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33] + /Pg 1009 0 R +>> +endobj + +118 0 obj +<< + /Type /StructElem + /S /TD + /P 109 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [119 0 R] +>> +endobj + +119 0 obj +<< + /Type /StructElem + /S /Formula + /P 118 0 R + /K [17 18 19 20 21 22 23 24] + /Pg 1009 0 R +>> +endobj + +120 0 obj +<< + /Type /StructElem + /S /TD + /P 109 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [121 0 R] +>> +endobj + +121 0 obj +<< + /Type /StructElem + /S /Formula + /P 120 0 R + /K [9 10 11 12 13 14 15 16] + /Pg 1009 0 R +>> +endobj + +122 0 obj +<< + /Type /StructElem + /S /TD + /P 109 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +123 0 obj +<< + /Type /StructElem + /S /P + /P 47 0 R + /K [1 124 0 R 8] + /Pg 1009 0 R +>> +endobj + +124 0 obj +<< + /Type /StructElem + /S /Formula + /P 123 0 R + /K [2 3 4 5 6 7] + /Pg 1009 0 R +>> +endobj + +125 0 obj +<< + /Type /StructElem + /S /H2 + /P 47 0 R + /T (Question 20) + /K [0] + /Pg 1009 0 R +>> +endobj 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00000 n +0000194839 00000 n +0000195151 00000 n +0000197287 00000 n +0000197600 00000 n +0000200522 00000 n +0000200817 00000 n +0000202157 00000 n +0000202470 00000 n +0000205985 00000 n +0000206298 00000 n +0000208660 00000 n +0000208973 00000 n +0000211044 00000 n +0000211357 00000 n +0000212960 00000 n +0000213078 00000 n +0000214166 00000 n +trailer +<< + /Size 1016 + /Root 1015 0 R + /Info 1013 0 R + /ID [(JmJlqbljOoJHkcZ+tnOmPA==) (JmJlqbljOoJHkcZ+tnOmPA==)] +>> +startxref +214406 +%%EOF \ No newline at end of file diff --git a/Diskret Mat/Gamle eksamener/Discrete Math exam Solutions by AI with names.typ b/Diskret Mat/Gamle eksamener/Discrete Math exam Solutions by AI with names.typ new file mode 100644 index 0000000..58acf2e --- /dev/null +++ b/Diskret Mat/Gamle eksamener/Discrete Math exam Solutions by AI with names.typ @@ -0,0 +1,578 @@ +#import "@local/dtu-template:0.5.1":* +#import "@preview/cetz:0.4.2" +#import "@preview/cetz-venn:0.1.4": venn2, venn3 +#import "@preview/auto-div:0.1.0": poly-div, poly-div-working + +#let mark-circle = box(width: 0.8em, height: 0.8em, stroke: 0.5pt + black, radius: 50%) +#let ans(body) = grid(columns: (auto, 1fr), column-gutter: 0.5em, align: (center, left), mark-circle, body) + +#let corr-circle = box(width: 0.8em, height: 0.8em, stroke: 0.5pt + black, fill: black, radius: 50%) +#let corr(body) = grid(columns: (auto, 1fr), column-gutter: 0.5em, align: (center, left), corr-circle, body) + +#show heading: it => { pagebreak(weak: true); it } +== Question 1 + +If $p,q$ are prime numbers such that $100 < p < q$, then the number of positive integers less than $p q$ which are relative prime to $p q$ is: + +#corr[$p q - p - q + 1$ (Rasmus's, Sebastian's answer)] +#ans[$p q - q + 1$] +#ans[$p q-p-q-1$] +#ans[$p q-p-q$ (Mikkel's answer)] +#ans[$p q-1$] +#ans[None of these] + +== Question 2 + +The number $(4^100 mod 6 )^100 mod 10$ equals + +#ans[3] +#corr[6 (All's answer)] +#ans[2] +#ans[None of these] +#ans[5] +#ans[1] +#ans[4] + +== Question 3 + +Consider the set of all 99 positive integers not exceeding 99. + +#table( + columns: (18%, auto, auto, auto, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center, center, center, center), + stroke: none, + [], + [$binom(99, 50)$], + [$2^98$], + [$2^97$], + [$2^49$], + [None of these], + [$2^50$], + [$binom(99,50) binom(99,49)$], + [$binom(99,49) binom(99, 49)$], + [How many subsets have an odd number of odd numbers, and an even number of even numbers?], + mark-circle, + [Mikkel's answer], + [*Sebastian's answer*], + [Rasmus's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [How many subsets have an odd number of even numbers and an even number of odd numbers?], + mark-circle, + mark-circle, + corr-circle, + [Rasmus's answer], + [Sebastian's answer], + [Mikkel's answer], + mark-circle, + mark-circle, + [How many subsets have 49 elements?], + [*Rasmus's answer*], + mark-circle, + mark-circle, + [Mikkel's, Sebastian's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [How many subsets have an odd number of odd numbers?], + mark-circle, + [*Rasmus's, Sebastian's answer*], + [Mikkel's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, +) + +== Question 4 + +Consider the following system of congruences: + +$ + x &equiv 1 mod 2 \ + x &equiv 1 mod 5 \ + x &equiv 7 mod 9 +$ + +Indicate the set of all solutions to the above system of congruences. + +#ans[None of these] +#ans[${90 + 7k | k in ZZ}$] +#ans[${1 + 2k | k in ZZ} union {1 + 5k | k in ZZ} union {7 + 9k | k in ZZ}$] +#ans[${9 + 90k | k in ZZ}$] +#corr[${61 + 90k | k in ZZ}$ (All's answer)] +#ans[${7 + 90k | k in ZZ}$] + + +== Question 5 + +Find a greatest common divisor of the polynomials $x^3 - 1$ and $x^3 + 2x^2 + 2x + 1$ + +#ans[$x+1$] +#ans[$1$(Mikkel's answer)] +#ans[$x-1$] +#corr[$x^2 + x + 1$ (Rasmus's, Sebastian's answer)] +#ans[$x^2 + x - 1$] +#ans[None of these] +#ans[$x^2 - x + 1$] +#ans[$x^2-x-1$] + + +== Question 6 + +Recall that $NN$ is the set of natural numbers, in other words the set of nonnegative integers. For all $n in NN$ define $f(n) = sum^n_(k=0) k dot k! = 0 dot 0! + 1 dot !+ dots + n dot n!$. It is possible to prove by induction that $f(n) = (n+1)! -1$ holds for all nonnegative integers $n$. + +By choosing 4 of the following 8 text fragments and putting them in the correct order, a proof by induction for the above statement can be created. + +A. To prove the induction step, we assume that $f(n+1) = ((n+1)+1)!-1$ holds for some $n in NN$. We will now prove that under this assumption, $f(n) = (n+1)!-1$ + +B. To prove the induction step we assume that $f(n) = (n+1)!-1$ holds for all $n in NN$. We will now prove that under this assumption, $f(n+1) = ((n+1)+1)!-1$ holds for all $n in NN$. + +C. To prove the induction step we assume that $f(n) = (n+1)!-1$ holds for some $n in NN$. We will now prove that under this assumption, $f(n+1) = ((n+1)+1)!-1$. + +D. The statement now follows from the principle of mathematical induction. + +E. We prove the statement by induction. The base case is $n = 1$. For $n=1$, we see that $f(1) = sum^1_(k=0)k dot k! = 0 dot 0! + 1 dot 1! = 0 dot 1 + 1 dot 1 = 1$ and also that $(n+1)! -1 = (1+1)!-1 = 2!-1 = 2-1 =1$. This proves the base case. + +F. We prove the statement by induction. The base case is $n=0$. For $n=0$, we see that $f(0) = sum^0_(k=0) k dot k! = 0 dot 0! = 0 dot 1 = 0$ and also that $(n+1)! -1 = (0+1)!-1 = 1!-1 = 1-1 =0$. This proves the base case. + + +G. We have that $ + f(n) &= sum^n_(k=0) k dot k! \ + &= (sum^(n+1)_(k=0) k dot k! ) - (n+1)(n+1)! \ + &= f(n+1) - (n+1)(n+1)! \ + &= ((n+1)+1)! - 1 - (n+1)(n+1)! "By the induction hypothesis" \ + &= (n+2)! -(n+1)(n+1)!-1 \ + &= (n+2)(n+1)!-(n+1)(n+1)!-1 \ + &= (n+2 - (n+1))(n+1)!-1 \ + &= (n+1)! -1 + $ which is what we wanted to prove. This concludes the induction step. + +H. We have that $ + f(n+1) &= sum^(n+1)_(k=0) k dot k! \ + &= (sum^n_(k=0) k dot k!) + (n+1)(n+1)! \ + &= f(n)+(n+1)(n+1)! \ + &= (n+1)!-1+(n+1)(n+1)! "By the induction hypothesis" \ + &= (n+1)(n+1)!+(n+1)!-1 \ + &= [(n+1)+1](n+1)!-1 \ + &= (n+2)! - 1 = ((n+1)+1)!-1 + $ which is what we wanted to prove. This concludes the induction step. + +#table( + columns: (20%, auto, auto, auto, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center, center, center, center), + stroke: none, + [], + [A], + [B], + [C], + [D], + [E], + [F], + [G], + [H], + [The first fragment is:], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [Mikkel's, Sebastian's answer], + [*Rasmus's answer*], + mark-circle, + mark-circle, + [The second fragment is:], + [Sebastian's answer], + mark-circle, + [*Rasmus's answer*], + [Mikkel's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [The third fragment is:], + mark-circle, + [Sebastian's answer], + [Mikkel's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [*Rasmus's answer*], + [The fourth fragment is:], + mark-circle, + mark-circle, + mark-circle, + [*Rasmus's answer*], + mark-circle, + mark-circle, + [Sebastian's answer], + [Mikkel's answer], +) + +== Question 7 + +For all $n in NN$ define $a_n$ recursively as follows $a_0 = 2, a_1 = 3, a_n = cases(a_(n-1) + n "if" n "is even", a_(n-1) + 2a_(n-2) "if" n "is odd")$ + +#corr[37 (All's answer)] +#ans[38] +#ans[35] +#ans[40] +#ans[None of these] +#ans[36] +#ans[39] + +== Question 8 + +We wish to construct a bipartite graph with bipartition $(V_1, V_2)$ such that $abs(V_1) = 4, abs(V_2) = 5$ (Note that a bipartite graph has no loops, but it may contain multiple edges.) +#table( + columns: (40%, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center), + [], + [The graph exists without multiple edges.], + [The graph exists but only if we allow multiple edges.], + [The graph does not exist, but it will exist if we are allowed to increase one of the degrees in $V_1$.], + [The graph does not exist, but it will exist if we are allowed to increase one of the degrees in $V_2$.], + [None of these are correct], + [If the degrees in $V_1$ are $5,5,5,5$ and the degrees in $V_2$ are $4,4,4,4,4$ then], + [*Rasmus's answer*], + mark-circle, + mark-circle, + [Mikkel's, Sebastian's answer], + mark-circle, + [If the degrees in $V_1$ are $1,2,2,2$ and the degrees in $V_2$ are $1,2,2,2,2$ then], + [Sebastian's answer], + [Mikkel's answer], + [*Rasmus's answer*], + mark-circle, + mark-circle, + [If the degrees in $V_1$ are $4,4,4,4$, and the degrees in $V_2$ are $5,5,5,5,5$ then], + mark-circle, + [Rasmus's answer], + [Mikkel's, Sebastian's answer], + corr-circle, + mark-circle, +) + + +== Question 9 + +The formula $binom(m+n, r) = sum^r_(k=a) binom(m, r-k) binom(n,k)$ is true for all integers $m,n,r$ satisfying $0 < m < r < n$ if we let the summation start with: + +#ans[$a = n$ (Sebastian's answer)] +#ans[$a = r$] +#ans[None of these (Rasmus's answer)] +#ans[$a = n -r$ (Mikkel's answer)] +#ans[$a = m$] +#corr[$a = r - m$] + + +== Question 10 + +Let $A = {0,1,2,4}, B = {0,1,3,5}, "and" C = {0,2,3,6}$. IF the universal set $U = {0,1,2,3,4,5,6,7}$, then which of the following is equal to $((A inter B) backslash C) union ((B inter C) backslash A) union ((C inter A) backslash B)$ + +#ans[${0,1,2,3}$] +#ans[All of these sets] +#ans[$emptyset$ (Mikkel's answer)] +#ans[${4,5,6}$] +#ans[None of these ] +#ans[${0,4,5,6}$] +#corr[${1,2,3}$ (Rasmus's, Sebastian's answer)] + +== Question 11 + +Consider the statement "for every positive rational number $x$ there are positive integers $a$ and $b$ such that $x = a/b$ and $gcd(a,b) = 1$." Which of the following statement in predicate logic is equivalent to this if we let $G(a,b)$ denote the statement " $a "and" b$ are relatively prime"? + +#ans[It is not possible to translate the statement into predicate logic. (Sebastian's answer)] +#corr[$forall x in QQ^+ exists a in ZZ^+ exists b in ZZ^+ (x = a/b and G(a,b)) $ (Mikkel's, Rasmus's answer)] +#ans[$forall x in QQ^+ exists a in ZZ^+ exists b in ZZ^+ (G(a,b) -> x = a/b)$] +#ans[$forall x in QQ^+ forall a in ZZ^+ forall b in ZZ^+ (x = a/b and G(a,b))$] +#ans[$forall x in QQ^+ exists a in ZZ^+ exists b in ZZ^+ (x = a/b -> G(a,b))$] + +== Question 12 + +Given a univerisal set $U$, which of the following is equal to the set $A inter overline((B backslash C))$? + +#ans[None of these] +#ans[$A inter B inter overline(C)$] +#ans[$(A union B) inter (A union overline(C))$] +#corr[$(A inter overline(B)) union (A inter C)$ (Rasmus's answer)] +#ans[$A inter overline(B) inter C$] +#ans[$A inter (C backslash B)$ (Mikkel's, Sebastian's answer)] + + +== Question 13 + +The empty set is an element of which of the following sets? + +#ans[${{emptyset}}$] +#ans[None of these] +#ans[$emptyset$ (Mikkel's answer)] +#ans[${x in RR : x < x}$] +#corr[${emptyset}$ (Rasmus's, Sebastian's answer)] +#ans[All of these sets] + +== Question 14 + +Which of the following are tautologies? + +#ans[$(p -> q) or (not q -> not p)$ (Sebastian's answer)] +#ans[None of these] +#ans[$p <-> q$] +#ans[All of these] +#corr[$(not p or not q) -> (not (p and q))$ (Mikkel's, Rasmus's answer)] +#ans[$(p or q or r) and (p or not q or not r)$] + +== Question 15 + +Consider all possible seatings of $3n$ people around two tables, one with $n$ seats and one with $2n$ seats. Find the number of seatings when +#table( + columns: (20%, auto, auto, auto, auto, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center, center, center, center, center), + stroke: none, + [], + [$((3n)!)/(2(n!))$], + [$((3n)!)/(4(n!))$], + [$((3n)!)/(4n)$], + [$2 binom(3n,n)$], + [$((3n)!)/(2n^2)$], + [$((3n)!)/(4n^2)$], + [$((3n)!)/(8n^2)$], + [$4 binom(3n,n)$], + [None of these], + [Two seatings are considered the same when each person has the same left and right neighbor.], + mark-circle, + [Rasmus's answer], + mark-circle, + [Sebastian's answer], + corr-circle, + mark-circle, + mark-circle, + [Mikkel's answer], + mark-circle, + [Two seatings are considered the same when each person has the same neighbors (and we do not care about right or left)], + [Rasmus's answer], + mark-circle, + mark-circle, + [Mikkel's answer], + [Sebastian's answer], + mark-circle, + corr-circle, + mark-circle, + mark-circle, +) + +== Question 16 + +For each of the following, determine whether it is surjective/injective, or not a well defined function. Recall that $NN$ is the set of natural numbers, in other words the set of nonnegative integers. + +#table( + columns: (35%, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center), + [], + [Not a well defined function], + [Well defined but neither injective nor surjective], + [Surjective but not injective], + [Injective but not surjective], + [Both injective and surjective], + [$ f: RR -> ZZ $ given by $f(x) = 2 floor(x/2)$], + [Mikkel's, Sebastian's answer], + [*Rasmus's answer*], + mark-circle, + mark-circle, + mark-circle, + [$f : RR -> {x in RR : x >= 0}$ given by $f(x) = sqrt(x^2)$], + mark-circle, + [Sebastian's answer], + [*Rasmus's answer*], + mark-circle, + [Mikkel's answer], + [$f: NN -> NN$ given by $f(x) = 2x +7$], + mark-circle, + mark-circle, + mark-circle, + [*All's answer*], + mark-circle, + [$f: NN -> NN$ given by $f(x) = x-x^2$], + [*Rasmus's, Sebastian's answer*], + [Mikkel's answer], + mark-circle, + mark-circle, + mark-circle, + [$f: RR -> RR$ given by $f(x) = cases(x "if" x in QQ, -x "if" x in.not QQ)$], + mark-circle, + mark-circle, + [Mikkel's, Sebastian's answer], + mark-circle, + [*Rasmus's answer*], +) + +== Question 17 + +Consider all permutations of ABCDE +#table( + columns: (20%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center), + [], + [12], + [24], + [36], + [48], + [50], + [64], + [None of these], + [How many contain none of AB, BC, CD], + [Sebastian's answer], + mark-circle, + mark-circle, + [Mikkel's answer], + mark-circle, + [*Rasmus's answer*], + mark-circle, + [How many contain ACE], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [Sebastian's answer], + [*Mikkel's, Rasmus's answer*], + [How many contain precisely one of AB, CD], + mark-circle, + [Mikkels's, Sebastian's answer], + [*Rasmus's answer*], + mark-circle, + mark-circle, + mark-circle, + mark-circle +) + +== Question 18 + +For each relation on the set of four distinct elements $a,b,c,d$ below, decide which property it has. + +#table( + columns: (30%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center), + stroke: none, + [], + [The edges of a hasse diagram], + [Partial order], + [Total order but not well ordered], + [Well-order], + [None of these], + [Total order but not partial order], + [Equivalence relation], + [$(a,a),(a,b),(a,c)(a,d)$], + [Sebastian's answer], + mark-circle, + mark-circle, + [Mikkel's answer], + [*Rasmus's answer*], + mark-circle, + mark-circle, + [$(a,b),(b,c),(c,d)$], + corr-circle, + [Sebastian's answer], + mark-circle, + mark-circle, + [Mikkel's, Rasmus's answer], + mark-circle, + mark-circle, + [$(a,a),(b,b),(c,c),\ (d,d),(a,d),(d,a)$], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [Sebastian's answer], + mark-circle, + [*Mikkel's, Rasmus's answer*], + [$(a,a),(b,b),(c,c),\ (d,d),(d,c)$], + mark-circle, + [*Mikkel's, Rasmus's answer*], + mark-circle, + mark-circle, + mark-circle, + [Sebastian's answer], + mark-circle, + [$(a,a),(b,b),(c,c),(d,d),\ (a,b),(a,c),(a,d),(b,c),\ (b,d),(c,d)$], + [Mikkel's answer], + [Rasmus's answer], + corr-circle, + corr-circle, + mark-circle, + mark-circle, + [Sebastian's answer] +) +Note: AI'er var uenige om den sidste, sÃ¥ har markeret de to svar jeg fik. + + +== Question 19 + +Which of the following is a recursively defined function for the number of ways to tile an $n times 2$ board using $2 times 1$ tiles. + +#corr[$f(0) = 1, f(1) = 1, f(n) = f(n - 1) + f(n - 2) "for" n >= 2$] +#ans[$f(0) = 0, f(1) = 1, f(n) = 2f(n - 2) "for" n >= 2$] +#ans[$f(0) = 1, f(1) = 1, f(n) = 2f(n - 2) "for" n >= 2$ (Rasmus's answer)] +#ans[$f(0) = 1, f(1) = 1, f(n) = f(n - 1)f(n - 2) "for" n >= 2$] +#ans[All of these (Mikkel's answer)] +#ans[$f(0) = 0, f(1) = 1, f(n) = f(n - 1) + f(n - 2) "for" n >= 2$ (Sebastian's answer)] +#ans[None of these ] + + +== Question 20 + +Find the coefficient of $x^15 y^20$ in the polynomials below. + +#table( + columns: (20%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center), + [], + [$- binom(10,5)2^5$], + [$binom(10,5) 2^15$], + [$- binom(10,5)2^15$], + [0], + [None of these], + [$-binom(10,5)2^10$], + [$- binom(10,3)2^5$], + [$(2x^3-y^4)^10$], + [*Mikkel's, Rasmus's answer*], + mark-circle, + mark-circle, + [Sebastian's answer], + mark-circle, + mark-circle, + mark-circle, + [$(1-2x^3y^4)^10$], + [*Rasmus's answer*], + mark-circle, + mark-circle, + [Sebastian's answer], + [Mikkel's answer], + mark-circle, + mark-circle, + [$(x^3-2y^4)^10$], + [*Mikkel's, Rasmus's answer*], + mark-circle, + mark-circle, + [Sebastian's answer], + mark-circle, + mark-circle, + mark-circle, +) + + +== Question 21 + +Which of the following is equivalent to the statement " $a$ and $b$ are relatively prime"? The domain for each statement is +the set of all positive integers + +#ans[None of these three are equivalent to the statement.] +#ans[$not (exists c (c divides a and c divides b and c > 1) )$ is equivalent to the statement, and the other two are not. (Rasmus's answer)] +#ans[$forall c (not (c divides a) or not (c divides b) or (c <= 1))$ is equivalent to the statement, and the other two are not.] +#corr[All of these three are equivalent to the statement.] +#ans[$forall c ( (c divides a and c divides b) -> (c <= 1))$ is equivalent to the statement, and other two are not. 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15 16 17 18 19 20 21 22 23 24 25] + /Pg 972 0 R +>> +endobj + +66 0 obj +<< + /Type /StructElem + /S /Div + /P 62 0 R + /K [] +>> +endobj + +67 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [70 0 R 68 0 R] +>> +endobj + +68 0 obj +<< + /Type /StructElem + /S /Div + /P 67 0 R + /K [69 0 R] +>> +endobj + +69 0 obj +<< + /Type /StructElem + /S /Span + /P 68 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [7] + /Pg 972 0 R +>> +endobj + +70 0 obj +<< + /Type /StructElem + /S /Div + /P 67 0 R + /K [] +>> +endobj + +71 0 obj +<< + /Type /StructElem + /S /P + /P 47 0 R + /K [1 73 0 R 3 72 0 R 5 6] + /Pg 972 0 R +>> +endobj + +72 0 obj +<< + /Type /StructElem + /S /Formula + /P 71 0 R + /K [4] + /Pg 972 0 R +>> +endobj + +73 0 obj +<< + /Type /StructElem + /S /Formula + /P 71 0 R + /K [2] + /Pg 972 0 R +>> +endobj + +74 0 obj +<< + /Type /StructElem + /S /H2 + /P 47 0 R + /T (Question 21) + /K [0] + /Pg 972 0 R +>> +endobj + +75 0 obj +<< + /Type /StructElem + /S /Table + 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315 0 R + /K [356 0 R 354 0 R 352 0 R 350 0 R 348 0 R 346 0 R 344 0 R 342 0 R 340 0 R 339 0 R] +>> +endobj + +339 0 obj +<< + /Type /StructElem + /S /TD + /P 338 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [74 75 76] + /Pg 960 0 R +>> +endobj + +340 0 obj +<< + /Type /StructElem + /S /TD + /P 338 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [341 0 R] +>> +endobj + +341 0 obj +<< + /Type /StructElem + /S /Formula + /P 340 0 R + /K [68 69 70 71 72 73] + /Pg 960 0 R +>> +endobj + +342 0 obj +<< + /Type /StructElem + /S /TD + /P 338 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [343 0 R] +>> +endobj + +343 0 obj +<< + /Type /StructElem + /S /Formula + /P 342 0 R + /K [60 61 62 63 64 65 66 67] + /Pg 960 0 R +>> +endobj + +344 0 obj +<< + /Type /StructElem + /S /TD + /P 338 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [345 0 R] +>> +endobj + +345 0 obj +<< + /Type /StructElem + /S /Formula + /P 344 0 R + /K [52 53 54 55 56 57 58 59] + 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24 25 26 27 28 29 30] + /Pg 960 0 R +>> +endobj + +354 0 obj +<< + /Type /StructElem + /S /TD + /P 338 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [355 0 R] +>> +endobj + +355 0 obj +<< + /Type /StructElem + /S /Formula + /P 354 0 R + /K [11 12 13 14 15 16 17 18 19 20] + /Pg 960 0 R +>> +endobj + +356 0 obj +<< + /Type /StructElem + /S /TD + /P 338 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +357 0 obj +<< + /Type /StructElem + /S /P + /P 47 0 R + /K [1 360 0 R 4 359 0 R 6 358 0 R 9 10] + /Pg 960 0 R +>> +endobj + +358 0 obj +<< + /Type /StructElem + /S /Formula + /P 357 0 R + /K [7 8] + /Pg 960 0 R +>> +endobj + +359 0 obj +<< + /Type /StructElem + /S /Formula + /P 357 0 R + /K [5] + /Pg 960 0 R +>> +endobj + +360 0 obj +<< + /Type /StructElem + /S /Formula + /P 357 0 R + /K [2 3] + /Pg 960 0 R +>> +endobj + +361 0 obj +<< + /Type /StructElem + /S /H2 + /P 47 0 R + /T (Question 15) + /K [0] + /Pg 960 0 R +>> +endobj + +362 0 obj +<< + 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34] + /Pg 952 0 R +>> +endobj + +463 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [31 32 33] + /Pg 952 0 R +>> +endobj + +464 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [24 25 26 27 28 29] + /Pg 952 0 R +>> +endobj + +465 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [14 15 16 17 18 19 20 21] + /Pg 952 0 R +>> +endobj + +466 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [9 10 11 12] + /Pg 952 0 R +>> +endobj + +467 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [6] + /Pg 952 0 R +>> +endobj + +468 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [4] + /Pg 952 0 R +>> +endobj + +469 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [2] + /Pg 952 0 R +>> +endobj + +470 0 obj +<< + /Type /StructElem + /S /H2 + /P 47 0 R + /T (Question 11) + /K [0] + /Pg 952 0 R +>> +endobj + +471 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [474 0 R 472 0 R] +>> +endobj + +472 0 obj +<< 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480 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [106] + /Pg 950 0 R +>> +endobj + +482 0 obj +<< + /Type /StructElem + /S /Div + /P 479 0 R + /K [] +>> +endobj + +483 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [486 0 R 484 0 R] +>> +endobj + +484 0 obj +<< + /Type /StructElem + /S /Div + /P 483 0 R + /K [485 0 R] +>> +endobj + +485 0 obj +<< + /Type /StructElem + /S /Formula + /P 484 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [99 100 101 102 103 104 105] + /Pg 950 0 R +>> +endobj + +486 0 obj +<< + /Type /StructElem + /S /Div + /P 483 0 R + /K [] +>> +endobj + +487 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [490 0 R 488 0 R] +>> +endobj + +488 0 obj +<< + /Type /StructElem + /S /Div + /P 487 0 R + /K [489 0 R] +>> +endobj + +489 0 obj +<< + /Type /StructElem + /S /Formula + /P 488 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [98] + /Pg 950 0 R +>> +endobj + +490 0 obj +<< + /Type /StructElem + /S /Div + /P 487 0 R + /K 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grid(columns: (auto, 1fr), column-gutter: 0.5em, align: (center, left), mark-circle, body) + +#let corr-circle = box(width: 0.8em, height: 0.8em, stroke: 0.5pt + black, fill: black, radius: 50%) +#let corr(body) = grid(columns: (auto, 1fr), column-gutter: 0.5em, align: (center, left), corr-circle, body) + +#show heading: it => { pagebreak(weak: true); it } +== Question 1 + +If $p,q$ are prime numbers such that $100 < p < q$, then the number of positive integers less than $p q$ which are relative prime to $p q$ is: + +#corr[$p q - p - q + 1$] +#ans[$p q - q + 1$] +#ans[$p q-p-q-1$] +#ans[$p q-p-q$] +#ans[$p q-1$] +#ans[None of these] + +== Question 2 + +The number $(4^100 mod 6 )^100 mod 10$ equals + +#ans[3] +#corr[6 (All's answer)] +#ans[2] +#ans[None of these] +#ans[5] +#ans[1] +#ans[4] + +== Question 3 + +Consider the set of all 99 positive integers not exceeding 99. + +#table( + columns: (18%, auto, auto, auto, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center, center, center, center), + [], + [$binom(99, 50)$], + [$2^98$], + [$2^97$], + [$2^49$], + [None of these], + [$2^50$], + [$binom(99,50) binom(99,49)$], + [$binom(99,49) binom(99, 49)$], + [How many subsets have an odd number of odd numbers, and an even number of even numbers?], + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [How many subsets have an odd number of even numbers and an even number of odd numbers?], + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [How many subsets have 49 elements?], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [How many subsets have an odd number of odd numbers?], + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, +) + +== Question 4 + +Consider the following system of congruences: + +$ + x &equiv 1 mod 2 \ + x &equiv 1 mod 5 \ + x &equiv 7 mod 9 +$ + +Indicate the set of all solutions to the above system of congruences. + +#ans[None of these] +#ans[${90 + 7k | k in ZZ}$] +#ans[${1 + 2k | k in ZZ} union {1 + 5k | k in ZZ} union {7 + 9k | k in ZZ}$] +#ans[${9 + 90k | k in ZZ}$] +#corr[${61 + 90k | k in ZZ}$ (All's answer)] +#ans[${7 + 90k | k in ZZ}$] + + +== Question 5 + +Find a greatest common divisor of the polynomials $x^3 - 1$ and $x^3 + 2x^2 + 2x + 1$ + +#ans[$x+1$] +#ans[$1$(Mikkel's answer)] +#ans[$x-1$] +#corr[$x^2 + x + 1$] +#ans[$x^2 + x - 1$] +#ans[None of these] +#ans[$x^2 - x + 1$] +#ans[$x^2-x-1$] + + +== Question 6 + +Recall that $NN$ is the set of natural numbers, in other words the set of nonnegative integers. For all $n in NN$ define $f(n) = sum^n_(k=0) k dot k! = 0 dot 0! + 1 dot !+ dots + n dot n!$. It is possible to prove by induction that $f(n) = (n+1)! -1$ holds for all nonnegative integers $n$. + +By choosing 4 of the following 8 text fragments and putting them in the correct order, a proof by induction for the above statement can be created. + +A. To prove the induction step, we assume that $f(n+1) = ((n+1)+1)!-1$ holds for some $n in NN$. We will now prove that under this assumption, $f(n) = (n+1)!-1$ + +B. To prove the induction step we assume that $f(n) = (n+1)!-1$ holds for all $n in NN$. We will now prove that under this assumption, $f(n+1) = ((n+1)+1)!-1$ holds for all $n in NN$. + +C. To prove the induction step we assume that $f(n) = (n+1)!-1$ holds for some $n in NN$. We will now prove that under this assumption, $f(n+1) = ((n+1)+1)!-1$. + +D. The statement now follows from the principle of mathematical induction. + +E. We prove the statement by induction. The base case is $n = 1$. For $n=1$, we see that $f(1) = sum^1_(k=0)k dot k! = 0 dot 0! + 1 dot 1! = 0 dot 1 + 1 dot 1 = 1$ and also that $(n+1)! -1 = (1+1)!-1 = 2!-1 = 2-1 =1$. This proves the base case. + +F. We prove the statement by induction. The base case is $n=0$. For $n=0$, we see that $f(0) = sum^0_(k=0) k dot k! = 0 dot 0! = 0 dot 1 = 0$ and also that $(n+1)! -1 = (0+1)!-1 = 1!-1 = 1-1 =0$. This proves the base case. + + +G. We have that $ + f(n) &= sum^n_(k=0) k dot k! \ + &= (sum^(n+1)_(k=0) k dot k! ) - (n+1)(n+1)! \ + &= f(n+1) - (n+1)(n+1)! \ + &= ((n+1)+1)! - 1 - (n+1)(n+1)! "By the induction hypothesis" \ + &= (n+2)! -(n+1)(n+1)!-1 \ + &= (n+2)(n+1)!-(n+1)(n+1)!-1 \ + &= (n+2 - (n+1))(n+1)!-1 \ + &= (n+1)! -1 + $ which is what we wanted to prove. This concludes the induction step. + +H. We have that $ + f(n+1) &= sum^(n+1)_(k=0) k dot k! \ + &= (sum^n_(k=0) k dot k!) + (n+1)(n+1)! \ + &= f(n)+(n+1)(n+1)! \ + &= (n+1)!-1+(n+1)(n+1)! "By the induction hypothesis" \ + &= (n+1)(n+1)!+(n+1)!-1 \ + &= [(n+1)+1](n+1)!-1 \ + &= (n+2)! - 1 = ((n+1)+1)!-1 + $ which is what we wanted to prove. This concludes the induction step. + +#table( + columns: (35%, 1fr, 1fr,1fr,1fr,1fr,1fr,1fr,1fr), + align: (left, center, center, center, center, center, center, center, center), + [], + [A], + [B], + [C], + [D], + [E], + [F], + [G], + [H], + [The first fragment is:], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + [The second fragment is:], + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [The third fragment is:], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + [The fourth fragment is:], + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, +) + +== Question 7 + +For all $n in NN$ define $a_n$ recursively as follows $a_0 = 2, a_1 = 3, a_n = cases(a_(n-1) + n "if" n "is even", a_(n-1) + 2a_(n-2) "if" n "is odd")$ + +#corr[37 (All's answer)] +#ans[38] +#ans[35] +#ans[40] +#ans[None of these] +#ans[36] +#ans[39] + +== Question 8 + +We wish to construct a bipartite graph with bipartition $(V_1, V_2)$ such that $abs(V_1) = 4, abs(V_2) = 5$ (Note that a bipartite graph has no loops, but it may contain multiple edges.) +#table( + columns: (40%, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center), + [], + [The graph exists without multiple edges.], + [The graph exists but only if we allow multiple edges.], + [The graph does not exist, but it will exist if we are allowed to increase one of the degrees in $V_1$.], + [The graph does not exist, but it will exist if we are allowed to increase one of the degrees in $V_2$.], + [None of these are correct], + [If the degrees in $V_1$ are $5,5,5,5$ and the degrees in $V_2$ are $4,4,4,4,4$ then], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [If the degrees in $V_1$ are $1,2,2,2$ and the degrees in $V_2$ are $1,2,2,2,2$ then], + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + [If the degrees in $V_1$ are $4,4,4,4$, and the degrees in $V_2$ are $5,5,5,5,5$ then], + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, +) + + +== Question 9 + +The formula $binom(m+n, r) = sum^r_(k=a) binom(m, r-k) binom(n,k)$ is true for all integers $m,n,r$ satisfying $0 < m < r < n$ if we let the summation start with: + +#ans[$a = n$] +#ans[$a = r$] +#ans[None of these] +#ans[$a = n -r$] +#ans[$a = m$] +#corr[$a = r - m$] + + +== Question 10 + +Let $A = {0,1,2,4}, B = {0,1,3,5}, "and" C = {0,2,3,6}$. IF the universal set $U = {0,1,2,3,4,5,6,7}$, then which of the following is equal to $((A inter B) backslash C) union ((B inter C) backslash A) union ((C inter A) backslash B)$ + +#ans[${0,1,2,3}$] +#ans[All of these sets] +#ans[$emptyset$] +#ans[${4,5,6}$] +#ans[None of these ] +#ans[${0,4,5,6}$] +#corr[${1,2,3}$] + +== Question 11 + +Consider the statement "for every positive rational number $x$ there are positive integers $a$ and $b$ such that $x = a/b$ and $gcd(a,b) = 1$." Which of the following statement in predicate logic is equivalent to this if we let $G(a,b)$ denote the statement " $a "and" b$ are relatively prime"? + +#ans[It is not possible to translate the statement into predicate logic.] +#corr[$forall x in QQ^+ exists a in ZZ^+ exists b in ZZ^+ (x = a/b and G(a,b)) $] +#ans[$forall x in QQ^+ exists a in ZZ^+ exists b in ZZ^+ (G(a,b) -> x = a/b)$] +#ans[$forall x in QQ^+ forall a in ZZ^+ forall b in ZZ^+ (x = a/b and G(a,b))$] +#ans[$forall x in QQ^+ exists a in ZZ^+ exists b in ZZ^+ (x = a/b -> G(a,b))$] + +== Question 12 + +Given a univerisal set $U$, which of the following is equal to the set $A inter overline((B backslash C))$? + +#ans[None of these] +#ans[$A inter B inter overline(C)$] +#ans[$(A union B) inter (A union overline(C))$] +#corr[$(A inter overline(B)) union (A inter C)$] +#ans[$A inter overline(B) inter C$] +#ans[$A inter (C backslash B)$] + + +== Question 13 + +The empty set is an element of which of the following sets? + +#ans[${{emptyset}}$] +#ans[None of these] +#ans[$emptyset$] +#ans[${x in RR : x < x}$] +#corr[${emptyset}$] +#ans[All of these sets] + +== Question 14 + +Which of the following are tautologies? + +#ans[$(p -> q) or (not q -> not p)$] +#ans[None of these] +#ans[$p <-> q$] +#ans[All of these] +#corr[$(not p or not q) -> (not (p and q))$] +#ans[$(p or q or r) and (p or not q or not r)$] + +== Question 15 + +Consider all possible seatings of $3n$ people around two tables, one with $n$ seats and one with $2n$ seats. Find the number of seatings when +#table( + columns: (20%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center, center, center), + [], + [$((3n)!)/(2(n!))$], + [$((3n)!)/(4(n!))$], + [$((3n)!)/(4n)$], + [$2 binom(3n,n)$], + [$((3n)!)/(2n^2)$], + [$((3n)!)/(4n^2)$], + [$((3n)!)/(8n^2)$], + [$4 binom(3n,n)$], + [None of these], + [Two seatings are considered the same when each person has the same left and right neighbor.], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [Two seatings are considered the same when each person has the same neighbors (and we do not care about right or left)], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, +) + +== Question 16 + +For each of the following, determine whether it is surjective/injective, or not a well defined function. Recall that $NN$ is the set of natural numbers, in other words the set of nonnegative integers. + +#table( + columns: (35%, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center), + [], + [Not a well defined function], + [Well defined but neither injective nor surjective], + [Surjective but not injective], + [Injective but not surjective], + [Both injective and surjective], + [$ f: RR -> ZZ $ given by $f(x) = 2 floor(x/2)$], + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + [$f : RR -> {x in RR : x >= 0}$ given by $f(x) = sqrt(x^2)$], + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + [$f: NN -> NN$ given by $f(x) = 2x +7$], + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + [$f: NN -> NN$ given by $f(x) = x-x^2$], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [$f: RR -> RR$ given by $f(x) = cases(x "if" x in QQ, -x "if" x in.not QQ)$], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, +) + +== Question 17 + +Consider all permutations of ABCDE +#table( + columns: (20%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center), + [], + [12], + [24], + [36], + [48], + [50], + [64], + [None of these], + [How many contain none of AB, BC, CD], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + [How many contain ACE], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + [How many contain precisely one of AB, CD], + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle +) + +== Question 18 + +For each relation on the set of four distinct elements $a,b,c,d$ below, decide which property it has. + +#table( + columns: (30%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center), + [], + [The edges of a hasse diagram], + [Partial order], + [Total order but not well ordered], + [Well-order], + [None of these], + [Total order but not partial order], + [Equivalence relation], + [$(a,a),(a,b),(a,c)(a,d)$], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + [$(a,b),(b,c),(c,d)$], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [$(a,a),(b,b),(c,c),\ (d,d),(a,d),(d,a)$], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + [$(a,a),(b,b),(c,c),\ (d,d),(d,c)$], + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [$(a,a),(b,b),(c,c),(d,d),\ (a,b),(a,c),(a,d),(b,c),\ (b,d),(c,d)$], + mark-circle, + mark-circle, + corr-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle +) +Note: AI'er var uenige om den sidste, sÃ¥ har markeret de to svar jeg fik. + + +== Question 19 + +Which of the following is a recursively defined function for the number of ways to tile an $n times 2$ board using $2 times 1$ tiles. + +#corr[$f(0) = 1, f(1) = 1, f(n) = f(n - 1) + f(n - 2) "for" n >= 2$] +#ans[$f(0) = 0, f(1) = 1, f(n) = 2f(n - 2) "for" n >= 2$] +#ans[$f(0) = 1, f(1) = 1, f(n) = 2f(n - 2) "for" n >= 2$] +#ans[$f(0) = 1, f(1) = 1, f(n) = f(n - 1)f(n - 2) "for" n >= 2$] +#ans[All of these] +#ans[$f(0) = 0, f(1) = 1, f(n) = f(n - 1) + f(n - 2) "for" n >= 2$] +#ans[None of these ] + + +== Question 20 + +Find the coefficient of $x^15 y^20$ in the polynomials below. + +#table( + columns: (20%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center), + [], + [$- binom(10,5)2^5$], + [$binom(10,5) 2^15$], + [$- binom(10,5)2^15$], + [0], + [None of these], + [$-binom(10,5)2^10$], + [$- binom(10,3)2^5$], + [$(2x^3-y^4)^10$], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [$(1-2x^3y^4)^10$], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [$(x^3-2y^4)^10$], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, +) + + +== Question 21 + +Which of the following is equivalent to the statement " $a$ and $b$ are relatively prime"? The domain for each statement is +the set of all positive integers + +#ans[None of these three are equivalent to the statement.] +#ans[$not (exists c (c divides a and c divides b and c > 1) )$ is equivalent to the statement, and the other two are not.] +#ans[$forall c (not (c divides a) or not (c divides b) or (c <= 1))$ is equivalent to the statement, and the other two are not.] +#corr[All of these three are equivalent to the statement.] +#ans[$forall c ( (c divides a and c divides b) -> (c <= 1))$ is equivalent to the statement, and other two are not.] + diff --git a/Diskret Mat/Gamle eksamener/E24 svar forklaring.pdf b/Diskret Mat/Gamle eksamener/E24 svar forklaring.pdf index bd69c31..9442cec 100644 Binary files a/Diskret Mat/Gamle eksamener/E24 svar forklaring.pdf and b/Diskret Mat/Gamle eksamener/E24 svar forklaring.pdf differ diff --git a/Diskret Mat/Gamle eksamener/E24 svar forklaring.typ b/Diskret Mat/Gamle eksamener/E24 svar forklaring.typ index ef9bf44..bf82284 100644 --- a/Diskret Mat/Gamle eksamener/E24 svar forklaring.typ +++ b/Diskret Mat/Gamle eksamener/E24 svar forklaring.typ @@ -1,5 +1,780 @@ #import "@local/dtu-template:0.5.1":* +#import "@preview/cetz:0.4.2" +#import "@preview/cetz-venn:0.1.4": venn2, venn3 +#import "@preview/auto-div:0.1.0": poly-div, poly-div-working -#definition()[ -Hej +// Small circle for marking answers +#let mark-circle = box(width: 0.8em, height: 0.8em, stroke: 0.5pt + black, radius: 50%) + +// Answer option with circle +#let ans(body) = grid(columns: (auto, 1fr), column-gutter: 0.5em, align: (center, left), mark-circle, body) + +#let corr-circle = box(width: 0.8em, height: 0.8em, stroke: 0.5pt + black, fill: black, radius: 50%) +#let corr(body) = grid(columns: (auto, 1fr), column-gutter: 0.5em, align: (center, left), corr-circle, body) + +#show: dtu-note.with( + course: "01017", + course-name: "Discrete Mathematics", + title: "01019 E24 Exam - Discrete Mathematics", + date: datetime.today(), + author: "DTU (Technical University of Denmark)", + semester: "2025 Fall", +) + +#show heading: it => { pagebreak(weak: true); it } + += 01019 E24 Exam Discrete Mathematics + +Der anvendes en scoringsalgoritme, som er baseret pÃ¥ "One correct answer" + +Dette betyder følgende: +- Der er altid præcist ét korrekt svar +- Studerende kan kun vælge ét svar per spørgsmÃ¥l +- Hvert rigtigt svar giver 1 point. SÃ¥ et spørgsmÃ¥l, der bestÃ¥r af f.eks. 3 del-spørgsmÃ¥l, giver 3 points, hvis alle 3 er korrekte. +- Hvert forkert svar giver 0 point (der benyttes IKKE negative point) + +The following approach to scoring responses is implemented and is based on "One correct answer": +- There is always only one correct answer +- Students are only able to select one answer per question +- Every correct answer that you click on corresponds to 1 point, so a question with 3 parts is worth 3 points if you get every part correct. +- Every incorrect answer corresponds to 0 points (incorrect answers do not result in subtraction of points) + +== Question 1 +If $a, b, c$, and $d$ are positive integers such that $a b | c d$, then which of the following must be true? + +*Vælg en svarmulighed* +#ans[$a|"lcm"(c, d)$ or $b|"lcm"(c, d)$] +#corr[If $p$ is a prime that divides $a$, then $p|c$ or $p|d$] +#ans[None of these] +#ans[If $b$ is prime, then $b|"gcd"(c, d)$] +#ans[$"gcd"(a, b)| "gcd"(c, d)$] +#ans[$a|c$ or $a|d$ or $b|c$ or $b|d$] + +#solution()[ +Because if you instead of $a,b,c,d$ put them factorized into primes. Then if $a b$ divides $c d$ they must share some common primes when factorized, and thus if $p$ divides $a$ so it is in the factorized $a b$, then it must also be in the factorized $c d$ and thus $p | c$ or $p | d$ +] + +== Question 2 +For $n >= 4$, the number of edges in the $n$-cube $Q_n$ is + +*Vælg en svarmulighed* +#ans[None of these] +#ans[$2^n + 16$] +#corr[$n 2^(n-1)$] +#ans[$2^(n+1)$] +#ans[$n! + 8$] + +#solution()[ +It it probably not the 2nd or last one. 3rd one makes more intuitive sense than 4th one. +] + +== Question 3 +For each of the following, determine whether it is surjective/injective, or not a well defined function. Recall that $NN$ is the set of natural numbers, in other words the set of nonnegative integers, and $ZZ^+$ is the set of positive integers. + +*Vælg de rigtige svarmuligheder* + +#table( + columns: (40%, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center), + stroke: none, + [], + [Not well defined], + [Well defined but neither], + [Surjective but not injective], + [Injective but not surjective], + [Both surjective and injective], + [$f: ZZ^+ -> NN$ given by $f(x) = floor(log_2(x))$], + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + [$f: RR -> ZZ^+$ given by $f(x) = floor(|x|)$], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [$f: NN -> ZZ$ given by $f(x) = cases(ceil(x\/2) "if" x "is even", -ceil(x\/2) "if" x "is odd")$], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + [$f: RR -> {-1, 0, 1}$ given by $f(x) = floor(x) - ceil(x)$], + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + [$f: NN -> NN$ given by $f(x) = x^3 + 1$], + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, +) + +#solution()[ +/ 1): +It is not injective because when rounded down, multiple x-values will give the same y-value. It is surjective since it continues on forever. + +/ 2): +$0, 0.5, 0.6$, etc. are in $RR$, but rounded down to $0$ are not in $ZZ^+$ so this function isn't well defined. + +/ 3): +You have all odd numbers halved and rounded up make up the negative numbers, and same with even numbers. Since every integer times 2 is also an integer, every number in $ZZ$ will have a corresponding x-value because of that. Also since integers times two only have one answer, you will not have multiple numbers in $NN$ give the same value + +/ 4): +This is not injective because almost all x-values will give the same y-value (-1). It is not surjective because a positive number rounded down minus same number rounded up will give -1. And same for negative numbers. + +/ 5): +No two natural numbers cubed plus one will give the same value, so this is injective. But there are a lot of natural numbers that is not hit. +] + +== Question 4 +Consider the following three statements on the complete graph $K_(2n)$: + +(a): $K_(2n)$ has $binom(2n, 2)$ edges + +(b): $K_(2n)$ has $2binom(n, 2) + n^2$ edges + +(c): $K_(2n)$ has $n(2n - 1)$ edges + +*Vælg en svarmulighed* +#ans[(a) and (b) are true, but (c) is false] +#corr[(a) and (b) and (c) are all true] +#ans[(a) and (c) are true, but (b) is false] +#ans[(b) and (c) are true, but (a) is false] +#ans[Precisely one of (a),(b),(c) is true] + +#solution()[ +/ *(a)*: A complete graph is a graph where all vertices are connected, but only once. So the amount of edges can also be described as how many ways can you select two of $2n$ elements (how many ways can you select to vertices to connect in the graph) + +/ *(b)*: This can be verified using (a). Take $n=10$ for example: +$ +vec(20,2) = 190\ +2 vec(10,2) + 100 = 2 dot 45 + 100 = 190 +$ +This holds true, so (b) must be true as well. + +/ *(c)*: We can check this as well. For $n=10$: +$ +190 = 10*19 +$ +This holds true as well. + +] + +== Question 5 +Consider a simple graph with degrees 2,2,3,3,3,3,3. + +*Vælg en svarmulighed* +#ans[Such a graph exists, and any such graph has less than 19 edges] +#corr[Such a graph does not exist] +#ans[Such a graph exists, and any such graph has precisely 19 edges] +#ans[Such a graph exists, and any such graph has more than 19 edges] +#ans[There exists such a graph with more than 19 edges and another with less than 19 edges] + +#solution()[ +Uneven amount of odd degrees, so it cannot exist. +] + +== Question 6 +How many elements are in the union of four sets if each set has 200 elements, each pair of sets share 50 elements, each three of the sets share 25 elements, and there are 5 elements in all four sets. + +*Vælg en svarmulighed* +#ans[395] +#ans[695] +#ans[495] +#corr[595] +#ans[None of these] + +#solution()[ +Imagine the sets $A,B,C,D$: +$ +A + B + C + D - |A inter B| - |A inter C| - |A inter D| - |B inter C| - |B inter D| - |C inter D|\ ++ |A inter B inter C| + |B inter C inter D| + |C inter D inter A| + |D inter A inter B|\ +- |A inter B inter C inter D| = \ +200+200+200+200 - 50-50-50-50-50-50\ ++25+25+25+25-5 = 595 +$ +] + +== Question 7 +Suppose that $a, b, c$, and $m$ are positive integers such that $a c equiv b c mod m$. Which of the following must be true? + +*Vælg en svarmulighed* +#ans[$a equiv b mod m$] +#corr[$a - b in {k m : k in ZZ}$ if $"gcd"(c, m) = 1$] +#ans[$c|m(a - b)$] +#ans[$a equiv b mod c m$] +#ans[None of these] + +#solution()[ +The solution means $a equiv b mod m$ but only if $c,m$ are coprime. This is because $a c equiv b c mod m$ cant also be written as $m | c(a-b)$, so for our equation to hold, $m$ must divide $a-b$ not $c$, so $gcd(c,m)=1$ +] + +== Question 8 +If $2a + 3 equiv 2b + 3 mod m$, for positive integers $a, b$, and $m$, then which of the following does NOT necessarily have to be true? + +*Vælg en svarmulighed* +#ans[$2a equiv 2b mod m$] +#corr[$a = k m + b$ for some $k in ZZ$] +#ans[$14a equiv 14b + 7m mod m$] +#ans[All of these are true] +#ans[$m|2(a - b)$] + +#solution()[ +Because for example: $a=101, b=100, m = 2$ + +$ +205 equiv 203 mod 2\ +101 != 2k + 100 "for some" k in ZZ +$ +] + +== Question 9 +Which of these three are partitions of $ZZ times ZZ$, that is, the set of ordered pairs of integers: + +(a): the set of pairs $(x, y)$ where $x$ or $y$ (or both) are odd; the set of pairs $(x, y)$ where $x$ and $y$ are even; + +(b): the set of pairs $(x, y)$ where $x$ and $y$ are odd; the set of pairs $(x, y)$ where $x$ and $y$ are even; + +(c): the set of pairs $(x, y)$ where $x$ or $y$ (or both) are odd; the set of pairs $(x, y)$ where $x$ or $y$ (or both) are even. + +*Vælg en svarmulighed* +#ans[None of them are] +#corr[(a) is a partition but (b),(c) are not] +#ans[Precisely two of them are] +#ans[(b) is a partition but (a),(c) are not] +#ans[(c) is a partition but (a),(b) are not] + +#solution()[ +To be a partition, the following conditions must be met: + + Every element $a in S$ belongs to exactly one equivalence class $[a]_tilde$. + + The equivalence classes are pairwise disjoint: if $[a]_tilde eq.not [b]_tilde$, then $[a]_tilde inter [b]_tilde = emptyset$. + + The union of all equivalence classes equals $S$. + + So basically you can't have pairs appear more than once, and the union of all the pairs must be equal to, here, $ZZ$. + + / a): This satisfies all three. + / b): This satisfies the first two, but not the third. + / c): This doesn't satisfy the first one. +] + +== Question 10 +Consider the statement: There exist infinitely many simple graphs (that is, graphs with no loops and no multiple edges) such that all degrees are distinct. This statement can be proved to be + +*Vælg en svarmulighed* +#ans[neither true nor false because some graphs have all degrees distinct and others do not] +#corr[false by the pigeonhole principle] +#ans[false by giving a counterexample] +#ans[true by the pigeonhole principle] +#ans[true by induction] + +#solution()[ +If you have a graph of $n$ vertices, and then add another one. It will need to have $n+1$ edges, but for that to be true, it would have to connect to itself, which it can't (and for example the first edge, would need to connect to it as well). + +In terms of Pigeonhole principle, we will end up having too many edges. +] +== Question 11 +Consider the polynomial $(2x^2 - 3y^3)^8$. + +*Vælg de rigtige svarmuligheder* + +#table( + columns: (1fr, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center), + stroke: none, + [ ], + [0], + [$2^4 3^4 binom(8, 4)$], + [$-2^4 3^4 binom(8, 4)$], + [$2^3 3^6 binom(8, 4)$], + [$-2^4 3^6 binom(8, 4)$], + [The coefficient of $x^8 y^12$ is], + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + [The coefficient of $x^6 y^9$ is], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, +) + +#solution()[ +You can use calculator to calculate this. But by intuition: + +You know that $(x+y)^n$ will have coefficient: $binom(n,k)x^(n-k)y^k$ + +For $x^8y^12$: + +Here we have $n=8, k = 8-8/2=4$. So coefficients are: $2^(n-k=4)3^(k=4) binom(n=8,k=4)$. It will be positive as we multiple a negative number even number of times, so its positive. + +For $x^6y^9$. Here we have $n=8, k = 8-6/2=5$ but $3 dot 5 != 9$ so this doesnt exist. +] + +== Question 12 +The polynomial $x^n + 1$ is divisible by the polynomial $x + 1$ (where $n$ is a positive integer) + +*Vælg en svarmulighed* +#ans[for each $n >= 1$] +#corr[for each odd $n >= 1$, and for no even $n$] +#ans[for each even $n >= 4$, and for no odd $n$] +#ans[for infinitely many, but not all, even $n$, and for no odd $n$] +#ans[for $n = 1$ only] + +#solution()[ +Use calculator to solve this. +] + +== Question 13 +The least number of cables required to connect ten computers to five printers to guarantee that, for every choice of five of the ten computers, these five computers can directly access five different printers is + +*Vælg en svarmulighed* +#ans[40] +#ans[None of these] +#ans[$binom(10, 5)$] +#corr[30] +#ans[50] + +#solution()[ +To guarantee that no matter the five computers we select they will connect to different printers, each printer must be connected to >5 computers so 6. And since there's 5 printers, its: $5 dot 6 =30$ +] + +== Question 14 +Consider the following relations on ${1, 2, 3, 4, 5, 6}$: + +$R_1$: ${(1, 2),(2, 3),(1, 3),(4, 5),(5, 6),(4, 6)}$. + +$R_2$: ${(1, 1),(2, 2),(3, 3),(4, 4),(5, 5),(6, 6),(1, 2),(3, 4),(5, 6),(1, 6)}$. + +$R_3$: ${(1, 2),(2, 3),(3, 4),(4, 5),(5, 6),(1, 3),(2, 4),(3, 5),(4, 6)}$. + +Recall that questions below may appear in random order. + +*Vælg de rigtige svarmuligheder* + +#table( + columns: (15%, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center), + stroke: none, + [ ], + [an \ equivalence relation], + [a partial \ ordering], + [transitive and reflexive\ but not \ antisymmetric], + [transitive and antisymmetric but not\ reflexive], + [none of these], + [$R_3$ is], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + [$R_2$ is], + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + [$R_1$ is], + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, +) + +#solution()[ +Definitions: + + *Reflexive:* $forall a in S, a R a$ + + *Symmetric:* $forall a, b in S$, if $a R b$ then $b R a$ + + *Antisymmetric:* $forall a, b in S$, if $a R b$ and $b R a$ then $a = b$ + + *Transitive:* $forall a, b, c in S$, if $a R b$ and $b R c$ then $a R c$ + + A partial ordering is Reflexive, Antisymmetric and Transitive. + + An equivalence relation is Reflexive, Symmetric and Transitive + +/ $R_3$: Not reflexive, not symmetric, is antisymmetric and not transitive (you have $(1,2), (2,4)$ but not $(1,4)$) + +/ $R_2$: It is reflexive, antisymmetric and transitive. Thus, a partial ordering + +/ $R_1$: Not reflexive, not symmetric, is antisymmetric, is transitive. +] + +== Question 15 +For each of the following values of $n$, determine the multiplicative inverse of $n mod 9$ or indicate that it does not exist. + +*Vælg de rigtige svarmuligheder* + +#table( + columns: (auto, auto, auto, auto, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center, center, center, center), + stroke: none, + [ ], + [*Does not exist*], + [*0*], + [*1*], + [*2*], + [*3*], + [*4*], + [*5*], + [*6*], + [$n = 6$], + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [$n = 2$], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + [$n = 7$], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, +) + +#solution()[ +The multiplicative inverse is the number for which you need to multiply n for $n dot x equiv 1 mod 9$ here. + +This can be calculated in Sympy. + +/ $n=6$: No value + +/ $n=2$: $2 dot 5=10 equiv 1 mod 9$ + +/ $n=7$: $7 dot 4 = 28 equiv 1 mod 9$ +] + +== Question 16 +Given a universal set $U$, which of the following sets are necessarily equal to $(overline(B) - A) union (overline(C) - A)$? + +*Vælg en svarmulighed* +#ans[$emptyset$] +#ans[$overline((B union C)) - A$] +#ans[$((U - B) union (U - C)) inter A$] +#corr[$overline((B inter C))- A$] +#ans[None of these] + +#solution()[ +The given equation mean: What is in either not $B$ nor $A$, or not in $C$ nor $A$. + +This can be rewritten as what is not in both $B$ and $C$ and also not in $A$ +] +== Question 17 +20 people are seated around a round table. + +*Vælg de rigtige svarmuligheder* + +#table( + columns: (1fr, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center), + stroke: none, + [ ], + [$2^20$], + [$2^19$], + [$20!$], + [$19!$], + [$19!\/2$], + [Two seatings are considered identical if each person has the same two neighbors in the two seatings (but we don't care about left and right). The number of seatings is], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + [Two seatings are considered identical if each person has the same left neighbor and the same right neighbor in the two seatings. The number of seatings is], + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + [Two seatings are considered identical if each person has the same left neighbor in the two seatings. The number of seatings is], + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, +) + +#solution()[ +Can be calculated in Sympy! + +But intuitively: + +/ a): Here we have $20!/(20*2)=19!/2$. Because for every seating you have, you can rotate it 20 times and same neighbors, and you can mirror it, and same neighbors. + +/ b): Same as before but only rotation now so: $20!/20=19!$ + +/ c): This is the same as before as if you change a persons right neighbor, the now have a new left neighbor so you cant do that. +] + +== Question 18 +Let $a$ and $b$ be positive integers. Which of the following integers can NOT necessarily be written as $a s + b t$ for some integers $s$ and $t$? + +*Vælg en svarmulighed* +#ans[All of these can be written as $a s + b t$ for some integers $s$ and $t$] +#ans[$"gcd"(a, b)^2 - 17 "lcm"(a, b)$] +#corr[$("lcm"(a,b))/("gcd"(a,b))$] +#ans[$"gcd"(2a, 6b)$] +#ans[$"gcd"(a, b)$] + +#solution()[ +$"lcm"(a,b)$ is the least common multiple of $a,b$ so that means if you go any lower than that, it can't necessarily be divided by $a,b$ so you cant necessarily write it as $a s + b t$ +] + +== Question 19 +Which of the following gives a recursive definition of the number of ways to choose 3 elements from an $n$ element set for $n >= 3$? + +*Vælg en svarmulighed* +#ans[$f(3) = 1$ and $f(n + 1) = binom(n, 2)f(n - 1)$ for $n >= 3$] +#ans[None of these] +#ans[$f(4) = 1$ and $f(n) = n^4 + f(n - 1)$ for $n > 4$] +#ans[$f(3) = 1$ and $f(n) = binom(n, 3) + f(n - 1)$ for $n > 3$] +#ans[$f(n) = n^3$] +#corr[$f(3) = 1$ and $f(n) = ((n-1)(n-2))/2 + f(n - 1)$ for $n > 3$] + +== Question 20 +For any integers $n, m$, where $2 <= n <= m$, the binomial coefficient $binom(n+m, m+2)$ equals + +*Vælg en svarmulighed* +#ans[$sum_(k=0)^n binom(n, k)binom(m, m-k)$] +#corr[$sum_(k=2)^n binom(n, k)binom(m, m+2-k)$] +#ans[$sum_(k=0)^(n+2) binom(n, k)binom(m, n-k)$] +#ans[None of these because we cannot use Vandermonde's identity in this case] +#ans[$sum_(k=1)^n binom(n, k)binom(m, m+1-k)$] + +#solution()[ +Because we know: $mat(m+n;r)=sum^r_(k=0) mat(n;k) mat(m;r-k)$ +] + +== Question 21 +The number of derangements of 1,2,3,4,5,6,7 ending with 1,2,3 in some order is + +*Vælg en svarmulighed* +#ans[$3!(4! - 1)$] +#ans[$3!4!\/2$] +#ans[$3!4!$] +#corr[$3!(4! - 3!)$] +#ans[None of these] + +#solution()[ +Can be calculated in Sympy. + +Intuitively: + +There are $3!$ ways to order $1,2,3$. And if it must end in that, there are 4 more numbers to order, which have $4!$ numbers of ways to be ordered. Since it is a derangement though, this means that no number can have its original position, so we must count out the positions where 4 is in the 4th spot, so $- 3!$. So it becomes $3! (4!-3!)$ +] + +== Question 22 +Consider the following system of congruences: + +$x equiv 1 mod 2$ + +$x equiv 4 mod 5$ + +$x equiv 3 mod 7$ + +Indicate the set of all solutions to the above system of congruences. + +*Vælg en svarmulighed* +#ans[${12 + 70k | k in ZZ}$] +#ans[${8 + 70k | k in ZZ}$] +#ans[${1 + 2k | k in ZZ} union {4 + 5k | k in ZZ} union {3 + 7k | k in ZZ}$] +#ans[${70 + 12k | k in ZZ}$] +#ans[${8 + 14k | k in ZZ}$] +#corr[${59 + 70k | k in ZZ}$] +#ans[None of these] + +#solution()[ +Can be solved using Sympy. + +Also calculate for each of the formulas whether 2 divides it minus 1, 5 divides it minus 4 and 7 divides it minus 3. +] + +== Question 23 +It is possible to prove that a simple graph on $n >= 1$ vertices has at most $binom(n, 2)$ edges using mathematical induction. Here we take $binom(1, 2)$ to be equal to zero. + +By choosing some of the following text fragments and putting them in the correct order, a proof by induction for the above statement can be created. + +*A)* To prove the inductive step, assume that every simple graph on $n$ vertices has at most $binom(n, 2)$ edges, for every integer $n >= 1$. We will show that this implies that every simple graph on $n + 1$ vertices has at most $binom(n+1, 2)$ edges. + +*B)* To prove the inductive step, assume that every simple graph on $n$ vertices has at most $binom(n, 2)$ edges, for some fixed integer $n >= 1$. We will show that this implies that every simple graph on $n + 1$ vertices has at most $binom(n+1, 2)$ edges. + +*C)* The statement now follows from the principle of mathematical induction. + +*D)* Since $v$ had at most $n$ edges incident to it, we have that $G$ has at most $n + binom(n, 2)$ edges. Moreover, $n + binom(n, 2) = n + (n(n-1))/2 = 1/2(2n + n^2 - n) = 1/2(n^2 + n) = ((n+1)n)/2 = binom(n+1, 2)$. + +*E)* We prove the statement by induction. The base case is $n = 1$. A simple graph on 1 vertex cannot have any edges, so it has at most $binom(1, 2) = 0$ edges. + +*F)* Let $G$ be a simple graph on $n + 1$ vertices. Pick any vertex $v in V(G)$ and note that $v$ has at most $n$ edges incident to it since there are $n$ vertices it could be adjacent to. Let $G'$ be the graph obtained from $G$ by removing $v$ and all the edges incident to $v$. Then $G'$ is a simple graph on $n$ vertices and thus it has at most $binom(n, 2)$ edges by our induction hypothesis. + +*G)* Let $G$ be a simple graph on $n$ vertices. Construct a simple graph $G'$ on $n + 1$ vertices by adding a new vertex $v$ to $G$ and making it adjacent to an arbitrary subset $S$ of vertices of $G$. Since $G$ has $n$ vertices, we have that $|S| <= n$ and so $v$ is incident to at most $n$ edges. Therefore $G'$ has at most $n + binom(n, 2) = n + (n(n-1))/2 = 1/2(2n + n^2 - n) = 1/2(n^2 + n) = ((n+1)n)/2 = binom(n+1, 2)$ edges. + +*PLEASE NOTE THAT THE QUESTIONS AND ANSWERS BELOW APPEAR IN RANDOM ORDER. PLEASE READ THEM CAREFULLY.* + +*Vælg de rigtige svarmuligheder* + +#block(width: 100%, breakable: false)[ + #table( + columns: (20%, 0.5fr, 0.5fr, 0.5fr, 0.5fr, 0.5fr, 0.5fr, 0.5fr, 1fr), + align: (left, center, center, center, center, center, center, center, center), + stroke: none, + [ ], + [*A*], + [*B*], + [*C*], + [*D*], + [*E*], + [*F*], + [*G*], + [*No more \ fragments*], + [The first text fragment of the proof is], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + [The second text fragment of the proof is], + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [The third text fragment of the proof is], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + [The fourth text fragment of the proof is], + mark-circle, + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [The fifth text fragment of the proof is], + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + ) +] + +#solution()[ +First is *E)* because it is our base step. + +Then it is *B)* for the start of the inductive step. It is not *A)* because we calculate induction for some _fixed_ integer, not every integer. + +Then is *F)* because it makes more sense than *G)* + +Then is *D)* because calculations + +Then is *C)* because there is another option left and this also concludes stuff. +] + +== Question 24 +Let $P(x)$ denote the statement "$x$ is prime". Which of the following statements can be written in predicate logic as the following: + +$forall x in ZZ (x > 1 -> (exists y in NN (P(y) and x < y < 2x)))$ + +*Vælg en svarmulighed* +#ans[For every integer $x$ greater than 1, every number strictly between $x$ and $2x$ is prime.] +#ans[None of these] +#ans[For every integer $x$, either $x > 1$ or there is a prime $y$ such that $x < y < 2x$.] +#ans[For any integer $x > 1$ and any prime $y$, if $x > 1$ then $x < y < 2x$.] +#corr[For every integer $x > 1$, there is a prime $y$ such that $x < y < 2x$.] +#ans[There exist infinitely many primes.] + +#solution()[ +This is just using words to describe the statement +] + +== Question 25 +Let $a$ and $b$ be two positive integers with $a b = 5292 = 2^2 3^3 7^2$. Which of the following values CANNOT be the greatest common divisor of $a$ and $b$? + +*Vælg en svarmulighed* +#ans[1] +#ans[3] +#corr[36] +#ans[42] +#ans[All of these are possible values for $"gcd"(a, b)$] + +#solution()[ +36 can't be gcd because, even though you can construct it using the primes, you do: $2 dot 2 dot 3 dot 3$, and then you wouldn't be able to construct it again, meaning it would only be able to divide one of $a,b$ +] + +== Question 26 +Consider the number of ways we can put $n + 1$ distinguishable balls (meaning that we can tell the difference between them) into $n$ distinct boxes. + +*Vælg de rigtige svarmuligheder* + +#table( + columns: (1fr, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center), + stroke: none, + [ ], + [*none of these*], + [$2n!$], + [$binom(n+1, 2)n!$], + [$n^(n+1) - 2n!$], + [$n^(n+1) - binom(n+1, 2)n!$], + [If at least one box is empty, the number of ways is], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + corr-circle, + [If no box is empty, the number of ways is], + mark-circle, + mark-circle, + corr-circle, + mark-circle, + mark-circle, +) + +#solution()[ +For the non-empty one first: + +You first chose 2 of the $n+1$ balls, these will go into the same container. 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/O /Layout + /Placement /Block + >>] + /K [117 0 R] +>> +endobj + +117 0 obj +<< + /Type /StructElem + /S /P + /P 116 0 R + /K [44 45 46 47 48 49 50 51 52 53 54 55 56 57] + /Pg 1729 0 R +>> +endobj + +118 0 obj +<< + /Type /StructElem + /S /TD + /P 114 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [43] + /Pg 1729 0 R +>> +endobj + +119 0 obj +<< + /Type /StructElem + /S /TR + /P 99 0 R + /K [122 0 R 120 0 R] +>> +endobj + +120 0 obj +<< + /Type /StructElem + /S /TD + /P 119 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [121 0 R] +>> +endobj + +121 0 obj +<< + /Type /StructElem + /S /Strong + /P 120 0 R + /K [42] + /Pg 1729 0 R +>> +endobj + +122 0 obj +<< + /Type /StructElem + /S /TD + /P 119 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [123 0 R] +>> +endobj + +123 0 obj +<< + /Type /StructElem + /S /Strong + /P 122 0 R + /K [41] + /Pg 1729 0 R +>> +endobj + +124 0 obj +<< + /Type /StructElem + /S /P + /P 75 0 R + /K [40] + /Pg 1729 0 R +>> 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/StructElem + /S /LI + /P 126 0 R + /K [136 0 R 135 0 R] +>> +endobj + +135 0 obj +<< + /Type /StructElem + /S /LBody + /P 134 0 R + /K [34] + /Pg 1729 0 R +>> +endobj + +136 0 obj +<< + /Type /StructElem + /S /Lbl + /P 134 0 R + /K [33] + /Pg 1729 0 R +>> +endobj + +137 0 obj +<< + /Type /StructElem + /S /LI + /P 126 0 R + /K [139 0 R 138 0 R] +>> +endobj + +138 0 obj +<< + /Type /StructElem + /S /LBody + /P 137 0 R + /K [32] + /Pg 1729 0 R +>> +endobj + +139 0 obj +<< + /Type /StructElem + /S /Lbl + /P 137 0 R + /K [31] + /Pg 1729 0 R +>> +endobj + +140 0 obj +<< + /Type /StructElem + /S /LI + /P 126 0 R + /K [142 0 R 141 0 R] +>> +endobj + +141 0 obj +<< + /Type /StructElem + /S /LBody + /P 140 0 R + /K [30] + /Pg 1729 0 R +>> +endobj + +142 0 obj +<< + /Type /StructElem + /S /Lbl + /P 140 0 R + /K [29] + /Pg 1729 0 R +>> +endobj + +143 0 obj +<< + /Type /StructElem + /S /P + /P 75 0 R + /K [147 0 R 145 0 R 144 0 R] +>> +endobj + +144 0 obj +<< + /Type /StructElem + /S /Strong + /P 143 0 R + /K [28] + /Pg 1729 0 R +>> +endobj + +145 0 obj +<< + /Type /StructElem + /S /Code + /P 143 0 R + /K [146 0 R] +>> +endobj + +146 0 obj +<< + /Type /StructElem + /S /Strong + /P 145 0 R + /K [21 22 23 24 25 26 27] + /Pg 1729 0 R +>> +endobj + +147 0 obj +<< + /Type /StructElem + /S /Strong + /P 143 0 R + /K [20] + /Pg 1729 0 R +>> +endobj + +148 0 obj +<< + /Type /StructElem + /S /L + /P 75 0 R + /A [<< + /O /List + /ListNumbering /Circle + >>] + /K [162 0 R 159 0 R 156 0 R 153 0 R 149 0 R] +>> +endobj + +149 0 obj +<< + /Type /StructElem + /S /LI + /P 148 0 R + /K [152 0 R 150 0 R] +>> +endobj + +150 0 obj +<< + /Type /StructElem + /S /LBody + /P 149 0 R + /K [151 0 R] +>> +endobj + +151 0 obj +<< + /Type /StructElem + /S /Strong + /P 150 0 R + /K [19] + /Pg 1729 0 R +>> +endobj + +152 0 obj +<< + /Type /StructElem + /S /Lbl + /P 149 0 R + /K [18] + /Pg 1729 0 R +>> +endobj + +153 0 obj +<< + /Type /StructElem + /S /LI + /P 148 0 R + /K [155 0 R 154 0 R] +>> +endobj + +154 0 obj +<< + /Type /StructElem + /S /LBody + /P 153 0 R + /K [17] + /Pg 1729 0 R +>> +endobj + +155 0 obj +<< + /Type /StructElem + /S /Lbl + /P 153 0 R + /K [16] + /Pg 1729 0 R +>> +endobj + +156 0 obj +<< + /Type /StructElem + /S /LI + /P 148 0 R + /K [158 0 R 157 0 R] +>> +endobj + +157 0 obj +<< + /Type /StructElem + /S /LBody + /P 156 0 R + /K [15] + /Pg 1729 0 R +>> +endobj + +158 0 obj +<< + /Type /StructElem + /S /Lbl + /P 156 0 R + /K [14] + /Pg 1729 0 R +>> +endobj + +159 0 obj +<< + /Type /StructElem + /S /LI + /P 148 0 R + /K [161 0 R 160 0 R] +>> +endobj + +160 0 obj +<< + /Type /StructElem + /S /LBody + /P 159 0 R + /K [13] + /Pg 1729 0 R +>> +endobj + +161 0 obj +<< + /Type /StructElem + /S /Lbl + /P 159 0 R + /K [12] + /Pg 1729 0 R +>> +endobj + +162 0 obj +<< + /Type /StructElem + /S /LI + /P 148 0 R + /K [164 0 R 163 0 R] +>> +endobj + +163 0 obj +<< + /Type /StructElem + /S /LBody + /P 162 0 R + /K [11] + /Pg 1729 0 R +>> +endobj + +164 0 obj +<< + /Type /StructElem + /S /Lbl + /P 162 0 R + /K [10] + /Pg 1729 0 R +>> +endobj + +165 0 obj +<< + /Type /StructElem + /S /P + /P 75 0 R + /K [169 0 R 167 0 R 166 0 R] +>> +endobj + +166 0 obj +<< + /Type /StructElem + /S /Strong + /P 165 0 R + /K [9] + /Pg 1729 0 R +>> +endobj + +167 0 obj +<< + /Type /StructElem + /S /Code + /P 165 0 R + /K [168 0 R] +>> +endobj + +168 0 obj +<< + /Type /StructElem + /S /Strong + /P 167 0 R + /K [2 3 4 5 6 7 8] + /Pg 1729 0 R +>> +endobj + +169 0 obj +<< + /Type /StructElem + /S /Strong + /P 165 0 R + /K [1] + /Pg 1729 0 R +>> +endobj + +170 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Relation Properties) + /K [0] + /Pg 1729 0 R +>> +endobj + +171 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [240 241 242 243 244 245 246 247 248 249 250 251 252 253] + /Pg 1727 0 R +>> +endobj + +172 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [229 230 231 232 233 234 235 236 237 238 239] + /Pg 1727 0 R +>> +endobj + +173 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [220 221 222 223 224 225 226 227 228] + /Pg 1727 0 R +>> +endobj + +174 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Division with Remainder) + /K [219] + /Pg 1727 0 R +>> +endobj + +175 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [198 199 200 201 202 203 204 205 206 207 208 209 210 211 212 213 214 215 216 217 218] + /Pg 1727 0 R +>> +endobj + +176 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [179 180 181 182 183 184 185 186 187 188 189 190 191 192 193 194 195 196 197] + /Pg 1727 0 R +>> +endobj + +177 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [160 161 162 163 164 165 166 167 168 169 170 171 172 173 174 175 176 177 178] + /Pg 1727 0 R +>> +endobj + +178 0 obj +<< + /Type /StructElem + /S /P + /P 75 0 R + /K [149 179 0 R 159] + /Pg 1727 0 R +>> +endobj + +179 0 obj +<< + /Type /StructElem + /S /Formula + /P 178 0 R + /K [150 151 152 153 154 155 156 157 158] + /Pg 1727 0 R +>> +endobj + +180 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (General Linear Congruences) + /K [148] + /Pg 1727 0 R +>> +endobj + +181 0 obj +<< + /Type /StructElem + /S /P + /P 75 0 R + /K [147] + /Pg 1727 0 R +>> +endobj + +182 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [143 144 145 146] + /Pg 1727 0 R +>> +endobj + +183 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [139 140 141 142] + /Pg 1727 0 R +>> +endobj + +184 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [135 136 137 138] + /Pg 1727 0 R +>> +endobj + +185 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Primality and Primes) + /K [134] + /Pg 1727 0 R +>> +endobj + +186 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [99 100 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122 123 124 125 126 127 128 129 130 131 132 133] + /Pg 1727 0 R +>> +endobj + +187 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Inclusion-Exclusion (4 sets with equal intersections)) + /K [98] + /Pg 1727 0 R +>> +endobj + +188 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [85 86 87 88 89 90 91 92 93 94 95 96 97] + /Pg 1727 0 R +>> +endobj + +189 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [73 74 75 76 77 78 79 80 81 82 83 84] + /Pg 1727 0 R +>> +endobj + +190 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [63 64 65 66 67 68 69 70 71 72] + /Pg 1727 0 R +>> +endobj + +191 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [52 53 54 55 56 57 58 59 60 61 62] + /Pg 1727 0 R +>> +endobj + +192 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [41 42 43 44 45 46 47 48 49 50 51] + /Pg 1727 0 R +>> +endobj + +193 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Graph Theory Quick Calculations) + /K [40] + /Pg 1727 0 R +>> +endobj + +194 0 obj +<< + /Type /StructElem + /S /P + /P 75 0 R + /K [39] + /Pg 1727 0 R +>> +endobj + +195 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [28 29 30 31 32 33 34 35 36 37 38] + /Pg 1727 0 R +>> +endobj + +196 0 obj +<< + /Type /StructElem + /S /Span + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [27] + /Pg 1727 0 R +>> +endobj + +197 0 obj +<< + /Type /StructElem + /S /Strong + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [26] + /Pg 1727 0 R +>> +endobj + +198 0 obj +<< + /Type /StructElem + /S /P + /P 75 0 R + /K [25] + /Pg 1727 0 R +>> +endobj + +199 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [15 16 17 18 19 20 21 22 23 24] + /Pg 1727 0 R +>> +endobj + +200 0 obj +<< + /Type /StructElem + /S /Span + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [14] + /Pg 1727 0 R +>> +endobj + +201 0 obj +<< + /Type /StructElem + /S /Strong + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [13] + /Pg 1727 0 R +>> +endobj + +202 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Chinese Remainder Theorem) + /K [12] + /Pg 1727 0 R +>> +endobj + +203 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [0 1 2 3 4 5 6 7 8 9 10 11] + /Pg 1727 0 R +>> +endobj + +204 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [270 271 272 273 274 275 276 277 278 279 280] + /Pg 1725 0 R +>> +endobj + +205 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [259 260 261 262 263 264 265 266 267 268 269] + /Pg 1725 0 R +>> +endobj + +206 0 obj +<< + /Type /StructElem + /S /P + /P 75 0 R + /K [247 207 0 R 258] + /Pg 1725 0 R +>> +endobj + +207 0 obj +<< + /Type /StructElem + /S /Formula + /P 206 0 R + /K [248 249 250 251 252 253 254 255 256 257] + /Pg 1725 0 R +>> +endobj + +208 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [241 242 243 244 245 246] + /Pg 1725 0 R +>> +endobj + +209 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [230 231 232 233 234 235 236 237 238 239 240] + /Pg 1725 0 R +>> +endobj + +210 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Modular Inverses) + /K [229] + /Pg 1725 0 R +>> +endobj + +211 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [198 199 200 201 202 203 204 205 206 207 208 209 210 211 212 213 214 215 216 217 218 219 220 221 222 223 224 225 226 227 228] + /Pg 1725 0 R +>> +endobj + +212 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [171 172 173 174 175 176 177 178 179 180 181 182 183 184 185 186 187 188 189 190 191 192 193 194 195 196 197] + /Pg 1725 0 R +>> +endobj + +213 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [144 145 146 147 148 149 150 151 152 153 154 155 156 157 158 159 160 161 162 163 164 165 166 167 168 169 170] + /Pg 1725 0 R +>> +endobj + +214 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T + /K [143] + /Pg 1725 0 R +>> +endobj + +215 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [131 132 133 134 135 136 137 138 139 140 141 142] + /Pg 1725 0 R +>> +endobj + +216 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [119 120 121 122 123 124 125 126 127 128 129 130] + /Pg 1725 0 R +>> +endobj + +217 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [106 107 108 109 110 111 112 113 114 115 116 117 118] + /Pg 1725 0 R +>> +endobj + +218 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [92 93 94 95 96 97 98 99 100 101 102 103 104 105] + /Pg 1725 0 R +>> +endobj + +219 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [81 82 83 84 85 86 87 88 89 90 91] + /Pg 1725 0 R +>> +endobj + +220 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (GCD and LCM) + /K [80] + /Pg 1725 0 R +>> +endobj + +221 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [72 73 74 75 76 77 78 79] + /Pg 1725 0 R +>> +endobj + +222 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [65 66 67 68 69 70 71] + /Pg 1725 0 R +>> +endobj + +223 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [59 60 61 62 63 64] + /Pg 1725 0 R +>> +endobj + +224 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [54 55 56 57 58] + /Pg 1725 0 R +>> +endobj + +225 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Derangements) + /K [53] + /Pg 1725 0 R +>> +endobj + +226 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [41 42 43 44 45 46 47 48 49 50 51 52] + /Pg 1725 0 R +>> +endobj + +227 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [33 34 35 36 37 38 39 40] + /Pg 1725 0 R +>> +endobj + +228 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [26 27 28 29 30 31 32] + /Pg 1725 0 R +>> +endobj + +229 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Factorials) + /K [25] + /Pg 1725 0 R +>> +endobj + +230 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [14 15 16 17 18 19 20 21 22 23 24] + /Pg 1725 0 R +>> +endobj + +231 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [0 1 2 3 4 5 6 7 8 9 10 11 12 13] + /Pg 1725 0 R +>> +endobj + +232 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [152 153 154 155 156 157 158 159] + /Pg 1723 0 R +>> +endobj + +233 0 obj +<< + /Type /StructElem + /S /Formula + /P 75 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [142 143 144 145 146 147 148 149 150 151] + /Pg 1723 0 R +>> +endobj + +234 0 obj +<< + /Type /StructElem + /S /H2 + /P 75 0 R + /T (Binomial Coefficients) + /K [141] + /Pg 1723 0 R +>> +endobj + +235 0 obj +<< + /Type /StructElem + /S /Table + /P 75 0 R + /A [<< + /O /Layout + /BorderColor [0 0 0] + /BorderThickness 0.5 + >>] + /K [284 0 R 278 0 R 272 0 R 266 0 R 260 0 R 254 0 R 248 0 R 242 0 R 236 0 R] +>> +endobj + +236 0 obj +<< + /Type /StructElem + /S /TR + /P 235 0 R + /K [240 0 R 238 0 R 237 0 R] +>> +endobj + +237 0 obj +<< + /Type /StructElem + /S /TD + /P 236 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [140] + /Pg 1723 0 R +>> +endobj + +238 0 obj +<< + /Type /StructElem + /S /TD + /P 236 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [239 0 R] +>> +endobj + +239 0 obj +<< + /Type /StructElem + /S /Code + /P 238 0 R + /K [139] + /Pg 1723 0 R 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"Discrete Mathematics - Exam Cheat Sheet", + date: datetime.today(), + author: "Rasmus Rosendahl-kaa (s255609)", + semester: "2025 Fall", +) + +// Typst built-in functions (calc module): +// - calc.gcd(a, b) - Greatest Common Divisor +// - calc.lcm(a, b) - Least Common Multiple +// - calc.fact(n) - Factorial n! +// - calc.perm(n, k) - Permutations P(n,k) +// - calc.binom(n, k) - Binomial coefficient C(n,k) +// - calc.rem(a, b) - Remainder (modulo) +// - calc.quo(a, b) - Quotient (integer division) +// - calc.pow(a, b) - Exponentiation +// - calc.abs(x) - Absolute value +// - calc.floor(x), calc.ceil(x) - Floor and ceiling + +// Custom calculation functions + +// pmod: LaTeX-style "parenthesized mod" notation: a ≡ b (mod m) +#let pmod(m) = $space (mod #m)$ + +// Perfect number checker: n is perfect if it equals sum of its proper divisors +#let is-perfect(n) = { + let sum = 0 + for d in range(1, n) { + if calc.rem(n, d) == 0 { sum = sum + d } + } + sum == n +} + +// Sum of divisors (excluding n itself) +#let sum-proper-divisors(n) = { + let sum = 0 + for d in range(1, n) { + if calc.rem(n, d) == 0 { sum = sum + d } + } + sum +} + +// Euler's totient function φ(n): count of integers 1 to n coprime with n +#let euler-phi(n) = { + let count = 0 + for k in range(1, n + 1) { + if calc.gcd(k, n) == 1 { count = count + 1 } + } + count +} + +// Stirling numbers of the second kind S(n,k): ways to partition n elements into k non-empty subsets +#let stirling2(n, k) = { + if k == 0 and n == 0 { return 1 } + if k == 0 or n == 0 or k > n { return 0 } + if k == 1 or k == n { return 1 } + // Recurrence: S(n,k) = k*S(n-1,k) + S(n-1,k-1) + k * stirling2(n - 1, k) + stirling2(n - 1, k - 1) +} + +// Inclusion-exclusion for 2 sets +#let ie2(a, b, ab) = a + b - ab + +// Inclusion-exclusion for 3 sets +#let ie3(a, b, c, ab, ac, bc, abc) = a + b + c - ab - ac - bc + abc + +// Inclusion-exclusion for 4 sets +#let ie4(singles, pairs, triples, quad) = 4 * singles - 6 * pairs + 4 * triples - quad + +// Check if a sequence is a valid degree sequence (ErdÅ‘s–Gallai theorem simplified check) +#let sum-degrees(seq) = seq.fold(0, (acc, x) => acc + x) + +// GCD with steps display (Euclidean algorithm) +#let gcd-steps(a, b) = { + let (larger, smaller) = if a >= b { (a, b) } else { (b, a) } + let steps = () + let current-a = larger + let current-b = smaller + + while current-b != 0 { + let quotient = calc.quo(current-a, current-b) + let remainder = calc.rem(current-a, current-b) + steps.push((current-a, current-b, quotient, remainder)) + current-a = current-b + current-b = remainder + } + + let result = current-a + let math-lines = steps.map(step => + $#str(step.at(0)) &= #str(step.at(1)) dot #str(step.at(2)) + #str(step.at(3))$).join($ \ $) + + [ + Finding $gcd(#str(a), #str(b))$: + $ #math-lines $ + Therefore, $gcd(#str(a), #str(b)) = #str(result)$ + ] +} + +// Derangement calculator: D_n = n! * Σ(-1)^k/k! for k=0 to n +#let derangement(n) = { + let nfact = calc.fact(n) + let sum = 0.0 + for k in range(n + 1) { + let sign = if calc.rem(k, 2) == 0 { 1.0 } else { -1.0 } + sum = sum + sign / calc.fact(k) + } + return int(calc.round(nfact * sum)) +} + +// Extended Euclidean Algorithm: returns (gcd, s, t) where gcd = a*s + b*t +#let extended-gcd(a, b) = { + if b == 0 { return (a, 1, 0) } + let (g, s1, t1) = extended-gcd(b, calc.rem(a, b)) + let s = t1 + let t = s1 - calc.quo(a, b) * t1 + return (g, s, t) +} + +// Modular inverse: returns n^(-1) mod m, or none if it doesn't exist +#let mod-inverse(n, m) = { + let (g, s, t) = extended-gcd(n, m) + if g != 1 { return none } + let inv = calc.rem(s, m) + if inv < 0 { inv = inv + m } + return inv +} + +// Chinese Remainder Theorem solver +#let crt-solve(remainders, moduli) = { + let n = remainders.len() + let M = moduli.fold(1, (acc, m) => acc * m) + let x = 0 + for i in range(n) { + let Mi = calc.quo(M, moduli.at(i)) + let yi = mod-inverse(Mi, moduli.at(i)) + if yi == none { return none } + x = x + remainders.at(i) * Mi * yi + } + x = calc.rem(x, M) + if x < 0 { x = x + M } + return (x, M) +} + +// Hypercube edges: Q_n has n * 2^(n-1) edges +#let hypercube-edges(n) = n * calc.pow(2, n - 1) + +// Complete graph edges: K_n has n(n-1)/2 edges +#let complete-edges(n) = calc.quo(n * (n - 1), 2) + +// Additional functions ported from Python tools + +// Primality test: check if n is prime +#let is-prime(n) = { + if n <= 1 { return false } + if n <= 3 { return true } + if calc.rem(n, 2) == 0 or calc.rem(n, 3) == 0 { return false } + let i = 5 + while i * i <= n { + if calc.rem(n, i) == 0 or calc.rem(n, i + 2) == 0 { return false } + i = i + 6 + } + return true +} + +// Get list of primes below n +#let primes-below(n) = { + let primes = () + for i in range(2, n) { + if is-prime(i) { primes.push(i) } + } + primes +} + +// Count primes below n +#let count-primes-below(n) = primes-below(n).len() + +// Solve general linear congruence: ax ≡ c (mod m) +// Returns (x0, step) where solutions are x ≡ x0 (mod step), or none if no solution +#let solve-congruence(a, c, m) = { + let g = calc.gcd(a, m) + if calc.rem(c, g) != 0 { return none } + let a-reduced = calc.quo(a, g) + let c-reduced = calc.quo(c, g) + let m-reduced = calc.quo(m, g) + let inv = mod-inverse(a-reduced, m-reduced) + if inv == none { return none } + let x0 = calc.rem(c-reduced * inv, m-reduced) + if x0 < 0 { x0 = x0 + m-reduced } + return (x0, m-reduced) +} + +// Relation property checkers (relations given as arrays of pairs) + +// Check if relation R on set S is reflexive: ∀x ∈ S: (x,x) ∈ R +#let is-reflexive(S, R) = { + for x in S { + if not R.contains((x, x)) { return false } + } + return true +} + +// Check if relation R is symmetric: (x,y) ∈ R ⟹ (y,x) ∈ R +#let is-symmetric(R) = { + for pair in R { + let (x, y) = pair + if not R.contains((y, x)) { return false } + } + return true +} + +// Check if relation R is antisymmetric: (x,y) ∈ R ∧ (y,x) ∈ R ⟹ x = y +#let is-antisymmetric(R) = { + for pair in R { + let (x, y) = pair + if x != y and R.contains((y, x)) { return false } + } + return true +} + +// Check if relation R is transitive: (x,y) ∈ R ∧ (y,z) ∈ R ⟹ (x,z) ∈ R +#let is-transitive(R) = { + for pair1 in R { + let (a, b) = pair1 + for pair2 in R { + let (c, d) = pair2 + if b == c and not R.contains((a, d)) { return false } + } + } + return true +} + +// Check if R is an equivalence relation on S (reflexive + symmetric + transitive) +#let is-equivalence-relation(S, R) = { + is-reflexive(S, R) and is-symmetric(R) and is-transitive(R) +} + +// Check if R is a partial order on S (reflexive + antisymmetric + transitive) +#let is-partial-order(S, R) = { + is-reflexive(S, R) and is-antisymmetric(R) and is-transitive(R) +} + +// Division with quotient and remainder display +#let divide-with-remainder(a, b) = { + let q = calc.quo(a, b) + let r = calc.rem(a, b) + (q, r) +} + +// Display helper functions + +#let show-gcd(a, b) = { + let result = calc.gcd(a, b) + [$ gcd(#str(a), #str(b)) = #result $] +} +#let show-lcm(a, b) = { + let result = calc.lcm(a, b) + [$ "lcm"(#str(a), #str(b)) = #result $] +} +#let show-binom(n, k) = { + let result = calc.binom(n, k) + [$ binom(#str(n), #str(k)) = #result $] +} +#let show-fact(n) = { + let result = calc.fact(n) + [$ #str(n) ! = #result $] +} +#let show-derangement(n) = { + let result = derangement(n) + [$ D_#str(n) = #result $] +} + +#let show-bezout(a, b) = { + let (g, s, t) = extended-gcd(a, b) + [$ gcd(#str(a), #str(b)) = #g = (#str(a))(#s) + (#str(b))(#t) $] +} + +#let show-mod-inverse(n, m) = { + let inv = mod-inverse(n, m) + if inv == none { + let g = calc.gcd(n, m) + [$ #str(n)^(-1) mod #str(m) $ does not exist (since $gcd(#str(n), #str(m)) = #g != 1$)] + } else { + [$ #str(n)^(-1) equiv #inv pmod(#m) $] + } +} + +#let show-crt(remainders, moduli) = { + let result = crt-solve(remainders, moduli) + if result == none { + [CRT: No solution (moduli not coprime)] + } else { + let (x, M) = result + let verifications = range(remainders.len()).map(i => { + let r = calc.rem(x, moduli.at(i)) + [#x ≡ #r (mod #(moduli.at(i)))] + }) + [#rect(inset: 6pt)[*CRT Solution:* $x equiv #x pmod(#M)$] #h(1em) Verify: #verifications.join(", ")] + } +} + +// Display helper for primality check +#let show-is-prime(n) = { + let result = is-prime(n) + if result { + [$ #n "is prime" $] + } else { + [$ #n "is not prime" $] + } +} + +// Display helper for primes below n +#let show-primes-below(n) = { + let primes = primes-below(n) + let count = primes.len() + [There are #count primes below #n: #primes.map(p => str(p)).join(", ")] +} + +// Display helper for solving ax ≡ c (mod m) +#let show-solve-congruence(a, c, m) = { + let result = solve-congruence(a, c, m) + if result == none { + [$ #a x equiv #c pmod(#m) $ has no solution (since $gcd(#a, #m) = #calc.gcd(a, m)$ does not divide $#c$)] + } else { + let (x0, step) = result + [$ #a x equiv #c pmod(#m) arrow.double x equiv #x0 pmod(#step) $] + } +} + +// Display helper for relation properties +#let show-relation-properties(S, R, name: "R") = { + let refl = is-reflexive(S, R) + let sym = is-symmetric(R) + let antisym = is-antisymmetric(R) + let trans = is-transitive(R) + let equiv = refl and sym and trans + let partial = refl and antisym and trans + + [ + *Relation #name on set #S:* + - Reflexive: #if refl [Yes] else [No] + - Symmetric: #if sym [Yes] else [No] + - Antisymmetric: #if antisym [Yes] else [No] + - Transitive: #if trans [Yes] else [No] + - #if equiv [#rect(inset: 4pt)[*Equivalence relation*]] else if partial [#rect(inset: 4pt)[*Partial order*]] else [Neither equivalence relation nor partial order] + ] +} + +// Display helper for division with remainder +#let show-division(a, b) = { + let (q, r) = divide-with-remainder(a, b) + [$ #a = #b dot #q + #r $] +} + +// Function property checkers (Injective, Surjective, Bijective) + +// Check if a function (represented as a dictionary/map) is injective +// A function is injective if distinct domain elements map to distinct codomain elements +// mapping: dictionary where keys are domain elements, values are codomain elements +// Returns: (is_injective: bool, counterexample: none or (x1, x2, y)) +#let is-injective(mapping) = { + let pairs = mapping.pairs() + let n = pairs.len() + + // Check all pairs of domain elements + for i in range(n) { + for j in range(i + 1, n) { + let (x1, y1) = pairs.at(i) + let (x2, y2) = pairs.at(j) + // If two different inputs map to same output, not injective + if y1 == y2 { + return (false, (x1, x2, y1)) + } + } + } + return (true, none) +} + +// Check if a function is surjective onto a given codomain +// A function is surjective if every element of the codomain is mapped to +// mapping: dictionary where keys are domain elements, values are codomain elements +// codomain: array of codomain elements +// Returns: (is_surjective: bool, counterexample: none or array of unmapped elements) +#let is-surjective(mapping, codomain) = { + let image = mapping.values() + let unmapped = () + + for y in codomain { + if not image.contains(y) { + unmapped.push(y) + } + } + + if unmapped.len() > 0 { + return (false, unmapped) + } + return (true, none) +} + +// Check if a function is bijective (both injective and surjective) +// Returns: (is_bijective: bool, reason: string, counterexample) +#let is-bijective(mapping, codomain) = { + let (inj, inj-counter) = is-injective(mapping) + let (surj, surj-counter) = is-surjective(mapping, codomain) + + if not inj and not surj { + return (false, "not injective and not surjective", (inj-counter, surj-counter)) + } else if not inj { + return (false, "not injective", inj-counter) + } else if not surj { + return (false, "not surjective", surj-counter) + } + + return (true, "bijective", none) +} + +// Helper: build a function mapping from a callable and explicit domain +// func: a function that takes one argument +// domain: array of domain elements +// Returns: dictionary mapping domain -> codomain +#let function-from-callable(func, domain) = { + let mapping = (:) + for x in domain { + mapping.insert(str(x), func(x)) + } + return mapping +} + +// High-level function checker: check all properties of a callable function +// func: a callable function (lambda or named function) +// domain: array of domain elements to evaluate on +// codomain: array of codomain elements (optional, defaults to none) +// Returns: dictionary with keys "injective", "surjective", "bijective", "mapping", "details" +#let check-function(func, domain, codomain: none) = { + // Build the mapping by evaluating func on domain + let mapping = function-from-callable(func, domain) + + // Check injectivity + let (is_inj, inj_counter) = is-injective(mapping) + + // Check surjectivity (only if codomain provided) + let is_surj = none + let surj_counter = none + if codomain != none { + (is_surj, surj_counter) = is-surjective(mapping, codomain) + } + + // Check bijectivity (only if codomain provided) + let is_bij = none + let bij_reason = none + let bij_counter = none + if codomain != none { + (is_bij, bij_reason, bij_counter) = is-bijective(mapping, codomain) + } + + return ( + injective: is_inj, + surjective: is_surj, + bijective: is_bij, + mapping: mapping, + inj_counterexample: inj_counter, + surj_counterexample: surj_counter, + bij_details: (reason: bij_reason, counterexample: bij_counter), + ) +} + +// Display helper for function checker results +#let show-function-check(result, func-name: "f") = { + let inj-text = if result.injective { [Injective: Yes] } else { [Injective: No] } + let surj-text = if result.surjective == none { [Surjective: Unknown (no codomain)] } else if result.surjective { [Surjective: Yes] } else { [Surjective: No] } + let bij-text = if result.bijective == none { [Bijective: Unknown (no codomain)] } else if result.bijective { [Bijective: Yes] } else { [Bijective: No] } + + [ + *Function #func-name:* #inj-text, #surj-text, #bij-text + + #if result.inj_counterexample != none { + let (x1, x2, y) = result.inj_counterexample + [_Injectivity fails:_ $#func-name (#x1) = #func-name (#x2) = #y$] + } + + #if result.surj_counterexample != none { + [_Surjectivity fails:_ unmapped elements: #{ result.surj_counterexample.map(x => $#x$).join(", ") }] + } + ] +} + += Key Formulas & Quick Reference + +== Number Theory + +#table( + columns: (1fr, 1.2fr), + stroke: 0.5pt, + inset: 6pt, + [*Formula*], + [*Description*], + [$a b = gcd(a, b) dot "lcm"(a,b)$], + [Fundamental GCD-LCM relation], + [$gcd(a, b) = s a + t b$ for some $s,t in ZZ$], + [Bézout's identity], + [$a equiv b pmod(m) <==> m | (a-b)$], + [Congruence definition], + [$a^(-1) mod m$ exists $<==> gcd(a, m) = 1$], + [Multiplicative inverse exists], + [$d = gcd(a, b) => d^2 | a b$], + [GCD constraint on product], + [$a^(p-1) equiv 1 pmod(p)$ if $p divides.not a$], + [Fermat's Little Theorem], + [$a^p equiv a pmod(p)$], + [Fermat's Little Theorem (alt)], +) + +== Combinatorics + +#table( + columns: (1fr, 1.2fr), + stroke: 0.5pt, + inset: 6pt, + [*Formula*], + [*Description*], + [$binom(n, k) = n! / (k!(n-k)!)$], + [Binomial coefficient], + [$(a+b)^n = sum_(k=0)^n binom(n, k) a^k b^(n-k)$], + [Binomial theorem], + [$D_n = n! sum_(k=0)^n (-1)^k / k! approx n!/e$], + [Derangements (no fixed points)], + [$k dot binom(n, k) = n dot binom(n-1, k-1)$], + [Absorption identity], + [$sum_(k=0)^n binom(n, k) = 2^n$], + [Sum of binomial coefficients], + [$binom(n, k) = binom(n-1, k-1) + binom(n-1, k)$], + [Pascal's identity], + [$binom(m+n, r) = sum_(k=0)^r binom(m, k) binom(n, r-k)$], + [Vandermonde's identity], + [Circular permutations: $(n-1)!$], + [Arrangements around a circle], +) + +== Graph Theory + +#table( + columns: (1fr, 1.2fr), + stroke: 0.5pt, + inset: 6pt, + [*Formula*], + [*Description*], + [$Q_n$: vertices $= 2^n$, edges $= n dot 2^(n-1)$], + [n-cube (hypercube)], + [$K_n$: edges $= binom(n, 2) = n(n-1)/2$], + [Complete graph], + [$sum_(v in V) deg(v) = 2|E|$], + [Handshaking lemma], + [Euler circuit exists $<==>$ all degrees even], + [Euler's theorem], + [Euler path exists $<==>$ exactly 0 or 2 odd vertices], + [Euler path condition], + [Tree on $n$ vertices has $n-1$ edges], + [Tree edge count], +) + +== Set Theory & Inclusion-Exclusion + +#table( + columns: (1fr, 1.2fr), + stroke: 0.5pt, + inset: 6pt, + [*Formula*], + [*Description*], + [$|A union B| = |A| + |B| - |A inter B|$], + [Inclusion-exclusion (2 sets)], + [$|A union B union C| = sum|A_i| - sum|A_i inter A_j| + |A inter B inter C|$], + [Inclusion-exclusion (3 sets)], + [$overline(A inter B) = overline(A) union overline(B)$], + [De Morgan's law], + [$overline(A union B) = overline(A) inter overline(B)$], + [De Morgan's law], + [Subsets of $n$-element set: $2^n$], + [Power set cardinality], + [Even-sized subsets: $2^(n-1)$], + [Half of all subsets], +) + +== Relations + +#table( + columns: (1fr, 1.5fr), + stroke: 0.5pt, + inset: 6pt, + [*Property*], + [*Definition*], + [Reflexive], + [$forall x: (x,x) in R$], + [Symmetric], + [$forall x,y: (x,y) in R => (y,x) in R$], + [Antisymmetric], + [$forall x,y: [(x,y) in R and (y,x) in R] => x = y$], + [Transitive], + [$forall x,y,z: [(x,y) in R and (y,z) in R] => (x,z) in R$], + [Equivalence relation], + [Reflexive + Symmetric + Transitive], + [Partial order], + [Reflexive + Antisymmetric + Transitive], +) + += Examples + Solutions + +== Number Theory + +=== Divisibility + +#example(title: [Divisibility with $a b | c d$])[ + If $a,b,c,d$ are positive integers such that $a b | c d$, which must be true? + + #solution[ + *Key insight:* $a b | c d$ does NOT imply $a|c$ or $a|d$ individually. + + *True statement:* "If $p$ is a prime that divides $a$, then $p|c$ or $p|d$" + + *Proof:* If $p|a$ and $a b | c d$, then $p | c d$. Since $p$ is prime, $p|c$ or $p|d$. + + *Counterexample:* Let $a=6, b=1, c=2, d=3$. Then $a b = 6 | 6 = c d$. + - But $gcd(a, b) = 6$ does not divide $gcd(c, d) = 1$ + - And $6 divides.not c$ and $6 divides.not d$ + ] +] + +#example(title: [GCD as linear combination])[ + Let $a,b$ be positive integers. Which can NOT necessarily be written as $a s + b t$ for $s,t in ZZ$? + + #solution[ + *Bézout's identity:* $gcd(a, b) = a s + b t$ for some $s,t in ZZ$. + + Any *multiple* of $gcd(a, b)$ can be written as $a s + b t$. + + *Answer:* $"lcm"(a,b)/gcd(a, b) = a b / gcd(a, b)^2$ is NOT necessarily a multiple of $gcd(a, b)$. + ] +] + +=== GCD Constraints + +#example(title: [Possible GCD values given product])[ + Let $a,b$ be positive integers with $a b = 5292 = 2^2 dot 3^3 dot 7^2$. Which CANNOT be $gcd(a, b)$? + + Options: 1, 3, 36, 42 + + #solution[ + *Key fact:* If $gcd(a, b) = d$, then $d^2 | a b$. + + Check each: + - $d = 1$: $1^2 = 1 | 5292$ (valid) + - $d = 3$: $3^2 = 9 | 5292$ (valid, since $3^3 | 5292$) + - $d = 36 = 2^2 dot 3^2$: Need $36^2 = 2^4 dot 3^4 | 2^2 dot 3^3 dot 7^2$. But $2^4 divides.not 2^2$! + - $d = 42 = 2 dot 3 dot 7$: $42^2 = 2^2 dot 3^2 dot 7^2 | 2^2 dot 3^3 dot 7^2$ (valid) + + #rect(inset: 6pt)[*Answer:* 36 cannot be the GCD.] + ] +] + +=== Modular Arithmetic + +#example(title: [Congruence cancellation])[ + If $a c equiv b c pmod(m)$, when can we conclude $a equiv b pmod(m)$? + + #solution[ + $a c equiv b c pmod(m)$ means $m | c(a-b)$. + + *Cancellation Law:* If $gcd(c, m) = 1$, then $a equiv b pmod(m)$. + + *Counterexample when $gcd(c, m) != 1$:* + $2 dot 3 equiv 2 dot 6 pmod(6)$ (both $equiv 0$), but $3 equiv.not 6 pmod(6)$. + ] +] + +#example(title: [Finding multiplicative inverses mod 9])[ + Find the multiplicative inverse of $n mod 9$ for $n = 2, 6, 7$. + + #solution[ + Inverse exists iff $gcd(n, 9) = 1$. + + *For $n = 6$:* $gcd(6, 9) = 3 != 1$ → #rect(inset: 4pt)[Does not exist] + + *For $n = 2$:* $gcd(2, 9) = 1$. Find $x$ with $2x equiv 1 pmod(9)$: + - $2 dot 5 = 10 equiv 1 pmod(9)$ → #rect(inset: 4pt)[*5*] + + *For $n = 7$:* $gcd(7, 9) = 1$. Find $x$ with $7x equiv 1 pmod(9)$: + - $7 dot 4 = 28 equiv 1 pmod(9)$ → #rect(inset: 4pt)[*4*] + ] +] + +=== Chinese Remainder Theorem + +#example(title: [System of congruences])[ + Solve: $x equiv 1 pmod(2)$, $x equiv 4 pmod(5)$, $x equiv 3 pmod(7)$ + + #solution[ + Moduli 2, 5, 7 are pairwise coprime, so unique solution mod $2 dot 5 dot 7 = 70$. + + *Method: Back substitution* + + *Step 1:* From $x equiv 1 pmod(2)$: $x = 1 + 2t_1$ + + *Step 2:* Substitute into $x equiv 4 pmod(5)$: + $1 + 2t_1 equiv 4 pmod(5) ==> 2t_1 equiv 3 pmod(5)$ + + Inverse of 2 mod 5: $2 dot 3 = 6 equiv 1$, so $t_1 equiv 3 dot 3 = 9 equiv 4 pmod(5)$ + + Thus $t_1 = 4 + 5t_2$, giving $x = 1 + 2(4 + 5t_2) = 9 + 10t_2$ + + *Step 3:* Substitute into $x equiv 3 pmod(7)$: + $9 + 10t_2 equiv 3 pmod(7) ==> 2 + 3t_2 equiv 3 pmod(7) ==> 3t_2 equiv 1 pmod(7)$ + + Inverse of 3 mod 7: $3 dot 5 = 15 equiv 1$, so $t_2 equiv 5 pmod(7)$ + + Thus $t_2 = 5 + 7t_3$, giving $x = 9 + 10(5) = 59$ + + #rect(inset: 6pt)[*Answer:* $x equiv 59 pmod(70)$] + + *Verify:* $59 = 29 dot 2 + 1$, $59 = 11 dot 5 + 4$, $59 = 8 dot 7 + 3$ + ] +] + +== Functions: Injective/Surjective Analysis + +#example(title: [Function classification])[ + Classify each function: + 1. $f: ZZ^+ -> NN$ given by $f(x) = floor(log_2(x))$ + 2. $f: NN -> ZZ$ given by $f(x) = cases(ceil(x\/2) "if" x "even", -ceil(x\/2) "if" x "odd")$ + 3. $f: NN -> NN$ given by $f(x) = x^3 + 1$ + + #solution[ + *1. $f(x) = floor(log_2(x))$, $ZZ^+ -> NN$:* + - Surjective? Every $n in NN$ is hit by $x = 2^n$. Yes + - Injective? $f(2) = f(3) = 1$. No + - *Surjective but not injective* + + *2. Alternating function $NN -> ZZ$:* + - $f(0) = 0, f(1) = -1, f(2) = 1, f(3) = -2, f(4) = 2, ...$ + - Surjective? Hits all of $ZZ$. Yes + - Injective? Each output appears exactly once. Yes + - *Bijection* + + *3. $f(x) = x^3 + 1$, $NN -> NN$:* + - Injective? $x^3$ is strictly increasing. Yes + - Surjective? $f(0) = 1, f(1) = 2, f(2) = 9, ...$ — skips 3,4,5,6,7,8. No + - *Injective but not surjective* + ] +] + +=== Using the Function Checker + +#example(title: [Checking function properties with `check-function`])[ + Verify properties of $f(x) = floor(log_2(x))$ on domain ${1,2,...,8}$ onto ${0,1,2,3}$: + + #solution[ + #let floor_log2 = (x) => { + if x <= 0 { return none } + calc.floor(calc.log(x, base: 2)) + } + #let result = check-function(floor_log2, (1, 2, 3, 4, 5, 6, 7, 8), codomain: (0, 1, 2, 3)) + + #show-function-check(result, func-name: "f") + + *Analysis:* + - Mapping: $f(1)=0, f(2)=1, f(3)=1, f(4)=2, f(5)=2, f(6)=2, f(7)=2, f(8)=3$ + - Not injective because $f(2) = f(3) = 1$ (and others) + - Surjective because all outputs ${0,1,2,3}$ are hit + + *More examples:* + + #let sq_result = check-function((x) => x * x, (0, 1, 2, 3), codomain: (0, 1, 4, 9)) + #let mod_result = check-function((x) => calc.rem(x, 5), (0, 1, 2, 3, 4), codomain: (0, 1, 2, 3, 4)) + #let abs_result = check-function(calc.abs, (-2, -1, 0, 1, 2), codomain: (0, 1, 2)) + + #table( + columns: (1.5fr, 1fr, 1fr, 1fr), + stroke: 0.5pt, + inset: 6pt, + [*Function*], + [*Injective*], + [*Surjective*], + [*Bijective*], + [$f(x) = x^2$ on ${0,1,2,3}$ #linebreak() onto ${0,1,4,9}$], + [#{ if sq_result.injective [Yes] else [No] }], + [#{ if sq_result.surjective [Yes] else [No] }], + [#{ if sq_result.bijective [Yes] else [No] }], + [$f(x) = x mod 5$ on ${0,1,2,3,4}$], + [#{ if mod_result.injective [Yes] else [No] }], + [#{ if mod_result.surjective [Yes] else [No] }], + [#{ if mod_result.bijective [Yes] else [No] }], + [$f(x) = |x|$ on ${-2,-1,0,1,2}$ #linebreak() onto ${0,1,2}$], + [#{ if abs_result.injective [Yes] else [No] }], + [#{ if abs_result.surjective [Yes] else [No] }], + [#{ if abs_result.bijective [Yes] else [No] }], + ) + ] +] + +== Graph Theory + +=== Hypercube and Complete Graphs + +#example(title: [Edges in $Q_n$ and $K_n$])[ + *Hypercube $Q_n$:* + - Vertices: $2^n$ (all $n$-bit binary strings) + - Each vertex has degree $n$ (can flip any of $n$ bits) + - By handshaking: $2|E| = 2^n dot n$, so $|E| = n dot 2^(n-1)$ + + *Complete graph $K_n$:* + - Every pair of vertices connected: $|E| = binom(n, 2) = n(n-1)/2$ + + *For $K_(2n)$:* edges $= binom(2n, 2) = (2n)(2n-1)/2 = n(2n-1)$ + + Alternative form: $2binom(n, 2) + n^2 = n(n-1) + n^2 = n(2n-1)$ +] + +=== Degree Sequences + +#example(title: [Valid degree sequence?])[ + Does a simple graph with degrees $2,2,3,3,3,3,3$ exist? + + #solution[ + Sum of degrees $= 2+2+3+3+3+3+3 = 19$. + + By handshaking lemma: $sum deg(v) = 2|E|$ must be even. + + Since $19$ is odd, #rect(inset: 4pt)[such a graph does not exist.] + ] +] + +=== Euler Circuits + +#example(title: [Königsberg Bridge Problem])[ + A graph has an Euler circuit iff: + 1. The graph is connected + 2. Every vertex has even degree + + A graph has an Euler path iff: + 1. The graph is connected + 2. Exactly 0 or 2 vertices have odd degree + + In Königsberg: degrees are 5, 3, 3, 3 (all odd) → No Euler path or circuit. +] + +== Combinatorics + +=== Binomial Theorem + +#example(title: [Coefficient in $(2x^2 - 3y^3)^8$])[ + Find coefficients of $x^8 y^{12}$ and $x^6 y^9$. + + #solution[ + General term: $binom(8, k)(2x^2)^k (-3y^3)^(8-k) = binom(8, k) 2^k (-3)^(8-k) x^(2k) y^(3(8-k))$ + + *For $x^8 y^{12}$:* Need $2k = 8$ and $3(8-k) = 12$. + - $k = 4$ (valid) + - #rect(inset: 4pt)[Coefficient: $binom(8, 4) dot 2^4 dot (-3)^4 = 70 dot 16 dot 81 = 90720$] + + *For $x^6 y^9$:* Need $2k = 6$ and $3(8-k) = 9$. + - $k = 3$ but $8-k = 5$, and $3 dot 5 = 15 != 9$ (invalid) + - #rect(inset: 4pt)[Coefficient is 0] + ] +] + +=== Inclusion-Exclusion + +#example( + title: [Union of four sets], +)[ + Each of 4 sets has 200 elements, each pair shares 50, each triple shares 25, all four share 5. Find $|A union B union C union D|$. + + #solution[ + $|A union B union C union D| = binom(4, 1) dot 200 - binom(4, 2) dot 50 + binom(4, 3) dot 25 - binom(4, 4) dot 5$ + + $= 4(200) - 6(50) + 4(25) - 1(5) = 800 - 300 + 100 - 5 = 595$ + ] +] + +=== Derangements + +#example(title: [Derangement formula and values])[ + $D_n = n! sum_(k=0)^n (-1)^k / k! = n! (1 - 1/1! + 1/2! - 1/3! + ...)$ + + First few values: + - $D_0 = 1$, $D_1 = 0$, $D_2 = 1$, $D_3 = 2$ + - $D_4 = 9$, $D_5 = 44$, $D_6 = 265$, $D_7 = 1854$ + + *Recurrence:* $D_n = (n-1)(D_(n-1) + D_(n-2))$ + + *Approximation:* $D_n approx n!/e$ (rounds to nearest integer for $n >= 1$) +] + +=== Circular Permutations + +#example(title: [20 people around a round table])[ + Count seatings where two arrangements are identical if: + 1. Each person has same two neighbors (ignoring direction) + 2. Each person has same left AND right neighbor + + #solution[ + *Case 2 (same left AND right neighbor):* + - Standard circular permutation: $(n-1)! = 19!$ + - Fix one person's position, arrange remaining $19$ people. + + *Case 1 (same two neighbors, ignoring direction):* + - Each arrangement counted twice (clockwise vs counterclockwise) + - Answer: $19!/2$ + ] +] + +== Relations + +#example(title: [Classify relations on ${1,2,3,4,5,6}$])[ + $R_1 = {(1,2),(2,3),(1,3),(4,5),(5,6),(4,6)}$ + + #solution[ + - Reflexive? Missing $(1,1), (2,2), ...$ (no) + - Symmetric? $(1,2) in R$ but $(2,1) in.not R$ (no) + - Antisymmetric? No pair $(x,y), (y,x)$ with $x != y$ both present (yes) + - Transitive? $(1,2),(2,3) in R$ and $(1,3) in R$; $(4,5),(5,6) in R$ and $(4,6) in R$ (yes) + - #rect(inset: 4pt)[Transitive and antisymmetric only] + ] +] + +#example(title: [Equivalence classes mod 4])[ + The equivalence relation of congruence modulo 4 on $ZZ$: + $ + [0]_(mod 4) &= {..., -8, -4, 0, 4, 8, ...} \ + [1]_(mod 4) &= {..., -7, -3, 1, 5, 9, ...} \ + [2]_(mod 4) &= {..., -6, -2, 2, 6, 10, ...} \ + [3]_(mod 4) &= {..., -5, -1, 3, 7, 11, ...} + $ + These four equivalence classes *partition* the integers. +] + +== Partitions of Sets + +#example(title: [Partitions of $ZZ times ZZ$])[ + Which are partitions? + + (a) ${(x,y): x "or" y "odd"}$ and ${(x,y): x "and" y "even"}$ + + (b) ${(x,y): x "and" y "odd"}$ and ${(x,y): x "and" y "even"}$ + + #solution[ + Every $(x,y)$ falls into one of 4 categories: EE, OO, EO, OE + + *(a):* "$x$ or $y$ odd" = OO ∪ EO ∪ OE. "$x$ and $y$ even" = EE. + - Disjoint? Yes. Cover everything? Yes. + - *YES, this is a partition* + + *(b):* "$x$ and $y$ odd" = OO. "$x$ and $y$ even" = EE. + - Missing EO and OE! + - *NO, doesn't cover everything* + ] +] + +== Proof by Induction + +#example( + title: [Strong induction: Pie-throwing problem], +)[ + Prove: If $2n+1$ people throw pies at their nearest neighbor, at least one survives. + + #solution[ + *Base case ($n=1$):* 3 people. Closest pair (A, B) throw at each other. Third person C's nearest is either A or B. So A and B each receive one pie, C receives 0. C survives. + + *Inductive step:* Assume true for $2k+1$ people. Consider $2(k+1)+1 = 2k+3$ people. + + Let A and B be the closest pair (they throw at each other). + + *Case 1:* No one else throws at A or B. The remaining $2k+1$ people form an independent group → by IH, at least one survivor. + + *Case 2:* At least one other person throws at A or B. Then $>= 3$ pies hit A or B combined. Remaining pies: $<= 2k+3-3 = 2k$ for $2k+1$ people. By pigeonhole, someone survives. + ] +] + +#example(title: [Checkerboard tiling with L-triominoes])[ + Every $2^n times 2^n$ checkerboard with one square removed can be tiled by L-triominoes. + + #solution[ + *Base case ($n=1$):* $2 times 2$ board with one square removed = L-triomino. + + *Inductive step:* Assume true for $2^k times 2^k$. For $2^(k+1) times 2^(k+1)$ board: + + 1. Divide into four $2^k times 2^k$ quadrants + 2. The removed square is in one quadrant + 3. Place one L-triomino at the center, covering one square from each of the other three quadrants + 4. Now each quadrant is a $2^k times 2^k$ board with one square removed + 5. By IH, each can be tiled. + ] +] + +== Polynomial Divisibility + +#example(title: [$x^n + 1$ divisible by $x + 1$])[ + For which positive integers $n$ is $x^n + 1$ divisible by $x + 1$? + + #solution[ + $x + 1 | x^n + 1$ iff $x = -1$ is a root of $x^n + 1$. + + Evaluate at $x = -1$: $(-1)^n + 1$ + - If $n$ odd: $(-1)^n = -1$, so $-1 + 1 = 0$ (root) + - If $n$ even: $(-1)^n = 1$, so $1 + 1 = 2 != 0$ (not a root) + + #rect(inset: 6pt)[Divisible for all odd $n$, not divisible for any even $n$.] + ] +] + +== Pigeonhole Principle + +#example(title: [Simple graphs with all distinct degrees])[ + Can a simple graph on $n >= 2$ vertices have all distinct degrees? + + #solution[ + *Claim: NO* (by pigeonhole) + + In a simple graph on $n$ vertices: + - Possible degrees: $0, 1, 2, ..., n-1$ (that's $n$ values) + - For all degrees distinct, we need exactly ${0, 1, 2, ..., n-1}$ + + *But:* + - Degree 0 means isolated (no neighbors) + - Degree $n-1$ means connected to all others + - These can't coexist! (vertex with degree $n-1$ would connect to the isolated vertex) + + *Conclusion:* No simple graph on $n >= 2$ vertices has all distinct degrees. + ] +] + +== Hall's Theorem / Matching + +#example( + title: [Bipartite matching condition], +)[ + *Hall's Marriage Theorem:* A bipartite graph with parts $X$ and $Y$ has a matching saturating $X$ iff for every subset $S subset.eq X$: + $ |N(S)| >= |S| $ + where $N(S)$ = neighbors of $S$ in $Y$. + + *Application:* 10 computers, 5 printers. Minimum cables so any 5 computers can print to 5 different printers? + + #solution[ + Need: every subset of 5 computers has 5 distinct printer neighbors. + + If a printer connects to $< 6$ computers, we could choose 5 computers that don't include any connected to that printer, violating Hall's condition. + + Each printer must connect to $>= 6$ computers. + + *Minimum cables:* $5 times 6 = 30$ + ] +] + +== Propositional Logic (Truth Sayer/Liar Puzzles) + +#example(title: [Truth Sayer and Liar Logic])[ + Peter says: "At least one of us is a liar." What are Peter and Signe? + + #solution[ + Let $P$ = "Peter is truth sayer", $S$ = "Signe is truth sayer" + + Peter's claim: $not P or not S$ + + *Key:* If Peter is a truth sayer, his claim must be true. If he's a liar, his claim must be false. + + $ P arrow.l.r.double (not P or not S) $ + + #table( + columns: 4, + [$P$], + [$S$], + [$not P or not S$], + [$P arrow.l.r.double (not P or not S)$], + [T], + [T], + [F], + [F], + [T], + [F], + [T], + [*T*], + [F], + [T], + [T], + [F], + [F], + [F], + [T], + [F], + ) + + *Answer:* Peter is a truth sayer, Signe is a liar. + ] +] + +== Perfect Numbers + +#example(title: [Verify perfect numbers])[ + Show that 6 and 28 are perfect numbers (equal to sum of proper divisors). + + #solution[ + *For 6:* Divisors (excluding 6): $1, 2, 3$ + $ 1 + 2 + 3 = 6 $ + + *For 28:* Divisors (excluding 28): $1, 2, 4, 7, 14$ + $ 1 + 2 + 4 + 7 + 14 = 28 $ + + *Theorem:* $2^(p-1)(2^p - 1)$ is perfect when $2^p - 1$ is prime (Mersenne prime). + + Example: $p = 3$, $2^3 - 1 = 7$ (prime), so $2^2 dot 7 = 28$ is perfect. + ] +] + +== Set Operations Proofs + +#example(title: [Prove $(A - C) inter (C - B) = emptyset$])[ + #solution[ + $(A - C)$ = elements in $A$ but not in $C$ + + $(C - B)$ = elements in $C$ but not in $B$ + + For $x in (A - C) inter (C - B)$: + - $x in A - C$ means $x in A$ and $x in.not C$ + - $x in C - B$ means $x in C$ and $x in.not B$ + + *Contradiction:* $x in.not C$ and $x in C$ cannot both be true. + + Therefore $(A - C) inter (C - B) = emptyset$. + ] +] + +#example(title: [Prove $(B - A) union (C - A) = (B union C) - A$])[ + #solution[ + *LHS:* $x in (B - A) union (C - A)$ + - $x in B - A$ or $x in C - A$ + - $(x in B and x in.not A)$ or $(x in C and x in.not A)$ + - $(x in B or x in C)$ and $x in.not A$ + + *RHS:* $x in (B union C) - A$ + - $x in B union C$ and $x in.not A$ + - $(x in B or x in C)$ and $x in.not A$ + + #rect(inset: 6pt)[Both sides are equivalent.] + ] +] + +== Equivalence Relations + +#example(title: [Cardinality as equivalence relation])[ + Let $R$ on sets of real numbers: $S R T$ iff $|S| = |T|$. + + #solution[ + *Reflexive:* $|S| = |S|$ (yes) + + *Symmetric:* $|S| = |T| arrow.double |T| = |S|$ (yes) + + *Transitive:* $|S| = |T|$ and $|T| = |U| arrow.double |S| = |U|$ (yes) + + #rect(inset: 4pt)[This is an equivalence relation.] + + *Equivalence classes:* + - $[{0, 1, 2}]$ = all sets with exactly 3 elements + - $[ZZ]$ = all countably infinite sets (includes $NN$, $QQ$) + ] +] + +#example(title: [Rational equivalence: $(a,b) R (c,d)$ iff $a d = b c$])[ + #solution[ + This is an equivalence relation (represents fractions $a/b = c/d$). + + *Reflexive:* $a dot b = b dot a$ (yes) + + *Symmetric:* $a d = b c arrow.double c b = d a$ (yes) + + *Transitive:* If $a d = b c$ and $c f = d e$, then: + - Multiply: $a d f = b c f = b d e$ + - Since $d > 0$: $a f = b e$ (yes) + + #rect(inset: 4pt)[This is an equivalence relation.] + + Equivalence class of $(1, 2)$: all pairs $(k, 2k)$ for $k in ZZ^+$ + ] +] + +== Generalized Pigeonhole + +#example( + title: [Generalized pigeonhole for $n$ boxes], +)[ + If $n_1 + n_2 + ... + n_t - t + 1$ objects are placed in $t$ boxes, then some box $i$ contains at least $n_i$ objects. + + #solution[ + *Proof by contradiction:* + + Assume each box $i$ contains fewer than $n_i$ objects (at most $n_i - 1$). + + Total objects $<= (n_1 - 1) + (n_2 - 1) + ... + (n_t - 1) = sum n_i - t$ + + But we have $sum n_i - t + 1$ objects. + + $sum n_i - t + 1 <= sum n_i - t$ implies $1 <= 0$. Contradiction! + ] +] + +== Polynomial Division (using auto-div) + +#example(title: [Polynomial division with auto-div])[ + Divide $x^4 + 3x^3 + 5/2 x + 6$ by $x + 2$: + + $ #poly-div-working((1, 3, 0, "5/2", 6), (1, 2)) $ +] + += Calculation Workspace + +== Quick Reference: Built-in Typst Functions + +#table( + columns: 3, + stroke: 0.5pt, + inset: 6pt, + [*Function*], + [*Example*], + [*Result*], + [`calc.gcd(a, b)`], + [`calc.gcd(48, 18)`], + [#calc.gcd(48, 18)], + [`calc.lcm(a, b)`], + [`calc.lcm(12, 18)`], + [#calc.lcm(12, 18)], + [`calc.fact(n)`], + [`calc.fact(6)`], + [#calc.fact(6)], + [`calc.binom(n, k)`], + [`calc.binom(10, 3)`], + [#calc.binom(10, 3)], + [`calc.perm(n, k)`], + [`calc.perm(5, 3)`], + [#calc.perm(5, 3)], + [`calc.rem(a, b)`], + [`calc.rem(17, 5)`], + [#calc.rem(17, 5)], + [`calc.quo(a, b)`], + [`calc.quo(17, 5)`], + [#calc.quo(17, 5)], + [`calc.pow(a, b)`], + [`calc.pow(2, 10)`], + [#calc.pow(2, 10)], +) + +== Binomial Coefficients + +#show-binom(10, 5) +#show-binom(8, 4) +#show-binom(20, 10) +#show-binom(15, 7) + +== Factorials + +#show-fact(5) +#show-fact(7) +#show-fact(10) + +== Derangements + +#show-derangement(4) +#show-derangement(5) +#show-derangement(6) +#show-derangement(7) + +== GCD and LCM + +#show-gcd(48, 18) +#show-gcd(5292, 36) +#show-gcd(662, 414) +#show-lcm(12, 18) +#show-lcm(24, 36) + +== Bézout Coefficients (Extended Euclidean Algorithm) + +#show-bezout(48, 18) +#show-bezout(35, 15) +#show-bezout(662, 414) + +== Modular Inverses + +#show-mod-inverse(2, 9) +#show-mod-inverse(6, 9) +#show-mod-inverse(7, 9) +#show-mod-inverse(3, 7) +#show-mod-inverse(5, 12) + +== Chinese Remainder Theorem + +#show-crt((1, 4, 3), (2, 5, 7)) +#show-crt((2, 3, 5), (3, 5, 7)) + +== Graph Theory Quick Calculations + +$ Q_4: #calc.pow(2, 4) "vertices", #hypercube-edges(4) "edges" $ +$ Q_5: #calc.pow(2, 5) "vertices", #hypercube-edges(5) "edges" $ +$ K_6: 6 "vertices", #complete-edges(6) "edges" $ +$ K_(10): 10 "vertices", #complete-edges(10) "edges" $ +$ K_(20): 20 "vertices", #complete-edges(20) "edges" $ + +== Inclusion-Exclusion (4 sets with equal intersections) + +#let ie4(singles, pairs, triples, quad) = { + 4 * singles - 6 * pairs + 4 * triples - quad +} + +$ |A union B union C union D| = 4(200) - 6(50) + 4(25) - 5 = #ie4(200, 50, 25, 5) $ + +== Primality and Primes + +#show-is-prime(17) +#show-is-prime(91) +#show-is-prime(97) +#show-primes-below(30) + +== General Linear Congruences + +Solve $a x equiv c pmod(m)$: + +#show-solve-congruence(3, 6, 9) +#show-solve-congruence(4, 5, 9) +#show-solve-congruence(6, 15, 21) + +== Division with Remainder + +#show-division(17, 5) +#show-division(100, 7) +#show-division(5292, 36) + +== Relation Properties + +#show-relation-properties((1, 2, 3), ((1, 1), (2, 2), (3, 3), (1, 2), (2, 1)), name: "Râ‚") + +#show-relation-properties((1, 2, 3), ((1, 1), (2, 2), (3, 3), (1, 2), (2, 3), (1, 3)), name: "Râ‚‚") + +== Function Property Checker + +Check if functions are injective/surjective/bijective on finite domains: + +#table(columns: (2fr, 3fr), stroke: 0.5pt, inset: 8pt, [*Usage*], [*Code*], [Define function], [```typst +#let my_func = (x) => calc.floor(calc.log(x, base: 2)) +```], [Check properties], [```typst +#let result = check-function( + my_func, + (1, 2, 3, 4, 5, 6, 7, 8), // domain + codomain: (0, 1, 2, 3) // codomain (optional) +) +```], [Display results], [```typst +#show-function-check(result, func-name: "f") +```]) + +*Quick examples:* + +#let floor_log2 = (x) => calc.floor(calc.log(x, base: 2)) +#let r1 = check-function(floor_log2, (1, 2, 3, 4, 5, 6, 7, 8), codomain: (0, 1, 2, 3)) +- $f(x) = floor(log_2(x))$: Inj: #if r1.injective [Yes] else [No], Surj: #if r1.surjective [Yes] else [No], Bij: #if r1.bijective [Yes] else [No] + +#let r2 = check-function((x) => x * x, (0, 1, 2, 3), codomain: (0, 1, 4, 9)) +- $g(x) = x^2$ on ${0,1,2,3}$: Inj: #if r2.injective [Yes] else [No], Surj: #if r2.surjective [Yes] else [No], Bij: #if r2.bijective [Yes] else [No] + +#let r3 = check-function(calc.abs, (-2, -1, 0, 1, 2), codomain: (0, 1, 2)) +- $h(x) = |x|$ on ${-2,...,2}$: Inj: #if r3.injective [Yes] else [No], Surj: #if r3.surjective [Yes] else [No], Bij: #if r3.bijective [Yes] else [No] + +*Note:* Only works for finite domains. For infinite domains (ℤ, â„•, â„), use mathematical proofs. + +== Your Calculations Here + +// Add your exam calculations below + +// GCD and Bézout coefficients: +// #show-bezout(your_a, your_b) + +// Modular inverse: +// #show-mod-inverse(n, m) + +// Chinese Remainder Theorem: +// #show-crt((r1, r2, r3), (m1, m2, m3)) + +// Binomial coefficient: +// #show-binom(n, k) + +// Derangement: +// #show-derangement(n) + +// Primality check: +// #show-is-prime(n) + +// Primes below n: +// #show-primes-below(n) + +// General linear congruence ax ≡ c (mod m): +// #show-solve-congruence(a, c, m) + +// Relation properties: +// #show-relation-properties(S, R, name: "R") + +// Direct calculations using built-ins: +// $ gcd(a, b) = #calc.gcd(a, b) $ +// $ binom(n, k) = #calc.binom(n, k) $ +// $ n! = #calc.fact(n) $ + +// Manual Euclidean Algorithm workspace: +// $ +// a &= b dot q_1 + r_1 \ +// b &= r_1 dot q_2 + r_2 \ +// & dots.v +// $ diff --git a/Diskret Mat/Gamle eksamener/Untitled-.pdf 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>>] + /K [] +>> +endobj + +92 0 obj +<< + /Type /StructElem + /S /TD + /P 86 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +93 0 obj +<< + /Type /StructElem + /S /TD + /P 86 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +94 0 obj +<< + /Type /StructElem + /S /TD + /P 86 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [95 0 R] +>> +endobj + +95 0 obj +<< + /Type /StructElem + /S /Formula + /P 94 0 R + /K [64 65 66 67 68 69 70 71 72 73 74] + /Pg 970 0 R +>> +endobj + +96 0 obj +<< + /Type /StructElem + /S /TR + /P 75 0 R + /K [104 0 R 103 0 R 102 0 R 101 0 R 100 0 R 99 0 R 98 0 R 97 0 R] +>> +endobj + +97 0 obj +<< + /Type /StructElem + /S /TD + /P 96 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +98 0 obj +<< + /Type /StructElem + /S /TD + /P 96 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +99 0 obj +<< + /Type /StructElem + /S /TD + /P 96 0 R + /A [<< + /O 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28 29 30 31 32 33] + /Pg 970 0 R +>> +endobj + +115 0 obj +<< + /Type /StructElem + /S /TD + /P 106 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [116 0 R] +>> +endobj + +116 0 obj +<< + /Type /StructElem + /S /Formula + /P 115 0 R + /K [17 18 19 20 21 22 23 24] + /Pg 970 0 R +>> +endobj + +117 0 obj +<< + /Type /StructElem + /S /TD + /P 106 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [118 0 R] +>> +endobj + +118 0 obj +<< + /Type /StructElem + /S /Formula + /P 117 0 R + /K [9 10 11 12 13 14 15 16] + /Pg 970 0 R +>> +endobj + +119 0 obj +<< + /Type /StructElem + /S /TD + /P 106 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +120 0 obj +<< + /Type /StructElem + /S /P + /P 47 0 R + /K [1 121 0 R 8] + /Pg 970 0 R +>> +endobj + +121 0 obj +<< + /Type /StructElem + /S /Formula + /P 120 0 R + /K [2 3 4 5 6 7] + /Pg 970 0 R +>> +endobj + +122 0 obj +<< + /Type /StructElem + /S /H2 + /P 47 0 R + /T (Question 20) + /K [0] + /Pg 970 0 R 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140 0 R] +>> +endobj + +140 0 obj +<< + /Type /StructElem + /S /Div + /P 139 0 R + /K [141 0 R] +>> +endobj + +141 0 obj +<< + /Type /StructElem + /S /Formula + /P 140 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106] + /Pg 968 0 R +>> +endobj + +142 0 obj +<< + /Type /StructElem + /S /Div + /P 139 0 R + /K [] +>> +endobj + +143 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [146 0 R 144 0 R] +>> +endobj + +144 0 obj +<< + /Type /StructElem + /S /Div + /P 143 0 R + /K [145 0 R] +>> +endobj + +145 0 obj +<< + /Type /StructElem + /S /Formula + /P 144 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76] + /Pg 968 0 R +>> +endobj + +146 0 obj +<< + /Type /StructElem + /S /Div + /P 143 0 R + /K [] +>> +endobj + +147 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [150 0 R 148 0 R] +>> +endobj + +148 0 obj +<< + /Type /StructElem + /S /Div + /P 147 0 R + /K [149 0 R] +>> +endobj + +149 0 obj +<< + /Type /StructElem + /S /Formula + /P 148 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46] + /Pg 968 0 R +>> +endobj + +150 0 obj +<< + /Type /StructElem + /S /Div + /P 147 0 R + /K [] +>> +endobj + +151 0 obj +<< + /Type /StructElem + /S /P + /P 47 0 R + /K [1 153 0 R 5 6 152 0 R 10] + /Pg 968 0 R +>> +endobj + +152 0 obj +<< + /Type /StructElem + /S /Formula + /P 151 0 R + /K [7 8 9] + /Pg 968 0 R +>> +endobj + +153 0 obj +<< + /Type /StructElem + /S /Formula + /P 151 0 R + /K [2 3 4] + /Pg 968 0 R +>> +endobj + +154 0 obj +<< + /Type /StructElem + /S /H2 + /P 47 0 R + /T (Question 19) + /K [0] + /Pg 968 0 R +>> +endobj + +155 0 obj +<< + /Type /StructElem + /S /P + /P 47 0 R + /K [195] + /Pg 966 0 R +>> +endobj + +156 0 obj +<< + /Type 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R + /K [456 0 R] +>> +endobj + +456 0 obj +<< + /Type /StructElem + /S /Formula + /P 455 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63] + /Pg 952 0 R +>> +endobj + +457 0 obj +<< + /Type /StructElem + /S /Div + /P 454 0 R + /K [] +>> +endobj + +458 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [461 0 R 459 0 R] +>> +endobj + +459 0 obj +<< + /Type /StructElem + /S /Div + /P 458 0 R + /K [460 0 R] +>> +endobj + +460 0 obj +<< + /Type /StructElem + /S /Span + /P 459 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [35] + /Pg 952 0 R +>> +endobj + +461 0 obj +<< + /Type /StructElem + /S /Div + /P 458 0 R + /K [] +>> +endobj + +462 0 obj +<< + /Type /StructElem + /S /P + /P 47 0 R + /K [1 469 0 R 3 468 0 R 5 467 0 R 7 8 466 0 R 13 465 0 R 22 23 464 0 R 30 463 0 R 34] + /Pg 952 0 R +>> +endobj + +463 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [31 32 33] + /Pg 952 0 R +>> +endobj + +464 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [24 25 26 27 28 29] + /Pg 952 0 R +>> +endobj + +465 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [14 15 16 17 18 19 20 21] + /Pg 952 0 R +>> +endobj + +466 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [9 10 11 12] + /Pg 952 0 R +>> +endobj + +467 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [6] + /Pg 952 0 R +>> +endobj + +468 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [4] + /Pg 952 0 R +>> +endobj + +469 0 obj +<< + /Type /StructElem + /S /Formula + /P 462 0 R + /K [2] + /Pg 952 0 R +>> +endobj + +470 0 obj +<< + /Type /StructElem + /S /H2 + /P 47 0 R + /T (Question 11) + /K [0] + /Pg 952 0 R +>> +endobj + +471 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [474 0 R 472 0 R] +>> +endobj + +472 0 obj +<< + /Type /StructElem + /S /Div + /P 471 0 R + /K [473 0 R] +>> +endobj + +473 0 obj +<< + /Type /StructElem + /S 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81 82 83 84 85 86 87] + /Pg 950 0 R +>> +endobj + +501 0 obj +<< + /Type /StructElem + /S /Formula + /P 499 0 R + /K [39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57] + /Pg 950 0 R +>> +endobj + +502 0 obj +<< + /Type /StructElem + /S /Formula + /P 499 0 R + /K [2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37] + /Pg 950 0 R +>> +endobj + +503 0 obj +<< + /Type /StructElem + /S /H2 + /P 47 0 R + /T (Question 10) + /K [0] + /Pg 950 0 R +>> +endobj + +504 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [507 0 R 505 0 R] +>> +endobj + +505 0 obj +<< + /Type /StructElem + /S /Div + /P 504 0 R + /K [506 0 R] +>> +endobj + +506 0 obj +<< + /Type /StructElem + /S /Formula + /P 505 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [55 56 57 58 59] + /Pg 948 0 R +>> +endobj + +507 0 obj +<< + /Type /StructElem + /S /Div + /P 504 0 R + /K [] +>> +endobj + +508 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [511 0 R 509 0 R] +>> +endobj + +509 0 obj +<< + /Type /StructElem + /S /Div + /P 508 0 R + /K [510 0 R] +>> +endobj + +510 0 obj +<< + /Type /StructElem + /S /Formula + /P 509 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [52 53 54] + /Pg 948 0 R +>> +endobj + +511 0 obj +<< + /Type /StructElem + /S /Div + /P 508 0 R + /K [] +>> +endobj + +512 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [515 0 R 513 0 R] +>> +endobj + +513 0 obj +<< + /Type /StructElem + /S /Div + /P 512 0 R + /K [514 0 R] +>> +endobj + +514 0 obj +<< + /Type /StructElem + /S /Formula + /P 513 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [47 48 49 50 51] + /Pg 948 0 R +>> +endobj + +515 0 obj +<< + /Type /StructElem + /S /Div + /P 512 0 R + /K [] +>> +endobj + +516 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [519 0 R 517 0 R] +>> +endobj + +517 0 obj +<< + /Type /StructElem + /S /Div + /P 516 0 R + /K [518 0 R] +>> +endobj + +518 0 obj +<< + /Type /StructElem + /S /Span + /P 517 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [46] + /Pg 948 0 R +>> +endobj + +519 0 obj +<< + /Type /StructElem + /S /Div + /P 516 0 R + /K [] +>> +endobj + +520 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [523 0 R 521 0 R] +>> +endobj + +521 0 obj +<< + /Type /StructElem + /S /Div + /P 520 0 R + /K [522 0 R] +>> +endobj + +522 0 obj +<< + /Type /StructElem + /S /Formula + /P 521 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [43 44 45] + /Pg 948 0 R +>> +endobj + +523 0 obj +<< + /Type /StructElem + /S /Div + /P 520 0 R + /K [] +>> +endobj + +524 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [527 0 R 525 0 R] +>> +endobj + +525 0 obj +<< + /Type /StructElem + /S /Div + /P 524 0 R + /K [526 0 R] +>> +endobj + +526 0 obj +<< + /Type /StructElem + /S /Formula + /P 525 0 R + /A [<< + /O /Layout + /Placement /Block + >>] + /K [40 41 42] + /Pg 948 0 R +>> +endobj + +527 0 obj +<< + /Type /StructElem + /S /Div + /P 524 0 R + /K [] +>> 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+ /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +536 0 obj +<< + /Type /StructElem + /S /TD + /P 534 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +537 0 obj +<< + /Type /StructElem + /S /TD + /P 534 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +538 0 obj +<< + /Type /StructElem + /S /TD + /P 534 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +539 0 obj +<< + /Type /StructElem + /S /TD + /P 534 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +540 0 obj +<< + /Type /StructElem + /S /TD + /P 534 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [127 544 0 R 130 543 0 R 138 139 542 0 R 142 541 0 R 152] + /Pg 946 0 R +>> +endobj + +541 0 obj +<< + /Type /StructElem + /S /Formula + /P 540 0 R + /K [143 144 145 146 147 148 149 150 151] + /Pg 946 0 R +>> +endobj + +542 0 obj +<< + /Type /StructElem + /S /Formula + /P 540 0 R + /K [140 141] + 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>>] + /K [] +>> +endobj + +551 0 obj +<< + /Type /StructElem + /S /TD + /P 545 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [101 555 0 R 104 554 0 R 112 113 553 0 R 116 552 0 R 126] + /Pg 946 0 R +>> +endobj + +552 0 obj +<< + /Type /StructElem + /S /Formula + /P 551 0 R + /K [117 118 119 120 121 122 123 124 125] + /Pg 946 0 R +>> +endobj + +553 0 obj +<< + /Type /StructElem + /S /Formula + /P 551 0 R + /K [114 115] + /Pg 946 0 R +>> +endobj + +554 0 obj +<< + /Type /StructElem + /S /Formula + /P 551 0 R + /K [105 106 107 108 109 110 111] + /Pg 946 0 R +>> +endobj + +555 0 obj +<< + /Type /StructElem + /S /Formula + /P 551 0 R + /K [102 103] + /Pg 946 0 R +>> +endobj + +556 0 obj +<< + /Type /StructElem + /S /TR + /P 533 0 R + /K [562 0 R 561 0 R 560 0 R 559 0 R 558 0 R 557 0 R] +>> +endobj + +557 0 obj +<< + /Type /StructElem + /S /TD + /P 556 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +558 0 obj +<< + /Type /StructElem + /S /TD + /P 556 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +559 0 obj +<< + /Type /StructElem + /S /TD + /P 556 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +560 0 obj +<< + /Type /StructElem + /S /TD + /P 556 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +561 0 obj +<< + /Type /StructElem + /S /TD + /P 556 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +562 0 obj +<< + /Type /StructElem + /S /TD + /P 556 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [75 566 0 R 78 565 0 R 86 87 564 0 R 90 563 0 R 100] + /Pg 946 0 R +>> +endobj + +563 0 obj +<< + /Type /StructElem + /S /Formula + /P 562 0 R + /K [91 92 93 94 95 96 97 98 99] + /Pg 946 0 R +>> +endobj + +564 0 obj +<< + /Type /StructElem + /S /Formula + /P 562 0 R + /K [88 89] + /Pg 946 0 R +>> +endobj + +565 0 obj +<< + /Type /StructElem + /S /Formula + /P 562 0 R + /K [79 80 81 82 83 84 85] + /Pg 946 0 R +>> +endobj + +566 0 obj +<< + /Type /StructElem + /S /Formula + /P 562 0 R + /K [76 77] + /Pg 946 0 R +>> +endobj + +567 0 obj +<< + /Type /StructElem + /S /TR + /P 533 0 R + /K [575 0 R 574 0 R 573 0 R 571 0 R 569 0 R 568 0 R] +>> +endobj + +568 0 obj +<< + /Type /StructElem + /S /TD + /P 567 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [72 73 74] + /Pg 946 0 R +>> +endobj + +569 0 obj +<< + /Type /StructElem + /S /TD + /P 567 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [55 56 57 58 59 60 61 62 63 64 65 66 67 68 570 0 R 71] + /Pg 946 0 R +>> +endobj + +570 0 obj +<< + /Type /StructElem + /S /Formula + /P 569 0 R + /K [69 70] + /Pg 946 0 R +>> +endobj + +571 0 obj +<< + /Type /StructElem + /S /TD + /P 567 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [38 39 40 41 42 43 44 45 46 47 48 49 50 51 572 0 R 54] + /Pg 946 0 R +>> +endobj + +572 0 obj +<< + /Type /StructElem + /S /Formula + /P 571 0 R + /K [52 53] + /Pg 946 0 R +>> +endobj + +573 0 obj +<< + /Type /StructElem + /S /TD + /P 567 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [31 32 33 34 35 36 37] + /Pg 946 0 R +>> +endobj + +574 0 obj +<< + /Type /StructElem + /S /TD + /P 567 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [25 26 27 28 29 30] + /Pg 946 0 R +>> +endobj + +575 0 obj +<< + /Type /StructElem + /S /TD + /P 567 0 R + /A [<< + /O /Layout + /BorderStyle /Solid + >>] + /K [] +>> +endobj + +576 0 obj +<< + /Type /StructElem + /S /P + /P 47 0 R + /K [1 578 0 R 9 577 0 R 23 24] + /Pg 946 0 R +>> +endobj + +577 0 obj +<< + /Type /StructElem + /S /Formula + /P 576 0 R + /K [10 11 12 13 14 15 16 17 18 19 20 21 22] + /Pg 946 0 R +>> +endobj + +578 0 obj +<< + /Type /StructElem + /S /Formula + /P 576 0 R + /K [2 3 4 5 6 7 8] + /Pg 946 0 R +>> +endobj + +579 0 obj +<< + /Type /StructElem + /S /H2 + /P 47 0 R + /T (Question 8) + /K [0] + /Pg 946 0 R +>> +endobj + +580 0 obj +<< + /Type /StructElem + /S /Div + /P 47 0 R + /K [583 0 R 581 0 R] +>> +endobj + 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mark-circle, body) + +#let corr-circle = box(width: 0.8em, height: 0.8em, stroke: 0.5pt + black, fill: black, radius: 50%) +#let corr(body) = grid(columns: (auto, 1fr), column-gutter: 0.5em, align: (center, left), corr-circle, body) + +#show heading: it => { pagebreak(weak: true); it } +== Question 1 + +If $p,q$ are prime numbers such that $100 < p < q$, then the number of positive integers less than $p q$ which are relative prime to $p q$ is: + +#corr[$p q - p - q + 1$ (Rasmus's, Sebastian's answer)] +#ans[$p q - q + 1$] +#ans[$p q-p-q-1$] +#ans[$p q-p-q$ (Mikkel's answer)] +#ans[$p q-1$] +#ans[None of these] + +== Question 2 + +The number $(4^100 mod 6 )^100 mod 10$ equals + +#ans[3] +#corr[6 (All's answer)] +#ans[2] +#ans[None of these] +#ans[5] +#ans[1] +#ans[4] + +== Question 3 + +Consider the set of all 99 positive integers not exceeding 99. + +#table( + columns: (18%, auto, auto, auto, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center, center, center, center), + stroke: none, + [], + [$binom(99, 50)$], + [$2^98$], + [$2^97$], + [$2^49$], + [None of these], + [$2^50$], + [$binom(99,50) binom(99,49)$], + [$binom(99,49) binom(99, 49)$], + [How many subsets have an odd number of odd numbers, and an even number of even numbers?], + mark-circle, + [Mikkel's answer], + [*Sebastian's answer*], + [Rasmus's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [How many subsets have an odd number of even numbers and an even number of odd numbers?], + mark-circle, + mark-circle, + corr-circle, + [Rasmus's answer], + [Sebastian's answer], + [Mikkel's answer], + mark-circle, + mark-circle, + [How many subsets have 49 elements?], + [*Rasmus's answer*], + mark-circle, + mark-circle, + [Mikkel's, Sebastian's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [How many subsets have an odd number of odd numbers?], + mark-circle, + [*Rasmus's, Sebastian's answer*], + [Mikkel's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, +) + +== Question 4 + +Consider the following system of congruences: + +$ + x &equiv 1 mod 2 \ + x &equiv 1 mod 5 \ + x &equiv 7 mod 9 +$ + +Indicate the set of all solutions to the above system of congruences. + +#ans[None of these] +#ans[${90 + 7k | k in ZZ}$] +#ans[${1 + 2k | k in ZZ} union {1 + 5k | k in ZZ} union {7 + 9k | k in ZZ}$] +#ans[${9 + 90k | k in ZZ}$] +#corr[${61 + 90k | k in ZZ}$ (All's answer)] +#ans[${7 + 90k | k in ZZ}$] + + +== Question 5 + +Find a greatest common divisor of the polynomials $x^3 - 1$ and $x^3 + 2x^2 + 2x + 1$ + +#ans[$x+1$] +#ans[$1$(Mikkel's answer)] +#ans[$x-1$] +#corr[$x^2 + x + 1$ (Rasmus's, Sebastian's answer)] +#ans[$x^2 + x - 1$] +#ans[None of these] +#ans[$x^2 - x + 1$] +#ans[$x^2-x-1$] + + +== Question 6 + +Recall that $NN$ is the set of natural numbers, in other words the set of nonnegative integers. For all $n in NN$ define $f(n) = sum^n_(k=0) k dot k! = 0 dot 0! + 1 dot !+ dots + n dot n!$. It is possible to prove by induction that $f(n) = (n+1)! -1$ holds for all nonnegative integers $n$. + +By choosing 4 of the following 8 text fragments and putting them in the correct order, a proof by induction for the above statement can be created. + +A. To prove the induction step, we assume that $f(n+1) = ((n+1)+1)!-1$ holds for some $n in NN$. We will now prove that under this assumption, $f(n) = (n+1)!-1$ + +B. To prove the induction step we assume that $f(n) = (n+1)!-1$ holds for all $n in NN$. We will now prove that under this assumption, $f(n+1) = ((n+1)+1)!-1$ holds for all $n in NN$. + +C. To prove the induction step we assume that $f(n) = (n+1)!-1$ holds for some $n in NN$. We will now prove that under this assumption, $f(n+1) = ((n+1)+1)!-1$. + +D. The statement now follows from the principle of mathematical induction. + +E. We prove the statement by induction. The base case is $n = 1$. For $n=1$, we see that $f(1) = sum^1_(k=0)k dot k! = 0 dot 0! + 1 dot 1! = 0 dot 1 + 1 dot 1 = 1$ and also that $(n+1)! -1 = (1+1)!-1 = 2!-1 = 2-1 =1$. This proves the base case. + +F. We prove the statement by induction. The base case is $n=0$. For $n=0$, we see that $f(0) = sum^0_(k=0) k dot k! = 0 dot 0! = 0 dot 1 = 0$ and also that $(n+1)! -1 = (0+1)!-1 = 1!-1 = 1-1 =0$. This proves the base case. + + +G. We have that $ + f(n) &= sum^n_(k=0) k dot k! \ + &= (sum^(n+1)_(k=0) k dot k! ) - (n+1)(n+1)! \ + &= f(n+1) - (n+1)(n+1)! \ + &= ((n+1)+1)! - 1 - (n+1)(n+1)! "By the induction hypothesis" \ + &= (n+2)! -(n+1)(n+1)!-1 \ + &= (n+2)(n+1)!-(n+1)(n+1)!-1 \ + &= (n+2 - (n+1))(n+1)!-1 \ + &= (n+1)! -1 + $ which is what we wanted to prove. This concludes the induction step. + +H. We have that $ + f(n+1) &= sum^(n+1)_(k=0) k dot k! \ + &= (sum^n_(k=0) k dot k!) + (n+1)(n+1)! \ + &= f(n)+(n+1)(n+1)! \ + &= (n+1)!-1+(n+1)(n+1)! "By the induction hypothesis" \ + &= (n+1)(n+1)!+(n+1)!-1 \ + &= [(n+1)+1](n+1)!-1 \ + &= (n+2)! - 1 = ((n+1)+1)!-1 + $ which is what we wanted to prove. This concludes the induction step. + +#table( + columns: (20%, auto, auto, auto, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center, center, center, center), + stroke: none, + [], + [A], + [B], + [C], + [D], + [E], + [F], + [G], + [H], + [The first fragment is:], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [Mikkel's answer], + [*Rasmus's, Sebastian's answer*], + mark-circle, + mark-circle, + [The second fragment is:], + [Sebastian's answer], + mark-circle, + [Rasmus's answer], + [Mikkel's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [The third fragment is:], + mark-circle, + [Sebastian's answer], + [Mikkel's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [Rasmus's answer], + [The fourth fragment is:], + mark-circle, + mark-circle, + mark-circle, + [Rasmus's answer], + mark-circle, + mark-circle, + [Sebastian's answer], + [Mikkel's answer], +) + +== Question 7 + +For all $n in NN$ define $a_n$ recursively as follows $a_0 = 2, a_1 = 3, a_n = cases(a_(n-1) + n "if" n "is even", a_(n-1) + 2a_(n-2) "if" n "is odd")$ + +1. 37 (All's answer) +2. 38 +3. 35 +4. 40 +5. None of these +6. 36 +7. 39 + +== Question 8 + +We wish to construct a bipartite graph with bipartition $(V_1, V_2)$ such that $abs(V_1) = 4, abs(V_2) = 5$ (Note that a bipartite graph has no loops, but it may contain multiple edges.) +#table( + columns: (40%, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center), + [], + [The graph exists without multiple edges.], + [The graph exists but only if we allow multiple edges.], + [The graph does not exist, but it will exist if we are allowed to increase one of the degrees in $V_1$.], + [The graph does not exist, but it will exist if we are allowed to increase one of the degrees in $V_2$.], + [None of these are correct], + [If the degrees in $V_1$ are $5,5,5,5$ and the degrees in $V_2$ are $4,4,4,4,4$ then], + [Rasmus's answer], + mark-circle, + mark-circle, + [Mikkel's, Sebastian's answer], + mark-circle, + [If the degrees in $V_1$ are $1,2,2,2$ and the degrees in $V_2$ are $1,2,2,2,2$ then], + [Sebastian's answer], + [Mikkel's answer], + [Rasmus's answer], + mark-circle, + mark-circle, + [If the degrees in $V_1$ are $4,4,4,4$, and the degrees in $V_2$ are $5,5,5,5,5$ then], + mark-circle, + [Rasmus's answer], + [Mikkel's, Sebastian's answer], + mark-circle, + mark-circle, +) + + +== Question 9 + +The formula $binom(m+n, r) = sum^r_(k=a) binom(m, r-k) binom(n,k)$ is true for all integers $m,n,r$ satisfying $0 < m < r < n$ if we let the summation start with: + +1. $a = n$ (Sebastian's answer) +2. $a = r$ +3. None of these (Rasmus's answer) +4. $a = n -r$ (Mikkel's answer) +5. $a = m$ +6. $a = r - m$ + + +== Question 10 + +Let $A = {0,1,2,4}, B = {0,1,3,5}, "and" C = {0,2,3,6}$. IF the universal set $U = {0,1,2,3,4,5,6,7}$, then which of hte following is equal to $((A inter B) backslash C) union ((B inter C) backslash C) union ((C inter A) backslash B)$ + +1. ${0,1,2,3}$ +2. All of these sets +3. $emptyset$ (Mikkel's answer) +4, ${4,5,6}$ +5. None of these +6. ${0,4,5,6}$ +7. ${1,2,3}$ (Rasmus's, Sebastian's answer) + +== Question 11 + +Consider the statement "for every positive rational number $x$ there are positive integers $a$ and $b$ such that $x = a/b$ and $gcd(a,b) = 1$." Which of the following statement in predicate logic is equivalent to this if we let $G(a,b)$ denote the statement " $a "and" b$ are relatively prime"? + +1. It is not possible to translate the statement into predicate logic. (Sebastian's answer) +2. $forall x in QQ^+ exists a in ZZ^+ exists b in ZZ^+ (x = a/b and G(a,b)) $ (Mikkel's, Rasmus's answer) +3. $forall x in QQ^+ exists a in ZZ^+ exists b in ZZ^+ (G(a,b) -> x = a/b)$ +4. $forall x in QQ^+ forall a in ZZ^+ forall b in ZZ^+ (x = a/b and G(a,b))$ +5. $forall x in QQ^+ exists a in ZZ^+ exists b in ZZ^+ (x = a/b -> G(a,b))$ + +== Question 12 + +Given a univerisal set $U$, which of the following is equal to the set $A inter overline(B backslash C)$? + +1. None of these +2. $A inter B inter overline(C)$ +3. $(A union B) inter (A union overline(C))$ +4. $(A inter overline(B)) union (A inter C)$ (Rasmus's answer) +5. $A inter overline(B) inter C$ +6. $A inter (C backslash B)$ (Mikkel's, Sebastian's answer) + + +== Question 13 + +The empty set is an element of which of the following sets? + +1. ${{emptyset}}$ +2. None of these +3. $emptyset$ (Mikkel's answer) +4. ${x in RR : x < x}$ +5. ${emptyset}$ (Rasmus's, Sebastian's answer) +6. All of these sets + +== Question 14 + +Which of the following are tautologies? + +1. $(p -> q) or (not q -> not p)$ (Sebastian's answer) +2. None of these +3. $p <-> q$ +4. All of these +5. $(not p or not q) -> (not (p and q))$ (Mikkel's, Rasmus's answer) +6. $(p or q or r) and (p or not q or not r)$ + +== Question 15 + +Consider all possible seatings of $3n$ people around two tables, one with $n$ seats and one with $2n$ seats. Find the number of seatings when +#table( + columns: (20%, auto, auto, auto, auto, auto, auto, auto, auto, auto), + align: (left, center, center, center, center, center, center, center, center, center), + stroke: none, + [], + [$((3n)!)/(2(n!))$], + [$((3n)!)/(4(n!))$], + [$((3n)!)/(4n)$], + [$2 binom(3n,n)$], + [$((3n)!)/(2n^2)$], + [$((3n)!)/(4n^2)$], + [$((3n)!)/(8n^2)$], + [$4 binom(3n,n)$], + [None of these], + [Two seatings are considered the same when each person has the same left and right neighbor.], + mark-circle, + [Rasmus's answer], + mark-circle, + [Sebastian's answer], + mark-circle, + mark-circle, + mark-circle, + [Mikkel's answer], + mark-circle, + [Two seatings are considered the same when each person has the same neighbors (and we do not care about right or left)], + [Rasmus's answer], + mark-circle, + mark-circle, + [Mikkel's answer], + [Sebastian's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, +) + +== Question 16 + +For each of the following, determine whether it is surjective/injective, or not a well defined function. Recall that $NN$ is the set of natural numbers, in other words the set of nonnegative integers. + +#table( + columns: (35%, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center), + [], + [Not a well defined function], + [Well defined but neither injective nor surjective], + [Surjective], + [Injective], + [Both injective and surjective], + [$ f: RR -> ZZ $ given by $f(x) = 2 floor(x/2)$], + [Mikkel's, Sebastian's answer], + [Rasmus's answer], + mark-circle, + mark-circle, + mark-circle, + [$f : RR -> {x in RR : x >= 0}$ given by $f(x) = sqrt(x^2)$], + mark-circle, + [Sebastian's answer], + [Rasmus's answer], + mark-circle, + [Mikkel's answer], + [$f: NN -> NN$ given by $f(x) = 2x +7$], + mark-circle, + mark-circle, + mark-circle, + [All's answer], + mark-circle, + [$f: NN -> NN$ given by $f(x) = x-x^2$], + [Rasmus's, Sebastian's answer], + [Mikkel's answer], + mark-circle, + mark-circle, + mark-circle, + [$f: RR -> RR$ given by $f(x) = cases(x "if" x in QQ, -x "if" x in.not QQ)$], + mark-circle, + mark-circle, + [Mikkel's, Sebastian's answer], + mark-circle, + [Rasmus's answer], +) + +== Question 17 + +Consider all permutations of ABCDE +#table( + columns: (20%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center), + [], + [12], + [24], + [36], + [48], + [50], + [64], + [None of these], + [How many contain none of AB, BC, CD], + [Sebastian's answer], + mark-circle, + mark-circle, + [Mikkel's answer], + mark-circle, + [Rasmus's answer], + mark-circle, + [How many contain ACE], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [Sebastian's answer], + [Mikkel's, Rasmus's answer], + [How many contain precisely one of AB, CD], + mark-circle, + [Mikkels's, Sebastian's answer], + [Rasmus's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle +) + +== Question 18 + +For each relation on the set of four distinct elements $a,b,c,d$ below, decide which property it has. + +#table( + columns: (30%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center), + stroke: none, + [], + [The edges of a hasse diagram], + [Partial order], + [Total order but not well ordered], + [Well-order], + [None of these], + [Total order but not partial order], + [Equivalence relation], + [$(a,a),(a,b),(a,c)(a,d)$], + [Sebastian's answer], + mark-circle, + mark-circle, + [Mikkel's answer], + [Rasmus's answer], + mark-circle, + mark-circle, + [$(a,b),(b,c),(c,d)$], + mark-circle, + [Sebastian's answer], + mark-circle, + mark-circle, + [Mikkel's, Rasmus's answer], + mark-circle, + mark-circle, + [$(a,a),(b,b),(c,c),\ (d,d),(a,d),(d,a)$], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [Sebastian's answer], + mark-circle, + [Mikkel's, Rasmus's answer], + [$(a,a),(b,b),(c,c),\ (d,d),(d,c)$], + mark-circle, + [Mikkel's, Rasmus's answer], + mark-circle, + mark-circle, + mark-circle, + [Sebastian's answer], + mark-circle, + [$(a,a),(b,b),(c,c),(d,d),\ (a,b),(a,c),(a,d),(b,c),\ (b,d),(c,d)$], + [Mikkel's answer], + [Rasmus's answer], + mark-circle, + mark-circle, + mark-circle, + mark-circle, + [Sebastian's answer] +) + + +== Question 19 + +Which of the following is a recursively defined function for the number of ways to tile an $n times 2$ board using $2 times 1$ tiles. + +1. $f(0) = 1, f(1) = 1, f(n) = f(n - 1) + f(n - 2) "for" n >= 2$ +2. $f(0) = 0, f(1) = 1, f(n) = 2f(n - 2) "for" n >= 2$ +3. $f(0) = 1, f(1) = 1, f(n) = 2f(n - 2) "for" n >= 2$ +4. $f(0) = 1, f(1) = 1, f(n) = f(n - 1)f(n - 2) "for" n >= 2$ +5. All of these (Mikkel's answer) +6. $f(0) = 0, f(1) = 1, f(n) = f(n - 1) + f(n - 2) "for" n >= 2$ (Rasmus's, Sebastian's answer) +7. None of these + + +== Question 20 + +Find the coefficient of $x^15 y^20$ in the polynomials below. + +#table( + columns: (20%, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr, 1fr), + align: (left, center, center, center, center, center, center, center), + [], + [$- binom(10,5)2^5$], + [$binom(10,5) 2^15$], + [$- binom(10,5)2^15$], + [0], + [None of these], + [$-binom(10,5)2^10$], + [$- binom(10,3)2^5$], + [$(2x^3-y^4)^10$], + [Mikkel's, Rasmus's answer], + mark-circle, + mark-circle, + [Sebastian's answer], + mark-circle, + mark-circle, + mark-circle, + [$(1-2x^3y^4)^10$], + [Rasmus's answer], + mark-circle, + mark-circle, + [Sebastian's answer], + [Mikkel's answer], + mark-circle, + mark-circle, + [$(x^3-2y^4)^10$], + [Mikkel's, Rasmus's answer], + mark-circle, + mark-circle, + [Sebastian's answer], + mark-circle, + mark-circle, + mark-circle, +) + + +== Question 21 + +Which of the following is equivalent to the statement " $a$ and $b$ are relatively prime"? The domain for each statement is +the set of all positive integers + +1. None of these three are equivalent to the statement. +2. $not (exists c (c divides a and c divides b and c > 1) )$ is equivalent to the statement, and the other two are not. +3. $forall c (not (c divides a) or not (c divides b) or (c <= 1))$ is equivalent to the statement, and the other two are not. +4. All of these three are equivalent to the statement. +5. $forall c ( (c divides a and c divides b) -> (c <= 1))$ is equivalent to the statement, and other two are not. (All's answer) + diff --git a/Diskret Mat/ipynb filer/__pycache__/discrete.cpython-313.pyc b/Diskret Mat/ipynb filer/__pycache__/discrete.cpython-313.pyc new file mode 100644 index 0000000..050db66 Binary files /dev/null and b/Diskret Mat/ipynb filer/__pycache__/discrete.cpython-313.pyc differ diff --git a/Diskret Mat/ipynb filer/discMatSympy.ipynb b/Diskret Mat/ipynb filer/discMatSympy.ipynb new file mode 100644 index 0000000..c3fca64 --- /dev/null +++ b/Diskret Mat/ipynb filer/discMatSympy.ipynb @@ -0,0 +1,1706 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "# Alle har de nødvendige imports og inits printing\n", + "from discrete import *" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Extended euclidean algorithm" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Polynomier" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/latex": [ + "$\\displaystyle \\operatorname{Poly}{\\left( x^{2} + x + 1, x, domain=\\mathbb{Z} \\right)}$" + ], + "text/plain": [ + "Poly(x**2 + x + 1, x, domain='ZZ')" + ] + }, + "execution_count": 49, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Example usage\n", + "x = symbols('x', real=True)\n", + "\n", + "# Indskriv de to polynomier du vil tjekke\n", + "N = Poly(x**4 + x**3 - 2*x**2 + 3*x - 43, x)\n", + "M = Poly(x**2 + 2*x - 6, x)\n", + "\n", + "N,M\n", + "\n", + "A = Poly(x**3-1)\n", + "B = Poly(x**3+2*x**2+2*x+1)\n", + "\n", + "A, B\n", + "\n", + "gcd(A,B)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
kr_k(x)s_k(x)t_k(x)
00xⴠ+ x³ - 2*x² + 3*x - 4310
11x² + 2*x - 601
22-15*x - 71-x² + x - 6
33-1511/225x/15 + 23/225-x³/15 - 8*x²/225 - 67*x/225 + 29/75
440**
\n", + "
" + ], + "text/plain": [ + " k r_k(x) s_k(x) \\\n", + "0 0 xⴠ+ x³ - 2*x² + 3*x - 43 1 \n", + "1 1 x² + 2*x - 6 0 \n", + "2 2 -15*x - 7 1 \n", + "3 3 -1511/225 x/15 + 23/225 \n", + "4 4 0 * \n", + "\n", + " t_k(x) \n", + "0 0 \n", + "1 1 \n", + "2 -x² + x - 6 \n", + "3 -x³/15 - 8*x²/225 - 67*x/225 + 29/75 \n", + "4 * " + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_results = extended_euclidean_algorithm_polys(N, M, x, true)\n", + "df_results.head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Numbers" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\left( 12, \\ 21\\right)$" + ], + "text/plain": [ + "(12, 21)" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Indskriv de to tal\n", + "a = 12\n", + "b = 21\n", + "\n", + "a,b" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
kr_ks_kt_k
001210
112101
221210
339-11
4432-1
550NoneNone
\n", + "
" + ], + "text/plain": [ + " k r_k s_k t_k\n", + "0 0 12 1 0\n", + "1 1 21 0 1\n", + "2 2 12 1 0\n", + "3 3 9 -1 1\n", + "4 4 3 2 -1\n", + "5 5 0 None None" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_results = extended_euclidean_algorithm_integers(a,b)\n", + "df_results.head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Inverse of mod\n", + "\n", + "![image.png](images/inverseMod.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Does not exist\n" + ] + } + ], + "source": [ + "#Insert values:\n", + "n = 6\n", + "mod = 9\n", + "\n", + "try:\n", + " print(f\"The multiplicative invers is : {mod_inverse(n,mod)}\")\n", + "except:\n", + " print(\"Does not exist\")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The multiplicative invers is : 1\n", + "The multiplicative invers is : 3\n", + "The multiplicative invers is : 2\n", + "The multiplicative invers is : 4\n" + ] + } + ], + "source": [ + "values = [1,2,3,4]\n", + "mod = 5\n", + "\n", + "for n in values:\n", + " try:\n", + " print(f\"The multiplicative invers is : {mod_inverse(n,mod)}\")\n", + " except:\n", + " print(\"Does not exist\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Hvis svarmulighed ikke forkommer, sÃ¥ tjek forskellen mellem mod og n, eksempelvis: $(15 \\mod{17} = -2 \\mod{17})$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Chinese remainder therom (system of congruences)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![image.png](images/systemOfCongruences.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "x ≡ 1 (mod 10)\n" + ] + } + ], + "source": [ + "# Definer modulo\n", + "moduli = [2, 5, ]\n", + "\n", + "# Define the remainders\n", + "remainders = [1, 1, 7]\n", + "\n", + "# Solve using the Chinese Remainder Theorem\n", + "solution, modulus = crt(moduli, remainders)\n", + "\n", + "# Print the solution\n", + "print(f\"x ≡ {solution} (mod {modulus})\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Andet eksempel\n", + "![image.png](images/system2OfCongruences.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Til denne del beskrives alt som:\n", + "$$\n", + "y \\cdot x \\equiv a \\mod{b}\n", + "$$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Start med at analysere ligningen $2x\\equiv a \\mod{6}$.\n", + "Her udregner vi gcd(2,6). For at denne ligning har en løsning, skal $gcd(2,6) \\mid a$" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAAkAAAAOCAYAAAD9lDaoAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA3UlEQVQoFW2RvRGCQBCFD7UAxhIgNXI0J8AO1BK0BEJItQMMTTU0w4DE1A6gBMYOzu+dg4PIzrzZ27dvf+7Os9aaLMsCY0wCZAvQgAT+KWIMJMghtlEU3cCpLMsZ3Bn/IK5HBAewB1+jQF1f4CJSohhUJHwRHbtz9uEDiRTUBKocMt9o8SGkaVoBUtaN+6um6xxSF3I31rgh08JXxEeX7I9iRA6KLv/TicodlVP8qtt+0gYk1pxD/KbDaa/P4iS06BLffk2rU2HjMV/qAui9+hZTGGqcBBJqn765D34Dzrdx4/BA7EwAAAAASUVORK5CYII=", + "text/latex": [ + "$\\displaystyle 2$" + ], + "text/plain": [ + "2" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "g = gcd(2,6)\n", + "g" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Vi kan nu sige Hvis 2 deler a, sæt a=2k, sÃ¥ fÃ¥r vi $2x \\equiv 2k \\mod{6}$.\n", + "Ved at dividere alt igennem med 2 fÃ¥r vi:\n", + "$$\n", + "x \\equiv k \\mod{3}\n", + "$$\n", + "Men heldigvis skal du ikke tænke over dette, sÃ¥ det er bare at nyde det nedstÃ¥ende" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "x ≡ 21 (mod 42) or 21 + 42ℤ\n", + "No solution. ∅\n", + "x ≡ 7 (mod 42) or 7 + 42ℤ\n" + ] + } + ], + "source": [ + "# Indskriv værdier\n", + "a_val = [0,1,2]\n", + "for a in a_val:\n", + " # Inskriv formler\n", + " equations = [\n", + " (2, a, 6), # 2x ≡ a (mod 6)\n", + " (1, 7, 14) # x ≡ 7 (mod 14)\n", + " ]\n", + "\n", + " res = solve_system_congruences(equations)\n", + " if res is None:\n", + " print(\"No solution. ∅\")\n", + " else:\n", + " sol, mod = res\n", + " print(f\"x ≡ {sol} (mod {mod}) or {sol} + {mod}ℤ\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Ekstra eksempel\n", + "![images.png](images/system3Ofconcruence.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "x ≡ 4 (mod 22) or 4 + 22ℤ\n" + ] + } + ], + "source": [ + "# Indskriv værdier\n", + "a_val = [4]\n", + "for a in a_val:\n", + " # Inskriv formler\n", + " equations = [\n", + " (34,a,44) # 34x ≡ 4 (mod 44)\n", + " ]\n", + "\n", + " res = solve_system_congruences(equations)\n", + " if res is None:\n", + " print(\"No solution. ∅\")\n", + " else:\n", + " sol, mod = res\n", + " print(f\"x ≡ {sol} (mod {mod}) or {sol} + {mod}ℤ\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Conguence to ukendte" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "For c=2: Løsningsmængde: ∅\n", + "For c=35: Løsningsmængde: x = 9 + 13ℤ\n", + "\n", + "For at 14x ≡ c (mod 91) har løsninger, skal gcd(14,91)=7 dividere c.\n", + "Dvs. c ∈ 7ℤ.\n" + ] + } + ], + "source": [ + "# Indsæt værdier her:\n", + "# Exempel pÃ¥ ligning: 14x = c(mod 91) hvor c er 2 eller 35\n", + "a, m = 14, 91\n", + "test_values = [2, 35]\n", + "\n", + "g = gcd(a, m)\n", + "for c_val in test_values:\n", + " sol = solve_linear_congruence(a, c_val, m)\n", + " if sol is None:\n", + " print(f\"For c={c_val}: Løsningsmængde: ∅\")\n", + " else:\n", + " x0, M, g = sol\n", + " # Løsningsmængde: x = x0 + MZ\n", + " print(f\"For c={c_val}: Løsningsmængde: x = {x0} + {M}ℤ\")\n", + "\n", + "# Angiv mængden af værdier af c in Z, hvor kongruensligningen har løsninger\n", + "print(f\"\\nFor at 14x ≡ c (mod 91) har løsninger, skal gcd(14,91)={g} dividere c.\")\n", + "print(f\"Dvs. c ∈ {g}ℤ.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Calculate n choose k $n \\choose k$" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "60090030 120180060\n", + "46676090050254435975722599130606507849226258221701123142545570906756415193569598983236485120000000000000\n", + "2800565403015266158543355947836390470953575493302067388552734254405384911614175938994189107200000000000000\n", + "12380966370681345810912689446840214482379749677372406391185140530874878275783882304549934428090700497046810287249817600000000000000000000\n", + "825397758045423054060845963122680965491983311824827092745676035391658551718925486969995628539380033136454019149987840000000000000000000\n", + "412698879022711527030422981561340482745991655912413546372838017695829275859462743484997814269690016568227009574993920000000000000000000\n", + "206349439511355763515211490780670241372995827956206773186419008847914637929731371742498907134845008284113504787496960000000000000000000\n" + ] + } + ], + "source": [ + "# Indtast værdier\n", + "n = 30\n", + "\n", + "print(2*comb(n, 10), 4*comb(n,10))\n", + "\n", + "print(((factorial(3*n)))/(4*n*factorial(n)))\n", + "\n", + "print((factorial(3*n))/(2*factorial(n)))\n", + "\n", + "print(factorial(3*n)/(4*n))\n", + "\n", + "print(factorial(3*n)/(2*n**2))\n", + "print(factorial(3*n)/(4*n**2))\n", + "print(factorial(3*n)/(8*n**2))\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Problem: Equivalent Sets\n", + "\n", + "**conjugated** of a set. Given a universal set $U$, the **conjugated** of a set $A \\subseteq U$ is the set of all elements in $U$ that are not in $A$. Formally:\n", + "\n", + "$$\n", + "\\overline{A} = \\{ x \\in U : x \\notin A \\}\n", + "$$\n", + "\n", + "\n", + "## Question:\n", + "Given a universal set $ U $, which of the following sets are equal to $ \\overline{A \\cap (B \\cup C)} $?\n", + "\n", + "### Options:\n", + "1. $ \\text{None of these} $\n", + "2. $ (A \\cap (B \\cup C)) - U $\n", + "3. $ \\overline{A} \\cap (\\overline{B} \\cup \\overline{C}) $\n", + "4. $ A \\cup (B \\cap C) $\n", + "5. $ (U - (A \\cap B)) \\cap (U - (A \\cap C)) $" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Answer:\n", + "**Step 1: Start with the given expression**\n", + "\n", + "$$\n", + "\\overline{A \\cap (B \\cup C)}\n", + "$$\n", + "\n", + "**Step 2: Apply De Morgan's Laws**\n", + "\n", + "Using De Morgan's law:\n", + "$$\n", + "\\overline{X \\cap Y} = \\overline{X} \\cup \\overline{Y}\n", + "$$\n", + "we can rewrite:\n", + "$$\n", + "\\overline{A \\cap (B \\cup C)} = \\overline{A} \\cup \\overline{B \\cup C}\n", + "$$\n", + "\n", + "Now apply De Morgan's law again to $\\overline{B \\cup C}$:\n", + "$$\n", + "\\overline{B \\cup C} = \\overline{B} \\cap \\overline{C}\n", + "$$\n", + "\n", + "So we have:\n", + "$$\n", + "\\overline{A \\cap (B \\cup C)} = \\overline{A} \\cup (\\overline{B} \\cap \\overline{C})\n", + "$$\n", + "\n", + "This is our simplified form.\n", + "\n", + "**Step 3: Compare with the given options**\n", + "\n", + "1. **None of these:** We should check all other options first.\n", + "\n", + "2. $(A \\cap (B \\cup C)) - U$:\n", + "\n", + " Subtracting the universal set $U$ from any set results in the empty set. Thus:\n", + " $$\n", + " (A \\cap (B \\cup C)) - U = \\emptyset\n", + " $$\n", + " This clearly doesn't match $\\overline{A \\cap (B \\cup C)}$.\n", + "\n", + "3. $\\overline{A} \\cap (\\overline{B} \\cup \\overline{C})$:\n", + "\n", + " Our derived form is $\\overline{A} \\cup (\\overline{B} \\cap \\overline{C})$. Notice that:\n", + " $$\n", + " \\overline{A} \\cup (\\overline{B} \\cap \\overline{C}) \\neq \\overline{A} \\cap (\\overline{B} \\cup \\overline{C})\n", + " $$\n", + " They are not the same due to the difference in how unions and intersections distribute.\n", + "\n", + "4. $A \\cup (B \\cap C)$:\n", + "\n", + " This doesn't match the complement form we have. Substituting a few test cases quickly shows it doesn't align with $\\overline{A \\cap (B \\cup C)}$.\n", + "\n", + "5. $(U - (A \\cap B)) \\cap (U - (A \\cap C))$:\n", + "\n", + " Let's rewrite this using complements. Since $U - X = \\overline{X}$, we get:\n", + " $$\n", + " (U - (A \\cap B)) \\cap (U - (A \\cap C)) = \\overline{A \\cap B} \\cap \\overline{A \\cap C}\n", + " $$\n", + "\n", + " Apply De Morgan's law to each:\n", + " $$\n", + " \\overline{A \\cap B} = \\overline{A} \\cup \\overline{B}\n", + " $$\n", + " $$\n", + " \\overline{A \\cap C} = \\overline{A} \\cup \\overline{C}\n", + " $$\n", + "\n", + " Substitute these back:\n", + " $$\n", + " (\\overline{A} \\cup \\overline{B}) \\cap (\\overline{A} \\cup \\overline{C})\n", + " $$\n", + "\n", + " Now use the distributive law:\n", + " $$\n", + " (\\overline{A} \\cup \\overline{B}) \\cap (\\overline{A} \\cup \\overline{C}) = \\overline{A} \\cup (\\overline{B} \\cap \\overline{C})\n", + " $$\n", + "\n", + " This matches exactly with our simplified form of $\\overline{A \\cap (B \\cup C)}$.\n", + "\n", + "**Conclusion:**\n", + "\n", + "Option 5 is exactly equal to $\\overline{A \\cap (B \\cup C)}$.\n", + "\n", + "---\n", + "\n", + "# Final Answer\n", + "\n", + "$$\n", + "\\boxed{(U - (A \\cap B)) \\cap (U - (A \\cap C))}\n", + "$$\n", + "\n", + "Thus, the correct choice is **Option 5**." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Permutations" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Consider all permutations of abcde.\n", + "1. How many do not contain abc?\n", + "2. How many contain ab or bc?\n", + "3. How many contain ab or bc but not abc?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Count containing 'ace': 6\n", + "Count not containing 'ab, bc, cd': 64\n", + "Count not containing 'abc': 114\n", + "Count containing 'ab' or 'cd': 42\n" + ] + }, + { + "ename": "SyntaxError", + "evalue": "keyword argument repeated: exclude_substrings (3684453969.py, line 21)", + "output_type": "error", + "traceback": [ + " \u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[77]\u001b[39m\u001b[32m, line 21\u001b[39m\n\u001b[31m \u001b[39m\u001b[31mab = pf.filter_permutations(include_substrings=['ab'], exclude_substrings=['cd'], exclude_substrings=['bc'])\u001b[39m\n ^\n\u001b[31mSyntaxError\u001b[39m\u001b[31m:\u001b[39m keyword argument repeated: exclude_substrings\n" + ] + } + ], + "source": [ + "# Indsæt her:\n", + "pf = PermutationFilter(\"abcde\")\n", + "\n", + "# All permutations containing 'ab' or 'bc'\n", + "ace = pf.filter_permutations(include_substrings=['ace'])\n", + "print(\"Count containing 'ace':\", len(ace))\n", + "\n", + "# All permutations containing 'ab' or 'bc'\n", + "no_ab_bc_cd = pf.filter_permutations(exclude_substrings=['ab', 'bc', 'cd'])\n", + "print(\"Count not containing 'ab, bc, cd':\", len(no_ab_bc_cd))\n", + "\n", + "# All permutations not containing 'abc'½\n", + "no_abc = pf.filter_permutations(exclude_substrings=['abc'])\n", + "print(\"Count not containing 'abc':\", len(no_abc))\n", + "\n", + "# All permutations containing 'ab' or 'bc'\n", + "ab_bc = pf.filter_permutations(include_substrings=['ab', 'cd'])\n", + "print(\"Count containing 'ab' or 'cd':\", len(ab_bc))\n", + "\n", + "# All permutations containing 'ab' or 'bc'\n", + "ab = pf.filter_permutations(include_substrings=['ab'], exclude_substrings=['cd'])\n", + "print(\"Count containing 'ab':\", len(ab))\n", + "\n", + "# All permutations containing 'ab' or 'bc'\n", + "cd = pf.filter_permutations(include_substrings=['cd'], exclude_substrings=['ab', 'bc'])\n", + "print(\"Count containing 'cd':\", len(cd))\n", + "\n", + "# All permutations containing 'ab' or 'bc'\n", + "bc = pf.filter_permutations(include_substrings=['bc'], exclude_substrings=['ab', 'cd'])\n", + "print(\"Count containing 'bc':\", len(bc))\n", + "\n", + "\n", + "\n", + "# All permutations containing 'ab' or 'bc' but not 'abc'\n", + "ab_bc_no_abc = pf.filter_permutations(include_substrings=['ab', 'bc'], exclude_substrings=['abc'])\n", + "print(\"Count containing 'ab' or 'bc' but not 'abc':\", len(ab_bc_no_abc))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Coefficients" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The coefficient of $x^7 \\cdot y^2$ in $(2x+3y)^9$ is:" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{2: 7, 3: 2, 7: 1, -1: 1}\n", + "{2: 7, 3: 2, 7: 1, -1: 1}\n", + "{2: 7, 3: 2, 7: 1, -1: 1}\n" + ] + } + ], + "source": [ + "# Define the variables\n", + "x, y = symbols('x y')\n", + "\n", + "# Indskriv funktionen og coefficients\n", + "expr = (1-2*x**3*y**4)**10\n", + "expr2 = (2*x**3-y**4)**10\n", + "expr3 = (x**3-2*y**4)**10\n", + "coeffs = x**15 * y**20\n", + "\n", + "# Expand the expression\n", + "expanded_expr = expand(expr)\n", + "expanded_expr2 = expand(expr2)\n", + "expanded_expr3 = expand(expr3)\n", + "\n", + "# Extract the coefficient of x^7 * y^2\n", + "coefficient = expanded_expr.coeff(coeffs)\n", + "coefficient2 = expanded_expr2.coeff(coeffs)\n", + "coefficient3 = expanded_expr3.coeff(coeffs)\n", + "\n", + "# Factorize the coefficient\n", + "factorized_coefficient = factorint(coefficient)\n", + "factorized_coefficient2 = factorint(coefficient2)\n", + "factorized_coefficient3 = factorint(coefficient3)\n", + "\n", + "print(factorized_coefficient)\n", + "print(factorized_coefficient2)\n", + "print(factorized_coefficient3)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Aflæses som $2^93^4$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## If it doesn't work use Binomial Theorem (Manual Approach):\n", + "\n", + "### General Term in the Expansion of $ (2x + 3y)^9 $\n", + "\n", + "The general term in the expansion of $ (2x + 3y)^9 $ is given by:\n", + "\n", + "$$\n", + "T_k = \\binom{9}{k} \\cdot (2x)^{9-k} \\cdot (3y)^k\n", + "$$\n", + "\n", + "---\n", + "\n", + "For $ x^7 \\cdot y^2 $, we have:\n", + "\n", + "$$\n", + "9 - k = 7 \\implies k = 2\n", + "$$\n", + "\n", + "---\n", + "\n", + "### Substitute $ k = 2 $:\n", + "\n", + "The coefficient of $ x^7 \\cdot y^2 $ is:\n", + "\n", + "$$\n", + "\\text{Coefficient} = \\binom{9}{2} \\cdot (2)^7 \\cdot (3)^2\n", + "$$\n", + "\n", + "### Step 2: Substitute $ k = 2 $\n", + "\n", + "The coefficient of $ x^7 y^2 $ is:\n", + "\n", + "$$\n", + "\\text{Coefficient} = \\binom{9}{2} \\cdot (2)^7 \\cdot (3)^2\n", + "$$\n", + "\n", + "---\n", + "\n", + "### Step 3: Compute Each Part\n", + "\n", + "1. **Binomial Coefficient:**\n", + " $$\n", + " \\binom{9}{2} = \\frac{9 \\cdot 8}{2} = 36\n", + " $$\n", + "\n", + "2. **Power of 2:**\n", + " $$\n", + " (2)^7 = 128\n", + " $$\n", + "\n", + "3. **Power of 3:**\n", + " $$\n", + " (3)^2 = 9\n", + " $$\n", + "\n", + "4. **Combine All:**\n", + " $$\n", + " \\text{Coefficient} = 36 \\cdot 128 \\cdot 9\n", + " $$\n", + "\n", + "---\n", + "\n", + "### Step 4: Simplify the Expression\n", + "\n", + "Simplify step-by-step:\n", + "\n", + "1. Multiply:\n", + " $$\n", + " 36 \\cdot 128 = 4608\n", + " $$\n", + "2. Multiply further:\n", + " $$\n", + " 4608 \\cdot 9 = 41472\n", + " $$\n", + "\n", + "This simplifies in terms of powers of 2 and 3:\n", + "$$\n", + "41472 = 2^9 \\cdot 3^4\n", + "$$\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Number of derangements\n", + "Let $ D_n $ denote the number of derangements of $ n $ objects. For instance, $ D_3 = 2 $, because the derangements of $ 123 $ are $ 231 $ and $ 312 $. We will evaluate $ D_n $ for all positive integers $ n $ using the principle of inclusion–exclusion.\n", + "\n", + "---\n", + "\n", + "## **Theorem 2**\n", + "\n", + "The number of derangements of a set with $ n $ elements is:\n", + "\n", + "$$\n", + "D_n = n! \\left[ 1 - \\frac{1}{1!} + \\frac{1}{2!} - \\frac{1}{3!} + \\cdots + (-1)^n \\frac{1}{n!} \\right].\n", + "$$" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 265$" + ], + "text/plain": [ + "265" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Example D_6\n", + "derangement_formula(6)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Cube graph" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of edges in a 4-cube: 32\n" + ] + } + ], + "source": [ + "# Example: Edges in a 4-cube\n", + "n = 4\n", + "print(f\"Number of edges in a {n}-cube: {count_edges_in_n_cube(n)}\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Other graps" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'Cube Graph': {'Vertices': 524288, 'Edges': 4980736},\n", + " 'Complete Graph': {'Vertices': 19, 'Edges': 171},\n", + " 'Bipartite Graph': 'Requires both partitions (n and m).',\n", + " 'Cycle Graph': {'Vertices': 19, 'Edges': 19},\n", + " 'Wheel Graph': {'Vertices': 19, 'Edges': 36}}" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# n (int): A parameter related to the graph type (e.g., vertices or dimension for cube).\n", + "n = 19\n", + "# m (int, optional): For bipartite graphs, the size of the second partition.\n", + "m = 2\n", + "\n", + "graph_properties_all_types = graph_properties_all(n)\n", + "graph_properties_all_types" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Min number sum (pigeonhole principle)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![image.png](images/minNumberGuarentee.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Minimum number of selections needed to guarantee a sum of 16: 5\n" + ] + } + ], + "source": [ + "# Indtast tal og target:\n", + "numbers = [1, 3, 5, 7, 9, 11, 13, 15]\n", + "target = 16\n", + "\n", + "count = guaranteed_selection_count(target, numbers)\n", + "print(f\"Minimum number of selections needed to guarantee a sum of {target}: {count}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Relation\n", + "**Reflexive:** A binary relation $ R $ on a set $ A $ is called *reflexive* if every element in $ A $ is related to itself. Formally, for every $ a \\in A $,\n", + "$$\n", + "(a, a) \\in R.\n", + "$$\n", + "\n", + "**Symmetric:** A binary relation $ R $ on a set $ A $ is *symmetric* if whenever $ a $ is related to $ b $, then $ b $ is also related to $ a $. Formally, for every $ a, b \\in A $,\n", + "$$\n", + "(a, b) \\in R \\implies (b, a) \\in R.\n", + "$$\n", + "\n", + "**Antisymmetric:** A binary relation $ R $ on a set $ A $ is *antisymmetric* if the only way for both $ a $ to be related to $ b $ and $ b $ to be related to $ a $ to hold simultaneously is when $ a = b $. Formally, for every $ a, b \\in A $,\n", + "$$\n", + "(a, b) \\in R \\text{ and } (b, a) \\in R \\implies a = b.\n", + "$$\n", + "\n", + "**Transitive:** A binary relation $ R $ on a set $ A $ is *transitive* if whenever $ a $ is related to $ b $ and $ b $ is related to $ c $, then $ a $ must also be related to $ c $. Formally, for every $ a, b, c \\in A $,\n", + "$$\n", + "(a, b) \\in R \\text{ and } (b, c) \\in R \\implies (a, c) \\in R.\n", + "$$\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![image.png](images/relations.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "R1: {'reflexive': False, 'symmetric': False, 'antisymmetric': True, 'transitive': True}\n", + "R2: {'reflexive': False, 'symmetric': False, 'antisymmetric': True, 'transitive': False}\n", + "R3: {'reflexive': True, 'symmetric': True, 'antisymmetric': False, 'transitive': True}\n", + "R4: {'reflexive': True, 'symmetric': False, 'antisymmetric': True, 'transitive': True}\n", + "R5: {'reflexive': True, 'symmetric': False, 'antisymmetric': True, 'transitive': True}\n" + ] + } + ], + "source": [ + "# Indput her:\n", + "A = {'a','b','c','d'}\n", + "\n", + "R1 = {('a','a'),('a','b'),('a','c'),('a','d')}\n", + "results_R1 = check_relation_properties(A, R1)\n", + "print(\"R1:\", results_R1)\n", + "\n", + "R2 = {('a','b'),('b','c'),('c','d')}\n", + "results_R2 = check_relation_properties(A, R2)\n", + "print(\"R2:\", results_R2)\n", + "\n", + "R3 = {('a','a'),('b','b'),('c','c'),('d','d'),('a','d'),('d','a')}\n", + "results_R3 = check_relation_properties(A, R3)\n", + "print(\"R3:\", results_R3)\n", + "\n", + "R4 = {('a','a'),('b','b'),('c','c'),('d','d'),('d','c')}\n", + "results_R4 = check_relation_properties(A, R4)\n", + "print(\"R4:\", results_R4)\n", + "\n", + "R5 = {('a','a'),('b','b'),('c','c'),('d','d'),('a','b'),('a','c'),('a','d'), ('b','c'),('b','d'),('c','d')}\n", + "results_R5 = check_relation_properties(A, R5)\n", + "print(\"R5:\", results_R5)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Sets and subset sizes" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![image.png](images/sizeOfSet.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "50445672272782096667406248628\n", + "Number of subsets of A with size exactly 20: C(80, 20) = 50445672272782096667406248628\n", + "Number of subsets of A with no element greater than 60: 2^60 = 1152921504606846976\n", + "Number of subsets of A with an even number of elements: 2^(79) = 316912650057057350374175801344\n" + ] + } + ], + "source": [ + "n = 99\n", + "\n", + "# Question 1: How many subsets have size exactly 20?\n", + "# Closed form: C(80, 20)\n", + "count_size_49 = comb(n, 49)\n", + "\n", + "# Question 2: How many subsets have no element greater than 60?\n", + "# This is simply all subsets of {1, 2, ..., 60} since we can't pick anything > 60.\n", + "# Number of such subsets: 2^60\n", + "count_no_greater_than_60 = 2**60\n", + "\n", + "# Question 3: How many subsets have an even number of elements?\n", + "# For a set of size n, the number of even-sized subsets equals the number of odd-sized subsets, each is half of 2^n.\n", + "# This is because the binomial coefficients sum evenly. Thus, the count is 2^(n-1).\n", + "count_even_elements = 2**(n - 1)\n", + "\n", + "# Print the answers clearly\n", + "print(comb(99,50))\n", + "print(\"Number of subsets of A with size exactly 20: C(80, 20) =\", count_size_49)\n", + "print(\"Number of subsets of A with no element greater than 60: 2^60 =\", count_no_greater_than_60)\n", + "print(\"Number of subsets of A with an even number of elements: 2^(79) =\", count_even_elements)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "604462909807314587353088 = $2^{79}$" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# gcd og lcm" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Greatest common divider og lowest common multiple skrives som:" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\left( 3, \\ 9594\\right)$" + ], + "text/plain": [ + "(3, 9594)" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Example\n", + "a = 123\n", + "b = 234\n", + "ab = 5292\n", + "\n", + "gcd(a,b), lcm(a,b)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![image.png](images/theorem5.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Identity checker" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![image.png](images/identitetCheck.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Function 'f1' equals for all tested n.\n", + "Function 'f2' does NOT equal.\n", + "Function 'f3' does NOT equal.\n", + "Function 'f4' does NOT equal.\n" + ] + } + ], + "source": [ + "# Define the variable\n", + "n = Symbol('n', positive=True, integer=True)\n", + "'''\n", + "Indskriv dinne funktioner her:\n", + "'''\n", + "# Funktion som man er givet\n", + "def reference(n):\n", + " return n * (2**(n-1)) # Omskriv denne del\n", + "\n", + "# sum_{k=1}^{n} (n choose k)*k\n", + "f1 = lambda n: sum(\n", + " # Skriv funktion her\n", + " comb(n, k)*k\n", + " for k in\n", + " # Skriv range n løber mod husk at du skal plus med 1\n", + " range(1, n+1)\n", + " )\n", + "# sum_{k=0}^{n-1} (n choose k) (n choose k+1)\n", + "f2 = lambda n: sum(\n", + " comb(n, k)*comb(n, k+1)\n", + " for k in\n", + " range(n)\n", + " )\n", + "# sum_{k=1}^{n} 2^k\n", + "f3 = lambda n: sum(\n", + " 2**k\n", + " for k in\n", + " range(1, n+1)\n", + " )\n", + "# sum_{k=0}^{n-1} 2^k\n", + "f4 = lambda n: sum(\n", + " 2**k\n", + " for k in\n", + " range(n)\n", + " )\n", + "candidates = [f1,f2,f3,f4]\n", + "\n", + "# Check each candidate\n", + "for i, func in enumerate(candidates, start=1):\n", + " matches = test_formula(func,reference)\n", + " if matches:\n", + " print(f\"Function 'f{i}' equals for all tested n.\")\n", + " else:\n", + " print(f\"Function 'f{i}' does NOT equal.\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Check funktion for values\n", + "![image.png](images/funktionTest.png)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "# Skriv funktion ind\n", + "def f(n):\n", + " if n % 2 == 1:\n", + " return 1\n", + " else:\n", + " return 2 * f(n/2)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle \\left( 8, \\ 8\\right)$" + ], + "text/plain": [ + "(8, 8)" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a = 232\n", + "b = 212321\n", + "(f(a*b)),(f(a)*f(b))" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [], + "source": [ + "for i in range(1,10000):\n", + " if f(i) == 17:\n", + " print(\"True\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Løs sum funktioner" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/latex": [ + "$\\displaystyle 0.75$" + ], + "text/plain": [ + "0.75" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "f = lambda n: sum(\n", + " # Indskriv funktion\n", + " 1/(k*(k+1))\n", + " for k in\n", + " # Indskriv range\n", + " range(1, n+1)\n", + " )\n", + "\n", + "\n", + "f(3)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "for n in range(1,1000):\n", + " for k in range(n):\n", + " if comb(n,k) != comb(n,n-k):\n", + " print(f\"False when k = {k} and n = {n}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Terning" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAAkAAAAOCAYAAAD9lDaoAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA3UlEQVQoFW2RvRGCQBCFD7UAxhIgNXI0J8AO1BK0BEJItQMMTTU0w4DE1A6gBMYOzu+dg4PIzrzZ27dvf+7Os9aaLMsCY0wCZAvQgAT+KWIMJMghtlEU3cCpLMsZ3Bn/IK5HBAewB1+jQF1f4CJSohhUJHwRHbtz9uEDiRTUBKocMt9o8SGkaVoBUtaN+6um6xxSF3I31rgh08JXxEeX7I9iRA6KLv/TicodlVP8qtt+0gYk1pxD/KbDaa/P4iS06BLffk2rU2HjMV/qAui9+hZTGGqcBBJqn765D34Dzrdx4/BA7EwAAAAASUVORK5CYII=", + "text/latex": [ + "$\\displaystyle 2$" + ], + "text/plain": [ + "2" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from random import randint\n", + "spørgsmÃ¥l_mængden = 6\n", + "\n", + "randint(0,spørgsmÃ¥l_mængden)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAAoAAAAOCAYAAAAWo42rAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAz0lEQVQoFXWS4Q2CMBCFhQkIbqAjqBvgBsoGOkf/GUbQFXQENjAyAhtA2AC/V3tGG2hyeXdfH71LSzKO48KWc64KeYeuiQrWiiVmBLyoL+hDG2iGiO3J2zTAM5qZKbAB1UdX1d6IHolGIFpP6kKnm7EA9JFJpZ8PLdIwy4TnD+U6MQ9IM82tb+s5g/GlTpyazQzWrdOM1lL3Fi9jn3tktyZWsYvaTqzteu7A7YRxA2vU1RtJboAePZiZXG1L4iT2+9ba0E8xEPopdoTe3r/YGx/SQ0OZAIYmAAAAAElFTkSuQmCC", + "text/latex": [ + "$\\displaystyle 0$" + ], + "text/plain": [ + "0" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "floor(0)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "ename": "TypeError", + "evalue": "'Mul' object cannot be interpreted as an integer", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mTypeError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[63]\u001b[39m\u001b[32m, line 2\u001b[39m\n\u001b[32m 1\u001b[39m n = symbols(\u001b[33m'\u001b[39m\u001b[33mn\u001b[39m\u001b[33m'\u001b[39m)\n\u001b[32m----> \u001b[39m\u001b[32m2\u001b[39m \u001b[43mcomb\u001b[49m\u001b[43m(\u001b[49m\u001b[32;43m3\u001b[39;49m\u001b[43m*\u001b[49m\u001b[43mn\u001b[49m\u001b[43m,\u001b[49m\u001b[43mn\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[31mTypeError\u001b[39m: 'Mul' object cannot be interpreted as an integer" + ] + } + ], + "source": [ + "n = symbols('n')\n", + "comb(3*n,n)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "38808\n", + "39203\n" + ] + } + ], + "source": [ + "count = 0\n", + "a = 199\n", + "b = 197\n", + "for i in range(1,a*b):\n", + " if gcd(a*b, i) == 1:\n", + " count += 1\n", + "print()\n", + "print(count)\n", + "38808\n", + "39203\n", + "print(a*b)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "38807\n" + ] + } + ], + "source": [ + "print(a*b-a-b)" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2544765851052936426322609680343243245917029283699751882384\n", + "2544765851052936426322609680343243245917029283699751882384\n" + ] + } + ], + "source": [ + "print(comb(99,50)*comb(99,49))\n", + "\n", + "print(comb(99,49)*comb(99,49))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1740\n", + "3654828866470766307523200\n", + "36548288664598635724800000\n", + "18274144332299317862400000\n", + "\n", + "1827414433235383153761600\n", + "331566074765238823295385600000\n" + ] + } + ], + "source": [ + "print(4*comb(30,2))\n", + "print((factorial(30))/(10*factorial(20))+factorial(30)/(20*factorial(10)))\n", + "print(factorial(30)/(2*factorial(10)))\n", + "print(factorial(30)/(4*factorial(10)))\n", + "print()\n", + "print((factorial(30))/(20*factorial(20))+factorial(30)/(40*factorial(10)))\n", + "print(factorial(30)/(8*10**2))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.7" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Diskret Mat/ipynb filer/discrete.py b/Diskret Mat/ipynb filer/discrete.py new file mode 100644 index 0000000..98433a2 --- /dev/null +++ b/Diskret Mat/ipynb filer/discrete.py @@ -0,0 +1,370 @@ +import math +import re as regex +from itertools import combinations, permutations + +import pandas as pd +from sympy import * +from sympy.ntheory.modular import crt +from math import comb +init_printing() + +def superscriptify(expr): + """Convert an expression's powers (**) into unicode superscripts and leave multiplication as is.""" + if expr is None: + return "*" + s = str(expr) + + # Map digits and minus sign to superscripts + superscript_map = { + '0': 'â°', '1': '¹', '2': '²', '3': '³', '4': 'â´', + '5': 'âµ', '6': 'â¶', '7': 'â·', '8': 'â¸', '9': 'â¹', + '-': 'â»' + } + + def replace_power(match): + exponent_str = match.group(1) + # Convert each character of the exponent to its superscript equivalent + return ''.join(superscript_map.get(ch, ch) for ch in exponent_str) + + # Replace all occurrences of '**' with the corresponding superscript characters + s = regex.sub(r'\*\*(-?\d+)', lambda m: replace_power(m), s) + + return s + + +''' + EUCLIDEAN ALGORITHM FUNCTIONS +''' + +def extended_euclidean_algorithm_polys(N: Poly, M: Poly, x: Symbol, beatify: bool = true): + # Initialize variables for the extended Euclidean algorithm + r = [N, M] # Remainders + s = [Poly(1, x), Poly(0, x)] # Coefficients of N(x) + t = [Poly(0, x), Poly(1, x)] # Coefficients of M(x) + + # Perform the extended Euclidean algorithm + k = 0 + while r[k+1] != 0: + quotient, remainder = div(r[k], r[k+1]) + r.append(remainder) + if remainder == 0: + s.append(None) + t.append(None) + else: + s.append(s[k] - quotient * s[k+1]) + t.append(t[k] - quotient * t[k+1]) + k += 1 + + results = [] + for i in range(len(r)): + if beatify: + r_str = superscriptify(r[i].as_expr() if r[i] is not None else None) + s_str = superscriptify(s[i].as_expr() if s[i] is not None else None) + t_str = superscriptify(t[i].as_expr() if t[i] is not None else None) + else: + r_str = r[i].as_expr() if r[i] is not None else None + s_str = s[i].as_expr() if s[i] is not None else None + t_str = t[i].as_expr() if t[i] is not None else None + results.append({ + "k": i, + "r_k(x)": r_str, + "s_k(x)": s_str, + "t_k(x)": t_str + }) + + df = pd.DataFrame(results) + return df + +def extended_euclidean_algorithm_integers(a, b, beautify: bool = True): + """ + Compute the Extended Euclidean Algorithm steps for two integers a and b. + + Returns a DataFrame with columns: + k, r_k, s_k, t_k + such that r_k = s_k*a + t_k*b at each step. + """ + # Initializations + r = [a, b] + s = [1, 0] + t = [0, 1] + + k = 0 + while r[k+1] != 0: + quotient = r[k] // r[k+1] + remainder = r[k] % r[k+1] + r.append(remainder) + + if remainder == 0: + s.append(None) + t.append(None) + else: + s.append(s[k] - quotient * s[k+1]) + t.append(t[k] - quotient * t[k+1]) + k += 1 + + results = [] + for i in range(len(r)): + if beautify: + r_str = superscriptify(r[i]) if r[i] is not None else None + s_str = superscriptify(s[i]) if s[i] is not None else None + t_str = superscriptify(t[i]) if t[i] is not None else None + else: + r_str = r[i] + s_str = s[i] + t_str = t[i] + results.append({ + "k": i, + "r_k": r_str, + "s_k": s_str, + "t_k": t_str + }) + + df = pd.DataFrame(results) + return df + +class PermutationFilter: + def __init__(self, sequence): + self.sequence = sequence + # Generate all permutations of the given sequence as tuples + self.all_permutations = list(permutations(self.sequence)) + + def filter_permutations(self, include_substrings=None, exclude_substrings=None): + """ + Filter permutations based on optional inclusion and exclusion criteria. + + :param include_substrings: A list of substrings. A permutation must contain + at least one of these substrings to pass. + :param exclude_substrings: A list of substrings. A permutation must not contain + any of these substrings to pass. + + :return: A list of permutations (as tuples) that match the criteria. + """ + filtered = self.all_permutations + + # Convert tuple permutations into strings for checking + # We'll do this step once to avoid repeating it for each condition + filtered_strings = [''.join(p) for p in filtered] + + # If include_substrings is given, keep only those permutations that contain + # at least one of the given substrings + if include_substrings: + new_filtered = [] + new_filtered_strings = [] + for perm_str, perm_tuple in zip(filtered_strings, filtered): + if any(sub in perm_str for sub in include_substrings): + new_filtered.append(perm_tuple) + new_filtered_strings.append(perm_str) + filtered = new_filtered + filtered_strings = new_filtered_strings + + # If exclude_substrings is given, remove any permutations that contain + # any of the given substrings + if exclude_substrings: + new_filtered = [] + new_filtered_strings = [] + for perm_str, perm_tuple in zip(filtered_strings, filtered): + if not any(sub in perm_str for sub in exclude_substrings): + new_filtered.append(perm_tuple) + new_filtered_strings.append(perm_str) + filtered = new_filtered + filtered_strings = new_filtered_strings + + return filtered + +def derangement_formula(n): + """ Calculate the number of derangements using the direct formula. """ + derangements = math.factorial(n) * sum(((-1) ** k) / math.factorial(k) for k in range(n + 1)) + return int(derangements) + +def count_edges_in_n_cube(n): + # Number of edges in the n-cube graph + return n * (2 ** (n - 1)) + +def guaranteed_selection_count(target, numbers): + # Step 1: Find all subsets whose sum equals the target + target_subsets = [] + for r in range(1, len(numbers) + 1): + for subset in combinations(numbers, r): + if sum(subset) == target: + target_subsets.append(set(subset)) + + # If no subset sums to the target, no finite number will guarantee it. + if not target_subsets: + return float('inf') # or len(numbers) + 1, depending on your preference + + # Step 2: Find the maximum subset of 'numbers' that does NOT contain any target-sum subset fully + # We'll brute force all subsets of 'numbers' and check. + # For each candidate subset, we must ensure it does not include any of the target_subsets fully. + # i.e., For every target_subset T, candidate_subset should not be a superset of T. + + max_safe_size = 0 + n = len(numbers) + for r in range(n + 1): + for candidate in combinations(numbers, r): + candidate_set = set(candidate) + # Check if candidate_set fully contains any target_subset + if any(t_subset.issubset(candidate_set) for t_subset in target_subsets): + # This candidate is not safe because it contains a full target-sum subset + continue + # If it passes all checks, update max_safe_size + max_safe_size = max(max_safe_size, r) + + # Step 3: Once you exceed max_safe_size by 1, you guarantee forming a target subset + return max_safe_size + 1 + +def check_relation_properties(A, R): + # Convert R to a set for faster membership testing if needed + R_set = set(R) + + # Check Reflexive: (a,a) in R for all a in A + reflexive = all((a, a) in R_set for a in A) + + # Check Symmetric: For every (a,b) in R, (b,a) must also be in R + symmetric = all((b, a) in R_set for (a, b) in R_set) + + # Check Antisymmetric: If (a,b) and (b,a) in R, then a must be b + # If we ever find a != b with both (a,b) and (b,a), it's not antisymmetric. + antisymmetric = True + for (a, b) in R_set: + if a != b and (b, a) in R_set: + antisymmetric = False + break + + # Check Transitive: If (a,b) and (b,c) in R, then (a,c) must be in R + # We'll use a nested loop approach. + transitive = True + for (a, b) in R_set: + for (x, y) in R_set: + if b == x and (a, y) not in R_set: + transitive = False + break + if not transitive: + break + + # Return a dictionary or tuple of results + return { + "reflexive": reflexive, + "symmetric": symmetric, + "antisymmetric": antisymmetric, + "transitive": transitive + } + +def test_formula(formula_func, reference_func, test_values=range(1, 11)): + """ + Test a given formula function against a given reference function for a range of test values. + Returns True if formula_func(n) == reference_func(n) for all tested values of n, False otherwise. + """ + for n in test_values: + lhs = formula_func(n) + rhs = reference_func(n) + if lhs != rhs: + return False + return True + +def solve_linear_congruence(a, b, m): + g = gcd(a, m) + # Tjek om løsning eksisterer + if b % g != 0: + return None + + # Reducer + a_red = a // g + b_red = b // g + m_red = m // g + + a_inv = mod_inverse(a_red, m_red) + x0 = (b_red * a_inv) % m_red + + return (x0, m_red, g) + +def solve_system_congruences(equations): + """ + Solve a system of linear congruences given by: + equations = [(A1, B1, M1), (A2, B2, M2), ...] + meaning A_i * x ≡ B_i (mod M_i). + + Returns: (solution, modulus) if a solution exists, otherwise None. + """ + moduli = [] + remainders = [] + + for (A, B, M) in equations: + g = gcd(A, M) + # Check if solution exists for this congruence + if B % g != 0: + return None # No solution + + # Reduce the congruence + A_red = A // g + B_red = B // g + M_red = M // g + + # Compute the inverse of A_red mod M_red + A_inv = mod_inverse(A_red, M_red) + # Compute a particular solution x0 + x0 = (B_red * A_inv) % M_red + + moduli.append(M_red) + remainders.append(x0) + + # Now solve the standard form system x ≡ remainders[i] (mod moduli[i]) + solution, modulus = crt(moduli, remainders) + return (solution, modulus) + +def graph_properties_all(n, m=None): + """ + Calculates the number of edges and vertices for multiple standard graph types. + + Parameters: + n (int): A parameter related to the graph type (e.g., vertices or dimension for cube). + m (int, optional): For bipartite graphs, the size of the second partition. + + Returns: + dict: A dictionary of all graph types with their properties or a message if not applicable. + """ + results = {} + + # Cube graph (n-dimensional hypercube) + try: + vertices = 2**n + edges = n * 2**(n-1) + results["Cube Graph"] = {"Vertices": vertices, "Edges": edges} + except Exception: + results["Cube Graph"] = "Not defined for n = {}".format(n) + + # Complete graph + try: + vertices = n + edges = n * (n - 1) // 2 + results["Complete Graph"] = {"Vertices": vertices, "Edges": edges} + except Exception: + results["Complete Graph"] = "Not defined for n = {}".format(n) + + # Bipartite graph K(m, n) + try: + if m is not None: + vertices = n + m + edges = n * m + results["Bipartite Graph"] = {"Vertices": vertices, "Edges": edges} + else: + results["Bipartite Graph"] = "Requires both partitions (n and m)." + except Exception: + results["Bipartite Graph"] = "Not defined for n = {}, m = {}".format(n, m) + + # Cycle graph + try: + vertices = n + edges = n + results["Cycle Graph"] = {"Vertices": vertices, "Edges": edges} + except Exception: + results["Cycle Graph"] = "Not defined for n = {}".format(n) + + # Wheel graph + try: + vertices = n + edges = 2 * (n - 1) + results["Wheel Graph"] = {"Vertices": vertices, "Edges": edges} + except Exception: + results["Wheel Graph"] = "Not defined for n = {}".format(n) + + return results diff --git a/Diskret Mat/ipynb filer/samples.ipynb b/Diskret Mat/ipynb filer/samples.ipynb index c1c865f..c94c123 100644 --- a/Diskret Mat/ipynb filer/samples.ipynb +++ b/Diskret Mat/ipynb filer/samples.ipynb @@ -205,22 +205,22 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 27, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "All solutions are 59 + 70k\n" + "All solutions are 61 + 90k\n" ] } ], "source": [ "system = [\n", " (1, 1, 2), \n", - " (1, 4, 5), \n", - " (1, 3, 7), \n", + " (1, 1, 5), \n", + " (1, 7, 9), \n", "]\n", "\n", "# Solve the system\n", @@ -229,15 +229,15 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 48, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "All solutions are 59 + 70k\n", - "Solution: x ≡ 59 (mod 70)\n" + "All solutions are 61 + 90k\n", + "Solution: x ≡ 61 (mod 90)\n" ] } ], @@ -246,8 +246,8 @@ "# (a, c, m)\n", "system = [\n", " (1, 1, 2), # x ≡ 1 (mod 2)\n", - " (1, 4, 5), # x ≡ 4 (mod 5)\n", - " (1, 3, 7), # x ≡ 3 (mod 7)\n", + " (1, 1, 5), # x ≡ 4 (mod 5)\n", + " (1, 7, 9), # x ≡ 3 (mod 7)\n", "]\n", "\n", "# Solve the system\n", @@ -353,22 +353,24 @@ }, { "cell_type": "code", - "execution_count": 125, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "True" + "'Number of primes below 200 is 46 and the list is [2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199]'" ] }, - "execution_count": 125, + "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "is_prime(2)" + "is_prime(2)\n", + "\n", + "\n" ] }, { @@ -684,7 +686,7 @@ }, { "cell_type": "code", - "execution_count": 136, + "execution_count": 29, "metadata": {}, "outputs": [ { @@ -1153,12 +1155,112018 @@ "\n" ] }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of primes below 200 is 46 and the list is [2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97, 101, 103, 107, 109, 113, 127, 131, 137, 139, 149, 151, 157, 163, 167, 173, 179, 181, 191, 193, 197, 199]\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1 \t 39203 \t 0 \t 1 \t 0\n", + "\t\t\t\t\t 0 \t 1\n", + "GCD(39203, 1) = 1, with coefficients 0 and 1 such that 1 = (0)*39203 + (1)*1\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2 \t 19601 \t 1 \t 1 \t 0\n", + "1 \t 2 \t 1 \t 2 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -19601\n", + "GCD(39203, 2) = 1, with coefficients 1 and -19601 such that 1 = (1)*39203 + (-19601)*2\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3 \t 13067 \t 2 \t 1 \t 0\n", + "1 \t 3 \t 2 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 2 \t 1 \t 2 \t 0 \t 1 \t -13067\n", + "\t\t\t\t\t -1 \t 13068\n", + "GCD(39203, 3) = 1, with coefficients -1 and 13068 such that 1 = (-1)*39203 + (13068)*3\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4 \t 9800 \t 3 \t 1 \t 0\n", + "1 \t 4 \t 3 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -9800\n", + "\t\t\t\t\t -1 \t 9801\n", + "GCD(39203, 4) = 1, with coefficients -1 and 9801 such that 1 = (-1)*39203 + (9801)*4\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5 \t 7840 \t 3 \t 1 \t 0\n", + "1 \t 5 \t 3 \t 1 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -7840\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -1 \t 7841\n", + "\t\t\t\t\t 2 \t -15681\n", + "GCD(39203, 5) = 1, with coefficients 2 and -15681 such that 1 = (2)*39203 + (-15681)*5\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6 \t 6533 \t 5 \t 1 \t 0\n", + "1 \t 6 \t 5 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 5 \t 1 \t 5 \t 0 \t 1 \t -6533\n", + "\t\t\t\t\t -1 \t 6534\n", + "GCD(39203, 6) = 1, with coefficients -1 and 6534 such that 1 = (-1)*39203 + (6534)*6\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7 \t 5600 \t 3 \t 1 \t 0\n", + "1 \t 7 \t 3 \t 2 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -5600\n", + "\t\t\t\t\t -2 \t 11201\n", + "GCD(39203, 7) = 1, with coefficients -2 and 11201 such that 1 = (-2)*39203 + (11201)*7\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8 \t 4900 \t 3 \t 1 \t 0\n", + "1 \t 8 \t 3 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -4900\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 9801\n", + "\t\t\t\t\t 3 \t -14701\n", + "GCD(39203, 8) = 1, with coefficients 3 and -14701 such that 1 = (3)*39203 + (-14701)*8\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9 \t 4355 \t 8 \t 1 \t 0\n", + "1 \t 9 \t 8 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 8 \t 1 \t 8 \t 0 \t 1 \t -4355\n", + "\t\t\t\t\t -1 \t 4356\n", + "GCD(39203, 9) = 1, with coefficients -1 and 4356 such that 1 = (-1)*39203 + (4356)*9\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 10 \t 3920 \t 3 \t 1 \t 0\n", + "1 \t 10 \t 3 \t 3 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -3920\n", + "\t\t\t\t\t -3 \t 11761\n", + "GCD(39203, 10) = 1, with coefficients -3 and 11761 such that 1 = (-3)*39203 + (11761)*10\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 11 \t 3563 \t 10 \t 1 \t 0\n", + "1 \t 11 \t 10 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 10 \t 1 \t 10 \t 0 \t 1 \t -3563\n", + "\t\t\t\t\t -1 \t 3564\n", + "GCD(39203, 11) = 1, with coefficients -1 and 3564 such that 1 = (-1)*39203 + (3564)*11\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 12 \t 3266 \t 11 \t 1 \t 0\n", + "1 \t 12 \t 11 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 11 \t 1 \t 11 \t 0 \t 1 \t -3266\n", + "\t\t\t\t\t -1 \t 3267\n", + "GCD(39203, 12) = 1, with coefficients -1 and 3267 such that 1 = (-1)*39203 + (3267)*12\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 13 \t 3015 \t 8 \t 1 \t 0\n", + "1 \t 13 \t 8 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 8 \t 5 \t 1 \t 3 \t 1 \t -3015\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -1 \t 3016\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 2 \t -6031\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -3 \t 9047\n", + "\t\t\t\t\t 5 \t -15078\n", + "GCD(39203, 13) = 1, with coefficients 5 and -15078 such that 1 = (5)*39203 + (-15078)*13\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 14 \t 2800 \t 3 \t 1 \t 0\n", + "1 \t 14 \t 3 \t 4 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -2800\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -4 \t 11201\n", + "\t\t\t\t\t 5 \t -14001\n", + "GCD(39203, 14) = 1, with coefficients 5 and -14001 such that 1 = (5)*39203 + (-14001)*14\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 15 \t 2613 \t 8 \t 1 \t 0\n", + "1 \t 15 \t 8 \t 1 \t 7 \t 0 \t 1\n", + "2 \t 8 \t 7 \t 1 \t 1 \t 1 \t -2613\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -1 \t 2614\n", + "\t\t\t\t\t 2 \t -5227\n", + "GCD(39203, 15) = 1, with coefficients 2 and -5227 such that 1 = (2)*39203 + (-5227)*15\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 16 \t 2450 \t 3 \t 1 \t 0\n", + "1 \t 16 \t 3 \t 5 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -2450\n", + "\t\t\t\t\t -5 \t 12251\n", + "GCD(39203, 16) = 1, with coefficients -5 and 12251 such that 1 = (-5)*39203 + (12251)*16\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 17 \t 2306 \t 1 \t 1 \t 0\n", + "1 \t 17 \t 1 \t 17 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -2306\n", + "GCD(39203, 17) = 1, with coefficients 1 and -2306 such that 1 = (1)*39203 + (-2306)*17\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 18 \t 2177 \t 17 \t 1 \t 0\n", + "1 \t 18 \t 17 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 17 \t 1 \t 17 \t 0 \t 1 \t -2177\n", + "\t\t\t\t\t -1 \t 2178\n", + "GCD(39203, 18) = 1, with coefficients -1 and 2178 such that 1 = (-1)*39203 + (2178)*18\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 19 \t 2063 \t 6 \t 1 \t 0\n", + "1 \t 19 \t 6 \t 3 \t 1 \t 0 \t 1\n", + "2 \t 6 \t 1 \t 6 \t 0 \t 1 \t -2063\n", + "\t\t\t\t\t -3 \t 6190\n", + "GCD(39203, 19) = 1, with coefficients -3 and 6190 such that 1 = (-3)*39203 + (6190)*19\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 20 \t 1960 \t 3 \t 1 \t 0\n", + "1 \t 20 \t 3 \t 6 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -1960\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -6 \t 11761\n", + "\t\t\t\t\t 7 \t -13721\n", + "GCD(39203, 20) = 1, with coefficients 7 and -13721 such that 1 = (7)*39203 + (-13721)*20\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 21 \t 1866 \t 17 \t 1 \t 0\n", + "1 \t 21 \t 17 \t 1 \t 4 \t 0 \t 1\n", + "2 \t 17 \t 4 \t 4 \t 1 \t 1 \t -1866\n", + "3 \t 4 \t 1 \t 4 \t 0 \t -1 \t 1867\n", + "\t\t\t\t\t 5 \t -9334\n", + "GCD(39203, 21) = 1, with coefficients 5 and -9334 such that 1 = (5)*39203 + (-9334)*21\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 22 \t 1781 \t 21 \t 1 \t 0\n", + "1 \t 22 \t 21 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 21 \t 1 \t 21 \t 0 \t 1 \t -1781\n", + "\t\t\t\t\t -1 \t 1782\n", + "GCD(39203, 22) = 1, with coefficients -1 and 1782 such that 1 = (-1)*39203 + (1782)*22\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 23 \t 1704 \t 11 \t 1 \t 0\n", + "1 \t 23 \t 11 \t 2 \t 1 \t 0 \t 1\n", + "2 \t 11 \t 1 \t 11 \t 0 \t 1 \t -1704\n", + "\t\t\t\t\t -2 \t 3409\n", + "GCD(39203, 23) = 1, with coefficients -2 and 3409 such that 1 = (-2)*39203 + (3409)*23\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 24 \t 1633 \t 11 \t 1 \t 0\n", + "1 \t 24 \t 11 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 11 \t 2 \t 5 \t 1 \t 1 \t -1633\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 3267\n", + "\t\t\t\t\t 11 \t -17968\n", + "GCD(39203, 24) = 1, with coefficients 11 and -17968 such that 1 = (11)*39203 + (-17968)*24\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 25 \t 1568 \t 3 \t 1 \t 0\n", + "1 \t 25 \t 3 \t 8 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -1568\n", + "\t\t\t\t\t -8 \t 12545\n", + "GCD(39203, 25) = 1, with coefficients -8 and 12545 such that 1 = (-8)*39203 + (12545)*25\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 26 \t 1507 \t 21 \t 1 \t 0\n", + "1 \t 26 \t 21 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 21 \t 5 \t 4 \t 1 \t 1 \t -1507\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -1 \t 1508\n", + "\t\t\t\t\t 5 \t -7539\n", + "GCD(39203, 26) = 1, with coefficients 5 and -7539 such that 1 = (5)*39203 + (-7539)*26\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 27 \t 1451 \t 26 \t 1 \t 0\n", + "1 \t 27 \t 26 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 26 \t 1 \t 26 \t 0 \t 1 \t -1451\n", + "\t\t\t\t\t -1 \t 1452\n", + "GCD(39203, 27) = 1, with coefficients -1 and 1452 such that 1 = (-1)*39203 + (1452)*27\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 28 \t 1400 \t 3 \t 1 \t 0\n", + "1 \t 28 \t 3 \t 9 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -1400\n", + "\t\t\t\t\t -9 \t 12601\n", + "GCD(39203, 28) = 1, with coefficients -9 and 12601 such that 1 = (-9)*39203 + (12601)*28\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 29 \t 1351 \t 24 \t 1 \t 0\n", + "1 \t 29 \t 24 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 24 \t 5 \t 4 \t 4 \t 1 \t -1351\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -1 \t 1352\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 5 \t -6759\n", + "\t\t\t\t\t -6 \t 8111\n", + "GCD(39203, 29) = 1, with coefficients -6 and 8111 such that 1 = (-6)*39203 + (8111)*29\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 30 \t 1306 \t 23 \t 1 \t 0\n", + "1 \t 30 \t 23 \t 1 \t 7 \t 0 \t 1\n", + "2 \t 23 \t 7 \t 3 \t 2 \t 1 \t -1306\n", + "3 \t 7 \t 2 \t 3 \t 1 \t -1 \t 1307\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 4 \t -5227\n", + "\t\t\t\t\t -13 \t 16988\n", + "GCD(39203, 30) = 1, with coefficients -13 and 16988 such that 1 = (-13)*39203 + (16988)*30\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 31 \t 1264 \t 19 \t 1 \t 0\n", + "1 \t 31 \t 19 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 19 \t 12 \t 1 \t 7 \t 1 \t -1264\n", + "3 \t 12 \t 7 \t 1 \t 5 \t -1 \t 1265\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 2 \t -2529\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -3 \t 3794\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 5 \t -6323\n", + "\t\t\t\t\t -13 \t 16440\n", + "GCD(39203, 31) = 1, with coefficients -13 and 16440 such that 1 = (-13)*39203 + (16440)*31\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 32 \t 1225 \t 3 \t 1 \t 0\n", + "1 \t 32 \t 3 \t 10 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -1225\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -10 \t 12251\n", + "\t\t\t\t\t 11 \t -13476\n", + "GCD(39203, 32) = 1, with coefficients 11 and -13476 such that 1 = (11)*39203 + (-13476)*32\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 33 \t 1187 \t 32 \t 1 \t 0\n", + "1 \t 33 \t 32 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 32 \t 1 \t 32 \t 0 \t 1 \t -1187\n", + "\t\t\t\t\t -1 \t 1188\n", + "GCD(39203, 33) = 1, with coefficients -1 and 1188 such that 1 = (-1)*39203 + (1188)*33\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 34 \t 1153 \t 1 \t 1 \t 0\n", + "1 \t 34 \t 1 \t 34 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -1153\n", + "GCD(39203, 34) = 1, with coefficients 1 and -1153 such that 1 = (1)*39203 + (-1153)*34\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 35 \t 1120 \t 3 \t 1 \t 0\n", + "1 \t 35 \t 3 \t 11 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -1120\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -11 \t 12321\n", + "\t\t\t\t\t 12 \t -13441\n", + "GCD(39203, 35) = 1, with coefficients 12 and -13441 such that 1 = (12)*39203 + (-13441)*35\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 36 \t 1088 \t 35 \t 1 \t 0\n", + "1 \t 36 \t 35 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 35 \t 1 \t 35 \t 0 \t 1 \t -1088\n", + "\t\t\t\t\t -1 \t 1089\n", + "GCD(39203, 36) = 1, with coefficients -1 and 1089 such that 1 = (-1)*39203 + (1089)*36\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 37 \t 1059 \t 20 \t 1 \t 0\n", + "1 \t 37 \t 20 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 20 \t 17 \t 1 \t 3 \t 1 \t -1059\n", + "3 \t 17 \t 3 \t 5 \t 2 \t -1 \t 1060\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 2 \t -2119\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 11655\n", + "\t\t\t\t\t 13 \t -13774\n", + "GCD(39203, 37) = 1, with coefficients 13 and -13774 such that 1 = (13)*39203 + (-13774)*37\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 38 \t 1031 \t 25 \t 1 \t 0\n", + "1 \t 38 \t 25 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 25 \t 13 \t 1 \t 12 \t 1 \t -1031\n", + "3 \t 13 \t 12 \t 1 \t 1 \t -1 \t 1032\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 2 \t -2063\n", + "\t\t\t\t\t -3 \t 3095\n", + "GCD(39203, 38) = 1, with coefficients -3 and 3095 such that 1 = (-3)*39203 + (3095)*38\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 39 \t 1005 \t 8 \t 1 \t 0\n", + "1 \t 39 \t 8 \t 4 \t 7 \t 0 \t 1\n", + "2 \t 8 \t 7 \t 1 \t 1 \t 1 \t -1005\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -4 \t 4021\n", + "\t\t\t\t\t 5 \t -5026\n", + "GCD(39203, 39) = 1, with coefficients 5 and -5026 such that 1 = (5)*39203 + (-5026)*39\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 40 \t 980 \t 3 \t 1 \t 0\n", + "1 \t 40 \t 3 \t 13 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -980\n", + "\t\t\t\t\t -13 \t 12741\n", + "GCD(39203, 40) = 1, with coefficients -13 and 12741 such that 1 = (-13)*39203 + (12741)*40\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 41 \t 956 \t 7 \t 1 \t 0\n", + "1 \t 41 \t 7 \t 5 \t 6 \t 0 \t 1\n", + "2 \t 7 \t 6 \t 1 \t 1 \t 1 \t -956\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -5 \t 4781\n", + "\t\t\t\t\t 6 \t -5737\n", + "GCD(39203, 41) = 1, with coefficients 6 and -5737 such that 1 = (6)*39203 + (-5737)*41\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 42 \t 933 \t 17 \t 1 \t 0\n", + "1 \t 42 \t 17 \t 2 \t 8 \t 0 \t 1\n", + "2 \t 17 \t 8 \t 2 \t 1 \t 1 \t -933\n", + "3 \t 8 \t 1 \t 8 \t 0 \t -2 \t 1867\n", + "\t\t\t\t\t 5 \t -4667\n", + "GCD(39203, 42) = 1, with coefficients 5 and -4667 such that 1 = (5)*39203 + (-4667)*42\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 43 \t 911 \t 30 \t 1 \t 0\n", + "1 \t 43 \t 30 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 30 \t 13 \t 2 \t 4 \t 1 \t -911\n", + "3 \t 13 \t 4 \t 3 \t 1 \t -1 \t 912\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 3 \t -2735\n", + "\t\t\t\t\t -10 \t 9117\n", + "GCD(39203, 43) = 1, with coefficients -10 and 9117 such that 1 = (-10)*39203 + (9117)*43\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 44 \t 890 \t 43 \t 1 \t 0\n", + "1 \t 44 \t 43 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 43 \t 1 \t 43 \t 0 \t 1 \t -890\n", + "\t\t\t\t\t -1 \t 891\n", + "GCD(39203, 44) = 1, with coefficients -1 and 891 such that 1 = (-1)*39203 + (891)*44\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 45 \t 871 \t 8 \t 1 \t 0\n", + "1 \t 45 \t 8 \t 5 \t 5 \t 0 \t 1\n", + "2 \t 8 \t 5 \t 1 \t 3 \t 1 \t -871\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -5 \t 4356\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 6 \t -5227\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 9583\n", + "\t\t\t\t\t 17 \t -14810\n", + "GCD(39203, 45) = 1, with coefficients 17 and -14810 such that 1 = (17)*39203 + (-14810)*45\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 46 \t 852 \t 11 \t 1 \t 0\n", + "1 \t 46 \t 11 \t 4 \t 2 \t 0 \t 1\n", + "2 \t 11 \t 2 \t 5 \t 1 \t 1 \t -852\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -4 \t 3409\n", + "\t\t\t\t\t 21 \t -17897\n", + "GCD(39203, 46) = 1, with coefficients 21 and -17897 such that 1 = (21)*39203 + (-17897)*46\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 47 \t 834 \t 5 \t 1 \t 0\n", + "1 \t 47 \t 5 \t 9 \t 2 \t 0 \t 1\n", + "2 \t 5 \t 2 \t 2 \t 1 \t 1 \t -834\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -9 \t 7507\n", + "\t\t\t\t\t 19 \t -15848\n", + "GCD(39203, 47) = 1, with coefficients 19 and -15848 such that 1 = (19)*39203 + (-15848)*47\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 48 \t 816 \t 35 \t 1 \t 0\n", + "1 \t 48 \t 35 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 35 \t 13 \t 2 \t 9 \t 1 \t -816\n", + "3 \t 13 \t 9 \t 1 \t 4 \t -1 \t 817\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 3 \t -2450\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -4 \t 3267\n", + "\t\t\t\t\t 11 \t -8984\n", + "GCD(39203, 48) = 1, with coefficients 11 and -8984 such that 1 = (11)*39203 + (-8984)*48\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 49 \t 800 \t 3 \t 1 \t 0\n", + "1 \t 49 \t 3 \t 16 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -800\n", + "\t\t\t\t\t -16 \t 12801\n", + "GCD(39203, 49) = 1, with coefficients -16 and 12801 such that 1 = (-16)*39203 + (12801)*49\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 50 \t 784 \t 3 \t 1 \t 0\n", + "1 \t 50 \t 3 \t 16 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -784\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -16 \t 12545\n", + "\t\t\t\t\t 17 \t -13329\n", + "GCD(39203, 50) = 1, with coefficients 17 and -13329 such that 1 = (17)*39203 + (-13329)*50\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 51 \t 768 \t 35 \t 1 \t 0\n", + "1 \t 51 \t 35 \t 1 \t 16 \t 0 \t 1\n", + "2 \t 35 \t 16 \t 2 \t 3 \t 1 \t -768\n", + "3 \t 16 \t 3 \t 5 \t 1 \t -1 \t 769\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 3 \t -2306\n", + "\t\t\t\t\t -16 \t 12299\n", + "GCD(39203, 51) = 1, with coefficients -16 and 12299 such that 1 = (-16)*39203 + (12299)*51\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 52 \t 753 \t 47 \t 1 \t 0\n", + "1 \t 52 \t 47 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 47 \t 5 \t 9 \t 2 \t 1 \t -753\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -1 \t 754\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 10 \t -7539\n", + "\t\t\t\t\t -21 \t 15832\n", + "GCD(39203, 52) = 1, with coefficients -21 and 15832 such that 1 = (-21)*39203 + (15832)*52\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 53 \t 739 \t 36 \t 1 \t 0\n", + "1 \t 53 \t 36 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 36 \t 17 \t 2 \t 2 \t 1 \t -739\n", + "3 \t 17 \t 2 \t 8 \t 1 \t -1 \t 740\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 3 \t -2219\n", + "\t\t\t\t\t -25 \t 18492\n", + "GCD(39203, 53) = 1, with coefficients -25 and 18492 such that 1 = (-25)*39203 + (18492)*53\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 54 \t 725 \t 53 \t 1 \t 0\n", + "1 \t 54 \t 53 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 53 \t 1 \t 53 \t 0 \t 1 \t -725\n", + "\t\t\t\t\t -1 \t 726\n", + "GCD(39203, 54) = 1, with coefficients -1 and 726 such that 1 = (-1)*39203 + (726)*54\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 55 \t 712 \t 43 \t 1 \t 0\n", + "1 \t 55 \t 43 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 43 \t 12 \t 3 \t 7 \t 1 \t -712\n", + "3 \t 12 \t 7 \t 1 \t 5 \t -1 \t 713\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 4 \t -2851\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -5 \t 3564\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 9 \t -6415\n", + "\t\t\t\t\t -23 \t 16394\n", + "GCD(39203, 55) = 1, with coefficients -23 and 16394 such that 1 = (-23)*39203 + (16394)*55\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 56 \t 700 \t 3 \t 1 \t 0\n", + "1 \t 56 \t 3 \t 18 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -700\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -18 \t 12601\n", + "\t\t\t\t\t 19 \t -13301\n", + "GCD(39203, 56) = 1, with coefficients 19 and -13301 such that 1 = (19)*39203 + (-13301)*56\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 57 \t 687 \t 44 \t 1 \t 0\n", + "1 \t 57 \t 44 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 44 \t 13 \t 3 \t 5 \t 1 \t -687\n", + "3 \t 13 \t 5 \t 2 \t 3 \t -1 \t 688\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 4 \t -2751\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -9 \t 6190\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 13 \t -8941\n", + "\t\t\t\t\t -22 \t 15131\n", + "GCD(39203, 57) = 1, with coefficients -22 and 15131 such that 1 = (-22)*39203 + (15131)*57\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 58 \t 675 \t 53 \t 1 \t 0\n", + "1 \t 58 \t 53 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 53 \t 5 \t 10 \t 3 \t 1 \t -675\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -1 \t 676\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 11 \t -7435\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -12 \t 8111\n", + "\t\t\t\t\t 23 \t -15546\n", + "GCD(39203, 58) = 1, with coefficients 23 and -15546 such that 1 = (23)*39203 + (-15546)*58\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 59 \t 664 \t 27 \t 1 \t 0\n", + "1 \t 59 \t 27 \t 2 \t 5 \t 0 \t 1\n", + "2 \t 27 \t 5 \t 5 \t 2 \t 1 \t -664\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -2 \t 1329\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 11 \t -7309\n", + "\t\t\t\t\t -24 \t 15947\n", + "GCD(39203, 59) = 1, with coefficients -24 and 15947 such that 1 = (-24)*39203 + (15947)*59\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 60 \t 653 \t 23 \t 1 \t 0\n", + "1 \t 60 \t 23 \t 2 \t 14 \t 0 \t 1\n", + "2 \t 23 \t 14 \t 1 \t 9 \t 1 \t -653\n", + "3 \t 14 \t 9 \t 1 \t 5 \t -2 \t 1307\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 3 \t -1960\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -5 \t 3267\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 8 \t -5227\n", + "\t\t\t\t\t -13 \t 8494\n", + "GCD(39203, 60) = 1, with coefficients -13 and 8494 such that 1 = (-13)*39203 + (8494)*60\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 61 \t 642 \t 41 \t 1 \t 0\n", + "1 \t 61 \t 41 \t 1 \t 20 \t 0 \t 1\n", + "2 \t 41 \t 20 \t 2 \t 1 \t 1 \t -642\n", + "3 \t 20 \t 1 \t 20 \t 0 \t -1 \t 643\n", + "\t\t\t\t\t 3 \t -1928\n", + "GCD(39203, 61) = 1, with coefficients 3 and -1928 such that 1 = (3)*39203 + (-1928)*61\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 62 \t 632 \t 19 \t 1 \t 0\n", + "1 \t 62 \t 19 \t 3 \t 5 \t 0 \t 1\n", + "2 \t 19 \t 5 \t 3 \t 4 \t 1 \t -632\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -3 \t 1897\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 10 \t -6323\n", + "\t\t\t\t\t -13 \t 8220\n", + "GCD(39203, 62) = 1, with coefficients -13 and 8220 such that 1 = (-13)*39203 + (8220)*62\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 63 \t 622 \t 17 \t 1 \t 0\n", + "1 \t 63 \t 17 \t 3 \t 12 \t 0 \t 1\n", + "2 \t 17 \t 12 \t 1 \t 5 \t 1 \t -622\n", + "3 \t 12 \t 5 \t 2 \t 2 \t -3 \t 1867\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 4 \t -2489\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 6845\n", + "\t\t\t\t\t 26 \t -16179\n", + "GCD(39203, 63) = 1, with coefficients 26 and -16179 such that 1 = (26)*39203 + (-16179)*63\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 64 \t 612 \t 35 \t 1 \t 0\n", + "1 \t 64 \t 35 \t 1 \t 29 \t 0 \t 1\n", + "2 \t 35 \t 29 \t 1 \t 6 \t 1 \t -612\n", + "3 \t 29 \t 6 \t 4 \t 5 \t -1 \t 613\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 2 \t -1225\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -9 \t 5513\n", + "\t\t\t\t\t 11 \t -6738\n", + "GCD(39203, 64) = 1, with coefficients 11 and -6738 such that 1 = (11)*39203 + (-6738)*64\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 65 \t 603 \t 8 \t 1 \t 0\n", + "1 \t 65 \t 8 \t 8 \t 1 \t 0 \t 1\n", + "2 \t 8 \t 1 \t 8 \t 0 \t 1 \t -603\n", + "\t\t\t\t\t -8 \t 4825\n", + "GCD(39203, 65) = 1, with coefficients -8 and 4825 such that 1 = (-8)*39203 + (4825)*65\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 66 \t 593 \t 65 \t 1 \t 0\n", + "1 \t 66 \t 65 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 65 \t 1 \t 65 \t 0 \t 1 \t -593\n", + "\t\t\t\t\t -1 \t 594\n", + "GCD(39203, 66) = 1, with coefficients -1 and 594 such that 1 = (-1)*39203 + (594)*66\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 67 \t 585 \t 8 \t 1 \t 0\n", + "1 \t 67 \t 8 \t 8 \t 3 \t 0 \t 1\n", + "2 \t 8 \t 3 \t 2 \t 2 \t 1 \t -585\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -8 \t 4681\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 17 \t -9947\n", + "\t\t\t\t\t -25 \t 14628\n", + "GCD(39203, 67) = 1, with coefficients -25 and 14628 such that 1 = (-25)*39203 + (14628)*67\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 68 \t 576 \t 35 \t 1 \t 0\n", + "1 \t 68 \t 35 \t 1 \t 33 \t 0 \t 1\n", + "2 \t 35 \t 33 \t 1 \t 2 \t 1 \t -576\n", + "3 \t 33 \t 2 \t 16 \t 1 \t -1 \t 577\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 2 \t -1153\n", + "\t\t\t\t\t -33 \t 19025\n", + "GCD(39203, 68) = 1, with coefficients -33 and 19025 such that 1 = (-33)*39203 + (19025)*68\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 69 \t 568 \t 11 \t 1 \t 0\n", + "1 \t 69 \t 11 \t 6 \t 3 \t 0 \t 1\n", + "2 \t 11 \t 3 \t 3 \t 2 \t 1 \t -568\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -6 \t 3409\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 19 \t -10795\n", + "\t\t\t\t\t -25 \t 14204\n", + "GCD(39203, 69) = 1, with coefficients -25 and 14204 such that 1 = (-25)*39203 + (14204)*69\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 70 \t 560 \t 3 \t 1 \t 0\n", + "1 \t 70 \t 3 \t 23 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -560\n", + "\t\t\t\t\t -23 \t 12881\n", + "GCD(39203, 70) = 1, with coefficients -23 and 12881 such that 1 = (-23)*39203 + (12881)*70\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 71 \t 552 \t 11 \t 1 \t 0\n", + "1 \t 71 \t 11 \t 6 \t 5 \t 0 \t 1\n", + "2 \t 11 \t 5 \t 2 \t 1 \t 1 \t -552\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -6 \t 3313\n", + "\t\t\t\t\t 13 \t -7178\n", + "GCD(39203, 71) = 1, with coefficients 13 and -7178 such that 1 = (13)*39203 + (-7178)*71\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 72 \t 544 \t 35 \t 1 \t 0\n", + "1 \t 72 \t 35 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 35 \t 2 \t 17 \t 1 \t 1 \t -544\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 1089\n", + "\t\t\t\t\t 35 \t -19057\n", + "GCD(39203, 72) = 1, with coefficients 35 and -19057 such that 1 = (35)*39203 + (-19057)*72\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 73 \t 537 \t 2 \t 1 \t 0\n", + "1 \t 73 \t 2 \t 36 \t 1 \t 0 \t 1\n", + "2 \t 2 \t 1 \t 2 \t 0 \t 1 \t -537\n", + "\t\t\t\t\t -36 \t 19333\n", + "GCD(39203, 73) = 1, with coefficients -36 and 19333 such that 1 = (-36)*39203 + (19333)*73\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 74 \t 529 \t 57 \t 1 \t 0\n", + "1 \t 74 \t 57 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 57 \t 17 \t 3 \t 6 \t 1 \t -529\n", + "3 \t 17 \t 6 \t 2 \t 5 \t -1 \t 530\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 4 \t -2119\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -9 \t 4768\n", + "\t\t\t\t\t 13 \t -6887\n", + "GCD(39203, 74) = 1, with coefficients 13 and -6887 such that 1 = (13)*39203 + (-6887)*74\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 75 \t 522 \t 53 \t 1 \t 0\n", + "1 \t 75 \t 53 \t 1 \t 22 \t 0 \t 1\n", + "2 \t 53 \t 22 \t 2 \t 9 \t 1 \t -522\n", + "3 \t 22 \t 9 \t 2 \t 4 \t -1 \t 523\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 3 \t -1568\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -7 \t 3659\n", + "\t\t\t\t\t 17 \t -8886\n", + "GCD(39203, 75) = 1, with coefficients 17 and -8886 such that 1 = (17)*39203 + (-8886)*75\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 76 \t 515 \t 63 \t 1 \t 0\n", + "1 \t 76 \t 63 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 63 \t 13 \t 4 \t 11 \t 1 \t -515\n", + "3 \t 13 \t 11 \t 1 \t 2 \t -1 \t 516\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 5 \t -2579\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -6 \t 3095\n", + "\t\t\t\t\t 35 \t -18054\n", + "GCD(39203, 76) = 1, with coefficients 35 and -18054 such that 1 = (35)*39203 + (-18054)*76\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 77 \t 509 \t 10 \t 1 \t 0\n", + "1 \t 77 \t 10 \t 7 \t 7 \t 0 \t 1\n", + "2 \t 10 \t 7 \t 1 \t 3 \t 1 \t -509\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -7 \t 3564\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 8 \t -4073\n", + "\t\t\t\t\t -23 \t 11710\n", + "GCD(39203, 77) = 1, with coefficients -23 and 11710 such that 1 = (-23)*39203 + (11710)*77\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 78 \t 502 \t 47 \t 1 \t 0\n", + "1 \t 78 \t 47 \t 1 \t 31 \t 0 \t 1\n", + "2 \t 47 \t 31 \t 1 \t 16 \t 1 \t -502\n", + "3 \t 31 \t 16 \t 1 \t 15 \t -1 \t 503\n", + "4 \t 16 \t 15 \t 1 \t 1 \t 2 \t -1005\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -3 \t 1508\n", + "\t\t\t\t\t 5 \t -2513\n", + "GCD(39203, 78) = 1, with coefficients 5 and -2513 such that 1 = (5)*39203 + (-2513)*78\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 79 \t 496 \t 19 \t 1 \t 0\n", + "1 \t 79 \t 19 \t 4 \t 3 \t 0 \t 1\n", + "2 \t 19 \t 3 \t 6 \t 1 \t 1 \t -496\n", + "3 \t 3 \t 1 \t 3 \t 0 \t -4 \t 1985\n", + "\t\t\t\t\t 25 \t -12406\n", + "GCD(39203, 79) = 1, with coefficients 25 and -12406 such that 1 = (25)*39203 + (-12406)*79\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 80 \t 490 \t 3 \t 1 \t 0\n", + "1 \t 80 \t 3 \t 26 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -490\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -26 \t 12741\n", + "\t\t\t\t\t 27 \t -13231\n", + "GCD(39203, 80) = 1, with coefficients 27 and -13231 such that 1 = (27)*39203 + (-13231)*80\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 81 \t 483 \t 80 \t 1 \t 0\n", + "1 \t 81 \t 80 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 80 \t 1 \t 80 \t 0 \t 1 \t -483\n", + "\t\t\t\t\t -1 \t 484\n", + "GCD(39203, 81) = 1, with coefficients -1 and 484 such that 1 = (-1)*39203 + (484)*81\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 82 \t 478 \t 7 \t 1 \t 0\n", + "1 \t 82 \t 7 \t 11 \t 5 \t 0 \t 1\n", + "2 \t 7 \t 5 \t 1 \t 2 \t 1 \t -478\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -11 \t 5259\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 12 \t -5737\n", + "\t\t\t\t\t -35 \t 16733\n", + "GCD(39203, 82) = 1, with coefficients -35 and 16733 such that 1 = (-35)*39203 + (16733)*82\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 83 \t 472 \t 27 \t 1 \t 0\n", + "1 \t 83 \t 27 \t 3 \t 2 \t 0 \t 1\n", + "2 \t 27 \t 2 \t 13 \t 1 \t 1 \t -472\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -3 \t 1417\n", + "\t\t\t\t\t 40 \t -18893\n", + "GCD(39203, 83) = 1, with coefficients 40 and -18893 such that 1 = (40)*39203 + (-18893)*83\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 84 \t 466 \t 59 \t 1 \t 0\n", + "1 \t 84 \t 59 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 59 \t 25 \t 2 \t 9 \t 1 \t -466\n", + "3 \t 25 \t 9 \t 2 \t 7 \t -1 \t 467\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 3 \t -1400\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -7 \t 3267\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 10 \t -4667\n", + "\t\t\t\t\t -37 \t 17268\n", + "GCD(39203, 84) = 1, with coefficients -37 and 17268 such that 1 = (-37)*39203 + (17268)*84\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 85 \t 461 \t 18 \t 1 \t 0\n", + "1 \t 85 \t 18 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 18 \t 13 \t 1 \t 5 \t 1 \t -461\n", + "3 \t 13 \t 5 \t 2 \t 3 \t -4 \t 1845\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 5 \t -2306\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -14 \t 6457\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -8763\n", + "\t\t\t\t\t -33 \t 15220\n", + "GCD(39203, 85) = 1, with coefficients -33 and 15220 such that 1 = (-33)*39203 + (15220)*85\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 86 \t 455 \t 73 \t 1 \t 0\n", + "1 \t 86 \t 73 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 73 \t 13 \t 5 \t 8 \t 1 \t -455\n", + "3 \t 13 \t 8 \t 1 \t 5 \t -1 \t 456\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 6 \t -2735\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -7 \t 3191\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 13 \t -5926\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -20 \t 9117\n", + "\t\t\t\t\t 33 \t -15043\n", + "GCD(39203, 86) = 1, with coefficients 33 and -15043 such that 1 = (33)*39203 + (-15043)*86\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 87 \t 450 \t 53 \t 1 \t 0\n", + "1 \t 87 \t 53 \t 1 \t 34 \t 0 \t 1\n", + "2 \t 53 \t 34 \t 1 \t 19 \t 1 \t -450\n", + "3 \t 34 \t 19 \t 1 \t 15 \t -1 \t 451\n", + "4 \t 19 \t 15 \t 1 \t 4 \t 2 \t -901\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -3 \t 1352\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 5 \t -2253\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -18 \t 8111\n", + "\t\t\t\t\t 23 \t -10364\n", + "GCD(39203, 87) = 1, with coefficients 23 and -10364 such that 1 = (23)*39203 + (-10364)*87\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 88 \t 445 \t 43 \t 1 \t 0\n", + "1 \t 88 \t 43 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 43 \t 2 \t 21 \t 1 \t 1 \t -445\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 891\n", + "\t\t\t\t\t 43 \t -19156\n", + "GCD(39203, 88) = 1, with coefficients 43 and -19156 such that 1 = (43)*39203 + (-19156)*88\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 89 \t 440 \t 43 \t 1 \t 0\n", + "1 \t 89 \t 43 \t 2 \t 3 \t 0 \t 1\n", + "2 \t 43 \t 3 \t 14 \t 1 \t 1 \t -440\n", + "3 \t 3 \t 1 \t 3 \t 0 \t -2 \t 881\n", + "\t\t\t\t\t 29 \t -12774\n", + "GCD(39203, 89) = 1, with coefficients 29 and -12774 such that 1 = (29)*39203 + (-12774)*89\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 90 \t 435 \t 53 \t 1 \t 0\n", + "1 \t 90 \t 53 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 53 \t 37 \t 1 \t 16 \t 1 \t -435\n", + "3 \t 37 \t 16 \t 2 \t 5 \t -1 \t 436\n", + "4 \t 16 \t 5 \t 3 \t 1 \t 2 \t -871\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -5 \t 2178\n", + "\t\t\t\t\t 17 \t -7405\n", + "GCD(39203, 90) = 1, with coefficients 17 and -7405 such that 1 = (17)*39203 + (-7405)*90\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 91 \t 430 \t 73 \t 1 \t 0\n", + "1 \t 91 \t 73 \t 1 \t 18 \t 0 \t 1\n", + "2 \t 73 \t 18 \t 4 \t 1 \t 1 \t -430\n", + "3 \t 18 \t 1 \t 18 \t 0 \t -1 \t 431\n", + "\t\t\t\t\t 5 \t -2154\n", + "GCD(39203, 91) = 1, with coefficients 5 and -2154 such that 1 = (5)*39203 + (-2154)*91\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 92 \t 426 \t 11 \t 1 \t 0\n", + "1 \t 92 \t 11 \t 8 \t 4 \t 0 \t 1\n", + "2 \t 11 \t 4 \t 2 \t 3 \t 1 \t -426\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -8 \t 3409\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 17 \t -7244\n", + "\t\t\t\t\t -25 \t 10653\n", + "GCD(39203, 92) = 1, with coefficients -25 and 10653 such that 1 = (-25)*39203 + (10653)*92\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 93 \t 421 \t 50 \t 1 \t 0\n", + "1 \t 93 \t 50 \t 1 \t 43 \t 0 \t 1\n", + "2 \t 50 \t 43 \t 1 \t 7 \t 1 \t -421\n", + "3 \t 43 \t 7 \t 6 \t 1 \t -1 \t 422\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 2 \t -843\n", + "\t\t\t\t\t -13 \t 5480\n", + "GCD(39203, 93) = 1, with coefficients -13 and 5480 such that 1 = (-13)*39203 + (5480)*93\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 94 \t 417 \t 5 \t 1 \t 0\n", + "1 \t 94 \t 5 \t 18 \t 4 \t 0 \t 1\n", + "2 \t 5 \t 4 \t 1 \t 1 \t 1 \t -417\n", + "3 \t 4 \t 1 \t 4 \t 0 \t -18 \t 7507\n", + "\t\t\t\t\t 19 \t -7924\n", + "GCD(39203, 94) = 1, with coefficients 19 and -7924 such that 1 = (19)*39203 + (-7924)*94\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 95 \t 412 \t 63 \t 1 \t 0\n", + "1 \t 95 \t 63 \t 1 \t 32 \t 0 \t 1\n", + "2 \t 63 \t 32 \t 1 \t 31 \t 1 \t -412\n", + "3 \t 32 \t 31 \t 1 \t 1 \t -1 \t 413\n", + "4 \t 31 \t 1 \t 31 \t 0 \t 2 \t -825\n", + "\t\t\t\t\t -3 \t 1238\n", + "GCD(39203, 95) = 1, with coefficients -3 and 1238 such that 1 = (-3)*39203 + (1238)*95\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 96 \t 408 \t 35 \t 1 \t 0\n", + "1 \t 96 \t 35 \t 2 \t 26 \t 0 \t 1\n", + "2 \t 35 \t 26 \t 1 \t 9 \t 1 \t -408\n", + "3 \t 26 \t 9 \t 2 \t 8 \t -2 \t 817\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 3 \t -1225\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -8 \t 3267\n", + "\t\t\t\t\t 11 \t -4492\n", + "GCD(39203, 96) = 1, with coefficients 11 and -4492 such that 1 = (11)*39203 + (-4492)*96\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 97 \t 404 \t 15 \t 1 \t 0\n", + "1 \t 97 \t 15 \t 6 \t 7 \t 0 \t 1\n", + "2 \t 15 \t 7 \t 2 \t 1 \t 1 \t -404\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -6 \t 2425\n", + "\t\t\t\t\t 13 \t -5254\n", + "GCD(39203, 97) = 1, with coefficients 13 and -5254 such that 1 = (13)*39203 + (-5254)*97\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 98 \t 400 \t 3 \t 1 \t 0\n", + "1 \t 98 \t 3 \t 32 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -400\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -32 \t 12801\n", + "\t\t\t\t\t 33 \t -13201\n", + "GCD(39203, 98) = 1, with coefficients 33 and -13201 such that 1 = (33)*39203 + (-13201)*98\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 99 \t 395 \t 98 \t 1 \t 0\n", + "1 \t 99 \t 98 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 98 \t 1 \t 98 \t 0 \t 1 \t -395\n", + "\t\t\t\t\t -1 \t 396\n", + "GCD(39203, 99) = 1, with coefficients -1 and 396 such that 1 = (-1)*39203 + (396)*99\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 100 \t 392 \t 3 \t 1 \t 0\n", + "1 \t 100 \t 3 \t 33 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -392\n", + "\t\t\t\t\t -33 \t 12937\n", + "GCD(39203, 100) = 1, with coefficients -33 and 12937 such that 1 = (-33)*39203 + (12937)*100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 101 \t 388 \t 15 \t 1 \t 0\n", + "1 \t 101 \t 15 \t 6 \t 11 \t 0 \t 1\n", + "2 \t 15 \t 11 \t 1 \t 4 \t 1 \t -388\n", + "3 \t 11 \t 4 \t 2 \t 3 \t -6 \t 2329\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 7 \t -2717\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -20 \t 7763\n", + "\t\t\t\t\t 27 \t -10480\n", + "GCD(39203, 101) = 1, with coefficients 27 and -10480 such that 1 = (27)*39203 + (-10480)*101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 102 \t 384 \t 35 \t 1 \t 0\n", + "1 \t 102 \t 35 \t 2 \t 32 \t 0 \t 1\n", + "2 \t 35 \t 32 \t 1 \t 3 \t 1 \t -384\n", + "3 \t 32 \t 3 \t 10 \t 2 \t -2 \t 769\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 3 \t -1153\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -32 \t 12299\n", + "\t\t\t\t\t 35 \t -13452\n", + "GCD(39203, 102) = 1, with coefficients 35 and -13452 such that 1 = (35)*39203 + (-13452)*102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 103 \t 380 \t 63 \t 1 \t 0\n", + "1 \t 103 \t 63 \t 1 \t 40 \t 0 \t 1\n", + "2 \t 63 \t 40 \t 1 \t 23 \t 1 \t -380\n", + "3 \t 40 \t 23 \t 1 \t 17 \t -1 \t 381\n", + "4 \t 23 \t 17 \t 1 \t 6 \t 2 \t -761\n", + "5 \t 17 \t 6 \t 2 \t 5 \t -3 \t 1142\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 5 \t -1903\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -13 \t 4948\n", + "\t\t\t\t\t 18 \t -6851\n", + "GCD(39203, 103) = 1, with coefficients 18 and -6851 such that 1 = (18)*39203 + (-6851)*103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 104 \t 376 \t 99 \t 1 \t 0\n", + "1 \t 104 \t 99 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 99 \t 5 \t 19 \t 4 \t 1 \t -376\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -1 \t 377\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 20 \t -7539\n", + "\t\t\t\t\t -21 \t 7916\n", + "GCD(39203, 104) = 1, with coefficients -21 and 7916 such that 1 = (-21)*39203 + (7916)*104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 105 \t 373 \t 38 \t 1 \t 0\n", + "1 \t 105 \t 38 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 38 \t 29 \t 1 \t 9 \t 1 \t -373\n", + "3 \t 29 \t 9 \t 3 \t 2 \t -2 \t 747\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 3 \t -1120\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 4107\n", + "\t\t\t\t\t 47 \t -17548\n", + "GCD(39203, 105) = 1, with coefficients 47 and -17548 such that 1 = (47)*39203 + (-17548)*105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 106 \t 369 \t 89 \t 1 \t 0\n", + "1 \t 106 \t 89 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 89 \t 17 \t 5 \t 4 \t 1 \t -369\n", + "3 \t 17 \t 4 \t 4 \t 1 \t -1 \t 370\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 6 \t -2219\n", + "\t\t\t\t\t -25 \t 9246\n", + "GCD(39203, 106) = 1, with coefficients -25 and 9246 such that 1 = (-25)*39203 + (9246)*106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 107 \t 366 \t 41 \t 1 \t 0\n", + "1 \t 107 \t 41 \t 2 \t 25 \t 0 \t 1\n", + "2 \t 41 \t 25 \t 1 \t 16 \t 1 \t -366\n", + "3 \t 25 \t 16 \t 1 \t 9 \t -2 \t 733\n", + "4 \t 16 \t 9 \t 1 \t 7 \t 3 \t -1099\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -5 \t 1832\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 8 \t -2931\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -13 \t 4763\n", + "\t\t\t\t\t 47 \t -17220\n", + "GCD(39203, 107) = 1, with coefficients 47 and -17220 such that 1 = (47)*39203 + (-17220)*107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 108 \t 362 \t 107 \t 1 \t 0\n", + "1 \t 108 \t 107 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 107 \t 1 \t 107 \t 0 \t 1 \t -362\n", + "\t\t\t\t\t -1 \t 363\n", + "GCD(39203, 108) = 1, with coefficients -1 and 363 such that 1 = (-1)*39203 + (363)*108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 109 \t 359 \t 72 \t 1 \t 0\n", + "1 \t 109 \t 72 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 72 \t 37 \t 1 \t 35 \t 1 \t -359\n", + "3 \t 37 \t 35 \t 1 \t 2 \t -1 \t 360\n", + "4 \t 35 \t 2 \t 17 \t 1 \t 2 \t -719\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -3 \t 1079\n", + "\t\t\t\t\t 53 \t -19062\n", + "GCD(39203, 109) = 1, with coefficients 53 and -19062 such that 1 = (53)*39203 + (-19062)*109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 110 \t 356 \t 43 \t 1 \t 0\n", + "1 \t 110 \t 43 \t 2 \t 24 \t 0 \t 1\n", + "2 \t 43 \t 24 \t 1 \t 19 \t 1 \t -356\n", + "3 \t 24 \t 19 \t 1 \t 5 \t -2 \t 713\n", + "4 \t 19 \t 5 \t 3 \t 4 \t 3 \t -1069\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -5 \t 1782\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 18 \t -6415\n", + "\t\t\t\t\t -23 \t 8197\n", + "GCD(39203, 110) = 1, with coefficients -23 and 8197 such that 1 = (-23)*39203 + (8197)*110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 111 \t 353 \t 20 \t 1 \t 0\n", + "1 \t 111 \t 20 \t 5 \t 11 \t 0 \t 1\n", + "2 \t 20 \t 11 \t 1 \t 9 \t 1 \t -353\n", + "3 \t 11 \t 9 \t 1 \t 2 \t -5 \t 1766\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 6 \t -2119\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 3885\n", + "\t\t\t\t\t 50 \t -17659\n", + "GCD(39203, 111) = 1, with coefficients 50 and -17659 such that 1 = (50)*39203 + (-17659)*111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 112 \t 350 \t 3 \t 1 \t 0\n", + "1 \t 112 \t 3 \t 37 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -350\n", + "\t\t\t\t\t -37 \t 12951\n", + "GCD(39203, 112) = 1, with coefficients -37 and 12951 such that 1 = (-37)*39203 + (12951)*112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 113 \t 346 \t 105 \t 1 \t 0\n", + "1 \t 113 \t 105 \t 1 \t 8 \t 0 \t 1\n", + "2 \t 105 \t 8 \t 13 \t 1 \t 1 \t -346\n", + "3 \t 8 \t 1 \t 8 \t 0 \t -1 \t 347\n", + "\t\t\t\t\t 14 \t -4857\n", + "GCD(39203, 113) = 1, with coefficients 14 and -4857 such that 1 = (14)*39203 + (-4857)*113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 114 \t 343 \t 101 \t 1 \t 0\n", + "1 \t 114 \t 101 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 101 \t 13 \t 7 \t 10 \t 1 \t -343\n", + "3 \t 13 \t 10 \t 1 \t 3 \t -1 \t 344\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 8 \t -2751\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -9 \t 3095\n", + "\t\t\t\t\t 35 \t -12036\n", + "GCD(39203, 114) = 1, with coefficients 35 and -12036 such that 1 = (35)*39203 + (-12036)*114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 115 \t 340 \t 103 \t 1 \t 0\n", + "1 \t 115 \t 103 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 103 \t 12 \t 8 \t 7 \t 1 \t -340\n", + "3 \t 12 \t 7 \t 1 \t 5 \t -1 \t 341\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 9 \t -3068\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -10 \t 3409\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -6477\n", + "\t\t\t\t\t -48 \t 16363\n", + "GCD(39203, 115) = 1, with coefficients -48 and 16363 such that 1 = (-48)*39203 + (16363)*115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 116 \t 337 \t 111 \t 1 \t 0\n", + "1 \t 116 \t 111 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 111 \t 5 \t 22 \t 1 \t 1 \t -337\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -1 \t 338\n", + "\t\t\t\t\t 23 \t -7773\n", + "GCD(39203, 116) = 1, with coefficients 23 and -7773 such that 1 = (23)*39203 + (-7773)*116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 117 \t 335 \t 8 \t 1 \t 0\n", + "1 \t 117 \t 8 \t 14 \t 5 \t 0 \t 1\n", + "2 \t 8 \t 5 \t 1 \t 3 \t 1 \t -335\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -14 \t 4691\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 15 \t -5026\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -29 \t 9717\n", + "\t\t\t\t\t 44 \t -14743\n", + "GCD(39203, 117) = 1, with coefficients 44 and -14743 such that 1 = (44)*39203 + (-14743)*117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 118 \t 332 \t 27 \t 1 \t 0\n", + "1 \t 118 \t 27 \t 4 \t 10 \t 0 \t 1\n", + "2 \t 27 \t 10 \t 2 \t 7 \t 1 \t -332\n", + "3 \t 10 \t 7 \t 1 \t 3 \t -4 \t 1329\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 9 \t -2990\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -13 \t 4319\n", + "\t\t\t\t\t 35 \t -11628\n", + "GCD(39203, 118) = 1, with coefficients 35 and -11628 such that 1 = (35)*39203 + (-11628)*118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 119 \t 329 \t 52 \t 1 \t 0\n", + "1 \t 119 \t 52 \t 2 \t 15 \t 0 \t 1\n", + "2 \t 52 \t 15 \t 3 \t 7 \t 1 \t -329\n", + "3 \t 15 \t 7 \t 2 \t 1 \t -2 \t 659\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 7 \t -2306\n", + "\t\t\t\t\t -16 \t 5271\n", + "GCD(39203, 119) = 1, with coefficients -16 and 5271 such that 1 = (-16)*39203 + (5271)*119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 120 \t 326 \t 83 \t 1 \t 0\n", + "1 \t 120 \t 83 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 83 \t 37 \t 2 \t 9 \t 1 \t -326\n", + "3 \t 37 \t 9 \t 4 \t 1 \t -1 \t 327\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 3 \t -980\n", + "\t\t\t\t\t -13 \t 4247\n", + "GCD(39203, 120) = 1, with coefficients -13 and 4247 such that 1 = (-13)*39203 + (4247)*120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 121 \t 323 \t 120 \t 1 \t 0\n", + "1 \t 121 \t 120 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 120 \t 1 \t 120 \t 0 \t 1 \t -323\n", + "\t\t\t\t\t -1 \t 324\n", + "GCD(39203, 121) = 1, with coefficients -1 and 324 such that 1 = (-1)*39203 + (324)*121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 122 \t 321 \t 41 \t 1 \t 0\n", + "1 \t 122 \t 41 \t 2 \t 40 \t 0 \t 1\n", + "2 \t 41 \t 40 \t 1 \t 1 \t 1 \t -321\n", + "3 \t 40 \t 1 \t 40 \t 0 \t -2 \t 643\n", + "\t\t\t\t\t 3 \t -964\n", + "GCD(39203, 122) = 1, with coefficients 3 and -964 such that 1 = (3)*39203 + (-964)*122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 123 \t 318 \t 89 \t 1 \t 0\n", + "1 \t 123 \t 89 \t 1 \t 34 \t 0 \t 1\n", + "2 \t 89 \t 34 \t 2 \t 21 \t 1 \t -318\n", + "3 \t 34 \t 21 \t 1 \t 13 \t -1 \t 319\n", + "4 \t 21 \t 13 \t 1 \t 8 \t 3 \t -956\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -4 \t 1275\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 7 \t -2231\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -11 \t 3506\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 18 \t -5737\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -29 \t 9243\n", + "\t\t\t\t\t 47 \t -14980\n", + "GCD(39203, 123) = 1, with coefficients 47 and -14980 such that 1 = (47)*39203 + (-14980)*123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 124 \t 316 \t 19 \t 1 \t 0\n", + "1 \t 124 \t 19 \t 6 \t 10 \t 0 \t 1\n", + "2 \t 19 \t 10 \t 1 \t 9 \t 1 \t -316\n", + "3 \t 10 \t 9 \t 1 \t 1 \t -6 \t 1897\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 7 \t -2213\n", + "\t\t\t\t\t -13 \t 4110\n", + "GCD(39203, 124) = 1, with coefficients -13 and 4110 such that 1 = (-13)*39203 + (4110)*124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 125 \t 313 \t 78 \t 1 \t 0\n", + "1 \t 125 \t 78 \t 1 \t 47 \t 0 \t 1\n", + "2 \t 78 \t 47 \t 1 \t 31 \t 1 \t -313\n", + "3 \t 47 \t 31 \t 1 \t 16 \t -1 \t 314\n", + "4 \t 31 \t 16 \t 1 \t 15 \t 2 \t -627\n", + "5 \t 16 \t 15 \t 1 \t 1 \t -3 \t 941\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 5 \t -1568\n", + "\t\t\t\t\t -8 \t 2509\n", + "GCD(39203, 125) = 1, with coefficients -8 and 2509 such that 1 = (-8)*39203 + (2509)*125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 126 \t 311 \t 17 \t 1 \t 0\n", + "1 \t 126 \t 17 \t 7 \t 7 \t 0 \t 1\n", + "2 \t 17 \t 7 \t 2 \t 3 \t 1 \t -311\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -7 \t 2178\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 15 \t -4667\n", + "\t\t\t\t\t -37 \t 11512\n", + "GCD(39203, 126) = 1, with coefficients -37 and 11512 such that 1 = (-37)*39203 + (11512)*126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 127 \t 308 \t 87 \t 1 \t 0\n", + "1 \t 127 \t 87 \t 1 \t 40 \t 0 \t 1\n", + "2 \t 87 \t 40 \t 2 \t 7 \t 1 \t -308\n", + "3 \t 40 \t 7 \t 5 \t 5 \t -1 \t 309\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 3 \t -926\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -16 \t 4939\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -5865\n", + "\t\t\t\t\t -54 \t 16669\n", + "GCD(39203, 127) = 1, with coefficients -54 and 16669 such that 1 = (-54)*39203 + (16669)*127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 128 \t 306 \t 35 \t 1 \t 0\n", + "1 \t 128 \t 35 \t 3 \t 23 \t 0 \t 1\n", + "2 \t 35 \t 23 \t 1 \t 12 \t 1 \t -306\n", + "3 \t 23 \t 12 \t 1 \t 11 \t -3 \t 919\n", + "4 \t 12 \t 11 \t 1 \t 1 \t 4 \t -1225\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -7 \t 2144\n", + "\t\t\t\t\t 11 \t -3369\n", + "GCD(39203, 128) = 1, with coefficients 11 and -3369 such that 1 = (11)*39203 + (-3369)*128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 129 \t 303 \t 116 \t 1 \t 0\n", + "1 \t 129 \t 116 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 116 \t 13 \t 8 \t 12 \t 1 \t -303\n", + "3 \t 13 \t 12 \t 1 \t 1 \t -1 \t 304\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 9 \t -2735\n", + "\t\t\t\t\t -10 \t 3039\n", + "GCD(39203, 129) = 1, with coefficients -10 and 3039 such that 1 = (-10)*39203 + (3039)*129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 130 \t 301 \t 73 \t 1 \t 0\n", + "1 \t 130 \t 73 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 73 \t 57 \t 1 \t 16 \t 1 \t -301\n", + "3 \t 57 \t 16 \t 3 \t 9 \t -1 \t 302\n", + "4 \t 16 \t 9 \t 1 \t 7 \t 2 \t -603\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -7 \t 2111\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 9 \t -2714\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -16 \t 4825\n", + "\t\t\t\t\t 57 \t -17189\n", + "GCD(39203, 130) = 1, with coefficients 57 and -17189 such that 1 = (57)*39203 + (-17189)*130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 131 \t 299 \t 34 \t 1 \t 0\n", + "1 \t 131 \t 34 \t 3 \t 29 \t 0 \t 1\n", + "2 \t 34 \t 29 \t 1 \t 5 \t 1 \t -299\n", + "3 \t 29 \t 5 \t 5 \t 4 \t -3 \t 898\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 4 \t -1197\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -23 \t 6883\n", + "\t\t\t\t\t 27 \t -8080\n", + "GCD(39203, 131) = 1, with coefficients 27 and -8080 such that 1 = (27)*39203 + (-8080)*131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 132 \t 296 \t 131 \t 1 \t 0\n", + "1 \t 132 \t 131 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 131 \t 1 \t 131 \t 0 \t 1 \t -296\n", + "\t\t\t\t\t -1 \t 297\n", + "GCD(39203, 132) = 1, with coefficients -1 and 297 such that 1 = (-1)*39203 + (297)*132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 133 \t 294 \t 101 \t 1 \t 0\n", + "1 \t 133 \t 101 \t 1 \t 32 \t 0 \t 1\n", + "2 \t 101 \t 32 \t 3 \t 5 \t 1 \t -294\n", + "3 \t 32 \t 5 \t 6 \t 2 \t -1 \t 295\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 4 \t -1179\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -25 \t 7369\n", + "\t\t\t\t\t 54 \t -15917\n", + "GCD(39203, 133) = 1, with coefficients 54 and -15917 such that 1 = (54)*39203 + (-15917)*133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 134 \t 292 \t 75 \t 1 \t 0\n", + "1 \t 134 \t 75 \t 1 \t 59 \t 0 \t 1\n", + "2 \t 75 \t 59 \t 1 \t 16 \t 1 \t -292\n", + "3 \t 59 \t 16 \t 3 \t 11 \t -1 \t 293\n", + "4 \t 16 \t 11 \t 1 \t 5 \t 2 \t -585\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -7 \t 2048\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 9 \t -2633\n", + "\t\t\t\t\t -25 \t 7314\n", + "GCD(39203, 134) = 1, with coefficients -25 and 7314 such that 1 = (-25)*39203 + (7314)*134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 135 \t 290 \t 53 \t 1 \t 0\n", + "1 \t 135 \t 53 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 53 \t 29 \t 1 \t 24 \t 1 \t -290\n", + "3 \t 29 \t 24 \t 1 \t 5 \t -2 \t 581\n", + "4 \t 24 \t 5 \t 4 \t 4 \t 3 \t -871\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -5 \t 1452\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 23 \t -6679\n", + "\t\t\t\t\t -28 \t 8131\n", + "GCD(39203, 135) = 1, with coefficients -28 and 8131 such that 1 = (-28)*39203 + (8131)*135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 136 \t 288 \t 35 \t 1 \t 0\n", + "1 \t 136 \t 35 \t 3 \t 31 \t 0 \t 1\n", + "2 \t 35 \t 31 \t 1 \t 4 \t 1 \t -288\n", + "3 \t 31 \t 4 \t 7 \t 3 \t -3 \t 865\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 4 \t -1153\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -31 \t 8936\n", + "\t\t\t\t\t 35 \t -10089\n", + "GCD(39203, 136) = 1, with coefficients 35 and -10089 such that 1 = (35)*39203 + (-10089)*136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 137 \t 286 \t 21 \t 1 \t 0\n", + "1 \t 137 \t 21 \t 6 \t 11 \t 0 \t 1\n", + "2 \t 21 \t 11 \t 1 \t 10 \t 1 \t -286\n", + "3 \t 11 \t 10 \t 1 \t 1 \t -6 \t 1717\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 7 \t -2003\n", + "\t\t\t\t\t -13 \t 3720\n", + "GCD(39203, 137) = 1, with coefficients -13 and 3720 such that 1 = (-13)*39203 + (3720)*137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 138 \t 284 \t 11 \t 1 \t 0\n", + "1 \t 138 \t 11 \t 12 \t 6 \t 0 \t 1\n", + "2 \t 11 \t 6 \t 1 \t 5 \t 1 \t -284\n", + "3 \t 6 \t 5 \t 1 \t 1 \t -12 \t 3409\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 13 \t -3693\n", + "\t\t\t\t\t -25 \t 7102\n", + "GCD(39203, 138) = 1, with coefficients -25 and 7102 such that 1 = (-25)*39203 + (7102)*138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 139 \t 282 \t 5 \t 1 \t 0\n", + "1 \t 139 \t 5 \t 27 \t 4 \t 0 \t 1\n", + "2 \t 5 \t 4 \t 1 \t 1 \t 1 \t -282\n", + "3 \t 4 \t 1 \t 4 \t 0 \t -27 \t 7615\n", + "\t\t\t\t\t 28 \t -7897\n", + "GCD(39203, 139) = 1, with coefficients 28 and -7897 such that 1 = (28)*39203 + (-7897)*139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 140 \t 280 \t 3 \t 1 \t 0\n", + "1 \t 140 \t 3 \t 46 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -280\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -46 \t 12881\n", + "\t\t\t\t\t 47 \t -13161\n", + "GCD(39203, 140) = 1, with coefficients 47 and -13161 such that 1 = (47)*39203 + (-13161)*140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 141 \t 278 \t 5 \t 1 \t 0\n", + "1 \t 141 \t 5 \t 28 \t 1 \t 0 \t 1\n", + "2 \t 5 \t 1 \t 5 \t 0 \t 1 \t -278\n", + "\t\t\t\t\t -28 \t 7785\n", + "GCD(39203, 141) = 1, with coefficients -28 and 7785 such that 1 = (-28)*39203 + (7785)*141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 142 \t 276 \t 11 \t 1 \t 0\n", + "1 \t 142 \t 11 \t 12 \t 10 \t 0 \t 1\n", + "2 \t 11 \t 10 \t 1 \t 1 \t 1 \t -276\n", + "3 \t 10 \t 1 \t 10 \t 0 \t -12 \t 3313\n", + "\t\t\t\t\t 13 \t -3589\n", + "GCD(39203, 142) = 1, with coefficients 13 and -3589 such that 1 = (13)*39203 + (-3589)*142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 143 \t 274 \t 21 \t 1 \t 0\n", + "1 \t 143 \t 21 \t 6 \t 17 \t 0 \t 1\n", + "2 \t 21 \t 17 \t 1 \t 4 \t 1 \t -274\n", + "3 \t 17 \t 4 \t 4 \t 1 \t -6 \t 1645\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 7 \t -1919\n", + "\t\t\t\t\t -34 \t 9321\n", + "GCD(39203, 143) = 1, with coefficients -34 and 9321 such that 1 = (-34)*39203 + (9321)*143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 144 \t 272 \t 35 \t 1 \t 0\n", + "1 \t 144 \t 35 \t 4 \t 4 \t 0 \t 1\n", + "2 \t 35 \t 4 \t 8 \t 3 \t 1 \t -272\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -4 \t 1089\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 33 \t -8984\n", + "\t\t\t\t\t -37 \t 10073\n", + "GCD(39203, 144) = 1, with coefficients -37 and 10073 such that 1 = (-37)*39203 + (10073)*144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 145 \t 270 \t 53 \t 1 \t 0\n", + "1 \t 145 \t 53 \t 2 \t 39 \t 0 \t 1\n", + "2 \t 53 \t 39 \t 1 \t 14 \t 1 \t -270\n", + "3 \t 39 \t 14 \t 2 \t 11 \t -2 \t 541\n", + "4 \t 14 \t 11 \t 1 \t 3 \t 3 \t -811\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -8 \t 2163\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 11 \t -2974\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -41 \t 11085\n", + "\t\t\t\t\t 52 \t -14059\n", + "GCD(39203, 145) = 1, with coefficients 52 and -14059 such that 1 = (52)*39203 + (-14059)*145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 146 \t 268 \t 75 \t 1 \t 0\n", + "1 \t 146 \t 75 \t 1 \t 71 \t 0 \t 1\n", + "2 \t 75 \t 71 \t 1 \t 4 \t 1 \t -268\n", + "3 \t 71 \t 4 \t 17 \t 3 \t -1 \t 269\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 2 \t -537\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -35 \t 9398\n", + "\t\t\t\t\t 37 \t -9935\n", + "GCD(39203, 146) = 1, with coefficients 37 and -9935 such that 1 = (37)*39203 + (-9935)*146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 147 \t 266 \t 101 \t 1 \t 0\n", + "1 \t 147 \t 101 \t 1 \t 46 \t 0 \t 1\n", + "2 \t 101 \t 46 \t 2 \t 9 \t 1 \t -266\n", + "3 \t 46 \t 9 \t 5 \t 1 \t -1 \t 267\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 3 \t -800\n", + "\t\t\t\t\t -16 \t 4267\n", + "GCD(39203, 147) = 1, with coefficients -16 and 4267 such that 1 = (-16)*39203 + (4267)*147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 148 \t 264 \t 131 \t 1 \t 0\n", + "1 \t 148 \t 131 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 131 \t 17 \t 7 \t 12 \t 1 \t -264\n", + "3 \t 17 \t 12 \t 1 \t 5 \t -1 \t 265\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 8 \t -2119\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -9 \t 2384\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 26 \t -6887\n", + "\t\t\t\t\t -61 \t 16158\n", + "GCD(39203, 148) = 1, with coefficients -61 and 16158 such that 1 = (-61)*39203 + (16158)*148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 149 \t 263 \t 16 \t 1 \t 0\n", + "1 \t 149 \t 16 \t 9 \t 5 \t 0 \t 1\n", + "2 \t 16 \t 5 \t 3 \t 1 \t 1 \t -263\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -9 \t 2368\n", + "\t\t\t\t\t 28 \t -7367\n", + "GCD(39203, 149) = 1, with coefficients 28 and -7367 such that 1 = (28)*39203 + (-7367)*149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 150 \t 261 \t 53 \t 1 \t 0\n", + "1 \t 150 \t 53 \t 2 \t 44 \t 0 \t 1\n", + "2 \t 53 \t 44 \t 1 \t 9 \t 1 \t -261\n", + "3 \t 44 \t 9 \t 4 \t 8 \t -2 \t 523\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 3 \t -784\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -14 \t 3659\n", + "\t\t\t\t\t 17 \t -4443\n", + "GCD(39203, 150) = 1, with coefficients 17 and -4443 such that 1 = (17)*39203 + (-4443)*150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 151 \t 259 \t 94 \t 1 \t 0\n", + "1 \t 151 \t 94 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 94 \t 57 \t 1 \t 37 \t 1 \t -259\n", + "3 \t 57 \t 37 \t 1 \t 20 \t -1 \t 260\n", + "4 \t 37 \t 20 \t 1 \t 17 \t 2 \t -519\n", + "5 \t 20 \t 17 \t 1 \t 3 \t -3 \t 779\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 5 \t -1298\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -8 \t 2077\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 45 \t -11683\n", + "\t\t\t\t\t -53 \t 13760\n", + "GCD(39203, 151) = 1, with coefficients -53 and 13760 such that 1 = (-53)*39203 + (13760)*151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 152 \t 257 \t 139 \t 1 \t 0\n", + "1 \t 152 \t 139 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 139 \t 13 \t 10 \t 9 \t 1 \t -257\n", + "3 \t 13 \t 9 \t 1 \t 4 \t -1 \t 258\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 11 \t -2837\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -12 \t 3095\n", + "\t\t\t\t\t 35 \t -9027\n", + "GCD(39203, 152) = 1, with coefficients 35 and -9027 such that 1 = (35)*39203 + (-9027)*152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 153 \t 256 \t 35 \t 1 \t 0\n", + "1 \t 153 \t 35 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 35 \t 13 \t 2 \t 9 \t 1 \t -256\n", + "3 \t 13 \t 9 \t 1 \t 4 \t -4 \t 1025\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 9 \t -2306\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -13 \t 3331\n", + "\t\t\t\t\t 35 \t -8968\n", + "GCD(39203, 153) = 1, with coefficients 35 and -8968 such that 1 = (35)*39203 + (-8968)*153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 154 \t 254 \t 87 \t 1 \t 0\n", + "1 \t 154 \t 87 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 87 \t 67 \t 1 \t 20 \t 1 \t -254\n", + "3 \t 67 \t 20 \t 3 \t 7 \t -1 \t 255\n", + "4 \t 20 \t 7 \t 2 \t 6 \t 2 \t -509\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -7 \t 1782\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 16 \t -4073\n", + "\t\t\t\t\t -23 \t 5855\n", + "GCD(39203, 154) = 1, with coefficients -23 and 5855 such that 1 = (-23)*39203 + (5855)*154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 155 \t 252 \t 143 \t 1 \t 0\n", + "1 \t 155 \t 143 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 143 \t 12 \t 11 \t 11 \t 1 \t -252\n", + "3 \t 12 \t 11 \t 1 \t 1 \t -1 \t 253\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 12 \t -3035\n", + "\t\t\t\t\t -13 \t 3288\n", + "GCD(39203, 155) = 1, with coefficients -13 and 3288 such that 1 = (-13)*39203 + (3288)*155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 156 \t 251 \t 47 \t 1 \t 0\n", + "1 \t 156 \t 47 \t 3 \t 15 \t 0 \t 1\n", + "2 \t 47 \t 15 \t 3 \t 2 \t 1 \t -251\n", + "3 \t 15 \t 2 \t 7 \t 1 \t -3 \t 754\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 10 \t -2513\n", + "\t\t\t\t\t -73 \t 18345\n", + "GCD(39203, 156) = 1, with coefficients -73 and 18345 such that 1 = (-73)*39203 + (18345)*156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 157 \t 249 \t 110 \t 1 \t 0\n", + "1 \t 157 \t 110 \t 1 \t 47 \t 0 \t 1\n", + "2 \t 110 \t 47 \t 2 \t 16 \t 1 \t -249\n", + "3 \t 47 \t 16 \t 2 \t 15 \t -1 \t 250\n", + "4 \t 16 \t 15 \t 1 \t 1 \t 3 \t -749\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -7 \t 1748\n", + "\t\t\t\t\t 10 \t -2497\n", + "GCD(39203, 157) = 1, with coefficients 10 and -2497 such that 1 = (10)*39203 + (-2497)*157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 158 \t 248 \t 19 \t 1 \t 0\n", + "1 \t 158 \t 19 \t 8 \t 6 \t 0 \t 1\n", + "2 \t 19 \t 6 \t 3 \t 1 \t 1 \t -248\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -8 \t 1985\n", + "\t\t\t\t\t 25 \t -6203\n", + "GCD(39203, 158) = 1, with coefficients 25 and -6203 such that 1 = (25)*39203 + (-6203)*158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 159 \t 246 \t 89 \t 1 \t 0\n", + "1 \t 159 \t 89 \t 1 \t 70 \t 0 \t 1\n", + "2 \t 89 \t 70 \t 1 \t 19 \t 1 \t -246\n", + "3 \t 70 \t 19 \t 3 \t 13 \t -1 \t 247\n", + "4 \t 19 \t 13 \t 1 \t 6 \t 2 \t -493\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -7 \t 1726\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 9 \t -2219\n", + "\t\t\t\t\t -25 \t 6164\n", + "GCD(39203, 159) = 1, with coefficients -25 and 6164 such that 1 = (-25)*39203 + (6164)*159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 160 \t 245 \t 3 \t 1 \t 0\n", + "1 \t 160 \t 3 \t 53 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -245\n", + "\t\t\t\t\t -53 \t 12986\n", + "GCD(39203, 160) = 1, with coefficients -53 and 12986 such that 1 = (-53)*39203 + (12986)*160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 161 \t 243 \t 80 \t 1 \t 0\n", + "1 \t 161 \t 80 \t 2 \t 1 \t 0 \t 1\n", + "2 \t 80 \t 1 \t 80 \t 0 \t 1 \t -243\n", + "\t\t\t\t\t -2 \t 487\n", + "GCD(39203, 161) = 1, with coefficients -2 and 487 such that 1 = (-2)*39203 + (487)*161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 162 \t 241 \t 161 \t 1 \t 0\n", + "1 \t 162 \t 161 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 161 \t 1 \t 161 \t 0 \t 1 \t -241\n", + "\t\t\t\t\t -1 \t 242\n", + "GCD(39203, 162) = 1, with coefficients -1 and 242 such that 1 = (-1)*39203 + (242)*162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 163 \t 240 \t 83 \t 1 \t 0\n", + "1 \t 163 \t 83 \t 1 \t 80 \t 0 \t 1\n", + "2 \t 83 \t 80 \t 1 \t 3 \t 1 \t -240\n", + "3 \t 80 \t 3 \t 26 \t 2 \t -1 \t 241\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 2 \t -481\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -53 \t 12747\n", + "\t\t\t\t\t 55 \t -13228\n", + "GCD(39203, 163) = 1, with coefficients 55 and -13228 such that 1 = (55)*39203 + (-13228)*163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 164 \t 239 \t 7 \t 1 \t 0\n", + "1 \t 164 \t 7 \t 23 \t 3 \t 0 \t 1\n", + "2 \t 7 \t 3 \t 2 \t 1 \t 1 \t -239\n", + "3 \t 3 \t 1 \t 3 \t 0 \t -23 \t 5498\n", + "\t\t\t\t\t 47 \t -11235\n", + "GCD(39203, 164) = 1, with coefficients 47 and -11235 such that 1 = (47)*39203 + (-11235)*164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 165 \t 237 \t 98 \t 1 \t 0\n", + "1 \t 165 \t 98 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 98 \t 67 \t 1 \t 31 \t 1 \t -237\n", + "3 \t 67 \t 31 \t 2 \t 5 \t -1 \t 238\n", + "4 \t 31 \t 5 \t 6 \t 1 \t 2 \t -475\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -5 \t 1188\n", + "\t\t\t\t\t 32 \t -7603\n", + "GCD(39203, 165) = 1, with coefficients 32 and -7603 such that 1 = (32)*39203 + (-7603)*165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 166 \t 236 \t 27 \t 1 \t 0\n", + "1 \t 166 \t 27 \t 6 \t 4 \t 0 \t 1\n", + "2 \t 27 \t 4 \t 6 \t 3 \t 1 \t -236\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -6 \t 1417\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 37 \t -8738\n", + "\t\t\t\t\t -43 \t 10155\n", + "GCD(39203, 166) = 1, with coefficients -43 and 10155 such that 1 = (-43)*39203 + (10155)*166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 167 \t 234 \t 125 \t 1 \t 0\n", + "1 \t 167 \t 125 \t 1 \t 42 \t 0 \t 1\n", + "2 \t 125 \t 42 \t 2 \t 41 \t 1 \t -234\n", + "3 \t 42 \t 41 \t 1 \t 1 \t -1 \t 235\n", + "4 \t 41 \t 1 \t 41 \t 0 \t 3 \t -704\n", + "\t\t\t\t\t -4 \t 939\n", + "GCD(39203, 167) = 1, with coefficients -4 and 939 such that 1 = (-4)*39203 + (939)*167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 168 \t 233 \t 59 \t 1 \t 0\n", + "1 \t 168 \t 59 \t 2 \t 50 \t 0 \t 1\n", + "2 \t 59 \t 50 \t 1 \t 9 \t 1 \t -233\n", + "3 \t 50 \t 9 \t 5 \t 5 \t -2 \t 467\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 3 \t -700\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -17 \t 3967\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 20 \t -4667\n", + "\t\t\t\t\t -37 \t 8634\n", + "GCD(39203, 168) = 1, with coefficients -37 and 8634 such that 1 = (-37)*39203 + (8634)*168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 169 \t 231 \t 164 \t 1 \t 0\n", + "1 \t 169 \t 164 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 164 \t 5 \t 32 \t 4 \t 1 \t -231\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -1 \t 232\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 33 \t -7655\n", + "\t\t\t\t\t -34 \t 7887\n", + "GCD(39203, 169) = 1, with coefficients -34 and 7887 such that 1 = (-34)*39203 + (7887)*169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 170 \t 230 \t 103 \t 1 \t 0\n", + "1 \t 170 \t 103 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 103 \t 67 \t 1 \t 36 \t 1 \t -230\n", + "3 \t 67 \t 36 \t 1 \t 31 \t -1 \t 231\n", + "4 \t 36 \t 31 \t 1 \t 5 \t 2 \t -461\n", + "5 \t 31 \t 5 \t 6 \t 1 \t -3 \t 692\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 5 \t -1153\n", + "\t\t\t\t\t -33 \t 7610\n", + "GCD(39203, 170) = 1, with coefficients -33 and 7610 such that 1 = (-33)*39203 + (7610)*170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 171 \t 229 \t 44 \t 1 \t 0\n", + "1 \t 171 \t 44 \t 3 \t 39 \t 0 \t 1\n", + "2 \t 44 \t 39 \t 1 \t 5 \t 1 \t -229\n", + "3 \t 39 \t 5 \t 7 \t 4 \t -3 \t 688\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 4 \t -917\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -31 \t 7107\n", + "\t\t\t\t\t 35 \t -8024\n", + "GCD(39203, 171) = 1, with coefficients 35 and -8024 such that 1 = (35)*39203 + (-8024)*171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 172 \t 227 \t 159 \t 1 \t 0\n", + "1 \t 172 \t 159 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 159 \t 13 \t 12 \t 3 \t 1 \t -227\n", + "3 \t 13 \t 3 \t 4 \t 1 \t -1 \t 228\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 13 \t -2963\n", + "\t\t\t\t\t -53 \t 12080\n", + "GCD(39203, 172) = 1, with coefficients -53 and 12080 such that 1 = (-53)*39203 + (12080)*172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 173 \t 226 \t 105 \t 1 \t 0\n", + "1 \t 173 \t 105 \t 1 \t 68 \t 0 \t 1\n", + "2 \t 105 \t 68 \t 1 \t 37 \t 1 \t -226\n", + "3 \t 68 \t 37 \t 1 \t 31 \t -1 \t 227\n", + "4 \t 37 \t 31 \t 1 \t 6 \t 2 \t -453\n", + "5 \t 31 \t 6 \t 5 \t 1 \t -3 \t 680\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 5 \t -1133\n", + "\t\t\t\t\t -28 \t 6345\n", + "GCD(39203, 173) = 1, with coefficients -28 and 6345 such that 1 = (-28)*39203 + (6345)*173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 174 \t 225 \t 53 \t 1 \t 0\n", + "1 \t 174 \t 53 \t 3 \t 15 \t 0 \t 1\n", + "2 \t 53 \t 15 \t 3 \t 8 \t 1 \t -225\n", + "3 \t 15 \t 8 \t 1 \t 7 \t -3 \t 676\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 10 \t -2253\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -13 \t 2929\n", + "\t\t\t\t\t 23 \t -5182\n", + "GCD(39203, 174) = 1, with coefficients 23 and -5182 such that 1 = (23)*39203 + (-5182)*174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 175 \t 224 \t 3 \t 1 \t 0\n", + "1 \t 175 \t 3 \t 58 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -224\n", + "\t\t\t\t\t -58 \t 12993\n", + "GCD(39203, 175) = 1, with coefficients -58 and 12993 such that 1 = (-58)*39203 + (12993)*175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 176 \t 222 \t 131 \t 1 \t 0\n", + "1 \t 176 \t 131 \t 1 \t 45 \t 0 \t 1\n", + "2 \t 131 \t 45 \t 2 \t 41 \t 1 \t -222\n", + "3 \t 45 \t 41 \t 1 \t 4 \t -1 \t 223\n", + "4 \t 41 \t 4 \t 10 \t 1 \t 3 \t -668\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -4 \t 891\n", + "\t\t\t\t\t 43 \t -9578\n", + "GCD(39203, 176) = 1, with coefficients 43 and -9578 such that 1 = (43)*39203 + (-9578)*176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 177 \t 221 \t 86 \t 1 \t 0\n", + "1 \t 177 \t 86 \t 2 \t 5 \t 0 \t 1\n", + "2 \t 86 \t 5 \t 17 \t 1 \t 1 \t -221\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -2 \t 443\n", + "\t\t\t\t\t 35 \t -7752\n", + "GCD(39203, 177) = 1, with coefficients 35 and -7752 such that 1 = (35)*39203 + (-7752)*177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 178 \t 220 \t 43 \t 1 \t 0\n", + "1 \t 178 \t 43 \t 4 \t 6 \t 0 \t 1\n", + "2 \t 43 \t 6 \t 7 \t 1 \t 1 \t -220\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -4 \t 881\n", + "\t\t\t\t\t 29 \t -6387\n", + "GCD(39203, 178) = 1, with coefficients 29 and -6387 such that 1 = (29)*39203 + (-6387)*178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 179 \t 219 \t 2 \t 1 \t 0\n", + "1 \t 179 \t 2 \t 89 \t 1 \t 0 \t 1\n", + "2 \t 2 \t 1 \t 2 \t 0 \t 1 \t -219\n", + "\t\t\t\t\t -89 \t 19492\n", + "GCD(39203, 179) = 1, with coefficients -89 and 19492 such that 1 = (-89)*39203 + (19492)*179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 180 \t 217 \t 143 \t 1 \t 0\n", + "1 \t 180 \t 143 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 143 \t 37 \t 3 \t 32 \t 1 \t -217\n", + "3 \t 37 \t 32 \t 1 \t 5 \t -1 \t 218\n", + "4 \t 32 \t 5 \t 6 \t 2 \t 4 \t -871\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -5 \t 1089\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 34 \t -7405\n", + "\t\t\t\t\t -73 \t 15899\n", + "GCD(39203, 180) = 1, with coefficients -73 and 15899 such that 1 = (-73)*39203 + (15899)*180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 181 \t 216 \t 107 \t 1 \t 0\n", + "1 \t 181 \t 107 \t 1 \t 74 \t 0 \t 1\n", + "2 \t 107 \t 74 \t 1 \t 33 \t 1 \t -216\n", + "3 \t 74 \t 33 \t 2 \t 8 \t -1 \t 217\n", + "4 \t 33 \t 8 \t 4 \t 1 \t 2 \t -433\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -5 \t 1083\n", + "\t\t\t\t\t 22 \t -4765\n", + "GCD(39203, 181) = 1, with coefficients 22 and -4765 such that 1 = (22)*39203 + (-4765)*181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 182 \t 215 \t 73 \t 1 \t 0\n", + "1 \t 182 \t 73 \t 2 \t 36 \t 0 \t 1\n", + "2 \t 73 \t 36 \t 2 \t 1 \t 1 \t -215\n", + "3 \t 36 \t 1 \t 36 \t 0 \t -2 \t 431\n", + "\t\t\t\t\t 5 \t -1077\n", + "GCD(39203, 182) = 1, with coefficients 5 and -1077 such that 1 = (5)*39203 + (-1077)*182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 183 \t 214 \t 41 \t 1 \t 0\n", + "1 \t 183 \t 41 \t 4 \t 19 \t 0 \t 1\n", + "2 \t 41 \t 19 \t 2 \t 3 \t 1 \t -214\n", + "3 \t 19 \t 3 \t 6 \t 1 \t -4 \t 857\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 9 \t -1928\n", + "\t\t\t\t\t -58 \t 12425\n", + "GCD(39203, 183) = 1, with coefficients -58 and 12425 such that 1 = (-58)*39203 + (12425)*183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 184 \t 213 \t 11 \t 1 \t 0\n", + "1 \t 184 \t 11 \t 16 \t 8 \t 0 \t 1\n", + "2 \t 11 \t 8 \t 1 \t 3 \t 1 \t -213\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -16 \t 3409\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 17 \t -3622\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -50 \t 10653\n", + "\t\t\t\t\t 67 \t -14275\n", + "GCD(39203, 184) = 1, with coefficients 67 and -14275 such that 1 = (67)*39203 + (-14275)*184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 185 \t 211 \t 168 \t 1 \t 0\n", + "1 \t 185 \t 168 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 168 \t 17 \t 9 \t 15 \t 1 \t -211\n", + "3 \t 17 \t 15 \t 1 \t 2 \t -1 \t 212\n", + "4 \t 15 \t 2 \t 7 \t 1 \t 10 \t -2119\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 2331\n", + "\t\t\t\t\t 87 \t -18436\n", + "GCD(39203, 185) = 1, with coefficients 87 and -18436 such that 1 = (87)*39203 + (-18436)*185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 186 \t 210 \t 143 \t 1 \t 0\n", + "1 \t 186 \t 143 \t 1 \t 43 \t 0 \t 1\n", + "2 \t 143 \t 43 \t 3 \t 14 \t 1 \t -210\n", + "3 \t 43 \t 14 \t 3 \t 1 \t -1 \t 211\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 4 \t -843\n", + "\t\t\t\t\t -13 \t 2740\n", + "GCD(39203, 186) = 1, with coefficients -13 and 2740 such that 1 = (-13)*39203 + (2740)*186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 187 \t 209 \t 120 \t 1 \t 0\n", + "1 \t 187 \t 120 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 120 \t 67 \t 1 \t 53 \t 1 \t -209\n", + "3 \t 67 \t 53 \t 1 \t 14 \t -1 \t 210\n", + "4 \t 53 \t 14 \t 3 \t 11 \t 2 \t -419\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -3 \t 629\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 11 \t -2306\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -14 \t 2935\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 53 \t -11111\n", + "\t\t\t\t\t -67 \t 14046\n", + "GCD(39203, 187) = 1, with coefficients -67 and 14046 such that 1 = (-67)*39203 + (14046)*187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 188 \t 208 \t 99 \t 1 \t 0\n", + "1 \t 188 \t 99 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 99 \t 89 \t 1 \t 10 \t 1 \t -208\n", + "3 \t 89 \t 10 \t 8 \t 9 \t -1 \t 209\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 2 \t -417\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -17 \t 3545\n", + "\t\t\t\t\t 19 \t -3962\n", + "GCD(39203, 188) = 1, with coefficients 19 and -3962 such that 1 = (19)*39203 + (-3962)*188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 189 \t 207 \t 80 \t 1 \t 0\n", + "1 \t 189 \t 80 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 80 \t 29 \t 2 \t 22 \t 1 \t -207\n", + "3 \t 29 \t 22 \t 1 \t 7 \t -2 \t 415\n", + "4 \t 22 \t 7 \t 3 \t 1 \t 5 \t -1037\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -7 \t 1452\n", + "\t\t\t\t\t 26 \t -5393\n", + "GCD(39203, 189) = 1, with coefficients 26 and -5393 such that 1 = (26)*39203 + (-5393)*189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 190 \t 206 \t 63 \t 1 \t 0\n", + "1 \t 190 \t 63 \t 3 \t 1 \t 0 \t 1\n", + "2 \t 63 \t 1 \t 63 \t 0 \t 1 \t -206\n", + "\t\t\t\t\t -3 \t 619\n", + "GCD(39203, 190) = 1, with coefficients -3 and 619 such that 1 = (-3)*39203 + (619)*190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 191 \t 205 \t 48 \t 1 \t 0\n", + "1 \t 191 \t 48 \t 3 \t 47 \t 0 \t 1\n", + "2 \t 48 \t 47 \t 1 \t 1 \t 1 \t -205\n", + "3 \t 47 \t 1 \t 47 \t 0 \t -3 \t 616\n", + "\t\t\t\t\t 4 \t -821\n", + "GCD(39203, 191) = 1, with coefficients 4 and -821 such that 1 = (4)*39203 + (-821)*191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 192 \t 204 \t 35 \t 1 \t 0\n", + "1 \t 192 \t 35 \t 5 \t 17 \t 0 \t 1\n", + "2 \t 35 \t 17 \t 2 \t 1 \t 1 \t -204\n", + "3 \t 17 \t 1 \t 17 \t 0 \t -5 \t 1021\n", + "\t\t\t\t\t 11 \t -2246\n", + "GCD(39203, 192) = 1, with coefficients 11 and -2246 such that 1 = (11)*39203 + (-2246)*192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 193 \t 203 \t 24 \t 1 \t 0\n", + "1 \t 193 \t 24 \t 8 \t 1 \t 0 \t 1\n", + "2 \t 24 \t 1 \t 24 \t 0 \t 1 \t -203\n", + "\t\t\t\t\t -8 \t 1625\n", + "GCD(39203, 193) = 1, with coefficients -8 and 1625 such that 1 = (-8)*39203 + (1625)*193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 194 \t 202 \t 15 \t 1 \t 0\n", + "1 \t 194 \t 15 \t 12 \t 14 \t 0 \t 1\n", + "2 \t 15 \t 14 \t 1 \t 1 \t 1 \t -202\n", + "3 \t 14 \t 1 \t 14 \t 0 \t -12 \t 2425\n", + "\t\t\t\t\t 13 \t -2627\n", + "GCD(39203, 194) = 1, with coefficients 13 and -2627 such that 1 = (13)*39203 + (-2627)*194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 195 \t 201 \t 8 \t 1 \t 0\n", + "1 \t 195 \t 8 \t 24 \t 3 \t 0 \t 1\n", + "2 \t 8 \t 3 \t 2 \t 2 \t 1 \t -201\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -24 \t 4825\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 49 \t -9851\n", + "\t\t\t\t\t -73 \t 14676\n", + "GCD(39203, 195) = 1, with coefficients -73 and 14676 such that 1 = (-73)*39203 + (14676)*195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 196 \t 200 \t 3 \t 1 \t 0\n", + "1 \t 196 \t 3 \t 65 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -200\n", + "\t\t\t\t\t -65 \t 13001\n", + "GCD(39203, 196) = 1, with coefficients -65 and 13001 such that 1 = (-65)*39203 + (13001)*196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 197 \t 199 \t 0 \t 1 \t 0\n", + "\t\t\t\t\t 0 \t 1\n", + "GCD(39203, 197) = 197, with coefficients 0 and 1 such that 197 = (0)*39203 + (1)*197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 198 \t 197 \t 197 \t 1 \t 0\n", + "1 \t 198 \t 197 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 197 \t 1 \t 197 \t 0 \t 1 \t -197\n", + "\t\t\t\t\t -1 \t 198\n", + "GCD(39203, 198) = 1, with coefficients -1 and 198 such that 1 = (-1)*39203 + (198)*198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 199 \t 197 \t 0 \t 1 \t 0\n", + "\t\t\t\t\t 0 \t 1\n", + "GCD(39203, 199) = 199, with coefficients 0 and 1 such that 199 = (0)*39203 + (1)*199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 200 \t 196 \t 3 \t 1 \t 0\n", + "1 \t 200 \t 3 \t 66 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -196\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -66 \t 12937\n", + "\t\t\t\t\t 67 \t -13133\n", + "GCD(39203, 200) = 1, with coefficients 67 and -13133 such that 1 = (67)*39203 + (-13133)*200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 201 \t 195 \t 8 \t 1 \t 0\n", + "1 \t 201 \t 8 \t 25 \t 1 \t 0 \t 1\n", + "2 \t 8 \t 1 \t 8 \t 0 \t 1 \t -195\n", + "\t\t\t\t\t -25 \t 4876\n", + "GCD(39203, 201) = 1, with coefficients -25 and 4876 such that 1 = (-25)*39203 + (4876)*201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 202 \t 194 \t 15 \t 1 \t 0\n", + "1 \t 202 \t 15 \t 13 \t 7 \t 0 \t 1\n", + "2 \t 15 \t 7 \t 2 \t 1 \t 1 \t -194\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -13 \t 2523\n", + "\t\t\t\t\t 27 \t -5240\n", + "GCD(39203, 202) = 1, with coefficients 27 and -5240 such that 1 = (27)*39203 + (-5240)*202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 203 \t 193 \t 24 \t 1 \t 0\n", + "1 \t 203 \t 24 \t 8 \t 11 \t 0 \t 1\n", + "2 \t 24 \t 11 \t 2 \t 2 \t 1 \t -193\n", + "3 \t 11 \t 2 \t 5 \t 1 \t -8 \t 1545\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 17 \t -3283\n", + "\t\t\t\t\t -93 \t 17960\n", + "GCD(39203, 203) = 1, with coefficients -93 and 17960 such that 1 = (-93)*39203 + (17960)*203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 204 \t 192 \t 35 \t 1 \t 0\n", + "1 \t 204 \t 35 \t 5 \t 29 \t 0 \t 1\n", + "2 \t 35 \t 29 \t 1 \t 6 \t 1 \t -192\n", + "3 \t 29 \t 6 \t 4 \t 5 \t -5 \t 961\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 6 \t -1153\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -29 \t 5573\n", + "\t\t\t\t\t 35 \t -6726\n", + "GCD(39203, 204) = 1, with coefficients 35 and -6726 such that 1 = (35)*39203 + (-6726)*204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 205 \t 191 \t 48 \t 1 \t 0\n", + "1 \t 205 \t 48 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 48 \t 13 \t 3 \t 9 \t 1 \t -191\n", + "3 \t 13 \t 9 \t 1 \t 4 \t -4 \t 765\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 13 \t -2486\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -17 \t 3251\n", + "\t\t\t\t\t 47 \t -8988\n", + "GCD(39203, 205) = 1, with coefficients 47 and -8988 such that 1 = (47)*39203 + (-8988)*205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 206 \t 190 \t 63 \t 1 \t 0\n", + "1 \t 206 \t 63 \t 3 \t 17 \t 0 \t 1\n", + "2 \t 63 \t 17 \t 3 \t 12 \t 1 \t -190\n", + "3 \t 17 \t 12 \t 1 \t 5 \t -3 \t 571\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 10 \t -1903\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -13 \t 2474\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 36 \t -6851\n", + "\t\t\t\t\t -85 \t 16176\n", + "GCD(39203, 206) = 1, with coefficients -85 and 16176 such that 1 = (-85)*39203 + (16176)*206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 207 \t 189 \t 80 \t 1 \t 0\n", + "1 \t 207 \t 80 \t 2 \t 47 \t 0 \t 1\n", + "2 \t 80 \t 47 \t 1 \t 33 \t 1 \t -189\n", + "3 \t 47 \t 33 \t 1 \t 14 \t -2 \t 379\n", + "4 \t 33 \t 14 \t 2 \t 5 \t 3 \t -568\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -5 \t 947\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 13 \t -2462\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -31 \t 5871\n", + "\t\t\t\t\t 44 \t -8333\n", + "GCD(39203, 207) = 1, with coefficients 44 and -8333 such that 1 = (44)*39203 + (-8333)*207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 208 \t 188 \t 99 \t 1 \t 0\n", + "1 \t 208 \t 99 \t 2 \t 10 \t 0 \t 1\n", + "2 \t 99 \t 10 \t 9 \t 9 \t 1 \t -188\n", + "3 \t 10 \t 9 \t 1 \t 1 \t -2 \t 377\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 19 \t -3581\n", + "\t\t\t\t\t -21 \t 3958\n", + "GCD(39203, 208) = 1, with coefficients -21 and 3958 such that 1 = (-21)*39203 + (3958)*208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 209 \t 187 \t 120 \t 1 \t 0\n", + "1 \t 209 \t 120 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 120 \t 89 \t 1 \t 31 \t 1 \t -187\n", + "3 \t 89 \t 31 \t 2 \t 27 \t -1 \t 188\n", + "4 \t 31 \t 27 \t 1 \t 4 \t 2 \t -375\n", + "5 \t 27 \t 4 \t 6 \t 3 \t -5 \t 938\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 7 \t -1313\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -47 \t 8816\n", + "\t\t\t\t\t 54 \t -10129\n", + "GCD(39203, 209) = 1, with coefficients 54 and -10129 such that 1 = (54)*39203 + (-10129)*209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 210 \t 186 \t 143 \t 1 \t 0\n", + "1 \t 210 \t 143 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 143 \t 67 \t 2 \t 9 \t 1 \t -186\n", + "3 \t 67 \t 9 \t 7 \t 4 \t -1 \t 187\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 3 \t -560\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -22 \t 4107\n", + "\t\t\t\t\t 47 \t -8774\n", + "GCD(39203, 210) = 1, with coefficients 47 and -8774 such that 1 = (47)*39203 + (-8774)*210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 211 \t 185 \t 168 \t 1 \t 0\n", + "1 \t 211 \t 168 \t 1 \t 43 \t 0 \t 1\n", + "2 \t 168 \t 43 \t 3 \t 39 \t 1 \t -185\n", + "3 \t 43 \t 39 \t 1 \t 4 \t -1 \t 186\n", + "4 \t 39 \t 4 \t 9 \t 3 \t 4 \t -743\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -5 \t 929\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 49 \t -9104\n", + "\t\t\t\t\t -54 \t 10033\n", + "GCD(39203, 211) = 1, with coefficients -54 and 10033 such that 1 = (-54)*39203 + (10033)*211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 212 \t 184 \t 195 \t 1 \t 0\n", + "1 \t 212 \t 195 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 195 \t 17 \t 11 \t 8 \t 1 \t -184\n", + "3 \t 17 \t 8 \t 2 \t 1 \t -1 \t 185\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 12 \t -2219\n", + "\t\t\t\t\t -25 \t 4623\n", + "GCD(39203, 212) = 1, with coefficients -25 and 4623 such that 1 = (-25)*39203 + (4623)*212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 213 \t 184 \t 11 \t 1 \t 0\n", + "1 \t 213 \t 11 \t 19 \t 4 \t 0 \t 1\n", + "2 \t 11 \t 4 \t 2 \t 3 \t 1 \t -184\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -19 \t 3497\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 39 \t -7178\n", + "\t\t\t\t\t -58 \t 10675\n", + "GCD(39203, 213) = 1, with coefficients -58 and 10675 such that 1 = (-58)*39203 + (10675)*213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 214 \t 183 \t 41 \t 1 \t 0\n", + "1 \t 214 \t 41 \t 5 \t 9 \t 0 \t 1\n", + "2 \t 41 \t 9 \t 4 \t 5 \t 1 \t -183\n", + "3 \t 9 \t 5 \t 1 \t 4 \t -5 \t 916\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 21 \t -3847\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -26 \t 4763\n", + "\t\t\t\t\t 47 \t -8610\n", + "GCD(39203, 214) = 1, with coefficients 47 and -8610 such that 1 = (47)*39203 + (-8610)*214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 215 \t 182 \t 73 \t 1 \t 0\n", + "1 \t 215 \t 73 \t 2 \t 69 \t 0 \t 1\n", + "2 \t 73 \t 69 \t 1 \t 4 \t 1 \t -182\n", + "3 \t 69 \t 4 \t 17 \t 1 \t -2 \t 365\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 3 \t -547\n", + "\t\t\t\t\t -53 \t 9664\n", + "GCD(39203, 215) = 1, with coefficients -53 and 9664 such that 1 = (-53)*39203 + (9664)*215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 216 \t 181 \t 107 \t 1 \t 0\n", + "1 \t 216 \t 107 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 107 \t 2 \t 53 \t 1 \t 1 \t -181\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 363\n", + "\t\t\t\t\t 107 \t -19420\n", + "GCD(39203, 216) = 1, with coefficients 107 and -19420 such that 1 = (107)*39203 + (-19420)*216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 217 \t 180 \t 143 \t 1 \t 0\n", + "1 \t 217 \t 143 \t 1 \t 74 \t 0 \t 1\n", + "2 \t 143 \t 74 \t 1 \t 69 \t 1 \t -180\n", + "3 \t 74 \t 69 \t 1 \t 5 \t -1 \t 181\n", + "4 \t 69 \t 5 \t 13 \t 4 \t 2 \t -361\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -3 \t 542\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 41 \t -7407\n", + "\t\t\t\t\t -44 \t 7949\n", + "GCD(39203, 217) = 1, with coefficients -44 and 7949 such that 1 = (-44)*39203 + (7949)*217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 218 \t 179 \t 181 \t 1 \t 0\n", + "1 \t 218 \t 181 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 181 \t 37 \t 4 \t 33 \t 1 \t -179\n", + "3 \t 37 \t 33 \t 1 \t 4 \t -1 \t 180\n", + "4 \t 33 \t 4 \t 8 \t 1 \t 5 \t -899\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -6 \t 1079\n", + "\t\t\t\t\t 53 \t -9531\n", + "GCD(39203, 218) = 1, with coefficients 53 and -9531 such that 1 = (53)*39203 + (-9531)*218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 219 \t 179 \t 2 \t 1 \t 0\n", + "1 \t 219 \t 2 \t 109 \t 1 \t 0 \t 1\n", + "2 \t 2 \t 1 \t 2 \t 0 \t 1 \t -179\n", + "\t\t\t\t\t -109 \t 19512\n", + "GCD(39203, 219) = 1, with coefficients -109 and 19512 such that 1 = (-109)*39203 + (19512)*219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 220 \t 178 \t 43 \t 1 \t 0\n", + "1 \t 220 \t 43 \t 5 \t 5 \t 0 \t 1\n", + "2 \t 43 \t 5 \t 8 \t 3 \t 1 \t -178\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -5 \t 891\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 41 \t -7306\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -46 \t 8197\n", + "\t\t\t\t\t 87 \t -15503\n", + "GCD(39203, 220) = 1, with coefficients 87 and -15503 such that 1 = (87)*39203 + (-15503)*220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 221 \t 177 \t 86 \t 1 \t 0\n", + "1 \t 221 \t 86 \t 2 \t 49 \t 0 \t 1\n", + "2 \t 86 \t 49 \t 1 \t 37 \t 1 \t -177\n", + "3 \t 49 \t 37 \t 1 \t 12 \t -2 \t 355\n", + "4 \t 37 \t 12 \t 3 \t 1 \t 3 \t -532\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -5 \t 887\n", + "\t\t\t\t\t 18 \t -3193\n", + "GCD(39203, 221) = 1, with coefficients 18 and -3193 such that 1 = (18)*39203 + (-3193)*221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 222 \t 176 \t 131 \t 1 \t 0\n", + "1 \t 222 \t 131 \t 1 \t 91 \t 0 \t 1\n", + "2 \t 131 \t 91 \t 1 \t 40 \t 1 \t -176\n", + "3 \t 91 \t 40 \t 2 \t 11 \t -1 \t 177\n", + "4 \t 40 \t 11 \t 3 \t 7 \t 2 \t -353\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -5 \t 883\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 17 \t -3002\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -22 \t 3885\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 39 \t -6887\n", + "\t\t\t\t\t -61 \t 10772\n", + "GCD(39203, 222) = 1, with coefficients -61 and 10772 such that 1 = (-61)*39203 + (10772)*222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 223 \t 175 \t 178 \t 1 \t 0\n", + "1 \t 223 \t 178 \t 1 \t 45 \t 0 \t 1\n", + "2 \t 178 \t 45 \t 3 \t 43 \t 1 \t -175\n", + "3 \t 45 \t 43 \t 1 \t 2 \t -1 \t 176\n", + "4 \t 43 \t 2 \t 21 \t 1 \t 4 \t -703\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -5 \t 879\n", + "\t\t\t\t\t 109 \t -19162\n", + "GCD(39203, 223) = 1, with coefficients 109 and -19162 such that 1 = (109)*39203 + (-19162)*223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 224 \t 175 \t 3 \t 1 \t 0\n", + "1 \t 224 \t 3 \t 74 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -175\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -74 \t 12951\n", + "\t\t\t\t\t 75 \t -13126\n", + "GCD(39203, 224) = 1, with coefficients 75 and -13126 such that 1 = (75)*39203 + (-13126)*224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 225 \t 174 \t 53 \t 1 \t 0\n", + "1 \t 225 \t 53 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 53 \t 13 \t 4 \t 1 \t 1 \t -174\n", + "3 \t 13 \t 1 \t 13 \t 0 \t -4 \t 697\n", + "\t\t\t\t\t 17 \t -2962\n", + "GCD(39203, 225) = 1, with coefficients 17 and -2962 such that 1 = (17)*39203 + (-2962)*225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 226 \t 173 \t 105 \t 1 \t 0\n", + "1 \t 226 \t 105 \t 2 \t 16 \t 0 \t 1\n", + "2 \t 105 \t 16 \t 6 \t 9 \t 1 \t -173\n", + "3 \t 16 \t 9 \t 1 \t 7 \t -2 \t 347\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 13 \t -2255\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -15 \t 2602\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 28 \t -4857\n", + "\t\t\t\t\t -99 \t 17173\n", + "GCD(39203, 226) = 1, with coefficients -99 and 17173 such that 1 = (-99)*39203 + (17173)*226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 227 \t 172 \t 159 \t 1 \t 0\n", + "1 \t 227 \t 159 \t 1 \t 68 \t 0 \t 1\n", + "2 \t 159 \t 68 \t 2 \t 23 \t 1 \t -172\n", + "3 \t 68 \t 23 \t 2 \t 22 \t -1 \t 173\n", + "4 \t 23 \t 22 \t 1 \t 1 \t 3 \t -518\n", + "5 \t 22 \t 1 \t 22 \t 0 \t -7 \t 1209\n", + "\t\t\t\t\t 10 \t -1727\n", + "GCD(39203, 227) = 1, with coefficients 10 and -1727 such that 1 = (10)*39203 + (-1727)*227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 228 \t 171 \t 215 \t 1 \t 0\n", + "1 \t 228 \t 215 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 215 \t 13 \t 16 \t 7 \t 1 \t -171\n", + "3 \t 13 \t 7 \t 1 \t 6 \t -1 \t 172\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 17 \t -2923\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -18 \t 3095\n", + "\t\t\t\t\t 35 \t -6018\n", + "GCD(39203, 228) = 1, with coefficients 35 and -6018 such that 1 = (35)*39203 + (-6018)*228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 229 \t 171 \t 44 \t 1 \t 0\n", + "1 \t 229 \t 44 \t 5 \t 9 \t 0 \t 1\n", + "2 \t 44 \t 9 \t 4 \t 8 \t 1 \t -171\n", + "3 \t 9 \t 8 \t 1 \t 1 \t -5 \t 856\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 21 \t -3595\n", + "\t\t\t\t\t -26 \t 4451\n", + "GCD(39203, 229) = 1, with coefficients -26 and 4451 such that 1 = (-26)*39203 + (4451)*229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 230 \t 170 \t 103 \t 1 \t 0\n", + "1 \t 230 \t 103 \t 2 \t 24 \t 0 \t 1\n", + "2 \t 103 \t 24 \t 4 \t 7 \t 1 \t -170\n", + "3 \t 24 \t 7 \t 3 \t 3 \t -2 \t 341\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 9 \t -1534\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -29 \t 4943\n", + "\t\t\t\t\t 67 \t -11420\n", + "GCD(39203, 230) = 1, with coefficients 67 and -11420 such that 1 = (67)*39203 + (-11420)*230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 231 \t 169 \t 164 \t 1 \t 0\n", + "1 \t 231 \t 164 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 164 \t 67 \t 2 \t 30 \t 1 \t -169\n", + "3 \t 67 \t 30 \t 2 \t 7 \t -1 \t 170\n", + "4 \t 30 \t 7 \t 4 \t 2 \t 3 \t -509\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -7 \t 1188\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 31 \t -5261\n", + "\t\t\t\t\t -100 \t 16971\n", + "GCD(39203, 231) = 1, with coefficients -100 and 16971 such that 1 = (-100)*39203 + (16971)*231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 232 \t 168 \t 227 \t 1 \t 0\n", + "1 \t 232 \t 227 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 227 \t 5 \t 45 \t 2 \t 1 \t -168\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -1 \t 169\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 46 \t -7773\n", + "\t\t\t\t\t -93 \t 15715\n", + "GCD(39203, 232) = 1, with coefficients -93 and 15715 such that 1 = (-93)*39203 + (15715)*232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 233 \t 168 \t 59 \t 1 \t 0\n", + "1 \t 233 \t 59 \t 3 \t 56 \t 0 \t 1\n", + "2 \t 59 \t 56 \t 1 \t 3 \t 1 \t -168\n", + "3 \t 56 \t 3 \t 18 \t 2 \t -3 \t 505\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 4 \t -673\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -75 \t 12619\n", + "\t\t\t\t\t 79 \t -13292\n", + "GCD(39203, 233) = 1, with coefficients 79 and -13292 such that 1 = (79)*39203 + (-13292)*233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 234 \t 167 \t 125 \t 1 \t 0\n", + "1 \t 234 \t 125 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 125 \t 109 \t 1 \t 16 \t 1 \t -167\n", + "3 \t 109 \t 16 \t 6 \t 13 \t -1 \t 168\n", + "4 \t 16 \t 13 \t 1 \t 3 \t 2 \t -335\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -13 \t 2178\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 15 \t -2513\n", + "\t\t\t\t\t -73 \t 12230\n", + "GCD(39203, 234) = 1, with coefficients -73 and 12230 such that 1 = (-73)*39203 + (12230)*234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 235 \t 166 \t 193 \t 1 \t 0\n", + "1 \t 235 \t 193 \t 1 \t 42 \t 0 \t 1\n", + "2 \t 193 \t 42 \t 4 \t 25 \t 1 \t -166\n", + "3 \t 42 \t 25 \t 1 \t 17 \t -1 \t 167\n", + "4 \t 25 \t 17 \t 1 \t 8 \t 5 \t -834\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -6 \t 1001\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 11 \t -1835\n", + "\t\t\t\t\t -28 \t 4671\n", + "GCD(39203, 235) = 1, with coefficients -28 and 4671 such that 1 = (-28)*39203 + (4671)*235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 236 \t 166 \t 27 \t 1 \t 0\n", + "1 \t 236 \t 27 \t 8 \t 20 \t 0 \t 1\n", + "2 \t 27 \t 20 \t 1 \t 7 \t 1 \t -166\n", + "3 \t 20 \t 7 \t 2 \t 6 \t -8 \t 1329\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 9 \t -1495\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -26 \t 4319\n", + "\t\t\t\t\t 35 \t -5814\n", + "GCD(39203, 236) = 1, with coefficients 35 and -5814 such that 1 = (35)*39203 + (-5814)*236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 237 \t 165 \t 98 \t 1 \t 0\n", + "1 \t 237 \t 98 \t 2 \t 41 \t 0 \t 1\n", + "2 \t 98 \t 41 \t 2 \t 16 \t 1 \t -165\n", + "3 \t 41 \t 16 \t 2 \t 9 \t -2 \t 331\n", + "4 \t 16 \t 9 \t 1 \t 7 \t 5 \t -827\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -12 \t 1985\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 17 \t -2812\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -29 \t 4797\n", + "\t\t\t\t\t 104 \t -17203\n", + "GCD(39203, 237) = 1, with coefficients 104 and -17203 such that 1 = (104)*39203 + (-17203)*237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 238 \t 164 \t 171 \t 1 \t 0\n", + "1 \t 238 \t 171 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 171 \t 67 \t 2 \t 37 \t 1 \t -164\n", + "3 \t 67 \t 37 \t 1 \t 30 \t -1 \t 165\n", + "4 \t 37 \t 30 \t 1 \t 7 \t 3 \t -494\n", + "5 \t 30 \t 7 \t 4 \t 2 \t -4 \t 659\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 7 \t -1153\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -32 \t 5271\n", + "\t\t\t\t\t 103 \t -16966\n", + "GCD(39203, 238) = 1, with coefficients 103 and -16966 such that 1 = (103)*39203 + (-16966)*238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 239 \t 164 \t 7 \t 1 \t 0\n", + "1 \t 239 \t 7 \t 34 \t 1 \t 0 \t 1\n", + "2 \t 7 \t 1 \t 7 \t 0 \t 1 \t -164\n", + "\t\t\t\t\t -34 \t 5577\n", + "GCD(39203, 239) = 1, with coefficients -34 and 5577 such that 1 = (-34)*39203 + (5577)*239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 240 \t 163 \t 83 \t 1 \t 0\n", + "1 \t 240 \t 83 \t 2 \t 74 \t 0 \t 1\n", + "2 \t 83 \t 74 \t 1 \t 9 \t 1 \t -163\n", + "3 \t 74 \t 9 \t 8 \t 2 \t -2 \t 327\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 3 \t -490\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -26 \t 4247\n", + "\t\t\t\t\t 107 \t -17478\n", + "GCD(39203, 240) = 1, with coefficients 107 and -17478 such that 1 = (107)*39203 + (-17478)*240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 241 \t 162 \t 161 \t 1 \t 0\n", + "1 \t 241 \t 161 \t 1 \t 80 \t 0 \t 1\n", + "2 \t 161 \t 80 \t 2 \t 1 \t 1 \t -162\n", + "3 \t 80 \t 1 \t 80 \t 0 \t -1 \t 163\n", + "\t\t\t\t\t 3 \t -488\n", + "GCD(39203, 241) = 1, with coefficients 3 and -488 such that 1 = (3)*39203 + (-488)*241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 242 \t 161 \t 241 \t 1 \t 0\n", + "1 \t 242 \t 241 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 241 \t 1 \t 241 \t 0 \t 1 \t -161\n", + "\t\t\t\t\t -1 \t 162\n", + "GCD(39203, 242) = 1, with coefficients -1 and 162 such that 1 = (-1)*39203 + (162)*242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 243 \t 161 \t 80 \t 1 \t 0\n", + "1 \t 243 \t 80 \t 3 \t 3 \t 0 \t 1\n", + "2 \t 80 \t 3 \t 26 \t 2 \t 1 \t -161\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -3 \t 484\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 79 \t -12745\n", + "\t\t\t\t\t -82 \t 13229\n", + "GCD(39203, 243) = 1, with coefficients -82 and 13229 such that 1 = (-82)*39203 + (13229)*243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 244 \t 160 \t 163 \t 1 \t 0\n", + "1 \t 244 \t 163 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 163 \t 81 \t 2 \t 1 \t 1 \t -160\n", + "3 \t 81 \t 1 \t 81 \t 0 \t -1 \t 161\n", + "\t\t\t\t\t 3 \t -482\n", + "GCD(39203, 244) = 1, with coefficients 3 and -482 such that 1 = (3)*39203 + (-482)*244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 245 \t 160 \t 3 \t 1 \t 0\n", + "1 \t 245 \t 3 \t 81 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -160\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -81 \t 12961\n", + "\t\t\t\t\t 82 \t -13121\n", + "GCD(39203, 245) = 1, with coefficients 82 and -13121 such that 1 = (82)*39203 + (-13121)*245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 246 \t 159 \t 89 \t 1 \t 0\n", + "1 \t 246 \t 89 \t 2 \t 68 \t 0 \t 1\n", + "2 \t 89 \t 68 \t 1 \t 21 \t 1 \t -159\n", + "3 \t 68 \t 21 \t 3 \t 5 \t -2 \t 319\n", + "4 \t 21 \t 5 \t 4 \t 1 \t 3 \t -478\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -11 \t 1753\n", + "\t\t\t\t\t 47 \t -7490\n", + "GCD(39203, 246) = 1, with coefficients 47 and -7490 such that 1 = (47)*39203 + (-7490)*246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 247 \t 158 \t 177 \t 1 \t 0\n", + "1 \t 247 \t 177 \t 1 \t 70 \t 0 \t 1\n", + "2 \t 177 \t 70 \t 2 \t 37 \t 1 \t -158\n", + "3 \t 70 \t 37 \t 1 \t 33 \t -1 \t 159\n", + "4 \t 37 \t 33 \t 1 \t 4 \t 3 \t -476\n", + "5 \t 33 \t 4 \t 8 \t 1 \t -4 \t 635\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 7 \t -1111\n", + "\t\t\t\t\t -60 \t 9523\n", + "GCD(39203, 247) = 1, with coefficients -60 and 9523 such that 1 = (-60)*39203 + (9523)*247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 248 \t 158 \t 19 \t 1 \t 0\n", + "1 \t 248 \t 19 \t 13 \t 1 \t 0 \t 1\n", + "2 \t 19 \t 1 \t 19 \t 0 \t 1 \t -158\n", + "\t\t\t\t\t -13 \t 2055\n", + "GCD(39203, 248) = 1, with coefficients -13 and 2055 such that 1 = (-13)*39203 + (2055)*248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 249 \t 157 \t 110 \t 1 \t 0\n", + "1 \t 249 \t 110 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 110 \t 29 \t 3 \t 23 \t 1 \t -157\n", + "3 \t 29 \t 23 \t 1 \t 6 \t -2 \t 315\n", + "4 \t 23 \t 6 \t 3 \t 5 \t 7 \t -1102\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -9 \t 1417\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 34 \t -5353\n", + "\t\t\t\t\t -43 \t 6770\n", + "GCD(39203, 249) = 1, with coefficients -43 and 6770 such that 1 = (-43)*39203 + (6770)*249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 250 \t 156 \t 203 \t 1 \t 0\n", + "1 \t 250 \t 203 \t 1 \t 47 \t 0 \t 1\n", + "2 \t 203 \t 47 \t 4 \t 15 \t 1 \t -156\n", + "3 \t 47 \t 15 \t 3 \t 2 \t -1 \t 157\n", + "4 \t 15 \t 2 \t 7 \t 1 \t 5 \t -784\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -16 \t 2509\n", + "\t\t\t\t\t 117 \t -18347\n", + "GCD(39203, 250) = 1, with coefficients 117 and -18347 such that 1 = (117)*39203 + (-18347)*250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 251 \t 156 \t 47 \t 1 \t 0\n", + "1 \t 251 \t 47 \t 5 \t 16 \t 0 \t 1\n", + "2 \t 47 \t 16 \t 2 \t 15 \t 1 \t -156\n", + "3 \t 16 \t 15 \t 1 \t 1 \t -5 \t 781\n", + "4 \t 15 \t 1 \t 15 \t 0 \t 11 \t -1718\n", + "\t\t\t\t\t -16 \t 2499\n", + "GCD(39203, 251) = 1, with coefficients -16 and 2499 such that 1 = (-16)*39203 + (2499)*251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 252 \t 155 \t 143 \t 1 \t 0\n", + "1 \t 252 \t 143 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 143 \t 109 \t 1 \t 34 \t 1 \t -155\n", + "3 \t 109 \t 34 \t 3 \t 7 \t -1 \t 156\n", + "4 \t 34 \t 7 \t 4 \t 6 \t 2 \t -311\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -7 \t 1089\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 30 \t -4667\n", + "\t\t\t\t\t -37 \t 5756\n", + "GCD(39203, 252) = 1, with coefficients -37 and 5756 such that 1 = (-37)*39203 + (5756)*252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 253 \t 154 \t 241 \t 1 \t 0\n", + "1 \t 253 \t 241 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 241 \t 12 \t 20 \t 1 \t 1 \t -154\n", + "3 \t 12 \t 1 \t 12 \t 0 \t -1 \t 155\n", + "\t\t\t\t\t 21 \t -3254\n", + "GCD(39203, 253) = 1, with coefficients 21 and -3254 such that 1 = (21)*39203 + (-3254)*253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 254 \t 154 \t 87 \t 1 \t 0\n", + "1 \t 254 \t 87 \t 2 \t 80 \t 0 \t 1\n", + "2 \t 87 \t 80 \t 1 \t 7 \t 1 \t -154\n", + "3 \t 80 \t 7 \t 11 \t 3 \t -2 \t 309\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 3 \t -463\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -35 \t 5402\n", + "\t\t\t\t\t 73 \t -11267\n", + "GCD(39203, 254) = 1, with coefficients 73 and -11267 such that 1 = (73)*39203 + (-11267)*254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 255 \t 153 \t 188 \t 1 \t 0\n", + "1 \t 255 \t 188 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 188 \t 67 \t 2 \t 54 \t 1 \t -153\n", + "3 \t 67 \t 54 \t 1 \t 13 \t -1 \t 154\n", + "4 \t 54 \t 13 \t 4 \t 2 \t 3 \t -461\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -4 \t 615\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -2921\n", + "\t\t\t\t\t -118 \t 18141\n", + "GCD(39203, 255) = 1, with coefficients -118 and 18141 such that 1 = (-118)*39203 + (18141)*255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 256 \t 153 \t 35 \t 1 \t 0\n", + "1 \t 256 \t 35 \t 7 \t 11 \t 0 \t 1\n", + "2 \t 35 \t 11 \t 3 \t 2 \t 1 \t -153\n", + "3 \t 11 \t 2 \t 5 \t 1 \t -7 \t 1072\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 22 \t -3369\n", + "\t\t\t\t\t -117 \t 17917\n", + "GCD(39203, 256) = 1, with coefficients -117 and 17917 such that 1 = (-117)*39203 + (17917)*256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 257 \t 152 \t 139 \t 1 \t 0\n", + "1 \t 257 \t 139 \t 1 \t 118 \t 0 \t 1\n", + "2 \t 139 \t 118 \t 1 \t 21 \t 1 \t -152\n", + "3 \t 118 \t 21 \t 5 \t 13 \t -1 \t 153\n", + "4 \t 21 \t 13 \t 1 \t 8 \t 2 \t -305\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -11 \t 1678\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 13 \t -1983\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -24 \t 3661\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 37 \t -5644\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -61 \t 9305\n", + "\t\t\t\t\t 98 \t -14949\n", + "GCD(39203, 257) = 1, with coefficients 98 and -14949 such that 1 = (98)*39203 + (-14949)*257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 258 \t 151 \t 245 \t 1 \t 0\n", + "1 \t 258 \t 245 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 245 \t 13 \t 18 \t 11 \t 1 \t -151\n", + "3 \t 13 \t 11 \t 1 \t 2 \t -1 \t 152\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 19 \t -2887\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -20 \t 3039\n", + "\t\t\t\t\t 119 \t -18082\n", + "GCD(39203, 258) = 1, with coefficients 119 and -18082 such that 1 = (119)*39203 + (-18082)*258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 259 \t 151 \t 94 \t 1 \t 0\n", + "1 \t 259 \t 94 \t 2 \t 71 \t 0 \t 1\n", + "2 \t 94 \t 71 \t 1 \t 23 \t 1 \t -151\n", + "3 \t 71 \t 23 \t 3 \t 2 \t -2 \t 303\n", + "4 \t 23 \t 2 \t 11 \t 1 \t 3 \t -454\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 1665\n", + "\t\t\t\t\t 124 \t -18769\n", + "GCD(39203, 259) = 1, with coefficients 124 and -18769 such that 1 = (124)*39203 + (-18769)*259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 260 \t 150 \t 203 \t 1 \t 0\n", + "1 \t 260 \t 203 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 203 \t 57 \t 3 \t 32 \t 1 \t -150\n", + "3 \t 57 \t 32 \t 1 \t 25 \t -1 \t 151\n", + "4 \t 32 \t 25 \t 1 \t 7 \t 4 \t -603\n", + "5 \t 25 \t 7 \t 3 \t 4 \t -5 \t 754\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 9 \t -1357\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -32 \t 4825\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 41 \t -6182\n", + "\t\t\t\t\t -73 \t 11007\n", + "GCD(39203, 260) = 1, with coefficients -73 and 11007 such that 1 = (-73)*39203 + (11007)*260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 261 \t 150 \t 53 \t 1 \t 0\n", + "1 \t 261 \t 53 \t 4 \t 49 \t 0 \t 1\n", + "2 \t 53 \t 49 \t 1 \t 4 \t 1 \t -150\n", + "3 \t 49 \t 4 \t 12 \t 1 \t -4 \t 601\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 5 \t -751\n", + "\t\t\t\t\t -64 \t 9613\n", + "GCD(39203, 261) = 1, with coefficients -64 and 9613 such that 1 = (-64)*39203 + (9613)*261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 262 \t 149 \t 165 \t 1 \t 0\n", + "1 \t 262 \t 165 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 165 \t 97 \t 1 \t 68 \t 1 \t -149\n", + "3 \t 97 \t 68 \t 1 \t 29 \t -1 \t 150\n", + "4 \t 68 \t 29 \t 2 \t 10 \t 2 \t -299\n", + "5 \t 29 \t 10 \t 2 \t 9 \t -3 \t 449\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 8 \t -1197\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -19 \t 2843\n", + "\t\t\t\t\t 27 \t -4040\n", + "GCD(39203, 262) = 1, with coefficients 27 and -4040 such that 1 = (27)*39203 + (-4040)*262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 263 \t 149 \t 16 \t 1 \t 0\n", + "1 \t 263 \t 16 \t 16 \t 7 \t 0 \t 1\n", + "2 \t 16 \t 7 \t 2 \t 2 \t 1 \t -149\n", + "3 \t 7 \t 2 \t 3 \t 1 \t -16 \t 2385\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 33 \t -4919\n", + "\t\t\t\t\t -115 \t 17142\n", + "GCD(39203, 263) = 1, with coefficients -115 and 17142 such that 1 = (-115)*39203 + (17142)*263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 264 \t 148 \t 131 \t 1 \t 0\n", + "1 \t 264 \t 131 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 131 \t 2 \t 65 \t 1 \t 1 \t -148\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 297\n", + "\t\t\t\t\t 131 \t -19453\n", + "GCD(39203, 264) = 1, with coefficients 131 and -19453 such that 1 = (131)*39203 + (-19453)*264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 265 \t 147 \t 248 \t 1 \t 0\n", + "1 \t 265 \t 248 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 248 \t 17 \t 14 \t 10 \t 1 \t -147\n", + "3 \t 17 \t 10 \t 1 \t 7 \t -1 \t 148\n", + "4 \t 10 \t 7 \t 1 \t 3 \t 15 \t -2219\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -16 \t 2367\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 31 \t -4586\n", + "\t\t\t\t\t -78 \t 11539\n", + "GCD(39203, 265) = 1, with coefficients -78 and 11539 such that 1 = (-78)*39203 + (11539)*265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 266 \t 147 \t 101 \t 1 \t 0\n", + "1 \t 266 \t 101 \t 2 \t 64 \t 0 \t 1\n", + "2 \t 101 \t 64 \t 1 \t 37 \t 1 \t -147\n", + "3 \t 64 \t 37 \t 1 \t 27 \t -2 \t 295\n", + "4 \t 37 \t 27 \t 1 \t 10 \t 3 \t -442\n", + "5 \t 27 \t 10 \t 2 \t 7 \t -5 \t 737\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 8 \t -1179\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -21 \t 3095\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 29 \t -4274\n", + "\t\t\t\t\t -79 \t 11643\n", + "GCD(39203, 266) = 1, with coefficients -79 and 11643 such that 1 = (-79)*39203 + (11643)*266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 267 \t 146 \t 221 \t 1 \t 0\n", + "1 \t 267 \t 221 \t 1 \t 46 \t 0 \t 1\n", + "2 \t 221 \t 46 \t 4 \t 37 \t 1 \t -146\n", + "3 \t 46 \t 37 \t 1 \t 9 \t -1 \t 147\n", + "4 \t 37 \t 9 \t 4 \t 1 \t 5 \t -734\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -6 \t 881\n", + "\t\t\t\t\t 29 \t -4258\n", + "GCD(39203, 267) = 1, with coefficients 29 and -4258 such that 1 = (29)*39203 + (-4258)*267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 268 \t 146 \t 75 \t 1 \t 0\n", + "1 \t 268 \t 75 \t 3 \t 43 \t 0 \t 1\n", + "2 \t 75 \t 43 \t 1 \t 32 \t 1 \t -146\n", + "3 \t 43 \t 32 \t 1 \t 11 \t -3 \t 439\n", + "4 \t 32 \t 11 \t 2 \t 10 \t 4 \t -585\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -7 \t 1024\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 18 \t -2633\n", + "\t\t\t\t\t -25 \t 3657\n", + "GCD(39203, 268) = 1, with coefficients -25 and 3657 such that 1 = (-25)*39203 + (3657)*268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 269 \t 145 \t 198 \t 1 \t 0\n", + "1 \t 269 \t 198 \t 1 \t 71 \t 0 \t 1\n", + "2 \t 198 \t 71 \t 2 \t 56 \t 1 \t -145\n", + "3 \t 71 \t 56 \t 1 \t 15 \t -1 \t 146\n", + "4 \t 56 \t 15 \t 3 \t 11 \t 3 \t -437\n", + "5 \t 15 \t 11 \t 1 \t 4 \t -4 \t 583\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 15 \t -2186\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -19 \t 2769\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 53 \t -7724\n", + "\t\t\t\t\t -72 \t 10493\n", + "GCD(39203, 269) = 1, with coefficients -72 and 10493 such that 1 = (-72)*39203 + (10493)*269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 270 \t 145 \t 53 \t 1 \t 0\n", + "1 \t 270 \t 53 \t 5 \t 5 \t 0 \t 1\n", + "2 \t 53 \t 5 \t 10 \t 3 \t 1 \t -145\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -5 \t 726\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 51 \t -7405\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -56 \t 8131\n", + "\t\t\t\t\t 107 \t -15536\n", + "GCD(39203, 270) = 1, with coefficients 107 and -15536 such that 1 = (107)*39203 + (-15536)*270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 271 \t 144 \t 179 \t 1 \t 0\n", + "1 \t 271 \t 179 \t 1 \t 92 \t 0 \t 1\n", + "2 \t 179 \t 92 \t 1 \t 87 \t 1 \t -144\n", + "3 \t 92 \t 87 \t 1 \t 5 \t -1 \t 145\n", + "4 \t 87 \t 5 \t 17 \t 2 \t 2 \t -289\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -3 \t 434\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 53 \t -7667\n", + "\t\t\t\t\t -109 \t 15768\n", + "GCD(39203, 271) = 1, with coefficients -109 and 15768 such that 1 = (-109)*39203 + (15768)*271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 272 \t 144 \t 35 \t 1 \t 0\n", + "1 \t 272 \t 35 \t 7 \t 27 \t 0 \t 1\n", + "2 \t 35 \t 27 \t 1 \t 8 \t 1 \t -144\n", + "3 \t 27 \t 8 \t 3 \t 3 \t -7 \t 1009\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 8 \t -1153\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -31 \t 4468\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 70 \t -10089\n", + "\t\t\t\t\t -101 \t 14557\n", + "GCD(39203, 272) = 1, with coefficients -101 and 14557 such that 1 = (-101)*39203 + (14557)*272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 273 \t 143 \t 164 \t 1 \t 0\n", + "1 \t 273 \t 164 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 164 \t 109 \t 1 \t 55 \t 1 \t -143\n", + "3 \t 109 \t 55 \t 1 \t 54 \t -1 \t 144\n", + "4 \t 55 \t 54 \t 1 \t 1 \t 2 \t -287\n", + "5 \t 54 \t 1 \t 54 \t 0 \t -3 \t 431\n", + "\t\t\t\t\t 5 \t -718\n", + "GCD(39203, 273) = 1, with coefficients 5 and -718 such that 1 = (5)*39203 + (-718)*273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 274 \t 143 \t 21 \t 1 \t 0\n", + "1 \t 274 \t 21 \t 13 \t 1 \t 0 \t 1\n", + "2 \t 21 \t 1 \t 21 \t 0 \t 1 \t -143\n", + "\t\t\t\t\t -13 \t 1860\n", + "GCD(39203, 274) = 1, with coefficients -13 and 1860 such that 1 = (-13)*39203 + (1860)*274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 275 \t 142 \t 153 \t 1 \t 0\n", + "1 \t 275 \t 153 \t 1 \t 122 \t 0 \t 1\n", + "2 \t 153 \t 122 \t 1 \t 31 \t 1 \t -142\n", + "3 \t 122 \t 31 \t 3 \t 29 \t -1 \t 143\n", + "4 \t 31 \t 29 \t 1 \t 2 \t 2 \t -285\n", + "5 \t 29 \t 2 \t 14 \t 1 \t -7 \t 998\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 9 \t -1283\n", + "\t\t\t\t\t -133 \t 18960\n", + "GCD(39203, 275) = 1, with coefficients -133 and 18960 such that 1 = (-133)*39203 + (18960)*275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 276 \t 142 \t 11 \t 1 \t 0\n", + "1 \t 276 \t 11 \t 25 \t 1 \t 0 \t 1\n", + "2 \t 11 \t 1 \t 11 \t 0 \t 1 \t -142\n", + "\t\t\t\t\t -25 \t 3551\n", + "GCD(39203, 276) = 1, with coefficients -25 and 3551 such that 1 = (-25)*39203 + (3551)*276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 277 \t 141 \t 146 \t 1 \t 0\n", + "1 \t 277 \t 146 \t 1 \t 131 \t 0 \t 1\n", + "2 \t 146 \t 131 \t 1 \t 15 \t 1 \t -141\n", + "3 \t 131 \t 15 \t 8 \t 11 \t -1 \t 142\n", + "4 \t 15 \t 11 \t 1 \t 4 \t 2 \t -283\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -17 \t 2406\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 19 \t -2689\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -55 \t 7784\n", + "\t\t\t\t\t 74 \t -10473\n", + "GCD(39203, 277) = 1, with coefficients 74 and -10473 such that 1 = (74)*39203 + (-10473)*277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 278 \t 141 \t 5 \t 1 \t 0\n", + "1 \t 278 \t 5 \t 55 \t 3 \t 0 \t 1\n", + "2 \t 5 \t 3 \t 1 \t 2 \t 1 \t -141\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -55 \t 7756\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 56 \t -7897\n", + "\t\t\t\t\t -111 \t 15653\n", + "GCD(39203, 278) = 1, with coefficients -111 and 15653 such that 1 = (-111)*39203 + (15653)*278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 279 \t 140 \t 143 \t 1 \t 0\n", + "1 \t 279 \t 143 \t 1 \t 136 \t 0 \t 1\n", + "2 \t 143 \t 136 \t 1 \t 7 \t 1 \t -140\n", + "3 \t 136 \t 7 \t 19 \t 3 \t -1 \t 141\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 2 \t -281\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -39 \t 5480\n", + "\t\t\t\t\t 80 \t -11241\n", + "GCD(39203, 279) = 1, with coefficients 80 and -11241 such that 1 = (80)*39203 + (-11241)*279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 280 \t 140 \t 3 \t 1 \t 0\n", + "1 \t 280 \t 3 \t 93 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -140\n", + "\t\t\t\t\t -93 \t 13021\n", + "GCD(39203, 280) = 1, with coefficients -93 and 13021 such that 1 = (-93)*39203 + (13021)*280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 281 \t 139 \t 144 \t 1 \t 0\n", + "1 \t 281 \t 144 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 144 \t 137 \t 1 \t 7 \t 1 \t -139\n", + "3 \t 137 \t 7 \t 19 \t 4 \t -1 \t 140\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 2 \t -279\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -39 \t 5441\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 41 \t -5720\n", + "\t\t\t\t\t -80 \t 11161\n", + "GCD(39203, 281) = 1, with coefficients -80 and 11161 such that 1 = (-80)*39203 + (11161)*281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 282 \t 139 \t 5 \t 1 \t 0\n", + "1 \t 282 \t 5 \t 56 \t 2 \t 0 \t 1\n", + "2 \t 5 \t 2 \t 2 \t 1 \t 1 \t -139\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -56 \t 7785\n", + "\t\t\t\t\t 113 \t -15709\n", + "GCD(39203, 282) = 1, with coefficients 113 and -15709 such that 1 = (113)*39203 + (-15709)*282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 283 \t 138 \t 149 \t 1 \t 0\n", + "1 \t 283 \t 149 \t 1 \t 134 \t 0 \t 1\n", + "2 \t 149 \t 134 \t 1 \t 15 \t 1 \t -138\n", + "3 \t 134 \t 15 \t 8 \t 14 \t -1 \t 139\n", + "4 \t 15 \t 14 \t 1 \t 1 \t 2 \t -277\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -17 \t 2355\n", + "\t\t\t\t\t 19 \t -2632\n", + "GCD(39203, 283) = 1, with coefficients 19 and -2632 such that 1 = (19)*39203 + (-2632)*283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 284 \t 138 \t 11 \t 1 \t 0\n", + "1 \t 284 \t 11 \t 25 \t 9 \t 0 \t 1\n", + "2 \t 11 \t 9 \t 1 \t 2 \t 1 \t -138\n", + "3 \t 9 \t 2 \t 4 \t 1 \t -25 \t 3451\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 26 \t -3589\n", + "\t\t\t\t\t -129 \t 17807\n", + "GCD(39203, 284) = 1, with coefficients -129 and 17807 such that 1 = (-129)*39203 + (17807)*284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 285 \t 137 \t 158 \t 1 \t 0\n", + "1 \t 285 \t 158 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 158 \t 127 \t 1 \t 31 \t 1 \t -137\n", + "3 \t 127 \t 31 \t 4 \t 3 \t -1 \t 138\n", + "4 \t 31 \t 3 \t 10 \t 1 \t 2 \t -275\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -9 \t 1238\n", + "\t\t\t\t\t 92 \t -12655\n", + "GCD(39203, 285) = 1, with coefficients 92 and -12655 such that 1 = (92)*39203 + (-12655)*285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 286 \t 137 \t 21 \t 1 \t 0\n", + "1 \t 286 \t 21 \t 13 \t 13 \t 0 \t 1\n", + "2 \t 21 \t 13 \t 1 \t 8 \t 1 \t -137\n", + "3 \t 13 \t 8 \t 1 \t 5 \t -13 \t 1782\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 14 \t -1919\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -27 \t 3701\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 41 \t -5620\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -68 \t 9321\n", + "\t\t\t\t\t 109 \t -14941\n", + "GCD(39203, 286) = 1, with coefficients 109 and -14941 such that 1 = (109)*39203 + (-14941)*286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 287 \t 136 \t 171 \t 1 \t 0\n", + "1 \t 287 \t 171 \t 1 \t 116 \t 0 \t 1\n", + "2 \t 171 \t 116 \t 1 \t 55 \t 1 \t -136\n", + "3 \t 116 \t 55 \t 2 \t 6 \t -1 \t 137\n", + "4 \t 55 \t 6 \t 9 \t 1 \t 2 \t -273\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -5 \t 683\n", + "\t\t\t\t\t 47 \t -6420\n", + "GCD(39203, 287) = 1, with coefficients 47 and -6420 such that 1 = (47)*39203 + (-6420)*287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 288 \t 136 \t 35 \t 1 \t 0\n", + "1 \t 288 \t 35 \t 8 \t 8 \t 0 \t 1\n", + "2 \t 35 \t 8 \t 4 \t 3 \t 1 \t -136\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -8 \t 1089\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 33 \t -4492\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -74 \t 10073\n", + "\t\t\t\t\t 107 \t -14565\n", + "GCD(39203, 288) = 1, with coefficients 107 and -14565 such that 1 = (107)*39203 + (-14565)*288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 289 \t 135 \t 188 \t 1 \t 0\n", + "1 \t 289 \t 188 \t 1 \t 101 \t 0 \t 1\n", + "2 \t 188 \t 101 \t 1 \t 87 \t 1 \t -135\n", + "3 \t 101 \t 87 \t 1 \t 14 \t -1 \t 136\n", + "4 \t 87 \t 14 \t 6 \t 3 \t 2 \t -271\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -3 \t 407\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 20 \t -2713\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -83 \t 11259\n", + "\t\t\t\t\t 103 \t -13972\n", + "GCD(39203, 289) = 1, with coefficients 103 and -13972 such that 1 = (103)*39203 + (-13972)*289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 290 \t 135 \t 53 \t 1 \t 0\n", + "1 \t 290 \t 53 \t 5 \t 25 \t 0 \t 1\n", + "2 \t 53 \t 25 \t 2 \t 3 \t 1 \t -135\n", + "3 \t 25 \t 3 \t 8 \t 1 \t -5 \t 676\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 11 \t -1487\n", + "\t\t\t\t\t -93 \t 12572\n", + "GCD(39203, 290) = 1, with coefficients -93 and 12572 such that 1 = (-93)*39203 + (12572)*290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 291 \t 134 \t 209 \t 1 \t 0\n", + "1 \t 291 \t 209 \t 1 \t 82 \t 0 \t 1\n", + "2 \t 209 \t 82 \t 2 \t 45 \t 1 \t -134\n", + "3 \t 82 \t 45 \t 1 \t 37 \t -1 \t 135\n", + "4 \t 45 \t 37 \t 1 \t 8 \t 3 \t -404\n", + "5 \t 37 \t 8 \t 4 \t 5 \t -4 \t 539\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 7 \t -943\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -32 \t 4311\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 39 \t -5254\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -71 \t 9565\n", + "\t\t\t\t\t 110 \t -14819\n", + "GCD(39203, 291) = 1, with coefficients 110 and -14819 such that 1 = (110)*39203 + (-14819)*291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 292 \t 134 \t 75 \t 1 \t 0\n", + "1 \t 292 \t 75 \t 3 \t 67 \t 0 \t 1\n", + "2 \t 75 \t 67 \t 1 \t 8 \t 1 \t -134\n", + "3 \t 67 \t 8 \t 8 \t 3 \t -3 \t 403\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 4 \t -537\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -35 \t 4699\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 74 \t -9935\n", + "\t\t\t\t\t -109 \t 14634\n", + "GCD(39203, 292) = 1, with coefficients -109 and 14634 such that 1 = (-109)*39203 + (14634)*292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 293 \t 133 \t 234 \t 1 \t 0\n", + "1 \t 293 \t 234 \t 1 \t 59 \t 0 \t 1\n", + "2 \t 234 \t 59 \t 3 \t 57 \t 1 \t -133\n", + "3 \t 59 \t 57 \t 1 \t 2 \t -1 \t 134\n", + "4 \t 57 \t 2 \t 28 \t 1 \t 4 \t -535\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -5 \t 669\n", + "\t\t\t\t\t 144 \t -19267\n", + "GCD(39203, 293) = 1, with coefficients 144 and -19267 such that 1 = (144)*39203 + (-19267)*293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 294 \t 133 \t 101 \t 1 \t 0\n", + "1 \t 294 \t 101 \t 2 \t 92 \t 0 \t 1\n", + "2 \t 101 \t 92 \t 1 \t 9 \t 1 \t -133\n", + "3 \t 92 \t 9 \t 10 \t 2 \t -2 \t 267\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 3 \t -400\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -32 \t 4267\n", + "\t\t\t\t\t 131 \t -17468\n", + "GCD(39203, 294) = 1, with coefficients 131 and -17468 such that 1 = (131)*39203 + (-17468)*294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 295 \t 132 \t 263 \t 1 \t 0\n", + "1 \t 295 \t 263 \t 1 \t 32 \t 0 \t 1\n", + "2 \t 263 \t 32 \t 8 \t 7 \t 1 \t -132\n", + "3 \t 32 \t 7 \t 4 \t 4 \t -1 \t 133\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 9 \t -1196\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -37 \t 4917\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 46 \t -6113\n", + "\t\t\t\t\t -83 \t 11030\n", + "GCD(39203, 295) = 1, with coefficients -83 and 11030 such that 1 = (-83)*39203 + (11030)*295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 296 \t 132 \t 131 \t 1 \t 0\n", + "1 \t 296 \t 131 \t 2 \t 34 \t 0 \t 1\n", + "2 \t 131 \t 34 \t 3 \t 29 \t 1 \t -132\n", + "3 \t 34 \t 29 \t 1 \t 5 \t -2 \t 265\n", + "4 \t 29 \t 5 \t 5 \t 4 \t 7 \t -927\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -9 \t 1192\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 52 \t -6887\n", + "\t\t\t\t\t -61 \t 8079\n", + "GCD(39203, 296) = 1, with coefficients -61 and 8079 such that 1 = (-61)*39203 + (8079)*296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 297 \t 131 \t 296 \t 1 \t 0\n", + "1 \t 297 \t 296 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 296 \t 1 \t 296 \t 0 \t 1 \t -131\n", + "\t\t\t\t\t -1 \t 132\n", + "GCD(39203, 297) = 1, with coefficients -1 and 132 such that 1 = (-1)*39203 + (132)*297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 298 \t 131 \t 165 \t 1 \t 0\n", + "1 \t 298 \t 165 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 165 \t 133 \t 1 \t 32 \t 1 \t -131\n", + "3 \t 133 \t 32 \t 4 \t 5 \t -1 \t 132\n", + "4 \t 32 \t 5 \t 6 \t 2 \t 2 \t -263\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -9 \t 1184\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 56 \t -7367\n", + "\t\t\t\t\t -121 \t 15918\n", + "GCD(39203, 298) = 1, with coefficients -121 and 15918 such that 1 = (-121)*39203 + (15918)*298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 299 \t 131 \t 34 \t 1 \t 0\n", + "1 \t 299 \t 34 \t 8 \t 27 \t 0 \t 1\n", + "2 \t 34 \t 27 \t 1 \t 7 \t 1 \t -131\n", + "3 \t 27 \t 7 \t 3 \t 6 \t -8 \t 1049\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 9 \t -1180\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -35 \t 4589\n", + "\t\t\t\t\t 44 \t -5769\n", + "GCD(39203, 299) = 1, with coefficients 44 and -5769 such that 1 = (44)*39203 + (-5769)*299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 300 \t 130 \t 203 \t 1 \t 0\n", + "1 \t 300 \t 203 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 203 \t 97 \t 2 \t 9 \t 1 \t -130\n", + "3 \t 97 \t 9 \t 10 \t 7 \t -1 \t 131\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 3 \t -392\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -31 \t 4051\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 34 \t -4443\n", + "\t\t\t\t\t -133 \t 17380\n", + "GCD(39203, 300) = 1, with coefficients -133 and 17380 such that 1 = (-133)*39203 + (17380)*300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 301 \t 130 \t 73 \t 1 \t 0\n", + "1 \t 301 \t 73 \t 4 \t 9 \t 0 \t 1\n", + "2 \t 73 \t 9 \t 8 \t 1 \t 1 \t -130\n", + "3 \t 9 \t 1 \t 9 \t 0 \t -4 \t 521\n", + "\t\t\t\t\t 33 \t -4298\n", + "GCD(39203, 301) = 1, with coefficients 33 and -4298 such that 1 = (33)*39203 + (-4298)*301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 302 \t 129 \t 245 \t 1 \t 0\n", + "1 \t 302 \t 245 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 245 \t 57 \t 4 \t 17 \t 1 \t -129\n", + "3 \t 57 \t 17 \t 3 \t 6 \t -1 \t 130\n", + "4 \t 17 \t 6 \t 2 \t 5 \t 5 \t -649\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -16 \t 2077\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 37 \t -4803\n", + "\t\t\t\t\t -53 \t 6880\n", + "GCD(39203, 302) = 1, with coefficients -53 and 6880 such that 1 = (-53)*39203 + (6880)*302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 303 \t 129 \t 116 \t 1 \t 0\n", + "1 \t 303 \t 116 \t 2 \t 71 \t 0 \t 1\n", + "2 \t 116 \t 71 \t 1 \t 45 \t 1 \t -129\n", + "3 \t 71 \t 45 \t 1 \t 26 \t -2 \t 259\n", + "4 \t 45 \t 26 \t 1 \t 19 \t 3 \t -388\n", + "5 \t 26 \t 19 \t 1 \t 7 \t -5 \t 647\n", + "6 \t 19 \t 7 \t 2 \t 5 \t 8 \t -1035\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -13 \t 1682\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 34 \t -4399\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -47 \t 6081\n", + "\t\t\t\t\t 128 \t -16561\n", + "GCD(39203, 303) = 1, with coefficients 128 and -16561 such that 1 = (128)*39203 + (-16561)*303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 304 \t 128 \t 291 \t 1 \t 0\n", + "1 \t 304 \t 291 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 291 \t 13 \t 22 \t 5 \t 1 \t -128\n", + "3 \t 13 \t 5 \t 2 \t 3 \t -1 \t 129\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 23 \t -2966\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -47 \t 6061\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 70 \t -9027\n", + "\t\t\t\t\t -117 \t 15088\n", + "GCD(39203, 304) = 1, with coefficients -117 and 15088 such that 1 = (-117)*39203 + (15088)*304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 305 \t 128 \t 163 \t 1 \t 0\n", + "1 \t 305 \t 163 \t 1 \t 142 \t 0 \t 1\n", + "2 \t 163 \t 142 \t 1 \t 21 \t 1 \t -128\n", + "3 \t 142 \t 21 \t 6 \t 16 \t -1 \t 129\n", + "4 \t 21 \t 16 \t 1 \t 5 \t 2 \t -257\n", + "5 \t 16 \t 5 \t 3 \t 1 \t -13 \t 1671\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 15 \t -1928\n", + "\t\t\t\t\t -58 \t 7455\n", + "GCD(39203, 305) = 1, with coefficients -58 and 7455 such that 1 = (-58)*39203 + (7455)*305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 306 \t 128 \t 35 \t 1 \t 0\n", + "1 \t 306 \t 35 \t 8 \t 26 \t 0 \t 1\n", + "2 \t 35 \t 26 \t 1 \t 9 \t 1 \t -128\n", + "3 \t 26 \t 9 \t 2 \t 8 \t -8 \t 1025\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 9 \t -1153\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -26 \t 3331\n", + "\t\t\t\t\t 35 \t -4484\n", + "GCD(39203, 306) = 1, with coefficients 35 and -4484 such that 1 = (35)*39203 + (-4484)*306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 307 \t 127 \t 214 \t 1 \t 0\n", + "1 \t 307 \t 214 \t 1 \t 93 \t 0 \t 1\n", + "2 \t 214 \t 93 \t 2 \t 28 \t 1 \t -127\n", + "3 \t 93 \t 28 \t 3 \t 9 \t -1 \t 128\n", + "4 \t 28 \t 9 \t 3 \t 1 \t 3 \t -383\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -10 \t 1277\n", + "\t\t\t\t\t 33 \t -4214\n", + "GCD(39203, 307) = 1, with coefficients 33 and -4214 such that 1 = (33)*39203 + (-4214)*307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 308 \t 127 \t 87 \t 1 \t 0\n", + "1 \t 308 \t 87 \t 3 \t 47 \t 0 \t 1\n", + "2 \t 87 \t 47 \t 1 \t 40 \t 1 \t -127\n", + "3 \t 47 \t 40 \t 1 \t 7 \t -3 \t 382\n", + "4 \t 40 \t 7 \t 5 \t 5 \t 4 \t -509\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -7 \t 891\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 39 \t -4964\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -46 \t 5855\n", + "\t\t\t\t\t 131 \t -16674\n", + "GCD(39203, 308) = 1, with coefficients 131 and -16674 such that 1 = (131)*39203 + (-16674)*308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 309 \t 126 \t 269 \t 1 \t 0\n", + "1 \t 309 \t 269 \t 1 \t 40 \t 0 \t 1\n", + "2 \t 269 \t 40 \t 6 \t 29 \t 1 \t -126\n", + "3 \t 40 \t 29 \t 1 \t 11 \t -1 \t 127\n", + "4 \t 29 \t 11 \t 2 \t 7 \t 7 \t -888\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -8 \t 1015\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 23 \t -2918\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -31 \t 3933\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 54 \t -6851\n", + "\t\t\t\t\t -85 \t 10784\n", + "GCD(39203, 309) = 1, with coefficients -85 and 10784 such that 1 = (-85)*39203 + (10784)*309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 310 \t 126 \t 143 \t 1 \t 0\n", + "1 \t 310 \t 143 \t 2 \t 24 \t 0 \t 1\n", + "2 \t 143 \t 24 \t 5 \t 23 \t 1 \t -126\n", + "3 \t 24 \t 23 \t 1 \t 1 \t -2 \t 253\n", + "4 \t 23 \t 1 \t 23 \t 0 \t 11 \t -1391\n", + "\t\t\t\t\t -13 \t 1644\n", + "GCD(39203, 310) = 1, with coefficients -13 and 1644 such that 1 = (-13)*39203 + (1644)*310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 311 \t 126 \t 17 \t 1 \t 0\n", + "1 \t 311 \t 17 \t 18 \t 5 \t 0 \t 1\n", + "2 \t 17 \t 5 \t 3 \t 2 \t 1 \t -126\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -18 \t 2269\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 55 \t -6933\n", + "\t\t\t\t\t -128 \t 16135\n", + "GCD(39203, 311) = 1, with coefficients -128 and 16135 such that 1 = (-128)*39203 + (16135)*311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 312 \t 125 \t 203 \t 1 \t 0\n", + "1 \t 312 \t 203 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 203 \t 109 \t 1 \t 94 \t 1 \t -125\n", + "3 \t 109 \t 94 \t 1 \t 15 \t -1 \t 126\n", + "4 \t 94 \t 15 \t 6 \t 4 \t 2 \t -251\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -3 \t 377\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 20 \t -2513\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -63 \t 7916\n", + "\t\t\t\t\t 83 \t -10429\n", + "GCD(39203, 312) = 1, with coefficients 83 and -10429 such that 1 = (83)*39203 + (-10429)*312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 313 \t 125 \t 78 \t 1 \t 0\n", + "1 \t 313 \t 78 \t 4 \t 1 \t 0 \t 1\n", + "2 \t 78 \t 1 \t 78 \t 0 \t 1 \t -125\n", + "\t\t\t\t\t -4 \t 501\n", + "GCD(39203, 313) = 1, with coefficients -4 and 501 such that 1 = (-4)*39203 + (501)*313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 314 \t 124 \t 267 \t 1 \t 0\n", + "1 \t 314 \t 267 \t 1 \t 47 \t 0 \t 1\n", + "2 \t 267 \t 47 \t 5 \t 32 \t 1 \t -124\n", + "3 \t 47 \t 32 \t 1 \t 15 \t -1 \t 125\n", + "4 \t 32 \t 15 \t 2 \t 2 \t 6 \t -749\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -7 \t 874\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 20 \t -2497\n", + "\t\t\t\t\t -147 \t 18353\n", + "GCD(39203, 314) = 1, with coefficients -147 and 18353 such that 1 = (-147)*39203 + (18353)*314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 315 \t 124 \t 143 \t 1 \t 0\n", + "1 \t 315 \t 143 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 143 \t 29 \t 4 \t 27 \t 1 \t -124\n", + "3 \t 29 \t 27 \t 1 \t 2 \t -2 \t 249\n", + "4 \t 27 \t 2 \t 13 \t 1 \t 9 \t -1120\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 1369\n", + "\t\t\t\t\t 152 \t -18917\n", + "GCD(39203, 315) = 1, with coefficients 152 and -18917 such that 1 = (152)*39203 + (-18917)*315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 316 \t 124 \t 19 \t 1 \t 0\n", + "1 \t 316 \t 19 \t 16 \t 12 \t 0 \t 1\n", + "2 \t 19 \t 12 \t 1 \t 7 \t 1 \t -124\n", + "3 \t 12 \t 7 \t 1 \t 5 \t -16 \t 1985\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 17 \t -2109\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -33 \t 4094\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 50 \t -6203\n", + "\t\t\t\t\t -133 \t 16500\n", + "GCD(39203, 316) = 1, with coefficients -133 and 16500 such that 1 = (-133)*39203 + (16500)*316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 317 \t 123 \t 212 \t 1 \t 0\n", + "1 \t 317 \t 212 \t 1 \t 105 \t 0 \t 1\n", + "2 \t 212 \t 105 \t 2 \t 2 \t 1 \t -123\n", + "3 \t 105 \t 2 \t 52 \t 1 \t -1 \t 124\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 3 \t -371\n", + "\t\t\t\t\t -157 \t 19416\n", + "GCD(39203, 317) = 1, with coefficients -157 and 19416 such that 1 = (-157)*39203 + (19416)*317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 318 \t 123 \t 89 \t 1 \t 0\n", + "1 \t 318 \t 89 \t 3 \t 51 \t 0 \t 1\n", + "2 \t 89 \t 51 \t 1 \t 38 \t 1 \t -123\n", + "3 \t 51 \t 38 \t 1 \t 13 \t -3 \t 370\n", + "4 \t 38 \t 13 \t 2 \t 12 \t 4 \t -493\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -7 \t 863\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 18 \t -2219\n", + "\t\t\t\t\t -25 \t 3082\n", + "GCD(39203, 318) = 1, with coefficients -25 and 3082 such that 1 = (-25)*39203 + (3082)*318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 319 \t 122 \t 285 \t 1 \t 0\n", + "1 \t 319 \t 285 \t 1 \t 34 \t 0 \t 1\n", + "2 \t 285 \t 34 \t 8 \t 13 \t 1 \t -122\n", + "3 \t 34 \t 13 \t 2 \t 8 \t -1 \t 123\n", + "4 \t 13 \t 8 \t 1 \t 5 \t 9 \t -1106\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -19 \t 2335\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 28 \t -3441\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -47 \t 5776\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 75 \t -9217\n", + "\t\t\t\t\t -122 \t 14993\n", + "GCD(39203, 319) = 1, with coefficients -122 and 14993 such that 1 = (-122)*39203 + (14993)*319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 320 \t 122 \t 163 \t 1 \t 0\n", + "1 \t 320 \t 163 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 163 \t 157 \t 1 \t 6 \t 1 \t -122\n", + "3 \t 157 \t 6 \t 26 \t 1 \t -1 \t 123\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 2 \t -245\n", + "\t\t\t\t\t -53 \t 6493\n", + "GCD(39203, 320) = 1, with coefficients -53 and 6493 such that 1 = (-53)*39203 + (6493)*320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 321 \t 122 \t 41 \t 1 \t 0\n", + "1 \t 321 \t 41 \t 7 \t 34 \t 0 \t 1\n", + "2 \t 41 \t 34 \t 1 \t 7 \t 1 \t -122\n", + "3 \t 34 \t 7 \t 4 \t 6 \t -7 \t 855\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 8 \t -977\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -39 \t 4763\n", + "\t\t\t\t\t 47 \t -5740\n", + "GCD(39203, 321) = 1, with coefficients 47 and -5740 such that 1 = (47)*39203 + (-5740)*321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 322 \t 121 \t 241 \t 1 \t 0\n", + "1 \t 322 \t 241 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 241 \t 81 \t 2 \t 79 \t 1 \t -121\n", + "3 \t 81 \t 79 \t 1 \t 2 \t -1 \t 122\n", + "4 \t 79 \t 2 \t 39 \t 1 \t 3 \t -365\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -4 \t 487\n", + "\t\t\t\t\t 159 \t -19358\n", + "GCD(39203, 322) = 1, with coefficients 159 and -19358 such that 1 = (159)*39203 + (-19358)*322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 323 \t 121 \t 120 \t 1 \t 0\n", + "1 \t 323 \t 120 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 120 \t 83 \t 1 \t 37 \t 1 \t -121\n", + "3 \t 83 \t 37 \t 2 \t 9 \t -2 \t 243\n", + "4 \t 37 \t 9 \t 4 \t 1 \t 3 \t -364\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -8 \t 971\n", + "\t\t\t\t\t 35 \t -4248\n", + "GCD(39203, 323) = 1, with coefficients 35 and -4248 such that 1 = (35)*39203 + (-4248)*323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 324 \t 120 \t 323 \t 1 \t 0\n", + "1 \t 324 \t 323 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 323 \t 1 \t 323 \t 0 \t 1 \t -120\n", + "\t\t\t\t\t -1 \t 121\n", + "GCD(39203, 324) = 1, with coefficients -1 and 121 such that 1 = (-1)*39203 + (121)*324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 325 \t 120 \t 203 \t 1 \t 0\n", + "1 \t 325 \t 203 \t 1 \t 122 \t 0 \t 1\n", + "2 \t 203 \t 122 \t 1 \t 81 \t 1 \t -120\n", + "3 \t 122 \t 81 \t 1 \t 41 \t -1 \t 121\n", + "4 \t 81 \t 41 \t 1 \t 40 \t 2 \t -241\n", + "5 \t 41 \t 40 \t 1 \t 1 \t -3 \t 362\n", + "6 \t 40 \t 1 \t 40 \t 0 \t 5 \t -603\n", + "\t\t\t\t\t -8 \t 965\n", + "GCD(39203, 325) = 1, with coefficients -8 and 965 such that 1 = (-8)*39203 + (965)*325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 326 \t 120 \t 83 \t 1 \t 0\n", + "1 \t 326 \t 83 \t 3 \t 77 \t 0 \t 1\n", + "2 \t 83 \t 77 \t 1 \t 6 \t 1 \t -120\n", + "3 \t 77 \t 6 \t 12 \t 5 \t -3 \t 361\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 4 \t -481\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -51 \t 6133\n", + "\t\t\t\t\t 55 \t -6614\n", + "GCD(39203, 326) = 1, with coefficients 55 and -6614 such that 1 = (55)*39203 + (-6614)*326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 327 \t 119 \t 290 \t 1 \t 0\n", + "1 \t 327 \t 290 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 290 \t 37 \t 7 \t 31 \t 1 \t -119\n", + "3 \t 37 \t 31 \t 1 \t 6 \t -1 \t 120\n", + "4 \t 31 \t 6 \t 5 \t 1 \t 8 \t -959\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -9 \t 1079\n", + "\t\t\t\t\t 53 \t -6354\n", + "GCD(39203, 327) = 1, with coefficients 53 and -6354 such that 1 = (53)*39203 + (-6354)*327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 328 \t 119 \t 171 \t 1 \t 0\n", + "1 \t 328 \t 171 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 171 \t 157 \t 1 \t 14 \t 1 \t -119\n", + "3 \t 157 \t 14 \t 11 \t 3 \t -1 \t 120\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 2 \t -239\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -23 \t 2749\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 94 \t -11235\n", + "\t\t\t\t\t -117 \t 13984\n", + "GCD(39203, 328) = 1, with coefficients -117 and 13984 such that 1 = (-117)*39203 + (13984)*328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 329 \t 119 \t 52 \t 1 \t 0\n", + "1 \t 329 \t 52 \t 6 \t 17 \t 0 \t 1\n", + "2 \t 52 \t 17 \t 3 \t 1 \t 1 \t -119\n", + "3 \t 17 \t 1 \t 17 \t 0 \t -6 \t 715\n", + "\t\t\t\t\t 19 \t -2264\n", + "GCD(39203, 329) = 1, with coefficients 19 and -2264 such that 1 = (19)*39203 + (-2264)*329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 330 \t 118 \t 263 \t 1 \t 0\n", + "1 \t 330 \t 263 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 263 \t 67 \t 3 \t 62 \t 1 \t -118\n", + "3 \t 67 \t 62 \t 1 \t 5 \t -1 \t 119\n", + "4 \t 62 \t 5 \t 12 \t 2 \t 4 \t -475\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -5 \t 594\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 64 \t -7603\n", + "\t\t\t\t\t -133 \t 15800\n", + "GCD(39203, 330) = 1, with coefficients -133 and 15800 such that 1 = (-133)*39203 + (15800)*330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 331 \t 118 \t 145 \t 1 \t 0\n", + "1 \t 331 \t 145 \t 2 \t 41 \t 0 \t 1\n", + "2 \t 145 \t 41 \t 3 \t 22 \t 1 \t -118\n", + "3 \t 41 \t 22 \t 1 \t 19 \t -2 \t 237\n", + "4 \t 22 \t 19 \t 1 \t 3 \t 7 \t -829\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -9 \t 1066\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 16 \t -1895\n", + "\t\t\t\t\t -105 \t 12436\n", + "GCD(39203, 331) = 1, with coefficients -105 and 12436 such that 1 = (-105)*39203 + (12436)*331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 332 \t 118 \t 27 \t 1 \t 0\n", + "1 \t 332 \t 27 \t 12 \t 8 \t 0 \t 1\n", + "2 \t 27 \t 8 \t 3 \t 3 \t 1 \t -118\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -12 \t 1417\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 37 \t -4369\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -86 \t 10155\n", + "\t\t\t\t\t 123 \t -14524\n", + "GCD(39203, 332) = 1, with coefficients 123 and -14524 such that 1 = (123)*39203 + (-14524)*332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 333 \t 117 \t 242 \t 1 \t 0\n", + "1 \t 333 \t 242 \t 1 \t 91 \t 0 \t 1\n", + "2 \t 242 \t 91 \t 2 \t 60 \t 1 \t -117\n", + "3 \t 91 \t 60 \t 1 \t 31 \t -1 \t 118\n", + "4 \t 60 \t 31 \t 1 \t 29 \t 3 \t -353\n", + "5 \t 31 \t 29 \t 1 \t 2 \t -4 \t 471\n", + "6 \t 29 \t 2 \t 14 \t 1 \t 7 \t -824\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -11 \t 1295\n", + "\t\t\t\t\t 161 \t -18954\n", + "GCD(39203, 333) = 1, with coefficients 161 and -18954 such that 1 = (161)*39203 + (-18954)*333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 334 \t 117 \t 125 \t 1 \t 0\n", + "1 \t 334 \t 125 \t 2 \t 84 \t 0 \t 1\n", + "2 \t 125 \t 84 \t 1 \t 41 \t 1 \t -117\n", + "3 \t 84 \t 41 \t 2 \t 2 \t -2 \t 235\n", + "4 \t 41 \t 2 \t 20 \t 1 \t 3 \t -352\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -8 \t 939\n", + "\t\t\t\t\t 163 \t -19132\n", + "GCD(39203, 334) = 1, with coefficients 163 and -19132 such that 1 = (163)*39203 + (-19132)*334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 335 \t 117 \t 8 \t 1 \t 0\n", + "1 \t 335 \t 8 \t 41 \t 7 \t 0 \t 1\n", + "2 \t 8 \t 7 \t 1 \t 1 \t 1 \t -117\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -41 \t 4798\n", + "\t\t\t\t\t 42 \t -4915\n", + "GCD(39203, 335) = 1, with coefficients 42 and -4915 such that 1 = (42)*39203 + (-4915)*335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 336 \t 116 \t 227 \t 1 \t 0\n", + "1 \t 336 \t 227 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 227 \t 109 \t 2 \t 9 \t 1 \t -116\n", + "3 \t 109 \t 9 \t 12 \t 1 \t -1 \t 117\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 3 \t -350\n", + "\t\t\t\t\t -37 \t 4317\n", + "GCD(39203, 336) = 1, with coefficients -37 and 4317 such that 1 = (-37)*39203 + (4317)*336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 337 \t 116 \t 111 \t 1 \t 0\n", + "1 \t 337 \t 111 \t 3 \t 4 \t 0 \t 1\n", + "2 \t 111 \t 4 \t 27 \t 3 \t 1 \t -116\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -3 \t 349\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 82 \t -9539\n", + "\t\t\t\t\t -85 \t 9888\n", + "GCD(39203, 337) = 1, with coefficients -85 and 9888 such that 1 = (-85)*39203 + (9888)*337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 338 \t 115 \t 333 \t 1 \t 0\n", + "1 \t 338 \t 333 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 333 \t 5 \t 66 \t 3 \t 1 \t -115\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -1 \t 116\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 67 \t -7771\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -68 \t 7887\n", + "\t\t\t\t\t 135 \t -15658\n", + "GCD(39203, 338) = 1, with coefficients 135 and -15658 such that 1 = (135)*39203 + (-15658)*338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 339 \t 115 \t 218 \t 1 \t 0\n", + "1 \t 339 \t 218 \t 1 \t 121 \t 0 \t 1\n", + "2 \t 218 \t 121 \t 1 \t 97 \t 1 \t -115\n", + "3 \t 121 \t 97 \t 1 \t 24 \t -1 \t 116\n", + "4 \t 97 \t 24 \t 4 \t 1 \t 2 \t -231\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -3 \t 347\n", + "\t\t\t\t\t 14 \t -1619\n", + "GCD(39203, 339) = 1, with coefficients 14 and -1619 such that 1 = (14)*39203 + (-1619)*339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 340 \t 115 \t 103 \t 1 \t 0\n", + "1 \t 340 \t 103 \t 3 \t 31 \t 0 \t 1\n", + "2 \t 103 \t 31 \t 3 \t 10 \t 1 \t -115\n", + "3 \t 31 \t 10 \t 3 \t 1 \t -3 \t 346\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 10 \t -1153\n", + "\t\t\t\t\t -33 \t 3805\n", + "GCD(39203, 340) = 1, with coefficients -33 and 3805 such that 1 = (-33)*39203 + (3805)*340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 341 \t 114 \t 329 \t 1 \t 0\n", + "1 \t 341 \t 329 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 329 \t 12 \t 27 \t 5 \t 1 \t -114\n", + "3 \t 12 \t 5 \t 2 \t 2 \t -1 \t 115\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 28 \t -3219\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -57 \t 6553\n", + "\t\t\t\t\t 142 \t -16325\n", + "GCD(39203, 341) = 1, with coefficients 142 and -16325 such that 1 = (142)*39203 + (-16325)*341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 342 \t 114 \t 215 \t 1 \t 0\n", + "1 \t 342 \t 215 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 215 \t 127 \t 1 \t 88 \t 1 \t -114\n", + "3 \t 127 \t 88 \t 1 \t 39 \t -1 \t 115\n", + "4 \t 88 \t 39 \t 2 \t 10 \t 2 \t -229\n", + "5 \t 39 \t 10 \t 3 \t 9 \t -3 \t 344\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 8 \t -917\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -27 \t 3095\n", + "\t\t\t\t\t 35 \t -4012\n", + "GCD(39203, 342) = 1, with coefficients 35 and -4012 such that 1 = (35)*39203 + (-4012)*342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 343 \t 114 \t 101 \t 1 \t 0\n", + "1 \t 343 \t 101 \t 3 \t 40 \t 0 \t 1\n", + "2 \t 101 \t 40 \t 2 \t 21 \t 1 \t -114\n", + "3 \t 40 \t 21 \t 1 \t 19 \t -3 \t 343\n", + "4 \t 21 \t 19 \t 1 \t 2 \t 7 \t -800\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -10 \t 1143\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 17 \t -1943\n", + "\t\t\t\t\t -163 \t 18630\n", + "GCD(39203, 343) = 1, with coefficients -163 and 18630 such that 1 = (-163)*39203 + (18630)*343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 344 \t 113 \t 331 \t 1 \t 0\n", + "1 \t 344 \t 331 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 331 \t 13 \t 25 \t 6 \t 1 \t -113\n", + "3 \t 13 \t 6 \t 2 \t 1 \t -1 \t 114\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 26 \t -2963\n", + "\t\t\t\t\t -53 \t 6040\n", + "GCD(39203, 344) = 1, with coefficients -53 and 6040 such that 1 = (-53)*39203 + (6040)*344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 345 \t 113 \t 218 \t 1 \t 0\n", + "1 \t 345 \t 218 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 218 \t 127 \t 1 \t 91 \t 1 \t -113\n", + "3 \t 127 \t 91 \t 1 \t 36 \t -1 \t 114\n", + "4 \t 91 \t 36 \t 2 \t 19 \t 2 \t -227\n", + "5 \t 36 \t 19 \t 1 \t 17 \t -3 \t 341\n", + "6 \t 19 \t 17 \t 1 \t 2 \t 8 \t -909\n", + "7 \t 17 \t 2 \t 8 \t 1 \t -11 \t 1250\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 19 \t -2159\n", + "\t\t\t\t\t -163 \t 18522\n", + "GCD(39203, 345) = 1, with coefficients -163 and 18522 such that 1 = (-163)*39203 + (18522)*345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 346 \t 113 \t 105 \t 1 \t 0\n", + "1 \t 346 \t 105 \t 3 \t 31 \t 0 \t 1\n", + "2 \t 105 \t 31 \t 3 \t 12 \t 1 \t -113\n", + "3 \t 31 \t 12 \t 2 \t 7 \t -3 \t 340\n", + "4 \t 12 \t 7 \t 1 \t 5 \t 10 \t -1133\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -23 \t 2606\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 33 \t -3739\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -56 \t 6345\n", + "\t\t\t\t\t 145 \t -16429\n", + "GCD(39203, 346) = 1, with coefficients 145 and -16429 such that 1 = (145)*39203 + (-16429)*346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 347 \t 112 \t 339 \t 1 \t 0\n", + "1 \t 347 \t 339 \t 1 \t 8 \t 0 \t 1\n", + "2 \t 339 \t 8 \t 42 \t 3 \t 1 \t -112\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -1 \t 113\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 43 \t -4858\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -87 \t 9829\n", + "\t\t\t\t\t 130 \t -14687\n", + "GCD(39203, 347) = 1, with coefficients 130 and -14687 such that 1 = (130)*39203 + (-14687)*347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 348 \t 112 \t 227 \t 1 \t 0\n", + "1 \t 348 \t 227 \t 1 \t 121 \t 0 \t 1\n", + "2 \t 227 \t 121 \t 1 \t 106 \t 1 \t -112\n", + "3 \t 121 \t 106 \t 1 \t 15 \t -1 \t 113\n", + "4 \t 106 \t 15 \t 7 \t 1 \t 2 \t -225\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -3 \t 338\n", + "\t\t\t\t\t 23 \t -2591\n", + "GCD(39203, 348) = 1, with coefficients 23 and -2591 such that 1 = (23)*39203 + (-2591)*348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 349 \t 112 \t 115 \t 1 \t 0\n", + "1 \t 349 \t 115 \t 3 \t 4 \t 0 \t 1\n", + "2 \t 115 \t 4 \t 28 \t 3 \t 1 \t -112\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -3 \t 337\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 85 \t -9548\n", + "\t\t\t\t\t -88 \t 9885\n", + "GCD(39203, 349) = 1, with coefficients -88 and 9885 such that 1 = (-88)*39203 + (9885)*349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 350 \t 112 \t 3 \t 1 \t 0\n", + "1 \t 350 \t 3 \t 116 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -112\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -116 \t 12993\n", + "\t\t\t\t\t 117 \t -13105\n", + "GCD(39203, 350) = 1, with coefficients 117 and -13105 such that 1 = (117)*39203 + (-13105)*350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 351 \t 111 \t 242 \t 1 \t 0\n", + "1 \t 351 \t 242 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 242 \t 109 \t 2 \t 24 \t 1 \t -111\n", + "3 \t 109 \t 24 \t 4 \t 13 \t -1 \t 112\n", + "4 \t 24 \t 13 \t 1 \t 11 \t 3 \t -335\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -13 \t 1452\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 16 \t -1787\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -29 \t 3239\n", + "\t\t\t\t\t 161 \t -17982\n", + "GCD(39203, 351) = 1, with coefficients 161 and -17982 such that 1 = (161)*39203 + (-17982)*351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 352 \t 111 \t 131 \t 1 \t 0\n", + "1 \t 352 \t 131 \t 2 \t 90 \t 0 \t 1\n", + "2 \t 131 \t 90 \t 1 \t 41 \t 1 \t -111\n", + "3 \t 90 \t 41 \t 2 \t 8 \t -2 \t 223\n", + "4 \t 41 \t 8 \t 5 \t 1 \t 3 \t -334\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -8 \t 891\n", + "\t\t\t\t\t 43 \t -4789\n", + "GCD(39203, 352) = 1, with coefficients 43 and -4789 such that 1 = (43)*39203 + (-4789)*352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 353 \t 111 \t 20 \t 1 \t 0\n", + "1 \t 353 \t 20 \t 17 \t 13 \t 0 \t 1\n", + "2 \t 20 \t 13 \t 1 \t 7 \t 1 \t -111\n", + "3 \t 13 \t 7 \t 1 \t 6 \t -17 \t 1888\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 18 \t -1999\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -35 \t 3887\n", + "\t\t\t\t\t 53 \t -5886\n", + "GCD(39203, 353) = 1, with coefficients 53 and -5886 such that 1 = (53)*39203 + (-5886)*353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 354 \t 110 \t 263 \t 1 \t 0\n", + "1 \t 354 \t 263 \t 1 \t 91 \t 0 \t 1\n", + "2 \t 263 \t 91 \t 2 \t 81 \t 1 \t -110\n", + "3 \t 91 \t 81 \t 1 \t 10 \t -1 \t 111\n", + "4 \t 81 \t 10 \t 8 \t 1 \t 3 \t -332\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -4 \t 443\n", + "\t\t\t\t\t 35 \t -3876\n", + "GCD(39203, 354) = 1, with coefficients 35 and -3876 such that 1 = (35)*39203 + (-3876)*354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 355 \t 110 \t 153 \t 1 \t 0\n", + "1 \t 355 \t 153 \t 2 \t 49 \t 0 \t 1\n", + "2 \t 153 \t 49 \t 3 \t 6 \t 1 \t -110\n", + "3 \t 49 \t 6 \t 8 \t 1 \t -2 \t 221\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 7 \t -773\n", + "\t\t\t\t\t -58 \t 6405\n", + "GCD(39203, 355) = 1, with coefficients -58 and 6405 such that 1 = (-58)*39203 + (6405)*355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 356 \t 110 \t 43 \t 1 \t 0\n", + "1 \t 356 \t 43 \t 8 \t 12 \t 0 \t 1\n", + "2 \t 43 \t 12 \t 3 \t 7 \t 1 \t -110\n", + "3 \t 12 \t 7 \t 1 \t 5 \t -8 \t 881\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 25 \t -2753\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -33 \t 3634\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 58 \t -6387\n", + "\t\t\t\t\t -149 \t 16408\n", + "GCD(39203, 356) = 1, with coefficients -149 and 16408 such that 1 = (-149)*39203 + (16408)*356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 357 \t 109 \t 290 \t 1 \t 0\n", + "1 \t 357 \t 290 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 290 \t 67 \t 4 \t 22 \t 1 \t -109\n", + "3 \t 67 \t 22 \t 3 \t 1 \t -1 \t 110\n", + "4 \t 22 \t 1 \t 22 \t 0 \t 5 \t -549\n", + "\t\t\t\t\t -16 \t 1757\n", + "GCD(39203, 357) = 1, with coefficients -16 and 1757 such that 1 = (-16)*39203 + (1757)*357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 358 \t 109 \t 181 \t 1 \t 0\n", + "1 \t 358 \t 181 \t 1 \t 177 \t 0 \t 1\n", + "2 \t 181 \t 177 \t 1 \t 4 \t 1 \t -109\n", + "3 \t 177 \t 4 \t 44 \t 1 \t -1 \t 110\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 2 \t -219\n", + "\t\t\t\t\t -89 \t 9746\n", + "GCD(39203, 358) = 1, with coefficients -89 and 9746 such that 1 = (-89)*39203 + (9746)*358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 359 \t 109 \t 72 \t 1 \t 0\n", + "1 \t 359 \t 72 \t 4 \t 71 \t 0 \t 1\n", + "2 \t 72 \t 71 \t 1 \t 1 \t 1 \t -109\n", + "3 \t 71 \t 1 \t 71 \t 0 \t -4 \t 437\n", + "\t\t\t\t\t 5 \t -546\n", + "GCD(39203, 359) = 1, with coefficients 5 and -546 such that 1 = (5)*39203 + (-546)*359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 360 \t 108 \t 323 \t 1 \t 0\n", + "1 \t 360 \t 323 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 323 \t 37 \t 8 \t 27 \t 1 \t -108\n", + "3 \t 37 \t 27 \t 1 \t 10 \t -1 \t 109\n", + "4 \t 27 \t 10 \t 2 \t 7 \t 9 \t -980\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -10 \t 1089\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 29 \t -3158\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -39 \t 4247\n", + "\t\t\t\t\t 107 \t -11652\n", + "GCD(39203, 360) = 1, with coefficients 107 and -11652 such that 1 = (107)*39203 + (-11652)*360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 361 \t 108 \t 215 \t 1 \t 0\n", + "1 \t 361 \t 215 \t 1 \t 146 \t 0 \t 1\n", + "2 \t 215 \t 146 \t 1 \t 69 \t 1 \t -108\n", + "3 \t 146 \t 69 \t 2 \t 8 \t -1 \t 109\n", + "4 \t 69 \t 8 \t 8 \t 5 \t 2 \t -217\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -5 \t 543\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 42 \t -4561\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -47 \t 5104\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 89 \t -9665\n", + "\t\t\t\t\t -136 \t 14769\n", + "GCD(39203, 361) = 1, with coefficients -136 and 14769 such that 1 = (-136)*39203 + (14769)*361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 362 \t 108 \t 107 \t 1 \t 0\n", + "1 \t 362 \t 107 \t 3 \t 41 \t 0 \t 1\n", + "2 \t 107 \t 41 \t 2 \t 25 \t 1 \t -108\n", + "3 \t 41 \t 25 \t 1 \t 16 \t -3 \t 325\n", + "4 \t 25 \t 16 \t 1 \t 9 \t 7 \t -758\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -10 \t 1083\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 17 \t -1841\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -27 \t 2924\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 44 \t -4765\n", + "\t\t\t\t\t -159 \t 17219\n", + "GCD(39203, 362) = 1, with coefficients -159 and 17219 such that 1 = (-159)*39203 + (17219)*362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 363 \t 107 \t 362 \t 1 \t 0\n", + "1 \t 363 \t 362 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 362 \t 1 \t 362 \t 0 \t 1 \t -107\n", + "\t\t\t\t\t -1 \t 108\n", + "GCD(39203, 363) = 1, with coefficients -1 and 108 such that 1 = (-1)*39203 + (108)*363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 364 \t 107 \t 255 \t 1 \t 0\n", + "1 \t 364 \t 255 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 255 \t 109 \t 2 \t 37 \t 1 \t -107\n", + "3 \t 109 \t 37 \t 2 \t 35 \t -1 \t 108\n", + "4 \t 37 \t 35 \t 1 \t 2 \t 3 \t -323\n", + "5 \t 35 \t 2 \t 17 \t 1 \t -7 \t 754\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 10 \t -1077\n", + "\t\t\t\t\t -177 \t 19063\n", + "GCD(39203, 364) = 1, with coefficients -177 and 19063 such that 1 = (-177)*39203 + (19063)*364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 365 \t 107 \t 148 \t 1 \t 0\n", + "1 \t 365 \t 148 \t 2 \t 69 \t 0 \t 1\n", + "2 \t 148 \t 69 \t 2 \t 10 \t 1 \t -107\n", + "3 \t 69 \t 10 \t 6 \t 9 \t -2 \t 215\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 5 \t -537\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -32 \t 3437\n", + "\t\t\t\t\t 37 \t -3974\n", + "GCD(39203, 365) = 1, with coefficients 37 and -3974 such that 1 = (37)*39203 + (-3974)*365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 366 \t 107 \t 41 \t 1 \t 0\n", + "1 \t 366 \t 41 \t 8 \t 38 \t 0 \t 1\n", + "2 \t 41 \t 38 \t 1 \t 3 \t 1 \t -107\n", + "3 \t 38 \t 3 \t 12 \t 2 \t -8 \t 857\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 9 \t -964\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -116 \t 12425\n", + "\t\t\t\t\t 125 \t -13389\n", + "GCD(39203, 366) = 1, with coefficients 125 and -13389 such that 1 = (125)*39203 + (-13389)*366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 367 \t 106 \t 301 \t 1 \t 0\n", + "1 \t 367 \t 301 \t 1 \t 66 \t 0 \t 1\n", + "2 \t 301 \t 66 \t 4 \t 37 \t 1 \t -106\n", + "3 \t 66 \t 37 \t 1 \t 29 \t -1 \t 107\n", + "4 \t 37 \t 29 \t 1 \t 8 \t 5 \t -534\n", + "5 \t 29 \t 8 \t 3 \t 5 \t -6 \t 641\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 11 \t -1175\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -39 \t 4166\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 50 \t -5341\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -89 \t 9507\n", + "\t\t\t\t\t 139 \t -14848\n", + "GCD(39203, 367) = 1, with coefficients 139 and -14848 such that 1 = (139)*39203 + (-14848)*367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 368 \t 106 \t 195 \t 1 \t 0\n", + "1 \t 368 \t 195 \t 1 \t 173 \t 0 \t 1\n", + "2 \t 195 \t 173 \t 1 \t 22 \t 1 \t -106\n", + "3 \t 173 \t 22 \t 7 \t 19 \t -1 \t 107\n", + "4 \t 22 \t 19 \t 1 \t 3 \t 2 \t -213\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -15 \t 1598\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 17 \t -1811\n", + "\t\t\t\t\t -117 \t 12464\n", + "GCD(39203, 368) = 1, with coefficients -117 and 12464 such that 1 = (-117)*39203 + (12464)*368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 369 \t 106 \t 89 \t 1 \t 0\n", + "1 \t 369 \t 89 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 89 \t 13 \t 6 \t 11 \t 1 \t -106\n", + "3 \t 13 \t 11 \t 1 \t 2 \t -4 \t 425\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 25 \t -2656\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -29 \t 3081\n", + "\t\t\t\t\t 170 \t -18061\n", + "GCD(39203, 369) = 1, with coefficients 170 and -18061 such that 1 = (170)*39203 + (-18061)*369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 370 \t 105 \t 353 \t 1 \t 0\n", + "1 \t 370 \t 353 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 353 \t 17 \t 20 \t 13 \t 1 \t -105\n", + "3 \t 17 \t 13 \t 1 \t 4 \t -1 \t 106\n", + "4 \t 13 \t 4 \t 3 \t 1 \t 21 \t -2225\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -22 \t 2331\n", + "\t\t\t\t\t 87 \t -9218\n", + "GCD(39203, 370) = 1, with coefficients 87 and -9218 such that 1 = (87)*39203 + (-9218)*370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 371 \t 105 \t 248 \t 1 \t 0\n", + "1 \t 371 \t 248 \t 1 \t 123 \t 0 \t 1\n", + "2 \t 248 \t 123 \t 2 \t 2 \t 1 \t -105\n", + "3 \t 123 \t 2 \t 61 \t 1 \t -1 \t 106\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 3 \t -317\n", + "\t\t\t\t\t -184 \t 19443\n", + "GCD(39203, 371) = 1, with coefficients -184 and 19443 such that 1 = (-184)*39203 + (19443)*371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 372 \t 105 \t 143 \t 1 \t 0\n", + "1 \t 372 \t 143 \t 2 \t 86 \t 0 \t 1\n", + "2 \t 143 \t 86 \t 1 \t 57 \t 1 \t -105\n", + "3 \t 86 \t 57 \t 1 \t 29 \t -2 \t 211\n", + "4 \t 57 \t 29 \t 1 \t 28 \t 3 \t -316\n", + "5 \t 29 \t 28 \t 1 \t 1 \t -5 \t 527\n", + "6 \t 28 \t 1 \t 28 \t 0 \t 8 \t -843\n", + "\t\t\t\t\t -13 \t 1370\n", + "GCD(39203, 372) = 1, with coefficients -13 and 1370 such that 1 = (-13)*39203 + (1370)*372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 373 \t 105 \t 38 \t 1 \t 0\n", + "1 \t 373 \t 38 \t 9 \t 31 \t 0 \t 1\n", + "2 \t 38 \t 31 \t 1 \t 7 \t 1 \t -105\n", + "3 \t 31 \t 7 \t 4 \t 3 \t -9 \t 946\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 10 \t -1051\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -49 \t 5150\n", + "\t\t\t\t\t 108 \t -11351\n", + "GCD(39203, 373) = 1, with coefficients 108 and -11351 such that 1 = (108)*39203 + (-11351)*373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 374 \t 104 \t 307 \t 1 \t 0\n", + "1 \t 374 \t 307 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 307 \t 67 \t 4 \t 39 \t 1 \t -104\n", + "3 \t 67 \t 39 \t 1 \t 28 \t -1 \t 105\n", + "4 \t 39 \t 28 \t 1 \t 11 \t 5 \t -524\n", + "5 \t 28 \t 11 \t 2 \t 6 \t -6 \t 629\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 11 \t -1153\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -28 \t 2935\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 39 \t -4088\n", + "\t\t\t\t\t -67 \t 7023\n", + "GCD(39203, 374) = 1, with coefficients -67 and 7023 such that 1 = (-67)*39203 + (7023)*374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 375 \t 104 \t 203 \t 1 \t 0\n", + "1 \t 375 \t 203 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 203 \t 172 \t 1 \t 31 \t 1 \t -104\n", + "3 \t 172 \t 31 \t 5 \t 17 \t -1 \t 105\n", + "4 \t 31 \t 17 \t 1 \t 14 \t 2 \t -209\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -11 \t 1150\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 13 \t -1359\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -24 \t 2509\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 109 \t -11395\n", + "\t\t\t\t\t -133 \t 13904\n", + "GCD(39203, 375) = 1, with coefficients -133 and 13904 such that 1 = (-133)*39203 + (13904)*375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 376 \t 104 \t 99 \t 1 \t 0\n", + "1 \t 376 \t 99 \t 3 \t 79 \t 0 \t 1\n", + "2 \t 99 \t 79 \t 1 \t 20 \t 1 \t -104\n", + "3 \t 79 \t 20 \t 3 \t 19 \t -3 \t 313\n", + "4 \t 20 \t 19 \t 1 \t 1 \t 4 \t -417\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -15 \t 1564\n", + "\t\t\t\t\t 19 \t -1981\n", + "GCD(39203, 376) = 1, with coefficients 19 and -1981 such that 1 = (19)*39203 + (-1981)*376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 377 \t 103 \t 372 \t 1 \t 0\n", + "1 \t 377 \t 372 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 372 \t 5 \t 74 \t 2 \t 1 \t -103\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -1 \t 104\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 75 \t -7799\n", + "\t\t\t\t\t -151 \t 15702\n", + "GCD(39203, 377) = 1, with coefficients -151 and 15702 such that 1 = (-151)*39203 + (15702)*377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 378 \t 103 \t 269 \t 1 \t 0\n", + "1 \t 378 \t 269 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 269 \t 109 \t 2 \t 51 \t 1 \t -103\n", + "3 \t 109 \t 51 \t 2 \t 7 \t -1 \t 104\n", + "4 \t 51 \t 7 \t 7 \t 2 \t 3 \t -311\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -7 \t 726\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 52 \t -5393\n", + "\t\t\t\t\t -163 \t 16905\n", + "GCD(39203, 378) = 1, with coefficients -163 and 16905 such that 1 = (-163)*39203 + (16905)*378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 379 \t 103 \t 166 \t 1 \t 0\n", + "1 \t 379 \t 166 \t 2 \t 47 \t 0 \t 1\n", + "2 \t 166 \t 47 \t 3 \t 25 \t 1 \t -103\n", + "3 \t 47 \t 25 \t 1 \t 22 \t -2 \t 207\n", + "4 \t 25 \t 22 \t 1 \t 3 \t 7 \t -724\n", + "5 \t 22 \t 3 \t 7 \t 1 \t -9 \t 931\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 16 \t -1655\n", + "\t\t\t\t\t -121 \t 12516\n", + "GCD(39203, 379) = 1, with coefficients -121 and 12516 such that 1 = (-121)*39203 + (12516)*379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 380 \t 103 \t 63 \t 1 \t 0\n", + "1 \t 380 \t 63 \t 6 \t 2 \t 0 \t 1\n", + "2 \t 63 \t 2 \t 31 \t 1 \t 1 \t -103\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -6 \t 619\n", + "\t\t\t\t\t 187 \t -19292\n", + "GCD(39203, 380) = 1, with coefficients 187 and -19292 such that 1 = (187)*39203 + (-19292)*380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 381 \t 102 \t 341 \t 1 \t 0\n", + "1 \t 381 \t 341 \t 1 \t 40 \t 0 \t 1\n", + "2 \t 341 \t 40 \t 8 \t 21 \t 1 \t -102\n", + "3 \t 40 \t 21 \t 1 \t 19 \t -1 \t 103\n", + "4 \t 21 \t 19 \t 1 \t 2 \t 9 \t -926\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -10 \t 1029\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -1955\n", + "\t\t\t\t\t -181 \t 18624\n", + "GCD(39203, 381) = 1, with coefficients -181 and 18624 such that 1 = (-181)*39203 + (18624)*381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 382 \t 102 \t 239 \t 1 \t 0\n", + "1 \t 382 \t 239 \t 1 \t 143 \t 0 \t 1\n", + "2 \t 239 \t 143 \t 1 \t 96 \t 1 \t -102\n", + "3 \t 143 \t 96 \t 1 \t 47 \t -1 \t 103\n", + "4 \t 96 \t 47 \t 2 \t 2 \t 2 \t -205\n", + "5 \t 47 \t 2 \t 23 \t 1 \t -3 \t 308\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 8 \t -821\n", + "\t\t\t\t\t -187 \t 19191\n", + "GCD(39203, 382) = 1, with coefficients -187 and 19191 such that 1 = (-187)*39203 + (19191)*382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 383 \t 102 \t 137 \t 1 \t 0\n", + "1 \t 383 \t 137 \t 2 \t 109 \t 0 \t 1\n", + "2 \t 137 \t 109 \t 1 \t 28 \t 1 \t -102\n", + "3 \t 109 \t 28 \t 3 \t 25 \t -2 \t 205\n", + "4 \t 28 \t 25 \t 1 \t 3 \t 3 \t -307\n", + "5 \t 25 \t 3 \t 8 \t 1 \t -11 \t 1126\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 14 \t -1433\n", + "\t\t\t\t\t -123 \t 12590\n", + "GCD(39203, 383) = 1, with coefficients -123 and 12590 such that 1 = (-123)*39203 + (12590)*383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 384 \t 102 \t 35 \t 1 \t 0\n", + "1 \t 384 \t 35 \t 10 \t 34 \t 0 \t 1\n", + "2 \t 35 \t 34 \t 1 \t 1 \t 1 \t -102\n", + "3 \t 34 \t 1 \t 34 \t 0 \t -10 \t 1021\n", + "\t\t\t\t\t 11 \t -1123\n", + "GCD(39203, 384) = 1, with coefficients 11 and -1123 such that 1 = (11)*39203 + (-1123)*384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 385 \t 101 \t 318 \t 1 \t 0\n", + "1 \t 385 \t 318 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 318 \t 67 \t 4 \t 50 \t 1 \t -101\n", + "3 \t 67 \t 50 \t 1 \t 17 \t -1 \t 102\n", + "4 \t 50 \t 17 \t 2 \t 16 \t 5 \t -509\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -6 \t 611\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 17 \t -1731\n", + "\t\t\t\t\t -23 \t 2342\n", + "GCD(39203, 385) = 1, with coefficients -23 and 2342 such that 1 = (-23)*39203 + (2342)*385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 386 \t 101 \t 217 \t 1 \t 0\n", + "1 \t 386 \t 217 \t 1 \t 169 \t 0 \t 1\n", + "2 \t 217 \t 169 \t 1 \t 48 \t 1 \t -101\n", + "3 \t 169 \t 48 \t 3 \t 25 \t -1 \t 102\n", + "4 \t 48 \t 25 \t 1 \t 23 \t 2 \t -203\n", + "5 \t 25 \t 23 \t 1 \t 2 \t -7 \t 711\n", + "6 \t 23 \t 2 \t 11 \t 1 \t 9 \t -914\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -16 \t 1625\n", + "\t\t\t\t\t 185 \t -18789\n", + "GCD(39203, 386) = 1, with coefficients 185 and -18789 such that 1 = (185)*39203 + (-18789)*386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 387 \t 101 \t 116 \t 1 \t 0\n", + "1 \t 387 \t 116 \t 3 \t 39 \t 0 \t 1\n", + "2 \t 116 \t 39 \t 2 \t 38 \t 1 \t -101\n", + "3 \t 39 \t 38 \t 1 \t 1 \t -3 \t 304\n", + "4 \t 38 \t 1 \t 38 \t 0 \t 7 \t -709\n", + "\t\t\t\t\t -10 \t 1013\n", + "GCD(39203, 387) = 1, with coefficients -10 and 1013 such that 1 = (-10)*39203 + (1013)*387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 388 \t 101 \t 15 \t 1 \t 0\n", + "1 \t 388 \t 15 \t 25 \t 13 \t 0 \t 1\n", + "2 \t 15 \t 13 \t 1 \t 2 \t 1 \t -101\n", + "3 \t 13 \t 2 \t 6 \t 1 \t -25 \t 2526\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 26 \t -2627\n", + "\t\t\t\t\t -181 \t 18288\n", + "GCD(39203, 388) = 1, with coefficients -181 and 18288 such that 1 = (-181)*39203 + (18288)*388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 389 \t 100 \t 303 \t 1 \t 0\n", + "1 \t 389 \t 303 \t 1 \t 86 \t 0 \t 1\n", + "2 \t 303 \t 86 \t 3 \t 45 \t 1 \t -100\n", + "3 \t 86 \t 45 \t 1 \t 41 \t -1 \t 101\n", + "4 \t 45 \t 41 \t 1 \t 4 \t 4 \t -403\n", + "5 \t 41 \t 4 \t 10 \t 1 \t -5 \t 504\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 9 \t -907\n", + "\t\t\t\t\t -95 \t 9574\n", + "GCD(39203, 389) = 1, with coefficients -95 and 9574 such that 1 = (-95)*39203 + (9574)*389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 390 \t 100 \t 203 \t 1 \t 0\n", + "1 \t 390 \t 203 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 203 \t 187 \t 1 \t 16 \t 1 \t -100\n", + "3 \t 187 \t 16 \t 11 \t 11 \t -1 \t 101\n", + "4 \t 16 \t 11 \t 1 \t 5 \t 2 \t -201\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -23 \t 2312\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 25 \t -2513\n", + "\t\t\t\t\t -73 \t 7338\n", + "GCD(39203, 390) = 1, with coefficients -73 and 7338 such that 1 = (-73)*39203 + (7338)*390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 391 \t 100 \t 103 \t 1 \t 0\n", + "1 \t 391 \t 103 \t 3 \t 82 \t 0 \t 1\n", + "2 \t 103 \t 82 \t 1 \t 21 \t 1 \t -100\n", + "3 \t 82 \t 21 \t 3 \t 19 \t -3 \t 301\n", + "4 \t 21 \t 19 \t 1 \t 2 \t 4 \t -401\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -15 \t 1504\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -1905\n", + "\t\t\t\t\t -186 \t 18649\n", + "GCD(39203, 391) = 1, with coefficients -186 and 18649 such that 1 = (-186)*39203 + (18649)*391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 392 \t 100 \t 3 \t 1 \t 0\n", + "1 \t 392 \t 3 \t 130 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -100\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -130 \t 13001\n", + "\t\t\t\t\t 131 \t -13101\n", + "GCD(39203, 392) = 1, with coefficients 131 and -13101 such that 1 = (131)*39203 + (-13101)*392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 393 \t 99 \t 296 \t 1 \t 0\n", + "1 \t 393 \t 296 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 296 \t 97 \t 3 \t 5 \t 1 \t -99\n", + "3 \t 97 \t 5 \t 19 \t 2 \t -1 \t 100\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 4 \t -399\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -77 \t 7681\n", + "\t\t\t\t\t 158 \t -15761\n", + "GCD(39203, 393) = 1, with coefficients 158 and -15761 such that 1 = (158)*39203 + (-15761)*393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 394 \t 99 \t 197 \t 1 \t 0\n", + "1 \t 394 \t 197 \t 2 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -99\n", + "GCD(39203, 394) = 197, with coefficients 1 and -99 such that 197 = (1)*39203 + (-99)*394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 395 \t 99 \t 98 \t 1 \t 0\n", + "1 \t 395 \t 98 \t 4 \t 3 \t 0 \t 1\n", + "2 \t 98 \t 3 \t 32 \t 2 \t 1 \t -99\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -4 \t 397\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 129 \t -12803\n", + "\t\t\t\t\t -133 \t 13200\n", + "GCD(39203, 395) = 1, with coefficients -133 and 13200 such that 1 = (-133)*39203 + (13200)*395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 396 \t 98 \t 395 \t 1 \t 0\n", + "1 \t 396 \t 395 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 395 \t 1 \t 395 \t 0 \t 1 \t -98\n", + "\t\t\t\t\t -1 \t 99\n", + "GCD(39203, 396) = 1, with coefficients -1 and 99 such that 1 = (-1)*39203 + (99)*396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 397 \t 98 \t 297 \t 1 \t 0\n", + "1 \t 397 \t 297 \t 1 \t 100 \t 0 \t 1\n", + "2 \t 297 \t 100 \t 2 \t 97 \t 1 \t -98\n", + "3 \t 100 \t 97 \t 1 \t 3 \t -1 \t 99\n", + "4 \t 97 \t 3 \t 32 \t 1 \t 3 \t -296\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -4 \t 395\n", + "\t\t\t\t\t 131 \t -12936\n", + "GCD(39203, 397) = 1, with coefficients 131 and -12936 such that 1 = (131)*39203 + (-12936)*397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 398 \t 98 \t 199 \t 1 \t 0\n", + "1 \t 398 \t 199 \t 2 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -98\n", + "GCD(39203, 398) = 199, with coefficients 1 and -98 such that 199 = (1)*39203 + (-98)*398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 399 \t 98 \t 101 \t 1 \t 0\n", + "1 \t 399 \t 101 \t 3 \t 96 \t 0 \t 1\n", + "2 \t 101 \t 96 \t 1 \t 5 \t 1 \t -98\n", + "3 \t 96 \t 5 \t 19 \t 1 \t -3 \t 295\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 4 \t -393\n", + "\t\t\t\t\t -79 \t 7762\n", + "GCD(39203, 399) = 1, with coefficients -79 and 7762 such that 1 = (-79)*39203 + (7762)*399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 400 \t 98 \t 3 \t 1 \t 0\n", + "1 \t 400 \t 3 \t 133 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -98\n", + "\t\t\t\t\t -133 \t 13035\n", + "GCD(39203, 400) = 1, with coefficients -133 and 13035 such that 1 = (-133)*39203 + (13035)*400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 401 \t 97 \t 306 \t 1 \t 0\n", + "1 \t 401 \t 306 \t 1 \t 95 \t 0 \t 1\n", + "2 \t 306 \t 95 \t 3 \t 21 \t 1 \t -97\n", + "3 \t 95 \t 21 \t 4 \t 11 \t -1 \t 98\n", + "4 \t 21 \t 11 \t 1 \t 10 \t 4 \t -391\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -17 \t 1662\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 21 \t -2053\n", + "\t\t\t\t\t -38 \t 3715\n", + "GCD(39203, 401) = 1, with coefficients -38 and 3715 such that 1 = (-38)*39203 + (3715)*401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 402 \t 97 \t 209 \t 1 \t 0\n", + "1 \t 402 \t 209 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 209 \t 193 \t 1 \t 16 \t 1 \t -97\n", + "3 \t 193 \t 16 \t 12 \t 1 \t -1 \t 98\n", + "4 \t 16 \t 1 \t 16 \t 0 \t 2 \t -195\n", + "\t\t\t\t\t -25 \t 2438\n", + "GCD(39203, 402) = 1, with coefficients -25 and 2438 such that 1 = (-25)*39203 + (2438)*402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 403 \t 97 \t 112 \t 1 \t 0\n", + "1 \t 403 \t 112 \t 3 \t 67 \t 0 \t 1\n", + "2 \t 112 \t 67 \t 1 \t 45 \t 1 \t -97\n", + "3 \t 67 \t 45 \t 1 \t 22 \t -3 \t 292\n", + "4 \t 45 \t 22 \t 2 \t 1 \t 4 \t -389\n", + "5 \t 22 \t 1 \t 22 \t 0 \t -7 \t 681\n", + "\t\t\t\t\t 18 \t -1751\n", + "GCD(39203, 403) = 1, with coefficients 18 and -1751 such that 1 = (18)*39203 + (-1751)*403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 404 \t 97 \t 15 \t 1 \t 0\n", + "1 \t 404 \t 15 \t 26 \t 14 \t 0 \t 1\n", + "2 \t 15 \t 14 \t 1 \t 1 \t 1 \t -97\n", + "3 \t 14 \t 1 \t 14 \t 0 \t -26 \t 2523\n", + "\t\t\t\t\t 27 \t -2620\n", + "GCD(39203, 404) = 1, with coefficients 27 and -2620 such that 1 = (27)*39203 + (-2620)*404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 405 \t 96 \t 323 \t 1 \t 0\n", + "1 \t 405 \t 323 \t 1 \t 82 \t 0 \t 1\n", + "2 \t 323 \t 82 \t 3 \t 77 \t 1 \t -96\n", + "3 \t 82 \t 77 \t 1 \t 5 \t -1 \t 97\n", + "4 \t 77 \t 5 \t 15 \t 2 \t 4 \t -387\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -5 \t 484\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 79 \t -7647\n", + "\t\t\t\t\t -163 \t 15778\n", + "GCD(39203, 405) = 1, with coefficients -163 and 15778 such that 1 = (-163)*39203 + (15778)*405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 406 \t 96 \t 227 \t 1 \t 0\n", + "1 \t 406 \t 227 \t 1 \t 179 \t 0 \t 1\n", + "2 \t 227 \t 179 \t 1 \t 48 \t 1 \t -96\n", + "3 \t 179 \t 48 \t 3 \t 35 \t -1 \t 97\n", + "4 \t 48 \t 35 \t 1 \t 13 \t 2 \t -193\n", + "5 \t 35 \t 13 \t 2 \t 9 \t -7 \t 676\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 9 \t -869\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -25 \t 2414\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 34 \t -3283\n", + "\t\t\t\t\t -93 \t 8980\n", + "GCD(39203, 406) = 1, with coefficients -93 and 8980 such that 1 = (-93)*39203 + (8980)*406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 407 \t 96 \t 131 \t 1 \t 0\n", + "1 \t 407 \t 131 \t 3 \t 14 \t 0 \t 1\n", + "2 \t 131 \t 14 \t 9 \t 5 \t 1 \t -96\n", + "3 \t 14 \t 5 \t 2 \t 4 \t -3 \t 289\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 28 \t -2697\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -59 \t 5683\n", + "\t\t\t\t\t 87 \t -8380\n", + "GCD(39203, 407) = 1, with coefficients 87 and -8380 such that 1 = (87)*39203 + (-8380)*407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 408 \t 96 \t 35 \t 1 \t 0\n", + "1 \t 408 \t 35 \t 11 \t 23 \t 0 \t 1\n", + "2 \t 35 \t 23 \t 1 \t 12 \t 1 \t -96\n", + "3 \t 23 \t 12 \t 1 \t 11 \t -11 \t 1057\n", + "4 \t 12 \t 11 \t 1 \t 1 \t 12 \t -1153\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -23 \t 2210\n", + "\t\t\t\t\t 35 \t -3363\n", + "GCD(39203, 408) = 1, with coefficients 35 and -3363 such that 1 = (35)*39203 + (-3363)*408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 409 \t 95 \t 348 \t 1 \t 0\n", + "1 \t 409 \t 348 \t 1 \t 61 \t 0 \t 1\n", + "2 \t 348 \t 61 \t 5 \t 43 \t 1 \t -95\n", + "3 \t 61 \t 43 \t 1 \t 18 \t -1 \t 96\n", + "4 \t 43 \t 18 \t 2 \t 7 \t 6 \t -575\n", + "5 \t 18 \t 7 \t 2 \t 4 \t -7 \t 671\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 20 \t -1917\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -47 \t 4505\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 67 \t -6422\n", + "\t\t\t\t\t -114 \t 10927\n", + "GCD(39203, 409) = 1, with coefficients -114 and 10927 such that 1 = (-114)*39203 + (10927)*409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 410 \t 95 \t 253 \t 1 \t 0\n", + "1 \t 410 \t 253 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 253 \t 157 \t 1 \t 96 \t 1 \t -95\n", + "3 \t 157 \t 96 \t 1 \t 61 \t -1 \t 96\n", + "4 \t 96 \t 61 \t 1 \t 35 \t 2 \t -191\n", + "5 \t 61 \t 35 \t 1 \t 26 \t -3 \t 287\n", + "6 \t 35 \t 26 \t 1 \t 9 \t 5 \t -478\n", + "7 \t 26 \t 9 \t 2 \t 8 \t -8 \t 765\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 13 \t -1243\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -34 \t 3251\n", + "\t\t\t\t\t 47 \t -4494\n", + "GCD(39203, 410) = 1, with coefficients 47 and -4494 such that 1 = (47)*39203 + (-4494)*410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 411 \t 95 \t 158 \t 1 \t 0\n", + "1 \t 411 \t 158 \t 2 \t 95 \t 0 \t 1\n", + "2 \t 158 \t 95 \t 1 \t 63 \t 1 \t -95\n", + "3 \t 95 \t 63 \t 1 \t 32 \t -2 \t 191\n", + "4 \t 63 \t 32 \t 1 \t 31 \t 3 \t -286\n", + "5 \t 32 \t 31 \t 1 \t 1 \t -5 \t 477\n", + "6 \t 31 \t 1 \t 31 \t 0 \t 8 \t -763\n", + "\t\t\t\t\t -13 \t 1240\n", + "GCD(39203, 411) = 1, with coefficients -13 and 1240 such that 1 = (-13)*39203 + (1240)*411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 412 \t 95 \t 63 \t 1 \t 0\n", + "1 \t 412 \t 63 \t 6 \t 34 \t 0 \t 1\n", + "2 \t 63 \t 34 \t 1 \t 29 \t 1 \t -95\n", + "3 \t 34 \t 29 \t 1 \t 5 \t -6 \t 571\n", + "4 \t 29 \t 5 \t 5 \t 4 \t 7 \t -666\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -13 \t 1237\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 72 \t -6851\n", + "\t\t\t\t\t -85 \t 8088\n", + "GCD(39203, 412) = 1, with coefficients -85 and 8088 such that 1 = (-85)*39203 + (8088)*412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 413 \t 94 \t 381 \t 1 \t 0\n", + "1 \t 413 \t 381 \t 1 \t 32 \t 0 \t 1\n", + "2 \t 381 \t 32 \t 11 \t 29 \t 1 \t -94\n", + "3 \t 32 \t 29 \t 1 \t 3 \t -1 \t 95\n", + "4 \t 29 \t 3 \t 9 \t 2 \t 12 \t -1139\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -13 \t 1234\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 129 \t -12245\n", + "\t\t\t\t\t -142 \t 13479\n", + "GCD(39203, 413) = 1, with coefficients -142 and 13479 such that 1 = (-142)*39203 + (13479)*413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 414 \t 94 \t 287 \t 1 \t 0\n", + "1 \t 414 \t 287 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 287 \t 127 \t 2 \t 33 \t 1 \t -94\n", + "3 \t 127 \t 33 \t 3 \t 28 \t -1 \t 95\n", + "4 \t 33 \t 28 \t 1 \t 5 \t 3 \t -284\n", + "5 \t 28 \t 5 \t 5 \t 3 \t -10 \t 947\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 13 \t -1231\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -75 \t 7102\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 88 \t -8333\n", + "\t\t\t\t\t -163 \t 15435\n", + "GCD(39203, 414) = 1, with coefficients -163 and 15435 such that 1 = (-163)*39203 + (15435)*414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 415 \t 94 \t 193 \t 1 \t 0\n", + "1 \t 415 \t 193 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 193 \t 29 \t 6 \t 19 \t 1 \t -94\n", + "3 \t 29 \t 19 \t 1 \t 10 \t -2 \t 189\n", + "4 \t 19 \t 10 \t 1 \t 9 \t 13 \t -1228\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -15 \t 1417\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 28 \t -2645\n", + "\t\t\t\t\t -43 \t 4062\n", + "GCD(39203, 415) = 1, with coefficients -43 and 4062 such that 1 = (-43)*39203 + (4062)*415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 416 \t 94 \t 99 \t 1 \t 0\n", + "1 \t 416 \t 99 \t 4 \t 20 \t 0 \t 1\n", + "2 \t 99 \t 20 \t 4 \t 19 \t 1 \t -94\n", + "3 \t 20 \t 19 \t 1 \t 1 \t -4 \t 377\n", + "4 \t 19 \t 1 \t 19 \t 0 \t 17 \t -1602\n", + "\t\t\t\t\t -21 \t 1979\n", + "GCD(39203, 416) = 1, with coefficients -21 and 1979 such that 1 = (-21)*39203 + (1979)*416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 417 \t 94 \t 5 \t 1 \t 0\n", + "1 \t 417 \t 5 \t 83 \t 2 \t 0 \t 1\n", + "2 \t 5 \t 2 \t 2 \t 1 \t 1 \t -94\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -83 \t 7803\n", + "\t\t\t\t\t 167 \t -15700\n", + "GCD(39203, 417) = 1, with coefficients 167 and -15700 such that 1 = (167)*39203 + (-15700)*417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 418 \t 93 \t 329 \t 1 \t 0\n", + "1 \t 418 \t 329 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 329 \t 89 \t 3 \t 62 \t 1 \t -93\n", + "3 \t 89 \t 62 \t 1 \t 27 \t -1 \t 94\n", + "4 \t 62 \t 27 \t 2 \t 8 \t 4 \t -375\n", + "5 \t 27 \t 8 \t 3 \t 3 \t -5 \t 469\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 14 \t -1313\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -47 \t 4408\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 108 \t -10129\n", + "\t\t\t\t\t -155 \t 14537\n", + "GCD(39203, 418) = 1, with coefficients -155 and 14537 such that 1 = (-155)*39203 + (14537)*418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 419 \t 93 \t 236 \t 1 \t 0\n", + "1 \t 419 \t 236 \t 1 \t 183 \t 0 \t 1\n", + "2 \t 236 \t 183 \t 1 \t 53 \t 1 \t -93\n", + "3 \t 183 \t 53 \t 3 \t 24 \t -1 \t 94\n", + "4 \t 53 \t 24 \t 2 \t 5 \t 2 \t -187\n", + "5 \t 24 \t 5 \t 4 \t 4 \t -7 \t 655\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 16 \t -1497\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -71 \t 6643\n", + "\t\t\t\t\t 87 \t -8140\n", + "GCD(39203, 419) = 1, with coefficients 87 and -8140 such that 1 = (87)*39203 + (-8140)*419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 420 \t 93 \t 143 \t 1 \t 0\n", + "1 \t 420 \t 143 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 143 \t 134 \t 1 \t 9 \t 1 \t -93\n", + "3 \t 134 \t 9 \t 14 \t 8 \t -2 \t 187\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 3 \t -280\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -44 \t 4107\n", + "\t\t\t\t\t 47 \t -4387\n", + "GCD(39203, 420) = 1, with coefficients 47 and -4387 such that 1 = (47)*39203 + (-4387)*420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 421 \t 93 \t 50 \t 1 \t 0\n", + "1 \t 421 \t 50 \t 8 \t 21 \t 0 \t 1\n", + "2 \t 50 \t 21 \t 2 \t 8 \t 1 \t -93\n", + "3 \t 21 \t 8 \t 2 \t 5 \t -8 \t 745\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 17 \t -1583\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -42 \t 3911\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 59 \t -5494\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -101 \t 9405\n", + "\t\t\t\t\t 160 \t -14899\n", + "GCD(39203, 421) = 1, with coefficients 160 and -14899 such that 1 = (160)*39203 + (-14899)*421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 422 \t 92 \t 379 \t 1 \t 0\n", + "1 \t 422 \t 379 \t 1 \t 43 \t 0 \t 1\n", + "2 \t 379 \t 43 \t 8 \t 35 \t 1 \t -92\n", + "3 \t 43 \t 35 \t 1 \t 8 \t -1 \t 93\n", + "4 \t 35 \t 8 \t 4 \t 3 \t 9 \t -836\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -10 \t 929\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 49 \t -4552\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -108 \t 10033\n", + "\t\t\t\t\t 157 \t -14585\n", + "GCD(39203, 422) = 1, with coefficients 157 and -14585 such that 1 = (157)*39203 + (-14585)*422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 423 \t 92 \t 287 \t 1 \t 0\n", + "1 \t 423 \t 287 \t 1 \t 136 \t 0 \t 1\n", + "2 \t 287 \t 136 \t 2 \t 15 \t 1 \t -92\n", + "3 \t 136 \t 15 \t 9 \t 1 \t -1 \t 93\n", + "4 \t 15 \t 1 \t 15 \t 0 \t 3 \t -278\n", + "\t\t\t\t\t -28 \t 2595\n", + "GCD(39203, 423) = 1, with coefficients -28 and 2595 such that 1 = (-28)*39203 + (2595)*423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 424 \t 92 \t 195 \t 1 \t 0\n", + "1 \t 424 \t 195 \t 2 \t 34 \t 0 \t 1\n", + "2 \t 195 \t 34 \t 5 \t 25 \t 1 \t -92\n", + "3 \t 34 \t 25 \t 1 \t 9 \t -2 \t 185\n", + "4 \t 25 \t 9 \t 2 \t 7 \t 11 \t -1017\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -13 \t 1202\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 37 \t -3421\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -50 \t 4623\n", + "\t\t\t\t\t 187 \t -17290\n", + "GCD(39203, 424) = 1, with coefficients 187 and -17290 such that 1 = (187)*39203 + (-17290)*424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 425 \t 92 \t 103 \t 1 \t 0\n", + "1 \t 425 \t 103 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 103 \t 13 \t 7 \t 12 \t 1 \t -92\n", + "3 \t 13 \t 12 \t 1 \t 1 \t -4 \t 369\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 29 \t -2675\n", + "\t\t\t\t\t -33 \t 3044\n", + "GCD(39203, 425) = 1, with coefficients -33 and 3044 such that 1 = (-33)*39203 + (3044)*425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 426 \t 92 \t 11 \t 1 \t 0\n", + "1 \t 426 \t 11 \t 38 \t 8 \t 0 \t 1\n", + "2 \t 11 \t 8 \t 1 \t 3 \t 1 \t -92\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -38 \t 3497\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 39 \t -3589\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -116 \t 10675\n", + "\t\t\t\t\t 155 \t -14264\n", + "GCD(39203, 426) = 1, with coefficients 155 and -14264 such that 1 = (155)*39203 + (-14264)*426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 427 \t 91 \t 346 \t 1 \t 0\n", + "1 \t 427 \t 346 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 346 \t 81 \t 4 \t 22 \t 1 \t -91\n", + "3 \t 81 \t 22 \t 3 \t 15 \t -1 \t 92\n", + "4 \t 22 \t 15 \t 1 \t 7 \t 5 \t -459\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -16 \t 1469\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 21 \t -1928\n", + "\t\t\t\t\t -58 \t 5325\n", + "GCD(39203, 427) = 1, with coefficients -58 and 5325 such that 1 = (-58)*39203 + (5325)*427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 428 \t 91 \t 255 \t 1 \t 0\n", + "1 \t 428 \t 255 \t 1 \t 173 \t 0 \t 1\n", + "2 \t 255 \t 173 \t 1 \t 82 \t 1 \t -91\n", + "3 \t 173 \t 82 \t 2 \t 9 \t -1 \t 92\n", + "4 \t 82 \t 9 \t 9 \t 1 \t 2 \t -183\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -5 \t 458\n", + "\t\t\t\t\t 47 \t -4305\n", + "GCD(39203, 428) = 1, with coefficients 47 and -4305 such that 1 = (47)*39203 + (-4305)*428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 429 \t 91 \t 164 \t 1 \t 0\n", + "1 \t 429 \t 164 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 164 \t 101 \t 1 \t 63 \t 1 \t -91\n", + "3 \t 101 \t 63 \t 1 \t 38 \t -2 \t 183\n", + "4 \t 63 \t 38 \t 1 \t 25 \t 3 \t -274\n", + "5 \t 38 \t 25 \t 1 \t 13 \t -5 \t 457\n", + "6 \t 25 \t 13 \t 1 \t 12 \t 8 \t -731\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -13 \t 1188\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 21 \t -1919\n", + "\t\t\t\t\t -34 \t 3107\n", + "GCD(39203, 429) = 1, with coefficients -34 and 3107 such that 1 = (-34)*39203 + (3107)*429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 430 \t 91 \t 73 \t 1 \t 0\n", + "1 \t 430 \t 73 \t 5 \t 65 \t 0 \t 1\n", + "2 \t 73 \t 65 \t 1 \t 8 \t 1 \t -91\n", + "3 \t 65 \t 8 \t 8 \t 1 \t -5 \t 456\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 6 \t -547\n", + "\t\t\t\t\t -53 \t 4832\n", + "GCD(39203, 430) = 1, with coefficients -53 and 4832 such that 1 = (-53)*39203 + (4832)*430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 431 \t 90 \t 413 \t 1 \t 0\n", + "1 \t 431 \t 413 \t 1 \t 18 \t 0 \t 1\n", + "2 \t 413 \t 18 \t 22 \t 17 \t 1 \t -90\n", + "3 \t 18 \t 17 \t 1 \t 1 \t -1 \t 91\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 23 \t -2092\n", + "\t\t\t\t\t -24 \t 2183\n", + "GCD(39203, 431) = 1, with coefficients -24 and 2183 such that 1 = (-24)*39203 + (2183)*431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 432 \t 90 \t 323 \t 1 \t 0\n", + "1 \t 432 \t 323 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 323 \t 109 \t 2 \t 105 \t 1 \t -90\n", + "3 \t 109 \t 105 \t 1 \t 4 \t -1 \t 91\n", + "4 \t 105 \t 4 \t 26 \t 1 \t 3 \t -272\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -4 \t 363\n", + "\t\t\t\t\t 107 \t -9710\n", + "GCD(39203, 432) = 1, with coefficients 107 and -9710 such that 1 = (107)*39203 + (-9710)*432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 433 \t 90 \t 233 \t 1 \t 0\n", + "1 \t 433 \t 233 \t 1 \t 200 \t 0 \t 1\n", + "2 \t 233 \t 200 \t 1 \t 33 \t 1 \t -90\n", + "3 \t 200 \t 33 \t 6 \t 2 \t -1 \t 91\n", + "4 \t 33 \t 2 \t 16 \t 1 \t 2 \t -181\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -13 \t 1177\n", + "\t\t\t\t\t 210 \t -19013\n", + "GCD(39203, 433) = 1, with coefficients 210 and -19013 such that 1 = (210)*39203 + (-19013)*433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 434 \t 90 \t 143 \t 1 \t 0\n", + "1 \t 434 \t 143 \t 3 \t 5 \t 0 \t 1\n", + "2 \t 143 \t 5 \t 28 \t 3 \t 1 \t -90\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -3 \t 271\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 85 \t -7678\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -88 \t 7949\n", + "\t\t\t\t\t 173 \t -15627\n", + "GCD(39203, 434) = 1, with coefficients 173 and -15627 such that 1 = (173)*39203 + (-15627)*434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 435 \t 90 \t 53 \t 1 \t 0\n", + "1 \t 435 \t 53 \t 8 \t 11 \t 0 \t 1\n", + "2 \t 53 \t 11 \t 4 \t 9 \t 1 \t -90\n", + "3 \t 11 \t 9 \t 1 \t 2 \t -8 \t 721\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 33 \t -2974\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -41 \t 3695\n", + "\t\t\t\t\t 197 \t -17754\n", + "GCD(39203, 435) = 1, with coefficients 197 and -17754 such that 1 = (197)*39203 + (-17754)*435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 436 \t 89 \t 399 \t 1 \t 0\n", + "1 \t 436 \t 399 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 399 \t 37 \t 10 \t 29 \t 1 \t -89\n", + "3 \t 37 \t 29 \t 1 \t 8 \t -1 \t 90\n", + "4 \t 29 \t 8 \t 3 \t 5 \t 11 \t -989\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -12 \t 1079\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 47 \t -4226\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -59 \t 5305\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 106 \t -9531\n", + "\t\t\t\t\t -165 \t 14836\n", + "GCD(39203, 436) = 1, with coefficients -165 and 14836 such that 1 = (-165)*39203 + (14836)*436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 437 \t 89 \t 310 \t 1 \t 0\n", + "1 \t 437 \t 310 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 310 \t 127 \t 2 \t 56 \t 1 \t -89\n", + "3 \t 127 \t 56 \t 2 \t 15 \t -1 \t 90\n", + "4 \t 56 \t 15 \t 3 \t 11 \t 3 \t -269\n", + "5 \t 15 \t 11 \t 1 \t 4 \t -7 \t 628\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 24 \t -2153\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -31 \t 2781\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 86 \t -7715\n", + "\t\t\t\t\t -117 \t 10496\n", + "GCD(39203, 437) = 1, with coefficients -117 and 10496 such that 1 = (-117)*39203 + (10496)*437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 438 \t 89 \t 221 \t 1 \t 0\n", + "1 \t 438 \t 221 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 221 \t 217 \t 1 \t 4 \t 1 \t -89\n", + "3 \t 217 \t 4 \t 54 \t 1 \t -1 \t 90\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 2 \t -179\n", + "\t\t\t\t\t -109 \t 9756\n", + "GCD(39203, 438) = 1, with coefficients -109 and 9756 such that 1 = (-109)*39203 + (9756)*438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 439 \t 89 \t 132 \t 1 \t 0\n", + "1 \t 439 \t 132 \t 3 \t 43 \t 0 \t 1\n", + "2 \t 132 \t 43 \t 3 \t 3 \t 1 \t -89\n", + "3 \t 43 \t 3 \t 14 \t 1 \t -3 \t 268\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 10 \t -893\n", + "\t\t\t\t\t -143 \t 12770\n", + "GCD(39203, 439) = 1, with coefficients -143 and 12770 such that 1 = (-143)*39203 + (12770)*439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 440 \t 89 \t 43 \t 1 \t 0\n", + "1 \t 440 \t 43 \t 10 \t 10 \t 0 \t 1\n", + "2 \t 43 \t 10 \t 4 \t 3 \t 1 \t -89\n", + "3 \t 10 \t 3 \t 3 \t 1 \t -10 \t 891\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 41 \t -3653\n", + "\t\t\t\t\t -133 \t 11850\n", + "GCD(39203, 440) = 1, with coefficients -133 and 11850 such that 1 = (-133)*39203 + (11850)*440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 441 \t 88 \t 395 \t 1 \t 0\n", + "1 \t 441 \t 395 \t 1 \t 46 \t 0 \t 1\n", + "2 \t 395 \t 46 \t 8 \t 27 \t 1 \t -88\n", + "3 \t 46 \t 27 \t 1 \t 19 \t -1 \t 89\n", + "4 \t 27 \t 19 \t 1 \t 8 \t 9 \t -800\n", + "5 \t 19 \t 8 \t 2 \t 3 \t -10 \t 889\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 19 \t -1689\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -48 \t 4267\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 115 \t -10223\n", + "\t\t\t\t\t -163 \t 14490\n", + "GCD(39203, 441) = 1, with coefficients -163 and 14490 such that 1 = (-163)*39203 + (14490)*441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 442 \t 88 \t 307 \t 1 \t 0\n", + "1 \t 442 \t 307 \t 1 \t 135 \t 0 \t 1\n", + "2 \t 307 \t 135 \t 2 \t 37 \t 1 \t -88\n", + "3 \t 135 \t 37 \t 3 \t 24 \t -1 \t 89\n", + "4 \t 37 \t 24 \t 1 \t 13 \t 3 \t -266\n", + "5 \t 24 \t 13 \t 1 \t 11 \t -10 \t 887\n", + "6 \t 13 \t 11 \t 1 \t 2 \t 13 \t -1153\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -23 \t 2040\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 36 \t -3193\n", + "\t\t\t\t\t -203 \t 18005\n", + "GCD(39203, 442) = 1, with coefficients -203 and 18005 such that 1 = (-203)*39203 + (18005)*442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 443 \t 88 \t 219 \t 1 \t 0\n", + "1 \t 443 \t 219 \t 2 \t 5 \t 0 \t 1\n", + "2 \t 219 \t 5 \t 43 \t 4 \t 1 \t -88\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -2 \t 177\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 87 \t -7699\n", + "\t\t\t\t\t -89 \t 7876\n", + "GCD(39203, 443) = 1, with coefficients -89 and 7876 such that 1 = (-89)*39203 + (7876)*443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 444 \t 88 \t 131 \t 1 \t 0\n", + "1 \t 444 \t 131 \t 3 \t 51 \t 0 \t 1\n", + "2 \t 131 \t 51 \t 2 \t 29 \t 1 \t -88\n", + "3 \t 51 \t 29 \t 1 \t 22 \t -3 \t 265\n", + "4 \t 29 \t 22 \t 1 \t 7 \t 7 \t -618\n", + "5 \t 22 \t 7 \t 3 \t 1 \t -10 \t 883\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 17 \t -1501\n", + "\t\t\t\t\t -61 \t 5386\n", + "GCD(39203, 444) = 1, with coefficients -61 and 5386 such that 1 = (-61)*39203 + (5386)*444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 445 \t 88 \t 43 \t 1 \t 0\n", + "1 \t 445 \t 43 \t 10 \t 15 \t 0 \t 1\n", + "2 \t 43 \t 15 \t 2 \t 13 \t 1 \t -88\n", + "3 \t 15 \t 13 \t 1 \t 2 \t -10 \t 881\n", + "4 \t 13 \t 2 \t 6 \t 1 \t 21 \t -1850\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -31 \t 2731\n", + "\t\t\t\t\t 207 \t -18236\n", + "GCD(39203, 445) = 1, with coefficients 207 and -18236 such that 1 = (207)*39203 + (-18236)*445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 446 \t 87 \t 401 \t 1 \t 0\n", + "1 \t 446 \t 401 \t 1 \t 45 \t 0 \t 1\n", + "2 \t 401 \t 45 \t 8 \t 41 \t 1 \t -87\n", + "3 \t 45 \t 41 \t 1 \t 4 \t -1 \t 88\n", + "4 \t 41 \t 4 \t 10 \t 1 \t 9 \t -791\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -10 \t 879\n", + "\t\t\t\t\t 109 \t -9581\n", + "GCD(39203, 446) = 1, with coefficients 109 and -9581 such that 1 = (109)*39203 + (-9581)*446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 447 \t 87 \t 314 \t 1 \t 0\n", + "1 \t 447 \t 314 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 314 \t 133 \t 2 \t 48 \t 1 \t -87\n", + "3 \t 133 \t 48 \t 2 \t 37 \t -1 \t 88\n", + "4 \t 48 \t 37 \t 1 \t 11 \t 3 \t -263\n", + "5 \t 37 \t 11 \t 3 \t 4 \t -7 \t 614\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 10 \t -877\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -37 \t 3245\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 84 \t -7367\n", + "\t\t\t\t\t -121 \t 10612\n", + "GCD(39203, 447) = 1, with coefficients -121 and 10612 such that 1 = (-121)*39203 + (10612)*447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 448 \t 87 \t 227 \t 1 \t 0\n", + "1 \t 448 \t 227 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 227 \t 221 \t 1 \t 6 \t 1 \t -87\n", + "3 \t 221 \t 6 \t 36 \t 5 \t -1 \t 88\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 2 \t -175\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -73 \t 6388\n", + "\t\t\t\t\t 75 \t -6563\n", + "GCD(39203, 448) = 1, with coefficients 75 and -6563 such that 1 = (75)*39203 + (-6563)*448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 449 \t 87 \t 140 \t 1 \t 0\n", + "1 \t 449 \t 140 \t 3 \t 29 \t 0 \t 1\n", + "2 \t 140 \t 29 \t 4 \t 24 \t 1 \t -87\n", + "3 \t 29 \t 24 \t 1 \t 5 \t -3 \t 262\n", + "4 \t 24 \t 5 \t 4 \t 4 \t 13 \t -1135\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -16 \t 1397\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 77 \t -6723\n", + "\t\t\t\t\t -93 \t 8120\n", + "GCD(39203, 449) = 1, with coefficients -93 and 8120 such that 1 = (-93)*39203 + (8120)*449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 450 \t 87 \t 53 \t 1 \t 0\n", + "1 \t 450 \t 53 \t 8 \t 26 \t 0 \t 1\n", + "2 \t 53 \t 26 \t 2 \t 1 \t 1 \t -87\n", + "3 \t 26 \t 1 \t 26 \t 0 \t -8 \t 697\n", + "\t\t\t\t\t 17 \t -1481\n", + "GCD(39203, 450) = 1, with coefficients 17 and -1481 such that 1 = (17)*39203 + (-1481)*450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 451 \t 86 \t 417 \t 1 \t 0\n", + "1 \t 451 \t 417 \t 1 \t 34 \t 0 \t 1\n", + "2 \t 417 \t 34 \t 12 \t 9 \t 1 \t -86\n", + "3 \t 34 \t 9 \t 3 \t 7 \t -1 \t 87\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 13 \t -1130\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -40 \t 3477\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 53 \t -4607\n", + "\t\t\t\t\t -199 \t 17298\n", + "GCD(39203, 451) = 1, with coefficients -199 and 17298 such that 1 = (-199)*39203 + (17298)*451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 452 \t 86 \t 331 \t 1 \t 0\n", + "1 \t 452 \t 331 \t 1 \t 121 \t 0 \t 1\n", + "2 \t 331 \t 121 \t 2 \t 89 \t 1 \t -86\n", + "3 \t 121 \t 89 \t 1 \t 32 \t -1 \t 87\n", + "4 \t 89 \t 32 \t 2 \t 25 \t 3 \t -260\n", + "5 \t 32 \t 25 \t 1 \t 7 \t -4 \t 347\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 11 \t -954\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -15 \t 1301\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 56 \t -4857\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -71 \t 6158\n", + "\t\t\t\t\t 127 \t -11015\n", + "GCD(39203, 452) = 1, with coefficients 127 and -11015 such that 1 = (127)*39203 + (-11015)*452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 453 \t 86 \t 245 \t 1 \t 0\n", + "1 \t 453 \t 245 \t 1 \t 208 \t 0 \t 1\n", + "2 \t 245 \t 208 \t 1 \t 37 \t 1 \t -86\n", + "3 \t 208 \t 37 \t 5 \t 23 \t -1 \t 87\n", + "4 \t 37 \t 23 \t 1 \t 14 \t 2 \t -173\n", + "5 \t 23 \t 14 \t 1 \t 9 \t -11 \t 952\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 13 \t -1125\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -24 \t 2077\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 37 \t -3202\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -61 \t 5279\n", + "\t\t\t\t\t 98 \t -8481\n", + "GCD(39203, 453) = 1, with coefficients 98 and -8481 such that 1 = (98)*39203 + (-8481)*453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 454 \t 86 \t 159 \t 1 \t 0\n", + "1 \t 454 \t 159 \t 2 \t 136 \t 0 \t 1\n", + "2 \t 159 \t 136 \t 1 \t 23 \t 1 \t -86\n", + "3 \t 136 \t 23 \t 5 \t 21 \t -2 \t 173\n", + "4 \t 23 \t 21 \t 1 \t 2 \t 3 \t -259\n", + "5 \t 21 \t 2 \t 10 \t 1 \t -17 \t 1468\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 20 \t -1727\n", + "\t\t\t\t\t -217 \t 18738\n", + "GCD(39203, 454) = 1, with coefficients -217 and 18738 such that 1 = (-217)*39203 + (18738)*454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 455 \t 86 \t 73 \t 1 \t 0\n", + "1 \t 455 \t 73 \t 6 \t 17 \t 0 \t 1\n", + "2 \t 73 \t 17 \t 4 \t 5 \t 1 \t -86\n", + "3 \t 17 \t 5 \t 3 \t 2 \t -6 \t 517\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 25 \t -2154\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -81 \t 6979\n", + "\t\t\t\t\t 187 \t -16112\n", + "GCD(39203, 455) = 1, with coefficients 187 and -16112 such that 1 = (187)*39203 + (-16112)*455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 456 \t 85 \t 443 \t 1 \t 0\n", + "1 \t 456 \t 443 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 443 \t 13 \t 34 \t 1 \t 1 \t -85\n", + "3 \t 13 \t 1 \t 13 \t 0 \t -1 \t 86\n", + "\t\t\t\t\t 35 \t -3009\n", + "GCD(39203, 456) = 1, with coefficients 35 and -3009 such that 1 = (35)*39203 + (-3009)*456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 457 \t 85 \t 358 \t 1 \t 0\n", + "1 \t 457 \t 358 \t 1 \t 99 \t 0 \t 1\n", + "2 \t 358 \t 99 \t 3 \t 61 \t 1 \t -85\n", + "3 \t 99 \t 61 \t 1 \t 38 \t -1 \t 86\n", + "4 \t 61 \t 38 \t 1 \t 23 \t 4 \t -343\n", + "5 \t 38 \t 23 \t 1 \t 15 \t -5 \t 429\n", + "6 \t 23 \t 15 \t 1 \t 8 \t 9 \t -772\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -14 \t 1201\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 23 \t -1973\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -37 \t 3174\n", + "\t\t\t\t\t 60 \t -5147\n", + "GCD(39203, 457) = 1, with coefficients 60 and -5147 such that 1 = (60)*39203 + (-5147)*457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 458 \t 85 \t 273 \t 1 \t 0\n", + "1 \t 458 \t 273 \t 1 \t 185 \t 0 \t 1\n", + "2 \t 273 \t 185 \t 1 \t 88 \t 1 \t -85\n", + "3 \t 185 \t 88 \t 2 \t 9 \t -1 \t 86\n", + "4 \t 88 \t 9 \t 9 \t 7 \t 2 \t -171\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -5 \t 428\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 47 \t -4023\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -52 \t 4451\n", + "\t\t\t\t\t 203 \t -17376\n", + "GCD(39203, 458) = 1, with coefficients 203 and -17376 such that 1 = (203)*39203 + (-17376)*458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 459 \t 85 \t 188 \t 1 \t 0\n", + "1 \t 459 \t 188 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 188 \t 83 \t 2 \t 22 \t 1 \t -85\n", + "3 \t 83 \t 22 \t 3 \t 17 \t -2 \t 171\n", + "4 \t 22 \t 17 \t 1 \t 5 \t 5 \t -427\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -17 \t 1452\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 22 \t -1879\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -83 \t 7089\n", + "\t\t\t\t\t 188 \t -16057\n", + "GCD(39203, 459) = 1, with coefficients 188 and -16057 such that 1 = (188)*39203 + (-16057)*459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 460 \t 85 \t 103 \t 1 \t 0\n", + "1 \t 460 \t 103 \t 4 \t 48 \t 0 \t 1\n", + "2 \t 103 \t 48 \t 2 \t 7 \t 1 \t -85\n", + "3 \t 48 \t 7 \t 6 \t 6 \t -4 \t 341\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 9 \t -767\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -58 \t 4943\n", + "\t\t\t\t\t 67 \t -5710\n", + "GCD(39203, 460) = 1, with coefficients 67 and -5710 such that 1 = (67)*39203 + (-5710)*460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 461 \t 85 \t 18 \t 1 \t 0\n", + "1 \t 461 \t 18 \t 25 \t 11 \t 0 \t 1\n", + "2 \t 18 \t 11 \t 1 \t 7 \t 1 \t -85\n", + "3 \t 11 \t 7 \t 1 \t 4 \t -25 \t 2126\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 26 \t -2211\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -51 \t 4337\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 77 \t -6548\n", + "\t\t\t\t\t -128 \t 10885\n", + "GCD(39203, 461) = 1, with coefficients -128 and 10885 such that 1 = (-128)*39203 + (10885)*461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 462 \t 84 \t 395 \t 1 \t 0\n", + "1 \t 462 \t 395 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 395 \t 67 \t 5 \t 60 \t 1 \t -84\n", + "3 \t 67 \t 60 \t 1 \t 7 \t -1 \t 85\n", + "4 \t 60 \t 7 \t 8 \t 4 \t 6 \t -509\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -7 \t 594\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 62 \t -5261\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -69 \t 5855\n", + "\t\t\t\t\t 131 \t -11116\n", + "GCD(39203, 462) = 1, with coefficients 131 and -11116 such that 1 = (131)*39203 + (-11116)*462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 463 \t 84 \t 311 \t 1 \t 0\n", + "1 \t 463 \t 311 \t 1 \t 152 \t 0 \t 1\n", + "2 \t 311 \t 152 \t 2 \t 7 \t 1 \t -84\n", + "3 \t 152 \t 7 \t 21 \t 5 \t -1 \t 85\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 3 \t -254\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -64 \t 5419\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 67 \t -5673\n", + "\t\t\t\t\t -198 \t 16765\n", + "GCD(39203, 463) = 1, with coefficients -198 and 16765 such that 1 = (-198)*39203 + (16765)*463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 464 \t 84 \t 227 \t 1 \t 0\n", + "1 \t 464 \t 227 \t 2 \t 10 \t 0 \t 1\n", + "2 \t 227 \t 10 \t 22 \t 7 \t 1 \t -84\n", + "3 \t 10 \t 7 \t 1 \t 3 \t -2 \t 169\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 45 \t -3802\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -47 \t 3971\n", + "\t\t\t\t\t 139 \t -11744\n", + "GCD(39203, 464) = 1, with coefficients 139 and -11744 such that 1 = (139)*39203 + (-11744)*464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 465 \t 84 \t 143 \t 1 \t 0\n", + "1 \t 465 \t 143 \t 3 \t 36 \t 0 \t 1\n", + "2 \t 143 \t 36 \t 3 \t 35 \t 1 \t -84\n", + "3 \t 36 \t 35 \t 1 \t 1 \t -3 \t 253\n", + "4 \t 35 \t 1 \t 35 \t 0 \t 10 \t -843\n", + "\t\t\t\t\t -13 \t 1096\n", + "GCD(39203, 465) = 1, with coefficients -13 and 1096 such that 1 = (-13)*39203 + (1096)*465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 466 \t 84 \t 59 \t 1 \t 0\n", + "1 \t 466 \t 59 \t 7 \t 53 \t 0 \t 1\n", + "2 \t 59 \t 53 \t 1 \t 6 \t 1 \t -84\n", + "3 \t 53 \t 6 \t 8 \t 5 \t -7 \t 589\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 8 \t -673\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -71 \t 5973\n", + "\t\t\t\t\t 79 \t -6646\n", + "GCD(39203, 466) = 1, with coefficients 79 and -6646 such that 1 = (79)*39203 + (-6646)*466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 467 \t 83 \t 442 \t 1 \t 0\n", + "1 \t 467 \t 442 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 442 \t 25 \t 17 \t 17 \t 1 \t -83\n", + "3 \t 25 \t 17 \t 1 \t 8 \t -1 \t 84\n", + "4 \t 17 \t 8 \t 2 \t 1 \t 18 \t -1511\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -19 \t 1595\n", + "\t\t\t\t\t 56 \t -4701\n", + "GCD(39203, 467) = 1, with coefficients 56 and -4701 such that 1 = (56)*39203 + (-4701)*467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 468 \t 83 \t 359 \t 1 \t 0\n", + "1 \t 468 \t 359 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 359 \t 109 \t 3 \t 32 \t 1 \t -83\n", + "3 \t 109 \t 32 \t 3 \t 13 \t -1 \t 84\n", + "4 \t 32 \t 13 \t 2 \t 6 \t 4 \t -335\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -13 \t 1089\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 30 \t -2513\n", + "\t\t\t\t\t -73 \t 6115\n", + "GCD(39203, 468) = 1, with coefficients -73 and 6115 such that 1 = (-73)*39203 + (6115)*468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 469 \t 83 \t 276 \t 1 \t 0\n", + "1 \t 469 \t 276 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 276 \t 193 \t 1 \t 83 \t 1 \t -83\n", + "3 \t 193 \t 83 \t 2 \t 27 \t -1 \t 84\n", + "4 \t 83 \t 27 \t 3 \t 2 \t 2 \t -167\n", + "5 \t 27 \t 2 \t 13 \t 1 \t -5 \t 418\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 17 \t -1421\n", + "\t\t\t\t\t -226 \t 18891\n", + "GCD(39203, 469) = 1, with coefficients -226 and 18891 such that 1 = (-226)*39203 + (18891)*469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 470 \t 83 \t 193 \t 1 \t 0\n", + "1 \t 470 \t 193 \t 2 \t 84 \t 0 \t 1\n", + "2 \t 193 \t 84 \t 2 \t 25 \t 1 \t -83\n", + "3 \t 84 \t 25 \t 3 \t 9 \t -2 \t 167\n", + "4 \t 25 \t 9 \t 2 \t 7 \t 5 \t -417\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -17 \t 1418\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 39 \t -3253\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -56 \t 4671\n", + "\t\t\t\t\t 207 \t -17266\n", + "GCD(39203, 470) = 1, with coefficients 207 and -17266 such that 1 = (207)*39203 + (-17266)*470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 471 \t 83 \t 110 \t 1 \t 0\n", + "1 \t 471 \t 110 \t 4 \t 31 \t 0 \t 1\n", + "2 \t 110 \t 31 \t 3 \t 17 \t 1 \t -83\n", + "3 \t 31 \t 17 \t 1 \t 14 \t -4 \t 333\n", + "4 \t 17 \t 14 \t 1 \t 3 \t 13 \t -1082\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -17 \t 1415\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 30 \t -2497\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -137 \t 11403\n", + "\t\t\t\t\t 167 \t -13900\n", + "GCD(39203, 471) = 1, with coefficients 167 and -13900 such that 1 = (167)*39203 + (-13900)*471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 472 \t 83 \t 27 \t 1 \t 0\n", + "1 \t 472 \t 27 \t 17 \t 13 \t 0 \t 1\n", + "2 \t 27 \t 13 \t 2 \t 1 \t 1 \t -83\n", + "3 \t 13 \t 1 \t 13 \t 0 \t -17 \t 1412\n", + "\t\t\t\t\t 35 \t -2907\n", + "GCD(39203, 472) = 1, with coefficients 35 and -2907 such that 1 = (35)*39203 + (-2907)*472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 473 \t 82 \t 417 \t 1 \t 0\n", + "1 \t 473 \t 417 \t 1 \t 56 \t 0 \t 1\n", + "2 \t 417 \t 56 \t 7 \t 25 \t 1 \t -82\n", + "3 \t 56 \t 25 \t 2 \t 6 \t -1 \t 83\n", + "4 \t 25 \t 6 \t 4 \t 1 \t 8 \t -663\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -17 \t 1409\n", + "\t\t\t\t\t 76 \t -6299\n", + "GCD(39203, 473) = 1, with coefficients 76 and -6299 such that 1 = (76)*39203 + (-6299)*473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 474 \t 82 \t 335 \t 1 \t 0\n", + "1 \t 474 \t 335 \t 1 \t 139 \t 0 \t 1\n", + "2 \t 335 \t 139 \t 2 \t 57 \t 1 \t -82\n", + "3 \t 139 \t 57 \t 2 \t 25 \t -1 \t 83\n", + "4 \t 57 \t 25 \t 2 \t 7 \t 3 \t -248\n", + "5 \t 25 \t 7 \t 3 \t 4 \t -7 \t 579\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 17 \t -1406\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -58 \t 4797\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 75 \t -6203\n", + "\t\t\t\t\t -133 \t 11000\n", + "GCD(39203, 474) = 1, with coefficients -133 and 11000 such that 1 = (-133)*39203 + (11000)*474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 475 \t 82 \t 253 \t 1 \t 0\n", + "1 \t 475 \t 253 \t 1 \t 222 \t 0 \t 1\n", + "2 \t 253 \t 222 \t 1 \t 31 \t 1 \t -82\n", + "3 \t 222 \t 31 \t 7 \t 5 \t -1 \t 83\n", + "4 \t 31 \t 5 \t 6 \t 1 \t 2 \t -165\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -15 \t 1238\n", + "\t\t\t\t\t 92 \t -7593\n", + "GCD(39203, 475) = 1, with coefficients 92 and -7593 such that 1 = (92)*39203 + (-7593)*475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 476 \t 82 \t 171 \t 1 \t 0\n", + "1 \t 476 \t 171 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 171 \t 134 \t 1 \t 37 \t 1 \t -82\n", + "3 \t 134 \t 37 \t 3 \t 23 \t -2 \t 165\n", + "4 \t 37 \t 23 \t 1 \t 14 \t 3 \t -247\n", + "5 \t 23 \t 14 \t 1 \t 9 \t -11 \t 906\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 14 \t -1153\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -25 \t 2059\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 39 \t -3212\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -64 \t 5271\n", + "\t\t\t\t\t 103 \t -8483\n", + "GCD(39203, 476) = 1, with coefficients 103 and -8483 such that 1 = (103)*39203 + (-8483)*476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 477 \t 82 \t 89 \t 1 \t 0\n", + "1 \t 477 \t 89 \t 5 \t 32 \t 0 \t 1\n", + "2 \t 89 \t 32 \t 2 \t 25 \t 1 \t -82\n", + "3 \t 32 \t 25 \t 1 \t 7 \t -5 \t 411\n", + "4 \t 25 \t 7 \t 3 \t 4 \t 11 \t -904\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -16 \t 1315\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 59 \t -4849\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -75 \t 6164\n", + "\t\t\t\t\t 134 \t -11013\n", + "GCD(39203, 477) = 1, with coefficients 134 and -11013 such that 1 = (134)*39203 + (-11013)*477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 478 \t 82 \t 7 \t 1 \t 0\n", + "1 \t 478 \t 7 \t 68 \t 2 \t 0 \t 1\n", + "2 \t 7 \t 2 \t 3 \t 1 \t 1 \t -82\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -68 \t 5577\n", + "\t\t\t\t\t 205 \t -16813\n", + "GCD(39203, 478) = 1, with coefficients 205 and -16813 such that 1 = (205)*39203 + (-16813)*478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 479 \t 81 \t 404 \t 1 \t 0\n", + "1 \t 479 \t 404 \t 1 \t 75 \t 0 \t 1\n", + "2 \t 404 \t 75 \t 5 \t 29 \t 1 \t -81\n", + "3 \t 75 \t 29 \t 2 \t 17 \t -1 \t 82\n", + "4 \t 29 \t 17 \t 1 \t 12 \t 6 \t -491\n", + "5 \t 17 \t 12 \t 1 \t 5 \t -13 \t 1064\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 19 \t -1555\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -32 \t 2619\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 83 \t -6793\n", + "\t\t\t\t\t -198 \t 16205\n", + "GCD(39203, 479) = 1, with coefficients -198 and 16205 such that 1 = (-198)*39203 + (16205)*479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 480 \t 81 \t 323 \t 1 \t 0\n", + "1 \t 480 \t 323 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 323 \t 157 \t 2 \t 9 \t 1 \t -81\n", + "3 \t 157 \t 9 \t 17 \t 4 \t -1 \t 82\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 3 \t -245\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -52 \t 4247\n", + "\t\t\t\t\t 107 \t -8739\n", + "GCD(39203, 480) = 1, with coefficients 107 and -8739 such that 1 = (107)*39203 + (-8739)*480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 481 \t 81 \t 242 \t 1 \t 0\n", + "1 \t 481 \t 242 \t 1 \t 239 \t 0 \t 1\n", + "2 \t 242 \t 239 \t 1 \t 3 \t 1 \t -81\n", + "3 \t 239 \t 3 \t 79 \t 2 \t -1 \t 82\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 2 \t -163\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -159 \t 12959\n", + "\t\t\t\t\t 161 \t -13122\n", + "GCD(39203, 481) = 1, with coefficients 161 and -13122 such that 1 = (161)*39203 + (-13122)*481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 482 \t 81 \t 161 \t 1 \t 0\n", + "1 \t 482 \t 161 \t 2 \t 160 \t 0 \t 1\n", + "2 \t 161 \t 160 \t 1 \t 1 \t 1 \t -81\n", + "3 \t 160 \t 1 \t 160 \t 0 \t -2 \t 163\n", + "\t\t\t\t\t 3 \t -244\n", + "GCD(39203, 482) = 1, with coefficients 3 and -244 such that 1 = (3)*39203 + (-244)*482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 483 \t 81 \t 80 \t 1 \t 0\n", + "1 \t 483 \t 80 \t 6 \t 3 \t 0 \t 1\n", + "2 \t 80 \t 3 \t 26 \t 2 \t 1 \t -81\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -6 \t 487\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 157 \t -12743\n", + "\t\t\t\t\t -163 \t 13230\n", + "GCD(39203, 483) = 1, with coefficients -163 and 13230 such that 1 = (-163)*39203 + (13230)*483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 484 \t 80 \t 483 \t 1 \t 0\n", + "1 \t 484 \t 483 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 483 \t 1 \t 483 \t 0 \t 1 \t -80\n", + "\t\t\t\t\t -1 \t 81\n", + "GCD(39203, 484) = 1, with coefficients -1 and 81 such that 1 = (-1)*39203 + (81)*484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 485 \t 80 \t 403 \t 1 \t 0\n", + "1 \t 485 \t 403 \t 1 \t 82 \t 0 \t 1\n", + "2 \t 403 \t 82 \t 4 \t 75 \t 1 \t -80\n", + "3 \t 82 \t 75 \t 1 \t 7 \t -1 \t 81\n", + "4 \t 75 \t 7 \t 10 \t 5 \t 5 \t -404\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -6 \t 485\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 65 \t -5254\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -71 \t 5739\n", + "\t\t\t\t\t 207 \t -16732\n", + "GCD(39203, 485) = 1, with coefficients 207 and -16732 such that 1 = (207)*39203 + (-16732)*485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 486 \t 80 \t 323 \t 1 \t 0\n", + "1 \t 486 \t 323 \t 1 \t 163 \t 0 \t 1\n", + "2 \t 323 \t 163 \t 1 \t 160 \t 1 \t -80\n", + "3 \t 163 \t 160 \t 1 \t 3 \t -1 \t 81\n", + "4 \t 160 \t 3 \t 53 \t 1 \t 2 \t -161\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -3 \t 242\n", + "\t\t\t\t\t 161 \t -12987\n", + "GCD(39203, 486) = 1, with coefficients 161 and -12987 such that 1 = (161)*39203 + (-12987)*486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 487 \t 80 \t 243 \t 1 \t 0\n", + "1 \t 487 \t 243 \t 2 \t 1 \t 0 \t 1\n", + "2 \t 243 \t 1 \t 243 \t 0 \t 1 \t -80\n", + "\t\t\t\t\t -2 \t 161\n", + "GCD(39203, 487) = 1, with coefficients -2 and 161 such that 1 = (-2)*39203 + (161)*487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 488 \t 80 \t 163 \t 1 \t 0\n", + "1 \t 488 \t 163 \t 2 \t 162 \t 0 \t 1\n", + "2 \t 163 \t 162 \t 1 \t 1 \t 1 \t -80\n", + "3 \t 162 \t 1 \t 162 \t 0 \t -2 \t 161\n", + "\t\t\t\t\t 3 \t -241\n", + "GCD(39203, 488) = 1, with coefficients 3 and -241 such that 1 = (3)*39203 + (-241)*488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 489 \t 80 \t 83 \t 1 \t 0\n", + "1 \t 489 \t 83 \t 5 \t 74 \t 0 \t 1\n", + "2 \t 83 \t 74 \t 1 \t 9 \t 1 \t -80\n", + "3 \t 74 \t 9 \t 8 \t 2 \t -5 \t 401\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 6 \t -481\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -53 \t 4249\n", + "\t\t\t\t\t 218 \t -17477\n", + "GCD(39203, 489) = 1, with coefficients 218 and -17477 such that 1 = (218)*39203 + (-17477)*489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 490 \t 80 \t 3 \t 1 \t 0\n", + "1 \t 490 \t 3 \t 163 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -80\n", + "\t\t\t\t\t -163 \t 13041\n", + "GCD(39203, 490) = 1, with coefficients -163 and 13041 such that 1 = (-163)*39203 + (13041)*490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 491 \t 79 \t 414 \t 1 \t 0\n", + "1 \t 491 \t 414 \t 1 \t 77 \t 0 \t 1\n", + "2 \t 414 \t 77 \t 5 \t 29 \t 1 \t -79\n", + "3 \t 77 \t 29 \t 2 \t 19 \t -1 \t 80\n", + "4 \t 29 \t 19 \t 1 \t 10 \t 6 \t -479\n", + "5 \t 19 \t 10 \t 1 \t 9 \t -13 \t 1038\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 19 \t -1517\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -32 \t 2555\n", + "\t\t\t\t\t 51 \t -4072\n", + "GCD(39203, 491) = 1, with coefficients 51 and -4072 such that 1 = (51)*39203 + (-4072)*491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 492 \t 79 \t 335 \t 1 \t 0\n", + "1 \t 492 \t 335 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 335 \t 157 \t 2 \t 21 \t 1 \t -79\n", + "3 \t 157 \t 21 \t 7 \t 10 \t -1 \t 80\n", + "4 \t 21 \t 10 \t 2 \t 1 \t 3 \t -239\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -22 \t 1753\n", + "\t\t\t\t\t 47 \t -3745\n", + "GCD(39203, 492) = 1, with coefficients 47 and -3745 such that 1 = (47)*39203 + (-3745)*492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 493 \t 79 \t 256 \t 1 \t 0\n", + "1 \t 493 \t 256 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 256 \t 237 \t 1 \t 19 \t 1 \t -79\n", + "3 \t 237 \t 19 \t 12 \t 9 \t -1 \t 80\n", + "4 \t 19 \t 9 \t 2 \t 1 \t 2 \t -159\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -25 \t 1988\n", + "\t\t\t\t\t 52 \t -4135\n", + "GCD(39203, 493) = 1, with coefficients 52 and -4135 such that 1 = (52)*39203 + (-4135)*493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 494 \t 79 \t 177 \t 1 \t 0\n", + "1 \t 494 \t 177 \t 2 \t 140 \t 0 \t 1\n", + "2 \t 177 \t 140 \t 1 \t 37 \t 1 \t -79\n", + "3 \t 140 \t 37 \t 3 \t 29 \t -2 \t 159\n", + "4 \t 37 \t 29 \t 1 \t 8 \t 3 \t -238\n", + "5 \t 29 \t 8 \t 3 \t 5 \t -11 \t 873\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 14 \t -1111\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -53 \t 4206\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 67 \t -5317\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -120 \t 9523\n", + "\t\t\t\t\t 187 \t -14840\n", + "GCD(39203, 494) = 1, with coefficients 187 and -14840 such that 1 = (187)*39203 + (-14840)*494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 495 \t 79 \t 98 \t 1 \t 0\n", + "1 \t 495 \t 98 \t 5 \t 5 \t 0 \t 1\n", + "2 \t 98 \t 5 \t 19 \t 3 \t 1 \t -79\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -5 \t 396\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 96 \t -7603\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -101 \t 7999\n", + "\t\t\t\t\t 197 \t -15602\n", + "GCD(39203, 495) = 1, with coefficients 197 and -15602 such that 1 = (197)*39203 + (-15602)*495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 496 \t 79 \t 19 \t 1 \t 0\n", + "1 \t 496 \t 19 \t 26 \t 2 \t 0 \t 1\n", + "2 \t 19 \t 2 \t 9 \t 1 \t 1 \t -79\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -26 \t 2055\n", + "\t\t\t\t\t 235 \t -18574\n", + "GCD(39203, 496) = 1, with coefficients 235 and -18574 such that 1 = (235)*39203 + (-18574)*496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 497 \t 78 \t 437 \t 1 \t 0\n", + "1 \t 497 \t 437 \t 1 \t 60 \t 0 \t 1\n", + "2 \t 437 \t 60 \t 7 \t 17 \t 1 \t -78\n", + "3 \t 60 \t 17 \t 3 \t 9 \t -1 \t 79\n", + "4 \t 17 \t 9 \t 1 \t 8 \t 8 \t -631\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -25 \t 1972\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 33 \t -2603\n", + "\t\t\t\t\t -58 \t 4575\n", + "GCD(39203, 497) = 1, with coefficients -58 and 4575 such that 1 = (-58)*39203 + (4575)*497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 498 \t 78 \t 359 \t 1 \t 0\n", + "1 \t 498 \t 359 \t 1 \t 139 \t 0 \t 1\n", + "2 \t 359 \t 139 \t 2 \t 81 \t 1 \t -78\n", + "3 \t 139 \t 81 \t 1 \t 58 \t -1 \t 79\n", + "4 \t 81 \t 58 \t 1 \t 23 \t 3 \t -236\n", + "5 \t 58 \t 23 \t 2 \t 12 \t -4 \t 315\n", + "6 \t 23 \t 12 \t 1 \t 11 \t 7 \t -551\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -18 \t 1417\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 25 \t -1968\n", + "\t\t\t\t\t -43 \t 3385\n", + "GCD(39203, 498) = 1, with coefficients -43 and 3385 such that 1 = (-43)*39203 + (3385)*498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 499 \t 78 \t 281 \t 1 \t 0\n", + "1 \t 499 \t 281 \t 1 \t 218 \t 0 \t 1\n", + "2 \t 281 \t 218 \t 1 \t 63 \t 1 \t -78\n", + "3 \t 218 \t 63 \t 3 \t 29 \t -1 \t 79\n", + "4 \t 63 \t 29 \t 2 \t 5 \t 2 \t -157\n", + "5 \t 29 \t 5 \t 5 \t 4 \t -7 \t 550\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 16 \t -1257\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -87 \t 6835\n", + "\t\t\t\t\t 103 \t -8092\n", + "GCD(39203, 499) = 1, with coefficients 103 and -8092 such that 1 = (103)*39203 + (-8092)*499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 500 \t 78 \t 203 \t 1 \t 0\n", + "1 \t 500 \t 203 \t 2 \t 94 \t 0 \t 1\n", + "2 \t 203 \t 94 \t 2 \t 15 \t 1 \t -78\n", + "3 \t 94 \t 15 \t 6 \t 4 \t -2 \t 157\n", + "4 \t 15 \t 4 \t 3 \t 3 \t 5 \t -392\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -32 \t 2509\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 101 \t -7919\n", + "\t\t\t\t\t -133 \t 10428\n", + "GCD(39203, 500) = 1, with coefficients -133 and 10428 such that 1 = (-133)*39203 + (10428)*500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 501 \t 78 \t 125 \t 1 \t 0\n", + "1 \t 501 \t 125 \t 4 \t 1 \t 0 \t 1\n", + "2 \t 125 \t 1 \t 125 \t 0 \t 1 \t -78\n", + "\t\t\t\t\t -4 \t 313\n", + "GCD(39203, 501) = 1, with coefficients -4 and 313 such that 1 = (-4)*39203 + (313)*501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 502 \t 78 \t 47 \t 1 \t 0\n", + "1 \t 502 \t 47 \t 10 \t 32 \t 0 \t 1\n", + "2 \t 47 \t 32 \t 1 \t 15 \t 1 \t -78\n", + "3 \t 32 \t 15 \t 2 \t 2 \t -10 \t 781\n", + "4 \t 15 \t 2 \t 7 \t 1 \t 11 \t -859\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -32 \t 2499\n", + "\t\t\t\t\t 235 \t -18352\n", + "GCD(39203, 502) = 1, with coefficients 235 and -18352 such that 1 = (235)*39203 + (-18352)*502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 503 \t 77 \t 472 \t 1 \t 0\n", + "1 \t 503 \t 472 \t 1 \t 31 \t 0 \t 1\n", + "2 \t 472 \t 31 \t 15 \t 7 \t 1 \t -77\n", + "3 \t 31 \t 7 \t 4 \t 3 \t -1 \t 78\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 16 \t -1247\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -65 \t 5066\n", + "\t\t\t\t\t 146 \t -11379\n", + "GCD(39203, 503) = 1, with coefficients 146 and -11379 such that 1 = (146)*39203 + (-11379)*503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 504 \t 77 \t 395 \t 1 \t 0\n", + "1 \t 504 \t 395 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 395 \t 109 \t 3 \t 68 \t 1 \t -77\n", + "3 \t 109 \t 68 \t 1 \t 41 \t -1 \t 78\n", + "4 \t 68 \t 41 \t 1 \t 27 \t 4 \t -311\n", + "5 \t 41 \t 27 \t 1 \t 14 \t -5 \t 389\n", + "6 \t 27 \t 14 \t 1 \t 13 \t 9 \t -700\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -14 \t 1089\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 23 \t -1789\n", + "\t\t\t\t\t -37 \t 2878\n", + "GCD(39203, 504) = 1, with coefficients -37 and 2878 such that 1 = (-37)*39203 + (2878)*504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 505 \t 77 \t 318 \t 1 \t 0\n", + "1 \t 505 \t 318 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 318 \t 187 \t 1 \t 131 \t 1 \t -77\n", + "3 \t 187 \t 131 \t 1 \t 56 \t -1 \t 78\n", + "4 \t 131 \t 56 \t 2 \t 19 \t 2 \t -155\n", + "5 \t 56 \t 19 \t 2 \t 18 \t -3 \t 233\n", + "6 \t 19 \t 18 \t 1 \t 1 \t 8 \t -621\n", + "7 \t 18 \t 1 \t 18 \t 0 \t -19 \t 1475\n", + "\t\t\t\t\t 27 \t -2096\n", + "GCD(39203, 505) = 1, with coefficients 27 and -2096 such that 1 = (27)*39203 + (-2096)*505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 506 \t 77 \t 241 \t 1 \t 0\n", + "1 \t 506 \t 241 \t 2 \t 24 \t 0 \t 1\n", + "2 \t 241 \t 24 \t 10 \t 1 \t 1 \t -77\n", + "3 \t 24 \t 1 \t 24 \t 0 \t -2 \t 155\n", + "\t\t\t\t\t 21 \t -1627\n", + "GCD(39203, 506) = 1, with coefficients 21 and -1627 such that 1 = (21)*39203 + (-1627)*506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 507 \t 77 \t 164 \t 1 \t 0\n", + "1 \t 507 \t 164 \t 3 \t 15 \t 0 \t 1\n", + "2 \t 164 \t 15 \t 10 \t 14 \t 1 \t -77\n", + "3 \t 15 \t 14 \t 1 \t 1 \t -3 \t 232\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 31 \t -2397\n", + "\t\t\t\t\t -34 \t 2629\n", + "GCD(39203, 507) = 1, with coefficients -34 and 2629 such that 1 = (-34)*39203 + (2629)*507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 508 \t 77 \t 87 \t 1 \t 0\n", + "1 \t 508 \t 87 \t 5 \t 73 \t 0 \t 1\n", + "2 \t 87 \t 73 \t 1 \t 14 \t 1 \t -77\n", + "3 \t 73 \t 14 \t 5 \t 3 \t -5 \t 386\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 6 \t -463\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -35 \t 2701\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 146 \t -11267\n", + "\t\t\t\t\t -181 \t 13968\n", + "GCD(39203, 508) = 1, with coefficients -181 and 13968 such that 1 = (-181)*39203 + (13968)*508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 509 \t 77 \t 10 \t 1 \t 0\n", + "1 \t 509 \t 10 \t 50 \t 9 \t 0 \t 1\n", + "2 \t 10 \t 9 \t 1 \t 1 \t 1 \t -77\n", + "3 \t 9 \t 1 \t 9 \t 0 \t -50 \t 3851\n", + "\t\t\t\t\t 51 \t -3928\n", + "GCD(39203, 509) = 1, with coefficients 51 and -3928 such that 1 = (51)*39203 + (-3928)*509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 510 \t 76 \t 443 \t 1 \t 0\n", + "1 \t 510 \t 443 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 443 \t 67 \t 6 \t 41 \t 1 \t -76\n", + "3 \t 67 \t 41 \t 1 \t 26 \t -1 \t 77\n", + "4 \t 41 \t 26 \t 1 \t 15 \t 7 \t -538\n", + "5 \t 26 \t 15 \t 1 \t 11 \t -8 \t 615\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 15 \t -1153\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -23 \t 1768\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 38 \t -2921\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -99 \t 7610\n", + "\t\t\t\t\t 137 \t -10531\n", + "GCD(39203, 510) = 1, with coefficients 137 and -10531 such that 1 = (137)*39203 + (-10531)*510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 511 \t 76 \t 367 \t 1 \t 0\n", + "1 \t 511 \t 367 \t 1 \t 144 \t 0 \t 1\n", + "2 \t 367 \t 144 \t 2 \t 79 \t 1 \t -76\n", + "3 \t 144 \t 79 \t 1 \t 65 \t -1 \t 77\n", + "4 \t 79 \t 65 \t 1 \t 14 \t 3 \t -230\n", + "5 \t 65 \t 14 \t 4 \t 9 \t -4 \t 307\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 7 \t -537\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -32 \t 2455\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 39 \t -2992\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -71 \t 5447\n", + "\t\t\t\t\t 110 \t -8439\n", + "GCD(39203, 511) = 1, with coefficients 110 and -8439 such that 1 = (110)*39203 + (-8439)*511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 512 \t 76 \t 291 \t 1 \t 0\n", + "1 \t 512 \t 291 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 291 \t 221 \t 1 \t 70 \t 1 \t -76\n", + "3 \t 221 \t 70 \t 3 \t 11 \t -1 \t 77\n", + "4 \t 70 \t 11 \t 6 \t 4 \t 2 \t -153\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -7 \t 536\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 44 \t -3369\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -95 \t 7274\n", + "\t\t\t\t\t 139 \t -10643\n", + "GCD(39203, 512) = 1, with coefficients 139 and -10643 such that 1 = (139)*39203 + (-10643)*512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 513 \t 76 \t 215 \t 1 \t 0\n", + "1 \t 513 \t 215 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 215 \t 83 \t 2 \t 49 \t 1 \t -76\n", + "3 \t 83 \t 49 \t 1 \t 34 \t -2 \t 153\n", + "4 \t 49 \t 34 \t 1 \t 15 \t 5 \t -382\n", + "5 \t 34 \t 15 \t 2 \t 4 \t -7 \t 535\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 12 \t -917\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -31 \t 2369\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 105 \t -8024\n", + "\t\t\t\t\t -136 \t 10393\n", + "GCD(39203, 513) = 1, with coefficients -136 and 10393 such that 1 = (-136)*39203 + (10393)*513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 514 \t 76 \t 139 \t 1 \t 0\n", + "1 \t 514 \t 139 \t 3 \t 97 \t 0 \t 1\n", + "2 \t 139 \t 97 \t 1 \t 42 \t 1 \t -76\n", + "3 \t 97 \t 42 \t 2 \t 13 \t -3 \t 229\n", + "4 \t 42 \t 13 \t 3 \t 3 \t 4 \t -305\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -11 \t 839\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 37 \t -2822\n", + "\t\t\t\t\t -159 \t 12127\n", + "GCD(39203, 514) = 1, with coefficients -159 and 12127 such that 1 = (-159)*39203 + (12127)*514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 515 \t 76 \t 63 \t 1 \t 0\n", + "1 \t 515 \t 63 \t 8 \t 11 \t 0 \t 1\n", + "2 \t 63 \t 11 \t 5 \t 8 \t 1 \t -76\n", + "3 \t 11 \t 8 \t 1 \t 3 \t -8 \t 609\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 41 \t -3121\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -49 \t 3730\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 139 \t -10581\n", + "\t\t\t\t\t -188 \t 14311\n", + "GCD(39203, 515) = 1, with coefficients -188 and 14311 such that 1 = (-188)*39203 + (14311)*515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 516 \t 75 \t 503 \t 1 \t 0\n", + "1 \t 516 \t 503 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 503 \t 13 \t 38 \t 9 \t 1 \t -75\n", + "3 \t 13 \t 9 \t 1 \t 4 \t -1 \t 76\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 39 \t -2963\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -40 \t 3039\n", + "\t\t\t\t\t 119 \t -9041\n", + "GCD(39203, 516) = 1, with coefficients 119 and -9041 such that 1 = (119)*39203 + (-9041)*516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 517 \t 75 \t 428 \t 1 \t 0\n", + "1 \t 517 \t 428 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 428 \t 89 \t 4 \t 72 \t 1 \t -75\n", + "3 \t 89 \t 72 \t 1 \t 17 \t -1 \t 76\n", + "4 \t 72 \t 17 \t 4 \t 4 \t 5 \t -379\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -6 \t 455\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 29 \t -2199\n", + "\t\t\t\t\t -122 \t 9251\n", + "GCD(39203, 517) = 1, with coefficients -122 and 9251 such that 1 = (-122)*39203 + (9251)*517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 518 \t 75 \t 353 \t 1 \t 0\n", + "1 \t 518 \t 353 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 353 \t 165 \t 2 \t 23 \t 1 \t -75\n", + "3 \t 165 \t 23 \t 7 \t 4 \t -1 \t 76\n", + "4 \t 23 \t 4 \t 5 \t 3 \t 3 \t -227\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -22 \t 1665\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 113 \t -8552\n", + "\t\t\t\t\t -135 \t 10217\n", + "GCD(39203, 518) = 1, with coefficients -135 and 10217 such that 1 = (-135)*39203 + (10217)*518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 519 \t 75 \t 278 \t 1 \t 0\n", + "1 \t 519 \t 278 \t 1 \t 241 \t 0 \t 1\n", + "2 \t 278 \t 241 \t 1 \t 37 \t 1 \t -75\n", + "3 \t 241 \t 37 \t 6 \t 19 \t -1 \t 76\n", + "4 \t 37 \t 19 \t 1 \t 18 \t 2 \t -151\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -13 \t 982\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 15 \t -1133\n", + "\t\t\t\t\t -28 \t 2115\n", + "GCD(39203, 519) = 1, with coefficients -28 and 2115 such that 1 = (-28)*39203 + (2115)*519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 520 \t 75 \t 203 \t 1 \t 0\n", + "1 \t 520 \t 203 \t 2 \t 114 \t 0 \t 1\n", + "2 \t 203 \t 114 \t 1 \t 89 \t 1 \t -75\n", + "3 \t 114 \t 89 \t 1 \t 25 \t -2 \t 151\n", + "4 \t 89 \t 25 \t 3 \t 14 \t 3 \t -226\n", + "5 \t 25 \t 14 \t 1 \t 11 \t -5 \t 377\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 18 \t -1357\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -23 \t 1734\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 41 \t -3091\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -146 \t 11007\n", + "\t\t\t\t\t 187 \t -14098\n", + "GCD(39203, 520) = 1, with coefficients 187 and -14098 such that 1 = (187)*39203 + (-14098)*520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 521 \t 75 \t 128 \t 1 \t 0\n", + "1 \t 521 \t 128 \t 4 \t 9 \t 0 \t 1\n", + "2 \t 128 \t 9 \t 14 \t 2 \t 1 \t -75\n", + "3 \t 9 \t 2 \t 4 \t 1 \t -4 \t 301\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 57 \t -4289\n", + "\t\t\t\t\t -232 \t 17457\n", + "GCD(39203, 521) = 1, with coefficients -232 and 17457 such that 1 = (-232)*39203 + (17457)*521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 522 \t 75 \t 53 \t 1 \t 0\n", + "1 \t 522 \t 53 \t 9 \t 45 \t 0 \t 1\n", + "2 \t 53 \t 45 \t 1 \t 8 \t 1 \t -75\n", + "3 \t 45 \t 8 \t 5 \t 5 \t -9 \t 676\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 10 \t -751\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -59 \t 4431\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 69 \t -5182\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -128 \t 9613\n", + "\t\t\t\t\t 197 \t -14795\n", + "GCD(39203, 522) = 1, with coefficients 197 and -14795 such that 1 = (197)*39203 + (-14795)*522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 523 \t 74 \t 501 \t 1 \t 0\n", + "1 \t 523 \t 501 \t 1 \t 22 \t 0 \t 1\n", + "2 \t 501 \t 22 \t 22 \t 17 \t 1 \t -74\n", + "3 \t 22 \t 17 \t 1 \t 5 \t -1 \t 75\n", + "4 \t 17 \t 5 \t 3 \t 2 \t 23 \t -1724\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -24 \t 1799\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 95 \t -7121\n", + "\t\t\t\t\t -214 \t 16041\n", + "GCD(39203, 523) = 1, with coefficients -214 and 16041 such that 1 = (-214)*39203 + (16041)*523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 524 \t 74 \t 427 \t 1 \t 0\n", + "1 \t 524 \t 427 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 427 \t 97 \t 4 \t 39 \t 1 \t -74\n", + "3 \t 97 \t 39 \t 2 \t 19 \t -1 \t 75\n", + "4 \t 39 \t 19 \t 2 \t 1 \t 5 \t -374\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -11 \t 823\n", + "\t\t\t\t\t 27 \t -2020\n", + "GCD(39203, 524) = 1, with coefficients 27 and -2020 such that 1 = (27)*39203 + (-2020)*524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 525 \t 74 \t 353 \t 1 \t 0\n", + "1 \t 525 \t 353 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 353 \t 172 \t 2 \t 9 \t 1 \t -74\n", + "3 \t 172 \t 9 \t 19 \t 1 \t -1 \t 75\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 3 \t -224\n", + "\t\t\t\t\t -58 \t 4331\n", + "GCD(39203, 525) = 1, with coefficients -58 and 4331 such that 1 = (-58)*39203 + (4331)*525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 526 \t 74 \t 279 \t 1 \t 0\n", + "1 \t 526 \t 279 \t 1 \t 247 \t 0 \t 1\n", + "2 \t 279 \t 247 \t 1 \t 32 \t 1 \t -74\n", + "3 \t 247 \t 32 \t 7 \t 23 \t -1 \t 75\n", + "4 \t 32 \t 23 \t 1 \t 9 \t 2 \t -149\n", + "5 \t 23 \t 9 \t 2 \t 5 \t -15 \t 1118\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 17 \t -1267\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -49 \t 3652\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 66 \t -4919\n", + "\t\t\t\t\t -115 \t 8571\n", + "GCD(39203, 526) = 1, with coefficients -115 and 8571 such that 1 = (-115)*39203 + (8571)*526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 527 \t 74 \t 205 \t 1 \t 0\n", + "1 \t 527 \t 205 \t 2 \t 117 \t 0 \t 1\n", + "2 \t 205 \t 117 \t 1 \t 88 \t 1 \t -74\n", + "3 \t 117 \t 88 \t 1 \t 29 \t -2 \t 149\n", + "4 \t 88 \t 29 \t 3 \t 1 \t 3 \t -223\n", + "5 \t 29 \t 1 \t 29 \t 0 \t -5 \t 372\n", + "\t\t\t\t\t 18 \t -1339\n", + "GCD(39203, 527) = 1, with coefficients 18 and -1339 such that 1 = (18)*39203 + (-1339)*527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 528 \t 74 \t 131 \t 1 \t 0\n", + "1 \t 528 \t 131 \t 4 \t 4 \t 0 \t 1\n", + "2 \t 131 \t 4 \t 32 \t 3 \t 1 \t -74\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -4 \t 297\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 129 \t -9578\n", + "\t\t\t\t\t -133 \t 9875\n", + "GCD(39203, 528) = 1, with coefficients -133 and 9875 such that 1 = (-133)*39203 + (9875)*528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 529 \t 74 \t 57 \t 1 \t 0\n", + "1 \t 529 \t 57 \t 9 \t 16 \t 0 \t 1\n", + "2 \t 57 \t 16 \t 3 \t 9 \t 1 \t -74\n", + "3 \t 16 \t 9 \t 1 \t 7 \t -9 \t 667\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 28 \t -2075\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -37 \t 2742\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 65 \t -4817\n", + "\t\t\t\t\t -232 \t 17193\n", + "GCD(39203, 529) = 1, with coefficients -232 and 17193 such that 1 = (-232)*39203 + (17193)*529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 530 \t 73 \t 513 \t 1 \t 0\n", + "1 \t 530 \t 513 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 513 \t 17 \t 30 \t 3 \t 1 \t -73\n", + "3 \t 17 \t 3 \t 5 \t 2 \t -1 \t 74\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 31 \t -2293\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -156 \t 11539\n", + "\t\t\t\t\t 187 \t -13832\n", + "GCD(39203, 530) = 1, with coefficients 187 and -13832 such that 1 = (187)*39203 + (-13832)*530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 531 \t 73 \t 440 \t 1 \t 0\n", + "1 \t 531 \t 440 \t 1 \t 91 \t 0 \t 1\n", + "2 \t 440 \t 91 \t 4 \t 76 \t 1 \t -73\n", + "3 \t 91 \t 76 \t 1 \t 15 \t -1 \t 74\n", + "4 \t 76 \t 15 \t 5 \t 1 \t 5 \t -369\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -6 \t 443\n", + "\t\t\t\t\t 35 \t -2584\n", + "GCD(39203, 531) = 1, with coefficients 35 and -2584 such that 1 = (35)*39203 + (-2584)*531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 532 \t 73 \t 367 \t 1 \t 0\n", + "1 \t 532 \t 367 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 367 \t 165 \t 2 \t 37 \t 1 \t -73\n", + "3 \t 165 \t 37 \t 4 \t 17 \t -1 \t 74\n", + "4 \t 37 \t 17 \t 2 \t 3 \t 3 \t -221\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -13 \t 958\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 29 \t -2137\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -158 \t 11643\n", + "\t\t\t\t\t 187 \t -13780\n", + "GCD(39203, 532) = 1, with coefficients 187 and -13780 such that 1 = (187)*39203 + (-13780)*532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 533 \t 73 \t 294 \t 1 \t 0\n", + "1 \t 533 \t 294 \t 1 \t 239 \t 0 \t 1\n", + "2 \t 294 \t 239 \t 1 \t 55 \t 1 \t -73\n", + "3 \t 239 \t 55 \t 4 \t 19 \t -1 \t 74\n", + "4 \t 55 \t 19 \t 2 \t 17 \t 2 \t -147\n", + "5 \t 19 \t 17 \t 1 \t 2 \t -9 \t 662\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 20 \t -1471\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -29 \t 2133\n", + "\t\t\t\t\t 252 \t -18535\n", + "GCD(39203, 533) = 1, with coefficients 252 and -18535 such that 1 = (252)*39203 + (-18535)*533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 534 \t 73 \t 221 \t 1 \t 0\n", + "1 \t 534 \t 221 \t 2 \t 92 \t 0 \t 1\n", + "2 \t 221 \t 92 \t 2 \t 37 \t 1 \t -73\n", + "3 \t 92 \t 37 \t 2 \t 18 \t -2 \t 147\n", + "4 \t 37 \t 18 \t 2 \t 1 \t 5 \t -367\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -12 \t 881\n", + "\t\t\t\t\t 29 \t -2129\n", + "GCD(39203, 534) = 1, with coefficients 29 and -2129 such that 1 = (29)*39203 + (-2129)*534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 535 \t 73 \t 148 \t 1 \t 0\n", + "1 \t 535 \t 148 \t 3 \t 91 \t 0 \t 1\n", + "2 \t 148 \t 91 \t 1 \t 57 \t 1 \t -73\n", + "3 \t 91 \t 57 \t 1 \t 34 \t -3 \t 220\n", + "4 \t 57 \t 34 \t 1 \t 23 \t 4 \t -293\n", + "5 \t 34 \t 23 \t 1 \t 11 \t -7 \t 513\n", + "6 \t 23 \t 11 \t 2 \t 1 \t 11 \t -806\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -18 \t 1319\n", + "\t\t\t\t\t 47 \t -3444\n", + "GCD(39203, 535) = 1, with coefficients 47 and -3444 such that 1 = (47)*39203 + (-3444)*535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 536 \t 73 \t 75 \t 1 \t 0\n", + "1 \t 536 \t 75 \t 7 \t 11 \t 0 \t 1\n", + "2 \t 75 \t 11 \t 6 \t 9 \t 1 \t -73\n", + "3 \t 11 \t 9 \t 1 \t 2 \t -7 \t 512\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 43 \t -3145\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -50 \t 3657\n", + "\t\t\t\t\t 243 \t -17773\n", + "GCD(39203, 536) = 1, with coefficients 243 and -17773 such that 1 = (243)*39203 + (-17773)*536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 537 \t 73 \t 2 \t 1 \t 0\n", + "1 \t 537 \t 2 \t 268 \t 1 \t 0 \t 1\n", + "2 \t 2 \t 1 \t 2 \t 0 \t 1 \t -73\n", + "\t\t\t\t\t -268 \t 19565\n", + "GCD(39203, 537) = 1, with coefficients -268 and 19565 such that 1 = (-268)*39203 + (19565)*537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 538 \t 72 \t 467 \t 1 \t 0\n", + "1 \t 538 \t 467 \t 1 \t 71 \t 0 \t 1\n", + "2 \t 467 \t 71 \t 6 \t 41 \t 1 \t -72\n", + "3 \t 71 \t 41 \t 1 \t 30 \t -1 \t 73\n", + "4 \t 41 \t 30 \t 1 \t 11 \t 7 \t -510\n", + "5 \t 30 \t 11 \t 2 \t 8 \t -8 \t 583\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 15 \t -1093\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -38 \t 2769\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 53 \t -3862\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -144 \t 10493\n", + "\t\t\t\t\t 197 \t -14355\n", + "GCD(39203, 538) = 1, with coefficients 197 and -14355 such that 1 = (197)*39203 + (-14355)*538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 539 \t 72 \t 395 \t 1 \t 0\n", + "1 \t 539 \t 395 \t 1 \t 144 \t 0 \t 1\n", + "2 \t 395 \t 144 \t 2 \t 107 \t 1 \t -72\n", + "3 \t 144 \t 107 \t 1 \t 37 \t -1 \t 73\n", + "4 \t 107 \t 37 \t 2 \t 33 \t 3 \t -218\n", + "5 \t 37 \t 33 \t 1 \t 4 \t -4 \t 291\n", + "6 \t 33 \t 4 \t 8 \t 1 \t 11 \t -800\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -15 \t 1091\n", + "\t\t\t\t\t 131 \t -9528\n", + "GCD(39203, 539) = 1, with coefficients 131 and -9528 such that 1 = (131)*39203 + (-9528)*539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 540 \t 72 \t 323 \t 1 \t 0\n", + "1 \t 540 \t 323 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 323 \t 217 \t 1 \t 106 \t 1 \t -72\n", + "3 \t 217 \t 106 \t 2 \t 5 \t -1 \t 73\n", + "4 \t 106 \t 5 \t 21 \t 1 \t 2 \t -145\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -5 \t 363\n", + "\t\t\t\t\t 107 \t -7768\n", + "GCD(39203, 540) = 1, with coefficients 107 and -7768 such that 1 = (107)*39203 + (-7768)*540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 541 \t 72 \t 251 \t 1 \t 0\n", + "1 \t 541 \t 251 \t 2 \t 39 \t 0 \t 1\n", + "2 \t 251 \t 39 \t 6 \t 17 \t 1 \t -72\n", + "3 \t 39 \t 17 \t 2 \t 5 \t -2 \t 145\n", + "4 \t 17 \t 5 \t 3 \t 2 \t 13 \t -942\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -28 \t 2029\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 97 \t -7029\n", + "\t\t\t\t\t -222 \t 16087\n", + "GCD(39203, 541) = 1, with coefficients -222 and 16087 such that 1 = (-222)*39203 + (16087)*541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 542 \t 72 \t 179 \t 1 \t 0\n", + "1 \t 542 \t 179 \t 3 \t 5 \t 0 \t 1\n", + "2 \t 179 \t 5 \t 35 \t 4 \t 1 \t -72\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -3 \t 217\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 106 \t -7667\n", + "\t\t\t\t\t -109 \t 7884\n", + "GCD(39203, 542) = 1, with coefficients -109 and 7884 such that 1 = (-109)*39203 + (7884)*542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 543 \t 72 \t 107 \t 1 \t 0\n", + "1 \t 543 \t 107 \t 5 \t 8 \t 0 \t 1\n", + "2 \t 107 \t 8 \t 13 \t 3 \t 1 \t -72\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -5 \t 361\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 66 \t -4765\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -137 \t 9891\n", + "\t\t\t\t\t 203 \t -14656\n", + "GCD(39203, 543) = 1, with coefficients 203 and -14656 such that 1 = (203)*39203 + (-14656)*543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 544 \t 72 \t 35 \t 1 \t 0\n", + "1 \t 544 \t 35 \t 15 \t 19 \t 0 \t 1\n", + "2 \t 35 \t 19 \t 1 \t 16 \t 1 \t -72\n", + "3 \t 19 \t 16 \t 1 \t 3 \t -15 \t 1081\n", + "4 \t 16 \t 3 \t 5 \t 1 \t 16 \t -1153\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -31 \t 2234\n", + "\t\t\t\t\t 171 \t -12323\n", + "GCD(39203, 544) = 1, with coefficients 171 and -12323 such that 1 = (171)*39203 + (-12323)*544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 545 \t 71 \t 508 \t 1 \t 0\n", + "1 \t 545 \t 508 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 508 \t 37 \t 13 \t 27 \t 1 \t -71\n", + "3 \t 37 \t 27 \t 1 \t 10 \t -1 \t 72\n", + "4 \t 27 \t 10 \t 2 \t 7 \t 14 \t -1007\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -15 \t 1079\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 44 \t -3165\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -59 \t 4244\n", + "\t\t\t\t\t 162 \t -11653\n", + "GCD(39203, 545) = 1, with coefficients 162 and -11653 such that 1 = (162)*39203 + (-11653)*545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 546 \t 71 \t 437 \t 1 \t 0\n", + "1 \t 546 \t 437 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 437 \t 109 \t 4 \t 1 \t 1 \t -71\n", + "3 \t 109 \t 1 \t 109 \t 0 \t -1 \t 72\n", + "\t\t\t\t\t 5 \t -359\n", + "GCD(39203, 546) = 1, with coefficients 5 and -359 such that 1 = (5)*39203 + (-359)*546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 547 \t 71 \t 366 \t 1 \t 0\n", + "1 \t 547 \t 366 \t 1 \t 181 \t 0 \t 1\n", + "2 \t 366 \t 181 \t 2 \t 4 \t 1 \t -71\n", + "3 \t 181 \t 4 \t 45 \t 1 \t -1 \t 72\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 3 \t -215\n", + "\t\t\t\t\t -136 \t 9747\n", + "GCD(39203, 547) = 1, with coefficients -136 and 9747 such that 1 = (-136)*39203 + (9747)*547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 548 \t 71 \t 295 \t 1 \t 0\n", + "1 \t 548 \t 295 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 295 \t 253 \t 1 \t 42 \t 1 \t -71\n", + "3 \t 253 \t 42 \t 6 \t 1 \t -1 \t 72\n", + "4 \t 42 \t 1 \t 42 \t 0 \t 2 \t -143\n", + "\t\t\t\t\t -13 \t 930\n", + "GCD(39203, 548) = 1, with coefficients -13 and 930 such that 1 = (-13)*39203 + (930)*548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 549 \t 71 \t 224 \t 1 \t 0\n", + "1 \t 549 \t 224 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 224 \t 101 \t 2 \t 22 \t 1 \t -71\n", + "3 \t 101 \t 22 \t 4 \t 13 \t -2 \t 143\n", + "4 \t 22 \t 13 \t 1 \t 9 \t 5 \t -357\n", + "5 \t 13 \t 9 \t 1 \t 4 \t -22 \t 1571\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 27 \t -1928\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -49 \t 3499\n", + "\t\t\t\t\t 125 \t -8926\n", + "GCD(39203, 549) = 1, with coefficients 125 and -8926 such that 1 = (125)*39203 + (-8926)*549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 550 \t 71 \t 153 \t 1 \t 0\n", + "1 \t 550 \t 153 \t 3 \t 91 \t 0 \t 1\n", + "2 \t 153 \t 91 \t 1 \t 62 \t 1 \t -71\n", + "3 \t 91 \t 62 \t 1 \t 29 \t -3 \t 214\n", + "4 \t 62 \t 29 \t 2 \t 4 \t 4 \t -285\n", + "5 \t 29 \t 4 \t 7 \t 1 \t -7 \t 499\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 18 \t -1283\n", + "\t\t\t\t\t -133 \t 9480\n", + "GCD(39203, 550) = 1, with coefficients -133 and 9480 such that 1 = (-133)*39203 + (9480)*550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 551 \t 71 \t 82 \t 1 \t 0\n", + "1 \t 551 \t 82 \t 6 \t 59 \t 0 \t 1\n", + "2 \t 82 \t 59 \t 1 \t 23 \t 1 \t -71\n", + "3 \t 59 \t 23 \t 2 \t 13 \t -6 \t 427\n", + "4 \t 23 \t 13 \t 1 \t 10 \t 7 \t -498\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -20 \t 1423\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 27 \t -1921\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -47 \t 3344\n", + "\t\t\t\t\t 168 \t -11953\n", + "GCD(39203, 551) = 1, with coefficients 168 and -11953 such that 1 = (168)*39203 + (-11953)*551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 552 \t 71 \t 11 \t 1 \t 0\n", + "1 \t 552 \t 11 \t 50 \t 2 \t 0 \t 1\n", + "2 \t 11 \t 2 \t 5 \t 1 \t 1 \t -71\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -50 \t 3551\n", + "\t\t\t\t\t 251 \t -17826\n", + "GCD(39203, 552) = 1, with coefficients 251 and -17826 such that 1 = (251)*39203 + (-17826)*552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 553 \t 70 \t 493 \t 1 \t 0\n", + "1 \t 553 \t 493 \t 1 \t 60 \t 0 \t 1\n", + "2 \t 493 \t 60 \t 8 \t 13 \t 1 \t -70\n", + "3 \t 60 \t 13 \t 4 \t 8 \t -1 \t 71\n", + "4 \t 13 \t 8 \t 1 \t 5 \t 9 \t -638\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -37 \t 2623\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 46 \t -3261\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -83 \t 5884\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 129 \t -9145\n", + "\t\t\t\t\t -212 \t 15029\n", + "GCD(39203, 553) = 1, with coefficients -212 and 15029 such that 1 = (-212)*39203 + (15029)*553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 554 \t 70 \t 423 \t 1 \t 0\n", + "1 \t 554 \t 423 \t 1 \t 131 \t 0 \t 1\n", + "2 \t 423 \t 131 \t 3 \t 30 \t 1 \t -70\n", + "3 \t 131 \t 30 \t 4 \t 11 \t -1 \t 71\n", + "4 \t 30 \t 11 \t 2 \t 8 \t 4 \t -283\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -17 \t 1203\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 38 \t -2689\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -55 \t 3892\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 148 \t -10473\n", + "\t\t\t\t\t -203 \t 14365\n", + "GCD(39203, 554) = 1, with coefficients -203 and 14365 such that 1 = (-203)*39203 + (14365)*554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 555 \t 70 \t 353 \t 1 \t 0\n", + "1 \t 555 \t 353 \t 1 \t 202 \t 0 \t 1\n", + "2 \t 353 \t 202 \t 1 \t 151 \t 1 \t -70\n", + "3 \t 202 \t 151 \t 1 \t 51 \t -1 \t 71\n", + "4 \t 151 \t 51 \t 2 \t 49 \t 2 \t -141\n", + "5 \t 51 \t 49 \t 1 \t 2 \t -3 \t 212\n", + "6 \t 49 \t 2 \t 24 \t 1 \t 8 \t -565\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -11 \t 777\n", + "\t\t\t\t\t 272 \t -19213\n", + "GCD(39203, 555) = 1, with coefficients 272 and -19213 such that 1 = (272)*39203 + (-19213)*555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 556 \t 70 \t 283 \t 1 \t 0\n", + "1 \t 556 \t 283 \t 1 \t 273 \t 0 \t 1\n", + "2 \t 283 \t 273 \t 1 \t 10 \t 1 \t -70\n", + "3 \t 273 \t 10 \t 27 \t 3 \t -1 \t 71\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 2 \t -141\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -55 \t 3878\n", + "\t\t\t\t\t 167 \t -11775\n", + "GCD(39203, 556) = 1, with coefficients 167 and -11775 such that 1 = (167)*39203 + (-11775)*556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 557 \t 70 \t 213 \t 1 \t 0\n", + "1 \t 557 \t 213 \t 2 \t 131 \t 0 \t 1\n", + "2 \t 213 \t 131 \t 1 \t 82 \t 1 \t -70\n", + "3 \t 131 \t 82 \t 1 \t 49 \t -2 \t 141\n", + "4 \t 82 \t 49 \t 1 \t 33 \t 3 \t -211\n", + "5 \t 49 \t 33 \t 1 \t 16 \t -5 \t 352\n", + "6 \t 33 \t 16 \t 2 \t 1 \t 8 \t -563\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -13 \t 915\n", + "\t\t\t\t\t 34 \t -2393\n", + "GCD(39203, 557) = 1, with coefficients 34 and -2393 such that 1 = (34)*39203 + (-2393)*557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 558 \t 70 \t 143 \t 1 \t 0\n", + "1 \t 558 \t 143 \t 3 \t 129 \t 0 \t 1\n", + "2 \t 143 \t 129 \t 1 \t 14 \t 1 \t -70\n", + "3 \t 129 \t 14 \t 9 \t 3 \t -3 \t 211\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 4 \t -281\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -39 \t 2740\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 160 \t -11241\n", + "\t\t\t\t\t -199 \t 13981\n", + "GCD(39203, 558) = 1, with coefficients -199 and 13981 such that 1 = (-199)*39203 + (13981)*558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 559 \t 70 \t 73 \t 1 \t 0\n", + "1 \t 559 \t 73 \t 7 \t 48 \t 0 \t 1\n", + "2 \t 73 \t 48 \t 1 \t 25 \t 1 \t -70\n", + "3 \t 48 \t 25 \t 1 \t 23 \t -7 \t 491\n", + "4 \t 25 \t 23 \t 1 \t 2 \t 8 \t -561\n", + "5 \t 23 \t 2 \t 11 \t 1 \t -15 \t 1052\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 23 \t -1613\n", + "\t\t\t\t\t -268 \t 18795\n", + "GCD(39203, 559) = 1, with coefficients -268 and 18795 such that 1 = (-268)*39203 + (18795)*559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 560 \t 70 \t 3 \t 1 \t 0\n", + "1 \t 560 \t 3 \t 186 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -70\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -186 \t 13021\n", + "\t\t\t\t\t 187 \t -13091\n", + "GCD(39203, 560) = 1, with coefficients 187 and -13091 such that 1 = (187)*39203 + (-13091)*560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 561 \t 69 \t 494 \t 1 \t 0\n", + "1 \t 561 \t 494 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 494 \t 67 \t 7 \t 25 \t 1 \t -69\n", + "3 \t 67 \t 25 \t 2 \t 17 \t -1 \t 70\n", + "4 \t 25 \t 17 \t 1 \t 8 \t 8 \t -559\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -17 \t 1188\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 25 \t -1747\n", + "\t\t\t\t\t -67 \t 4682\n", + "GCD(39203, 561) = 1, with coefficients -67 and 4682 such that 1 = (-67)*39203 + (4682)*561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 562 \t 69 \t 425 \t 1 \t 0\n", + "1 \t 562 \t 425 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 425 \t 137 \t 3 \t 14 \t 1 \t -69\n", + "3 \t 137 \t 14 \t 9 \t 11 \t -1 \t 70\n", + "4 \t 14 \t 11 \t 1 \t 3 \t 4 \t -279\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -37 \t 2581\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 41 \t -2860\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -160 \t 11161\n", + "\t\t\t\t\t 201 \t -14021\n", + "GCD(39203, 562) = 1, with coefficients 201 and -14021 such that 1 = (201)*39203 + (-14021)*562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 563 \t 69 \t 356 \t 1 \t 0\n", + "1 \t 563 \t 356 \t 1 \t 207 \t 0 \t 1\n", + "2 \t 356 \t 207 \t 1 \t 149 \t 1 \t -69\n", + "3 \t 207 \t 149 \t 1 \t 58 \t -1 \t 70\n", + "4 \t 149 \t 58 \t 2 \t 33 \t 2 \t -139\n", + "5 \t 58 \t 33 \t 1 \t 25 \t -3 \t 209\n", + "6 \t 33 \t 25 \t 1 \t 8 \t 8 \t -557\n", + "7 \t 25 \t 8 \t 3 \t 1 \t -11 \t 766\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 19 \t -1323\n", + "\t\t\t\t\t -68 \t 4735\n", + "GCD(39203, 563) = 1, with coefficients -68 and 4735 such that 1 = (-68)*39203 + (4735)*563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 564 \t 69 \t 287 \t 1 \t 0\n", + "1 \t 564 \t 287 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 287 \t 277 \t 1 \t 10 \t 1 \t -69\n", + "3 \t 277 \t 10 \t 27 \t 7 \t -1 \t 70\n", + "4 \t 10 \t 7 \t 1 \t 3 \t 2 \t -139\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -55 \t 3823\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 57 \t -3962\n", + "\t\t\t\t\t -169 \t 11747\n", + "GCD(39203, 564) = 1, with coefficients -169 and 11747 such that 1 = (-169)*39203 + (11747)*564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 565 \t 69 \t 218 \t 1 \t 0\n", + "1 \t 565 \t 218 \t 2 \t 129 \t 0 \t 1\n", + "2 \t 218 \t 129 \t 1 \t 89 \t 1 \t -69\n", + "3 \t 129 \t 89 \t 1 \t 40 \t -2 \t 139\n", + "4 \t 89 \t 40 \t 2 \t 9 \t 3 \t -208\n", + "5 \t 40 \t 9 \t 4 \t 4 \t -5 \t 347\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 13 \t -902\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -57 \t 3955\n", + "\t\t\t\t\t 127 \t -8812\n", + "GCD(39203, 565) = 1, with coefficients 127 and -8812 such that 1 = (127)*39203 + (-8812)*565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 566 \t 69 \t 149 \t 1 \t 0\n", + "1 \t 566 \t 149 \t 3 \t 119 \t 0 \t 1\n", + "2 \t 149 \t 119 \t 1 \t 30 \t 1 \t -69\n", + "3 \t 119 \t 30 \t 3 \t 29 \t -3 \t 208\n", + "4 \t 30 \t 29 \t 1 \t 1 \t 4 \t -277\n", + "5 \t 29 \t 1 \t 29 \t 0 \t -15 \t 1039\n", + "\t\t\t\t\t 19 \t -1316\n", + "GCD(39203, 566) = 1, with coefficients 19 and -1316 such that 1 = (19)*39203 + (-1316)*566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 567 \t 69 \t 80 \t 1 \t 0\n", + "1 \t 567 \t 80 \t 7 \t 7 \t 0 \t 1\n", + "2 \t 80 \t 7 \t 11 \t 3 \t 1 \t -69\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -7 \t 484\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 78 \t -5393\n", + "\t\t\t\t\t -163 \t 11270\n", + "GCD(39203, 567) = 1, with coefficients -163 and 11270 such that 1 = (-163)*39203 + (11270)*567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 568 \t 69 \t 11 \t 1 \t 0\n", + "1 \t 568 \t 11 \t 51 \t 7 \t 0 \t 1\n", + "2 \t 11 \t 7 \t 1 \t 4 \t 1 \t -69\n", + "3 \t 7 \t 4 \t 1 \t 3 \t -51 \t 3520\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 52 \t -3589\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -103 \t 7109\n", + "\t\t\t\t\t 155 \t -10698\n", + "GCD(39203, 568) = 1, with coefficients 155 and -10698 such that 1 = (155)*39203 + (-10698)*568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 569 \t 68 \t 511 \t 1 \t 0\n", + "1 \t 569 \t 511 \t 1 \t 58 \t 0 \t 1\n", + "2 \t 511 \t 58 \t 8 \t 47 \t 1 \t -68\n", + "3 \t 58 \t 47 \t 1 \t 11 \t -1 \t 69\n", + "4 \t 47 \t 11 \t 4 \t 3 \t 9 \t -620\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -10 \t 689\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 49 \t -3376\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -157 \t 10817\n", + "\t\t\t\t\t 206 \t -14193\n", + "GCD(39203, 569) = 1, with coefficients 206 and -14193 such that 1 = (206)*39203 + (-14193)*569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 570 \t 68 \t 443 \t 1 \t 0\n", + "1 \t 570 \t 443 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 443 \t 127 \t 3 \t 62 \t 1 \t -68\n", + "3 \t 127 \t 62 \t 2 \t 3 \t -1 \t 69\n", + "4 \t 62 \t 3 \t 20 \t 2 \t 4 \t -275\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -9 \t 619\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 184 \t -12655\n", + "\t\t\t\t\t -193 \t 13274\n", + "GCD(39203, 570) = 1, with coefficients -193 and 13274 such that 1 = (-193)*39203 + (13274)*570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 571 \t 68 \t 375 \t 1 \t 0\n", + "1 \t 571 \t 375 \t 1 \t 196 \t 0 \t 1\n", + "2 \t 375 \t 196 \t 1 \t 179 \t 1 \t -68\n", + "3 \t 196 \t 179 \t 1 \t 17 \t -1 \t 69\n", + "4 \t 179 \t 17 \t 10 \t 9 \t 2 \t -137\n", + "5 \t 17 \t 9 \t 1 \t 8 \t -3 \t 206\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 32 \t -2197\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -35 \t 2403\n", + "\t\t\t\t\t 67 \t -4600\n", + "GCD(39203, 571) = 1, with coefficients 67 and -4600 such that 1 = (67)*39203 + (-4600)*571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 572 \t 68 \t 307 \t 1 \t 0\n", + "1 \t 572 \t 307 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 307 \t 265 \t 1 \t 42 \t 1 \t -68\n", + "3 \t 265 \t 42 \t 6 \t 13 \t -1 \t 69\n", + "4 \t 42 \t 13 \t 3 \t 3 \t 2 \t -137\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -13 \t 891\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 41 \t -2810\n", + "\t\t\t\t\t -177 \t 12131\n", + "GCD(39203, 572) = 1, with coefficients -177 and 12131 such that 1 = (-177)*39203 + (12131)*572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 573 \t 68 \t 239 \t 1 \t 0\n", + "1 \t 573 \t 239 \t 2 \t 95 \t 0 \t 1\n", + "2 \t 239 \t 95 \t 2 \t 49 \t 1 \t -68\n", + "3 \t 95 \t 49 \t 1 \t 46 \t -2 \t 137\n", + "4 \t 49 \t 46 \t 1 \t 3 \t 5 \t -342\n", + "5 \t 46 \t 3 \t 15 \t 1 \t -7 \t 479\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 12 \t -821\n", + "\t\t\t\t\t -187 \t 12794\n", + "GCD(39203, 573) = 1, with coefficients -187 and 12794 such that 1 = (-187)*39203 + (12794)*573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 574 \t 68 \t 171 \t 1 \t 0\n", + "1 \t 574 \t 171 \t 3 \t 61 \t 0 \t 1\n", + "2 \t 171 \t 61 \t 2 \t 49 \t 1 \t -68\n", + "3 \t 61 \t 49 \t 1 \t 12 \t -3 \t 205\n", + "4 \t 49 \t 12 \t 4 \t 1 \t 7 \t -478\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -10 \t 683\n", + "\t\t\t\t\t 47 \t -3210\n", + "GCD(39203, 574) = 1, with coefficients 47 and -3210 such that 1 = (47)*39203 + (-3210)*574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 575 \t 68 \t 103 \t 1 \t 0\n", + "1 \t 575 \t 103 \t 5 \t 60 \t 0 \t 1\n", + "2 \t 103 \t 60 \t 1 \t 43 \t 1 \t -68\n", + "3 \t 60 \t 43 \t 1 \t 17 \t -5 \t 341\n", + "4 \t 43 \t 17 \t 2 \t 9 \t 6 \t -409\n", + "5 \t 17 \t 9 \t 1 \t 8 \t -11 \t 750\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 28 \t -1909\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -39 \t 2659\n", + "\t\t\t\t\t 67 \t -4568\n", + "GCD(39203, 575) = 1, with coefficients 67 and -4568 such that 1 = (67)*39203 + (-4568)*575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 576 \t 68 \t 35 \t 1 \t 0\n", + "1 \t 576 \t 35 \t 16 \t 16 \t 0 \t 1\n", + "2 \t 35 \t 16 \t 2 \t 3 \t 1 \t -68\n", + "3 \t 16 \t 3 \t 5 \t 1 \t -16 \t 1089\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 33 \t -2246\n", + "\t\t\t\t\t -181 \t 12319\n", + "GCD(39203, 576) = 1, with coefficients -181 and 12319 such that 1 = (-181)*39203 + (12319)*576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 577 \t 67 \t 544 \t 1 \t 0\n", + "1 \t 577 \t 544 \t 1 \t 33 \t 0 \t 1\n", + "2 \t 544 \t 33 \t 16 \t 16 \t 1 \t -67\n", + "3 \t 33 \t 16 \t 2 \t 1 \t -1 \t 68\n", + "4 \t 16 \t 1 \t 16 \t 0 \t 17 \t -1155\n", + "\t\t\t\t\t -35 \t 2378\n", + "GCD(39203, 577) = 1, with coefficients -35 and 2378 such that 1 = (-35)*39203 + (2378)*577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 578 \t 67 \t 477 \t 1 \t 0\n", + "1 \t 578 \t 477 \t 1 \t 101 \t 0 \t 1\n", + "2 \t 477 \t 101 \t 4 \t 73 \t 1 \t -67\n", + "3 \t 101 \t 73 \t 1 \t 28 \t -1 \t 68\n", + "4 \t 73 \t 28 \t 2 \t 17 \t 5 \t -339\n", + "5 \t 28 \t 17 \t 1 \t 11 \t -6 \t 407\n", + "6 \t 17 \t 11 \t 1 \t 6 \t 17 \t -1153\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -23 \t 1560\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 40 \t -2713\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -63 \t 4273\n", + "\t\t\t\t\t 103 \t -6986\n", + "GCD(39203, 578) = 1, with coefficients 103 and -6986 such that 1 = (103)*39203 + (-6986)*578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 579 \t 67 \t 410 \t 1 \t 0\n", + "1 \t 579 \t 410 \t 1 \t 169 \t 0 \t 1\n", + "2 \t 410 \t 169 \t 2 \t 72 \t 1 \t -67\n", + "3 \t 169 \t 72 \t 2 \t 25 \t -1 \t 68\n", + "4 \t 72 \t 25 \t 2 \t 22 \t 3 \t -203\n", + "5 \t 25 \t 22 \t 1 \t 3 \t -7 \t 474\n", + "6 \t 22 \t 3 \t 7 \t 1 \t 17 \t -1151\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -24 \t 1625\n", + "\t\t\t\t\t 185 \t -12526\n", + "GCD(39203, 579) = 1, with coefficients 185 and -12526 such that 1 = (185)*39203 + (-12526)*579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 580 \t 67 \t 343 \t 1 \t 0\n", + "1 \t 580 \t 343 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 343 \t 237 \t 1 \t 106 \t 1 \t -67\n", + "3 \t 237 \t 106 \t 2 \t 25 \t -1 \t 68\n", + "4 \t 106 \t 25 \t 4 \t 6 \t 2 \t -135\n", + "5 \t 25 \t 6 \t 4 \t 1 \t -5 \t 338\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 22 \t -1487\n", + "\t\t\t\t\t -93 \t 6286\n", + "GCD(39203, 580) = 1, with coefficients -93 and 6286 such that 1 = (-93)*39203 + (6286)*580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 581 \t 67 \t 276 \t 1 \t 0\n", + "1 \t 581 \t 276 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 276 \t 29 \t 9 \t 15 \t 1 \t -67\n", + "3 \t 29 \t 15 \t 1 \t 14 \t -2 \t 135\n", + "4 \t 15 \t 14 \t 1 \t 1 \t 19 \t -1282\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -21 \t 1417\n", + "\t\t\t\t\t 40 \t -2699\n", + "GCD(39203, 581) = 1, with coefficients 40 and -2699 such that 1 = (40)*39203 + (-2699)*581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 582 \t 67 \t 209 \t 1 \t 0\n", + "1 \t 582 \t 209 \t 2 \t 164 \t 0 \t 1\n", + "2 \t 209 \t 164 \t 1 \t 45 \t 1 \t -67\n", + "3 \t 164 \t 45 \t 3 \t 29 \t -2 \t 135\n", + "4 \t 45 \t 29 \t 1 \t 16 \t 3 \t -202\n", + "5 \t 29 \t 16 \t 1 \t 13 \t -11 \t 741\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 14 \t -943\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -25 \t 1684\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 39 \t -2627\n", + "\t\t\t\t\t -181 \t 12192\n", + "GCD(39203, 582) = 1, with coefficients -181 and 12192 such that 1 = (-181)*39203 + (12192)*582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 583 \t 67 \t 142 \t 1 \t 0\n", + "1 \t 583 \t 142 \t 4 \t 15 \t 0 \t 1\n", + "2 \t 142 \t 15 \t 9 \t 7 \t 1 \t -67\n", + "3 \t 15 \t 7 \t 2 \t 1 \t -4 \t 269\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 37 \t -2488\n", + "\t\t\t\t\t -78 \t 5245\n", + "GCD(39203, 583) = 1, with coefficients -78 and 5245 such that 1 = (-78)*39203 + (5245)*583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 584 \t 67 \t 75 \t 1 \t 0\n", + "1 \t 584 \t 75 \t 7 \t 59 \t 0 \t 1\n", + "2 \t 75 \t 59 \t 1 \t 16 \t 1 \t -67\n", + "3 \t 59 \t 16 \t 3 \t 11 \t -7 \t 470\n", + "4 \t 16 \t 11 \t 1 \t 5 \t 8 \t -537\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -31 \t 2081\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 39 \t -2618\n", + "\t\t\t\t\t -109 \t 7317\n", + "GCD(39203, 584) = 1, with coefficients -109 and 7317 such that 1 = (-109)*39203 + (7317)*584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 585 \t 67 \t 8 \t 1 \t 0\n", + "1 \t 585 \t 8 \t 73 \t 1 \t 0 \t 1\n", + "2 \t 8 \t 1 \t 8 \t 0 \t 1 \t -67\n", + "\t\t\t\t\t -73 \t 4892\n", + "GCD(39203, 585) = 1, with coefficients -73 and 4892 such that 1 = (-73)*39203 + (4892)*585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 586 \t 66 \t 527 \t 1 \t 0\n", + "1 \t 586 \t 527 \t 1 \t 59 \t 0 \t 1\n", + "2 \t 527 \t 59 \t 8 \t 55 \t 1 \t -66\n", + "3 \t 59 \t 55 \t 1 \t 4 \t -1 \t 67\n", + "4 \t 55 \t 4 \t 13 \t 3 \t 9 \t -602\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -10 \t 669\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 139 \t -9299\n", + "\t\t\t\t\t -149 \t 9968\n", + "GCD(39203, 586) = 1, with coefficients -149 and 9968 such that 1 = (-149)*39203 + (9968)*586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 587 \t 66 \t 461 \t 1 \t 0\n", + "1 \t 587 \t 461 \t 1 \t 126 \t 0 \t 1\n", + "2 \t 461 \t 126 \t 3 \t 83 \t 1 \t -66\n", + "3 \t 126 \t 83 \t 1 \t 43 \t -1 \t 67\n", + "4 \t 83 \t 43 \t 1 \t 40 \t 4 \t -267\n", + "5 \t 43 \t 40 \t 1 \t 3 \t -5 \t 334\n", + "6 \t 40 \t 3 \t 13 \t 1 \t 9 \t -601\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -14 \t 935\n", + "\t\t\t\t\t 191 \t -12756\n", + "GCD(39203, 587) = 1, with coefficients 191 and -12756 such that 1 = (191)*39203 + (-12756)*587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 588 \t 66 \t 395 \t 1 \t 0\n", + "1 \t 588 \t 395 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 395 \t 193 \t 2 \t 9 \t 1 \t -66\n", + "3 \t 193 \t 9 \t 21 \t 4 \t -1 \t 67\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 3 \t -200\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -64 \t 4267\n", + "\t\t\t\t\t 131 \t -8734\n", + "GCD(39203, 588) = 1, with coefficients 131 and -8734 such that 1 = (131)*39203 + (-8734)*588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 589 \t 66 \t 329 \t 1 \t 0\n", + "1 \t 589 \t 329 \t 1 \t 260 \t 0 \t 1\n", + "2 \t 329 \t 260 \t 1 \t 69 \t 1 \t -66\n", + "3 \t 260 \t 69 \t 3 \t 53 \t -1 \t 67\n", + "4 \t 69 \t 53 \t 1 \t 16 \t 2 \t -133\n", + "5 \t 53 \t 16 \t 3 \t 5 \t -7 \t 466\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 9 \t -599\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -34 \t 2263\n", + "\t\t\t\t\t 111 \t -7388\n", + "GCD(39203, 589) = 1, with coefficients 111 and -7388 such that 1 = (111)*39203 + (-7388)*589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 590 \t 66 \t 263 \t 1 \t 0\n", + "1 \t 590 \t 263 \t 2 \t 64 \t 0 \t 1\n", + "2 \t 263 \t 64 \t 4 \t 7 \t 1 \t -66\n", + "3 \t 64 \t 7 \t 9 \t 1 \t -2 \t 133\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 9 \t -598\n", + "\t\t\t\t\t -83 \t 5515\n", + "GCD(39203, 590) = 1, with coefficients -83 and 5515 such that 1 = (-83)*39203 + (5515)*590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 591 \t 66 \t 197 \t 1 \t 0\n", + "1 \t 591 \t 197 \t 3 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -66\n", + "GCD(39203, 591) = 197, with coefficients 1 and -66 such that 197 = (1)*39203 + (-66)*591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 592 \t 66 \t 131 \t 1 \t 0\n", + "1 \t 592 \t 131 \t 4 \t 68 \t 0 \t 1\n", + "2 \t 131 \t 68 \t 1 \t 63 \t 1 \t -66\n", + "3 \t 68 \t 63 \t 1 \t 5 \t -4 \t 265\n", + "4 \t 63 \t 5 \t 12 \t 3 \t 5 \t -331\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -9 \t 596\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 113 \t -7483\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -122 \t 8079\n", + "\t\t\t\t\t 235 \t -15562\n", + "GCD(39203, 592) = 1, with coefficients 235 and -15562 such that 1 = (235)*39203 + (-15562)*592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 593 \t 66 \t 65 \t 1 \t 0\n", + "1 \t 593 \t 65 \t 9 \t 8 \t 0 \t 1\n", + "2 \t 65 \t 8 \t 8 \t 1 \t 1 \t -66\n", + "3 \t 8 \t 1 \t 8 \t 0 \t -9 \t 595\n", + "\t\t\t\t\t 73 \t -4826\n", + "GCD(39203, 593) = 1, with coefficients 73 and -4826 such that 1 = (73)*39203 + (-4826)*593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 594 \t 65 \t 593 \t 1 \t 0\n", + "1 \t 594 \t 593 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 593 \t 1 \t 593 \t 0 \t 1 \t -65\n", + "\t\t\t\t\t -1 \t 66\n", + "GCD(39203, 594) = 1, with coefficients -1 and 66 such that 1 = (-1)*39203 + (66)*594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 595 \t 65 \t 528 \t 1 \t 0\n", + "1 \t 595 \t 528 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 528 \t 67 \t 7 \t 59 \t 1 \t -65\n", + "3 \t 67 \t 59 \t 1 \t 8 \t -1 \t 66\n", + "4 \t 59 \t 8 \t 7 \t 3 \t 8 \t -527\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -9 \t 593\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 71 \t -4678\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -151 \t 9949\n", + "\t\t\t\t\t 222 \t -14627\n", + "GCD(39203, 595) = 1, with coefficients 222 and -14627 such that 1 = (222)*39203 + (-14627)*595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 596 \t 65 \t 463 \t 1 \t 0\n", + "1 \t 596 \t 463 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 463 \t 133 \t 3 \t 64 \t 1 \t -65\n", + "3 \t 133 \t 64 \t 2 \t 5 \t -1 \t 66\n", + "4 \t 64 \t 5 \t 12 \t 4 \t 4 \t -263\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -9 \t 592\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 112 \t -7367\n", + "\t\t\t\t\t -121 \t 7959\n", + "GCD(39203, 596) = 1, with coefficients -121 and 7959 such that 1 = (-121)*39203 + (7959)*596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 597 \t 65 \t 398 \t 1 \t 0\n", + "1 \t 597 \t 398 \t 1 \t 199 \t 0 \t 1\n", + "2 \t 398 \t 199 \t 2 \t 0 \t 1 \t -65\n", + "\t\t\t\t\t -1 \t 66\n", + "GCD(39203, 597) = 199, with coefficients -1 and 66 such that 199 = (-1)*39203 + (66)*597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 598 \t 65 \t 333 \t 1 \t 0\n", + "1 \t 598 \t 333 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 333 \t 265 \t 1 \t 68 \t 1 \t -65\n", + "3 \t 265 \t 68 \t 3 \t 61 \t -1 \t 66\n", + "4 \t 68 \t 61 \t 1 \t 7 \t 2 \t -131\n", + "5 \t 61 \t 7 \t 8 \t 5 \t -7 \t 459\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 9 \t -590\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -79 \t 5179\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 88 \t -5769\n", + "\t\t\t\t\t -255 \t 16717\n", + "GCD(39203, 598) = 1, with coefficients -255 and 16717 such that 1 = (-255)*39203 + (16717)*598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 599 \t 65 \t 268 \t 1 \t 0\n", + "1 \t 599 \t 268 \t 2 \t 63 \t 0 \t 1\n", + "2 \t 268 \t 63 \t 4 \t 16 \t 1 \t -65\n", + "3 \t 63 \t 16 \t 3 \t 15 \t -2 \t 131\n", + "4 \t 16 \t 15 \t 1 \t 1 \t 9 \t -589\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -29 \t 1898\n", + "\t\t\t\t\t 38 \t -2487\n", + "GCD(39203, 599) = 1, with coefficients 38 and -2487 such that 1 = (38)*39203 + (-2487)*599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 600 \t 65 \t 203 \t 1 \t 0\n", + "1 \t 600 \t 203 \t 2 \t 194 \t 0 \t 1\n", + "2 \t 203 \t 194 \t 1 \t 9 \t 1 \t -65\n", + "3 \t 194 \t 9 \t 21 \t 5 \t -2 \t 131\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 3 \t -196\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -65 \t 4247\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 68 \t -4443\n", + "\t\t\t\t\t -133 \t 8690\n", + "GCD(39203, 600) = 1, with coefficients -133 and 8690 such that 1 = (-133)*39203 + (8690)*600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 601 \t 65 \t 138 \t 1 \t 0\n", + "1 \t 601 \t 138 \t 4 \t 49 \t 0 \t 1\n", + "2 \t 138 \t 49 \t 2 \t 40 \t 1 \t -65\n", + "3 \t 49 \t 40 \t 1 \t 9 \t -4 \t 261\n", + "4 \t 40 \t 9 \t 4 \t 4 \t 9 \t -587\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -13 \t 848\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 61 \t -3979\n", + "\t\t\t\t\t -135 \t 8806\n", + "GCD(39203, 601) = 1, with coefficients -135 and 8806 such that 1 = (-135)*39203 + (8806)*601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 602 \t 65 \t 73 \t 1 \t 0\n", + "1 \t 602 \t 73 \t 8 \t 18 \t 0 \t 1\n", + "2 \t 73 \t 18 \t 4 \t 1 \t 1 \t -65\n", + "3 \t 18 \t 1 \t 18 \t 0 \t -8 \t 521\n", + "\t\t\t\t\t 33 \t -2149\n", + "GCD(39203, 602) = 1, with coefficients 33 and -2149 such that 1 = (33)*39203 + (-2149)*602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 603 \t 65 \t 8 \t 1 \t 0\n", + "1 \t 603 \t 8 \t 75 \t 3 \t 0 \t 1\n", + "2 \t 8 \t 3 \t 2 \t 2 \t 1 \t -65\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -75 \t 4876\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 151 \t -9817\n", + "\t\t\t\t\t -226 \t 14693\n", + "GCD(39203, 603) = 1, with coefficients -226 and 14693 such that 1 = (-226)*39203 + (14693)*603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 604 \t 64 \t 547 \t 1 \t 0\n", + "1 \t 604 \t 547 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 547 \t 57 \t 9 \t 34 \t 1 \t -64\n", + "3 \t 57 \t 34 \t 1 \t 23 \t -1 \t 65\n", + "4 \t 34 \t 23 \t 1 \t 11 \t 10 \t -649\n", + "5 \t 23 \t 11 \t 2 \t 1 \t -11 \t 714\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 21 \t -1363\n", + "\t\t\t\t\t -53 \t 3440\n", + "GCD(39203, 604) = 1, with coefficients -53 and 3440 such that 1 = (-53)*39203 + (3440)*604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 605 \t 64 \t 483 \t 1 \t 0\n", + "1 \t 605 \t 483 \t 1 \t 122 \t 0 \t 1\n", + "2 \t 483 \t 122 \t 3 \t 117 \t 1 \t -64\n", + "3 \t 122 \t 117 \t 1 \t 5 \t -1 \t 65\n", + "4 \t 117 \t 5 \t 23 \t 2 \t 4 \t -259\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -5 \t 324\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 119 \t -7711\n", + "\t\t\t\t\t -243 \t 15746\n", + "GCD(39203, 605) = 1, with coefficients -243 and 15746 such that 1 = (-243)*39203 + (15746)*605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 606 \t 64 \t 419 \t 1 \t 0\n", + "1 \t 606 \t 419 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 419 \t 187 \t 2 \t 45 \t 1 \t -64\n", + "3 \t 187 \t 45 \t 4 \t 7 \t -1 \t 65\n", + "4 \t 45 \t 7 \t 6 \t 3 \t 3 \t -194\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -13 \t 841\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 81 \t -5240\n", + "\t\t\t\t\t -175 \t 11321\n", + "GCD(39203, 606) = 1, with coefficients -175 and 11321 such that 1 = (-175)*39203 + (11321)*606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 607 \t 64 \t 355 \t 1 \t 0\n", + "1 \t 607 \t 355 \t 1 \t 252 \t 0 \t 1\n", + "2 \t 355 \t 252 \t 1 \t 103 \t 1 \t -64\n", + "3 \t 252 \t 103 \t 2 \t 46 \t -1 \t 65\n", + "4 \t 103 \t 46 \t 2 \t 11 \t 2 \t -129\n", + "5 \t 46 \t 11 \t 4 \t 2 \t -5 \t 323\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 12 \t -775\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -53 \t 3423\n", + "\t\t\t\t\t 277 \t -17890\n", + "GCD(39203, 607) = 1, with coefficients 277 and -17890 such that 1 = (277)*39203 + (-17890)*607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 608 \t 64 \t 291 \t 1 \t 0\n", + "1 \t 608 \t 291 \t 2 \t 26 \t 0 \t 1\n", + "2 \t 291 \t 26 \t 11 \t 5 \t 1 \t -64\n", + "3 \t 26 \t 5 \t 5 \t 1 \t -2 \t 129\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 23 \t -1483\n", + "\t\t\t\t\t -117 \t 7544\n", + "GCD(39203, 608) = 1, with coefficients -117 and 7544 such that 1 = (-117)*39203 + (7544)*608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 609 \t 64 \t 227 \t 1 \t 0\n", + "1 \t 609 \t 227 \t 2 \t 155 \t 0 \t 1\n", + "2 \t 227 \t 155 \t 1 \t 72 \t 1 \t -64\n", + "3 \t 155 \t 72 \t 2 \t 11 \t -2 \t 129\n", + "4 \t 72 \t 11 \t 6 \t 6 \t 3 \t -193\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -8 \t 515\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 51 \t -3283\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -59 \t 3798\n", + "\t\t\t\t\t 110 \t -7081\n", + "GCD(39203, 609) = 1, with coefficients 110 and -7081 such that 1 = (110)*39203 + (-7081)*609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 610 \t 64 \t 163 \t 1 \t 0\n", + "1 \t 610 \t 163 \t 3 \t 121 \t 0 \t 1\n", + "2 \t 163 \t 121 \t 1 \t 42 \t 1 \t -64\n", + "3 \t 121 \t 42 \t 2 \t 37 \t -3 \t 193\n", + "4 \t 42 \t 37 \t 1 \t 5 \t 4 \t -257\n", + "5 \t 37 \t 5 \t 7 \t 2 \t -11 \t 707\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 15 \t -964\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -116 \t 7455\n", + "\t\t\t\t\t 247 \t -15874\n", + "GCD(39203, 610) = 1, with coefficients 247 and -15874 such that 1 = (247)*39203 + (-15874)*610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 611 \t 64 \t 99 \t 1 \t 0\n", + "1 \t 611 \t 99 \t 6 \t 17 \t 0 \t 1\n", + "2 \t 99 \t 17 \t 5 \t 14 \t 1 \t -64\n", + "3 \t 17 \t 14 \t 1 \t 3 \t -6 \t 385\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 31 \t -1989\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -37 \t 2374\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 179 \t -11485\n", + "\t\t\t\t\t -216 \t 13859\n", + "GCD(39203, 611) = 1, with coefficients -216 and 13859 such that 1 = (-216)*39203 + (13859)*611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 612 \t 64 \t 35 \t 1 \t 0\n", + "1 \t 612 \t 35 \t 17 \t 17 \t 0 \t 1\n", + "2 \t 35 \t 17 \t 2 \t 1 \t 1 \t -64\n", + "3 \t 17 \t 1 \t 17 \t 0 \t -17 \t 1089\n", + "\t\t\t\t\t 35 \t -2242\n", + "GCD(39203, 612) = 1, with coefficients 35 and -2242 such that 1 = (35)*39203 + (-2242)*612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 613 \t 63 \t 584 \t 1 \t 0\n", + "1 \t 613 \t 584 \t 1 \t 29 \t 0 \t 1\n", + "2 \t 584 \t 29 \t 20 \t 4 \t 1 \t -63\n", + "3 \t 29 \t 4 \t 7 \t 1 \t -1 \t 64\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 21 \t -1343\n", + "\t\t\t\t\t -148 \t 9465\n", + "GCD(39203, 613) = 1, with coefficients -148 and 9465 such that 1 = (-148)*39203 + (9465)*613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 614 \t 63 \t 521 \t 1 \t 0\n", + "1 \t 614 \t 521 \t 1 \t 93 \t 0 \t 1\n", + "2 \t 521 \t 93 \t 5 \t 56 \t 1 \t -63\n", + "3 \t 93 \t 56 \t 1 \t 37 \t -1 \t 64\n", + "4 \t 56 \t 37 \t 1 \t 19 \t 6 \t -383\n", + "5 \t 37 \t 19 \t 1 \t 18 \t -7 \t 447\n", + "6 \t 19 \t 18 \t 1 \t 1 \t 13 \t -830\n", + "7 \t 18 \t 1 \t 18 \t 0 \t -20 \t 1277\n", + "\t\t\t\t\t 33 \t -2107\n", + "GCD(39203, 614) = 1, with coefficients 33 and -2107 such that 1 = (33)*39203 + (-2107)*614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 615 \t 63 \t 458 \t 1 \t 0\n", + "1 \t 615 \t 458 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 458 \t 157 \t 2 \t 144 \t 1 \t -63\n", + "3 \t 157 \t 144 \t 1 \t 13 \t -1 \t 64\n", + "4 \t 144 \t 13 \t 11 \t 1 \t 3 \t -191\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -4 \t 255\n", + "\t\t\t\t\t 47 \t -2996\n", + "GCD(39203, 615) = 1, with coefficients 47 and -2996 such that 1 = (47)*39203 + (-2996)*615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 616 \t 63 \t 395 \t 1 \t 0\n", + "1 \t 616 \t 395 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 395 \t 221 \t 1 \t 174 \t 1 \t -63\n", + "3 \t 221 \t 174 \t 1 \t 47 \t -1 \t 64\n", + "4 \t 174 \t 47 \t 3 \t 33 \t 2 \t -127\n", + "5 \t 47 \t 33 \t 1 \t 14 \t -3 \t 191\n", + "6 \t 33 \t 14 \t 2 \t 5 \t 11 \t -700\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -14 \t 891\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 39 \t -2482\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -92 \t 5855\n", + "\t\t\t\t\t 131 \t -8337\n", + "GCD(39203, 616) = 1, with coefficients 131 and -8337 such that 1 = (131)*39203 + (-8337)*616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 617 \t 63 \t 332 \t 1 \t 0\n", + "1 \t 617 \t 332 \t 1 \t 285 \t 0 \t 1\n", + "2 \t 332 \t 285 \t 1 \t 47 \t 1 \t -63\n", + "3 \t 285 \t 47 \t 6 \t 3 \t -1 \t 64\n", + "4 \t 47 \t 3 \t 15 \t 2 \t 2 \t -127\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -13 \t 826\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 197 \t -12517\n", + "\t\t\t\t\t -210 \t 13343\n", + "GCD(39203, 617) = 1, with coefficients -210 and 13343 such that 1 = (-210)*39203 + (13343)*617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 618 \t 63 \t 269 \t 1 \t 0\n", + "1 \t 618 \t 269 \t 2 \t 80 \t 0 \t 1\n", + "2 \t 269 \t 80 \t 3 \t 29 \t 1 \t -63\n", + "3 \t 80 \t 29 \t 2 \t 22 \t -2 \t 127\n", + "4 \t 29 \t 22 \t 1 \t 7 \t 7 \t -444\n", + "5 \t 22 \t 7 \t 3 \t 1 \t -16 \t 1015\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 23 \t -1459\n", + "\t\t\t\t\t -85 \t 5392\n", + "GCD(39203, 618) = 1, with coefficients -85 and 5392 such that 1 = (-85)*39203 + (5392)*618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 619 \t 63 \t 206 \t 1 \t 0\n", + "1 \t 619 \t 206 \t 3 \t 1 \t 0 \t 1\n", + "2 \t 206 \t 1 \t 206 \t 0 \t 1 \t -63\n", + "\t\t\t\t\t -3 \t 190\n", + "GCD(39203, 619) = 1, with coefficients -3 and 190 such that 1 = (-3)*39203 + (190)*619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 620 \t 63 \t 143 \t 1 \t 0\n", + "1 \t 620 \t 143 \t 4 \t 48 \t 0 \t 1\n", + "2 \t 143 \t 48 \t 2 \t 47 \t 1 \t -63\n", + "3 \t 48 \t 47 \t 1 \t 1 \t -4 \t 253\n", + "4 \t 47 \t 1 \t 47 \t 0 \t 9 \t -569\n", + "\t\t\t\t\t -13 \t 822\n", + "GCD(39203, 620) = 1, with coefficients -13 and 822 such that 1 = (-13)*39203 + (822)*620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 621 \t 63 \t 80 \t 1 \t 0\n", + "1 \t 621 \t 80 \t 7 \t 61 \t 0 \t 1\n", + "2 \t 80 \t 61 \t 1 \t 19 \t 1 \t -63\n", + "3 \t 61 \t 19 \t 3 \t 4 \t -7 \t 442\n", + "4 \t 19 \t 4 \t 4 \t 3 \t 8 \t -505\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -31 \t 1957\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 132 \t -8333\n", + "\t\t\t\t\t -163 \t 10290\n", + "GCD(39203, 621) = 1, with coefficients -163 and 10290 such that 1 = (-163)*39203 + (10290)*621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 622 \t 63 \t 17 \t 1 \t 0\n", + "1 \t 622 \t 17 \t 36 \t 10 \t 0 \t 1\n", + "2 \t 17 \t 10 \t 1 \t 7 \t 1 \t -63\n", + "3 \t 10 \t 7 \t 1 \t 3 \t -36 \t 2269\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 37 \t -2332\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -73 \t 4601\n", + "\t\t\t\t\t 183 \t -11534\n", + "GCD(39203, 622) = 1, with coefficients 183 and -11534 such that 1 = (183)*39203 + (-11534)*622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 623 \t 62 \t 577 \t 1 \t 0\n", + "1 \t 623 \t 577 \t 1 \t 46 \t 0 \t 1\n", + "2 \t 577 \t 46 \t 12 \t 25 \t 1 \t -62\n", + "3 \t 46 \t 25 \t 1 \t 21 \t -1 \t 63\n", + "4 \t 25 \t 21 \t 1 \t 4 \t 13 \t -818\n", + "5 \t 21 \t 4 \t 5 \t 1 \t -14 \t 881\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 27 \t -1699\n", + "\t\t\t\t\t -149 \t 9376\n", + "GCD(39203, 623) = 1, with coefficients -149 and 9376 such that 1 = (-149)*39203 + (9376)*623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 624 \t 62 \t 515 \t 1 \t 0\n", + "1 \t 624 \t 515 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 515 \t 109 \t 4 \t 79 \t 1 \t -62\n", + "3 \t 109 \t 79 \t 1 \t 30 \t -1 \t 63\n", + "4 \t 79 \t 30 \t 2 \t 19 \t 5 \t -314\n", + "5 \t 30 \t 19 \t 1 \t 11 \t -6 \t 377\n", + "6 \t 19 \t 11 \t 1 \t 8 \t 17 \t -1068\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -23 \t 1445\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 40 \t -2513\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -63 \t 3958\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 166 \t -10429\n", + "\t\t\t\t\t -229 \t 14387\n", + "GCD(39203, 624) = 1, with coefficients -229 and 14387 such that 1 = (-229)*39203 + (14387)*624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 625 \t 62 \t 453 \t 1 \t 0\n", + "1 \t 625 \t 453 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 453 \t 172 \t 2 \t 109 \t 1 \t -62\n", + "3 \t 172 \t 109 \t 1 \t 63 \t -1 \t 63\n", + "4 \t 109 \t 63 \t 1 \t 46 \t 3 \t -188\n", + "5 \t 63 \t 46 \t 1 \t 17 \t -4 \t 251\n", + "6 \t 46 \t 17 \t 2 \t 12 \t 7 \t -439\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -11 \t 690\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 29 \t -1819\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -40 \t 2509\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 109 \t -6837\n", + "\t\t\t\t\t -258 \t 16183\n", + "GCD(39203, 625) = 1, with coefficients -258 and 16183 such that 1 = (-258)*39203 + (16183)*625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 626 \t 62 \t 391 \t 1 \t 0\n", + "1 \t 626 \t 391 \t 1 \t 235 \t 0 \t 1\n", + "2 \t 391 \t 235 \t 1 \t 156 \t 1 \t -62\n", + "3 \t 235 \t 156 \t 1 \t 79 \t -1 \t 63\n", + "4 \t 156 \t 79 \t 1 \t 77 \t 2 \t -125\n", + "5 \t 79 \t 77 \t 1 \t 2 \t -3 \t 188\n", + "6 \t 77 \t 2 \t 38 \t 1 \t 5 \t -313\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -8 \t 501\n", + "\t\t\t\t\t 309 \t -19351\n", + "GCD(39203, 626) = 1, with coefficients 309 and -19351 such that 1 = (309)*39203 + (-19351)*626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 627 \t 62 \t 329 \t 1 \t 0\n", + "1 \t 627 \t 329 \t 1 \t 298 \t 0 \t 1\n", + "2 \t 329 \t 298 \t 1 \t 31 \t 1 \t -62\n", + "3 \t 298 \t 31 \t 9 \t 19 \t -1 \t 63\n", + "4 \t 31 \t 19 \t 1 \t 12 \t 2 \t -125\n", + "5 \t 19 \t 12 \t 1 \t 7 \t -19 \t 1188\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 21 \t -1313\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -40 \t 2501\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 61 \t -3814\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -101 \t 6315\n", + "\t\t\t\t\t 263 \t -16444\n", + "GCD(39203, 627) = 1, with coefficients 263 and -16444 such that 1 = (263)*39203 + (-16444)*627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 628 \t 62 \t 267 \t 1 \t 0\n", + "1 \t 628 \t 267 \t 2 \t 94 \t 0 \t 1\n", + "2 \t 267 \t 94 \t 2 \t 79 \t 1 \t -62\n", + "3 \t 94 \t 79 \t 1 \t 15 \t -2 \t 125\n", + "4 \t 79 \t 15 \t 5 \t 4 \t 5 \t -312\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -7 \t 437\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 40 \t -2497\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -127 \t 7928\n", + "\t\t\t\t\t 167 \t -10425\n", + "GCD(39203, 628) = 1, with coefficients 167 and -10425 such that 1 = (167)*39203 + (-10425)*628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 629 \t 62 \t 205 \t 1 \t 0\n", + "1 \t 629 \t 205 \t 3 \t 14 \t 0 \t 1\n", + "2 \t 205 \t 14 \t 14 \t 9 \t 1 \t -62\n", + "3 \t 14 \t 9 \t 1 \t 5 \t -3 \t 187\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 43 \t -2680\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -46 \t 2867\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 89 \t -5547\n", + "\t\t\t\t\t -135 \t 8414\n", + "GCD(39203, 629) = 1, with coefficients -135 and 8414 such that 1 = (-135)*39203 + (8414)*629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 630 \t 62 \t 143 \t 1 \t 0\n", + "1 \t 630 \t 143 \t 4 \t 58 \t 0 \t 1\n", + "2 \t 143 \t 58 \t 2 \t 27 \t 1 \t -62\n", + "3 \t 58 \t 27 \t 2 \t 4 \t -4 \t 249\n", + "4 \t 27 \t 4 \t 6 \t 3 \t 9 \t -560\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -22 \t 1369\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 141 \t -8774\n", + "\t\t\t\t\t -163 \t 10143\n", + "GCD(39203, 630) = 1, with coefficients -163 and 10143 such that 1 = (-163)*39203 + (10143)*630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 631 \t 62 \t 81 \t 1 \t 0\n", + "1 \t 631 \t 81 \t 7 \t 64 \t 0 \t 1\n", + "2 \t 81 \t 64 \t 1 \t 17 \t 1 \t -62\n", + "3 \t 64 \t 17 \t 3 \t 13 \t -7 \t 435\n", + "4 \t 17 \t 13 \t 1 \t 4 \t 8 \t -497\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -31 \t 1926\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 39 \t -2423\n", + "\t\t\t\t\t -148 \t 9195\n", + "GCD(39203, 631) = 1, with coefficients -148 and 9195 such that 1 = (-148)*39203 + (9195)*631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 632 \t 62 \t 19 \t 1 \t 0\n", + "1 \t 632 \t 19 \t 33 \t 5 \t 0 \t 1\n", + "2 \t 19 \t 5 \t 3 \t 4 \t 1 \t -62\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -33 \t 2047\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 100 \t -6203\n", + "\t\t\t\t\t -133 \t 8250\n", + "GCD(39203, 632) = 1, with coefficients -133 and 8250 such that 1 = (-133)*39203 + (8250)*632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 633 \t 61 \t 590 \t 1 \t 0\n", + "1 \t 633 \t 590 \t 1 \t 43 \t 0 \t 1\n", + "2 \t 590 \t 43 \t 13 \t 31 \t 1 \t -61\n", + "3 \t 43 \t 31 \t 1 \t 12 \t -1 \t 62\n", + "4 \t 31 \t 12 \t 2 \t 7 \t 14 \t -867\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -15 \t 929\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 44 \t -2725\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -59 \t 3654\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 103 \t -6379\n", + "\t\t\t\t\t -265 \t 16412\n", + "GCD(39203, 633) = 1, with coefficients -265 and 16412 such that 1 = (-265)*39203 + (16412)*633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 634 \t 61 \t 529 \t 1 \t 0\n", + "1 \t 634 \t 529 \t 1 \t 105 \t 0 \t 1\n", + "2 \t 529 \t 105 \t 5 \t 4 \t 1 \t -61\n", + "3 \t 105 \t 4 \t 26 \t 1 \t -1 \t 62\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 6 \t -371\n", + "\t\t\t\t\t -157 \t 9708\n", + "GCD(39203, 634) = 1, with coefficients -157 and 9708 such that 1 = (-157)*39203 + (9708)*634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 635 \t 61 \t 468 \t 1 \t 0\n", + "1 \t 635 \t 468 \t 1 \t 167 \t 0 \t 1\n", + "2 \t 468 \t 167 \t 2 \t 134 \t 1 \t -61\n", + "3 \t 167 \t 134 \t 1 \t 33 \t -1 \t 62\n", + "4 \t 134 \t 33 \t 4 \t 2 \t 3 \t -185\n", + "5 \t 33 \t 2 \t 16 \t 1 \t -4 \t 247\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -1173\n", + "\t\t\t\t\t -308 \t 19015\n", + "GCD(39203, 635) = 1, with coefficients -308 and 19015 such that 1 = (-308)*39203 + (19015)*635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 636 \t 61 \t 407 \t 1 \t 0\n", + "1 \t 636 \t 407 \t 1 \t 229 \t 0 \t 1\n", + "2 \t 407 \t 229 \t 1 \t 178 \t 1 \t -61\n", + "3 \t 229 \t 178 \t 1 \t 51 \t -1 \t 62\n", + "4 \t 178 \t 51 \t 3 \t 25 \t 2 \t -123\n", + "5 \t 51 \t 25 \t 2 \t 1 \t -3 \t 185\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 11 \t -678\n", + "\t\t\t\t\t -25 \t 1541\n", + "GCD(39203, 636) = 1, with coefficients -25 and 1541 such that 1 = (-25)*39203 + (1541)*636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 637 \t 61 \t 346 \t 1 \t 0\n", + "1 \t 637 \t 346 \t 1 \t 291 \t 0 \t 1\n", + "2 \t 346 \t 291 \t 1 \t 55 \t 1 \t -61\n", + "3 \t 291 \t 55 \t 5 \t 16 \t -1 \t 62\n", + "4 \t 55 \t 16 \t 3 \t 7 \t 2 \t -123\n", + "5 \t 16 \t 7 \t 2 \t 2 \t -11 \t 677\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 35 \t -2154\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -81 \t 4985\n", + "\t\t\t\t\t 278 \t -17109\n", + "GCD(39203, 637) = 1, with coefficients 278 and -17109 such that 1 = (278)*39203 + (-17109)*637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 638 \t 61 \t 285 \t 1 \t 0\n", + "1 \t 638 \t 285 \t 2 \t 68 \t 0 \t 1\n", + "2 \t 285 \t 68 \t 4 \t 13 \t 1 \t -61\n", + "3 \t 68 \t 13 \t 5 \t 3 \t -2 \t 123\n", + "4 \t 13 \t 3 \t 4 \t 1 \t 9 \t -553\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -47 \t 2888\n", + "\t\t\t\t\t 197 \t -12105\n", + "GCD(39203, 638) = 1, with coefficients 197 and -12105 such that 1 = (197)*39203 + (-12105)*638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 639 \t 61 \t 224 \t 1 \t 0\n", + "1 \t 639 \t 224 \t 2 \t 191 \t 0 \t 1\n", + "2 \t 224 \t 191 \t 1 \t 33 \t 1 \t -61\n", + "3 \t 191 \t 33 \t 5 \t 26 \t -2 \t 123\n", + "4 \t 33 \t 26 \t 1 \t 7 \t 3 \t -184\n", + "5 \t 26 \t 7 \t 3 \t 5 \t -17 \t 1043\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 20 \t -1227\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -77 \t 4724\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 97 \t -5951\n", + "\t\t\t\t\t -271 \t 16626\n", + "GCD(39203, 639) = 1, with coefficients -271 and 16626 such that 1 = (-271)*39203 + (16626)*639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 640 \t 61 \t 163 \t 1 \t 0\n", + "1 \t 640 \t 163 \t 3 \t 151 \t 0 \t 1\n", + "2 \t 163 \t 151 \t 1 \t 12 \t 1 \t -61\n", + "3 \t 151 \t 12 \t 12 \t 7 \t -3 \t 184\n", + "4 \t 12 \t 7 \t 1 \t 5 \t 4 \t -245\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -51 \t 3124\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 55 \t -3369\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -106 \t 6493\n", + "\t\t\t\t\t 267 \t -16355\n", + "GCD(39203, 640) = 1, with coefficients 267 and -16355 such that 1 = (267)*39203 + (-16355)*640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 641 \t 61 \t 102 \t 1 \t 0\n", + "1 \t 641 \t 102 \t 6 \t 29 \t 0 \t 1\n", + "2 \t 102 \t 29 \t 3 \t 15 \t 1 \t -61\n", + "3 \t 29 \t 15 \t 1 \t 14 \t -6 \t 367\n", + "4 \t 15 \t 14 \t 1 \t 1 \t 19 \t -1162\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -25 \t 1529\n", + "\t\t\t\t\t 44 \t -2691\n", + "GCD(39203, 641) = 1, with coefficients 44 and -2691 such that 1 = (44)*39203 + (-2691)*641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 642 \t 61 \t 41 \t 1 \t 0\n", + "1 \t 642 \t 41 \t 15 \t 27 \t 0 \t 1\n", + "2 \t 41 \t 27 \t 1 \t 14 \t 1 \t -61\n", + "3 \t 27 \t 14 \t 1 \t 13 \t -15 \t 916\n", + "4 \t 14 \t 13 \t 1 \t 1 \t 16 \t -977\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -31 \t 1893\n", + "\t\t\t\t\t 47 \t -2870\n", + "GCD(39203, 642) = 1, with coefficients 47 and -2870 such that 1 = (47)*39203 + (-2870)*642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 643 \t 60 \t 623 \t 1 \t 0\n", + "1 \t 643 \t 623 \t 1 \t 20 \t 0 \t 1\n", + "2 \t 623 \t 20 \t 31 \t 3 \t 1 \t -60\n", + "3 \t 20 \t 3 \t 6 \t 2 \t -1 \t 61\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 32 \t -1951\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -193 \t 11767\n", + "\t\t\t\t\t 225 \t -13718\n", + "GCD(39203, 643) = 1, with coefficients 225 and -13718 such that 1 = (225)*39203 + (-13718)*643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 644 \t 60 \t 563 \t 1 \t 0\n", + "1 \t 644 \t 563 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 563 \t 81 \t 6 \t 77 \t 1 \t -60\n", + "3 \t 81 \t 77 \t 1 \t 4 \t -1 \t 61\n", + "4 \t 77 \t 4 \t 19 \t 1 \t 7 \t -426\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -8 \t 487\n", + "\t\t\t\t\t 159 \t -9679\n", + "GCD(39203, 644) = 1, with coefficients 159 and -9679 such that 1 = (159)*39203 + (-9679)*644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 645 \t 60 \t 503 \t 1 \t 0\n", + "1 \t 645 \t 503 \t 1 \t 142 \t 0 \t 1\n", + "2 \t 503 \t 142 \t 3 \t 77 \t 1 \t -60\n", + "3 \t 142 \t 77 \t 1 \t 65 \t -1 \t 61\n", + "4 \t 77 \t 65 \t 1 \t 12 \t 4 \t -243\n", + "5 \t 65 \t 12 \t 5 \t 5 \t -5 \t 304\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 9 \t -547\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -50 \t 3039\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 109 \t -6625\n", + "\t\t\t\t\t -268 \t 16289\n", + "GCD(39203, 645) = 1, with coefficients -268 and 16289 such that 1 = (-268)*39203 + (16289)*645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 646 \t 60 \t 443 \t 1 \t 0\n", + "1 \t 646 \t 443 \t 1 \t 203 \t 0 \t 1\n", + "2 \t 443 \t 203 \t 2 \t 37 \t 1 \t -60\n", + "3 \t 203 \t 37 \t 5 \t 18 \t -1 \t 61\n", + "4 \t 37 \t 18 \t 2 \t 1 \t 3 \t -182\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -16 \t 971\n", + "\t\t\t\t\t 35 \t -2124\n", + "GCD(39203, 646) = 1, with coefficients 35 and -2124 such that 1 = (35)*39203 + (-2124)*646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 647 \t 60 \t 383 \t 1 \t 0\n", + "1 \t 647 \t 383 \t 1 \t 264 \t 0 \t 1\n", + "2 \t 383 \t 264 \t 1 \t 119 \t 1 \t -60\n", + "3 \t 264 \t 119 \t 2 \t 26 \t -1 \t 61\n", + "4 \t 119 \t 26 \t 4 \t 15 \t 2 \t -121\n", + "5 \t 26 \t 15 \t 1 \t 11 \t -5 \t 303\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 22 \t -1333\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -27 \t 1636\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 49 \t -2969\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -125 \t 7574\n", + "\t\t\t\t\t 174 \t -10543\n", + "GCD(39203, 647) = 1, with coefficients 174 and -10543 such that 1 = (174)*39203 + (-10543)*647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 648 \t 60 \t 323 \t 1 \t 0\n", + "1 \t 648 \t 323 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 323 \t 2 \t 161 \t 1 \t 1 \t -60\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 121\n", + "\t\t\t\t\t 323 \t -19541\n", + "GCD(39203, 648) = 1, with coefficients 323 and -19541 such that 1 = (323)*39203 + (-19541)*648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 649 \t 60 \t 263 \t 1 \t 0\n", + "1 \t 649 \t 263 \t 2 \t 123 \t 0 \t 1\n", + "2 \t 263 \t 123 \t 2 \t 17 \t 1 \t -60\n", + "3 \t 123 \t 17 \t 7 \t 4 \t -2 \t 121\n", + "4 \t 17 \t 4 \t 4 \t 1 \t 5 \t -302\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -37 \t 2235\n", + "\t\t\t\t\t 153 \t -9242\n", + "GCD(39203, 649) = 1, with coefficients 153 and -9242 such that 1 = (153)*39203 + (-9242)*649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 650 \t 60 \t 203 \t 1 \t 0\n", + "1 \t 650 \t 203 \t 3 \t 41 \t 0 \t 1\n", + "2 \t 203 \t 41 \t 4 \t 39 \t 1 \t -60\n", + "3 \t 41 \t 39 \t 1 \t 2 \t -3 \t 181\n", + "4 \t 39 \t 2 \t 19 \t 1 \t 13 \t -784\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -16 \t 965\n", + "\t\t\t\t\t 317 \t -19119\n", + "GCD(39203, 650) = 1, with coefficients 317 and -19119 such that 1 = (317)*39203 + (-19119)*650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 651 \t 60 \t 143 \t 1 \t 0\n", + "1 \t 651 \t 143 \t 4 \t 79 \t 0 \t 1\n", + "2 \t 143 \t 79 \t 1 \t 64 \t 1 \t -60\n", + "3 \t 79 \t 64 \t 1 \t 15 \t -4 \t 241\n", + "4 \t 64 \t 15 \t 4 \t 4 \t 5 \t -301\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -9 \t 542\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 41 \t -2469\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -132 \t 7949\n", + "\t\t\t\t\t 173 \t -10418\n", + "GCD(39203, 651) = 1, with coefficients 173 and -10418 such that 1 = (173)*39203 + (-10418)*651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 652 \t 60 \t 83 \t 1 \t 0\n", + "1 \t 652 \t 83 \t 7 \t 71 \t 0 \t 1\n", + "2 \t 83 \t 71 \t 1 \t 12 \t 1 \t -60\n", + "3 \t 71 \t 12 \t 5 \t 11 \t -7 \t 421\n", + "4 \t 12 \t 11 \t 1 \t 1 \t 8 \t -481\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -47 \t 2826\n", + "\t\t\t\t\t 55 \t -3307\n", + "GCD(39203, 652) = 1, with coefficients 55 and -3307 such that 1 = (55)*39203 + (-3307)*652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 653 \t 60 \t 23 \t 1 \t 0\n", + "1 \t 653 \t 23 \t 28 \t 9 \t 0 \t 1\n", + "2 \t 23 \t 9 \t 2 \t 5 \t 1 \t -60\n", + "3 \t 9 \t 5 \t 1 \t 4 \t -28 \t 1681\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 57 \t -3422\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -85 \t 5103\n", + "\t\t\t\t\t 142 \t -8525\n", + "GCD(39203, 653) = 1, with coefficients 142 and -8525 such that 1 = (142)*39203 + (-8525)*653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 654 \t 59 \t 617 \t 1 \t 0\n", + "1 \t 654 \t 617 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 617 \t 37 \t 16 \t 25 \t 1 \t -59\n", + "3 \t 37 \t 25 \t 1 \t 12 \t -1 \t 60\n", + "4 \t 25 \t 12 \t 2 \t 1 \t 17 \t -1019\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -18 \t 1079\n", + "\t\t\t\t\t 53 \t -3177\n", + "GCD(39203, 654) = 1, with coefficients 53 and -3177 such that 1 = (53)*39203 + (-3177)*654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 655 \t 59 \t 558 \t 1 \t 0\n", + "1 \t 655 \t 558 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 558 \t 97 \t 5 \t 73 \t 1 \t -59\n", + "3 \t 97 \t 73 \t 1 \t 24 \t -1 \t 60\n", + "4 \t 73 \t 24 \t 3 \t 1 \t 6 \t -359\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -7 \t 419\n", + "\t\t\t\t\t 27 \t -1616\n", + "GCD(39203, 655) = 1, with coefficients 27 and -1616 such that 1 = (27)*39203 + (-1616)*655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 656 \t 59 \t 499 \t 1 \t 0\n", + "1 \t 656 \t 499 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 499 \t 157 \t 3 \t 28 \t 1 \t -59\n", + "3 \t 157 \t 28 \t 5 \t 17 \t -1 \t 60\n", + "4 \t 28 \t 17 \t 1 \t 11 \t 4 \t -239\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -21 \t 1255\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 25 \t -1494\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -46 \t 2749\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 71 \t -4243\n", + "\t\t\t\t\t -117 \t 6992\n", + "GCD(39203, 656) = 1, with coefficients -117 and 6992 such that 1 = (-117)*39203 + (6992)*656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 657 \t 59 \t 440 \t 1 \t 0\n", + "1 \t 657 \t 440 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 440 \t 217 \t 2 \t 6 \t 1 \t -59\n", + "3 \t 217 \t 6 \t 36 \t 1 \t -1 \t 60\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 3 \t -179\n", + "\t\t\t\t\t -109 \t 6504\n", + "GCD(39203, 657) = 1, with coefficients -109 and 6504 such that 1 = (-109)*39203 + (6504)*657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 658 \t 59 \t 381 \t 1 \t 0\n", + "1 \t 658 \t 381 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 381 \t 277 \t 1 \t 104 \t 1 \t -59\n", + "3 \t 277 \t 104 \t 2 \t 69 \t -1 \t 60\n", + "4 \t 104 \t 69 \t 1 \t 35 \t 2 \t -119\n", + "5 \t 69 \t 35 \t 1 \t 34 \t -5 \t 298\n", + "6 \t 35 \t 34 \t 1 \t 1 \t 7 \t -417\n", + "7 \t 34 \t 1 \t 34 \t 0 \t -12 \t 715\n", + "\t\t\t\t\t 19 \t -1132\n", + "GCD(39203, 658) = 1, with coefficients 19 and -1132 such that 1 = (19)*39203 + (-1132)*658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 659 \t 59 \t 322 \t 1 \t 0\n", + "1 \t 659 \t 322 \t 2 \t 15 \t 0 \t 1\n", + "2 \t 322 \t 15 \t 21 \t 7 \t 1 \t -59\n", + "3 \t 15 \t 7 \t 2 \t 1 \t -2 \t 119\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 43 \t -2558\n", + "\t\t\t\t\t -88 \t 5235\n", + "GCD(39203, 659) = 1, with coefficients -88 and 5235 such that 1 = (-88)*39203 + (5235)*659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 660 \t 59 \t 263 \t 1 \t 0\n", + "1 \t 660 \t 263 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 263 \t 134 \t 1 \t 129 \t 1 \t -59\n", + "3 \t 134 \t 129 \t 1 \t 5 \t -2 \t 119\n", + "4 \t 129 \t 5 \t 25 \t 4 \t 3 \t -178\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -5 \t 297\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 128 \t -7603\n", + "\t\t\t\t\t -133 \t 7900\n", + "GCD(39203, 660) = 1, with coefficients -133 and 7900 such that 1 = (-133)*39203 + (7900)*660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 661 \t 59 \t 204 \t 1 \t 0\n", + "1 \t 661 \t 204 \t 3 \t 49 \t 0 \t 1\n", + "2 \t 204 \t 49 \t 4 \t 8 \t 1 \t -59\n", + "3 \t 49 \t 8 \t 6 \t 1 \t -3 \t 178\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 13 \t -771\n", + "\t\t\t\t\t -81 \t 4804\n", + "GCD(39203, 661) = 1, with coefficients -81 and 4804 such that 1 = (-81)*39203 + (4804)*661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 662 \t 59 \t 145 \t 1 \t 0\n", + "1 \t 662 \t 145 \t 4 \t 82 \t 0 \t 1\n", + "2 \t 145 \t 82 \t 1 \t 63 \t 1 \t -59\n", + "3 \t 82 \t 63 \t 1 \t 19 \t -4 \t 237\n", + "4 \t 63 \t 19 \t 3 \t 6 \t 5 \t -296\n", + "5 \t 19 \t 6 \t 3 \t 1 \t -9 \t 533\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 32 \t -1895\n", + "\t\t\t\t\t -105 \t 6218\n", + "GCD(39203, 662) = 1, with coefficients -105 and 6218 such that 1 = (-105)*39203 + (6218)*662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 663 \t 59 \t 86 \t 1 \t 0\n", + "1 \t 663 \t 86 \t 7 \t 61 \t 0 \t 1\n", + "2 \t 86 \t 61 \t 1 \t 25 \t 1 \t -59\n", + "3 \t 61 \t 25 \t 2 \t 11 \t -7 \t 414\n", + "4 \t 25 \t 11 \t 2 \t 3 \t 8 \t -473\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -23 \t 1360\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 54 \t -3193\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -185 \t 10939\n", + "\t\t\t\t\t 239 \t -14132\n", + "GCD(39203, 663) = 1, with coefficients 239 and -14132 such that 1 = (239)*39203 + (-14132)*663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 664 \t 59 \t 27 \t 1 \t 0\n", + "1 \t 664 \t 27 \t 24 \t 16 \t 0 \t 1\n", + "2 \t 27 \t 16 \t 1 \t 11 \t 1 \t -59\n", + "3 \t 16 \t 11 \t 1 \t 5 \t -24 \t 1417\n", + "4 \t 11 \t 5 \t 2 \t 1 \t 25 \t -1476\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -49 \t 2893\n", + "\t\t\t\t\t 123 \t -7262\n", + "GCD(39203, 664) = 1, with coefficients 123 and -7262 such that 1 = (123)*39203 + (-7262)*664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 665 \t 58 \t 633 \t 1 \t 0\n", + "1 \t 665 \t 633 \t 1 \t 32 \t 0 \t 1\n", + "2 \t 633 \t 32 \t 19 \t 25 \t 1 \t -58\n", + "3 \t 32 \t 25 \t 1 \t 7 \t -1 \t 59\n", + "4 \t 25 \t 7 \t 3 \t 4 \t 20 \t -1179\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -21 \t 1238\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 83 \t -4893\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -104 \t 6131\n", + "\t\t\t\t\t 187 \t -11024\n", + "GCD(39203, 665) = 1, with coefficients 187 and -11024 such that 1 = (187)*39203 + (-11024)*665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 666 \t 58 \t 575 \t 1 \t 0\n", + "1 \t 666 \t 575 \t 1 \t 91 \t 0 \t 1\n", + "2 \t 575 \t 91 \t 6 \t 29 \t 1 \t -58\n", + "3 \t 91 \t 29 \t 3 \t 4 \t -1 \t 59\n", + "4 \t 29 \t 4 \t 7 \t 1 \t 7 \t -412\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -22 \t 1295\n", + "\t\t\t\t\t 161 \t -9477\n", + "GCD(39203, 666) = 1, with coefficients 161 and -9477 such that 1 = (161)*39203 + (-9477)*666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 667 \t 58 \t 517 \t 1 \t 0\n", + "1 \t 667 \t 517 \t 1 \t 150 \t 0 \t 1\n", + "2 \t 517 \t 150 \t 3 \t 67 \t 1 \t -58\n", + "3 \t 150 \t 67 \t 2 \t 16 \t -1 \t 59\n", + "4 \t 67 \t 16 \t 4 \t 3 \t 4 \t -235\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -9 \t 529\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 40 \t -2351\n", + "\t\t\t\t\t -209 \t 12284\n", + "GCD(39203, 667) = 1, with coefficients -209 and 12284 such that 1 = (-209)*39203 + (12284)*667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 668 \t 58 \t 459 \t 1 \t 0\n", + "1 \t 668 \t 459 \t 1 \t 209 \t 0 \t 1\n", + "2 \t 459 \t 209 \t 2 \t 41 \t 1 \t -58\n", + "3 \t 209 \t 41 \t 5 \t 4 \t -1 \t 59\n", + "4 \t 41 \t 4 \t 10 \t 1 \t 3 \t -176\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -16 \t 939\n", + "\t\t\t\t\t 163 \t -9566\n", + "GCD(39203, 668) = 1, with coefficients 163 and -9566 such that 1 = (163)*39203 + (-9566)*668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 669 \t 58 \t 401 \t 1 \t 0\n", + "1 \t 669 \t 401 \t 1 \t 268 \t 0 \t 1\n", + "2 \t 401 \t 268 \t 1 \t 133 \t 1 \t -58\n", + "3 \t 268 \t 133 \t 2 \t 2 \t -1 \t 59\n", + "4 \t 133 \t 2 \t 66 \t 1 \t 2 \t -117\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -5 \t 293\n", + "\t\t\t\t\t 332 \t -19455\n", + "GCD(39203, 669) = 1, with coefficients 332 and -19455 such that 1 = (332)*39203 + (-19455)*669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 670 \t 58 \t 343 \t 1 \t 0\n", + "1 \t 670 \t 343 \t 1 \t 327 \t 0 \t 1\n", + "2 \t 343 \t 327 \t 1 \t 16 \t 1 \t -58\n", + "3 \t 327 \t 16 \t 20 \t 7 \t -1 \t 59\n", + "4 \t 16 \t 7 \t 2 \t 2 \t 2 \t -117\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -41 \t 2399\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 84 \t -4915\n", + "\t\t\t\t\t -293 \t 17144\n", + "GCD(39203, 670) = 1, with coefficients -293 and 17144 such that 1 = (-293)*39203 + (17144)*670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 671 \t 58 \t 285 \t 1 \t 0\n", + "1 \t 671 \t 285 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 285 \t 101 \t 2 \t 83 \t 1 \t -58\n", + "3 \t 101 \t 83 \t 1 \t 18 \t -2 \t 117\n", + "4 \t 83 \t 18 \t 4 \t 11 \t 5 \t -292\n", + "5 \t 18 \t 11 \t 1 \t 7 \t -7 \t 409\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 33 \t -1928\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -40 \t 2337\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 73 \t -4265\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -113 \t 6602\n", + "\t\t\t\t\t 186 \t -10867\n", + "GCD(39203, 671) = 1, with coefficients 186 and -10867 such that 1 = (186)*39203 + (-10867)*671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 672 \t 58 \t 227 \t 1 \t 0\n", + "1 \t 672 \t 227 \t 2 \t 218 \t 0 \t 1\n", + "2 \t 227 \t 218 \t 1 \t 9 \t 1 \t -58\n", + "3 \t 218 \t 9 \t 24 \t 2 \t -2 \t 117\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 3 \t -175\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -74 \t 4317\n", + "\t\t\t\t\t 299 \t -17443\n", + "GCD(39203, 672) = 1, with coefficients 299 and -17443 such that 1 = (299)*39203 + (-17443)*672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 673 \t 58 \t 169 \t 1 \t 0\n", + "1 \t 673 \t 169 \t 3 \t 166 \t 0 \t 1\n", + "2 \t 169 \t 166 \t 1 \t 3 \t 1 \t -58\n", + "3 \t 166 \t 3 \t 55 \t 1 \t -3 \t 175\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 4 \t -233\n", + "\t\t\t\t\t -223 \t 12990\n", + "GCD(39203, 673) = 1, with coefficients -223 and 12990 such that 1 = (-223)*39203 + (12990)*673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 674 \t 58 \t 111 \t 1 \t 0\n", + "1 \t 674 \t 111 \t 6 \t 8 \t 0 \t 1\n", + "2 \t 111 \t 8 \t 13 \t 7 \t 1 \t -58\n", + "3 \t 8 \t 7 \t 1 \t 1 \t -6 \t 349\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 79 \t -4595\n", + "\t\t\t\t\t -85 \t 4944\n", + "GCD(39203, 674) = 1, with coefficients -85 and 4944 such that 1 = (-85)*39203 + (4944)*674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 675 \t 58 \t 53 \t 1 \t 0\n", + "1 \t 675 \t 53 \t 12 \t 39 \t 0 \t 1\n", + "2 \t 53 \t 39 \t 1 \t 14 \t 1 \t -58\n", + "3 \t 39 \t 14 \t 2 \t 11 \t -12 \t 697\n", + "4 \t 14 \t 11 \t 1 \t 3 \t 13 \t -755\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -38 \t 2207\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 51 \t -2962\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -191 \t 11093\n", + "\t\t\t\t\t 242 \t -14055\n", + "GCD(39203, 675) = 1, with coefficients 242 and -14055 such that 1 = (242)*39203 + (-14055)*675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 676 \t 57 \t 671 \t 1 \t 0\n", + "1 \t 676 \t 671 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 671 \t 5 \t 134 \t 1 \t 1 \t -57\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -1 \t 58\n", + "\t\t\t\t\t 135 \t -7829\n", + "GCD(39203, 676) = 1, with coefficients 135 and -7829 such that 1 = (135)*39203 + (-7829)*676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 677 \t 57 \t 614 \t 1 \t 0\n", + "1 \t 677 \t 614 \t 1 \t 63 \t 0 \t 1\n", + "2 \t 614 \t 63 \t 9 \t 47 \t 1 \t -57\n", + "3 \t 63 \t 47 \t 1 \t 16 \t -1 \t 58\n", + "4 \t 47 \t 16 \t 2 \t 15 \t 10 \t -579\n", + "5 \t 16 \t 15 \t 1 \t 1 \t -11 \t 637\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 32 \t -1853\n", + "\t\t\t\t\t -43 \t 2490\n", + "GCD(39203, 677) = 1, with coefficients -43 and 2490 such that 1 = (-43)*39203 + (2490)*677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 678 \t 57 \t 557 \t 1 \t 0\n", + "1 \t 678 \t 557 \t 1 \t 121 \t 0 \t 1\n", + "2 \t 557 \t 121 \t 4 \t 73 \t 1 \t -57\n", + "3 \t 121 \t 73 \t 1 \t 48 \t -1 \t 58\n", + "4 \t 73 \t 48 \t 1 \t 25 \t 5 \t -289\n", + "5 \t 48 \t 25 \t 1 \t 23 \t -6 \t 347\n", + "6 \t 25 \t 23 \t 1 \t 2 \t 11 \t -636\n", + "7 \t 23 \t 2 \t 11 \t 1 \t -17 \t 983\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 28 \t -1619\n", + "\t\t\t\t\t -325 \t 18792\n", + "GCD(39203, 678) = 1, with coefficients -325 and 18792 such that 1 = (-325)*39203 + (18792)*678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 679 \t 57 \t 500 \t 1 \t 0\n", + "1 \t 679 \t 500 \t 1 \t 179 \t 0 \t 1\n", + "2 \t 500 \t 179 \t 2 \t 142 \t 1 \t -57\n", + "3 \t 179 \t 142 \t 1 \t 37 \t -1 \t 58\n", + "4 \t 142 \t 37 \t 3 \t 31 \t 3 \t -173\n", + "5 \t 37 \t 31 \t 1 \t 6 \t -4 \t 231\n", + "6 \t 31 \t 6 \t 5 \t 1 \t 15 \t -866\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -19 \t 1097\n", + "\t\t\t\t\t 110 \t -6351\n", + "GCD(39203, 679) = 1, with coefficients 110 and -6351 such that 1 = (110)*39203 + (-6351)*679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 680 \t 57 \t 443 \t 1 \t 0\n", + "1 \t 680 \t 443 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 443 \t 237 \t 1 \t 206 \t 1 \t -57\n", + "3 \t 237 \t 206 \t 1 \t 31 \t -1 \t 58\n", + "4 \t 206 \t 31 \t 6 \t 20 \t 2 \t -115\n", + "5 \t 31 \t 20 \t 1 \t 11 \t -3 \t 173\n", + "6 \t 20 \t 11 \t 1 \t 9 \t 20 \t -1153\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -23 \t 1326\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 43 \t -2479\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -66 \t 3805\n", + "\t\t\t\t\t 307 \t -17699\n", + "GCD(39203, 680) = 1, with coefficients 307 and -17699 such that 1 = (307)*39203 + (-17699)*680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 681 \t 57 \t 386 \t 1 \t 0\n", + "1 \t 681 \t 386 \t 1 \t 295 \t 0 \t 1\n", + "2 \t 386 \t 295 \t 1 \t 91 \t 1 \t -57\n", + "3 \t 295 \t 91 \t 3 \t 22 \t -1 \t 58\n", + "4 \t 91 \t 22 \t 4 \t 3 \t 2 \t -115\n", + "5 \t 22 \t 3 \t 7 \t 1 \t -7 \t 403\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 30 \t -1727\n", + "\t\t\t\t\t -217 \t 12492\n", + "GCD(39203, 681) = 1, with coefficients -217 and 12492 such that 1 = (-217)*39203 + (12492)*681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 682 \t 57 \t 329 \t 1 \t 0\n", + "1 \t 682 \t 329 \t 2 \t 24 \t 0 \t 1\n", + "2 \t 329 \t 24 \t 13 \t 17 \t 1 \t -57\n", + "3 \t 24 \t 17 \t 1 \t 7 \t -2 \t 115\n", + "4 \t 17 \t 7 \t 2 \t 3 \t 27 \t -1552\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -29 \t 1667\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 85 \t -4886\n", + "\t\t\t\t\t -199 \t 11439\n", + "GCD(39203, 682) = 1, with coefficients -199 and 11439 such that 1 = (-199)*39203 + (11439)*682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 683 \t 57 \t 272 \t 1 \t 0\n", + "1 \t 683 \t 272 \t 2 \t 139 \t 0 \t 1\n", + "2 \t 272 \t 139 \t 1 \t 133 \t 1 \t -57\n", + "3 \t 139 \t 133 \t 1 \t 6 \t -2 \t 115\n", + "4 \t 133 \t 6 \t 22 \t 1 \t 3 \t -172\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -5 \t 287\n", + "\t\t\t\t\t 113 \t -6486\n", + "GCD(39203, 683) = 1, with coefficients 113 and -6486 such that 1 = (113)*39203 + (-6486)*683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 684 \t 57 \t 215 \t 1 \t 0\n", + "1 \t 684 \t 215 \t 3 \t 39 \t 0 \t 1\n", + "2 \t 215 \t 39 \t 5 \t 20 \t 1 \t -57\n", + "3 \t 39 \t 20 \t 1 \t 19 \t -3 \t 172\n", + "4 \t 20 \t 19 \t 1 \t 1 \t 16 \t -917\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -19 \t 1089\n", + "\t\t\t\t\t 35 \t -2006\n", + "GCD(39203, 684) = 1, with coefficients 35 and -2006 such that 1 = (35)*39203 + (-2006)*684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 685 \t 57 \t 158 \t 1 \t 0\n", + "1 \t 685 \t 158 \t 4 \t 53 \t 0 \t 1\n", + "2 \t 158 \t 53 \t 2 \t 52 \t 1 \t -57\n", + "3 \t 53 \t 52 \t 1 \t 1 \t -4 \t 229\n", + "4 \t 52 \t 1 \t 52 \t 0 \t 9 \t -515\n", + "\t\t\t\t\t -13 \t 744\n", + "GCD(39203, 685) = 1, with coefficients -13 and 744 such that 1 = (-13)*39203 + (744)*685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 686 \t 57 \t 101 \t 1 \t 0\n", + "1 \t 686 \t 101 \t 6 \t 80 \t 0 \t 1\n", + "2 \t 101 \t 80 \t 1 \t 21 \t 1 \t -57\n", + "3 \t 80 \t 21 \t 3 \t 17 \t -6 \t 343\n", + "4 \t 21 \t 17 \t 1 \t 4 \t 7 \t -400\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -27 \t 1543\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 34 \t -1943\n", + "\t\t\t\t\t -163 \t 9315\n", + "GCD(39203, 686) = 1, with coefficients -163 and 9315 such that 1 = (-163)*39203 + (9315)*686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 687 \t 57 \t 44 \t 1 \t 0\n", + "1 \t 687 \t 44 \t 15 \t 27 \t 0 \t 1\n", + "2 \t 44 \t 27 \t 1 \t 17 \t 1 \t -57\n", + "3 \t 27 \t 17 \t 1 \t 10 \t -15 \t 856\n", + "4 \t 17 \t 10 \t 1 \t 7 \t 16 \t -913\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -31 \t 1769\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 47 \t -2682\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -78 \t 4451\n", + "\t\t\t\t\t 203 \t -11584\n", + "GCD(39203, 687) = 1, with coefficients 203 and -11584 such that 1 = (203)*39203 + (-11584)*687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 688 \t 56 \t 675 \t 1 \t 0\n", + "1 \t 688 \t 675 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 675 \t 13 \t 51 \t 12 \t 1 \t -56\n", + "3 \t 13 \t 12 \t 1 \t 1 \t -1 \t 57\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 52 \t -2963\n", + "\t\t\t\t\t -53 \t 3020\n", + "GCD(39203, 688) = 1, with coefficients -53 and 3020 such that 1 = (-53)*39203 + (3020)*688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 689 \t 56 \t 619 \t 1 \t 0\n", + "1 \t 689 \t 619 \t 1 \t 70 \t 0 \t 1\n", + "2 \t 619 \t 70 \t 8 \t 59 \t 1 \t -56\n", + "3 \t 70 \t 59 \t 1 \t 11 \t -1 \t 57\n", + "4 \t 59 \t 11 \t 5 \t 4 \t 9 \t -512\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -10 \t 569\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 59 \t -3357\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -128 \t 7283\n", + "\t\t\t\t\t 187 \t -10640\n", + "GCD(39203, 689) = 1, with coefficients 187 and -10640 such that 1 = (187)*39203 + (-10640)*689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 690 \t 56 \t 563 \t 1 \t 0\n", + "1 \t 690 \t 563 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 563 \t 127 \t 4 \t 55 \t 1 \t -56\n", + "3 \t 127 \t 55 \t 2 \t 17 \t -1 \t 57\n", + "4 \t 55 \t 17 \t 3 \t 4 \t 5 \t -284\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -11 \t 625\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 38 \t -2159\n", + "\t\t\t\t\t -163 \t 9261\n", + "GCD(39203, 690) = 1, with coefficients -163 and 9261 such that 1 = (-163)*39203 + (9261)*690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 691 \t 56 \t 507 \t 1 \t 0\n", + "1 \t 691 \t 507 \t 1 \t 184 \t 0 \t 1\n", + "2 \t 507 \t 184 \t 2 \t 139 \t 1 \t -56\n", + "3 \t 184 \t 139 \t 1 \t 45 \t -1 \t 57\n", + "4 \t 139 \t 45 \t 3 \t 4 \t 3 \t -170\n", + "5 \t 45 \t 4 \t 11 \t 1 \t -4 \t 227\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 15 \t -851\n", + "\t\t\t\t\t -169 \t 9588\n", + "GCD(39203, 691) = 1, with coefficients -169 and 9588 such that 1 = (-169)*39203 + (9588)*691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 692 \t 56 \t 451 \t 1 \t 0\n", + "1 \t 692 \t 451 \t 1 \t 241 \t 0 \t 1\n", + "2 \t 451 \t 241 \t 1 \t 210 \t 1 \t -56\n", + "3 \t 241 \t 210 \t 1 \t 31 \t -1 \t 57\n", + "4 \t 210 \t 31 \t 6 \t 24 \t 2 \t -113\n", + "5 \t 31 \t 24 \t 1 \t 7 \t -3 \t 170\n", + "6 \t 24 \t 7 \t 3 \t 3 \t 20 \t -1133\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -23 \t 1303\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 89 \t -5042\n", + "\t\t\t\t\t -201 \t 11387\n", + "GCD(39203, 692) = 1, with coefficients -201 and 11387 such that 1 = (-201)*39203 + (11387)*692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 693 \t 56 \t 395 \t 1 \t 0\n", + "1 \t 693 \t 395 \t 1 \t 298 \t 0 \t 1\n", + "2 \t 395 \t 298 \t 1 \t 97 \t 1 \t -56\n", + "3 \t 298 \t 97 \t 3 \t 7 \t -1 \t 57\n", + "4 \t 97 \t 7 \t 13 \t 6 \t 2 \t -113\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -7 \t 396\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 93 \t -5261\n", + "\t\t\t\t\t -100 \t 5657\n", + "GCD(39203, 693) = 1, with coefficients -100 and 5657 such that 1 = (-100)*39203 + (5657)*693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 694 \t 56 \t 339 \t 1 \t 0\n", + "1 \t 694 \t 339 \t 2 \t 16 \t 0 \t 1\n", + "2 \t 339 \t 16 \t 21 \t 3 \t 1 \t -56\n", + "3 \t 16 \t 3 \t 5 \t 1 \t -2 \t 113\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 43 \t -2429\n", + "\t\t\t\t\t -217 \t 12258\n", + "GCD(39203, 694) = 1, with coefficients -217 and 12258 such that 1 = (-217)*39203 + (12258)*694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 695 \t 56 \t 283 \t 1 \t 0\n", + "1 \t 695 \t 283 \t 2 \t 129 \t 0 \t 1\n", + "2 \t 283 \t 129 \t 2 \t 25 \t 1 \t -56\n", + "3 \t 129 \t 25 \t 5 \t 4 \t -2 \t 113\n", + "4 \t 25 \t 4 \t 6 \t 1 \t 5 \t -282\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -27 \t 1523\n", + "\t\t\t\t\t 167 \t -9420\n", + "GCD(39203, 695) = 1, with coefficients 167 and -9420 such that 1 = (167)*39203 + (-9420)*695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 696 \t 56 \t 227 \t 1 \t 0\n", + "1 \t 696 \t 227 \t 3 \t 15 \t 0 \t 1\n", + "2 \t 227 \t 15 \t 15 \t 2 \t 1 \t -56\n", + "3 \t 15 \t 2 \t 7 \t 1 \t -3 \t 169\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 46 \t -2591\n", + "\t\t\t\t\t -325 \t 18306\n", + "GCD(39203, 696) = 1, with coefficients -325 and 18306 such that 1 = (-325)*39203 + (18306)*696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 697 \t 56 \t 171 \t 1 \t 0\n", + "1 \t 697 \t 171 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 171 \t 13 \t 13 \t 2 \t 1 \t -56\n", + "3 \t 13 \t 2 \t 6 \t 1 \t -4 \t 225\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 53 \t -2981\n", + "\t\t\t\t\t -322 \t 18111\n", + "GCD(39203, 697) = 1, with coefficients -322 and 18111 such that 1 = (-322)*39203 + (18111)*697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 698 \t 56 \t 115 \t 1 \t 0\n", + "1 \t 698 \t 115 \t 6 \t 8 \t 0 \t 1\n", + "2 \t 115 \t 8 \t 14 \t 3 \t 1 \t -56\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -6 \t 337\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 85 \t -4774\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -176 \t 9885\n", + "\t\t\t\t\t 261 \t -14659\n", + "GCD(39203, 698) = 1, with coefficients 261 and -14659 such that 1 = (261)*39203 + (-14659)*698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 699 \t 56 \t 59 \t 1 \t 0\n", + "1 \t 699 \t 59 \t 11 \t 50 \t 0 \t 1\n", + "2 \t 59 \t 50 \t 1 \t 9 \t 1 \t -56\n", + "3 \t 50 \t 9 \t 5 \t 5 \t -11 \t 617\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 12 \t -673\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -71 \t 3982\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 83 \t -4655\n", + "\t\t\t\t\t -154 \t 8637\n", + "GCD(39203, 699) = 1, with coefficients -154 and 8637 such that 1 = (-154)*39203 + (8637)*699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 700 \t 56 \t 3 \t 1 \t 0\n", + "1 \t 700 \t 3 \t 233 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -56\n", + "\t\t\t\t\t -233 \t 13049\n", + "GCD(39203, 700) = 1, with coefficients -233 and 13049 such that 1 = (-233)*39203 + (13049)*700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 701 \t 55 \t 648 \t 1 \t 0\n", + "1 \t 701 \t 648 \t 1 \t 53 \t 0 \t 1\n", + "2 \t 648 \t 53 \t 12 \t 12 \t 1 \t -55\n", + "3 \t 53 \t 12 \t 4 \t 5 \t -1 \t 56\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 13 \t -727\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -53 \t 2964\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 119 \t -6655\n", + "\t\t\t\t\t -291 \t 16274\n", + "GCD(39203, 701) = 1, with coefficients -291 and 16274 such that 1 = (-291)*39203 + (16274)*701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 702 \t 55 \t 593 \t 1 \t 0\n", + "1 \t 702 \t 593 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 593 \t 109 \t 5 \t 48 \t 1 \t -55\n", + "3 \t 109 \t 48 \t 2 \t 13 \t -1 \t 56\n", + "4 \t 48 \t 13 \t 3 \t 9 \t 6 \t -335\n", + "5 \t 13 \t 9 \t 1 \t 4 \t -13 \t 726\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 45 \t -2513\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -58 \t 3239\n", + "\t\t\t\t\t 161 \t -8991\n", + "GCD(39203, 702) = 1, with coefficients 161 and -8991 such that 1 = (161)*39203 + (-8991)*702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 703 \t 55 \t 538 \t 1 \t 0\n", + "1 \t 703 \t 538 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 538 \t 165 \t 3 \t 43 \t 1 \t -55\n", + "3 \t 165 \t 43 \t 3 \t 36 \t -1 \t 56\n", + "4 \t 43 \t 36 \t 1 \t 7 \t 4 \t -223\n", + "5 \t 36 \t 7 \t 5 \t 1 \t -13 \t 725\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 17 \t -948\n", + "\t\t\t\t\t -98 \t 5465\n", + "GCD(39203, 703) = 1, with coefficients -98 and 5465 such that 1 = (-98)*39203 + (5465)*703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 704 \t 55 \t 483 \t 1 \t 0\n", + "1 \t 704 \t 483 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 483 \t 221 \t 2 \t 41 \t 1 \t -55\n", + "3 \t 221 \t 41 \t 5 \t 16 \t -1 \t 56\n", + "4 \t 41 \t 16 \t 2 \t 9 \t 3 \t -167\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -16 \t 891\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 35 \t -1949\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -51 \t 2840\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 86 \t -4789\n", + "\t\t\t\t\t -309 \t 17207\n", + "GCD(39203, 704) = 1, with coefficients -309 and 17207 such that 1 = (-309)*39203 + (17207)*704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 705 \t 55 \t 428 \t 1 \t 0\n", + "1 \t 705 \t 428 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 428 \t 277 \t 1 \t 151 \t 1 \t -55\n", + "3 \t 277 \t 151 \t 1 \t 126 \t -1 \t 56\n", + "4 \t 151 \t 126 \t 1 \t 25 \t 2 \t -111\n", + "5 \t 126 \t 25 \t 5 \t 1 \t -3 \t 167\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 5 \t -278\n", + "\t\t\t\t\t -28 \t 1557\n", + "GCD(39203, 705) = 1, with coefficients -28 and 1557 such that 1 = (-28)*39203 + (1557)*705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 706 \t 55 \t 373 \t 1 \t 0\n", + "1 \t 706 \t 373 \t 1 \t 333 \t 0 \t 1\n", + "2 \t 373 \t 333 \t 1 \t 40 \t 1 \t -55\n", + "3 \t 333 \t 40 \t 8 \t 13 \t -1 \t 56\n", + "4 \t 40 \t 13 \t 3 \t 1 \t 2 \t -111\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -17 \t 944\n", + "\t\t\t\t\t 53 \t -2943\n", + "GCD(39203, 706) = 1, with coefficients 53 and -2943 such that 1 = (53)*39203 + (-2943)*706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 707 \t 55 \t 318 \t 1 \t 0\n", + "1 \t 707 \t 318 \t 2 \t 71 \t 0 \t 1\n", + "2 \t 318 \t 71 \t 4 \t 34 \t 1 \t -55\n", + "3 \t 71 \t 34 \t 2 \t 3 \t -2 \t 111\n", + "4 \t 34 \t 3 \t 11 \t 1 \t 9 \t -499\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -20 \t 1109\n", + "\t\t\t\t\t 229 \t -12698\n", + "GCD(39203, 707) = 1, with coefficients 229 and -12698 such that 1 = (229)*39203 + (-12698)*707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 708 \t 55 \t 263 \t 1 \t 0\n", + "1 \t 708 \t 263 \t 2 \t 182 \t 0 \t 1\n", + "2 \t 263 \t 182 \t 1 \t 81 \t 1 \t -55\n", + "3 \t 182 \t 81 \t 2 \t 20 \t -2 \t 111\n", + "4 \t 81 \t 20 \t 4 \t 1 \t 3 \t -166\n", + "5 \t 20 \t 1 \t 20 \t 0 \t -8 \t 443\n", + "\t\t\t\t\t 35 \t -1938\n", + "GCD(39203, 708) = 1, with coefficients 35 and -1938 such that 1 = (35)*39203 + (-1938)*708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 709 \t 55 \t 208 \t 1 \t 0\n", + "1 \t 709 \t 208 \t 3 \t 85 \t 0 \t 1\n", + "2 \t 208 \t 85 \t 2 \t 38 \t 1 \t -55\n", + "3 \t 85 \t 38 \t 2 \t 9 \t -3 \t 166\n", + "4 \t 38 \t 9 \t 4 \t 2 \t 7 \t -387\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -17 \t 940\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 75 \t -4147\n", + "\t\t\t\t\t -317 \t 17528\n", + "GCD(39203, 709) = 1, with coefficients -317 and 17528 such that 1 = (-317)*39203 + (17528)*709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 710 \t 55 \t 153 \t 1 \t 0\n", + "1 \t 710 \t 153 \t 4 \t 98 \t 0 \t 1\n", + "2 \t 153 \t 98 \t 1 \t 55 \t 1 \t -55\n", + "3 \t 98 \t 55 \t 1 \t 43 \t -4 \t 221\n", + "4 \t 55 \t 43 \t 1 \t 12 \t 5 \t -276\n", + "5 \t 43 \t 12 \t 3 \t 7 \t -9 \t 497\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 14 \t -773\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -51 \t 2816\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 65 \t -3589\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -116 \t 6405\n", + "\t\t\t\t\t 297 \t -16399\n", + "GCD(39203, 710) = 1, with coefficients 297 and -16399 such that 1 = (297)*39203 + (-16399)*710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 711 \t 55 \t 98 \t 1 \t 0\n", + "1 \t 711 \t 98 \t 7 \t 25 \t 0 \t 1\n", + "2 \t 98 \t 25 \t 3 \t 23 \t 1 \t -55\n", + "3 \t 25 \t 23 \t 1 \t 2 \t -7 \t 386\n", + "4 \t 23 \t 2 \t 11 \t 1 \t 22 \t -1213\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -29 \t 1599\n", + "\t\t\t\t\t 341 \t -18802\n", + "GCD(39203, 711) = 1, with coefficients 341 and -18802 such that 1 = (341)*39203 + (-18802)*711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 712 \t 55 \t 43 \t 1 \t 0\n", + "1 \t 712 \t 43 \t 16 \t 24 \t 0 \t 1\n", + "2 \t 43 \t 24 \t 1 \t 19 \t 1 \t -55\n", + "3 \t 24 \t 19 \t 1 \t 5 \t -16 \t 881\n", + "4 \t 19 \t 5 \t 3 \t 4 \t 17 \t -936\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -33 \t 1817\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 116 \t -6387\n", + "\t\t\t\t\t -149 \t 8204\n", + "GCD(39203, 712) = 1, with coefficients -149 and 8204 such that 1 = (-149)*39203 + (8204)*712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 713 \t 54 \t 701 \t 1 \t 0\n", + "1 \t 713 \t 701 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 701 \t 12 \t 58 \t 5 \t 1 \t -54\n", + "3 \t 12 \t 5 \t 2 \t 2 \t -1 \t 55\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 59 \t -3244\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -119 \t 6543\n", + "\t\t\t\t\t 297 \t -16330\n", + "GCD(39203, 713) = 1, with coefficients 297 and -16330 such that 1 = (297)*39203 + (-16330)*713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 714 \t 54 \t 647 \t 1 \t 0\n", + "1 \t 714 \t 647 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 647 \t 67 \t 9 \t 44 \t 1 \t -54\n", + "3 \t 67 \t 44 \t 1 \t 23 \t -1 \t 55\n", + "4 \t 44 \t 23 \t 1 \t 21 \t 10 \t -549\n", + "5 \t 23 \t 21 \t 1 \t 2 \t -11 \t 604\n", + "6 \t 21 \t 2 \t 10 \t 1 \t 21 \t -1153\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -32 \t 1757\n", + "\t\t\t\t\t 341 \t -18723\n", + "GCD(39203, 714) = 1, with coefficients 341 and -18723 such that 1 = (341)*39203 + (-18723)*714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 715 \t 54 \t 593 \t 1 \t 0\n", + "1 \t 715 \t 593 \t 1 \t 122 \t 0 \t 1\n", + "2 \t 593 \t 122 \t 4 \t 105 \t 1 \t -54\n", + "3 \t 122 \t 105 \t 1 \t 17 \t -1 \t 55\n", + "4 \t 105 \t 17 \t 6 \t 3 \t 5 \t -274\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -6 \t 329\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 41 \t -2248\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -211 \t 11569\n", + "\t\t\t\t\t 252 \t -13817\n", + "GCD(39203, 715) = 1, with coefficients 252 and -13817 such that 1 = (252)*39203 + (-13817)*715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 716 \t 54 \t 539 \t 1 \t 0\n", + "1 \t 716 \t 539 \t 1 \t 177 \t 0 \t 1\n", + "2 \t 539 \t 177 \t 3 \t 8 \t 1 \t -54\n", + "3 \t 177 \t 8 \t 22 \t 1 \t -1 \t 55\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 4 \t -219\n", + "\t\t\t\t\t -89 \t 4873\n", + "GCD(39203, 716) = 1, with coefficients -89 and 4873 such that 1 = (-89)*39203 + (4873)*716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 717 \t 54 \t 485 \t 1 \t 0\n", + "1 \t 717 \t 485 \t 1 \t 232 \t 0 \t 1\n", + "2 \t 485 \t 232 \t 2 \t 21 \t 1 \t -54\n", + "3 \t 232 \t 21 \t 11 \t 1 \t -1 \t 55\n", + "4 \t 21 \t 1 \t 21 \t 0 \t 3 \t -164\n", + "\t\t\t\t\t -34 \t 1859\n", + "GCD(39203, 717) = 1, with coefficients -34 and 1859 such that 1 = (-34)*39203 + (1859)*717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 718 \t 54 \t 431 \t 1 \t 0\n", + "1 \t 718 \t 431 \t 1 \t 287 \t 0 \t 1\n", + "2 \t 431 \t 287 \t 1 \t 144 \t 1 \t -54\n", + "3 \t 287 \t 144 \t 1 \t 143 \t -1 \t 55\n", + "4 \t 144 \t 143 \t 1 \t 1 \t 2 \t -109\n", + "5 \t 143 \t 1 \t 143 \t 0 \t -3 \t 164\n", + "\t\t\t\t\t 5 \t -273\n", + "GCD(39203, 718) = 1, with coefficients 5 and -273 such that 1 = (5)*39203 + (-273)*718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 719 \t 54 \t 377 \t 1 \t 0\n", + "1 \t 719 \t 377 \t 1 \t 342 \t 0 \t 1\n", + "2 \t 377 \t 342 \t 1 \t 35 \t 1 \t -54\n", + "3 \t 342 \t 35 \t 9 \t 27 \t -1 \t 55\n", + "4 \t 35 \t 27 \t 1 \t 8 \t 2 \t -109\n", + "5 \t 27 \t 8 \t 3 \t 3 \t -19 \t 1036\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 21 \t -1145\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -82 \t 4471\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 185 \t -10087\n", + "\t\t\t\t\t -267 \t 14558\n", + "GCD(39203, 719) = 1, with coefficients -267 and 14558 such that 1 = (-267)*39203 + (14558)*719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 720 \t 54 \t 323 \t 1 \t 0\n", + "1 \t 720 \t 323 \t 2 \t 74 \t 0 \t 1\n", + "2 \t 323 \t 74 \t 4 \t 27 \t 1 \t -54\n", + "3 \t 74 \t 27 \t 2 \t 20 \t -2 \t 109\n", + "4 \t 27 \t 20 \t 1 \t 7 \t 9 \t -490\n", + "5 \t 20 \t 7 \t 2 \t 6 \t -20 \t 1089\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 29 \t -1579\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -78 \t 4247\n", + "\t\t\t\t\t 107 \t -5826\n", + "GCD(39203, 720) = 1, with coefficients 107 and -5826 such that 1 = (107)*39203 + (-5826)*720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 721 \t 54 \t 269 \t 1 \t 0\n", + "1 \t 721 \t 269 \t 2 \t 183 \t 0 \t 1\n", + "2 \t 269 \t 183 \t 1 \t 86 \t 1 \t -54\n", + "3 \t 183 \t 86 \t 2 \t 11 \t -2 \t 109\n", + "4 \t 86 \t 11 \t 7 \t 9 \t 3 \t -163\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -8 \t 435\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 59 \t -3208\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -67 \t 3643\n", + "\t\t\t\t\t 327 \t -17780\n", + "GCD(39203, 721) = 1, with coefficients 327 and -17780 such that 1 = (327)*39203 + (-17780)*721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 722 \t 54 \t 215 \t 1 \t 0\n", + "1 \t 722 \t 215 \t 3 \t 77 \t 0 \t 1\n", + "2 \t 215 \t 77 \t 2 \t 61 \t 1 \t -54\n", + "3 \t 77 \t 61 \t 1 \t 16 \t -3 \t 163\n", + "4 \t 61 \t 16 \t 3 \t 13 \t 7 \t -380\n", + "5 \t 16 \t 13 \t 1 \t 3 \t -10 \t 543\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 37 \t -2009\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -47 \t 2552\n", + "\t\t\t\t\t 225 \t -12217\n", + "GCD(39203, 722) = 1, with coefficients 225 and -12217 such that 1 = (225)*39203 + (-12217)*722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 723 \t 54 \t 161 \t 1 \t 0\n", + "1 \t 723 \t 161 \t 4 \t 79 \t 0 \t 1\n", + "2 \t 161 \t 79 \t 2 \t 3 \t 1 \t -54\n", + "3 \t 79 \t 3 \t 26 \t 1 \t -4 \t 217\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 9 \t -488\n", + "\t\t\t\t\t -238 \t 12905\n", + "GCD(39203, 723) = 1, with coefficients -238 and 12905 such that 1 = (-238)*39203 + (12905)*723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 724 \t 54 \t 107 \t 1 \t 0\n", + "1 \t 724 \t 107 \t 6 \t 82 \t 0 \t 1\n", + "2 \t 107 \t 82 \t 1 \t 25 \t 1 \t -54\n", + "3 \t 82 \t 25 \t 3 \t 7 \t -6 \t 325\n", + "4 \t 25 \t 7 \t 3 \t 4 \t 7 \t -379\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -27 \t 1462\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 88 \t -4765\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -115 \t 6227\n", + "\t\t\t\t\t 203 \t -10992\n", + "GCD(39203, 724) = 1, with coefficients 203 and -10992 such that 1 = (203)*39203 + (-10992)*724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 725 \t 54 \t 53 \t 1 \t 0\n", + "1 \t 725 \t 53 \t 13 \t 36 \t 0 \t 1\n", + "2 \t 53 \t 36 \t 1 \t 17 \t 1 \t -54\n", + "3 \t 36 \t 17 \t 2 \t 2 \t -13 \t 703\n", + "4 \t 17 \t 2 \t 8 \t 1 \t 14 \t -757\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -41 \t 2217\n", + "\t\t\t\t\t 342 \t -18493\n", + "GCD(39203, 725) = 1, with coefficients 342 and -18493 such that 1 = (342)*39203 + (-18493)*725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 726 \t 53 \t 725 \t 1 \t 0\n", + "1 \t 726 \t 725 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 725 \t 1 \t 725 \t 0 \t 1 \t -53\n", + "\t\t\t\t\t -1 \t 54\n", + "GCD(39203, 726) = 1, with coefficients -1 and 54 such that 1 = (-1)*39203 + (54)*726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 727 \t 53 \t 672 \t 1 \t 0\n", + "1 \t 727 \t 672 \t 1 \t 55 \t 0 \t 1\n", + "2 \t 672 \t 55 \t 12 \t 12 \t 1 \t -53\n", + "3 \t 55 \t 12 \t 4 \t 7 \t -1 \t 54\n", + "4 \t 12 \t 7 \t 1 \t 5 \t 13 \t -701\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -53 \t 2858\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 66 \t -3559\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -119 \t 6417\n", + "\t\t\t\t\t 304 \t -16393\n", + "GCD(39203, 727) = 1, with coefficients 304 and -16393 such that 1 = (304)*39203 + (-16393)*727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 728 \t 53 \t 619 \t 1 \t 0\n", + "1 \t 728 \t 619 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 619 \t 109 \t 5 \t 74 \t 1 \t -53\n", + "3 \t 109 \t 74 \t 1 \t 35 \t -1 \t 54\n", + "4 \t 74 \t 35 \t 2 \t 4 \t 6 \t -323\n", + "5 \t 35 \t 4 \t 8 \t 3 \t -7 \t 377\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 20 \t -1077\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 8993\n", + "\t\t\t\t\t 187 \t -10070\n", + "GCD(39203, 728) = 1, with coefficients 187 and -10070 such that 1 = (187)*39203 + (-10070)*728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 729 \t 53 \t 566 \t 1 \t 0\n", + "1 \t 729 \t 566 \t 1 \t 163 \t 0 \t 1\n", + "2 \t 566 \t 163 \t 3 \t 77 \t 1 \t -53\n", + "3 \t 163 \t 77 \t 2 \t 9 \t -1 \t 54\n", + "4 \t 77 \t 9 \t 8 \t 5 \t 4 \t -215\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -9 \t 484\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 76 \t -4087\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -85 \t 4571\n", + "\t\t\t\t\t 161 \t -8658\n", + "GCD(39203, 729) = 1, with coefficients 161 and -8658 such that 1 = (161)*39203 + (-8658)*729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 730 \t 53 \t 513 \t 1 \t 0\n", + "1 \t 730 \t 513 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 513 \t 217 \t 2 \t 79 \t 1 \t -53\n", + "3 \t 217 \t 79 \t 2 \t 59 \t -1 \t 54\n", + "4 \t 79 \t 59 \t 1 \t 20 \t 3 \t -161\n", + "5 \t 59 \t 20 \t 2 \t 19 \t -7 \t 376\n", + "6 \t 20 \t 19 \t 1 \t 1 \t 10 \t -537\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -27 \t 1450\n", + "\t\t\t\t\t 37 \t -1987\n", + "GCD(39203, 730) = 1, with coefficients 37 and -1987 such that 1 = (37)*39203 + (-1987)*730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 731 \t 53 \t 460 \t 1 \t 0\n", + "1 \t 731 \t 460 \t 1 \t 271 \t 0 \t 1\n", + "2 \t 460 \t 271 \t 1 \t 189 \t 1 \t -53\n", + "3 \t 271 \t 189 \t 1 \t 82 \t -1 \t 54\n", + "4 \t 189 \t 82 \t 2 \t 25 \t 2 \t -107\n", + "5 \t 82 \t 25 \t 3 \t 7 \t -3 \t 161\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 8 \t -429\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -27 \t 1448\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 89 \t -4773\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -116 \t 6221\n", + "\t\t\t\t\t 205 \t -10994\n", + "GCD(39203, 731) = 1, with coefficients 205 and -10994 such that 1 = (205)*39203 + (-10994)*731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 732 \t 53 \t 407 \t 1 \t 0\n", + "1 \t 732 \t 407 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 407 \t 325 \t 1 \t 82 \t 1 \t -53\n", + "3 \t 325 \t 82 \t 3 \t 79 \t -1 \t 54\n", + "4 \t 82 \t 79 \t 1 \t 3 \t 2 \t -107\n", + "5 \t 79 \t 3 \t 26 \t 1 \t -7 \t 375\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 9 \t -482\n", + "\t\t\t\t\t -241 \t 12907\n", + "GCD(39203, 732) = 1, with coefficients -241 and 12907 such that 1 = (-241)*39203 + (12907)*732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 733 \t 53 \t 354 \t 1 \t 0\n", + "1 \t 733 \t 354 \t 2 \t 25 \t 0 \t 1\n", + "2 \t 354 \t 25 \t 14 \t 4 \t 1 \t -53\n", + "3 \t 25 \t 4 \t 6 \t 1 \t -2 \t 107\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 29 \t -1551\n", + "\t\t\t\t\t -176 \t 9413\n", + "GCD(39203, 733) = 1, with coefficients -176 and 9413 such that 1 = (-176)*39203 + (9413)*733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 734 \t 53 \t 301 \t 1 \t 0\n", + "1 \t 734 \t 301 \t 2 \t 132 \t 0 \t 1\n", + "2 \t 301 \t 132 \t 2 \t 37 \t 1 \t -53\n", + "3 \t 132 \t 37 \t 3 \t 21 \t -2 \t 107\n", + "4 \t 37 \t 21 \t 1 \t 16 \t 5 \t -267\n", + "5 \t 21 \t 16 \t 1 \t 5 \t -17 \t 908\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 22 \t -1175\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -39 \t 2083\n", + "\t\t\t\t\t 139 \t -7424\n", + "GCD(39203, 734) = 1, with coefficients 139 and -7424 such that 1 = (139)*39203 + (-7424)*734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 735 \t 53 \t 248 \t 1 \t 0\n", + "1 \t 735 \t 248 \t 2 \t 239 \t 0 \t 1\n", + "2 \t 248 \t 239 \t 1 \t 9 \t 1 \t -53\n", + "3 \t 239 \t 9 \t 26 \t 5 \t -2 \t 107\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 3 \t -160\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -80 \t 4267\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 83 \t -4427\n", + "\t\t\t\t\t -163 \t 8694\n", + "GCD(39203, 735) = 1, with coefficients -163 and 8694 such that 1 = (-163)*39203 + (8694)*735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 736 \t 53 \t 195 \t 1 \t 0\n", + "1 \t 736 \t 195 \t 3 \t 151 \t 0 \t 1\n", + "2 \t 195 \t 151 \t 1 \t 44 \t 1 \t -53\n", + "3 \t 151 \t 44 \t 3 \t 19 \t -3 \t 160\n", + "4 \t 44 \t 19 \t 2 \t 6 \t 4 \t -213\n", + "5 \t 19 \t 6 \t 3 \t 1 \t -15 \t 799\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 34 \t -1811\n", + "\t\t\t\t\t -117 \t 6232\n", + "GCD(39203, 736) = 1, with coefficients -117 and 6232 such that 1 = (-117)*39203 + (6232)*736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 737 \t 53 \t 142 \t 1 \t 0\n", + "1 \t 737 \t 142 \t 5 \t 27 \t 0 \t 1\n", + "2 \t 142 \t 27 \t 5 \t 7 \t 1 \t -53\n", + "3 \t 27 \t 7 \t 3 \t 6 \t -5 \t 266\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 26 \t -1383\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -83 \t 4415\n", + "\t\t\t\t\t 109 \t -5798\n", + "GCD(39203, 737) = 1, with coefficients 109 and -5798 such that 1 = (109)*39203 + (-5798)*737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 738 \t 53 \t 89 \t 1 \t 0\n", + "1 \t 738 \t 89 \t 8 \t 26 \t 0 \t 1\n", + "2 \t 89 \t 26 \t 3 \t 11 \t 1 \t -53\n", + "3 \t 26 \t 11 \t 2 \t 4 \t -8 \t 425\n", + "4 \t 11 \t 4 \t 2 \t 3 \t 25 \t -1328\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -58 \t 3081\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 141 \t -7490\n", + "\t\t\t\t\t -199 \t 10571\n", + "GCD(39203, 738) = 1, with coefficients -199 and 10571 such that 1 = (-199)*39203 + (10571)*738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 739 \t 53 \t 36 \t 1 \t 0\n", + "1 \t 739 \t 36 \t 20 \t 19 \t 0 \t 1\n", + "2 \t 36 \t 19 \t 1 \t 17 \t 1 \t -53\n", + "3 \t 19 \t 17 \t 1 \t 2 \t -20 \t 1061\n", + "4 \t 17 \t 2 \t 8 \t 1 \t 21 \t -1114\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -41 \t 2175\n", + "\t\t\t\t\t 349 \t -18514\n", + "GCD(39203, 739) = 1, with coefficients 349 and -18514 such that 1 = (349)*39203 + (-18514)*739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 740 \t 52 \t 723 \t 1 \t 0\n", + "1 \t 740 \t 723 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 723 \t 17 \t 42 \t 9 \t 1 \t -52\n", + "3 \t 17 \t 9 \t 1 \t 8 \t -1 \t 53\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 43 \t -2278\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -44 \t 2331\n", + "\t\t\t\t\t 87 \t -4609\n", + "GCD(39203, 740) = 1, with coefficients 87 and -4609 such that 1 = (87)*39203 + (-4609)*740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 741 \t 52 \t 671 \t 1 \t 0\n", + "1 \t 741 \t 671 \t 1 \t 70 \t 0 \t 1\n", + "2 \t 671 \t 70 \t 9 \t 41 \t 1 \t -52\n", + "3 \t 70 \t 41 \t 1 \t 29 \t -1 \t 53\n", + "4 \t 41 \t 29 \t 1 \t 12 \t 10 \t -529\n", + "5 \t 29 \t 12 \t 2 \t 5 \t -11 \t 582\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 21 \t -1111\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -53 \t 2804\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 127 \t -6719\n", + "\t\t\t\t\t -307 \t 16242\n", + "GCD(39203, 741) = 1, with coefficients -307 and 16242 such that 1 = (-307)*39203 + (16242)*741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 742 \t 52 \t 619 \t 1 \t 0\n", + "1 \t 742 \t 619 \t 1 \t 123 \t 0 \t 1\n", + "2 \t 619 \t 123 \t 5 \t 4 \t 1 \t -52\n", + "3 \t 123 \t 4 \t 30 \t 3 \t -1 \t 53\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 6 \t -317\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -181 \t 9563\n", + "\t\t\t\t\t 187 \t -9880\n", + "GCD(39203, 742) = 1, with coefficients 187 and -9880 such that 1 = (187)*39203 + (-9880)*742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 743 \t 52 \t 567 \t 1 \t 0\n", + "1 \t 743 \t 567 \t 1 \t 176 \t 0 \t 1\n", + "2 \t 567 \t 176 \t 3 \t 39 \t 1 \t -52\n", + "3 \t 176 \t 39 \t 4 \t 20 \t -1 \t 53\n", + "4 \t 39 \t 20 \t 1 \t 19 \t 4 \t -211\n", + "5 \t 20 \t 19 \t 1 \t 1 \t -17 \t 897\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 21 \t -1108\n", + "\t\t\t\t\t -38 \t 2005\n", + "GCD(39203, 743) = 1, with coefficients -38 and 2005 such that 1 = (-38)*39203 + (2005)*743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 744 \t 52 \t 515 \t 1 \t 0\n", + "1 \t 744 \t 515 \t 1 \t 229 \t 0 \t 1\n", + "2 \t 515 \t 229 \t 2 \t 57 \t 1 \t -52\n", + "3 \t 229 \t 57 \t 4 \t 1 \t -1 \t 53\n", + "4 \t 57 \t 1 \t 57 \t 0 \t 3 \t -158\n", + "\t\t\t\t\t -13 \t 685\n", + "GCD(39203, 744) = 1, with coefficients -13 and 685 such that 1 = (-13)*39203 + (685)*744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 745 \t 52 \t 463 \t 1 \t 0\n", + "1 \t 745 \t 463 \t 1 \t 282 \t 0 \t 1\n", + "2 \t 463 \t 282 \t 1 \t 181 \t 1 \t -52\n", + "3 \t 282 \t 181 \t 1 \t 101 \t -1 \t 53\n", + "4 \t 181 \t 101 \t 1 \t 80 \t 2 \t -105\n", + "5 \t 101 \t 80 \t 1 \t 21 \t -3 \t 158\n", + "6 \t 80 \t 21 \t 3 \t 17 \t 5 \t -263\n", + "7 \t 21 \t 17 \t 1 \t 4 \t -8 \t 421\n", + "8 \t 17 \t 4 \t 4 \t 1 \t 29 \t -1526\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -37 \t 1947\n", + "\t\t\t\t\t 177 \t -9314\n", + "GCD(39203, 745) = 1, with coefficients 177 and -9314 such that 1 = (177)*39203 + (-9314)*745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 746 \t 52 \t 411 \t 1 \t 0\n", + "1 \t 746 \t 411 \t 1 \t 335 \t 0 \t 1\n", + "2 \t 411 \t 335 \t 1 \t 76 \t 1 \t -52\n", + "3 \t 335 \t 76 \t 4 \t 31 \t -1 \t 53\n", + "4 \t 76 \t 31 \t 2 \t 14 \t 2 \t -105\n", + "5 \t 31 \t 14 \t 2 \t 3 \t -9 \t 473\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 20 \t -1051\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -49 \t 2575\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 216 \t -11351\n", + "\t\t\t\t\t -265 \t 13926\n", + "GCD(39203, 746) = 1, with coefficients -265 and 13926 such that 1 = (-265)*39203 + (13926)*746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 747 \t 52 \t 359 \t 1 \t 0\n", + "1 \t 747 \t 359 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 359 \t 29 \t 12 \t 11 \t 1 \t -52\n", + "3 \t 29 \t 11 \t 2 \t 7 \t -2 \t 105\n", + "4 \t 11 \t 7 \t 1 \t 4 \t 25 \t -1312\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -52 \t 2729\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 77 \t -4041\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -129 \t 6770\n", + "\t\t\t\t\t 206 \t -10811\n", + "GCD(39203, 747) = 1, with coefficients 206 and -10811 such that 1 = (206)*39203 + (-10811)*747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 748 \t 52 \t 307 \t 1 \t 0\n", + "1 \t 748 \t 307 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 307 \t 134 \t 2 \t 39 \t 1 \t -52\n", + "3 \t 134 \t 39 \t 3 \t 17 \t -2 \t 105\n", + "4 \t 39 \t 17 \t 2 \t 5 \t 5 \t -262\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -17 \t 891\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 39 \t -2044\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -134 \t 7023\n", + "\t\t\t\t\t 307 \t -16090\n", + "GCD(39203, 748) = 1, with coefficients 307 and -16090 such that 1 = (307)*39203 + (-16090)*748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 749 \t 52 \t 255 \t 1 \t 0\n", + "1 \t 749 \t 255 \t 2 \t 239 \t 0 \t 1\n", + "2 \t 255 \t 239 \t 1 \t 16 \t 1 \t -52\n", + "3 \t 239 \t 16 \t 14 \t 15 \t -2 \t 105\n", + "4 \t 16 \t 15 \t 1 \t 1 \t 3 \t -157\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -44 \t 2303\n", + "\t\t\t\t\t 47 \t -2460\n", + "GCD(39203, 749) = 1, with coefficients 47 and -2460 such that 1 = (47)*39203 + (-2460)*749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 750 \t 52 \t 203 \t 1 \t 0\n", + "1 \t 750 \t 203 \t 3 \t 141 \t 0 \t 1\n", + "2 \t 203 \t 141 \t 1 \t 62 \t 1 \t -52\n", + "3 \t 141 \t 62 \t 2 \t 17 \t -3 \t 157\n", + "4 \t 62 \t 17 \t 3 \t 11 \t 4 \t -209\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -11 \t 575\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 37 \t -1934\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -48 \t 2509\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 85 \t -4443\n", + "\t\t\t\t\t -133 \t 6952\n", + "GCD(39203, 750) = 1, with coefficients -133 and 6952 such that 1 = (-133)*39203 + (6952)*750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 751 \t 52 \t 151 \t 1 \t 0\n", + "1 \t 751 \t 151 \t 4 \t 147 \t 0 \t 1\n", + "2 \t 151 \t 147 \t 1 \t 4 \t 1 \t -52\n", + "3 \t 147 \t 4 \t 36 \t 3 \t -4 \t 209\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 5 \t -261\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -184 \t 9605\n", + "\t\t\t\t\t 189 \t -9866\n", + "GCD(39203, 751) = 1, with coefficients 189 and -9866 such that 1 = (189)*39203 + (-9866)*751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 752 \t 52 \t 99 \t 1 \t 0\n", + "1 \t 752 \t 99 \t 7 \t 59 \t 0 \t 1\n", + "2 \t 99 \t 59 \t 1 \t 40 \t 1 \t -52\n", + "3 \t 59 \t 40 \t 1 \t 19 \t -7 \t 365\n", + "4 \t 40 \t 19 \t 2 \t 2 \t 8 \t -417\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -15 \t 782\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 38 \t -1981\n", + "\t\t\t\t\t -357 \t 18611\n", + "GCD(39203, 752) = 1, with coefficients -357 and 18611 such that 1 = (-357)*39203 + (18611)*752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 753 \t 52 \t 47 \t 1 \t 0\n", + "1 \t 753 \t 47 \t 16 \t 1 \t 0 \t 1\n", + "2 \t 47 \t 1 \t 47 \t 0 \t 1 \t -52\n", + "\t\t\t\t\t -16 \t 833\n", + "GCD(39203, 753) = 1, with coefficients -16 and 833 such that 1 = (-16)*39203 + (833)*753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 754 \t 51 \t 749 \t 1 \t 0\n", + "1 \t 754 \t 749 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 749 \t 5 \t 149 \t 4 \t 1 \t -51\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -1 \t 52\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 150 \t -7799\n", + "\t\t\t\t\t -151 \t 7851\n", + "GCD(39203, 754) = 1, with coefficients -151 and 7851 such that 1 = (-151)*39203 + (7851)*754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 755 \t 51 \t 698 \t 1 \t 0\n", + "1 \t 755 \t 698 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 698 \t 57 \t 12 \t 14 \t 1 \t -51\n", + "3 \t 57 \t 14 \t 4 \t 1 \t -1 \t 52\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 13 \t -675\n", + "\t\t\t\t\t -53 \t 2752\n", + "GCD(39203, 755) = 1, with coefficients -53 and 2752 such that 1 = (-53)*39203 + (2752)*755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 756 \t 51 \t 647 \t 1 \t 0\n", + "1 \t 756 \t 647 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 647 \t 109 \t 5 \t 102 \t 1 \t -51\n", + "3 \t 109 \t 102 \t 1 \t 7 \t -1 \t 52\n", + "4 \t 102 \t 7 \t 14 \t 4 \t 6 \t -311\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -7 \t 363\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 104 \t -5393\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -111 \t 5756\n", + "\t\t\t\t\t 215 \t -11149\n", + "GCD(39203, 756) = 1, with coefficients 215 and -11149 such that 1 = (215)*39203 + (-11149)*756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 757 \t 51 \t 596 \t 1 \t 0\n", + "1 \t 757 \t 596 \t 1 \t 161 \t 0 \t 1\n", + "2 \t 596 \t 161 \t 3 \t 113 \t 1 \t -51\n", + "3 \t 161 \t 113 \t 1 \t 48 \t -1 \t 52\n", + "4 \t 113 \t 48 \t 2 \t 17 \t 4 \t -207\n", + "5 \t 48 \t 17 \t 2 \t 14 \t -5 \t 259\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 14 \t -725\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -33 \t 1709\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 47 \t -2434\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -221 \t 11445\n", + "\t\t\t\t\t 268 \t -13879\n", + "GCD(39203, 757) = 1, with coefficients 268 and -13879 such that 1 = (268)*39203 + (-13879)*757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 758 \t 51 \t 545 \t 1 \t 0\n", + "1 \t 758 \t 545 \t 1 \t 213 \t 0 \t 1\n", + "2 \t 545 \t 213 \t 2 \t 119 \t 1 \t -51\n", + "3 \t 213 \t 119 \t 1 \t 94 \t -1 \t 52\n", + "4 \t 119 \t 94 \t 1 \t 25 \t 3 \t -155\n", + "5 \t 94 \t 25 \t 3 \t 19 \t -4 \t 207\n", + "6 \t 25 \t 19 \t 1 \t 6 \t 7 \t -362\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -25 \t 1293\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 32 \t -1655\n", + "\t\t\t\t\t -121 \t 6258\n", + "GCD(39203, 758) = 1, with coefficients -121 and 6258 such that 1 = (-121)*39203 + (6258)*758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 759 \t 51 \t 494 \t 1 \t 0\n", + "1 \t 759 \t 494 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 494 \t 265 \t 1 \t 229 \t 1 \t -51\n", + "3 \t 265 \t 229 \t 1 \t 36 \t -1 \t 52\n", + "4 \t 229 \t 36 \t 6 \t 13 \t 2 \t -103\n", + "5 \t 36 \t 13 \t 2 \t 10 \t -3 \t 155\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 20 \t -1033\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -43 \t 2221\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 63 \t -3254\n", + "\t\t\t\t\t -232 \t 11983\n", + "GCD(39203, 759) = 1, with coefficients -232 and 11983 such that 1 = (-232)*39203 + (11983)*759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 760 \t 51 \t 443 \t 1 \t 0\n", + "1 \t 760 \t 443 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 443 \t 317 \t 1 \t 126 \t 1 \t -51\n", + "3 \t 317 \t 126 \t 2 \t 65 \t -1 \t 52\n", + "4 \t 126 \t 65 \t 1 \t 61 \t 2 \t -103\n", + "5 \t 65 \t 61 \t 1 \t 4 \t -5 \t 258\n", + "6 \t 61 \t 4 \t 15 \t 1 \t 7 \t -361\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -12 \t 619\n", + "\t\t\t\t\t 187 \t -9646\n", + "GCD(39203, 760) = 1, with coefficients 187 and -9646 such that 1 = (187)*39203 + (-9646)*760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 761 \t 51 \t 392 \t 1 \t 0\n", + "1 \t 761 \t 392 \t 1 \t 369 \t 0 \t 1\n", + "2 \t 392 \t 369 \t 1 \t 23 \t 1 \t -51\n", + "3 \t 369 \t 23 \t 16 \t 1 \t -1 \t 52\n", + "4 \t 23 \t 1 \t 23 \t 0 \t 2 \t -103\n", + "\t\t\t\t\t -33 \t 1700\n", + "GCD(39203, 761) = 1, with coefficients -33 and 1700 such that 1 = (-33)*39203 + (1700)*761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 762 \t 51 \t 341 \t 1 \t 0\n", + "1 \t 762 \t 341 \t 2 \t 80 \t 0 \t 1\n", + "2 \t 341 \t 80 \t 4 \t 21 \t 1 \t -51\n", + "3 \t 80 \t 21 \t 3 \t 17 \t -2 \t 103\n", + "4 \t 21 \t 17 \t 1 \t 4 \t 9 \t -463\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -29 \t 1492\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 38 \t -1955\n", + "\t\t\t\t\t -181 \t 9312\n", + "GCD(39203, 762) = 1, with coefficients -181 and 9312 such that 1 = (-181)*39203 + (9312)*762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 763 \t 51 \t 290 \t 1 \t 0\n", + "1 \t 763 \t 290 \t 2 \t 183 \t 0 \t 1\n", + "2 \t 290 \t 183 \t 1 \t 107 \t 1 \t -51\n", + "3 \t 183 \t 107 \t 1 \t 76 \t -2 \t 103\n", + "4 \t 107 \t 76 \t 1 \t 31 \t 3 \t -154\n", + "5 \t 76 \t 31 \t 2 \t 14 \t -5 \t 257\n", + "6 \t 31 \t 14 \t 2 \t 3 \t 8 \t -411\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -21 \t 1079\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 50 \t -2569\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -221 \t 11355\n", + "\t\t\t\t\t 271 \t -13924\n", + "GCD(39203, 763) = 1, with coefficients 271 and -13924 such that 1 = (271)*39203 + (-13924)*763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 764 \t 51 \t 239 \t 1 \t 0\n", + "1 \t 764 \t 239 \t 3 \t 47 \t 0 \t 1\n", + "2 \t 239 \t 47 \t 5 \t 4 \t 1 \t -51\n", + "3 \t 47 \t 4 \t 11 \t 3 \t -3 \t 154\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 16 \t -821\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -179 \t 9185\n", + "\t\t\t\t\t 195 \t -10006\n", + "GCD(39203, 764) = 1, with coefficients 195 and -10006 such that 1 = (195)*39203 + (-10006)*764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 765 \t 51 \t 188 \t 1 \t 0\n", + "1 \t 765 \t 188 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 188 \t 13 \t 14 \t 6 \t 1 \t -51\n", + "3 \t 13 \t 6 \t 2 \t 1 \t -4 \t 205\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 57 \t -2921\n", + "\t\t\t\t\t -118 \t 6047\n", + "GCD(39203, 765) = 1, with coefficients -118 and 6047 such that 1 = (-118)*39203 + (6047)*765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 766 \t 51 \t 137 \t 1 \t 0\n", + "1 \t 766 \t 137 \t 5 \t 81 \t 0 \t 1\n", + "2 \t 137 \t 81 \t 1 \t 56 \t 1 \t -51\n", + "3 \t 81 \t 56 \t 1 \t 25 \t -5 \t 256\n", + "4 \t 56 \t 25 \t 2 \t 6 \t 6 \t -307\n", + "5 \t 25 \t 6 \t 4 \t 1 \t -11 \t 563\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 28 \t -1433\n", + "\t\t\t\t\t -123 \t 6295\n", + "GCD(39203, 766) = 1, with coefficients -123 and 6295 such that 1 = (-123)*39203 + (6295)*766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 767 \t 51 \t 86 \t 1 \t 0\n", + "1 \t 767 \t 86 \t 8 \t 79 \t 0 \t 1\n", + "2 \t 86 \t 79 \t 1 \t 7 \t 1 \t -51\n", + "3 \t 79 \t 7 \t 11 \t 2 \t -8 \t 409\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 9 \t -460\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -107 \t 5469\n", + "\t\t\t\t\t 330 \t -16867\n", + "GCD(39203, 767) = 1, with coefficients 330 and -16867 such that 1 = (330)*39203 + (-16867)*767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 768 \t 51 \t 35 \t 1 \t 0\n", + "1 \t 768 \t 35 \t 21 \t 33 \t 0 \t 1\n", + "2 \t 35 \t 33 \t 1 \t 2 \t 1 \t -51\n", + "3 \t 33 \t 2 \t 16 \t 1 \t -21 \t 1072\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 22 \t -1123\n", + "\t\t\t\t\t -373 \t 19040\n", + "GCD(39203, 768) = 1, with coefficients -373 and 19040 such that 1 = (-373)*39203 + (19040)*768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 769 \t 50 \t 753 \t 1 \t 0\n", + "1 \t 769 \t 753 \t 1 \t 16 \t 0 \t 1\n", + "2 \t 753 \t 16 \t 47 \t 1 \t 1 \t -50\n", + "3 \t 16 \t 1 \t 16 \t 0 \t -1 \t 51\n", + "\t\t\t\t\t 48 \t -2447\n", + "GCD(39203, 769) = 1, with coefficients 48 and -2447 such that 1 = (48)*39203 + (-2447)*769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 770 \t 50 \t 703 \t 1 \t 0\n", + "1 \t 770 \t 703 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 703 \t 67 \t 10 \t 33 \t 1 \t -50\n", + "3 \t 67 \t 33 \t 2 \t 1 \t -1 \t 51\n", + "4 \t 33 \t 1 \t 33 \t 0 \t 11 \t -560\n", + "\t\t\t\t\t -23 \t 1171\n", + "GCD(39203, 770) = 1, with coefficients -23 and 1171 such that 1 = (-23)*39203 + (1171)*770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 771 \t 50 \t 653 \t 1 \t 0\n", + "1 \t 771 \t 653 \t 1 \t 118 \t 0 \t 1\n", + "2 \t 653 \t 118 \t 5 \t 63 \t 1 \t -50\n", + "3 \t 118 \t 63 \t 1 \t 55 \t -1 \t 51\n", + "4 \t 63 \t 55 \t 1 \t 8 \t 6 \t -305\n", + "5 \t 55 \t 8 \t 6 \t 7 \t -7 \t 356\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 13 \t -661\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -85 \t 4322\n", + "\t\t\t\t\t 98 \t -4983\n", + "GCD(39203, 771) = 1, with coefficients 98 and -4983 such that 1 = (98)*39203 + (-4983)*771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 772 \t 50 \t 603 \t 1 \t 0\n", + "1 \t 772 \t 603 \t 1 \t 169 \t 0 \t 1\n", + "2 \t 603 \t 169 \t 3 \t 96 \t 1 \t -50\n", + "3 \t 169 \t 96 \t 1 \t 73 \t -1 \t 51\n", + "4 \t 96 \t 73 \t 1 \t 23 \t 4 \t -203\n", + "5 \t 73 \t 23 \t 3 \t 4 \t -5 \t 254\n", + "6 \t 23 \t 4 \t 5 \t 3 \t 9 \t -457\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -32 \t 1625\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 169 \t -8582\n", + "\t\t\t\t\t -201 \t 10207\n", + "GCD(39203, 772) = 1, with coefficients -201 and 10207 such that 1 = (-201)*39203 + (10207)*772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 773 \t 50 \t 553 \t 1 \t 0\n", + "1 \t 773 \t 553 \t 1 \t 220 \t 0 \t 1\n", + "2 \t 553 \t 220 \t 2 \t 113 \t 1 \t -50\n", + "3 \t 220 \t 113 \t 1 \t 107 \t -1 \t 51\n", + "4 \t 113 \t 107 \t 1 \t 6 \t 3 \t -152\n", + "5 \t 107 \t 6 \t 17 \t 5 \t -4 \t 203\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 7 \t -355\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -123 \t 6238\n", + "\t\t\t\t\t 130 \t -6593\n", + "GCD(39203, 773) = 1, with coefficients 130 and -6593 such that 1 = (130)*39203 + (-6593)*773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 774 \t 50 \t 503 \t 1 \t 0\n", + "1 \t 774 \t 503 \t 1 \t 271 \t 0 \t 1\n", + "2 \t 503 \t 271 \t 1 \t 232 \t 1 \t -50\n", + "3 \t 271 \t 232 \t 1 \t 39 \t -1 \t 51\n", + "4 \t 232 \t 39 \t 5 \t 37 \t 2 \t -101\n", + "5 \t 39 \t 37 \t 1 \t 2 \t -3 \t 152\n", + "6 \t 37 \t 2 \t 18 \t 1 \t 17 \t -861\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -20 \t 1013\n", + "\t\t\t\t\t 377 \t -19095\n", + "GCD(39203, 774) = 1, with coefficients 377 and -19095 such that 1 = (377)*39203 + (-19095)*774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 775 \t 50 \t 453 \t 1 \t 0\n", + "1 \t 775 \t 453 \t 1 \t 322 \t 0 \t 1\n", + "2 \t 453 \t 322 \t 1 \t 131 \t 1 \t -50\n", + "3 \t 322 \t 131 \t 2 \t 60 \t -1 \t 51\n", + "4 \t 131 \t 60 \t 2 \t 11 \t 2 \t -101\n", + "5 \t 60 \t 11 \t 5 \t 5 \t -5 \t 253\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 12 \t -607\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -65 \t 3288\n", + "\t\t\t\t\t 142 \t -7183\n", + "GCD(39203, 775) = 1, with coefficients 142 and -7183 such that 1 = (142)*39203 + (-7183)*775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 776 \t 50 \t 403 \t 1 \t 0\n", + "1 \t 776 \t 403 \t 1 \t 373 \t 0 \t 1\n", + "2 \t 403 \t 373 \t 1 \t 30 \t 1 \t -50\n", + "3 \t 373 \t 30 \t 12 \t 13 \t -1 \t 51\n", + "4 \t 30 \t 13 \t 2 \t 4 \t 2 \t -101\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -25 \t 1263\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 52 \t -2627\n", + "\t\t\t\t\t -181 \t 9144\n", + "GCD(39203, 776) = 1, with coefficients -181 and 9144 such that 1 = (-181)*39203 + (9144)*776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 777 \t 50 \t 353 \t 1 \t 0\n", + "1 \t 777 \t 353 \t 2 \t 71 \t 0 \t 1\n", + "2 \t 353 \t 71 \t 4 \t 69 \t 1 \t -50\n", + "3 \t 71 \t 69 \t 1 \t 2 \t -2 \t 101\n", + "4 \t 69 \t 2 \t 34 \t 1 \t 9 \t -454\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 555\n", + "\t\t\t\t\t 383 \t -19324\n", + "GCD(39203, 777) = 1, with coefficients 383 and -19324 such that 1 = (383)*39203 + (-19324)*777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 778 \t 50 \t 303 \t 1 \t 0\n", + "1 \t 778 \t 303 \t 2 \t 172 \t 0 \t 1\n", + "2 \t 303 \t 172 \t 1 \t 131 \t 1 \t -50\n", + "3 \t 172 \t 131 \t 1 \t 41 \t -2 \t 101\n", + "4 \t 131 \t 41 \t 3 \t 8 \t 3 \t -151\n", + "5 \t 41 \t 8 \t 5 \t 1 \t -5 \t 252\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 18 \t -907\n", + "\t\t\t\t\t -95 \t 4787\n", + "GCD(39203, 778) = 1, with coefficients -95 and 4787 such that 1 = (-95)*39203 + (4787)*778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 779 \t 50 \t 253 \t 1 \t 0\n", + "1 \t 779 \t 253 \t 3 \t 20 \t 0 \t 1\n", + "2 \t 253 \t 20 \t 12 \t 13 \t 1 \t -50\n", + "3 \t 20 \t 13 \t 1 \t 7 \t -3 \t 151\n", + "4 \t 13 \t 7 \t 1 \t 6 \t 37 \t -1862\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -40 \t 2013\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 77 \t -3875\n", + "\t\t\t\t\t -117 \t 5888\n", + "GCD(39203, 779) = 1, with coefficients -117 and 5888 such that 1 = (-117)*39203 + (5888)*779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 780 \t 50 \t 203 \t 1 \t 0\n", + "1 \t 780 \t 203 \t 3 \t 171 \t 0 \t 1\n", + "2 \t 203 \t 171 \t 1 \t 32 \t 1 \t -50\n", + "3 \t 171 \t 32 \t 5 \t 11 \t -3 \t 151\n", + "4 \t 32 \t 11 \t 2 \t 10 \t 4 \t -201\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -23 \t 1156\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 50 \t -2513\n", + "\t\t\t\t\t -73 \t 3669\n", + "GCD(39203, 780) = 1, with coefficients -73 and 3669 such that 1 = (-73)*39203 + (3669)*780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 781 \t 50 \t 153 \t 1 \t 0\n", + "1 \t 781 \t 153 \t 5 \t 16 \t 0 \t 1\n", + "2 \t 153 \t 16 \t 9 \t 9 \t 1 \t -50\n", + "3 \t 16 \t 9 \t 1 \t 7 \t -5 \t 251\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 46 \t -2309\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -51 \t 2560\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 97 \t -4869\n", + "\t\t\t\t\t -342 \t 17167\n", + "GCD(39203, 781) = 1, with coefficients -342 and 17167 such that 1 = (-342)*39203 + (17167)*781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 782 \t 50 \t 103 \t 1 \t 0\n", + "1 \t 782 \t 103 \t 7 \t 61 \t 0 \t 1\n", + "2 \t 103 \t 61 \t 1 \t 42 \t 1 \t -50\n", + "3 \t 61 \t 42 \t 1 \t 19 \t -7 \t 351\n", + "4 \t 42 \t 19 \t 2 \t 4 \t 8 \t -401\n", + "5 \t 19 \t 4 \t 4 \t 3 \t -15 \t 752\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 38 \t -1905\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 8372\n", + "\t\t\t\t\t 205 \t -10277\n", + "GCD(39203, 782) = 1, with coefficients 205 and -10277 such that 1 = (205)*39203 + (-10277)*782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 783 \t 50 \t 53 \t 1 \t 0\n", + "1 \t 783 \t 53 \t 14 \t 41 \t 0 \t 1\n", + "2 \t 53 \t 41 \t 1 \t 12 \t 1 \t -50\n", + "3 \t 41 \t 12 \t 3 \t 5 \t -14 \t 701\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 15 \t -751\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -59 \t 2954\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 133 \t -6659\n", + "\t\t\t\t\t -325 \t 16272\n", + "GCD(39203, 783) = 1, with coefficients -325 and 16272 such that 1 = (-325)*39203 + (16272)*783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 784 \t 50 \t 3 \t 1 \t 0\n", + "1 \t 784 \t 3 \t 261 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -50\n", + "\t\t\t\t\t -261 \t 13051\n", + "GCD(39203, 784) = 1, with coefficients -261 and 13051 such that 1 = (-261)*39203 + (13051)*784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 785 \t 49 \t 738 \t 1 \t 0\n", + "1 \t 785 \t 738 \t 1 \t 47 \t 0 \t 1\n", + "2 \t 738 \t 47 \t 15 \t 33 \t 1 \t -49\n", + "3 \t 47 \t 33 \t 1 \t 14 \t -1 \t 50\n", + "4 \t 33 \t 14 \t 2 \t 5 \t 16 \t -799\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -17 \t 849\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 50 \t -2497\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -117 \t 5843\n", + "\t\t\t\t\t 167 \t -8340\n", + "GCD(39203, 785) = 1, with coefficients 167 and -8340 such that 1 = (167)*39203 + (-8340)*785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 786 \t 49 \t 689 \t 1 \t 0\n", + "1 \t 786 \t 689 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 689 \t 97 \t 7 \t 10 \t 1 \t -49\n", + "3 \t 97 \t 10 \t 9 \t 7 \t -1 \t 50\n", + "4 \t 10 \t 7 \t 1 \t 3 \t 8 \t -399\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -73 \t 3641\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 81 \t -4040\n", + "\t\t\t\t\t -235 \t 11721\n", + "GCD(39203, 786) = 1, with coefficients -235 and 11721 such that 1 = (-235)*39203 + (11721)*786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 787 \t 49 \t 640 \t 1 \t 0\n", + "1 \t 787 \t 640 \t 1 \t 147 \t 0 \t 1\n", + "2 \t 640 \t 147 \t 4 \t 52 \t 1 \t -49\n", + "3 \t 147 \t 52 \t 2 \t 43 \t -1 \t 50\n", + "4 \t 52 \t 43 \t 1 \t 9 \t 5 \t -249\n", + "5 \t 43 \t 9 \t 4 \t 7 \t -11 \t 548\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 16 \t -797\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -75 \t 3736\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 91 \t -4533\n", + "\t\t\t\t\t -348 \t 17335\n", + "GCD(39203, 787) = 1, with coefficients -348 and 17335 such that 1 = (-348)*39203 + (17335)*787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 788 \t 49 \t 591 \t 1 \t 0\n", + "1 \t 788 \t 591 \t 1 \t 197 \t 0 \t 1\n", + "2 \t 591 \t 197 \t 3 \t 0 \t 1 \t -49\n", + "\t\t\t\t\t -1 \t 50\n", + "GCD(39203, 788) = 197, with coefficients -1 and 50 such that 197 = (-1)*39203 + (50)*788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 789 \t 49 \t 542 \t 1 \t 0\n", + "1 \t 789 \t 542 \t 1 \t 247 \t 0 \t 1\n", + "2 \t 542 \t 247 \t 2 \t 48 \t 1 \t -49\n", + "3 \t 247 \t 48 \t 5 \t 7 \t -1 \t 50\n", + "4 \t 48 \t 7 \t 6 \t 6 \t 3 \t -149\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -16 \t 795\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 99 \t -4919\n", + "\t\t\t\t\t -115 \t 5714\n", + "GCD(39203, 789) = 1, with coefficients -115 and 5714 such that 1 = (-115)*39203 + (5714)*789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 790 \t 49 \t 493 \t 1 \t 0\n", + "1 \t 790 \t 493 \t 1 \t 297 \t 0 \t 1\n", + "2 \t 493 \t 297 \t 1 \t 196 \t 1 \t -49\n", + "3 \t 297 \t 196 \t 1 \t 101 \t -1 \t 50\n", + "4 \t 196 \t 101 \t 1 \t 95 \t 2 \t -99\n", + "5 \t 101 \t 95 \t 1 \t 6 \t -3 \t 149\n", + "6 \t 95 \t 6 \t 15 \t 5 \t 5 \t -248\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -8 \t 397\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 125 \t -6203\n", + "\t\t\t\t\t -133 \t 6600\n", + "GCD(39203, 790) = 1, with coefficients -133 and 6600 such that 1 = (-133)*39203 + (6600)*790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 791 \t 49 \t 444 \t 1 \t 0\n", + "1 \t 791 \t 444 \t 1 \t 347 \t 0 \t 1\n", + "2 \t 444 \t 347 \t 1 \t 97 \t 1 \t -49\n", + "3 \t 347 \t 97 \t 3 \t 56 \t -1 \t 50\n", + "4 \t 97 \t 56 \t 1 \t 41 \t 2 \t -99\n", + "5 \t 56 \t 41 \t 1 \t 15 \t -7 \t 347\n", + "6 \t 41 \t 15 \t 2 \t 11 \t 9 \t -446\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -16 \t 793\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 41 \t -2032\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -57 \t 2825\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 155 \t -7682\n", + "\t\t\t\t\t -212 \t 10507\n", + "GCD(39203, 791) = 1, with coefficients -212 and 10507 such that 1 = (-212)*39203 + (10507)*791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 792 \t 49 \t 395 \t 1 \t 0\n", + "1 \t 792 \t 395 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 395 \t 2 \t 197 \t 1 \t 1 \t -49\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 99\n", + "\t\t\t\t\t 395 \t -19552\n", + "GCD(39203, 792) = 1, with coefficients 395 and -19552 such that 1 = (395)*39203 + (-19552)*792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 793 \t 49 \t 346 \t 1 \t 0\n", + "1 \t 793 \t 346 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 346 \t 101 \t 3 \t 43 \t 1 \t -49\n", + "3 \t 101 \t 43 \t 2 \t 15 \t -2 \t 99\n", + "4 \t 43 \t 15 \t 2 \t 13 \t 7 \t -346\n", + "5 \t 15 \t 13 \t 1 \t 2 \t -16 \t 791\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 39 \t -1928\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -55 \t 2719\n", + "\t\t\t\t\t 369 \t -18242\n", + "GCD(39203, 793) = 1, with coefficients 369 and -18242 such that 1 = (369)*39203 + (-18242)*793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 794 \t 49 \t 297 \t 1 \t 0\n", + "1 \t 794 \t 297 \t 2 \t 200 \t 0 \t 1\n", + "2 \t 297 \t 200 \t 1 \t 97 \t 1 \t -49\n", + "3 \t 200 \t 97 \t 2 \t 6 \t -2 \t 99\n", + "4 \t 97 \t 6 \t 16 \t 1 \t 3 \t -148\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -8 \t 395\n", + "\t\t\t\t\t 131 \t -6468\n", + "GCD(39203, 794) = 1, with coefficients 131 and -6468 such that 1 = (131)*39203 + (-6468)*794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 795 \t 49 \t 248 \t 1 \t 0\n", + "1 \t 795 \t 248 \t 3 \t 51 \t 0 \t 1\n", + "2 \t 248 \t 51 \t 4 \t 44 \t 1 \t -49\n", + "3 \t 51 \t 44 \t 1 \t 7 \t -3 \t 148\n", + "4 \t 44 \t 7 \t 6 \t 2 \t 13 \t -641\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -16 \t 789\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 109 \t -5375\n", + "\t\t\t\t\t -343 \t 16914\n", + "GCD(39203, 795) = 1, with coefficients -343 and 16914 such that 1 = (-343)*39203 + (16914)*795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 796 \t 49 \t 199 \t 1 \t 0\n", + "1 \t 796 \t 199 \t 4 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -49\n", + "GCD(39203, 796) = 199, with coefficients 1 and -49 such that 199 = (1)*39203 + (-49)*796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 797 \t 49 \t 150 \t 1 \t 0\n", + "1 \t 797 \t 150 \t 5 \t 47 \t 0 \t 1\n", + "2 \t 150 \t 47 \t 3 \t 9 \t 1 \t -49\n", + "3 \t 47 \t 9 \t 5 \t 2 \t -5 \t 246\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 16 \t -787\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -85 \t 4181\n", + "\t\t\t\t\t 356 \t -17511\n", + "GCD(39203, 797) = 1, with coefficients 356 and -17511 such that 1 = (356)*39203 + (-17511)*797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 798 \t 49 \t 101 \t 1 \t 0\n", + "1 \t 798 \t 101 \t 7 \t 91 \t 0 \t 1\n", + "2 \t 101 \t 91 \t 1 \t 10 \t 1 \t -49\n", + "3 \t 91 \t 10 \t 9 \t 1 \t -7 \t 344\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 8 \t -393\n", + "\t\t\t\t\t -79 \t 3881\n", + "GCD(39203, 798) = 1, with coefficients -79 and 3881 such that 1 = (-79)*39203 + (3881)*798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 799 \t 49 \t 52 \t 1 \t 0\n", + "1 \t 799 \t 52 \t 15 \t 19 \t 0 \t 1\n", + "2 \t 52 \t 19 \t 2 \t 14 \t 1 \t -49\n", + "3 \t 19 \t 14 \t 1 \t 5 \t -15 \t 736\n", + "4 \t 14 \t 5 \t 2 \t 4 \t 31 \t -1521\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -46 \t 2257\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 123 \t -6035\n", + "\t\t\t\t\t -169 \t 8292\n", + "GCD(39203, 799) = 1, with coefficients -169 and 8292 such that 1 = (-169)*39203 + (8292)*799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 800 \t 49 \t 3 \t 1 \t 0\n", + "1 \t 800 \t 3 \t 266 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -49\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -266 \t 13035\n", + "\t\t\t\t\t 267 \t -13084\n", + "GCD(39203, 800) = 1, with coefficients 267 and -13084 such that 1 = (267)*39203 + (-13084)*800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 801 \t 48 \t 755 \t 1 \t 0\n", + "1 \t 801 \t 755 \t 1 \t 46 \t 0 \t 1\n", + "2 \t 755 \t 46 \t 16 \t 19 \t 1 \t -48\n", + "3 \t 46 \t 19 \t 2 \t 8 \t -1 \t 49\n", + "4 \t 19 \t 8 \t 2 \t 3 \t 17 \t -832\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -35 \t 1713\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 87 \t -4258\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -209 \t 10229\n", + "\t\t\t\t\t 296 \t -14487\n", + "GCD(39203, 801) = 1, with coefficients 296 and -14487 such that 1 = (296)*39203 + (-14487)*801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 802 \t 48 \t 707 \t 1 \t 0\n", + "1 \t 802 \t 707 \t 1 \t 95 \t 0 \t 1\n", + "2 \t 707 \t 95 \t 7 \t 42 \t 1 \t -48\n", + "3 \t 95 \t 42 \t 2 \t 11 \t -1 \t 49\n", + "4 \t 42 \t 11 \t 3 \t 9 \t 8 \t -391\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -17 \t 831\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 59 \t -2884\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -76 \t 3715\n", + "\t\t\t\t\t 363 \t -17744\n", + "GCD(39203, 802) = 1, with coefficients 363 and -17744 such that 1 = (363)*39203 + (-17744)*802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 803 \t 48 \t 659 \t 1 \t 0\n", + "1 \t 803 \t 659 \t 1 \t 144 \t 0 \t 1\n", + "2 \t 659 \t 144 \t 4 \t 83 \t 1 \t -48\n", + "3 \t 144 \t 83 \t 1 \t 61 \t -1 \t 49\n", + "4 \t 83 \t 61 \t 1 \t 22 \t 5 \t -244\n", + "5 \t 61 \t 22 \t 2 \t 17 \t -6 \t 293\n", + "6 \t 22 \t 17 \t 1 \t 5 \t 11 \t -537\n", + "7 \t 17 \t 5 \t 3 \t 2 \t -28 \t 1367\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 39 \t -1904\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -145 \t 7079\n", + "\t\t\t\t\t 329 \t -16062\n", + "GCD(39203, 803) = 1, with coefficients 329 and -16062 such that 1 = (329)*39203 + (-16062)*803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 804 \t 48 \t 611 \t 1 \t 0\n", + "1 \t 804 \t 611 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 611 \t 193 \t 3 \t 32 \t 1 \t -48\n", + "3 \t 193 \t 32 \t 6 \t 1 \t -1 \t 49\n", + "4 \t 32 \t 1 \t 32 \t 0 \t 4 \t -195\n", + "\t\t\t\t\t -25 \t 1219\n", + "GCD(39203, 804) = 1, with coefficients -25 and 1219 such that 1 = (-25)*39203 + (1219)*804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 805 \t 48 \t 563 \t 1 \t 0\n", + "1 \t 805 \t 563 \t 1 \t 242 \t 0 \t 1\n", + "2 \t 563 \t 242 \t 2 \t 79 \t 1 \t -48\n", + "3 \t 242 \t 79 \t 3 \t 5 \t -1 \t 49\n", + "4 \t 79 \t 5 \t 15 \t 4 \t 3 \t -146\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -10 \t 487\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 153 \t -7451\n", + "\t\t\t\t\t -163 \t 7938\n", + "GCD(39203, 805) = 1, with coefficients -163 and 7938 such that 1 = (-163)*39203 + (7938)*805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 806 \t 48 \t 515 \t 1 \t 0\n", + "1 \t 806 \t 515 \t 1 \t 291 \t 0 \t 1\n", + "2 \t 515 \t 291 \t 1 \t 224 \t 1 \t -48\n", + "3 \t 291 \t 224 \t 1 \t 67 \t -1 \t 49\n", + "4 \t 224 \t 67 \t 3 \t 23 \t 2 \t -97\n", + "5 \t 67 \t 23 \t 2 \t 21 \t -3 \t 146\n", + "6 \t 23 \t 21 \t 1 \t 2 \t 11 \t -535\n", + "7 \t 21 \t 2 \t 10 \t 1 \t -25 \t 1216\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 36 \t -1751\n", + "\t\t\t\t\t -385 \t 18726\n", + "GCD(39203, 806) = 1, with coefficients -385 and 18726 such that 1 = (-385)*39203 + (18726)*806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 807 \t 48 \t 467 \t 1 \t 0\n", + "1 \t 807 \t 467 \t 1 \t 340 \t 0 \t 1\n", + "2 \t 467 \t 340 \t 1 \t 127 \t 1 \t -48\n", + "3 \t 340 \t 127 \t 2 \t 86 \t -1 \t 49\n", + "4 \t 127 \t 86 \t 1 \t 41 \t 2 \t -97\n", + "5 \t 86 \t 41 \t 2 \t 4 \t -5 \t 243\n", + "6 \t 41 \t 4 \t 10 \t 1 \t 7 \t -340\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -19 \t 923\n", + "\t\t\t\t\t 197 \t -9570\n", + "GCD(39203, 807) = 1, with coefficients 197 and -9570 such that 1 = (197)*39203 + (-9570)*807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 808 \t 48 \t 419 \t 1 \t 0\n", + "1 \t 808 \t 419 \t 1 \t 389 \t 0 \t 1\n", + "2 \t 419 \t 389 \t 1 \t 30 \t 1 \t -48\n", + "3 \t 389 \t 30 \t 12 \t 29 \t -1 \t 49\n", + "4 \t 30 \t 29 \t 1 \t 1 \t 2 \t -97\n", + "5 \t 29 \t 1 \t 29 \t 0 \t -25 \t 1213\n", + "\t\t\t\t\t 27 \t -1310\n", + "GCD(39203, 808) = 1, with coefficients 27 and -1310 such that 1 = (27)*39203 + (-1310)*808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 809 \t 48 \t 371 \t 1 \t 0\n", + "1 \t 809 \t 371 \t 2 \t 67 \t 0 \t 1\n", + "2 \t 371 \t 67 \t 5 \t 36 \t 1 \t -48\n", + "3 \t 67 \t 36 \t 1 \t 31 \t -2 \t 97\n", + "4 \t 36 \t 31 \t 1 \t 5 \t 11 \t -533\n", + "5 \t 31 \t 5 \t 6 \t 1 \t -13 \t 630\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 24 \t -1163\n", + "\t\t\t\t\t -157 \t 7608\n", + "GCD(39203, 809) = 1, with coefficients -157 and 7608 such that 1 = (-157)*39203 + (7608)*809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 810 \t 48 \t 323 \t 1 \t 0\n", + "1 \t 810 \t 323 \t 2 \t 164 \t 0 \t 1\n", + "2 \t 323 \t 164 \t 1 \t 159 \t 1 \t -48\n", + "3 \t 164 \t 159 \t 1 \t 5 \t -2 \t 97\n", + "4 \t 159 \t 5 \t 31 \t 4 \t 3 \t -145\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -5 \t 242\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 158 \t -7647\n", + "\t\t\t\t\t -163 \t 7889\n", + "GCD(39203, 810) = 1, with coefficients -163 and 7889 such that 1 = (-163)*39203 + (7889)*810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 811 \t 48 \t 275 \t 1 \t 0\n", + "1 \t 811 \t 275 \t 2 \t 261 \t 0 \t 1\n", + "2 \t 275 \t 261 \t 1 \t 14 \t 1 \t -48\n", + "3 \t 261 \t 14 \t 18 \t 9 \t -2 \t 97\n", + "4 \t 14 \t 9 \t 1 \t 5 \t 3 \t -145\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -56 \t 2707\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 59 \t -2852\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -115 \t 5559\n", + "\t\t\t\t\t 174 \t -8411\n", + "GCD(39203, 811) = 1, with coefficients 174 and -8411 such that 1 = (174)*39203 + (-8411)*811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 812 \t 48 \t 227 \t 1 \t 0\n", + "1 \t 812 \t 227 \t 3 \t 131 \t 0 \t 1\n", + "2 \t 227 \t 131 \t 1 \t 96 \t 1 \t -48\n", + "3 \t 131 \t 96 \t 1 \t 35 \t -3 \t 145\n", + "4 \t 96 \t 35 \t 2 \t 26 \t 4 \t -193\n", + "5 \t 35 \t 26 \t 1 \t 9 \t -7 \t 338\n", + "6 \t 26 \t 9 \t 2 \t 8 \t 18 \t -869\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -25 \t 1207\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 68 \t -3283\n", + "\t\t\t\t\t -93 \t 4490\n", + "GCD(39203, 812) = 1, with coefficients -93 and 4490 such that 1 = (-93)*39203 + (4490)*812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 813 \t 48 \t 179 \t 1 \t 0\n", + "1 \t 813 \t 179 \t 4 \t 97 \t 0 \t 1\n", + "2 \t 179 \t 97 \t 1 \t 82 \t 1 \t -48\n", + "3 \t 97 \t 82 \t 1 \t 15 \t -4 \t 193\n", + "4 \t 82 \t 15 \t 5 \t 7 \t 5 \t -241\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -9 \t 434\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 50 \t -2411\n", + "\t\t\t\t\t -109 \t 5256\n", + "GCD(39203, 813) = 1, with coefficients -109 and 5256 such that 1 = (-109)*39203 + (5256)*813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 814 \t 48 \t 131 \t 1 \t 0\n", + "1 \t 814 \t 131 \t 6 \t 28 \t 0 \t 1\n", + "2 \t 131 \t 28 \t 4 \t 19 \t 1 \t -48\n", + "3 \t 28 \t 19 \t 1 \t 9 \t -6 \t 289\n", + "4 \t 19 \t 9 \t 2 \t 1 \t 25 \t -1204\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -31 \t 1493\n", + "\t\t\t\t\t 87 \t -4190\n", + "GCD(39203, 814) = 1, with coefficients 87 and -4190 such that 1 = (87)*39203 + (-4190)*814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 815 \t 48 \t 83 \t 1 \t 0\n", + "1 \t 815 \t 83 \t 9 \t 68 \t 0 \t 1\n", + "2 \t 83 \t 68 \t 1 \t 15 \t 1 \t -48\n", + "3 \t 68 \t 15 \t 4 \t 8 \t -9 \t 433\n", + "4 \t 15 \t 8 \t 1 \t 7 \t 10 \t -481\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -49 \t 2357\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 59 \t -2838\n", + "\t\t\t\t\t -108 \t 5195\n", + "GCD(39203, 815) = 1, with coefficients -108 and 5195 such that 1 = (-108)*39203 + (5195)*815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 816 \t 48 \t 35 \t 1 \t 0\n", + "1 \t 816 \t 35 \t 23 \t 11 \t 0 \t 1\n", + "2 \t 35 \t 11 \t 3 \t 2 \t 1 \t -48\n", + "3 \t 11 \t 2 \t 5 \t 1 \t -23 \t 1105\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 70 \t -3363\n", + "\t\t\t\t\t -373 \t 17920\n", + "GCD(39203, 816) = 1, with coefficients -373 and 17920 such that 1 = (-373)*39203 + (17920)*816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 817 \t 47 \t 804 \t 1 \t 0\n", + "1 \t 817 \t 804 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 804 \t 13 \t 61 \t 11 \t 1 \t -47\n", + "3 \t 13 \t 11 \t 1 \t 2 \t -1 \t 48\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 62 \t -2975\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -63 \t 3023\n", + "\t\t\t\t\t 377 \t -18090\n", + "GCD(39203, 817) = 1, with coefficients 377 and -18090 such that 1 = (377)*39203 + (-18090)*817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 818 \t 47 \t 757 \t 1 \t 0\n", + "1 \t 818 \t 757 \t 1 \t 61 \t 0 \t 1\n", + "2 \t 757 \t 61 \t 12 \t 25 \t 1 \t -47\n", + "3 \t 61 \t 25 \t 2 \t 11 \t -1 \t 48\n", + "4 \t 25 \t 11 \t 2 \t 3 \t 13 \t -623\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -27 \t 1294\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 67 \t -3211\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -228 \t 10927\n", + "\t\t\t\t\t 295 \t -14138\n", + "GCD(39203, 818) = 1, with coefficients 295 and -14138 such that 1 = (295)*39203 + (-14138)*818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 819 \t 47 \t 710 \t 1 \t 0\n", + "1 \t 819 \t 710 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 710 \t 109 \t 6 \t 56 \t 1 \t -47\n", + "3 \t 109 \t 56 \t 1 \t 53 \t -1 \t 48\n", + "4 \t 56 \t 53 \t 1 \t 3 \t 7 \t -335\n", + "5 \t 53 \t 3 \t 17 \t 2 \t -8 \t 383\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 15 \t -718\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -263 \t 12589\n", + "\t\t\t\t\t 278 \t -13307\n", + "GCD(39203, 819) = 1, with coefficients 278 and -13307 such that 1 = (278)*39203 + (-13307)*819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 820 \t 47 \t 663 \t 1 \t 0\n", + "1 \t 820 \t 663 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 663 \t 157 \t 4 \t 35 \t 1 \t -47\n", + "3 \t 157 \t 35 \t 4 \t 17 \t -1 \t 48\n", + "4 \t 35 \t 17 \t 2 \t 1 \t 5 \t -239\n", + "5 \t 17 \t 1 \t 17 \t 0 \t -21 \t 1004\n", + "\t\t\t\t\t 47 \t -2247\n", + "GCD(39203, 820) = 1, with coefficients 47 and -2247 such that 1 = (47)*39203 + (-2247)*820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 821 \t 47 \t 616 \t 1 \t 0\n", + "1 \t 821 \t 616 \t 1 \t 205 \t 0 \t 1\n", + "2 \t 616 \t 205 \t 3 \t 1 \t 1 \t -47\n", + "3 \t 205 \t 1 \t 205 \t 0 \t -1 \t 48\n", + "\t\t\t\t\t 4 \t -191\n", + "GCD(39203, 821) = 1, with coefficients 4 and -191 such that 1 = (4)*39203 + (-191)*821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 822 \t 47 \t 569 \t 1 \t 0\n", + "1 \t 822 \t 569 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 569 \t 253 \t 2 \t 63 \t 1 \t -47\n", + "3 \t 253 \t 63 \t 4 \t 1 \t -1 \t 48\n", + "4 \t 63 \t 1 \t 63 \t 0 \t 3 \t -143\n", + "\t\t\t\t\t -13 \t 620\n", + "GCD(39203, 822) = 1, with coefficients -13 and 620 such that 1 = (-13)*39203 + (620)*822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 823 \t 47 \t 522 \t 1 \t 0\n", + "1 \t 823 \t 522 \t 1 \t 301 \t 0 \t 1\n", + "2 \t 522 \t 301 \t 1 \t 221 \t 1 \t -47\n", + "3 \t 301 \t 221 \t 1 \t 80 \t -1 \t 48\n", + "4 \t 221 \t 80 \t 2 \t 61 \t 2 \t -95\n", + "5 \t 80 \t 61 \t 1 \t 19 \t -3 \t 143\n", + "6 \t 61 \t 19 \t 3 \t 4 \t 8 \t -381\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -11 \t 524\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 41 \t -1953\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -175 \t 8336\n", + "\t\t\t\t\t 216 \t -10289\n", + "GCD(39203, 823) = 1, with coefficients 216 and -10289 such that 1 = (216)*39203 + (-10289)*823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 824 \t 47 \t 475 \t 1 \t 0\n", + "1 \t 824 \t 475 \t 1 \t 349 \t 0 \t 1\n", + "2 \t 475 \t 349 \t 1 \t 126 \t 1 \t -47\n", + "3 \t 349 \t 126 \t 2 \t 97 \t -1 \t 48\n", + "4 \t 126 \t 97 \t 1 \t 29 \t 2 \t -95\n", + "5 \t 97 \t 29 \t 3 \t 10 \t -5 \t 238\n", + "6 \t 29 \t 10 \t 2 \t 9 \t 7 \t -333\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -26 \t 1237\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 59 \t -2807\n", + "\t\t\t\t\t -85 \t 4044\n", + "GCD(39203, 824) = 1, with coefficients -85 and 4044 such that 1 = (-85)*39203 + (4044)*824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 825 \t 47 \t 428 \t 1 \t 0\n", + "1 \t 825 \t 428 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 428 \t 397 \t 1 \t 31 \t 1 \t -47\n", + "3 \t 397 \t 31 \t 12 \t 25 \t -1 \t 48\n", + "4 \t 31 \t 25 \t 1 \t 6 \t 2 \t -95\n", + "5 \t 25 \t 6 \t 4 \t 1 \t -25 \t 1188\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 27 \t -1283\n", + "\t\t\t\t\t -133 \t 6320\n", + "GCD(39203, 825) = 1, with coefficients -133 and 6320 such that 1 = (-133)*39203 + (6320)*825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 826 \t 47 \t 381 \t 1 \t 0\n", + "1 \t 826 \t 381 \t 2 \t 64 \t 0 \t 1\n", + "2 \t 381 \t 64 \t 5 \t 61 \t 1 \t -47\n", + "3 \t 64 \t 61 \t 1 \t 3 \t -2 \t 95\n", + "4 \t 61 \t 3 \t 20 \t 1 \t 11 \t -522\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -13 \t 617\n", + "\t\t\t\t\t 271 \t -12862\n", + "GCD(39203, 826) = 1, with coefficients 271 and -12862 such that 1 = (271)*39203 + (-12862)*826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 827 \t 47 \t 334 \t 1 \t 0\n", + "1 \t 827 \t 334 \t 2 \t 159 \t 0 \t 1\n", + "2 \t 334 \t 159 \t 2 \t 16 \t 1 \t -47\n", + "3 \t 159 \t 16 \t 9 \t 15 \t -2 \t 95\n", + "4 \t 16 \t 15 \t 1 \t 1 \t 5 \t -237\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -47 \t 2228\n", + "\t\t\t\t\t 52 \t -2465\n", + "GCD(39203, 827) = 1, with coefficients 52 and -2465 such that 1 = (52)*39203 + (-2465)*827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 828 \t 47 \t 287 \t 1 \t 0\n", + "1 \t 828 \t 287 \t 2 \t 254 \t 0 \t 1\n", + "2 \t 287 \t 254 \t 1 \t 33 \t 1 \t -47\n", + "3 \t 254 \t 33 \t 7 \t 23 \t -2 \t 95\n", + "4 \t 33 \t 23 \t 1 \t 10 \t 3 \t -142\n", + "5 \t 23 \t 10 \t 2 \t 3 \t -23 \t 1089\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 26 \t -1231\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -75 \t 3551\n", + "\t\t\t\t\t 251 \t -11884\n", + "GCD(39203, 828) = 1, with coefficients 251 and -11884 such that 1 = (251)*39203 + (-11884)*828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 829 \t 47 \t 240 \t 1 \t 0\n", + "1 \t 829 \t 240 \t 3 \t 109 \t 0 \t 1\n", + "2 \t 240 \t 109 \t 2 \t 22 \t 1 \t -47\n", + "3 \t 109 \t 22 \t 4 \t 21 \t -3 \t 142\n", + "4 \t 22 \t 21 \t 1 \t 1 \t 7 \t -331\n", + "5 \t 21 \t 1 \t 21 \t 0 \t -31 \t 1466\n", + "\t\t\t\t\t 38 \t -1797\n", + "GCD(39203, 829) = 1, with coefficients 38 and -1797 such that 1 = (38)*39203 + (-1797)*829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 830 \t 47 \t 193 \t 1 \t 0\n", + "1 \t 830 \t 193 \t 4 \t 58 \t 0 \t 1\n", + "2 \t 193 \t 58 \t 3 \t 19 \t 1 \t -47\n", + "3 \t 58 \t 19 \t 3 \t 1 \t -4 \t 189\n", + "4 \t 19 \t 1 \t 19 \t 0 \t 13 \t -614\n", + "\t\t\t\t\t -43 \t 2031\n", + "GCD(39203, 830) = 1, with coefficients -43 and 2031 such that 1 = (-43)*39203 + (2031)*830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 831 \t 47 \t 146 \t 1 \t 0\n", + "1 \t 831 \t 146 \t 5 \t 101 \t 0 \t 1\n", + "2 \t 146 \t 101 \t 1 \t 45 \t 1 \t -47\n", + "3 \t 101 \t 45 \t 2 \t 11 \t -5 \t 236\n", + "4 \t 45 \t 11 \t 4 \t 1 \t 6 \t -283\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -17 \t 802\n", + "\t\t\t\t\t 74 \t -3491\n", + "GCD(39203, 831) = 1, with coefficients 74 and -3491 such that 1 = (74)*39203 + (-3491)*831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 832 \t 47 \t 99 \t 1 \t 0\n", + "1 \t 832 \t 99 \t 8 \t 40 \t 0 \t 1\n", + "2 \t 99 \t 40 \t 2 \t 19 \t 1 \t -47\n", + "3 \t 40 \t 19 \t 2 \t 2 \t -8 \t 377\n", + "4 \t 19 \t 2 \t 9 \t 1 \t 17 \t -801\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -42 \t 1979\n", + "\t\t\t\t\t 395 \t -18612\n", + "GCD(39203, 832) = 1, with coefficients 395 and -18612 such that 1 = (395)*39203 + (-18612)*832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 833 \t 47 \t 52 \t 1 \t 0\n", + "1 \t 833 \t 52 \t 16 \t 1 \t 0 \t 1\n", + "2 \t 52 \t 1 \t 52 \t 0 \t 1 \t -47\n", + "\t\t\t\t\t -16 \t 753\n", + "GCD(39203, 833) = 1, with coefficients -16 and 753 such that 1 = (-16)*39203 + (753)*833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 834 \t 47 \t 5 \t 1 \t 0\n", + "1 \t 834 \t 5 \t 166 \t 4 \t 0 \t 1\n", + "2 \t 5 \t 4 \t 1 \t 1 \t 1 \t -47\n", + "3 \t 4 \t 1 \t 4 \t 0 \t -166 \t 7803\n", + "\t\t\t\t\t 167 \t -7850\n", + "GCD(39203, 834) = 1, with coefficients 167 and -7850 such that 1 = (167)*39203 + (-7850)*834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 835 \t 46 \t 793 \t 1 \t 0\n", + "1 \t 835 \t 793 \t 1 \t 42 \t 0 \t 1\n", + "2 \t 793 \t 42 \t 18 \t 37 \t 1 \t -46\n", + "3 \t 42 \t 37 \t 1 \t 5 \t -1 \t 47\n", + "4 \t 37 \t 5 \t 7 \t 2 \t 19 \t -892\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -20 \t 939\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 159 \t -7465\n", + "\t\t\t\t\t -338 \t 15869\n", + "GCD(39203, 835) = 1, with coefficients -338 and 15869 such that 1 = (-338)*39203 + (15869)*835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 836 \t 46 \t 747 \t 1 \t 0\n", + "1 \t 836 \t 747 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 747 \t 89 \t 8 \t 35 \t 1 \t -46\n", + "3 \t 89 \t 35 \t 2 \t 19 \t -1 \t 47\n", + "4 \t 35 \t 19 \t 1 \t 16 \t 9 \t -422\n", + "5 \t 19 \t 16 \t 1 \t 3 \t -19 \t 891\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 28 \t -1313\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -47 \t 2204\n", + "\t\t\t\t\t 263 \t -12333\n", + "GCD(39203, 836) = 1, with coefficients 263 and -12333 such that 1 = (263)*39203 + (-12333)*836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 837 \t 46 \t 701 \t 1 \t 0\n", + "1 \t 837 \t 701 \t 1 \t 136 \t 0 \t 1\n", + "2 \t 701 \t 136 \t 5 \t 21 \t 1 \t -46\n", + "3 \t 136 \t 21 \t 6 \t 10 \t -1 \t 47\n", + "4 \t 21 \t 10 \t 2 \t 1 \t 6 \t -281\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -37 \t 1733\n", + "\t\t\t\t\t 80 \t -3747\n", + "GCD(39203, 837) = 1, with coefficients 80 and -3747 such that 1 = (80)*39203 + (-3747)*837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 838 \t 46 \t 655 \t 1 \t 0\n", + "1 \t 838 \t 655 \t 1 \t 183 \t 0 \t 1\n", + "2 \t 655 \t 183 \t 3 \t 106 \t 1 \t -46\n", + "3 \t 183 \t 106 \t 1 \t 77 \t -1 \t 47\n", + "4 \t 106 \t 77 \t 1 \t 29 \t 4 \t -187\n", + "5 \t 77 \t 29 \t 2 \t 19 \t -5 \t 234\n", + "6 \t 29 \t 19 \t 1 \t 10 \t 9 \t -421\n", + "7 \t 19 \t 10 \t 1 \t 9 \t -23 \t 1076\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 32 \t -1497\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -55 \t 2573\n", + "\t\t\t\t\t 87 \t -4070\n", + "GCD(39203, 838) = 1, with coefficients 87 and -4070 such that 1 = (87)*39203 + (-4070)*838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 839 \t 46 \t 609 \t 1 \t 0\n", + "1 \t 839 \t 609 \t 1 \t 230 \t 0 \t 1\n", + "2 \t 609 \t 230 \t 2 \t 149 \t 1 \t -46\n", + "3 \t 230 \t 149 \t 1 \t 81 \t -1 \t 47\n", + "4 \t 149 \t 81 \t 1 \t 68 \t 3 \t -140\n", + "5 \t 81 \t 68 \t 1 \t 13 \t -4 \t 187\n", + "6 \t 68 \t 13 \t 5 \t 3 \t 7 \t -327\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -11 \t 514\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 62 \t -2897\n", + "\t\t\t\t\t -259 \t 12102\n", + "GCD(39203, 839) = 1, with coefficients -259 and 12102 such that 1 = (-259)*39203 + (12102)*839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 840 \t 46 \t 563 \t 1 \t 0\n", + "1 \t 840 \t 563 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 563 \t 277 \t 2 \t 9 \t 1 \t -46\n", + "3 \t 277 \t 9 \t 30 \t 7 \t -1 \t 47\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 3 \t -140\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -91 \t 4247\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 94 \t -4387\n", + "\t\t\t\t\t -373 \t 17408\n", + "GCD(39203, 840) = 1, with coefficients -373 and 17408 such that 1 = (-373)*39203 + (17408)*840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 841 \t 46 \t 517 \t 1 \t 0\n", + "1 \t 841 \t 517 \t 1 \t 324 \t 0 \t 1\n", + "2 \t 517 \t 324 \t 1 \t 193 \t 1 \t -46\n", + "3 \t 324 \t 193 \t 1 \t 131 \t -1 \t 47\n", + "4 \t 193 \t 131 \t 1 \t 62 \t 2 \t -93\n", + "5 \t 131 \t 62 \t 2 \t 7 \t -3 \t 140\n", + "6 \t 62 \t 7 \t 8 \t 6 \t 5 \t -233\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -13 \t 606\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 109 \t -5081\n", + "\t\t\t\t\t -122 \t 5687\n", + "GCD(39203, 841) = 1, with coefficients -122 and 5687 such that 1 = (-122)*39203 + (5687)*841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 842 \t 46 \t 471 \t 1 \t 0\n", + "1 \t 842 \t 471 \t 1 \t 371 \t 0 \t 1\n", + "2 \t 471 \t 371 \t 1 \t 100 \t 1 \t -46\n", + "3 \t 371 \t 100 \t 3 \t 71 \t -1 \t 47\n", + "4 \t 100 \t 71 \t 1 \t 29 \t 2 \t -93\n", + "5 \t 71 \t 29 \t 2 \t 13 \t -7 \t 326\n", + "6 \t 29 \t 13 \t 2 \t 3 \t 9 \t -419\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -25 \t 1164\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 59 \t -2747\n", + "\t\t\t\t\t -261 \t 12152\n", + "GCD(39203, 842) = 1, with coefficients -261 and 12152 such that 1 = (-261)*39203 + (12152)*842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 843 \t 46 \t 425 \t 1 \t 0\n", + "1 \t 843 \t 425 \t 1 \t 418 \t 0 \t 1\n", + "2 \t 425 \t 418 \t 1 \t 7 \t 1 \t -46\n", + "3 \t 418 \t 7 \t 59 \t 5 \t -1 \t 47\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 2 \t -93\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -119 \t 5534\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 121 \t -5627\n", + "\t\t\t\t\t -361 \t 16788\n", + "GCD(39203, 843) = 1, with coefficients -361 and 16788 such that 1 = (-361)*39203 + (16788)*843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 844 \t 46 \t 379 \t 1 \t 0\n", + "1 \t 844 \t 379 \t 2 \t 86 \t 0 \t 1\n", + "2 \t 379 \t 86 \t 4 \t 35 \t 1 \t -46\n", + "3 \t 86 \t 35 \t 2 \t 16 \t -2 \t 93\n", + "4 \t 35 \t 16 \t 2 \t 3 \t 9 \t -418\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -20 \t 929\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 49 \t -2276\n", + "\t\t\t\t\t -265 \t 12309\n", + "GCD(39203, 844) = 1, with coefficients -265 and 12309 such that 1 = (-265)*39203 + (12309)*844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 845 \t 46 \t 333 \t 1 \t 0\n", + "1 \t 845 \t 333 \t 2 \t 179 \t 0 \t 1\n", + "2 \t 333 \t 179 \t 1 \t 154 \t 1 \t -46\n", + "3 \t 179 \t 154 \t 1 \t 25 \t -2 \t 93\n", + "4 \t 154 \t 25 \t 6 \t 4 \t 3 \t -139\n", + "5 \t 25 \t 4 \t 6 \t 1 \t -5 \t 232\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 33 \t -1531\n", + "\t\t\t\t\t -203 \t 9418\n", + "GCD(39203, 845) = 1, with coefficients -203 and 9418 such that 1 = (-203)*39203 + (9418)*845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 846 \t 46 \t 287 \t 1 \t 0\n", + "1 \t 846 \t 287 \t 2 \t 272 \t 0 \t 1\n", + "2 \t 287 \t 272 \t 1 \t 15 \t 1 \t -46\n", + "3 \t 272 \t 15 \t 18 \t 2 \t -2 \t 93\n", + "4 \t 15 \t 2 \t 7 \t 1 \t 3 \t -139\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -56 \t 2595\n", + "\t\t\t\t\t 395 \t -18304\n", + "GCD(39203, 846) = 1, with coefficients 395 and -18304 such that 1 = (395)*39203 + (-18304)*846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 847 \t 46 \t 241 \t 1 \t 0\n", + "1 \t 847 \t 241 \t 3 \t 124 \t 0 \t 1\n", + "2 \t 241 \t 124 \t 1 \t 117 \t 1 \t -46\n", + "3 \t 124 \t 117 \t 1 \t 7 \t -3 \t 139\n", + "4 \t 117 \t 7 \t 16 \t 5 \t 4 \t -185\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -7 \t 324\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 116 \t -5369\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -123 \t 5693\n", + "\t\t\t\t\t 362 \t -16755\n", + "GCD(39203, 847) = 1, with coefficients 362 and -16755 such that 1 = (362)*39203 + (-16755)*847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 848 \t 46 \t 195 \t 1 \t 0\n", + "1 \t 848 \t 195 \t 4 \t 68 \t 0 \t 1\n", + "2 \t 195 \t 68 \t 2 \t 59 \t 1 \t -46\n", + "3 \t 68 \t 59 \t 1 \t 9 \t -4 \t 185\n", + "4 \t 59 \t 9 \t 6 \t 5 \t 9 \t -416\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -13 \t 601\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 87 \t -4022\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -100 \t 4623\n", + "\t\t\t\t\t 187 \t -8645\n", + "GCD(39203, 848) = 1, with coefficients 187 and -8645 such that 1 = (187)*39203 + (-8645)*848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 849 \t 46 \t 149 \t 1 \t 0\n", + "1 \t 849 \t 149 \t 5 \t 104 \t 0 \t 1\n", + "2 \t 149 \t 104 \t 1 \t 45 \t 1 \t -46\n", + "3 \t 104 \t 45 \t 2 \t 14 \t -5 \t 231\n", + "4 \t 45 \t 14 \t 3 \t 3 \t 6 \t -277\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -17 \t 785\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 57 \t -2632\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -245 \t 11313\n", + "\t\t\t\t\t 302 \t -13945\n", + "GCD(39203, 849) = 1, with coefficients 302 and -13945 such that 1 = (302)*39203 + (-13945)*849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 850 \t 46 \t 103 \t 1 \t 0\n", + "1 \t 850 \t 103 \t 8 \t 26 \t 0 \t 1\n", + "2 \t 103 \t 26 \t 3 \t 25 \t 1 \t -46\n", + "3 \t 26 \t 25 \t 1 \t 1 \t -8 \t 369\n", + "4 \t 25 \t 1 \t 25 \t 0 \t 25 \t -1153\n", + "\t\t\t\t\t -33 \t 1522\n", + "GCD(39203, 850) = 1, with coefficients -33 and 1522 such that 1 = (-33)*39203 + (1522)*850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 851 \t 46 \t 57 \t 1 \t 0\n", + "1 \t 851 \t 57 \t 14 \t 53 \t 0 \t 1\n", + "2 \t 57 \t 53 \t 1 \t 4 \t 1 \t -46\n", + "3 \t 53 \t 4 \t 13 \t 1 \t -14 \t 645\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 15 \t -691\n", + "\t\t\t\t\t -209 \t 9628\n", + "GCD(39203, 851) = 1, with coefficients -209 and 9628 such that 1 = (-209)*39203 + (9628)*851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 852 \t 46 \t 11 \t 1 \t 0\n", + "1 \t 852 \t 11 \t 77 \t 5 \t 0 \t 1\n", + "2 \t 11 \t 5 \t 2 \t 1 \t 1 \t -46\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -77 \t 3543\n", + "\t\t\t\t\t 155 \t -7132\n", + "GCD(39203, 852) = 1, with coefficients 155 and -7132 such that 1 = (155)*39203 + (-7132)*852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 853 \t 45 \t 818 \t 1 \t 0\n", + "1 \t 853 \t 818 \t 1 \t 35 \t 0 \t 1\n", + "2 \t 818 \t 35 \t 23 \t 13 \t 1 \t -45\n", + "3 \t 35 \t 13 \t 2 \t 9 \t -1 \t 46\n", + "4 \t 13 \t 9 \t 1 \t 4 \t 24 \t -1103\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -49 \t 2252\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 73 \t -3355\n", + "\t\t\t\t\t -195 \t 8962\n", + "GCD(39203, 853) = 1, with coefficients -195 and 8962 such that 1 = (-195)*39203 + (8962)*853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 854 \t 45 \t 773 \t 1 \t 0\n", + "1 \t 854 \t 773 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 773 \t 81 \t 9 \t 44 \t 1 \t -45\n", + "3 \t 81 \t 44 \t 1 \t 37 \t -1 \t 46\n", + "4 \t 44 \t 37 \t 1 \t 7 \t 10 \t -459\n", + "5 \t 37 \t 7 \t 5 \t 2 \t -11 \t 505\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 21 \t -964\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -116 \t 5325\n", + "\t\t\t\t\t 369 \t -16939\n", + "GCD(39203, 854) = 1, with coefficients 369 and -16939 such that 1 = (369)*39203 + (-16939)*854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 855 \t 45 \t 728 \t 1 \t 0\n", + "1 \t 855 \t 728 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 728 \t 127 \t 5 \t 93 \t 1 \t -45\n", + "3 \t 127 \t 93 \t 1 \t 34 \t -1 \t 46\n", + "4 \t 93 \t 34 \t 2 \t 25 \t 6 \t -275\n", + "5 \t 34 \t 25 \t 1 \t 9 \t -7 \t 321\n", + "6 \t 25 \t 9 \t 2 \t 7 \t 20 \t -917\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -27 \t 1238\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 74 \t -3393\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -101 \t 4631\n", + "\t\t\t\t\t 377 \t -17286\n", + "GCD(39203, 855) = 1, with coefficients 377 and -17286 such that 1 = (377)*39203 + (-17286)*855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 856 \t 45 \t 683 \t 1 \t 0\n", + "1 \t 856 \t 683 \t 1 \t 173 \t 0 \t 1\n", + "2 \t 683 \t 173 \t 3 \t 164 \t 1 \t -45\n", + "3 \t 173 \t 164 \t 1 \t 9 \t -1 \t 46\n", + "4 \t 164 \t 9 \t 18 \t 2 \t 4 \t -183\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -5 \t 229\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 94 \t -4305\n", + "\t\t\t\t\t -381 \t 17449\n", + "GCD(39203, 856) = 1, with coefficients -381 and 17449 such that 1 = (-381)*39203 + (17449)*856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 857 \t 45 \t 638 \t 1 \t 0\n", + "1 \t 857 \t 638 \t 1 \t 219 \t 0 \t 1\n", + "2 \t 638 \t 219 \t 2 \t 200 \t 1 \t -45\n", + "3 \t 219 \t 200 \t 1 \t 19 \t -1 \t 46\n", + "4 \t 200 \t 19 \t 10 \t 10 \t 3 \t -137\n", + "5 \t 19 \t 10 \t 1 \t 9 \t -4 \t 183\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 43 \t -1967\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -47 \t 2150\n", + "\t\t\t\t\t 90 \t -4117\n", + "GCD(39203, 857) = 1, with coefficients 90 and -4117 such that 1 = (90)*39203 + (-4117)*857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 858 \t 45 \t 593 \t 1 \t 0\n", + "1 \t 858 \t 593 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 593 \t 265 \t 2 \t 63 \t 1 \t -45\n", + "3 \t 265 \t 63 \t 4 \t 13 \t -1 \t 46\n", + "4 \t 63 \t 13 \t 4 \t 11 \t 3 \t -137\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -13 \t 594\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 55 \t -2513\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -68 \t 3107\n", + "\t\t\t\t\t 395 \t -18048\n", + "GCD(39203, 858) = 1, with coefficients 395 and -18048 such that 1 = (395)*39203 + (-18048)*858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 859 \t 45 \t 548 \t 1 \t 0\n", + "1 \t 859 \t 548 \t 1 \t 311 \t 0 \t 1\n", + "2 \t 548 \t 311 \t 1 \t 237 \t 1 \t -45\n", + "3 \t 311 \t 237 \t 1 \t 74 \t -1 \t 46\n", + "4 \t 237 \t 74 \t 3 \t 15 \t 2 \t -91\n", + "5 \t 74 \t 15 \t 4 \t 14 \t -3 \t 137\n", + "6 \t 15 \t 14 \t 1 \t 1 \t 11 \t -502\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -47 \t 2145\n", + "\t\t\t\t\t 58 \t -2647\n", + "GCD(39203, 859) = 1, with coefficients 58 and -2647 such that 1 = (58)*39203 + (-2647)*859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 860 \t 45 \t 503 \t 1 \t 0\n", + "1 \t 860 \t 503 \t 1 \t 357 \t 0 \t 1\n", + "2 \t 503 \t 357 \t 1 \t 146 \t 1 \t -45\n", + "3 \t 357 \t 146 \t 2 \t 65 \t -1 \t 46\n", + "4 \t 146 \t 65 \t 2 \t 16 \t 2 \t -91\n", + "5 \t 65 \t 16 \t 4 \t 1 \t -5 \t 228\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 12 \t -547\n", + "\t\t\t\t\t -53 \t 2416\n", + "GCD(39203, 860) = 1, with coefficients -53 and 2416 such that 1 = (-53)*39203 + (2416)*860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 861 \t 45 \t 458 \t 1 \t 0\n", + "1 \t 861 \t 458 \t 1 \t 403 \t 0 \t 1\n", + "2 \t 458 \t 403 \t 1 \t 55 \t 1 \t -45\n", + "3 \t 403 \t 55 \t 7 \t 18 \t -1 \t 46\n", + "4 \t 55 \t 18 \t 3 \t 1 \t 2 \t -91\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -15 \t 683\n", + "\t\t\t\t\t 47 \t -2140\n", + "GCD(39203, 861) = 1, with coefficients 47 and -2140 such that 1 = (47)*39203 + (-2140)*861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 862 \t 45 \t 413 \t 1 \t 0\n", + "1 \t 862 \t 413 \t 2 \t 36 \t 0 \t 1\n", + "2 \t 413 \t 36 \t 11 \t 17 \t 1 \t -45\n", + "3 \t 36 \t 17 \t 2 \t 2 \t -2 \t 91\n", + "4 \t 17 \t 2 \t 8 \t 1 \t 23 \t -1046\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -48 \t 2183\n", + "\t\t\t\t\t 407 \t -18510\n", + "GCD(39203, 862) = 1, with coefficients 407 and -18510 such that 1 = (407)*39203 + (-18510)*862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 863 \t 45 \t 368 \t 1 \t 0\n", + "1 \t 863 \t 368 \t 2 \t 127 \t 0 \t 1\n", + "2 \t 368 \t 127 \t 2 \t 114 \t 1 \t -45\n", + "3 \t 127 \t 114 \t 1 \t 13 \t -2 \t 91\n", + "4 \t 114 \t 13 \t 8 \t 10 \t 5 \t -227\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -7 \t 318\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 61 \t -2771\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -68 \t 3089\n", + "\t\t\t\t\t 265 \t -12038\n", + "GCD(39203, 863) = 1, with coefficients 265 and -12038 such that 1 = (265)*39203 + (-12038)*863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 864 \t 45 \t 323 \t 1 \t 0\n", + "1 \t 864 \t 323 \t 2 \t 218 \t 0 \t 1\n", + "2 \t 323 \t 218 \t 1 \t 105 \t 1 \t -45\n", + "3 \t 218 \t 105 \t 2 \t 8 \t -2 \t 91\n", + "4 \t 105 \t 8 \t 13 \t 1 \t 3 \t -136\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -8 \t 363\n", + "\t\t\t\t\t 107 \t -4855\n", + "GCD(39203, 864) = 1, with coefficients 107 and -4855 such that 1 = (107)*39203 + (-4855)*864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 865 \t 45 \t 278 \t 1 \t 0\n", + "1 \t 865 \t 278 \t 3 \t 31 \t 0 \t 1\n", + "2 \t 278 \t 31 \t 8 \t 30 \t 1 \t -45\n", + "3 \t 31 \t 30 \t 1 \t 1 \t -3 \t 136\n", + "4 \t 30 \t 1 \t 30 \t 0 \t 25 \t -1133\n", + "\t\t\t\t\t -28 \t 1269\n", + "GCD(39203, 865) = 1, with coefficients -28 and 1269 such that 1 = (-28)*39203 + (1269)*865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 866 \t 45 \t 233 \t 1 \t 0\n", + "1 \t 866 \t 233 \t 3 \t 167 \t 0 \t 1\n", + "2 \t 233 \t 167 \t 1 \t 66 \t 1 \t -45\n", + "3 \t 167 \t 66 \t 2 \t 35 \t -3 \t 136\n", + "4 \t 66 \t 35 \t 1 \t 31 \t 4 \t -181\n", + "5 \t 35 \t 31 \t 1 \t 4 \t -11 \t 498\n", + "6 \t 31 \t 4 \t 7 \t 3 \t 15 \t -679\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -26 \t 1177\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 197 \t -8918\n", + "\t\t\t\t\t -223 \t 10095\n", + "GCD(39203, 866) = 1, with coefficients -223 and 10095 such that 1 = (-223)*39203 + (10095)*866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 867 \t 45 \t 188 \t 1 \t 0\n", + "1 \t 867 \t 188 \t 4 \t 115 \t 0 \t 1\n", + "2 \t 188 \t 115 \t 1 \t 73 \t 1 \t -45\n", + "3 \t 115 \t 73 \t 1 \t 42 \t -4 \t 181\n", + "4 \t 73 \t 42 \t 1 \t 31 \t 5 \t -226\n", + "5 \t 42 \t 31 \t 1 \t 11 \t -9 \t 407\n", + "6 \t 31 \t 11 \t 2 \t 9 \t 14 \t -633\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -23 \t 1040\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 60 \t -2713\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -83 \t 3753\n", + "\t\t\t\t\t 392 \t -17725\n", + "GCD(39203, 867) = 1, with coefficients 392 and -17725 such that 1 = (392)*39203 + (-17725)*867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 868 \t 45 \t 143 \t 1 \t 0\n", + "1 \t 868 \t 143 \t 6 \t 10 \t 0 \t 1\n", + "2 \t 143 \t 10 \t 14 \t 3 \t 1 \t -45\n", + "3 \t 10 \t 3 \t 3 \t 1 \t -6 \t 271\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 85 \t -3839\n", + "\t\t\t\t\t -261 \t 11788\n", + "GCD(39203, 868) = 1, with coefficients -261 and 11788 such that 1 = (-261)*39203 + (11788)*868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 869 \t 45 \t 98 \t 1 \t 0\n", + "1 \t 869 \t 98 \t 8 \t 85 \t 0 \t 1\n", + "2 \t 98 \t 85 \t 1 \t 13 \t 1 \t -45\n", + "3 \t 85 \t 13 \t 6 \t 7 \t -8 \t 361\n", + "4 \t 13 \t 7 \t 1 \t 6 \t 9 \t -406\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -62 \t 2797\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 71 \t -3203\n", + "\t\t\t\t\t -133 \t 6000\n", + "GCD(39203, 869) = 1, with coefficients -133 and 6000 such that 1 = (-133)*39203 + (6000)*869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 870 \t 45 \t 53 \t 1 \t 0\n", + "1 \t 870 \t 53 \t 16 \t 22 \t 0 \t 1\n", + "2 \t 53 \t 22 \t 2 \t 9 \t 1 \t -45\n", + "3 \t 22 \t 9 \t 2 \t 4 \t -16 \t 721\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 33 \t -1487\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -82 \t 3695\n", + "\t\t\t\t\t 197 \t -8877\n", + "GCD(39203, 870) = 1, with coefficients 197 and -8877 such that 1 = (197)*39203 + (-8877)*870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 871 \t 45 \t 8 \t 1 \t 0\n", + "1 \t 871 \t 8 \t 108 \t 7 \t 0 \t 1\n", + "2 \t 8 \t 7 \t 1 \t 1 \t 1 \t -45\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -108 \t 4861\n", + "\t\t\t\t\t 109 \t -4906\n", + "GCD(39203, 871) = 1, with coefficients 109 and -4906 such that 1 = (109)*39203 + (-4906)*871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 872 \t 44 \t 835 \t 1 \t 0\n", + "1 \t 872 \t 835 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 835 \t 37 \t 22 \t 21 \t 1 \t -44\n", + "3 \t 37 \t 21 \t 1 \t 16 \t -1 \t 45\n", + "4 \t 21 \t 16 \t 1 \t 5 \t 23 \t -1034\n", + "5 \t 16 \t 5 \t 3 \t 1 \t -24 \t 1079\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 47 \t -2113\n", + "\t\t\t\t\t -165 \t 7418\n", + "GCD(39203, 872) = 1, with coefficients -165 and 7418 such that 1 = (-165)*39203 + (7418)*872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 873 \t 44 \t 791 \t 1 \t 0\n", + "1 \t 873 \t 791 \t 1 \t 82 \t 0 \t 1\n", + "2 \t 791 \t 82 \t 9 \t 53 \t 1 \t -44\n", + "3 \t 82 \t 53 \t 1 \t 29 \t -1 \t 45\n", + "4 \t 53 \t 29 \t 1 \t 24 \t 10 \t -449\n", + "5 \t 29 \t 24 \t 1 \t 5 \t -11 \t 494\n", + "6 \t 24 \t 5 \t 4 \t 4 \t 21 \t -943\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -32 \t 1437\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 149 \t -6691\n", + "\t\t\t\t\t -181 \t 8128\n", + "GCD(39203, 873) = 1, with coefficients -181 and 8128 such that 1 = (-181)*39203 + (8128)*873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 874 \t 44 \t 747 \t 1 \t 0\n", + "1 \t 874 \t 747 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 747 \t 127 \t 5 \t 112 \t 1 \t -44\n", + "3 \t 127 \t 112 \t 1 \t 15 \t -1 \t 45\n", + "4 \t 112 \t 15 \t 7 \t 7 \t 6 \t -269\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -7 \t 314\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 55 \t -2467\n", + "\t\t\t\t\t -117 \t 5248\n", + "GCD(39203, 874) = 1, with coefficients -117 and 5248 such that 1 = (-117)*39203 + (5248)*874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 875 \t 44 \t 703 \t 1 \t 0\n", + "1 \t 875 \t 703 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 703 \t 172 \t 4 \t 15 \t 1 \t -44\n", + "3 \t 172 \t 15 \t 11 \t 7 \t -1 \t 45\n", + "4 \t 15 \t 7 \t 2 \t 1 \t 5 \t -224\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -56 \t 2509\n", + "\t\t\t\t\t 117 \t -5242\n", + "GCD(39203, 875) = 1, with coefficients 117 and -5242 such that 1 = (117)*39203 + (-5242)*875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 876 \t 44 \t 659 \t 1 \t 0\n", + "1 \t 876 \t 659 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 659 \t 217 \t 3 \t 8 \t 1 \t -44\n", + "3 \t 217 \t 8 \t 27 \t 1 \t -1 \t 45\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 4 \t -179\n", + "\t\t\t\t\t -109 \t 4878\n", + "GCD(39203, 876) = 1, with coefficients -109 and 4878 such that 1 = (-109)*39203 + (4878)*876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 877 \t 44 \t 615 \t 1 \t 0\n", + "1 \t 877 \t 615 \t 1 \t 262 \t 0 \t 1\n", + "2 \t 615 \t 262 \t 2 \t 91 \t 1 \t -44\n", + "3 \t 262 \t 91 \t 2 \t 80 \t -1 \t 45\n", + "4 \t 91 \t 80 \t 1 \t 11 \t 3 \t -134\n", + "5 \t 80 \t 11 \t 7 \t 3 \t -7 \t 313\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 10 \t -447\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -77 \t 3442\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 241 \t -10773\n", + "\t\t\t\t\t -318 \t 14215\n", + "GCD(39203, 877) = 1, with coefficients -318 and 14215 such that 1 = (-318)*39203 + (14215)*877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 878 \t 44 \t 571 \t 1 \t 0\n", + "1 \t 878 \t 571 \t 1 \t 307 \t 0 \t 1\n", + "2 \t 571 \t 307 \t 1 \t 264 \t 1 \t -44\n", + "3 \t 307 \t 264 \t 1 \t 43 \t -1 \t 45\n", + "4 \t 264 \t 43 \t 6 \t 6 \t 2 \t -89\n", + "5 \t 43 \t 6 \t 7 \t 1 \t -3 \t 134\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 20 \t -893\n", + "\t\t\t\t\t -143 \t 6385\n", + "GCD(39203, 878) = 1, with coefficients -143 and 6385 such that 1 = (-143)*39203 + (6385)*878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 879 \t 44 \t 527 \t 1 \t 0\n", + "1 \t 879 \t 527 \t 1 \t 352 \t 0 \t 1\n", + "2 \t 527 \t 352 \t 1 \t 175 \t 1 \t -44\n", + "3 \t 352 \t 175 \t 2 \t 2 \t -1 \t 45\n", + "4 \t 175 \t 2 \t 87 \t 1 \t 2 \t -89\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -5 \t 223\n", + "\t\t\t\t\t 437 \t -19490\n", + "GCD(39203, 879) = 1, with coefficients 437 and -19490 such that 1 = (437)*39203 + (-19490)*879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 880 \t 44 \t 483 \t 1 \t 0\n", + "1 \t 880 \t 483 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 483 \t 397 \t 1 \t 86 \t 1 \t -44\n", + "3 \t 397 \t 86 \t 4 \t 53 \t -1 \t 45\n", + "4 \t 86 \t 53 \t 1 \t 33 \t 2 \t -89\n", + "5 \t 53 \t 33 \t 1 \t 20 \t -9 \t 401\n", + "6 \t 33 \t 20 \t 1 \t 13 \t 11 \t -490\n", + "7 \t 20 \t 13 \t 1 \t 7 \t -20 \t 891\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 31 \t -1381\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -51 \t 2272\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 82 \t -3653\n", + "\t\t\t\t\t -133 \t 5925\n", + "GCD(39203, 880) = 1, with coefficients -133 and 5925 such that 1 = (-133)*39203 + (5925)*880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 881 \t 44 \t 439 \t 1 \t 0\n", + "1 \t 881 \t 439 \t 2 \t 3 \t 0 \t 1\n", + "2 \t 439 \t 3 \t 146 \t 1 \t 1 \t -44\n", + "3 \t 3 \t 1 \t 3 \t 0 \t -2 \t 89\n", + "\t\t\t\t\t 293 \t -13038\n", + "GCD(39203, 881) = 1, with coefficients 293 and -13038 such that 1 = (293)*39203 + (-13038)*881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 882 \t 44 \t 395 \t 1 \t 0\n", + "1 \t 882 \t 395 \t 2 \t 92 \t 0 \t 1\n", + "2 \t 395 \t 92 \t 4 \t 27 \t 1 \t -44\n", + "3 \t 92 \t 27 \t 3 \t 11 \t -2 \t 89\n", + "4 \t 27 \t 11 \t 2 \t 5 \t 9 \t -400\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -29 \t 1289\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 67 \t -2978\n", + "\t\t\t\t\t -163 \t 7245\n", + "GCD(39203, 882) = 1, with coefficients -163 and 7245 such that 1 = (-163)*39203 + (7245)*882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 883 \t 44 \t 351 \t 1 \t 0\n", + "1 \t 883 \t 351 \t 2 \t 181 \t 0 \t 1\n", + "2 \t 351 \t 181 \t 1 \t 170 \t 1 \t -44\n", + "3 \t 181 \t 170 \t 1 \t 11 \t -2 \t 89\n", + "4 \t 170 \t 11 \t 15 \t 5 \t 3 \t -133\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -5 \t 222\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 78 \t -3463\n", + "\t\t\t\t\t -161 \t 7148\n", + "GCD(39203, 883) = 1, with coefficients -161 and 7148 such that 1 = (-161)*39203 + (7148)*883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 884 \t 44 \t 307 \t 1 \t 0\n", + "1 \t 884 \t 307 \t 2 \t 270 \t 0 \t 1\n", + "2 \t 307 \t 270 \t 1 \t 37 \t 1 \t -44\n", + "3 \t 270 \t 37 \t 7 \t 11 \t -2 \t 89\n", + "4 \t 37 \t 11 \t 3 \t 4 \t 3 \t -133\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -23 \t 1020\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 72 \t -3193\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 7406\n", + "\t\t\t\t\t 239 \t -10599\n", + "GCD(39203, 884) = 1, with coefficients 239 and -10599 such that 1 = (239)*39203 + (-10599)*884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 885 \t 44 \t 263 \t 1 \t 0\n", + "1 \t 885 \t 263 \t 3 \t 96 \t 0 \t 1\n", + "2 \t 263 \t 96 \t 2 \t 71 \t 1 \t -44\n", + "3 \t 96 \t 71 \t 1 \t 25 \t -3 \t 133\n", + "4 \t 71 \t 25 \t 2 \t 21 \t 7 \t -310\n", + "5 \t 25 \t 21 \t 1 \t 4 \t -10 \t 443\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 27 \t -1196\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -37 \t 1639\n", + "\t\t\t\t\t 212 \t -9391\n", + "GCD(39203, 885) = 1, with coefficients 212 and -9391 such that 1 = (212)*39203 + (-9391)*885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 886 \t 44 \t 219 \t 1 \t 0\n", + "1 \t 886 \t 219 \t 4 \t 10 \t 0 \t 1\n", + "2 \t 219 \t 10 \t 21 \t 9 \t 1 \t -44\n", + "3 \t 10 \t 9 \t 1 \t 1 \t -4 \t 177\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 85 \t -3761\n", + "\t\t\t\t\t -89 \t 3938\n", + "GCD(39203, 886) = 1, with coefficients -89 and 3938 such that 1 = (-89)*39203 + (3938)*886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 887 \t 44 \t 175 \t 1 \t 0\n", + "1 \t 887 \t 175 \t 5 \t 12 \t 0 \t 1\n", + "2 \t 175 \t 12 \t 14 \t 7 \t 1 \t -44\n", + "3 \t 12 \t 7 \t 1 \t 5 \t -5 \t 221\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 71 \t -3138\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -76 \t 3359\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 147 \t -6497\n", + "\t\t\t\t\t -370 \t 16353\n", + "GCD(39203, 887) = 1, with coefficients -370 and 16353 such that 1 = (-370)*39203 + (16353)*887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 888 \t 44 \t 131 \t 1 \t 0\n", + "1 \t 888 \t 131 \t 6 \t 102 \t 0 \t 1\n", + "2 \t 131 \t 102 \t 1 \t 29 \t 1 \t -44\n", + "3 \t 102 \t 29 \t 3 \t 15 \t -6 \t 265\n", + "4 \t 29 \t 15 \t 1 \t 14 \t 7 \t -309\n", + "5 \t 15 \t 14 \t 1 \t 1 \t -27 \t 1192\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 34 \t -1501\n", + "\t\t\t\t\t -61 \t 2693\n", + "GCD(39203, 888) = 1, with coefficients -61 and 2693 such that 1 = (-61)*39203 + (2693)*888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 889 \t 44 \t 87 \t 1 \t 0\n", + "1 \t 889 \t 87 \t 10 \t 19 \t 0 \t 1\n", + "2 \t 87 \t 19 \t 4 \t 11 \t 1 \t -44\n", + "3 \t 19 \t 11 \t 1 \t 8 \t -10 \t 441\n", + "4 \t 11 \t 8 \t 1 \t 3 \t 41 \t -1808\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -51 \t 2249\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 92 \t -4057\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -235 \t 10363\n", + "\t\t\t\t\t 327 \t -14420\n", + "GCD(39203, 889) = 1, with coefficients 327 and -14420 such that 1 = (327)*39203 + (-14420)*889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 890 \t 44 \t 43 \t 1 \t 0\n", + "1 \t 890 \t 43 \t 20 \t 30 \t 0 \t 1\n", + "2 \t 43 \t 30 \t 1 \t 13 \t 1 \t -44\n", + "3 \t 30 \t 13 \t 2 \t 4 \t -20 \t 881\n", + "4 \t 13 \t 4 \t 3 \t 1 \t 21 \t -925\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -62 \t 2731\n", + "\t\t\t\t\t 207 \t -9118\n", + "GCD(39203, 890) = 1, with coefficients 207 and -9118 such that 1 = (207)*39203 + (-9118)*890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 891 \t 43 \t 890 \t 1 \t 0\n", + "1 \t 891 \t 890 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 890 \t 1 \t 890 \t 0 \t 1 \t -43\n", + "\t\t\t\t\t -1 \t 44\n", + "GCD(39203, 891) = 1, with coefficients -1 and 44 such that 1 = (-1)*39203 + (44)*891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 892 \t 43 \t 847 \t 1 \t 0\n", + "1 \t 892 \t 847 \t 1 \t 45 \t 0 \t 1\n", + "2 \t 847 \t 45 \t 18 \t 37 \t 1 \t -43\n", + "3 \t 45 \t 37 \t 1 \t 8 \t -1 \t 44\n", + "4 \t 37 \t 8 \t 4 \t 5 \t 19 \t -835\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -20 \t 879\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 99 \t -4351\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -119 \t 5230\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 218 \t -9581\n", + "\t\t\t\t\t -337 \t 14811\n", + "GCD(39203, 892) = 1, with coefficients -337 and 14811 such that 1 = (-337)*39203 + (14811)*892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 893 \t 43 \t 804 \t 1 \t 0\n", + "1 \t 893 \t 804 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 804 \t 89 \t 9 \t 3 \t 1 \t -43\n", + "3 \t 89 \t 3 \t 29 \t 2 \t -1 \t 44\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 10 \t -439\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -291 \t 12775\n", + "\t\t\t\t\t 301 \t -13214\n", + "GCD(39203, 893) = 1, with coefficients 301 and -13214 such that 1 = (301)*39203 + (-13214)*893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 894 \t 43 \t 761 \t 1 \t 0\n", + "1 \t 894 \t 761 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 761 \t 133 \t 5 \t 96 \t 1 \t -43\n", + "3 \t 133 \t 96 \t 1 \t 37 \t -1 \t 44\n", + "4 \t 96 \t 37 \t 2 \t 22 \t 6 \t -263\n", + "5 \t 37 \t 22 \t 1 \t 15 \t -7 \t 307\n", + "6 \t 22 \t 15 \t 1 \t 7 \t 20 \t -877\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -27 \t 1184\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 47 \t -2061\n", + "\t\t\t\t\t -121 \t 5306\n", + "GCD(39203, 894) = 1, with coefficients -121 and 5306 such that 1 = (-121)*39203 + (5306)*894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 895 \t 43 \t 718 \t 1 \t 0\n", + "1 \t 895 \t 718 \t 1 \t 177 \t 0 \t 1\n", + "2 \t 718 \t 177 \t 4 \t 10 \t 1 \t -43\n", + "3 \t 177 \t 10 \t 17 \t 7 \t -1 \t 44\n", + "4 \t 10 \t 7 \t 1 \t 3 \t 5 \t -219\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -86 \t 3767\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 91 \t -3986\n", + "\t\t\t\t\t -268 \t 11739\n", + "GCD(39203, 895) = 1, with coefficients -268 and 11739 such that 1 = (-268)*39203 + (11739)*895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 896 \t 43 \t 675 \t 1 \t 0\n", + "1 \t 896 \t 675 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 675 \t 221 \t 3 \t 12 \t 1 \t -43\n", + "3 \t 221 \t 12 \t 18 \t 5 \t -1 \t 44\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 4 \t -175\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -73 \t 3194\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 150 \t -6563\n", + "\t\t\t\t\t -373 \t 16320\n", + "GCD(39203, 896) = 1, with coefficients -373 and 16320 such that 1 = (-373)*39203 + (16320)*896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 897 \t 43 \t 632 \t 1 \t 0\n", + "1 \t 897 \t 632 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 632 \t 265 \t 2 \t 102 \t 1 \t -43\n", + "3 \t 265 \t 102 \t 2 \t 61 \t -1 \t 44\n", + "4 \t 102 \t 61 \t 1 \t 41 \t 3 \t -131\n", + "5 \t 61 \t 41 \t 1 \t 20 \t -7 \t 306\n", + "6 \t 41 \t 20 \t 2 \t 1 \t 10 \t -437\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -17 \t 743\n", + "\t\t\t\t\t 44 \t -1923\n", + "GCD(39203, 897) = 1, with coefficients 44 and -1923 such that 1 = (44)*39203 + (-1923)*897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 898 \t 43 \t 589 \t 1 \t 0\n", + "1 \t 898 \t 589 \t 1 \t 309 \t 0 \t 1\n", + "2 \t 589 \t 309 \t 1 \t 280 \t 1 \t -43\n", + "3 \t 309 \t 280 \t 1 \t 29 \t -1 \t 44\n", + "4 \t 280 \t 29 \t 9 \t 19 \t 2 \t -87\n", + "5 \t 29 \t 19 \t 1 \t 10 \t -3 \t 131\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 29 \t -1266\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -32 \t 1397\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 61 \t -2663\n", + "\t\t\t\t\t -93 \t 4060\n", + "GCD(39203, 898) = 1, with coefficients -93 and 4060 such that 1 = (-93)*39203 + (4060)*898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 899 \t 43 \t 546 \t 1 \t 0\n", + "1 \t 899 \t 546 \t 1 \t 353 \t 0 \t 1\n", + "2 \t 546 \t 353 \t 1 \t 193 \t 1 \t -43\n", + "3 \t 353 \t 193 \t 1 \t 160 \t -1 \t 44\n", + "4 \t 193 \t 160 \t 1 \t 33 \t 2 \t -87\n", + "5 \t 160 \t 33 \t 4 \t 28 \t -3 \t 131\n", + "6 \t 33 \t 28 \t 1 \t 5 \t 5 \t -218\n", + "7 \t 28 \t 5 \t 5 \t 3 \t -23 \t 1003\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 28 \t -1221\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -163 \t 7108\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 191 \t -8329\n", + "\t\t\t\t\t -354 \t 15437\n", + "GCD(39203, 899) = 1, with coefficients -354 and 15437 such that 1 = (-354)*39203 + (15437)*899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 900 \t 43 \t 503 \t 1 \t 0\n", + "1 \t 900 \t 503 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 503 \t 397 \t 1 \t 106 \t 1 \t -43\n", + "3 \t 397 \t 106 \t 3 \t 79 \t -1 \t 44\n", + "4 \t 106 \t 79 \t 1 \t 27 \t 2 \t -87\n", + "5 \t 79 \t 27 \t 2 \t 25 \t -7 \t 305\n", + "6 \t 27 \t 25 \t 1 \t 2 \t 9 \t -392\n", + "7 \t 25 \t 2 \t 12 \t 1 \t -25 \t 1089\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 34 \t -1481\n", + "\t\t\t\t\t -433 \t 18861\n", + "GCD(39203, 900) = 1, with coefficients -433 and 18861 such that 1 = (-433)*39203 + (18861)*900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 901 \t 43 \t 460 \t 1 \t 0\n", + "1 \t 901 \t 460 \t 1 \t 441 \t 0 \t 1\n", + "2 \t 460 \t 441 \t 1 \t 19 \t 1 \t -43\n", + "3 \t 441 \t 19 \t 23 \t 4 \t -1 \t 44\n", + "4 \t 19 \t 4 \t 4 \t 3 \t 2 \t -87\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -47 \t 2045\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 190 \t -8267\n", + "\t\t\t\t\t -237 \t 10312\n", + "GCD(39203, 901) = 1, with coefficients -237 and 10312 such that 1 = (-237)*39203 + (10312)*901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 902 \t 43 \t 417 \t 1 \t 0\n", + "1 \t 902 \t 417 \t 2 \t 68 \t 0 \t 1\n", + "2 \t 417 \t 68 \t 6 \t 9 \t 1 \t -43\n", + "3 \t 68 \t 9 \t 7 \t 5 \t -2 \t 87\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 13 \t -565\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -93 \t 4042\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 106 \t -4607\n", + "\t\t\t\t\t -199 \t 8649\n", + "GCD(39203, 902) = 1, with coefficients -199 and 8649 such that 1 = (-199)*39203 + (8649)*902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 903 \t 43 \t 374 \t 1 \t 0\n", + "1 \t 903 \t 374 \t 2 \t 155 \t 0 \t 1\n", + "2 \t 374 \t 155 \t 2 \t 64 \t 1 \t -43\n", + "3 \t 155 \t 64 \t 2 \t 27 \t -2 \t 87\n", + "4 \t 64 \t 27 \t 2 \t 10 \t 5 \t -217\n", + "5 \t 27 \t 10 \t 2 \t 7 \t -12 \t 521\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 29 \t -1259\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -70 \t 3039\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 99 \t -4298\n", + "\t\t\t\t\t -268 \t 11635\n", + "GCD(39203, 903) = 1, with coefficients -268 and 11635 such that 1 = (-268)*39203 + (11635)*903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 904 \t 43 \t 331 \t 1 \t 0\n", + "1 \t 904 \t 331 \t 2 \t 242 \t 0 \t 1\n", + "2 \t 331 \t 242 \t 1 \t 89 \t 1 \t -43\n", + "3 \t 242 \t 89 \t 2 \t 64 \t -2 \t 87\n", + "4 \t 89 \t 64 \t 1 \t 25 \t 3 \t -130\n", + "5 \t 64 \t 25 \t 2 \t 14 \t -8 \t 347\n", + "6 \t 25 \t 14 \t 1 \t 11 \t 11 \t -477\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -30 \t 1301\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 41 \t -1778\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -71 \t 3079\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 254 \t -11015\n", + "\t\t\t\t\t -325 \t 14094\n", + "GCD(39203, 904) = 1, with coefficients -325 and 14094 such that 1 = (-325)*39203 + (14094)*904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 905 \t 43 \t 288 \t 1 \t 0\n", + "1 \t 905 \t 288 \t 3 \t 41 \t 0 \t 1\n", + "2 \t 288 \t 41 \t 7 \t 1 \t 1 \t -43\n", + "3 \t 41 \t 1 \t 41 \t 0 \t -3 \t 130\n", + "\t\t\t\t\t 22 \t -953\n", + "GCD(39203, 905) = 1, with coefficients 22 and -953 such that 1 = (22)*39203 + (-953)*905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 906 \t 43 \t 245 \t 1 \t 0\n", + "1 \t 906 \t 245 \t 3 \t 171 \t 0 \t 1\n", + "2 \t 245 \t 171 \t 1 \t 74 \t 1 \t -43\n", + "3 \t 171 \t 74 \t 2 \t 23 \t -3 \t 130\n", + "4 \t 74 \t 23 \t 3 \t 5 \t 4 \t -173\n", + "5 \t 23 \t 5 \t 4 \t 3 \t -11 \t 476\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 37 \t -1601\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -159 \t 6880\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 196 \t -8481\n", + "\t\t\t\t\t -355 \t 15361\n", + "GCD(39203, 906) = 1, with coefficients -355 and 15361 such that 1 = (-355)*39203 + (15361)*906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 907 \t 43 \t 202 \t 1 \t 0\n", + "1 \t 907 \t 202 \t 4 \t 99 \t 0 \t 1\n", + "2 \t 202 \t 99 \t 2 \t 4 \t 1 \t -43\n", + "3 \t 99 \t 4 \t 24 \t 3 \t -4 \t 173\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 9 \t -389\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -220 \t 9509\n", + "\t\t\t\t\t 229 \t -9898\n", + "GCD(39203, 907) = 1, with coefficients 229 and -9898 such that 1 = (229)*39203 + (-9898)*907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 908 \t 43 \t 159 \t 1 \t 0\n", + "1 \t 908 \t 159 \t 5 \t 113 \t 0 \t 1\n", + "2 \t 159 \t 113 \t 1 \t 46 \t 1 \t -43\n", + "3 \t 113 \t 46 \t 2 \t 21 \t -5 \t 216\n", + "4 \t 46 \t 21 \t 2 \t 4 \t 6 \t -259\n", + "5 \t 21 \t 4 \t 5 \t 1 \t -17 \t 734\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 40 \t -1727\n", + "\t\t\t\t\t -217 \t 9369\n", + "GCD(39203, 908) = 1, with coefficients -217 and 9369 such that 1 = (-217)*39203 + (9369)*908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 909 \t 43 \t 116 \t 1 \t 0\n", + "1 \t 909 \t 116 \t 7 \t 97 \t 0 \t 1\n", + "2 \t 116 \t 97 \t 1 \t 19 \t 1 \t -43\n", + "3 \t 97 \t 19 \t 5 \t 2 \t -7 \t 302\n", + "4 \t 19 \t 2 \t 9 \t 1 \t 8 \t -345\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -47 \t 2027\n", + "\t\t\t\t\t 431 \t -18588\n", + "GCD(39203, 909) = 1, with coefficients 431 and -18588 such that 1 = (431)*39203 + (-18588)*909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 910 \t 43 \t 73 \t 1 \t 0\n", + "1 \t 910 \t 73 \t 12 \t 34 \t 0 \t 1\n", + "2 \t 73 \t 34 \t 2 \t 5 \t 1 \t -43\n", + "3 \t 34 \t 5 \t 6 \t 4 \t -12 \t 517\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 25 \t -1077\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -162 \t 6979\n", + "\t\t\t\t\t 187 \t -8056\n", + "GCD(39203, 910) = 1, with coefficients 187 and -8056 such that 1 = (187)*39203 + (-8056)*910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 911 \t 43 \t 30 \t 1 \t 0\n", + "1 \t 911 \t 30 \t 30 \t 11 \t 0 \t 1\n", + "2 \t 30 \t 11 \t 2 \t 8 \t 1 \t -43\n", + "3 \t 11 \t 8 \t 1 \t 3 \t -30 \t 1291\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 61 \t -2625\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -91 \t 3916\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 243 \t -10457\n", + "\t\t\t\t\t -334 \t 14373\n", + "GCD(39203, 911) = 1, with coefficients -334 and 14373 such that 1 = (-334)*39203 + (14373)*911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 912 \t 42 \t 899 \t 1 \t 0\n", + "1 \t 912 \t 899 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 899 \t 13 \t 69 \t 2 \t 1 \t -42\n", + "3 \t 13 \t 2 \t 6 \t 1 \t -1 \t 43\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 70 \t -3009\n", + "\t\t\t\t\t -421 \t 18097\n", + "GCD(39203, 912) = 1, with coefficients -421 and 18097 such that 1 = (-421)*39203 + (18097)*912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 913 \t 42 \t 857 \t 1 \t 0\n", + "1 \t 913 \t 857 \t 1 \t 56 \t 0 \t 1\n", + "2 \t 857 \t 56 \t 15 \t 17 \t 1 \t -42\n", + "3 \t 56 \t 17 \t 3 \t 5 \t -1 \t 43\n", + "4 \t 17 \t 5 \t 3 \t 2 \t 16 \t -687\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -49 \t 2104\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 163 \t -6999\n", + "\t\t\t\t\t -375 \t 16102\n", + "GCD(39203, 913) = 1, with coefficients -375 and 16102 such that 1 = (-375)*39203 + (16102)*913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 914 \t 42 \t 815 \t 1 \t 0\n", + "1 \t 914 \t 815 \t 1 \t 99 \t 0 \t 1\n", + "2 \t 815 \t 99 \t 8 \t 23 \t 1 \t -42\n", + "3 \t 99 \t 23 \t 4 \t 7 \t -1 \t 43\n", + "4 \t 23 \t 7 \t 3 \t 2 \t 9 \t -386\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -37 \t 1587\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 120 \t -5147\n", + "\t\t\t\t\t -397 \t 17028\n", + "GCD(39203, 914) = 1, with coefficients -397 and 17028 such that 1 = (-397)*39203 + (17028)*914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 915 \t 42 \t 773 \t 1 \t 0\n", + "1 \t 915 \t 773 \t 1 \t 142 \t 0 \t 1\n", + "2 \t 773 \t 142 \t 5 \t 63 \t 1 \t -42\n", + "3 \t 142 \t 63 \t 2 \t 16 \t -1 \t 43\n", + "4 \t 63 \t 16 \t 3 \t 15 \t 6 \t -257\n", + "5 \t 16 \t 15 \t 1 \t 1 \t -13 \t 557\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 45 \t -1928\n", + "\t\t\t\t\t -58 \t 2485\n", + "GCD(39203, 915) = 1, with coefficients -58 and 2485 such that 1 = (-58)*39203 + (2485)*915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 916 \t 42 \t 731 \t 1 \t 0\n", + "1 \t 916 \t 731 \t 1 \t 185 \t 0 \t 1\n", + "2 \t 731 \t 185 \t 3 \t 176 \t 1 \t -42\n", + "3 \t 185 \t 176 \t 1 \t 9 \t -1 \t 43\n", + "4 \t 176 \t 9 \t 19 \t 5 \t 4 \t -171\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -5 \t 214\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 99 \t -4237\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -104 \t 4451\n", + "\t\t\t\t\t 203 \t -8688\n", + "GCD(39203, 916) = 1, with coefficients 203 and -8688 such that 1 = (203)*39203 + (-8688)*916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 917 \t 42 \t 689 \t 1 \t 0\n", + "1 \t 917 \t 689 \t 1 \t 228 \t 0 \t 1\n", + "2 \t 689 \t 228 \t 3 \t 5 \t 1 \t -42\n", + "3 \t 228 \t 5 \t 45 \t 3 \t -1 \t 43\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 4 \t -171\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -181 \t 7738\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 185 \t -7909\n", + "\t\t\t\t\t -366 \t 15647\n", + "GCD(39203, 917) = 1, with coefficients -366 and 15647 such that 1 = (-366)*39203 + (15647)*917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 918 \t 42 \t 647 \t 1 \t 0\n", + "1 \t 918 \t 647 \t 1 \t 271 \t 0 \t 1\n", + "2 \t 647 \t 271 \t 2 \t 105 \t 1 \t -42\n", + "3 \t 271 \t 105 \t 2 \t 61 \t -1 \t 43\n", + "4 \t 105 \t 61 \t 1 \t 44 \t 3 \t -128\n", + "5 \t 61 \t 44 \t 1 \t 17 \t -7 \t 299\n", + "6 \t 44 \t 17 \t 2 \t 10 \t 10 \t -427\n", + "7 \t 17 \t 10 \t 1 \t 7 \t -17 \t 726\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 44 \t -1879\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -61 \t 2605\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 105 \t -4484\n", + "\t\t\t\t\t -271 \t 11573\n", + "GCD(39203, 918) = 1, with coefficients -271 and 11573 such that 1 = (-271)*39203 + (11573)*918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 919 \t 42 \t 605 \t 1 \t 0\n", + "1 \t 919 \t 605 \t 1 \t 314 \t 0 \t 1\n", + "2 \t 605 \t 314 \t 1 \t 291 \t 1 \t -42\n", + "3 \t 314 \t 291 \t 1 \t 23 \t -1 \t 43\n", + "4 \t 291 \t 23 \t 12 \t 15 \t 2 \t -85\n", + "5 \t 23 \t 15 \t 1 \t 8 \t -3 \t 128\n", + "6 \t 15 \t 8 \t 1 \t 7 \t 38 \t -1621\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -41 \t 1749\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 79 \t -3370\n", + "\t\t\t\t\t -120 \t 5119\n", + "GCD(39203, 919) = 1, with coefficients -120 and 5119 such that 1 = (-120)*39203 + (5119)*919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 920 \t 42 \t 563 \t 1 \t 0\n", + "1 \t 920 \t 563 \t 1 \t 357 \t 0 \t 1\n", + "2 \t 563 \t 357 \t 1 \t 206 \t 1 \t -42\n", + "3 \t 357 \t 206 \t 1 \t 151 \t -1 \t 43\n", + "4 \t 206 \t 151 \t 1 \t 55 \t 2 \t -85\n", + "5 \t 151 \t 55 \t 2 \t 41 \t -3 \t 128\n", + "6 \t 55 \t 41 \t 1 \t 14 \t 5 \t -213\n", + "7 \t 41 \t 14 \t 2 \t 13 \t -13 \t 554\n", + "8 \t 14 \t 13 \t 1 \t 1 \t 18 \t -767\n", + "9 \t 13 \t 1 \t 13 \t 0 \t -49 \t 2088\n", + "\t\t\t\t\t 67 \t -2855\n", + "GCD(39203, 920) = 1, with coefficients 67 and -2855 such that 1 = (67)*39203 + (-2855)*920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 921 \t 42 \t 521 \t 1 \t 0\n", + "1 \t 921 \t 521 \t 1 \t 400 \t 0 \t 1\n", + "2 \t 521 \t 400 \t 1 \t 121 \t 1 \t -42\n", + "3 \t 400 \t 121 \t 3 \t 37 \t -1 \t 43\n", + "4 \t 121 \t 37 \t 3 \t 10 \t 2 \t -85\n", + "5 \t 37 \t 10 \t 3 \t 7 \t -7 \t 298\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 23 \t -979\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -76 \t 3235\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 99 \t -4214\n", + "\t\t\t\t\t -274 \t 11663\n", + "GCD(39203, 921) = 1, with coefficients -274 and 11663 such that 1 = (-274)*39203 + (11663)*921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 922 \t 42 \t 479 \t 1 \t 0\n", + "1 \t 922 \t 479 \t 1 \t 443 \t 0 \t 1\n", + "2 \t 479 \t 443 \t 1 \t 36 \t 1 \t -42\n", + "3 \t 443 \t 36 \t 12 \t 11 \t -1 \t 43\n", + "4 \t 36 \t 11 \t 3 \t 3 \t 2 \t -85\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -25 \t 1063\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 77 \t -3274\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -256 \t 10885\n", + "\t\t\t\t\t 333 \t -14159\n", + "GCD(39203, 922) = 1, with coefficients 333 and -14159 such that 1 = (333)*39203 + (-14159)*922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 923 \t 42 \t 437 \t 1 \t 0\n", + "1 \t 923 \t 437 \t 2 \t 49 \t 0 \t 1\n", + "2 \t 437 \t 49 \t 8 \t 45 \t 1 \t -42\n", + "3 \t 49 \t 45 \t 1 \t 4 \t -2 \t 85\n", + "4 \t 45 \t 4 \t 11 \t 1 \t 17 \t -722\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -19 \t 807\n", + "\t\t\t\t\t 226 \t -9599\n", + "GCD(39203, 923) = 1, with coefficients 226 and -9599 such that 1 = (226)*39203 + (-9599)*923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 924 \t 42 \t 395 \t 1 \t 0\n", + "1 \t 924 \t 395 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 395 \t 134 \t 2 \t 127 \t 1 \t -42\n", + "3 \t 134 \t 127 \t 1 \t 7 \t -2 \t 85\n", + "4 \t 127 \t 7 \t 18 \t 1 \t 5 \t -212\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -7 \t 297\n", + "\t\t\t\t\t 131 \t -5558\n", + "GCD(39203, 924) = 1, with coefficients 131 and -5558 such that 1 = (131)*39203 + (-5558)*924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 925 \t 42 \t 353 \t 1 \t 0\n", + "1 \t 925 \t 353 \t 2 \t 219 \t 0 \t 1\n", + "2 \t 353 \t 219 \t 1 \t 134 \t 1 \t -42\n", + "3 \t 219 \t 134 \t 1 \t 85 \t -2 \t 85\n", + "4 \t 134 \t 85 \t 1 \t 49 \t 3 \t -127\n", + "5 \t 85 \t 49 \t 1 \t 36 \t -5 \t 212\n", + "6 \t 49 \t 36 \t 1 \t 13 \t 8 \t -339\n", + "7 \t 36 \t 13 \t 2 \t 10 \t -13 \t 551\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 21 \t -890\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -55 \t 2331\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 76 \t -3221\n", + "\t\t\t\t\t -283 \t 11994\n", + "GCD(39203, 925) = 1, with coefficients -283 and 11994 such that 1 = (-283)*39203 + (11994)*925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 926 \t 42 \t 311 \t 1 \t 0\n", + "1 \t 926 \t 311 \t 2 \t 304 \t 0 \t 1\n", + "2 \t 311 \t 304 \t 1 \t 7 \t 1 \t -42\n", + "3 \t 304 \t 7 \t 43 \t 3 \t -2 \t 85\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 3 \t -127\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -131 \t 5546\n", + "\t\t\t\t\t 265 \t -11219\n", + "GCD(39203, 926) = 1, with coefficients 265 and -11219 such that 1 = (265)*39203 + (-11219)*926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 927 \t 42 \t 269 \t 1 \t 0\n", + "1 \t 927 \t 269 \t 3 \t 120 \t 0 \t 1\n", + "2 \t 269 \t 120 \t 2 \t 29 \t 1 \t -42\n", + "3 \t 120 \t 29 \t 4 \t 4 \t -3 \t 127\n", + "4 \t 29 \t 4 \t 7 \t 1 \t 7 \t -296\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -31 \t 1311\n", + "\t\t\t\t\t 224 \t -9473\n", + "GCD(39203, 927) = 1, with coefficients 224 and -9473 such that 1 = (224)*39203 + (-9473)*927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 928 \t 42 \t 227 \t 1 \t 0\n", + "1 \t 928 \t 227 \t 4 \t 20 \t 0 \t 1\n", + "2 \t 227 \t 20 \t 11 \t 7 \t 1 \t -42\n", + "3 \t 20 \t 7 \t 2 \t 6 \t -4 \t 169\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 45 \t -1901\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -94 \t 3971\n", + "\t\t\t\t\t 139 \t -5872\n", + "GCD(39203, 928) = 1, with coefficients 139 and -5872 such that 1 = (139)*39203 + (-5872)*928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 929 \t 42 \t 185 \t 1 \t 0\n", + "1 \t 929 \t 185 \t 5 \t 4 \t 0 \t 1\n", + "2 \t 185 \t 4 \t 46 \t 1 \t 1 \t -42\n", + "3 \t 4 \t 1 \t 4 \t 0 \t -5 \t 211\n", + "\t\t\t\t\t 231 \t -9748\n", + "GCD(39203, 929) = 1, with coefficients 231 and -9748 such that 1 = (231)*39203 + (-9748)*929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 930 \t 42 \t 143 \t 1 \t 0\n", + "1 \t 930 \t 143 \t 6 \t 72 \t 0 \t 1\n", + "2 \t 143 \t 72 \t 1 \t 71 \t 1 \t -42\n", + "3 \t 72 \t 71 \t 1 \t 1 \t -6 \t 253\n", + "4 \t 71 \t 1 \t 71 \t 0 \t 7 \t -295\n", + "\t\t\t\t\t -13 \t 548\n", + "GCD(39203, 930) = 1, with coefficients -13 and 548 such that 1 = (-13)*39203 + (548)*930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 931 \t 42 \t 101 \t 1 \t 0\n", + "1 \t 931 \t 101 \t 9 \t 22 \t 0 \t 1\n", + "2 \t 101 \t 22 \t 4 \t 13 \t 1 \t -42\n", + "3 \t 22 \t 13 \t 1 \t 9 \t -9 \t 379\n", + "4 \t 13 \t 9 \t 1 \t 4 \t 37 \t -1558\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -46 \t 1937\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 83 \t -3495\n", + "\t\t\t\t\t -212 \t 8927\n", + "GCD(39203, 931) = 1, with coefficients -212 and 8927 such that 1 = (-212)*39203 + (8927)*931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 932 \t 42 \t 59 \t 1 \t 0\n", + "1 \t 932 \t 59 \t 15 \t 47 \t 0 \t 1\n", + "2 \t 59 \t 47 \t 1 \t 12 \t 1 \t -42\n", + "3 \t 47 \t 12 \t 3 \t 11 \t -15 \t 631\n", + "4 \t 12 \t 11 \t 1 \t 1 \t 16 \t -673\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -63 \t 2650\n", + "\t\t\t\t\t 79 \t -3323\n", + "GCD(39203, 932) = 1, with coefficients 79 and -3323 such that 1 = (79)*39203 + (-3323)*932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 933 \t 42 \t 17 \t 1 \t 0\n", + "1 \t 933 \t 17 \t 54 \t 15 \t 0 \t 1\n", + "2 \t 17 \t 15 \t 1 \t 2 \t 1 \t -42\n", + "3 \t 15 \t 2 \t 7 \t 1 \t -54 \t 2269\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 55 \t -2311\n", + "\t\t\t\t\t -439 \t 18446\n", + "GCD(39203, 933) = 1, with coefficients -439 and 18446 such that 1 = (-439)*39203 + (18446)*933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 934 \t 41 \t 909 \t 1 \t 0\n", + "1 \t 934 \t 909 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 909 \t 25 \t 36 \t 9 \t 1 \t -41\n", + "3 \t 25 \t 9 \t 2 \t 7 \t -1 \t 42\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 37 \t -1553\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -75 \t 3148\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 112 \t -4701\n", + "\t\t\t\t\t -411 \t 17251\n", + "GCD(39203, 934) = 1, with coefficients -411 and 17251 such that 1 = (-411)*39203 + (17251)*934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 935 \t 41 \t 868 \t 1 \t 0\n", + "1 \t 935 \t 868 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 868 \t 67 \t 12 \t 64 \t 1 \t -41\n", + "3 \t 67 \t 64 \t 1 \t 3 \t -1 \t 42\n", + "4 \t 64 \t 3 \t 21 \t 1 \t 13 \t -545\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -14 \t 587\n", + "\t\t\t\t\t 307 \t -12872\n", + "GCD(39203, 935) = 1, with coefficients 307 and -12872 such that 1 = (307)*39203 + (-12872)*935\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 936 \t 41 \t 827 \t 1 \t 0\n", + "1 \t 936 \t 827 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 827 \t 109 \t 7 \t 64 \t 1 \t -41\n", + "3 \t 109 \t 64 \t 1 \t 45 \t -1 \t 42\n", + "4 \t 64 \t 45 \t 1 \t 19 \t 8 \t -335\n", + "5 \t 45 \t 19 \t 2 \t 7 \t -9 \t 377\n", + "6 \t 19 \t 7 \t 2 \t 5 \t 17 \t -712\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -43 \t 1801\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 103 \t -4314\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -146 \t 6115\n", + "\t\t\t\t\t 395 \t -16544\n", + "GCD(39203, 936) = 1, with coefficients 395 and -16544 such that 1 = (395)*39203 + (-16544)*936\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 937 \t 41 \t 786 \t 1 \t 0\n", + "1 \t 937 \t 786 \t 1 \t 151 \t 0 \t 1\n", + "2 \t 786 \t 151 \t 5 \t 31 \t 1 \t -41\n", + "3 \t 151 \t 31 \t 4 \t 27 \t -1 \t 42\n", + "4 \t 31 \t 27 \t 1 \t 4 \t 6 \t -251\n", + "5 \t 27 \t 4 \t 6 \t 3 \t -25 \t 1046\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 31 \t -1297\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -211 \t 8828\n", + "\t\t\t\t\t 242 \t -10125\n", + "GCD(39203, 937) = 1, with coefficients 242 and -10125 such that 1 = (242)*39203 + (-10125)*937\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 938 \t 41 \t 745 \t 1 \t 0\n", + "1 \t 938 \t 745 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 745 \t 193 \t 3 \t 166 \t 1 \t -41\n", + "3 \t 193 \t 166 \t 1 \t 27 \t -1 \t 42\n", + "4 \t 166 \t 27 \t 6 \t 4 \t 4 \t -167\n", + "5 \t 27 \t 4 \t 6 \t 3 \t -5 \t 209\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 34 \t -1421\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -209 \t 8735\n", + "\t\t\t\t\t 243 \t -10156\n", + "GCD(39203, 938) = 1, with coefficients 243 and -10156 such that 1 = (243)*39203 + (-10156)*938\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 939 \t 41 \t 704 \t 1 \t 0\n", + "1 \t 939 \t 704 \t 1 \t 235 \t 0 \t 1\n", + "2 \t 704 \t 235 \t 2 \t 234 \t 1 \t -41\n", + "3 \t 235 \t 234 \t 1 \t 1 \t -1 \t 42\n", + "4 \t 234 \t 1 \t 234 \t 0 \t 3 \t -125\n", + "\t\t\t\t\t -4 \t 167\n", + "GCD(39203, 939) = 1, with coefficients -4 and 167 such that 1 = (-4)*39203 + (167)*939\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 940 \t 41 \t 663 \t 1 \t 0\n", + "1 \t 940 \t 663 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 663 \t 277 \t 2 \t 109 \t 1 \t -41\n", + "3 \t 277 \t 109 \t 2 \t 59 \t -1 \t 42\n", + "4 \t 109 \t 59 \t 1 \t 50 \t 3 \t -125\n", + "5 \t 59 \t 50 \t 1 \t 9 \t -7 \t 292\n", + "6 \t 50 \t 9 \t 5 \t 5 \t 10 \t -417\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -17 \t 709\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 95 \t -3962\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -112 \t 4671\n", + "\t\t\t\t\t 207 \t -8633\n", + "GCD(39203, 940) = 1, with coefficients 207 and -8633 such that 1 = (207)*39203 + (-8633)*940\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 941 \t 41 \t 622 \t 1 \t 0\n", + "1 \t 941 \t 622 \t 1 \t 319 \t 0 \t 1\n", + "2 \t 622 \t 319 \t 1 \t 303 \t 1 \t -41\n", + "3 \t 319 \t 303 \t 1 \t 16 \t -1 \t 42\n", + "4 \t 303 \t 16 \t 18 \t 15 \t 2 \t -83\n", + "5 \t 16 \t 15 \t 1 \t 1 \t -3 \t 125\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 56 \t -2333\n", + "\t\t\t\t\t -59 \t 2458\n", + "GCD(39203, 941) = 1, with coefficients -59 and 2458 such that 1 = (-59)*39203 + (2458)*941\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 942 \t 41 \t 581 \t 1 \t 0\n", + "1 \t 942 \t 581 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 581 \t 361 \t 1 \t 220 \t 1 \t -41\n", + "3 \t 361 \t 220 \t 1 \t 141 \t -1 \t 42\n", + "4 \t 220 \t 141 \t 1 \t 79 \t 2 \t -83\n", + "5 \t 141 \t 79 \t 1 \t 62 \t -3 \t 125\n", + "6 \t 79 \t 62 \t 1 \t 17 \t 5 \t -208\n", + "7 \t 62 \t 17 \t 3 \t 11 \t -8 \t 333\n", + "8 \t 17 \t 11 \t 1 \t 6 \t 13 \t -541\n", + "9 \t 11 \t 6 \t 1 \t 5 \t -47 \t 1956\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 60 \t -2497\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -107 \t 4453\n", + "\t\t\t\t\t 167 \t -6950\n", + "GCD(39203, 942) = 1, with coefficients 167 and -6950 such that 1 = (167)*39203 + (-6950)*942\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 943 \t 41 \t 540 \t 1 \t 0\n", + "1 \t 943 \t 540 \t 1 \t 403 \t 0 \t 1\n", + "2 \t 540 \t 403 \t 1 \t 137 \t 1 \t -41\n", + "3 \t 403 \t 137 \t 2 \t 129 \t -1 \t 42\n", + "4 \t 137 \t 129 \t 1 \t 8 \t 2 \t -83\n", + "5 \t 129 \t 8 \t 16 \t 1 \t -5 \t 208\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 7 \t -291\n", + "\t\t\t\t\t -117 \t 4864\n", + "GCD(39203, 943) = 1, with coefficients -117 and 4864 such that 1 = (-117)*39203 + (4864)*943\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 944 \t 41 \t 499 \t 1 \t 0\n", + "1 \t 944 \t 499 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 499 \t 445 \t 1 \t 54 \t 1 \t -41\n", + "3 \t 445 \t 54 \t 8 \t 13 \t -1 \t 42\n", + "4 \t 54 \t 13 \t 4 \t 2 \t 2 \t -83\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -17 \t 706\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 70 \t -2907\n", + "\t\t\t\t\t -437 \t 18148\n", + "GCD(39203, 944) = 1, with coefficients -437 and 18148 such that 1 = (-437)*39203 + (18148)*944\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 945 \t 41 \t 458 \t 1 \t 0\n", + "1 \t 945 \t 458 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 458 \t 29 \t 15 \t 23 \t 1 \t -41\n", + "3 \t 29 \t 23 \t 1 \t 6 \t -2 \t 83\n", + "4 \t 23 \t 6 \t 3 \t 5 \t 31 \t -1286\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -33 \t 1369\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 130 \t -5393\n", + "\t\t\t\t\t -163 \t 6762\n", + "GCD(39203, 945) = 1, with coefficients -163 and 6762 such that 1 = (-163)*39203 + (6762)*945\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 946 \t 41 \t 417 \t 1 \t 0\n", + "1 \t 946 \t 417 \t 2 \t 112 \t 0 \t 1\n", + "2 \t 417 \t 112 \t 3 \t 81 \t 1 \t -41\n", + "3 \t 112 \t 81 \t 1 \t 31 \t -2 \t 83\n", + "4 \t 81 \t 31 \t 2 \t 19 \t 7 \t -290\n", + "5 \t 31 \t 19 \t 1 \t 12 \t -9 \t 373\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 25 \t -1036\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -34 \t 1409\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 59 \t -2445\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -93 \t 3854\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 152 \t -6299\n", + "\t\t\t\t\t -397 \t 16452\n", + "GCD(39203, 946) = 1, with coefficients -397 and 16452 such that 1 = (-397)*39203 + (16452)*946\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 947 \t 41 \t 376 \t 1 \t 0\n", + "1 \t 947 \t 376 \t 2 \t 195 \t 0 \t 1\n", + "2 \t 376 \t 195 \t 1 \t 181 \t 1 \t -41\n", + "3 \t 195 \t 181 \t 1 \t 14 \t -2 \t 83\n", + "4 \t 181 \t 14 \t 12 \t 13 \t 3 \t -124\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -5 \t 207\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 63 \t -2608\n", + "\t\t\t\t\t -68 \t 2815\n", + "GCD(39203, 947) = 1, with coefficients -68 and 2815 such that 1 = (-68)*39203 + (2815)*947\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 948 \t 41 \t 335 \t 1 \t 0\n", + "1 \t 948 \t 335 \t 2 \t 278 \t 0 \t 1\n", + "2 \t 335 \t 278 \t 1 \t 57 \t 1 \t -41\n", + "3 \t 278 \t 57 \t 4 \t 50 \t -2 \t 83\n", + "4 \t 57 \t 50 \t 1 \t 7 \t 3 \t -124\n", + "5 \t 50 \t 7 \t 7 \t 1 \t -14 \t 579\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 17 \t -703\n", + "\t\t\t\t\t -133 \t 5500\n", + "GCD(39203, 948) = 1, with coefficients -133 and 5500 such that 1 = (-133)*39203 + (5500)*948\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 949 \t 41 \t 294 \t 1 \t 0\n", + "1 \t 949 \t 294 \t 3 \t 67 \t 0 \t 1\n", + "2 \t 294 \t 67 \t 4 \t 26 \t 1 \t -41\n", + "3 \t 67 \t 26 \t 2 \t 15 \t -3 \t 124\n", + "4 \t 26 \t 15 \t 1 \t 11 \t 13 \t -537\n", + "5 \t 15 \t 11 \t 1 \t 4 \t -29 \t 1198\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 42 \t -1735\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -71 \t 2933\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 184 \t -7601\n", + "\t\t\t\t\t -255 \t 10534\n", + "GCD(39203, 949) = 1, with coefficients -255 and 10534 such that 1 = (-255)*39203 + (10534)*949\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 950 \t 41 \t 253 \t 1 \t 0\n", + "1 \t 950 \t 253 \t 3 \t 191 \t 0 \t 1\n", + "2 \t 253 \t 191 \t 1 \t 62 \t 1 \t -41\n", + "3 \t 191 \t 62 \t 3 \t 5 \t -3 \t 124\n", + "4 \t 62 \t 5 \t 12 \t 2 \t 4 \t -165\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -15 \t 619\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 184 \t -7593\n", + "\t\t\t\t\t -383 \t 15805\n", + "GCD(39203, 950) = 1, with coefficients -383 and 15805 such that 1 = (-383)*39203 + (15805)*950\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 951 \t 41 \t 212 \t 1 \t 0\n", + "1 \t 951 \t 212 \t 4 \t 103 \t 0 \t 1\n", + "2 \t 212 \t 103 \t 2 \t 6 \t 1 \t -41\n", + "3 \t 103 \t 6 \t 17 \t 1 \t -4 \t 165\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 9 \t -371\n", + "\t\t\t\t\t -157 \t 6472\n", + "GCD(39203, 951) = 1, with coefficients -157 and 6472 such that 1 = (-157)*39203 + (6472)*951\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 952 \t 41 \t 171 \t 1 \t 0\n", + "1 \t 952 \t 171 \t 5 \t 97 \t 0 \t 1\n", + "2 \t 171 \t 97 \t 1 \t 74 \t 1 \t -41\n", + "3 \t 97 \t 74 \t 1 \t 23 \t -5 \t 206\n", + "4 \t 74 \t 23 \t 3 \t 5 \t 6 \t -247\n", + "5 \t 23 \t 5 \t 4 \t 3 \t -11 \t 453\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 39 \t -1606\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -167 \t 6877\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 206 \t -8483\n", + "\t\t\t\t\t -373 \t 15360\n", + "GCD(39203, 952) = 1, with coefficients -373 and 15360 such that 1 = (-373)*39203 + (15360)*952\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 953 \t 41 \t 130 \t 1 \t 0\n", + "1 \t 953 \t 130 \t 7 \t 43 \t 0 \t 1\n", + "2 \t 130 \t 43 \t 3 \t 1 \t 1 \t -41\n", + "3 \t 43 \t 1 \t 43 \t 0 \t -7 \t 288\n", + "\t\t\t\t\t 22 \t -905\n", + "GCD(39203, 953) = 1, with coefficients 22 and -905 such that 1 = (22)*39203 + (-905)*953\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 954 \t 41 \t 89 \t 1 \t 0\n", + "1 \t 954 \t 89 \t 10 \t 64 \t 0 \t 1\n", + "2 \t 89 \t 64 \t 1 \t 25 \t 1 \t -41\n", + "3 \t 64 \t 25 \t 2 \t 14 \t -10 \t 411\n", + "4 \t 25 \t 14 \t 1 \t 11 \t 11 \t -452\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -32 \t 1315\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 43 \t -1767\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -75 \t 3082\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 268 \t -11013\n", + "\t\t\t\t\t -343 \t 14095\n", + "GCD(39203, 954) = 1, with coefficients -343 and 14095 such that 1 = (-343)*39203 + (14095)*954\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 955 \t 41 \t 48 \t 1 \t 0\n", + "1 \t 955 \t 48 \t 19 \t 43 \t 0 \t 1\n", + "2 \t 48 \t 43 \t 1 \t 5 \t 1 \t -41\n", + "3 \t 43 \t 5 \t 8 \t 3 \t -19 \t 780\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 20 \t -821\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -179 \t 7348\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 199 \t -8169\n", + "\t\t\t\t\t -378 \t 15517\n", + "GCD(39203, 955) = 1, with coefficients -378 and 15517 such that 1 = (-378)*39203 + (15517)*955\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 956 \t 41 \t 7 \t 1 \t 0\n", + "1 \t 956 \t 7 \t 136 \t 4 \t 0 \t 1\n", + "2 \t 7 \t 4 \t 1 \t 3 \t 1 \t -41\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -136 \t 5577\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 137 \t -5618\n", + "\t\t\t\t\t -273 \t 11195\n", + "GCD(39203, 956) = 1, with coefficients -273 and 11195 such that 1 = (-273)*39203 + (11195)*956\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 957 \t 40 \t 923 \t 1 \t 0\n", + "1 \t 957 \t 923 \t 1 \t 34 \t 0 \t 1\n", + "2 \t 923 \t 34 \t 27 \t 5 \t 1 \t -40\n", + "3 \t 34 \t 5 \t 6 \t 4 \t -1 \t 41\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 28 \t -1147\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -169 \t 6923\n", + "\t\t\t\t\t 197 \t -8070\n", + "GCD(39203, 957) = 1, with coefficients 197 and -8070 such that 1 = (197)*39203 + (-8070)*957\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 958 \t 40 \t 883 \t 1 \t 0\n", + "1 \t 958 \t 883 \t 1 \t 75 \t 0 \t 1\n", + "2 \t 883 \t 75 \t 11 \t 58 \t 1 \t -40\n", + "3 \t 75 \t 58 \t 1 \t 17 \t -1 \t 41\n", + "4 \t 58 \t 17 \t 3 \t 7 \t 12 \t -491\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -13 \t 532\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 51 \t -2087\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -115 \t 4706\n", + "\t\t\t\t\t 281 \t -11499\n", + "GCD(39203, 958) = 1, with coefficients 281 and -11499 such that 1 = (281)*39203 + (-11499)*958\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 959 \t 40 \t 843 \t 1 \t 0\n", + "1 \t 959 \t 843 \t 1 \t 116 \t 0 \t 1\n", + "2 \t 843 \t 116 \t 7 \t 31 \t 1 \t -40\n", + "3 \t 116 \t 31 \t 3 \t 23 \t -1 \t 41\n", + "4 \t 31 \t 23 \t 1 \t 8 \t 8 \t -327\n", + "5 \t 23 \t 8 \t 2 \t 7 \t -25 \t 1022\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 33 \t -1349\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -91 \t 3720\n", + "\t\t\t\t\t 124 \t -5069\n", + "GCD(39203, 959) = 1, with coefficients 124 and -5069 such that 1 = (124)*39203 + (-5069)*959\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 960 \t 40 \t 803 \t 1 \t 0\n", + "1 \t 960 \t 803 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 803 \t 157 \t 5 \t 18 \t 1 \t -40\n", + "3 \t 157 \t 18 \t 8 \t 13 \t -1 \t 41\n", + "4 \t 18 \t 13 \t 1 \t 5 \t 6 \t -245\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -49 \t 2001\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 55 \t -2246\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -159 \t 6493\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 214 \t -8739\n", + "\t\t\t\t\t -373 \t 15232\n", + "GCD(39203, 960) = 1, with coefficients -373 and 15232 such that 1 = (-373)*39203 + (15232)*960\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 961 \t 40 \t 763 \t 1 \t 0\n", + "1 \t 961 \t 763 \t 1 \t 198 \t 0 \t 1\n", + "2 \t 763 \t 198 \t 3 \t 169 \t 1 \t -40\n", + "3 \t 198 \t 169 \t 1 \t 29 \t -1 \t 41\n", + "4 \t 169 \t 29 \t 5 \t 24 \t 4 \t -163\n", + "5 \t 29 \t 24 \t 1 \t 5 \t -5 \t 204\n", + "6 \t 24 \t 5 \t 4 \t 4 \t 29 \t -1183\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -34 \t 1387\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 165 \t -6731\n", + "\t\t\t\t\t -199 \t 8118\n", + "GCD(39203, 961) = 1, with coefficients -199 and 8118 such that 1 = (-199)*39203 + (8118)*961\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 962 \t 40 \t 723 \t 1 \t 0\n", + "1 \t 962 \t 723 \t 1 \t 239 \t 0 \t 1\n", + "2 \t 723 \t 239 \t 3 \t 6 \t 1 \t -40\n", + "3 \t 239 \t 6 \t 39 \t 5 \t -1 \t 41\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 4 \t -163\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -157 \t 6398\n", + "\t\t\t\t\t 161 \t -6561\n", + "GCD(39203, 962) = 1, with coefficients 161 and -6561 such that 1 = (161)*39203 + (-6561)*962\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 963 \t 40 \t 683 \t 1 \t 0\n", + "1 \t 963 \t 683 \t 1 \t 280 \t 0 \t 1\n", + "2 \t 683 \t 280 \t 2 \t 123 \t 1 \t -40\n", + "3 \t 280 \t 123 \t 2 \t 34 \t -1 \t 41\n", + "4 \t 123 \t 34 \t 3 \t 21 \t 3 \t -122\n", + "5 \t 34 \t 21 \t 1 \t 13 \t -7 \t 285\n", + "6 \t 21 \t 13 \t 1 \t 8 \t 24 \t -977\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -31 \t 1262\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 55 \t -2239\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -86 \t 3501\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 141 \t -5740\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -227 \t 9241\n", + "\t\t\t\t\t 368 \t -14981\n", + "GCD(39203, 963) = 1, with coefficients 368 and -14981 such that 1 = (368)*39203 + (-14981)*963\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 964 \t 40 \t 643 \t 1 \t 0\n", + "1 \t 964 \t 643 \t 1 \t 321 \t 0 \t 1\n", + "2 \t 643 \t 321 \t 2 \t 1 \t 1 \t -40\n", + "3 \t 321 \t 1 \t 321 \t 0 \t -1 \t 41\n", + "\t\t\t\t\t 3 \t -122\n", + "GCD(39203, 964) = 1, with coefficients 3 and -122 such that 1 = (3)*39203 + (-122)*964\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 965 \t 40 \t 603 \t 1 \t 0\n", + "1 \t 965 \t 603 \t 1 \t 362 \t 0 \t 1\n", + "2 \t 603 \t 362 \t 1 \t 241 \t 1 \t -40\n", + "3 \t 362 \t 241 \t 1 \t 121 \t -1 \t 41\n", + "4 \t 241 \t 121 \t 1 \t 120 \t 2 \t -81\n", + "5 \t 121 \t 120 \t 1 \t 1 \t -3 \t 122\n", + "6 \t 120 \t 1 \t 120 \t 0 \t 5 \t -203\n", + "\t\t\t\t\t -8 \t 325\n", + "GCD(39203, 965) = 1, with coefficients -8 and 325 such that 1 = (-8)*39203 + (325)*965\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 966 \t 40 \t 563 \t 1 \t 0\n", + "1 \t 966 \t 563 \t 1 \t 403 \t 0 \t 1\n", + "2 \t 563 \t 403 \t 1 \t 160 \t 1 \t -40\n", + "3 \t 403 \t 160 \t 2 \t 83 \t -1 \t 41\n", + "4 \t 160 \t 83 \t 1 \t 77 \t 2 \t -81\n", + "5 \t 83 \t 77 \t 1 \t 6 \t -5 \t 203\n", + "6 \t 77 \t 6 \t 12 \t 5 \t 7 \t -284\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -12 \t 487\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 151 \t -6128\n", + "\t\t\t\t\t -163 \t 6615\n", + "GCD(39203, 966) = 1, with coefficients -163 and 6615 such that 1 = (-163)*39203 + (6615)*966\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 967 \t 40 \t 523 \t 1 \t 0\n", + "1 \t 967 \t 523 \t 1 \t 444 \t 0 \t 1\n", + "2 \t 523 \t 444 \t 1 \t 79 \t 1 \t -40\n", + "3 \t 444 \t 79 \t 5 \t 49 \t -1 \t 41\n", + "4 \t 79 \t 49 \t 1 \t 30 \t 2 \t -81\n", + "5 \t 49 \t 30 \t 1 \t 19 \t -11 \t 446\n", + "6 \t 30 \t 19 \t 1 \t 11 \t 13 \t -527\n", + "7 \t 19 \t 11 \t 1 \t 8 \t -24 \t 973\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 37 \t -1500\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -61 \t 2473\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 98 \t -3973\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -257 \t 10419\n", + "\t\t\t\t\t 355 \t -14392\n", + "GCD(39203, 967) = 1, with coefficients 355 and -14392 such that 1 = (355)*39203 + (-14392)*967\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 968 \t 40 \t 483 \t 1 \t 0\n", + "1 \t 968 \t 483 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 483 \t 2 \t 241 \t 1 \t 1 \t -40\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 81\n", + "\t\t\t\t\t 483 \t -19561\n", + "GCD(39203, 968) = 1, with coefficients 483 and -19561 such that 1 = (483)*39203 + (-19561)*968\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 969 \t 40 \t 443 \t 1 \t 0\n", + "1 \t 969 \t 443 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 443 \t 83 \t 5 \t 28 \t 1 \t -40\n", + "3 \t 83 \t 28 \t 2 \t 27 \t -2 \t 81\n", + "4 \t 28 \t 27 \t 1 \t 1 \t 11 \t -445\n", + "5 \t 27 \t 1 \t 27 \t 0 \t -24 \t 971\n", + "\t\t\t\t\t 35 \t -1416\n", + "GCD(39203, 969) = 1, with coefficients 35 and -1416 such that 1 = (35)*39203 + (-1416)*969\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 970 \t 40 \t 403 \t 1 \t 0\n", + "1 \t 970 \t 403 \t 2 \t 164 \t 0 \t 1\n", + "2 \t 403 \t 164 \t 2 \t 75 \t 1 \t -40\n", + "3 \t 164 \t 75 \t 2 \t 14 \t -2 \t 81\n", + "4 \t 75 \t 14 \t 5 \t 5 \t 5 \t -202\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -12 \t 485\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 65 \t -2627\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -142 \t 5739\n", + "\t\t\t\t\t 207 \t -8366\n", + "GCD(39203, 970) = 1, with coefficients 207 and -8366 such that 1 = (207)*39203 + (-8366)*970\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 971 \t 40 \t 363 \t 1 \t 0\n", + "1 \t 971 \t 363 \t 2 \t 245 \t 0 \t 1\n", + "2 \t 363 \t 245 \t 1 \t 118 \t 1 \t -40\n", + "3 \t 245 \t 118 \t 2 \t 9 \t -2 \t 81\n", + "4 \t 118 \t 9 \t 13 \t 1 \t 3 \t -121\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -8 \t 323\n", + "\t\t\t\t\t 107 \t -4320\n", + "GCD(39203, 971) = 1, with coefficients 107 and -4320 such that 1 = (107)*39203 + (-4320)*971\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 972 \t 40 \t 323 \t 1 \t 0\n", + "1 \t 972 \t 323 \t 3 \t 3 \t 0 \t 1\n", + "2 \t 323 \t 3 \t 107 \t 2 \t 1 \t -40\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -3 \t 121\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 322 \t -12987\n", + "\t\t\t\t\t -325 \t 13108\n", + "GCD(39203, 972) = 1, with coefficients -325 and 13108 such that 1 = (-325)*39203 + (13108)*972\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 973 \t 40 \t 283 \t 1 \t 0\n", + "1 \t 973 \t 283 \t 3 \t 124 \t 0 \t 1\n", + "2 \t 283 \t 124 \t 2 \t 35 \t 1 \t -40\n", + "3 \t 124 \t 35 \t 3 \t 19 \t -3 \t 121\n", + "4 \t 35 \t 19 \t 1 \t 16 \t 7 \t -282\n", + "5 \t 19 \t 16 \t 1 \t 3 \t -24 \t 967\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 31 \t -1249\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -55 \t 2216\n", + "\t\t\t\t\t 306 \t -12329\n", + "GCD(39203, 973) = 1, with coefficients 306 and -12329 such that 1 = (306)*39203 + (-12329)*973\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 974 \t 40 \t 243 \t 1 \t 0\n", + "1 \t 974 \t 243 \t 4 \t 2 \t 0 \t 1\n", + "2 \t 243 \t 2 \t 121 \t 1 \t 1 \t -40\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -4 \t 161\n", + "\t\t\t\t\t 485 \t -19521\n", + "GCD(39203, 974) = 1, with coefficients 485 and -19521 such that 1 = (485)*39203 + (-19521)*974\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 975 \t 40 \t 203 \t 1 \t 0\n", + "1 \t 975 \t 203 \t 4 \t 163 \t 0 \t 1\n", + "2 \t 203 \t 163 \t 1 \t 40 \t 1 \t -40\n", + "3 \t 163 \t 40 \t 4 \t 3 \t -4 \t 161\n", + "4 \t 40 \t 3 \t 13 \t 1 \t 5 \t -201\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -24 \t 965\n", + "\t\t\t\t\t 317 \t -12746\n", + "GCD(39203, 975) = 1, with coefficients 317 and -12746 such that 1 = (317)*39203 + (-12746)*975\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 976 \t 40 \t 163 \t 1 \t 0\n", + "1 \t 976 \t 163 \t 5 \t 161 \t 0 \t 1\n", + "2 \t 163 \t 161 \t 1 \t 2 \t 1 \t -40\n", + "3 \t 161 \t 2 \t 80 \t 1 \t -5 \t 201\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 6 \t -241\n", + "\t\t\t\t\t -485 \t 19481\n", + "GCD(39203, 976) = 1, with coefficients -485 and 19481 such that 1 = (-485)*39203 + (19481)*976\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 977 \t 40 \t 123 \t 1 \t 0\n", + "1 \t 977 \t 123 \t 7 \t 116 \t 0 \t 1\n", + "2 \t 123 \t 116 \t 1 \t 7 \t 1 \t -40\n", + "3 \t 116 \t 7 \t 16 \t 4 \t -7 \t 281\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 8 \t -321\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -135 \t 5417\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 143 \t -5738\n", + "\t\t\t\t\t -278 \t 11155\n", + "GCD(39203, 977) = 1, with coefficients -278 and 11155 such that 1 = (-278)*39203 + (11155)*977\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 978 \t 40 \t 83 \t 1 \t 0\n", + "1 \t 978 \t 83 \t 11 \t 65 \t 0 \t 1\n", + "2 \t 83 \t 65 \t 1 \t 18 \t 1 \t -40\n", + "3 \t 65 \t 18 \t 3 \t 11 \t -11 \t 441\n", + "4 \t 18 \t 11 \t 1 \t 7 \t 12 \t -481\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -47 \t 1884\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 59 \t -2365\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -106 \t 4249\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 165 \t -6614\n", + "\t\t\t\t\t -271 \t 10863\n", + "GCD(39203, 978) = 1, with coefficients -271 and 10863 such that 1 = (-271)*39203 + (10863)*978\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 979 \t 40 \t 43 \t 1 \t 0\n", + "1 \t 979 \t 43 \t 22 \t 33 \t 0 \t 1\n", + "2 \t 43 \t 33 \t 1 \t 10 \t 1 \t -40\n", + "3 \t 33 \t 10 \t 3 \t 3 \t -22 \t 881\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 23 \t -921\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -91 \t 3644\n", + "\t\t\t\t\t 296 \t -11853\n", + "GCD(39203, 979) = 1, with coefficients 296 and -11853 such that 1 = (296)*39203 + (-11853)*979\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 980 \t 40 \t 3 \t 1 \t 0\n", + "1 \t 980 \t 3 \t 326 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -40\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -326 \t 13041\n", + "\t\t\t\t\t 327 \t -13081\n", + "GCD(39203, 980) = 1, with coefficients 327 and -13081 such that 1 = (327)*39203 + (-13081)*980\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 981 \t 39 \t 944 \t 1 \t 0\n", + "1 \t 981 \t 944 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 944 \t 37 \t 25 \t 19 \t 1 \t -39\n", + "3 \t 37 \t 19 \t 1 \t 18 \t -1 \t 40\n", + "4 \t 19 \t 18 \t 1 \t 1 \t 26 \t -1039\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -27 \t 1079\n", + "\t\t\t\t\t 53 \t -2118\n", + "GCD(39203, 981) = 1, with coefficients 53 and -2118 such that 1 = (53)*39203 + (-2118)*981\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 982 \t 39 \t 905 \t 1 \t 0\n", + "1 \t 982 \t 905 \t 1 \t 77 \t 0 \t 1\n", + "2 \t 905 \t 77 \t 11 \t 58 \t 1 \t -39\n", + "3 \t 77 \t 58 \t 1 \t 19 \t -1 \t 40\n", + "4 \t 58 \t 19 \t 3 \t 1 \t 12 \t -479\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -13 \t 519\n", + "\t\t\t\t\t 51 \t -2036\n", + "GCD(39203, 982) = 1, with coefficients 51 and -2036 such that 1 = (51)*39203 + (-2036)*982\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 983 \t 39 \t 866 \t 1 \t 0\n", + "1 \t 983 \t 866 \t 1 \t 117 \t 0 \t 1\n", + "2 \t 866 \t 117 \t 7 \t 47 \t 1 \t -39\n", + "3 \t 117 \t 47 \t 2 \t 23 \t -1 \t 40\n", + "4 \t 47 \t 23 \t 2 \t 1 \t 8 \t -319\n", + "5 \t 23 \t 1 \t 23 \t 0 \t -17 \t 678\n", + "\t\t\t\t\t 42 \t -1675\n", + "GCD(39203, 983) = 1, with coefficients 42 and -1675 such that 1 = (42)*39203 + (-1675)*983\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 984 \t 39 \t 827 \t 1 \t 0\n", + "1 \t 984 \t 827 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 827 \t 157 \t 5 \t 42 \t 1 \t -39\n", + "3 \t 157 \t 42 \t 3 \t 31 \t -1 \t 40\n", + "4 \t 42 \t 31 \t 1 \t 11 \t 6 \t -239\n", + "5 \t 31 \t 11 \t 2 \t 9 \t -19 \t 757\n", + "6 \t 11 \t 9 \t 1 \t 2 \t 25 \t -996\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -69 \t 2749\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 94 \t -3745\n", + "\t\t\t\t\t -445 \t 17729\n", + "GCD(39203, 984) = 1, with coefficients -445 and 17729 such that 1 = (-445)*39203 + (17729)*984\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 985 \t 39 \t 788 \t 1 \t 0\n", + "1 \t 985 \t 788 \t 1 \t 197 \t 0 \t 1\n", + "2 \t 788 \t 197 \t 4 \t 0 \t 1 \t -39\n", + "\t\t\t\t\t -1 \t 40\n", + "GCD(39203, 985) = 197, with coefficients -1 and 40 such that 197 = (-1)*39203 + (40)*985\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 986 \t 39 \t 749 \t 1 \t 0\n", + "1 \t 986 \t 749 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 749 \t 237 \t 3 \t 38 \t 1 \t -39\n", + "3 \t 237 \t 38 \t 6 \t 9 \t -1 \t 40\n", + "4 \t 38 \t 9 \t 4 \t 2 \t 4 \t -159\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -25 \t 994\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 104 \t -4135\n", + "\t\t\t\t\t -441 \t 17534\n", + "GCD(39203, 986) = 1, with coefficients -441 and 17534 such that 1 = (-441)*39203 + (17534)*986\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 987 \t 39 \t 710 \t 1 \t 0\n", + "1 \t 987 \t 710 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 710 \t 277 \t 2 \t 156 \t 1 \t -39\n", + "3 \t 277 \t 156 \t 1 \t 121 \t -1 \t 40\n", + "4 \t 156 \t 121 \t 1 \t 35 \t 3 \t -119\n", + "5 \t 121 \t 35 \t 3 \t 16 \t -4 \t 159\n", + "6 \t 35 \t 16 \t 2 \t 3 \t 7 \t -278\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -25 \t 993\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 57 \t -2264\n", + "\t\t\t\t\t -310 \t 12313\n", + "GCD(39203, 987) = 1, with coefficients -310 and 12313 such that 1 = (-310)*39203 + (12313)*987\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 988 \t 39 \t 671 \t 1 \t 0\n", + "1 \t 988 \t 671 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 671 \t 317 \t 2 \t 37 \t 1 \t -39\n", + "3 \t 317 \t 37 \t 8 \t 21 \t -1 \t 40\n", + "4 \t 37 \t 21 \t 1 \t 16 \t 3 \t -119\n", + "5 \t 21 \t 16 \t 1 \t 5 \t -25 \t 992\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 28 \t -1111\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -53 \t 2103\n", + "\t\t\t\t\t 187 \t -7420\n", + "GCD(39203, 988) = 1, with coefficients 187 and -7420 such that 1 = (187)*39203 + (-7420)*988\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 989 \t 39 \t 632 \t 1 \t 0\n", + "1 \t 989 \t 632 \t 1 \t 357 \t 0 \t 1\n", + "2 \t 632 \t 357 \t 1 \t 275 \t 1 \t -39\n", + "3 \t 357 \t 275 \t 1 \t 82 \t -1 \t 40\n", + "4 \t 275 \t 82 \t 3 \t 29 \t 2 \t -79\n", + "5 \t 82 \t 29 \t 2 \t 24 \t -3 \t 119\n", + "6 \t 29 \t 24 \t 1 \t 5 \t 11 \t -436\n", + "7 \t 24 \t 5 \t 4 \t 4 \t -25 \t 991\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 36 \t -1427\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -169 \t 6699\n", + "\t\t\t\t\t 205 \t -8126\n", + "GCD(39203, 989) = 1, with coefficients 205 and -8126 such that 1 = (205)*39203 + (-8126)*989\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 990 \t 39 \t 593 \t 1 \t 0\n", + "1 \t 990 \t 593 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 593 \t 397 \t 1 \t 196 \t 1 \t -39\n", + "3 \t 397 \t 196 \t 2 \t 5 \t -1 \t 40\n", + "4 \t 196 \t 5 \t 39 \t 1 \t 2 \t -79\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -5 \t 198\n", + "\t\t\t\t\t 197 \t -7801\n", + "GCD(39203, 990) = 1, with coefficients 197 and -7801 such that 1 = (197)*39203 + (-7801)*990\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 991 \t 39 \t 554 \t 1 \t 0\n", + "1 \t 991 \t 554 \t 1 \t 437 \t 0 \t 1\n", + "2 \t 554 \t 437 \t 1 \t 117 \t 1 \t -39\n", + "3 \t 437 \t 117 \t 3 \t 86 \t -1 \t 40\n", + "4 \t 117 \t 86 \t 1 \t 31 \t 2 \t -79\n", + "5 \t 86 \t 31 \t 2 \t 24 \t -7 \t 277\n", + "6 \t 31 \t 24 \t 1 \t 7 \t 9 \t -356\n", + "7 \t 24 \t 7 \t 3 \t 3 \t -25 \t 989\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 34 \t -1345\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -127 \t 5024\n", + "\t\t\t\t\t 288 \t -11393\n", + "GCD(39203, 991) = 1, with coefficients 288 and -11393 such that 1 = (288)*39203 + (-11393)*991\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 992 \t 39 \t 515 \t 1 \t 0\n", + "1 \t 992 \t 515 \t 1 \t 477 \t 0 \t 1\n", + "2 \t 515 \t 477 \t 1 \t 38 \t 1 \t -39\n", + "3 \t 477 \t 38 \t 12 \t 21 \t -1 \t 40\n", + "4 \t 38 \t 21 \t 1 \t 17 \t 2 \t -79\n", + "5 \t 21 \t 17 \t 1 \t 4 \t -25 \t 988\n", + "6 \t 17 \t 4 \t 4 \t 1 \t 27 \t -1067\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -52 \t 2055\n", + "\t\t\t\t\t 235 \t -9287\n", + "GCD(39203, 992) = 1, with coefficients 235 and -9287 such that 1 = (235)*39203 + (-9287)*992\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 993 \t 39 \t 476 \t 1 \t 0\n", + "1 \t 993 \t 476 \t 2 \t 41 \t 0 \t 1\n", + "2 \t 476 \t 41 \t 11 \t 25 \t 1 \t -39\n", + "3 \t 41 \t 25 \t 1 \t 16 \t -2 \t 79\n", + "4 \t 25 \t 16 \t 1 \t 9 \t 23 \t -908\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -25 \t 987\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 48 \t -1895\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -73 \t 2882\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 121 \t -4777\n", + "\t\t\t\t\t -436 \t 17213\n", + "GCD(39203, 993) = 1, with coefficients -436 and 17213 such that 1 = (-436)*39203 + (17213)*993\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 994 \t 39 \t 437 \t 1 \t 0\n", + "1 \t 994 \t 437 \t 2 \t 120 \t 0 \t 1\n", + "2 \t 437 \t 120 \t 3 \t 77 \t 1 \t -39\n", + "3 \t 120 \t 77 \t 1 \t 43 \t -2 \t 79\n", + "4 \t 77 \t 43 \t 1 \t 34 \t 7 \t -276\n", + "5 \t 43 \t 34 \t 1 \t 9 \t -9 \t 355\n", + "6 \t 34 \t 9 \t 3 \t 7 \t 16 \t -631\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -25 \t 986\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 91 \t -3589\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -116 \t 4575\n", + "\t\t\t\t\t 439 \t -17314\n", + "GCD(39203, 994) = 1, with coefficients 439 and -17314 such that 1 = (439)*39203 + (-17314)*994\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 995 \t 39 \t 398 \t 1 \t 0\n", + "1 \t 995 \t 398 \t 2 \t 199 \t 0 \t 1\n", + "2 \t 398 \t 199 \t 2 \t 0 \t 1 \t -39\n", + "\t\t\t\t\t -2 \t 79\n", + "GCD(39203, 995) = 199, with coefficients -2 and 79 such that 199 = (-2)*39203 + (79)*995\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 996 \t 39 \t 359 \t 1 \t 0\n", + "1 \t 996 \t 359 \t 2 \t 278 \t 0 \t 1\n", + "2 \t 359 \t 278 \t 1 \t 81 \t 1 \t -39\n", + "3 \t 278 \t 81 \t 3 \t 35 \t -2 \t 79\n", + "4 \t 81 \t 35 \t 2 \t 11 \t 3 \t -118\n", + "5 \t 35 \t 11 \t 3 \t 2 \t -11 \t 433\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 25 \t -984\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -86 \t 3385\n", + "\t\t\t\t\t 455 \t -17909\n", + "GCD(39203, 996) = 1, with coefficients 455 and -17909 such that 1 = (455)*39203 + (-17909)*996\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 997 \t 39 \t 320 \t 1 \t 0\n", + "1 \t 997 \t 320 \t 3 \t 37 \t 0 \t 1\n", + "2 \t 320 \t 37 \t 8 \t 24 \t 1 \t -39\n", + "3 \t 37 \t 24 \t 1 \t 13 \t -3 \t 118\n", + "4 \t 24 \t 13 \t 1 \t 11 \t 25 \t -983\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -28 \t 1101\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 53 \t -2084\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -81 \t 3185\n", + "\t\t\t\t\t 458 \t -18009\n", + "GCD(39203, 997) = 1, with coefficients 458 and -18009 such that 1 = (458)*39203 + (-18009)*997\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 998 \t 39 \t 281 \t 1 \t 0\n", + "1 \t 998 \t 281 \t 3 \t 155 \t 0 \t 1\n", + "2 \t 281 \t 155 \t 1 \t 126 \t 1 \t -39\n", + "3 \t 155 \t 126 \t 1 \t 29 \t -3 \t 118\n", + "4 \t 126 \t 29 \t 4 \t 10 \t 4 \t -157\n", + "5 \t 29 \t 10 \t 2 \t 9 \t -7 \t 275\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 32 \t -1257\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -71 \t 2789\n", + "\t\t\t\t\t 103 \t -4046\n", + "GCD(39203, 998) = 1, with coefficients 103 and -4046 such that 1 = (103)*39203 + (-4046)*998\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 999 \t 39 \t 242 \t 1 \t 0\n", + "1 \t 999 \t 242 \t 4 \t 31 \t 0 \t 1\n", + "2 \t 242 \t 31 \t 7 \t 25 \t 1 \t -39\n", + "3 \t 31 \t 25 \t 1 \t 6 \t -4 \t 157\n", + "4 \t 25 \t 6 \t 4 \t 1 \t 29 \t -1138\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -33 \t 1295\n", + "\t\t\t\t\t 161 \t -6318\n", + "GCD(39203, 999) = 1, with coefficients 161 and -6318 such that 1 = (161)*39203 + (-6318)*999\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1000 \t 39 \t 203 \t 1 \t 0\n", + "1 \t 1000 \t 203 \t 4 \t 188 \t 0 \t 1\n", + "2 \t 203 \t 188 \t 1 \t 15 \t 1 \t -39\n", + "3 \t 188 \t 15 \t 12 \t 8 \t -4 \t 157\n", + "4 \t 15 \t 8 \t 1 \t 7 \t 5 \t -196\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -64 \t 2509\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 69 \t -2705\n", + "\t\t\t\t\t -133 \t 5214\n", + "GCD(39203, 1000) = 1, with coefficients -133 and 5214 such that 1 = (-133)*39203 + (5214)*1000\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1001 \t 39 \t 164 \t 1 \t 0\n", + "1 \t 1001 \t 164 \t 6 \t 17 \t 0 \t 1\n", + "2 \t 164 \t 17 \t 9 \t 11 \t 1 \t -39\n", + "3 \t 17 \t 11 \t 1 \t 6 \t -6 \t 235\n", + "4 \t 11 \t 6 \t 1 \t 5 \t 55 \t -2154\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -61 \t 2389\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 116 \t -4543\n", + "\t\t\t\t\t -177 \t 6932\n", + "GCD(39203, 1001) = 1, with coefficients -177 and 6932 such that 1 = (-177)*39203 + (6932)*1001\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1002 \t 39 \t 125 \t 1 \t 0\n", + "1 \t 1002 \t 125 \t 8 \t 2 \t 0 \t 1\n", + "2 \t 125 \t 2 \t 62 \t 1 \t 1 \t -39\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -8 \t 313\n", + "\t\t\t\t\t 497 \t -19445\n", + "GCD(39203, 1002) = 1, with coefficients 497 and -19445 such that 1 = (497)*39203 + (-19445)*1002\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1003 \t 39 \t 86 \t 1 \t 0\n", + "1 \t 1003 \t 86 \t 11 \t 57 \t 0 \t 1\n", + "2 \t 86 \t 57 \t 1 \t 29 \t 1 \t -39\n", + "3 \t 57 \t 29 \t 1 \t 28 \t -11 \t 430\n", + "4 \t 29 \t 28 \t 1 \t 1 \t 12 \t -469\n", + "5 \t 28 \t 1 \t 28 \t 0 \t -23 \t 899\n", + "\t\t\t\t\t 35 \t -1368\n", + "GCD(39203, 1003) = 1, with coefficients 35 and -1368 such that 1 = (35)*39203 + (-1368)*1003\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1004 \t 39 \t 47 \t 1 \t 0\n", + "1 \t 1004 \t 47 \t 21 \t 17 \t 0 \t 1\n", + "2 \t 47 \t 17 \t 2 \t 13 \t 1 \t -39\n", + "3 \t 17 \t 13 \t 1 \t 4 \t -21 \t 820\n", + "4 \t 13 \t 4 \t 3 \t 1 \t 43 \t -1679\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -64 \t 2499\n", + "\t\t\t\t\t 235 \t -9176\n", + "GCD(39203, 1004) = 1, with coefficients 235 and -9176 such that 1 = (235)*39203 + (-9176)*1004\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1005 \t 39 \t 8 \t 1 \t 0\n", + "1 \t 1005 \t 8 \t 125 \t 5 \t 0 \t 1\n", + "2 \t 8 \t 5 \t 1 \t 3 \t 1 \t -39\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -125 \t 4876\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 126 \t -4915\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -251 \t 9791\n", + "\t\t\t\t\t 377 \t -14706\n", + "GCD(39203, 1005) = 1, with coefficients 377 and -14706 such that 1 = (377)*39203 + (-14706)*1005\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1006 \t 38 \t 975 \t 1 \t 0\n", + "1 \t 1006 \t 975 \t 1 \t 31 \t 0 \t 1\n", + "2 \t 975 \t 31 \t 31 \t 14 \t 1 \t -38\n", + "3 \t 31 \t 14 \t 2 \t 3 \t -1 \t 39\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 32 \t -1247\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -65 \t 2533\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 292 \t -11379\n", + "\t\t\t\t\t -357 \t 13912\n", + "GCD(39203, 1006) = 1, with coefficients -357 and 13912 such that 1 = (-357)*39203 + (13912)*1006\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1007 \t 38 \t 937 \t 1 \t 0\n", + "1 \t 1007 \t 937 \t 1 \t 70 \t 0 \t 1\n", + "2 \t 937 \t 70 \t 13 \t 27 \t 1 \t -38\n", + "3 \t 70 \t 27 \t 2 \t 16 \t -1 \t 39\n", + "4 \t 27 \t 16 \t 1 \t 11 \t 14 \t -545\n", + "5 \t 16 \t 11 \t 1 \t 5 \t -29 \t 1129\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 43 \t -1674\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -72 \t 2803\n", + "\t\t\t\t\t 187 \t -7280\n", + "GCD(39203, 1007) = 1, with coefficients 187 and -7280 such that 1 = (187)*39203 + (-7280)*1007\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1008 \t 38 \t 899 \t 1 \t 0\n", + "1 \t 1008 \t 899 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 899 \t 109 \t 8 \t 27 \t 1 \t -38\n", + "3 \t 109 \t 27 \t 4 \t 1 \t -1 \t 39\n", + "4 \t 27 \t 1 \t 27 \t 0 \t 9 \t -350\n", + "\t\t\t\t\t -37 \t 1439\n", + "GCD(39203, 1008) = 1, with coefficients -37 and 1439 such that 1 = (-37)*39203 + (1439)*1008\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1009 \t 38 \t 861 \t 1 \t 0\n", + "1 \t 1009 \t 861 \t 1 \t 148 \t 0 \t 1\n", + "2 \t 861 \t 148 \t 5 \t 121 \t 1 \t -38\n", + "3 \t 148 \t 121 \t 1 \t 27 \t -1 \t 39\n", + "4 \t 121 \t 27 \t 4 \t 13 \t 6 \t -233\n", + "5 \t 27 \t 13 \t 2 \t 1 \t -7 \t 272\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 34 \t -1321\n", + "\t\t\t\t\t -75 \t 2914\n", + "GCD(39203, 1009) = 1, with coefficients -75 and 2914 such that 1 = (-75)*39203 + (2914)*1009\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1010 \t 38 \t 823 \t 1 \t 0\n", + "1 \t 1010 \t 823 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 823 \t 187 \t 4 \t 75 \t 1 \t -38\n", + "3 \t 187 \t 75 \t 2 \t 37 \t -1 \t 39\n", + "4 \t 75 \t 37 \t 2 \t 1 \t 5 \t -194\n", + "5 \t 37 \t 1 \t 37 \t 0 \t -11 \t 427\n", + "\t\t\t\t\t 27 \t -1048\n", + "GCD(39203, 1010) = 1, with coefficients 27 and -1048 such that 1 = (27)*39203 + (-1048)*1010\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1011 \t 38 \t 785 \t 1 \t 0\n", + "1 \t 1011 \t 785 \t 1 \t 226 \t 0 \t 1\n", + "2 \t 785 \t 226 \t 3 \t 107 \t 1 \t -38\n", + "3 \t 226 \t 107 \t 2 \t 12 \t -1 \t 39\n", + "4 \t 107 \t 12 \t 8 \t 11 \t 4 \t -155\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -9 \t 349\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 76 \t -2947\n", + "\t\t\t\t\t -85 \t 3296\n", + "GCD(39203, 1011) = 1, with coefficients -85 and 3296 such that 1 = (-85)*39203 + (3296)*1011\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1012 \t 38 \t 747 \t 1 \t 0\n", + "1 \t 1012 \t 747 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 747 \t 265 \t 2 \t 217 \t 1 \t -38\n", + "3 \t 265 \t 217 \t 1 \t 48 \t -1 \t 39\n", + "4 \t 217 \t 48 \t 4 \t 25 \t 3 \t -116\n", + "5 \t 48 \t 25 \t 1 \t 23 \t -4 \t 155\n", + "6 \t 25 \t 23 \t 1 \t 2 \t 19 \t -736\n", + "7 \t 23 \t 2 \t 11 \t 1 \t -23 \t 891\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 42 \t -1627\n", + "\t\t\t\t\t -485 \t 18788\n", + "GCD(39203, 1012) = 1, with coefficients -485 and 18788 such that 1 = (-485)*39203 + (18788)*1012\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1013 \t 38 \t 709 \t 1 \t 0\n", + "1 \t 1013 \t 709 \t 1 \t 304 \t 0 \t 1\n", + "2 \t 709 \t 304 \t 2 \t 101 \t 1 \t -38\n", + "3 \t 304 \t 101 \t 3 \t 1 \t -1 \t 39\n", + "4 \t 101 \t 1 \t 101 \t 0 \t 3 \t -116\n", + "\t\t\t\t\t -10 \t 387\n", + "GCD(39203, 1013) = 1, with coefficients -10 and 387 such that 1 = (-10)*39203 + (387)*1013\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1014 \t 38 \t 671 \t 1 \t 0\n", + "1 \t 1014 \t 671 \t 1 \t 343 \t 0 \t 1\n", + "2 \t 671 \t 343 \t 1 \t 328 \t 1 \t -38\n", + "3 \t 343 \t 328 \t 1 \t 15 \t -1 \t 39\n", + "4 \t 328 \t 15 \t 21 \t 13 \t 2 \t -77\n", + "5 \t 15 \t 13 \t 1 \t 2 \t -3 \t 116\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 65 \t -2513\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -68 \t 2629\n", + "\t\t\t\t\t 473 \t -18287\n", + "GCD(39203, 1014) = 1, with coefficients 473 and -18287 such that 1 = (473)*39203 + (-18287)*1014\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1015 \t 38 \t 633 \t 1 \t 0\n", + "1 \t 1015 \t 633 \t 1 \t 382 \t 0 \t 1\n", + "2 \t 633 \t 382 \t 1 \t 251 \t 1 \t -38\n", + "3 \t 382 \t 251 \t 1 \t 131 \t -1 \t 39\n", + "4 \t 251 \t 131 \t 1 \t 120 \t 2 \t -77\n", + "5 \t 131 \t 120 \t 1 \t 11 \t -3 \t 116\n", + "6 \t 120 \t 11 \t 10 \t 10 \t 5 \t -193\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -8 \t 309\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 85 \t -3283\n", + "\t\t\t\t\t -93 \t 3592\n", + "GCD(39203, 1015) = 1, with coefficients -93 and 3592 such that 1 = (-93)*39203 + (3592)*1015\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1016 \t 38 \t 595 \t 1 \t 0\n", + "1 \t 1016 \t 595 \t 1 \t 421 \t 0 \t 1\n", + "2 \t 595 \t 421 \t 1 \t 174 \t 1 \t -38\n", + "3 \t 421 \t 174 \t 2 \t 73 \t -1 \t 39\n", + "4 \t 174 \t 73 \t 2 \t 28 \t 2 \t -77\n", + "5 \t 73 \t 28 \t 2 \t 17 \t -5 \t 193\n", + "6 \t 28 \t 17 \t 1 \t 11 \t 12 \t -463\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -29 \t 1119\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 41 \t -1582\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -70 \t 2701\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 111 \t -4283\n", + "\t\t\t\t\t -181 \t 6984\n", + "GCD(39203, 1016) = 1, with coefficients -181 and 6984 such that 1 = (-181)*39203 + (6984)*1016\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1017 \t 38 \t 557 \t 1 \t 0\n", + "1 \t 1017 \t 557 \t 1 \t 460 \t 0 \t 1\n", + "2 \t 557 \t 460 \t 1 \t 97 \t 1 \t -38\n", + "3 \t 460 \t 97 \t 4 \t 72 \t -1 \t 39\n", + "4 \t 97 \t 72 \t 1 \t 25 \t 2 \t -77\n", + "5 \t 72 \t 25 \t 2 \t 22 \t -9 \t 347\n", + "6 \t 25 \t 22 \t 1 \t 3 \t 11 \t -424\n", + "7 \t 22 \t 3 \t 7 \t 1 \t -31 \t 1195\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 42 \t -1619\n", + "\t\t\t\t\t -325 \t 12528\n", + "GCD(39203, 1017) = 1, with coefficients -325 and 12528 such that 1 = (-325)*39203 + (12528)*1017\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1018 \t 38 \t 519 \t 1 \t 0\n", + "1 \t 1018 \t 519 \t 1 \t 499 \t 0 \t 1\n", + "2 \t 519 \t 499 \t 1 \t 20 \t 1 \t -38\n", + "3 \t 499 \t 20 \t 24 \t 19 \t -1 \t 39\n", + "4 \t 20 \t 19 \t 1 \t 1 \t 2 \t -77\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -49 \t 1887\n", + "\t\t\t\t\t 51 \t -1964\n", + "GCD(39203, 1018) = 1, with coefficients 51 and -1964 such that 1 = (51)*39203 + (-1964)*1018\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1019 \t 38 \t 481 \t 1 \t 0\n", + "1 \t 1019 \t 481 \t 2 \t 57 \t 0 \t 1\n", + "2 \t 481 \t 57 \t 8 \t 25 \t 1 \t -38\n", + "3 \t 57 \t 25 \t 2 \t 7 \t -2 \t 77\n", + "4 \t 25 \t 7 \t 3 \t 4 \t 17 \t -654\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -36 \t 1385\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 125 \t -4809\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -161 \t 6194\n", + "\t\t\t\t\t 286 \t -11003\n", + "GCD(39203, 1019) = 1, with coefficients 286 and -11003 such that 1 = (286)*39203 + (-11003)*1019\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1020 \t 38 \t 443 \t 1 \t 0\n", + "1 \t 1020 \t 443 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 443 \t 134 \t 3 \t 41 \t 1 \t -38\n", + "3 \t 134 \t 41 \t 3 \t 11 \t -2 \t 77\n", + "4 \t 41 \t 11 \t 3 \t 8 \t 7 \t -269\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -23 \t 884\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 76 \t -2921\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -99 \t 3805\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 274 \t -10531\n", + "\t\t\t\t\t -373 \t 14336\n", + "GCD(39203, 1020) = 1, with coefficients -373 and 14336 such that 1 = (-373)*39203 + (14336)*1020\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1021 \t 38 \t 405 \t 1 \t 0\n", + "1 \t 1021 \t 405 \t 2 \t 211 \t 0 \t 1\n", + "2 \t 405 \t 211 \t 1 \t 194 \t 1 \t -38\n", + "3 \t 211 \t 194 \t 1 \t 17 \t -2 \t 77\n", + "4 \t 194 \t 17 \t 11 \t 7 \t 3 \t -115\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -5 \t 192\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 58 \t -2227\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -121 \t 4646\n", + "\t\t\t\t\t 300 \t -11519\n", + "GCD(39203, 1021) = 1, with coefficients 300 and -11519 such that 1 = (300)*39203 + (-11519)*1021\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1022 \t 38 \t 367 \t 1 \t 0\n", + "1 \t 1022 \t 367 \t 2 \t 288 \t 0 \t 1\n", + "2 \t 367 \t 288 \t 1 \t 79 \t 1 \t -38\n", + "3 \t 288 \t 79 \t 3 \t 51 \t -2 \t 77\n", + "4 \t 79 \t 51 \t 1 \t 28 \t 3 \t -115\n", + "5 \t 51 \t 28 \t 1 \t 23 \t -11 \t 422\n", + "6 \t 28 \t 23 \t 1 \t 5 \t 14 \t -537\n", + "7 \t 23 \t 5 \t 4 \t 3 \t -25 \t 959\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 39 \t -1496\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -181 \t 6943\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 220 \t -8439\n", + "\t\t\t\t\t -401 \t 15382\n", + "GCD(39203, 1022) = 1, with coefficients -401 and 15382 such that 1 = (-401)*39203 + (15382)*1022\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1023 \t 38 \t 329 \t 1 \t 0\n", + "1 \t 1023 \t 329 \t 3 \t 36 \t 0 \t 1\n", + "2 \t 329 \t 36 \t 9 \t 5 \t 1 \t -38\n", + "3 \t 36 \t 5 \t 7 \t 1 \t -3 \t 115\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 28 \t -1073\n", + "\t\t\t\t\t -199 \t 7626\n", + "GCD(39203, 1023) = 1, with coefficients -199 and 7626 such that 1 = (-199)*39203 + (7626)*1023\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1024 \t 38 \t 291 \t 1 \t 0\n", + "1 \t 1024 \t 291 \t 3 \t 151 \t 0 \t 1\n", + "2 \t 291 \t 151 \t 1 \t 140 \t 1 \t -38\n", + "3 \t 151 \t 140 \t 1 \t 11 \t -3 \t 115\n", + "4 \t 140 \t 11 \t 12 \t 8 \t 4 \t -153\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -7 \t 268\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 88 \t -3369\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -95 \t 3637\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 278 \t -10643\n", + "\t\t\t\t\t -373 \t 14280\n", + "GCD(39203, 1024) = 1, with coefficients -373 and 14280 such that 1 = (-373)*39203 + (14280)*1024\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1025 \t 38 \t 253 \t 1 \t 0\n", + "1 \t 1025 \t 253 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 253 \t 13 \t 19 \t 6 \t 1 \t -38\n", + "3 \t 13 \t 6 \t 2 \t 1 \t -4 \t 153\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 77 \t -2945\n", + "\t\t\t\t\t -158 \t 6043\n", + "GCD(39203, 1025) = 1, with coefficients -158 and 6043 such that 1 = (-158)*39203 + (6043)*1025\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1026 \t 38 \t 215 \t 1 \t 0\n", + "1 \t 1026 \t 215 \t 4 \t 166 \t 0 \t 1\n", + "2 \t 215 \t 166 \t 1 \t 49 \t 1 \t -38\n", + "3 \t 166 \t 49 \t 3 \t 19 \t -4 \t 153\n", + "4 \t 49 \t 19 \t 2 \t 11 \t 5 \t -191\n", + "5 \t 19 \t 11 \t 1 \t 8 \t -19 \t 726\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 43 \t -1643\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -62 \t 2369\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 105 \t -4012\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -272 \t 10393\n", + "\t\t\t\t\t 377 \t -14405\n", + "GCD(39203, 1026) = 1, with coefficients 377 and -14405 such that 1 = (377)*39203 + (-14405)*1026\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1027 \t 38 \t 177 \t 1 \t 0\n", + "1 \t 1027 \t 177 \t 5 \t 142 \t 0 \t 1\n", + "2 \t 177 \t 142 \t 1 \t 35 \t 1 \t -38\n", + "3 \t 142 \t 35 \t 4 \t 2 \t -5 \t 191\n", + "4 \t 35 \t 2 \t 17 \t 1 \t 6 \t -229\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -29 \t 1107\n", + "\t\t\t\t\t 499 \t -19048\n", + "GCD(39203, 1027) = 1, with coefficients 499 and -19048 such that 1 = (499)*39203 + (-19048)*1027\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1028 \t 38 \t 139 \t 1 \t 0\n", + "1 \t 1028 \t 139 \t 7 \t 55 \t 0 \t 1\n", + "2 \t 139 \t 55 \t 2 \t 29 \t 1 \t -38\n", + "3 \t 55 \t 29 \t 1 \t 26 \t -7 \t 267\n", + "4 \t 29 \t 26 \t 1 \t 3 \t 15 \t -572\n", + "5 \t 26 \t 3 \t 8 \t 2 \t -22 \t 839\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 37 \t -1411\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -318 \t 12127\n", + "\t\t\t\t\t 355 \t -13538\n", + "GCD(39203, 1028) = 1, with coefficients 355 and -13538 such that 1 = (355)*39203 + (-13538)*1028\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1029 \t 38 \t 101 \t 1 \t 0\n", + "1 \t 1029 \t 101 \t 10 \t 19 \t 0 \t 1\n", + "2 \t 101 \t 19 \t 5 \t 6 \t 1 \t -38\n", + "3 \t 19 \t 6 \t 3 \t 1 \t -10 \t 381\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 51 \t -1943\n", + "\t\t\t\t\t -163 \t 6210\n", + "GCD(39203, 1029) = 1, with coefficients -163 and 6210 such that 1 = (-163)*39203 + (6210)*1029\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1030 \t 38 \t 63 \t 1 \t 0\n", + "1 \t 1030 \t 63 \t 16 \t 22 \t 0 \t 1\n", + "2 \t 63 \t 22 \t 2 \t 19 \t 1 \t -38\n", + "3 \t 22 \t 19 \t 1 \t 3 \t -16 \t 609\n", + "4 \t 19 \t 3 \t 6 \t 1 \t 33 \t -1256\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -49 \t 1865\n", + "\t\t\t\t\t 327 \t -12446\n", + "GCD(39203, 1030) = 1, with coefficients 327 and -12446 such that 1 = (327)*39203 + (-12446)*1030\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1031 \t 38 \t 25 \t 1 \t 0\n", + "1 \t 1031 \t 25 \t 41 \t 6 \t 0 \t 1\n", + "2 \t 25 \t 6 \t 4 \t 1 \t 1 \t -38\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -41 \t 1559\n", + "\t\t\t\t\t 165 \t -6274\n", + "GCD(39203, 1031) = 1, with coefficients 165 and -6274 such that 1 = (165)*39203 + (-6274)*1031\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1032 \t 37 \t 1019 \t 1 \t 0\n", + "1 \t 1032 \t 1019 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 1019 \t 13 \t 78 \t 5 \t 1 \t -37\n", + "3 \t 13 \t 5 \t 2 \t 3 \t -1 \t 38\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 79 \t -3001\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -159 \t 6040\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 238 \t -9041\n", + "\t\t\t\t\t -397 \t 15081\n", + "GCD(39203, 1032) = 1, with coefficients -397 and 15081 such that 1 = (-397)*39203 + (15081)*1032\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1033 \t 37 \t 982 \t 1 \t 0\n", + "1 \t 1033 \t 982 \t 1 \t 51 \t 0 \t 1\n", + "2 \t 982 \t 51 \t 19 \t 13 \t 1 \t -37\n", + "3 \t 51 \t 13 \t 3 \t 12 \t -1 \t 38\n", + "4 \t 13 \t 12 \t 1 \t 1 \t 20 \t -759\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -61 \t 2315\n", + "\t\t\t\t\t 81 \t -3074\n", + "GCD(39203, 1033) = 1, with coefficients 81 and -3074 such that 1 = (81)*39203 + (-3074)*1033\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1034 \t 37 \t 945 \t 1 \t 0\n", + "1 \t 1034 \t 945 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 945 \t 89 \t 10 \t 55 \t 1 \t -37\n", + "3 \t 89 \t 55 \t 1 \t 34 \t -1 \t 38\n", + "4 \t 55 \t 34 \t 1 \t 21 \t 11 \t -417\n", + "5 \t 34 \t 21 \t 1 \t 13 \t -12 \t 455\n", + "6 \t 21 \t 13 \t 1 \t 8 \t 23 \t -872\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -35 \t 1327\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 58 \t -2199\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -93 \t 3526\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 151 \t -5725\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -244 \t 9251\n", + "\t\t\t\t\t 395 \t -14976\n", + "GCD(39203, 1034) = 1, with coefficients 395 and -14976 such that 1 = (395)*39203 + (-14976)*1034\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1035 \t 37 \t 908 \t 1 \t 0\n", + "1 \t 1035 \t 908 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 908 \t 127 \t 7 \t 19 \t 1 \t -37\n", + "3 \t 127 \t 19 \t 6 \t 13 \t -1 \t 38\n", + "4 \t 19 \t 13 \t 1 \t 6 \t 8 \t -303\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -49 \t 1856\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 57 \t -2159\n", + "\t\t\t\t\t -163 \t 6174\n", + "GCD(39203, 1035) = 1, with coefficients -163 and 6174 such that 1 = (-163)*39203 + (6174)*1035\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1036 \t 37 \t 871 \t 1 \t 0\n", + "1 \t 1036 \t 871 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 871 \t 165 \t 5 \t 46 \t 1 \t -37\n", + "3 \t 165 \t 46 \t 3 \t 27 \t -1 \t 38\n", + "4 \t 46 \t 27 \t 1 \t 19 \t 6 \t -227\n", + "5 \t 27 \t 19 \t 1 \t 8 \t -19 \t 719\n", + "6 \t 19 \t 8 \t 2 \t 3 \t 25 \t -946\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -44 \t 1665\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 113 \t -4276\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -270 \t 10217\n", + "\t\t\t\t\t 383 \t -14493\n", + "GCD(39203, 1036) = 1, with coefficients 383 and -14493 such that 1 = (383)*39203 + (-14493)*1036\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1037 \t 37 \t 834 \t 1 \t 0\n", + "1 \t 1037 \t 834 \t 1 \t 203 \t 0 \t 1\n", + "2 \t 834 \t 203 \t 4 \t 22 \t 1 \t -37\n", + "3 \t 203 \t 22 \t 9 \t 5 \t -1 \t 38\n", + "4 \t 22 \t 5 \t 4 \t 2 \t 5 \t -189\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -46 \t 1739\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 189 \t -7145\n", + "\t\t\t\t\t -424 \t 16029\n", + "GCD(39203, 1037) = 1, with coefficients -424 and 16029 such that 1 = (-424)*39203 + (16029)*1037\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1038 \t 37 \t 797 \t 1 \t 0\n", + "1 \t 1038 \t 797 \t 1 \t 241 \t 0 \t 1\n", + "2 \t 797 \t 241 \t 3 \t 74 \t 1 \t -37\n", + "3 \t 241 \t 74 \t 3 \t 19 \t -1 \t 38\n", + "4 \t 74 \t 19 \t 3 \t 17 \t 4 \t -151\n", + "5 \t 19 \t 17 \t 1 \t 2 \t -13 \t 491\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 43 \t -1624\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -56 \t 2115\n", + "\t\t\t\t\t 491 \t -18544\n", + "GCD(39203, 1038) = 1, with coefficients 491 and -18544 such that 1 = (491)*39203 + (-18544)*1038\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1039 \t 37 \t 760 \t 1 \t 0\n", + "1 \t 1039 \t 760 \t 1 \t 279 \t 0 \t 1\n", + "2 \t 760 \t 279 \t 2 \t 202 \t 1 \t -37\n", + "3 \t 279 \t 202 \t 1 \t 77 \t -1 \t 38\n", + "4 \t 202 \t 77 \t 2 \t 48 \t 3 \t -113\n", + "5 \t 77 \t 48 \t 1 \t 29 \t -4 \t 151\n", + "6 \t 48 \t 29 \t 1 \t 19 \t 11 \t -415\n", + "7 \t 29 \t 19 \t 1 \t 10 \t -15 \t 566\n", + "8 \t 19 \t 10 \t 1 \t 9 \t 26 \t -981\n", + "9 \t 10 \t 9 \t 1 \t 1 \t -41 \t 1547\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 67 \t -2528\n", + "\t\t\t\t\t -108 \t 4075\n", + "GCD(39203, 1039) = 1, with coefficients -108 and 4075 such that 1 = (-108)*39203 + (4075)*1039\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1040 \t 37 \t 723 \t 1 \t 0\n", + "1 \t 1040 \t 723 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 723 \t 317 \t 2 \t 89 \t 1 \t -37\n", + "3 \t 317 \t 89 \t 3 \t 50 \t -1 \t 38\n", + "4 \t 89 \t 50 \t 1 \t 39 \t 3 \t -113\n", + "5 \t 50 \t 39 \t 1 \t 11 \t -10 \t 377\n", + "6 \t 39 \t 11 \t 3 \t 6 \t 13 \t -490\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -23 \t 867\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 82 \t -3091\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -105 \t 3958\n", + "\t\t\t\t\t 187 \t -7049\n", + "GCD(39203, 1040) = 1, with coefficients 187 and -7049 such that 1 = (187)*39203 + (-7049)*1040\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1041 \t 37 \t 686 \t 1 \t 0\n", + "1 \t 1041 \t 686 \t 1 \t 355 \t 0 \t 1\n", + "2 \t 686 \t 355 \t 1 \t 331 \t 1 \t -37\n", + "3 \t 355 \t 331 \t 1 \t 24 \t -1 \t 38\n", + "4 \t 331 \t 24 \t 13 \t 19 \t 2 \t -75\n", + "5 \t 24 \t 19 \t 1 \t 5 \t -3 \t 113\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 41 \t -1544\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -44 \t 1657\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 173 \t -6515\n", + "\t\t\t\t\t -217 \t 8172\n", + "GCD(39203, 1041) = 1, with coefficients -217 and 8172 such that 1 = (-217)*39203 + (8172)*1041\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1042 \t 37 \t 649 \t 1 \t 0\n", + "1 \t 1042 \t 649 \t 1 \t 393 \t 0 \t 1\n", + "2 \t 649 \t 393 \t 1 \t 256 \t 1 \t -37\n", + "3 \t 393 \t 256 \t 1 \t 137 \t -1 \t 38\n", + "4 \t 256 \t 137 \t 1 \t 119 \t 2 \t -75\n", + "5 \t 137 \t 119 \t 1 \t 18 \t -3 \t 113\n", + "6 \t 119 \t 18 \t 6 \t 11 \t 5 \t -188\n", + "7 \t 18 \t 11 \t 1 \t 7 \t -8 \t 301\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 53 \t -1994\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -61 \t 2295\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 114 \t -4289\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -175 \t 6584\n", + "\t\t\t\t\t 289 \t -10873\n", + "GCD(39203, 1042) = 1, with coefficients 289 and -10873 such that 1 = (289)*39203 + (-10873)*1042\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1043 \t 37 \t 612 \t 1 \t 0\n", + "1 \t 1043 \t 612 \t 1 \t 431 \t 0 \t 1\n", + "2 \t 612 \t 431 \t 1 \t 181 \t 1 \t -37\n", + "3 \t 431 \t 181 \t 2 \t 69 \t -1 \t 38\n", + "4 \t 181 \t 69 \t 2 \t 43 \t 2 \t -75\n", + "5 \t 69 \t 43 \t 1 \t 26 \t -5 \t 188\n", + "6 \t 43 \t 26 \t 1 \t 17 \t 12 \t -451\n", + "7 \t 26 \t 17 \t 1 \t 9 \t -17 \t 639\n", + "8 \t 17 \t 9 \t 1 \t 8 \t 29 \t -1090\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -46 \t 1729\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 75 \t -2819\n", + "\t\t\t\t\t -121 \t 4548\n", + "GCD(39203, 1043) = 1, with coefficients -121 and 4548 such that 1 = (-121)*39203 + (4548)*1043\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1044 \t 37 \t 575 \t 1 \t 0\n", + "1 \t 1044 \t 575 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 575 \t 469 \t 1 \t 106 \t 1 \t -37\n", + "3 \t 469 \t 106 \t 4 \t 45 \t -1 \t 38\n", + "4 \t 106 \t 45 \t 2 \t 16 \t 2 \t -75\n", + "5 \t 45 \t 16 \t 2 \t 13 \t -9 \t 338\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 20 \t -751\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -49 \t 1840\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 69 \t -2591\n", + "\t\t\t\t\t -325 \t 12204\n", + "GCD(39203, 1044) = 1, with coefficients -325 and 12204 such that 1 = (-325)*39203 + (12204)*1044\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1045 \t 37 \t 538 \t 1 \t 0\n", + "1 \t 1045 \t 538 \t 1 \t 507 \t 0 \t 1\n", + "2 \t 538 \t 507 \t 1 \t 31 \t 1 \t -37\n", + "3 \t 507 \t 31 \t 16 \t 11 \t -1 \t 38\n", + "4 \t 31 \t 11 \t 2 \t 9 \t 2 \t -75\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -33 \t 1238\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 68 \t -2551\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -101 \t 3789\n", + "\t\t\t\t\t 472 \t -17707\n", + "GCD(39203, 1045) = 1, with coefficients 472 and -17707 such that 1 = (472)*39203 + (-17707)*1045\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1046 \t 37 \t 501 \t 1 \t 0\n", + "1 \t 1046 \t 501 \t 2 \t 44 \t 0 \t 1\n", + "2 \t 501 \t 44 \t 11 \t 17 \t 1 \t -37\n", + "3 \t 44 \t 17 \t 2 \t 10 \t -2 \t 75\n", + "4 \t 17 \t 10 \t 1 \t 7 \t 23 \t -862\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -48 \t 1799\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 71 \t -2661\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -119 \t 4460\n", + "\t\t\t\t\t 309 \t -11581\n", + "GCD(39203, 1046) = 1, with coefficients 309 and -11581 such that 1 = (309)*39203 + (-11581)*1046\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1047 \t 37 \t 464 \t 1 \t 0\n", + "1 \t 1047 \t 464 \t 2 \t 119 \t 0 \t 1\n", + "2 \t 464 \t 119 \t 3 \t 107 \t 1 \t -37\n", + "3 \t 119 \t 107 \t 1 \t 12 \t -2 \t 75\n", + "4 \t 107 \t 12 \t 8 \t 11 \t 7 \t -262\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -9 \t 337\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 79 \t -2958\n", + "\t\t\t\t\t -88 \t 3295\n", + "GCD(39203, 1047) = 1, with coefficients -88 and 3295 such that 1 = (-88)*39203 + (3295)*1047\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1048 \t 37 \t 427 \t 1 \t 0\n", + "1 \t 1048 \t 427 \t 2 \t 194 \t 0 \t 1\n", + "2 \t 427 \t 194 \t 2 \t 39 \t 1 \t -37\n", + "3 \t 194 \t 39 \t 4 \t 38 \t -2 \t 75\n", + "4 \t 39 \t 38 \t 1 \t 1 \t 5 \t -187\n", + "5 \t 38 \t 1 \t 38 \t 0 \t -22 \t 823\n", + "\t\t\t\t\t 27 \t -1010\n", + "GCD(39203, 1048) = 1, with coefficients 27 and -1010 such that 1 = (27)*39203 + (-1010)*1048\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1049 \t 37 \t 390 \t 1 \t 0\n", + "1 \t 1049 \t 390 \t 2 \t 269 \t 0 \t 1\n", + "2 \t 390 \t 269 \t 1 \t 121 \t 1 \t -37\n", + "3 \t 269 \t 121 \t 2 \t 27 \t -2 \t 75\n", + "4 \t 121 \t 27 \t 4 \t 13 \t 3 \t -112\n", + "5 \t 27 \t 13 \t 2 \t 1 \t -8 \t 299\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 35 \t -1308\n", + "\t\t\t\t\t -78 \t 2915\n", + "GCD(39203, 1049) = 1, with coefficients -78 and 2915 such that 1 = (-78)*39203 + (2915)*1049\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1050 \t 37 \t 353 \t 1 \t 0\n", + "1 \t 1050 \t 353 \t 2 \t 344 \t 0 \t 1\n", + "2 \t 353 \t 344 \t 1 \t 9 \t 1 \t -37\n", + "3 \t 344 \t 9 \t 38 \t 2 \t -2 \t 75\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 3 \t -112\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -116 \t 4331\n", + "\t\t\t\t\t 467 \t -17436\n", + "GCD(39203, 1050) = 1, with coefficients 467 and -17436 such that 1 = (467)*39203 + (-17436)*1050\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1051 \t 37 \t 316 \t 1 \t 0\n", + "1 \t 1051 \t 316 \t 3 \t 103 \t 0 \t 1\n", + "2 \t 316 \t 103 \t 3 \t 7 \t 1 \t -37\n", + "3 \t 103 \t 7 \t 14 \t 5 \t -3 \t 112\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 10 \t -373\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -143 \t 5334\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 153 \t -5707\n", + "\t\t\t\t\t -449 \t 16748\n", + "GCD(39203, 1051) = 1, with coefficients -449 and 16748 such that 1 = (-449)*39203 + (16748)*1051\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1052 \t 37 \t 279 \t 1 \t 0\n", + "1 \t 1052 \t 279 \t 3 \t 215 \t 0 \t 1\n", + "2 \t 279 \t 215 \t 1 \t 64 \t 1 \t -37\n", + "3 \t 215 \t 64 \t 3 \t 23 \t -3 \t 112\n", + "4 \t 64 \t 23 \t 2 \t 18 \t 4 \t -149\n", + "5 \t 23 \t 18 \t 1 \t 5 \t -15 \t 559\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 34 \t -1267\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -49 \t 1826\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 181 \t -6745\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -230 \t 8571\n", + "\t\t\t\t\t 411 \t -15316\n", + "GCD(39203, 1052) = 1, with coefficients 411 and -15316 such that 1 = (411)*39203 + (-15316)*1052\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1053 \t 37 \t 242 \t 1 \t 0\n", + "1 \t 1053 \t 242 \t 4 \t 85 \t 0 \t 1\n", + "2 \t 242 \t 85 \t 2 \t 72 \t 1 \t -37\n", + "3 \t 85 \t 72 \t 1 \t 13 \t -4 \t 149\n", + "4 \t 72 \t 13 \t 5 \t 7 \t 9 \t -335\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -13 \t 484\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 74 \t -2755\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -87 \t 3239\n", + "\t\t\t\t\t 161 \t -5994\n", + "GCD(39203, 1053) = 1, with coefficients 161 and -5994 such that 1 = (161)*39203 + (-5994)*1053\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1054 \t 37 \t 205 \t 1 \t 0\n", + "1 \t 1054 \t 205 \t 5 \t 29 \t 0 \t 1\n", + "2 \t 205 \t 29 \t 7 \t 2 \t 1 \t -37\n", + "3 \t 29 \t 2 \t 14 \t 1 \t -5 \t 186\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 36 \t -1339\n", + "\t\t\t\t\t -509 \t 18932\n", + "GCD(39203, 1054) = 1, with coefficients -509 and 18932 such that 1 = (-509)*39203 + (18932)*1054\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1055 \t 37 \t 168 \t 1 \t 0\n", + "1 \t 1055 \t 168 \t 6 \t 47 \t 0 \t 1\n", + "2 \t 168 \t 47 \t 3 \t 27 \t 1 \t -37\n", + "3 \t 47 \t 27 \t 1 \t 20 \t -6 \t 223\n", + "4 \t 27 \t 20 \t 1 \t 7 \t 19 \t -706\n", + "5 \t 20 \t 7 \t 2 \t 6 \t -25 \t 929\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 44 \t -1635\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -113 \t 4199\n", + "\t\t\t\t\t 157 \t -5834\n", + "GCD(39203, 1055) = 1, with coefficients 157 and -5834 such that 1 = (157)*39203 + (-5834)*1055\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1056 \t 37 \t 131 \t 1 \t 0\n", + "1 \t 1056 \t 131 \t 8 \t 8 \t 0 \t 1\n", + "2 \t 131 \t 8 \t 16 \t 3 \t 1 \t -37\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -8 \t 297\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 129 \t -4789\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -266 \t 9875\n", + "\t\t\t\t\t 395 \t -14664\n", + "GCD(39203, 1056) = 1, with coefficients 395 and -14664 such that 1 = (395)*39203 + (-14664)*1056\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1057 \t 37 \t 94 \t 1 \t 0\n", + "1 \t 1057 \t 94 \t 11 \t 23 \t 0 \t 1\n", + "2 \t 94 \t 23 \t 4 \t 2 \t 1 \t -37\n", + "3 \t 23 \t 2 \t 11 \t 1 \t -11 \t 408\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 45 \t -1669\n", + "\t\t\t\t\t -506 \t 18767\n", + "GCD(39203, 1057) = 1, with coefficients -506 and 18767 such that 1 = (-506)*39203 + (18767)*1057\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1058 \t 37 \t 57 \t 1 \t 0\n", + "1 \t 1058 \t 57 \t 18 \t 32 \t 0 \t 1\n", + "2 \t 57 \t 32 \t 1 \t 25 \t 1 \t -37\n", + "3 \t 32 \t 25 \t 1 \t 7 \t -18 \t 667\n", + "4 \t 25 \t 7 \t 3 \t 4 \t 19 \t -704\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -37 \t 1371\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 130 \t -4817\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 6188\n", + "\t\t\t\t\t 297 \t -11005\n", + "GCD(39203, 1058) = 1, with coefficients 297 and -11005 such that 1 = (297)*39203 + (-11005)*1058\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1059 \t 37 \t 20 \t 1 \t 0\n", + "1 \t 1059 \t 20 \t 52 \t 19 \t 0 \t 1\n", + "2 \t 20 \t 19 \t 1 \t 1 \t 1 \t -37\n", + "3 \t 19 \t 1 \t 19 \t 0 \t -52 \t 1925\n", + "\t\t\t\t\t 53 \t -1962\n", + "GCD(39203, 1059) = 1, with coefficients 53 and -1962 such that 1 = (53)*39203 + (-1962)*1059\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1060 \t 36 \t 1043 \t 1 \t 0\n", + "1 \t 1060 \t 1043 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 1043 \t 17 \t 61 \t 6 \t 1 \t -36\n", + "3 \t 17 \t 6 \t 2 \t 5 \t -1 \t 37\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 62 \t -2293\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -125 \t 4623\n", + "\t\t\t\t\t 187 \t -6916\n", + "GCD(39203, 1060) = 1, with coefficients 187 and -6916 such that 1 = (187)*39203 + (-6916)*1060\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1061 \t 36 \t 1007 \t 1 \t 0\n", + "1 \t 1061 \t 1007 \t 1 \t 54 \t 0 \t 1\n", + "2 \t 1007 \t 54 \t 18 \t 35 \t 1 \t -36\n", + "3 \t 54 \t 35 \t 1 \t 19 \t -1 \t 37\n", + "4 \t 35 \t 19 \t 1 \t 16 \t 19 \t -702\n", + "5 \t 19 \t 16 \t 1 \t 3 \t -20 \t 739\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 39 \t -1441\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -59 \t 2180\n", + "\t\t\t\t\t 334 \t -12341\n", + "GCD(39203, 1061) = 1, with coefficients 334 and -12341 such that 1 = (334)*39203 + (-12341)*1061\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1062 \t 36 \t 971 \t 1 \t 0\n", + "1 \t 1062 \t 971 \t 1 \t 91 \t 0 \t 1\n", + "2 \t 971 \t 91 \t 10 \t 61 \t 1 \t -36\n", + "3 \t 91 \t 61 \t 1 \t 30 \t -1 \t 37\n", + "4 \t 61 \t 30 \t 2 \t 1 \t 11 \t -406\n", + "5 \t 30 \t 1 \t 30 \t 0 \t -12 \t 443\n", + "\t\t\t\t\t 35 \t -1292\n", + "GCD(39203, 1062) = 1, with coefficients 35 and -1292 such that 1 = (35)*39203 + (-1292)*1062\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1063 \t 36 \t 935 \t 1 \t 0\n", + "1 \t 1063 \t 935 \t 1 \t 128 \t 0 \t 1\n", + "2 \t 935 \t 128 \t 7 \t 39 \t 1 \t -36\n", + "3 \t 128 \t 39 \t 3 \t 11 \t -1 \t 37\n", + "4 \t 39 \t 11 \t 3 \t 6 \t 8 \t -295\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -25 \t 922\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 83 \t -3061\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -108 \t 3983\n", + "\t\t\t\t\t 191 \t -7044\n", + "GCD(39203, 1063) = 1, with coefficients 191 and -7044 such that 1 = (191)*39203 + (-7044)*1063\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1064 \t 36 \t 899 \t 1 \t 0\n", + "1 \t 1064 \t 899 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 899 \t 165 \t 5 \t 74 \t 1 \t -36\n", + "3 \t 165 \t 74 \t 2 \t 17 \t -1 \t 37\n", + "4 \t 74 \t 17 \t 4 \t 6 \t 6 \t -221\n", + "5 \t 17 \t 6 \t 2 \t 5 \t -13 \t 479\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 58 \t -2137\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -129 \t 4753\n", + "\t\t\t\t\t 187 \t -6890\n", + "GCD(39203, 1064) = 1, with coefficients 187 and -6890 such that 1 = (187)*39203 + (-6890)*1064\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1065 \t 36 \t 863 \t 1 \t 0\n", + "1 \t 1065 \t 863 \t 1 \t 202 \t 0 \t 1\n", + "2 \t 863 \t 202 \t 4 \t 55 \t 1 \t -36\n", + "3 \t 202 \t 55 \t 3 \t 37 \t -1 \t 37\n", + "4 \t 55 \t 37 \t 1 \t 18 \t 5 \t -184\n", + "5 \t 37 \t 18 \t 2 \t 1 \t -16 \t 589\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 21 \t -773\n", + "\t\t\t\t\t -58 \t 2135\n", + "GCD(39203, 1065) = 1, with coefficients -58 and 2135 such that 1 = (-58)*39203 + (2135)*1065\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1066 \t 36 \t 827 \t 1 \t 0\n", + "1 \t 1066 \t 827 \t 1 \t 239 \t 0 \t 1\n", + "2 \t 827 \t 239 \t 3 \t 110 \t 1 \t -36\n", + "3 \t 239 \t 110 \t 2 \t 19 \t -1 \t 37\n", + "4 \t 110 \t 19 \t 5 \t 15 \t 4 \t -147\n", + "5 \t 19 \t 15 \t 1 \t 4 \t -9 \t 331\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 49 \t -1802\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -58 \t 2133\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 223 \t -8201\n", + "\t\t\t\t\t -281 \t 10334\n", + "GCD(39203, 1066) = 1, with coefficients -281 and 10334 such that 1 = (-281)*39203 + (10334)*1066\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1067 \t 36 \t 791 \t 1 \t 0\n", + "1 \t 1067 \t 791 \t 1 \t 276 \t 0 \t 1\n", + "2 \t 791 \t 276 \t 2 \t 239 \t 1 \t -36\n", + "3 \t 276 \t 239 \t 1 \t 37 \t -1 \t 37\n", + "4 \t 239 \t 37 \t 6 \t 17 \t 3 \t -110\n", + "5 \t 37 \t 17 \t 2 \t 3 \t -4 \t 147\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 27 \t -992\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -58 \t 2131\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 317 \t -11647\n", + "\t\t\t\t\t -375 \t 13778\n", + "GCD(39203, 1067) = 1, with coefficients -375 and 13778 such that 1 = (-375)*39203 + (13778)*1067\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1068 \t 36 \t 755 \t 1 \t 0\n", + "1 \t 1068 \t 755 \t 1 \t 313 \t 0 \t 1\n", + "2 \t 755 \t 313 \t 2 \t 129 \t 1 \t -36\n", + "3 \t 313 \t 129 \t 2 \t 55 \t -1 \t 37\n", + "4 \t 129 \t 55 \t 2 \t 19 \t 3 \t -110\n", + "5 \t 55 \t 19 \t 2 \t 17 \t -7 \t 257\n", + "6 \t 19 \t 17 \t 1 \t 2 \t 17 \t -624\n", + "7 \t 17 \t 2 \t 8 \t 1 \t -41 \t 1505\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 58 \t -2129\n", + "\t\t\t\t\t -505 \t 18537\n", + "GCD(39203, 1068) = 1, with coefficients -505 and 18537 such that 1 = (-505)*39203 + (18537)*1068\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1069 \t 36 \t 719 \t 1 \t 0\n", + "1 \t 1069 \t 719 \t 1 \t 350 \t 0 \t 1\n", + "2 \t 719 \t 350 \t 2 \t 19 \t 1 \t -36\n", + "3 \t 350 \t 19 \t 18 \t 8 \t -1 \t 37\n", + "4 \t 19 \t 8 \t 2 \t 3 \t 3 \t -110\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -55 \t 2017\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 113 \t -4144\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -281 \t 10305\n", + "\t\t\t\t\t 394 \t -14449\n", + "GCD(39203, 1069) = 1, with coefficients 394 and -14449 such that 1 = (394)*39203 + (-14449)*1069\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1070 \t 36 \t 683 \t 1 \t 0\n", + "1 \t 1070 \t 683 \t 1 \t 387 \t 0 \t 1\n", + "2 \t 683 \t 387 \t 1 \t 296 \t 1 \t -36\n", + "3 \t 387 \t 296 \t 1 \t 91 \t -1 \t 37\n", + "4 \t 296 \t 91 \t 3 \t 23 \t 2 \t -73\n", + "5 \t 91 \t 23 \t 3 \t 22 \t -3 \t 110\n", + "6 \t 23 \t 22 \t 1 \t 1 \t 11 \t -403\n", + "7 \t 22 \t 1 \t 22 \t 0 \t -36 \t 1319\n", + "\t\t\t\t\t 47 \t -1722\n", + "GCD(39203, 1070) = 1, with coefficients 47 and -1722 such that 1 = (47)*39203 + (-1722)*1070\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1071 \t 36 \t 647 \t 1 \t 0\n", + "1 \t 1071 \t 647 \t 1 \t 424 \t 0 \t 1\n", + "2 \t 647 \t 424 \t 1 \t 223 \t 1 \t -36\n", + "3 \t 424 \t 223 \t 1 \t 201 \t -1 \t 37\n", + "4 \t 223 \t 201 \t 1 \t 22 \t 2 \t -73\n", + "5 \t 201 \t 22 \t 9 \t 3 \t -3 \t 110\n", + "6 \t 22 \t 3 \t 7 \t 1 \t 5 \t -183\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -48 \t 1757\n", + "\t\t\t\t\t 341 \t -12482\n", + "GCD(39203, 1071) = 1, with coefficients 341 and -12482 such that 1 = (341)*39203 + (-12482)*1071\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1072 \t 36 \t 611 \t 1 \t 0\n", + "1 \t 1072 \t 611 \t 1 \t 461 \t 0 \t 1\n", + "2 \t 611 \t 461 \t 1 \t 150 \t 1 \t -36\n", + "3 \t 461 \t 150 \t 3 \t 11 \t -1 \t 37\n", + "4 \t 150 \t 11 \t 13 \t 7 \t 2 \t -73\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -7 \t 256\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 93 \t -3401\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -100 \t 3657\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 193 \t -7058\n", + "\t\t\t\t\t -293 \t 10715\n", + "GCD(39203, 1072) = 1, with coefficients -293 and 10715 such that 1 = (-293)*39203 + (10715)*1072\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1073 \t 36 \t 575 \t 1 \t 0\n", + "1 \t 1073 \t 575 \t 1 \t 498 \t 0 \t 1\n", + "2 \t 575 \t 498 \t 1 \t 77 \t 1 \t -36\n", + "3 \t 498 \t 77 \t 6 \t 36 \t -1 \t 37\n", + "4 \t 77 \t 36 \t 2 \t 5 \t 2 \t -73\n", + "5 \t 36 \t 5 \t 7 \t 1 \t -13 \t 475\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 28 \t -1023\n", + "\t\t\t\t\t -209 \t 7636\n", + "GCD(39203, 1073) = 1, with coefficients -209 and 7636 such that 1 = (-209)*39203 + (7636)*1073\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1074 \t 36 \t 539 \t 1 \t 0\n", + "1 \t 1074 \t 539 \t 1 \t 535 \t 0 \t 1\n", + "2 \t 539 \t 535 \t 1 \t 4 \t 1 \t -36\n", + "3 \t 535 \t 4 \t 133 \t 3 \t -1 \t 37\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 2 \t -73\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -267 \t 9746\n", + "\t\t\t\t\t 269 \t -9819\n", + "GCD(39203, 1074) = 1, with coefficients 269 and -9819 such that 1 = (269)*39203 + (-9819)*1074\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1075 \t 36 \t 503 \t 1 \t 0\n", + "1 \t 1075 \t 503 \t 2 \t 69 \t 0 \t 1\n", + "2 \t 503 \t 69 \t 7 \t 20 \t 1 \t -36\n", + "3 \t 69 \t 20 \t 3 \t 9 \t -2 \t 73\n", + "4 \t 20 \t 9 \t 2 \t 2 \t 15 \t -547\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -47 \t 1714\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 109 \t -3975\n", + "\t\t\t\t\t -483 \t 17614\n", + "GCD(39203, 1075) = 1, with coefficients -483 and 17614 such that 1 = (-483)*39203 + (17614)*1075\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1076 \t 36 \t 467 \t 1 \t 0\n", + "1 \t 1076 \t 467 \t 2 \t 142 \t 0 \t 1\n", + "2 \t 467 \t 142 \t 3 \t 41 \t 1 \t -36\n", + "3 \t 142 \t 41 \t 3 \t 19 \t -2 \t 73\n", + "4 \t 41 \t 19 \t 2 \t 3 \t 7 \t -255\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -23 \t 838\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 53 \t -1931\n", + "\t\t\t\t\t -341 \t 12424\n", + "GCD(39203, 1076) = 1, with coefficients -341 and 12424 such that 1 = (-341)*39203 + (12424)*1076\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1077 \t 36 \t 431 \t 1 \t 0\n", + "1 \t 1077 \t 431 \t 2 \t 215 \t 0 \t 1\n", + "2 \t 431 \t 215 \t 2 \t 1 \t 1 \t -36\n", + "3 \t 215 \t 1 \t 215 \t 0 \t -2 \t 73\n", + "\t\t\t\t\t 5 \t -182\n", + "GCD(39203, 1077) = 1, with coefficients 5 and -182 such that 1 = (5)*39203 + (-182)*1077\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1078 \t 36 \t 395 \t 1 \t 0\n", + "1 \t 1078 \t 395 \t 2 \t 288 \t 0 \t 1\n", + "2 \t 395 \t 288 \t 1 \t 107 \t 1 \t -36\n", + "3 \t 288 \t 107 \t 2 \t 74 \t -2 \t 73\n", + "4 \t 107 \t 74 \t 1 \t 33 \t 3 \t -109\n", + "5 \t 74 \t 33 \t 2 \t 8 \t -8 \t 291\n", + "6 \t 33 \t 8 \t 4 \t 1 \t 11 \t -400\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -30 \t 1091\n", + "\t\t\t\t\t 131 \t -4764\n", + "GCD(39203, 1078) = 1, with coefficients 131 and -4764 such that 1 = (131)*39203 + (-4764)*1078\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1079 \t 36 \t 359 \t 1 \t 0\n", + "1 \t 1079 \t 359 \t 3 \t 2 \t 0 \t 1\n", + "2 \t 359 \t 2 \t 179 \t 1 \t 1 \t -36\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -3 \t 109\n", + "\t\t\t\t\t 538 \t -19547\n", + "GCD(39203, 1079) = 1, with coefficients 538 and -19547 such that 1 = (538)*39203 + (-19547)*1079\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1080 \t 36 \t 323 \t 1 \t 0\n", + "1 \t 1080 \t 323 \t 3 \t 111 \t 0 \t 1\n", + "2 \t 323 \t 111 \t 2 \t 101 \t 1 \t -36\n", + "3 \t 111 \t 101 \t 1 \t 10 \t -3 \t 109\n", + "4 \t 101 \t 10 \t 10 \t 1 \t 7 \t -254\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -10 \t 363\n", + "\t\t\t\t\t 107 \t -3884\n", + "GCD(39203, 1080) = 1, with coefficients 107 and -3884 such that 1 = (107)*39203 + (-3884)*1080\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1081 \t 36 \t 287 \t 1 \t 0\n", + "1 \t 1081 \t 287 \t 3 \t 220 \t 0 \t 1\n", + "2 \t 287 \t 220 \t 1 \t 67 \t 1 \t -36\n", + "3 \t 220 \t 67 \t 3 \t 19 \t -3 \t 109\n", + "4 \t 67 \t 19 \t 3 \t 10 \t 4 \t -145\n", + "5 \t 19 \t 10 \t 1 \t 9 \t -15 \t 544\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 49 \t -1777\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -64 \t 2321\n", + "\t\t\t\t\t 113 \t -4098\n", + "GCD(39203, 1081) = 1, with coefficients 113 and -4098 such that 1 = (113)*39203 + (-4098)*1081\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1082 \t 36 \t 251 \t 1 \t 0\n", + "1 \t 1082 \t 251 \t 4 \t 78 \t 0 \t 1\n", + "2 \t 251 \t 78 \t 3 \t 17 \t 1 \t -36\n", + "3 \t 78 \t 17 \t 4 \t 10 \t -4 \t 145\n", + "4 \t 17 \t 10 \t 1 \t 7 \t 13 \t -471\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -56 \t 2029\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 69 \t -2500\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -125 \t 4529\n", + "\t\t\t\t\t 319 \t -11558\n", + "GCD(39203, 1082) = 1, with coefficients 319 and -11558 such that 1 = (319)*39203 + (-11558)*1082\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1083 \t 36 \t 215 \t 1 \t 0\n", + "1 \t 1083 \t 215 \t 5 \t 8 \t 0 \t 1\n", + "2 \t 215 \t 8 \t 26 \t 7 \t 1 \t -36\n", + "3 \t 8 \t 7 \t 1 \t 1 \t -5 \t 181\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 131 \t -4742\n", + "\t\t\t\t\t -136 \t 4923\n", + "GCD(39203, 1083) = 1, with coefficients -136 and 4923 such that 1 = (-136)*39203 + (4923)*1083\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1084 \t 36 \t 179 \t 1 \t 0\n", + "1 \t 1084 \t 179 \t 6 \t 10 \t 0 \t 1\n", + "2 \t 179 \t 10 \t 17 \t 9 \t 1 \t -36\n", + "3 \t 10 \t 9 \t 1 \t 1 \t -6 \t 217\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 103 \t -3725\n", + "\t\t\t\t\t -109 \t 3942\n", + "GCD(39203, 1084) = 1, with coefficients -109 and 3942 such that 1 = (-109)*39203 + (3942)*1084\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1085 \t 36 \t 143 \t 1 \t 0\n", + "1 \t 1085 \t 143 \t 7 \t 84 \t 0 \t 1\n", + "2 \t 143 \t 84 \t 1 \t 59 \t 1 \t -36\n", + "3 \t 84 \t 59 \t 1 \t 25 \t -7 \t 253\n", + "4 \t 59 \t 25 \t 2 \t 9 \t 8 \t -289\n", + "5 \t 25 \t 9 \t 2 \t 7 \t -15 \t 542\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 38 \t -1373\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -91 \t 3288\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 129 \t -4661\n", + "\t\t\t\t\t -478 \t 17271\n", + "GCD(39203, 1085) = 1, with coefficients -478 and 17271 such that 1 = (-478)*39203 + (17271)*1085\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1086 \t 36 \t 107 \t 1 \t 0\n", + "1 \t 1086 \t 107 \t 10 \t 16 \t 0 \t 1\n", + "2 \t 107 \t 16 \t 6 \t 11 \t 1 \t -36\n", + "3 \t 16 \t 11 \t 1 \t 5 \t -10 \t 361\n", + "4 \t 11 \t 5 \t 2 \t 1 \t 61 \t -2202\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -71 \t 2563\n", + "\t\t\t\t\t 203 \t -7328\n", + "GCD(39203, 1086) = 1, with coefficients 203 and -7328 such that 1 = (203)*39203 + (-7328)*1086\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1087 \t 36 \t 71 \t 1 \t 0\n", + "1 \t 1087 \t 71 \t 15 \t 22 \t 0 \t 1\n", + "2 \t 71 \t 22 \t 3 \t 5 \t 1 \t -36\n", + "3 \t 22 \t 5 \t 4 \t 2 \t -15 \t 541\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 46 \t -1659\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -199 \t 7177\n", + "\t\t\t\t\t 444 \t -16013\n", + "GCD(39203, 1087) = 1, with coefficients 444 and -16013 such that 1 = (444)*39203 + (-16013)*1087\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1088 \t 36 \t 35 \t 1 \t 0\n", + "1 \t 1088 \t 35 \t 31 \t 3 \t 0 \t 1\n", + "2 \t 35 \t 3 \t 11 \t 2 \t 1 \t -36\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -31 \t 1117\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 342 \t -12323\n", + "\t\t\t\t\t -373 \t 13440\n", + "GCD(39203, 1088) = 1, with coefficients -373 and 13440 such that 1 = (-373)*39203 + (13440)*1088\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1089 \t 35 \t 1088 \t 1 \t 0\n", + "1 \t 1089 \t 1088 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 1088 \t 1 \t 1088 \t 0 \t 1 \t -35\n", + "\t\t\t\t\t -1 \t 36\n", + "GCD(39203, 1089) = 1, with coefficients -1 and 36 such that 1 = (-1)*39203 + (36)*1089\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1090 \t 35 \t 1053 \t 1 \t 0\n", + "1 \t 1090 \t 1053 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 1053 \t 37 \t 28 \t 17 \t 1 \t -35\n", + "3 \t 37 \t 17 \t 2 \t 3 \t -1 \t 36\n", + "4 \t 17 \t 3 \t 5 \t 2 \t 29 \t -1043\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -59 \t 2122\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 324 \t -11653\n", + "\t\t\t\t\t -383 \t 13775\n", + "GCD(39203, 1090) = 1, with coefficients -383 and 13775 such that 1 = (-383)*39203 + (13775)*1090\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1091 \t 35 \t 1018 \t 1 \t 0\n", + "1 \t 1091 \t 1018 \t 1 \t 73 \t 0 \t 1\n", + "2 \t 1018 \t 73 \t 13 \t 69 \t 1 \t -35\n", + "3 \t 73 \t 69 \t 1 \t 4 \t -1 \t 36\n", + "4 \t 69 \t 4 \t 17 \t 1 \t 14 \t -503\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -15 \t 539\n", + "\t\t\t\t\t 269 \t -9666\n", + "GCD(39203, 1091) = 1, with coefficients 269 and -9666 such that 1 = (269)*39203 + (-9666)*1091\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1092 \t 35 \t 983 \t 1 \t 0\n", + "1 \t 1092 \t 983 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 983 \t 109 \t 9 \t 2 \t 1 \t -35\n", + "3 \t 109 \t 2 \t 54 \t 1 \t -1 \t 36\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 10 \t -359\n", + "\t\t\t\t\t -541 \t 19422\n", + "GCD(39203, 1092) = 1, with coefficients -541 and 19422 such that 1 = (-541)*39203 + (19422)*1092\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1093 \t 35 \t 948 \t 1 \t 0\n", + "1 \t 1093 \t 948 \t 1 \t 145 \t 0 \t 1\n", + "2 \t 948 \t 145 \t 6 \t 78 \t 1 \t -35\n", + "3 \t 145 \t 78 \t 1 \t 67 \t -1 \t 36\n", + "4 \t 78 \t 67 \t 1 \t 11 \t 7 \t -251\n", + "5 \t 67 \t 11 \t 6 \t 1 \t -8 \t 287\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 15 \t -538\n", + "\t\t\t\t\t -98 \t 3515\n", + "GCD(39203, 1093) = 1, with coefficients -98 and 3515 such that 1 = (-98)*39203 + (3515)*1093\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1094 \t 35 \t 913 \t 1 \t 0\n", + "1 \t 1094 \t 913 \t 1 \t 181 \t 0 \t 1\n", + "2 \t 913 \t 181 \t 5 \t 8 \t 1 \t -35\n", + "3 \t 181 \t 8 \t 22 \t 5 \t -1 \t 36\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 6 \t -215\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -133 \t 4766\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 139 \t -4981\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -272 \t 9747\n", + "\t\t\t\t\t 411 \t -14728\n", + "GCD(39203, 1094) = 1, with coefficients 411 and -14728 such that 1 = (411)*39203 + (-14728)*1094\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1095 \t 35 \t 878 \t 1 \t 0\n", + "1 \t 1095 \t 878 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 878 \t 217 \t 4 \t 10 \t 1 \t -35\n", + "3 \t 217 \t 10 \t 21 \t 7 \t -1 \t 36\n", + "4 \t 10 \t 7 \t 1 \t 3 \t 5 \t -179\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -106 \t 3795\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 111 \t -3974\n", + "\t\t\t\t\t -328 \t 11743\n", + "GCD(39203, 1095) = 1, with coefficients -328 and 11743 such that 1 = (-328)*39203 + (11743)*1095\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1096 \t 35 \t 843 \t 1 \t 0\n", + "1 \t 1096 \t 843 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 843 \t 253 \t 3 \t 84 \t 1 \t -35\n", + "3 \t 253 \t 84 \t 3 \t 1 \t -1 \t 36\n", + "4 \t 84 \t 1 \t 84 \t 0 \t 4 \t -143\n", + "\t\t\t\t\t -13 \t 465\n", + "GCD(39203, 1096) = 1, with coefficients -13 and 465 such that 1 = (-13)*39203 + (465)*1096\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1097 \t 35 \t 808 \t 1 \t 0\n", + "1 \t 1097 \t 808 \t 1 \t 289 \t 0 \t 1\n", + "2 \t 808 \t 289 \t 2 \t 230 \t 1 \t -35\n", + "3 \t 289 \t 230 \t 1 \t 59 \t -1 \t 36\n", + "4 \t 230 \t 59 \t 3 \t 53 \t 3 \t -107\n", + "5 \t 59 \t 53 \t 1 \t 6 \t -4 \t 143\n", + "6 \t 53 \t 6 \t 8 \t 5 \t 15 \t -536\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -19 \t 679\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 167 \t -5968\n", + "\t\t\t\t\t -186 \t 6647\n", + "GCD(39203, 1097) = 1, with coefficients -186 and 6647 such that 1 = (-186)*39203 + (6647)*1097\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1098 \t 35 \t 773 \t 1 \t 0\n", + "1 \t 1098 \t 773 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 773 \t 325 \t 2 \t 123 \t 1 \t -35\n", + "3 \t 325 \t 123 \t 2 \t 79 \t -1 \t 36\n", + "4 \t 123 \t 79 \t 1 \t 44 \t 3 \t -107\n", + "5 \t 79 \t 44 \t 1 \t 35 \t -7 \t 250\n", + "6 \t 44 \t 35 \t 1 \t 9 \t 10 \t -357\n", + "7 \t 35 \t 9 \t 3 \t 8 \t -17 \t 607\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 27 \t -964\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -98 \t 3499\n", + "\t\t\t\t\t 125 \t -4463\n", + "GCD(39203, 1098) = 1, with coefficients 125 and -4463 such that 1 = (125)*39203 + (-4463)*1098\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1099 \t 35 \t 738 \t 1 \t 0\n", + "1 \t 1099 \t 738 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 738 \t 361 \t 2 \t 16 \t 1 \t -35\n", + "3 \t 361 \t 16 \t 22 \t 9 \t -1 \t 36\n", + "4 \t 16 \t 9 \t 1 \t 7 \t 3 \t -107\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -67 \t 2390\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 70 \t -2497\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -137 \t 4887\n", + "\t\t\t\t\t 481 \t -17158\n", + "GCD(39203, 1099) = 1, with coefficients 481 and -17158 such that 1 = (481)*39203 + (-17158)*1099\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1100 \t 35 \t 703 \t 1 \t 0\n", + "1 \t 1100 \t 703 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 703 \t 397 \t 1 \t 306 \t 1 \t -35\n", + "3 \t 397 \t 306 \t 1 \t 91 \t -1 \t 36\n", + "4 \t 306 \t 91 \t 3 \t 33 \t 2 \t -71\n", + "5 \t 91 \t 33 \t 2 \t 25 \t -3 \t 107\n", + "6 \t 33 \t 25 \t 1 \t 8 \t 11 \t -392\n", + "7 \t 25 \t 8 \t 3 \t 1 \t -25 \t 891\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 36 \t -1283\n", + "\t\t\t\t\t -133 \t 4740\n", + "GCD(39203, 1100) = 1, with coefficients -133 and 4740 such that 1 = (-133)*39203 + (4740)*1100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1101 \t 35 \t 668 \t 1 \t 0\n", + "1 \t 1101 \t 668 \t 1 \t 433 \t 0 \t 1\n", + "2 \t 668 \t 433 \t 1 \t 235 \t 1 \t -35\n", + "3 \t 433 \t 235 \t 1 \t 198 \t -1 \t 36\n", + "4 \t 235 \t 198 \t 1 \t 37 \t 2 \t -71\n", + "5 \t 198 \t 37 \t 5 \t 13 \t -3 \t 107\n", + "6 \t 37 \t 13 \t 2 \t 11 \t 5 \t -178\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -28 \t 997\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 61 \t -2172\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -89 \t 3169\n", + "\t\t\t\t\t 506 \t -18017\n", + "GCD(39203, 1101) = 1, with coefficients 506 and -18017 such that 1 = (506)*39203 + (-18017)*1101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1102 \t 35 \t 633 \t 1 \t 0\n", + "1 \t 1102 \t 633 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 633 \t 469 \t 1 \t 164 \t 1 \t -35\n", + "3 \t 469 \t 164 \t 2 \t 141 \t -1 \t 36\n", + "4 \t 164 \t 141 \t 1 \t 23 \t 2 \t -71\n", + "5 \t 141 \t 23 \t 6 \t 3 \t -5 \t 178\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 7 \t -249\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -47 \t 1672\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 336 \t -11953\n", + "\t\t\t\t\t -383 \t 13625\n", + "GCD(39203, 1102) = 1, with coefficients -383 and 13625 such that 1 = (-383)*39203 + (13625)*1102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1103 \t 35 \t 598 \t 1 \t 0\n", + "1 \t 1103 \t 598 \t 1 \t 505 \t 0 \t 1\n", + "2 \t 598 \t 505 \t 1 \t 93 \t 1 \t -35\n", + "3 \t 505 \t 93 \t 5 \t 40 \t -1 \t 36\n", + "4 \t 93 \t 40 \t 2 \t 13 \t 2 \t -71\n", + "5 \t 40 \t 13 \t 3 \t 1 \t -11 \t 391\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 24 \t -853\n", + "\t\t\t\t\t -83 \t 2950\n", + "GCD(39203, 1103) = 1, with coefficients -83 and 2950 such that 1 = (-83)*39203 + (2950)*1103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1104 \t 35 \t 563 \t 1 \t 0\n", + "1 \t 1104 \t 563 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 563 \t 541 \t 1 \t 22 \t 1 \t -35\n", + "3 \t 541 \t 22 \t 24 \t 13 \t -1 \t 36\n", + "4 \t 22 \t 13 \t 1 \t 9 \t 2 \t -71\n", + "5 \t 13 \t 9 \t 1 \t 4 \t -49 \t 1740\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 51 \t -1811\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -100 \t 3551\n", + "\t\t\t\t\t 251 \t -8913\n", + "GCD(39203, 1104) = 1, with coefficients 251 and -8913 such that 1 = (251)*39203 + (-8913)*1104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1105 \t 35 \t 528 \t 1 \t 0\n", + "1 \t 1105 \t 528 \t 2 \t 49 \t 0 \t 1\n", + "2 \t 528 \t 49 \t 10 \t 38 \t 1 \t -35\n", + "3 \t 49 \t 38 \t 1 \t 11 \t -2 \t 71\n", + "4 \t 38 \t 11 \t 3 \t 5 \t 21 \t -745\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -23 \t 816\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 90 \t -3193\n", + "\t\t\t\t\t -203 \t 7202\n", + "GCD(39203, 1105) = 1, with coefficients -203 and 7202 such that 1 = (-203)*39203 + (7202)*1105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1106 \t 35 \t 493 \t 1 \t 0\n", + "1 \t 1106 \t 493 \t 2 \t 120 \t 0 \t 1\n", + "2 \t 493 \t 120 \t 4 \t 13 \t 1 \t -35\n", + "3 \t 120 \t 13 \t 9 \t 3 \t -2 \t 71\n", + "4 \t 13 \t 3 \t 4 \t 1 \t 9 \t -319\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -83 \t 2942\n", + "\t\t\t\t\t 341 \t -12087\n", + "GCD(39203, 1106) = 1, with coefficients 341 and -12087 such that 1 = (341)*39203 + (-12087)*1106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1107 \t 35 \t 458 \t 1 \t 0\n", + "1 \t 1107 \t 458 \t 2 \t 191 \t 0 \t 1\n", + "2 \t 458 \t 191 \t 2 \t 76 \t 1 \t -35\n", + "3 \t 191 \t 76 \t 2 \t 39 \t -2 \t 71\n", + "4 \t 76 \t 39 \t 1 \t 37 \t 5 \t -177\n", + "5 \t 39 \t 37 \t 1 \t 2 \t -12 \t 425\n", + "6 \t 37 \t 2 \t 18 \t 1 \t 17 \t -602\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -29 \t 1027\n", + "\t\t\t\t\t 539 \t -19088\n", + "GCD(39203, 1107) = 1, with coefficients 539 and -19088 such that 1 = (539)*39203 + (-19088)*1107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1108 \t 35 \t 423 \t 1 \t 0\n", + "1 \t 1108 \t 423 \t 2 \t 262 \t 0 \t 1\n", + "2 \t 423 \t 262 \t 1 \t 161 \t 1 \t -35\n", + "3 \t 262 \t 161 \t 1 \t 101 \t -2 \t 71\n", + "4 \t 161 \t 101 \t 1 \t 60 \t 3 \t -106\n", + "5 \t 101 \t 60 \t 1 \t 41 \t -5 \t 177\n", + "6 \t 60 \t 41 \t 1 \t 19 \t 8 \t -283\n", + "7 \t 41 \t 19 \t 2 \t 3 \t -13 \t 460\n", + "8 \t 19 \t 3 \t 6 \t 1 \t 21 \t -743\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -55 \t 1946\n", + "\t\t\t\t\t 351 \t -12419\n", + "GCD(39203, 1108) = 1, with coefficients 351 and -12419 such that 1 = (351)*39203 + (-12419)*1108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1109 \t 35 \t 388 \t 1 \t 0\n", + "1 \t 1109 \t 388 \t 2 \t 333 \t 0 \t 1\n", + "2 \t 388 \t 333 \t 1 \t 55 \t 1 \t -35\n", + "3 \t 333 \t 55 \t 6 \t 3 \t -2 \t 71\n", + "4 \t 55 \t 3 \t 18 \t 1 \t 3 \t -106\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -20 \t 707\n", + "\t\t\t\t\t 363 \t -12832\n", + "GCD(39203, 1109) = 1, with coefficients 363 and -12832 such that 1 = (363)*39203 + (-12832)*1109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1110 \t 35 \t 353 \t 1 \t 0\n", + "1 \t 1110 \t 353 \t 3 \t 51 \t 0 \t 1\n", + "2 \t 353 \t 51 \t 6 \t 47 \t 1 \t -35\n", + "3 \t 51 \t 47 \t 1 \t 4 \t -3 \t 106\n", + "4 \t 47 \t 4 \t 11 \t 3 \t 19 \t -671\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -22 \t 777\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 261 \t -9218\n", + "\t\t\t\t\t -283 \t 9995\n", + "GCD(39203, 1110) = 1, with coefficients -283 and 9995 such that 1 = (-283)*39203 + (9995)*1110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1111 \t 35 \t 318 \t 1 \t 0\n", + "1 \t 1111 \t 318 \t 3 \t 157 \t 0 \t 1\n", + "2 \t 318 \t 157 \t 2 \t 4 \t 1 \t -35\n", + "3 \t 157 \t 4 \t 39 \t 1 \t -3 \t 106\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 7 \t -247\n", + "\t\t\t\t\t -276 \t 9739\n", + "GCD(39203, 1111) = 1, with coefficients -276 and 9739 such that 1 = (-276)*39203 + (9739)*1111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1112 \t 35 \t 283 \t 1 \t 0\n", + "1 \t 1112 \t 283 \t 3 \t 263 \t 0 \t 1\n", + "2 \t 283 \t 263 \t 1 \t 20 \t 1 \t -35\n", + "3 \t 263 \t 20 \t 13 \t 3 \t -3 \t 106\n", + "4 \t 20 \t 3 \t 6 \t 2 \t 4 \t -141\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -55 \t 1939\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 334 \t -11775\n", + "\t\t\t\t\t -389 \t 13714\n", + "GCD(39203, 1112) = 1, with coefficients -389 and 13714 such that 1 = (-389)*39203 + (13714)*1112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1113 \t 35 \t 248 \t 1 \t 0\n", + "1 \t 1113 \t 248 \t 4 \t 121 \t 0 \t 1\n", + "2 \t 248 \t 121 \t 2 \t 6 \t 1 \t -35\n", + "3 \t 121 \t 6 \t 20 \t 1 \t -4 \t 141\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 9 \t -317\n", + "\t\t\t\t\t -184 \t 6481\n", + "GCD(39203, 1113) = 1, with coefficients -184 and 6481 such that 1 = (-184)*39203 + (6481)*1113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1114 \t 35 \t 213 \t 1 \t 0\n", + "1 \t 1114 \t 213 \t 5 \t 49 \t 0 \t 1\n", + "2 \t 213 \t 49 \t 4 \t 17 \t 1 \t -35\n", + "3 \t 49 \t 17 \t 2 \t 15 \t -5 \t 176\n", + "4 \t 17 \t 15 \t 1 \t 2 \t 21 \t -739\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -47 \t 1654\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 68 \t -2393\n", + "\t\t\t\t\t -523 \t 18405\n", + "GCD(39203, 1114) = 1, with coefficients -523 and 18405 such that 1 = (-523)*39203 + (18405)*1114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1115 \t 35 \t 178 \t 1 \t 0\n", + "1 \t 1115 \t 178 \t 6 \t 47 \t 0 \t 1\n", + "2 \t 178 \t 47 \t 3 \t 37 \t 1 \t -35\n", + "3 \t 47 \t 37 \t 1 \t 10 \t -6 \t 211\n", + "4 \t 37 \t 10 \t 3 \t 7 \t 19 \t -668\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -25 \t 879\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 94 \t -3305\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -119 \t 4184\n", + "\t\t\t\t\t 332 \t -11673\n", + "GCD(39203, 1115) = 1, with coefficients 332 and -11673 such that 1 = (332)*39203 + (-11673)*1115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1116 \t 35 \t 143 \t 1 \t 0\n", + "1 \t 1116 \t 143 \t 7 \t 115 \t 0 \t 1\n", + "2 \t 143 \t 115 \t 1 \t 28 \t 1 \t -35\n", + "3 \t 115 \t 28 \t 4 \t 3 \t -7 \t 246\n", + "4 \t 28 \t 3 \t 9 \t 1 \t 8 \t -281\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -39 \t 1370\n", + "\t\t\t\t\t 359 \t -12611\n", + "GCD(39203, 1116) = 1, with coefficients 359 and -12611 such that 1 = (359)*39203 + (-12611)*1116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1117 \t 35 \t 108 \t 1 \t 0\n", + "1 \t 1117 \t 108 \t 10 \t 37 \t 0 \t 1\n", + "2 \t 108 \t 37 \t 2 \t 34 \t 1 \t -35\n", + "3 \t 37 \t 34 \t 1 \t 3 \t -10 \t 351\n", + "4 \t 34 \t 3 \t 11 \t 1 \t 21 \t -737\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -31 \t 1088\n", + "\t\t\t\t\t 362 \t -12705\n", + "GCD(39203, 1117) = 1, with coefficients 362 and -12705 such that 1 = (362)*39203 + (-12705)*1117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1118 \t 35 \t 73 \t 1 \t 0\n", + "1 \t 1118 \t 73 \t 15 \t 23 \t 0 \t 1\n", + "2 \t 73 \t 23 \t 3 \t 4 \t 1 \t -35\n", + "3 \t 23 \t 4 \t 5 \t 3 \t -15 \t 526\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 46 \t -1613\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -245 \t 8591\n", + "\t\t\t\t\t 291 \t -10204\n", + "GCD(39203, 1118) = 1, with coefficients 291 and -10204 such that 1 = (291)*39203 + (-10204)*1118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1119 \t 35 \t 38 \t 1 \t 0\n", + "1 \t 1119 \t 38 \t 29 \t 17 \t 0 \t 1\n", + "2 \t 38 \t 17 \t 2 \t 4 \t 1 \t -35\n", + "3 \t 17 \t 4 \t 4 \t 1 \t -29 \t 1016\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 59 \t -2067\n", + "\t\t\t\t\t -265 \t 9284\n", + "GCD(39203, 1119) = 1, with coefficients -265 and 9284 such that 1 = (-265)*39203 + (9284)*1119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1120 \t 35 \t 3 \t 1 \t 0\n", + "1 \t 1120 \t 3 \t 373 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -35\n", + "\t\t\t\t\t -373 \t 13056\n", + "GCD(39203, 1120) = 1, with coefficients -373 and 13056 such that 1 = (-373)*39203 + (13056)*1120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1121 \t 34 \t 1089 \t 1 \t 0\n", + "1 \t 1121 \t 1089 \t 1 \t 32 \t 0 \t 1\n", + "2 \t 1089 \t 32 \t 34 \t 1 \t 1 \t -34\n", + "3 \t 32 \t 1 \t 32 \t 0 \t -1 \t 35\n", + "\t\t\t\t\t 35 \t -1224\n", + "GCD(39203, 1121) = 1, with coefficients 35 and -1224 such that 1 = (35)*39203 + (-1224)*1121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1122 \t 34 \t 1055 \t 1 \t 0\n", + "1 \t 1122 \t 1055 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 1055 \t 67 \t 15 \t 50 \t 1 \t -34\n", + "3 \t 67 \t 50 \t 1 \t 17 \t -1 \t 35\n", + "4 \t 50 \t 17 \t 2 \t 16 \t 16 \t -559\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -17 \t 594\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 50 \t -1747\n", + "\t\t\t\t\t -67 \t 2341\n", + "GCD(39203, 1122) = 1, with coefficients -67 and 2341 such that 1 = (-67)*39203 + (2341)*1122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1123 \t 34 \t 1021 \t 1 \t 0\n", + "1 \t 1123 \t 1021 \t 1 \t 102 \t 0 \t 1\n", + "2 \t 1021 \t 102 \t 10 \t 1 \t 1 \t -34\n", + "3 \t 102 \t 1 \t 102 \t 0 \t -1 \t 35\n", + "\t\t\t\t\t 11 \t -384\n", + "GCD(39203, 1123) = 1, with coefficients 11 and -384 such that 1 = (11)*39203 + (-384)*1123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1124 \t 34 \t 987 \t 1 \t 0\n", + "1 \t 1124 \t 987 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 987 \t 137 \t 7 \t 28 \t 1 \t -34\n", + "3 \t 137 \t 28 \t 4 \t 25 \t -1 \t 35\n", + "4 \t 28 \t 25 \t 1 \t 3 \t 8 \t -279\n", + "5 \t 25 \t 3 \t 8 \t 1 \t -33 \t 1151\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 41 \t -1430\n", + "\t\t\t\t\t -361 \t 12591\n", + "GCD(39203, 1124) = 1, with coefficients -361 and 12591 such that 1 = (-361)*39203 + (12591)*1124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1125 \t 34 \t 953 \t 1 \t 0\n", + "1 \t 1125 \t 953 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 953 \t 172 \t 5 \t 93 \t 1 \t -34\n", + "3 \t 172 \t 93 \t 1 \t 79 \t -1 \t 35\n", + "4 \t 93 \t 79 \t 1 \t 14 \t 6 \t -209\n", + "5 \t 79 \t 14 \t 5 \t 9 \t -7 \t 244\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 13 \t -453\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -72 \t 2509\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 85 \t -2962\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -157 \t 5471\n", + "\t\t\t\t\t 242 \t -8433\n", + "GCD(39203, 1125) = 1, with coefficients 242 and -8433 such that 1 = (242)*39203 + (-8433)*1125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1126 \t 34 \t 919 \t 1 \t 0\n", + "1 \t 1126 \t 919 \t 1 \t 207 \t 0 \t 1\n", + "2 \t 919 \t 207 \t 4 \t 91 \t 1 \t -34\n", + "3 \t 207 \t 91 \t 2 \t 25 \t -1 \t 35\n", + "4 \t 91 \t 25 \t 3 \t 16 \t 5 \t -174\n", + "5 \t 25 \t 16 \t 1 \t 9 \t -11 \t 383\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 38 \t -1323\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -49 \t 1706\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 87 \t -3029\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -136 \t 4735\n", + "\t\t\t\t\t 495 \t -17234\n", + "GCD(39203, 1126) = 1, with coefficients 495 and -17234 such that 1 = (495)*39203 + (-17234)*1126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1127 \t 34 \t 885 \t 1 \t 0\n", + "1 \t 1127 \t 885 \t 1 \t 242 \t 0 \t 1\n", + "2 \t 885 \t 242 \t 3 \t 159 \t 1 \t -34\n", + "3 \t 242 \t 159 \t 1 \t 83 \t -1 \t 35\n", + "4 \t 159 \t 83 \t 1 \t 76 \t 4 \t -139\n", + "5 \t 83 \t 76 \t 1 \t 7 \t -5 \t 174\n", + "6 \t 76 \t 7 \t 10 \t 6 \t 9 \t -313\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -14 \t 487\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 149 \t -5183\n", + "\t\t\t\t\t -163 \t 5670\n", + "GCD(39203, 1127) = 1, with coefficients -163 and 5670 such that 1 = (-163)*39203 + (5670)*1127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1128 \t 34 \t 851 \t 1 \t 0\n", + "1 \t 1128 \t 851 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 851 \t 277 \t 3 \t 20 \t 1 \t -34\n", + "3 \t 277 \t 20 \t 13 \t 17 \t -1 \t 35\n", + "4 \t 20 \t 17 \t 1 \t 3 \t 4 \t -139\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -53 \t 1842\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 57 \t -1981\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -338 \t 11747\n", + "\t\t\t\t\t 395 \t -13728\n", + "GCD(39203, 1128) = 1, with coefficients 395 and -13728 such that 1 = (395)*39203 + (-13728)*1128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1129 \t 34 \t 817 \t 1 \t 0\n", + "1 \t 1129 \t 817 \t 1 \t 312 \t 0 \t 1\n", + "2 \t 817 \t 312 \t 2 \t 193 \t 1 \t -34\n", + "3 \t 312 \t 193 \t 1 \t 119 \t -1 \t 35\n", + "4 \t 193 \t 119 \t 1 \t 74 \t 3 \t -104\n", + "5 \t 119 \t 74 \t 1 \t 45 \t -4 \t 139\n", + "6 \t 74 \t 45 \t 1 \t 29 \t 7 \t -243\n", + "7 \t 45 \t 29 \t 1 \t 16 \t -11 \t 382\n", + "8 \t 29 \t 16 \t 1 \t 13 \t 18 \t -625\n", + "9 \t 16 \t 13 \t 1 \t 3 \t -29 \t 1007\n", + "10 \t 13 \t 3 \t 4 \t 1 \t 47 \t -1632\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -76 \t 2639\n", + "\t\t\t\t\t 351 \t -12188\n", + "GCD(39203, 1129) = 1, with coefficients 351 and -12188 such that 1 = (351)*39203 + (-12188)*1129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1130 \t 34 \t 783 \t 1 \t 0\n", + "1 \t 1130 \t 783 \t 1 \t 347 \t 0 \t 1\n", + "2 \t 783 \t 347 \t 2 \t 89 \t 1 \t -34\n", + "3 \t 347 \t 89 \t 3 \t 80 \t -1 \t 35\n", + "4 \t 89 \t 80 \t 1 \t 9 \t 3 \t -104\n", + "5 \t 80 \t 9 \t 8 \t 8 \t -10 \t 347\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 13 \t -451\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -114 \t 3955\n", + "\t\t\t\t\t 127 \t -4406\n", + "GCD(39203, 1130) = 1, with coefficients 127 and -4406 such that 1 = (127)*39203 + (-4406)*1130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1131 \t 34 \t 749 \t 1 \t 0\n", + "1 \t 1131 \t 749 \t 1 \t 382 \t 0 \t 1\n", + "2 \t 749 \t 382 \t 1 \t 367 \t 1 \t -34\n", + "3 \t 382 \t 367 \t 1 \t 15 \t -1 \t 35\n", + "4 \t 367 \t 15 \t 24 \t 7 \t 2 \t -69\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -3 \t 104\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 74 \t -2565\n", + "\t\t\t\t\t -151 \t 5234\n", + "GCD(39203, 1131) = 1, with coefficients -151 and 5234 such that 1 = (-151)*39203 + (5234)*1131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1132 \t 34 \t 715 \t 1 \t 0\n", + "1 \t 1132 \t 715 \t 1 \t 417 \t 0 \t 1\n", + "2 \t 715 \t 417 \t 1 \t 298 \t 1 \t -34\n", + "3 \t 417 \t 298 \t 1 \t 119 \t -1 \t 35\n", + "4 \t 298 \t 119 \t 2 \t 60 \t 2 \t -69\n", + "5 \t 119 \t 60 \t 1 \t 59 \t -3 \t 104\n", + "6 \t 60 \t 59 \t 1 \t 1 \t 8 \t -277\n", + "7 \t 59 \t 1 \t 59 \t 0 \t -11 \t 381\n", + "\t\t\t\t\t 19 \t -658\n", + "GCD(39203, 1132) = 1, with coefficients 19 and -658 such that 1 = (19)*39203 + (-658)*1132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1133 \t 34 \t 681 \t 1 \t 0\n", + "1 \t 1133 \t 681 \t 1 \t 452 \t 0 \t 1\n", + "2 \t 681 \t 452 \t 1 \t 229 \t 1 \t -34\n", + "3 \t 452 \t 229 \t 1 \t 223 \t -1 \t 35\n", + "4 \t 229 \t 223 \t 1 \t 6 \t 2 \t -69\n", + "5 \t 223 \t 6 \t 37 \t 1 \t -3 \t 104\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 5 \t -173\n", + "\t\t\t\t\t -188 \t 6505\n", + "GCD(39203, 1133) = 1, with coefficients -188 and 6505 such that 1 = (-188)*39203 + (6505)*1133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1134 \t 34 \t 647 \t 1 \t 0\n", + "1 \t 1134 \t 647 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 647 \t 487 \t 1 \t 160 \t 1 \t -34\n", + "3 \t 487 \t 160 \t 3 \t 7 \t -1 \t 35\n", + "4 \t 160 \t 7 \t 22 \t 6 \t 2 \t -69\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -7 \t 242\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 156 \t -5393\n", + "\t\t\t\t\t -163 \t 5635\n", + "GCD(39203, 1134) = 1, with coefficients -163 and 5635 such that 1 = (-163)*39203 + (5635)*1134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1135 \t 34 \t 613 \t 1 \t 0\n", + "1 \t 1135 \t 613 \t 1 \t 522 \t 0 \t 1\n", + "2 \t 613 \t 522 \t 1 \t 91 \t 1 \t -34\n", + "3 \t 522 \t 91 \t 5 \t 67 \t -1 \t 35\n", + "4 \t 91 \t 67 \t 1 \t 24 \t 2 \t -69\n", + "5 \t 67 \t 24 \t 2 \t 19 \t -11 \t 380\n", + "6 \t 24 \t 19 \t 1 \t 5 \t 13 \t -449\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -37 \t 1278\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 50 \t -1727\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -187 \t 6459\n", + "\t\t\t\t\t 237 \t -8186\n", + "GCD(39203, 1135) = 1, with coefficients 237 and -8186 such that 1 = (237)*39203 + (-8186)*1135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1136 \t 34 \t 579 \t 1 \t 0\n", + "1 \t 1136 \t 579 \t 1 \t 557 \t 0 \t 1\n", + "2 \t 579 \t 557 \t 1 \t 22 \t 1 \t -34\n", + "3 \t 557 \t 22 \t 25 \t 7 \t -1 \t 35\n", + "4 \t 22 \t 7 \t 3 \t 1 \t 2 \t -69\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -51 \t 1760\n", + "\t\t\t\t\t 155 \t -5349\n", + "GCD(39203, 1136) = 1, with coefficients 155 and -5349 such that 1 = (155)*39203 + (-5349)*1136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1137 \t 34 \t 545 \t 1 \t 0\n", + "1 \t 1137 \t 545 \t 2 \t 47 \t 0 \t 1\n", + "2 \t 545 \t 47 \t 11 \t 28 \t 1 \t -34\n", + "3 \t 47 \t 28 \t 1 \t 19 \t -2 \t 69\n", + "4 \t 28 \t 19 \t 1 \t 9 \t 23 \t -793\n", + "5 \t 19 \t 9 \t 2 \t 1 \t -25 \t 862\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 48 \t -1655\n", + "\t\t\t\t\t -121 \t 4172\n", + "GCD(39203, 1137) = 1, with coefficients -121 and 4172 such that 1 = (-121)*39203 + (4172)*1137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1138 \t 34 \t 511 \t 1 \t 0\n", + "1 \t 1138 \t 511 \t 2 \t 116 \t 0 \t 1\n", + "2 \t 511 \t 116 \t 4 \t 47 \t 1 \t -34\n", + "3 \t 116 \t 47 \t 2 \t 22 \t -2 \t 69\n", + "4 \t 47 \t 22 \t 2 \t 3 \t 9 \t -310\n", + "5 \t 22 \t 3 \t 7 \t 1 \t -20 \t 689\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 49 \t -1688\n", + "\t\t\t\t\t -363 \t 12505\n", + "GCD(39203, 1138) = 1, with coefficients -363 and 12505 such that 1 = (-363)*39203 + (12505)*1138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1139 \t 34 \t 477 \t 1 \t 0\n", + "1 \t 1139 \t 477 \t 2 \t 185 \t 0 \t 1\n", + "2 \t 477 \t 185 \t 2 \t 107 \t 1 \t -34\n", + "3 \t 185 \t 107 \t 1 \t 78 \t -2 \t 69\n", + "4 \t 107 \t 78 \t 1 \t 29 \t 5 \t -172\n", + "5 \t 78 \t 29 \t 2 \t 20 \t -7 \t 241\n", + "6 \t 29 \t 20 \t 1 \t 9 \t 12 \t -413\n", + "7 \t 20 \t 9 \t 2 \t 2 \t -31 \t 1067\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 43 \t -1480\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -117 \t 4027\n", + "\t\t\t\t\t 511 \t -17588\n", + "GCD(39203, 1139) = 1, with coefficients 511 and -17588 such that 1 = (511)*39203 + (-17588)*1139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1140 \t 34 \t 443 \t 1 \t 0\n", + "1 \t 1140 \t 443 \t 2 \t 254 \t 0 \t 1\n", + "2 \t 443 \t 254 \t 1 \t 189 \t 1 \t -34\n", + "3 \t 254 \t 189 \t 1 \t 65 \t -2 \t 69\n", + "4 \t 189 \t 65 \t 2 \t 59 \t 3 \t -103\n", + "5 \t 65 \t 59 \t 1 \t 6 \t -5 \t 172\n", + "6 \t 59 \t 6 \t 9 \t 5 \t 13 \t -447\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -18 \t 619\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 175 \t -6018\n", + "\t\t\t\t\t -193 \t 6637\n", + "GCD(39203, 1140) = 1, with coefficients -193 and 6637 such that 1 = (-193)*39203 + (6637)*1140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1141 \t 34 \t 409 \t 1 \t 0\n", + "1 \t 1141 \t 409 \t 2 \t 323 \t 0 \t 1\n", + "2 \t 409 \t 323 \t 1 \t 86 \t 1 \t -34\n", + "3 \t 323 \t 86 \t 3 \t 65 \t -2 \t 69\n", + "4 \t 86 \t 65 \t 1 \t 21 \t 3 \t -103\n", + "5 \t 65 \t 21 \t 3 \t 2 \t -11 \t 378\n", + "6 \t 21 \t 2 \t 10 \t 1 \t 14 \t -481\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -53 \t 1821\n", + "\t\t\t\t\t 544 \t -18691\n", + "GCD(39203, 1141) = 1, with coefficients 544 and -18691 such that 1 = (544)*39203 + (-18691)*1141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1142 \t 34 \t 375 \t 1 \t 0\n", + "1 \t 1142 \t 375 \t 3 \t 17 \t 0 \t 1\n", + "2 \t 375 \t 17 \t 22 \t 1 \t 1 \t -34\n", + "3 \t 17 \t 1 \t 17 \t 0 \t -3 \t 103\n", + "\t\t\t\t\t 67 \t -2300\n", + "GCD(39203, 1142) = 1, with coefficients 67 and -2300 such that 1 = (67)*39203 + (-2300)*1142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1143 \t 34 \t 341 \t 1 \t 0\n", + "1 \t 1143 \t 341 \t 3 \t 120 \t 0 \t 1\n", + "2 \t 341 \t 120 \t 2 \t 101 \t 1 \t -34\n", + "3 \t 120 \t 101 \t 1 \t 19 \t -3 \t 103\n", + "4 \t 101 \t 19 \t 5 \t 6 \t 7 \t -240\n", + "5 \t 19 \t 6 \t 3 \t 1 \t -10 \t 343\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 57 \t -1955\n", + "\t\t\t\t\t -181 \t 6208\n", + "GCD(39203, 1143) = 1, with coefficients -181 and 6208 such that 1 = (-181)*39203 + (6208)*1143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1144 \t 34 \t 307 \t 1 \t 0\n", + "1 \t 1144 \t 307 \t 3 \t 223 \t 0 \t 1\n", + "2 \t 307 \t 223 \t 1 \t 84 \t 1 \t -34\n", + "3 \t 223 \t 84 \t 2 \t 55 \t -3 \t 103\n", + "4 \t 84 \t 55 \t 1 \t 29 \t 4 \t -137\n", + "5 \t 55 \t 29 \t 1 \t 26 \t -11 \t 377\n", + "6 \t 29 \t 26 \t 1 \t 3 \t 15 \t -514\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -26 \t 891\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 41 \t -1405\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -354 \t 12131\n", + "\t\t\t\t\t 395 \t -13536\n", + "GCD(39203, 1144) = 1, with coefficients 395 and -13536 such that 1 = (395)*39203 + (-13536)*1144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1145 \t 34 \t 273 \t 1 \t 0\n", + "1 \t 1145 \t 273 \t 4 \t 53 \t 0 \t 1\n", + "2 \t 273 \t 53 \t 5 \t 8 \t 1 \t -34\n", + "3 \t 53 \t 8 \t 6 \t 5 \t -4 \t 137\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 21 \t -719\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -130 \t 4451\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 151 \t -5170\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -281 \t 9621\n", + "\t\t\t\t\t 432 \t -14791\n", + "GCD(39203, 1145) = 1, with coefficients 432 and -14791 such that 1 = (432)*39203 + (-14791)*1145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1146 \t 34 \t 239 \t 1 \t 0\n", + "1 \t 1146 \t 239 \t 4 \t 190 \t 0 \t 1\n", + "2 \t 239 \t 190 \t 1 \t 49 \t 1 \t -34\n", + "3 \t 190 \t 49 \t 3 \t 43 \t -4 \t 137\n", + "4 \t 49 \t 43 \t 1 \t 6 \t 5 \t -171\n", + "5 \t 43 \t 6 \t 7 \t 1 \t -19 \t 650\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 24 \t -821\n", + "\t\t\t\t\t -187 \t 6397\n", + "GCD(39203, 1146) = 1, with coefficients -187 and 6397 such that 1 = (-187)*39203 + (6397)*1146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1147 \t 34 \t 205 \t 1 \t 0\n", + "1 \t 1147 \t 205 \t 5 \t 122 \t 0 \t 1\n", + "2 \t 205 \t 122 \t 1 \t 83 \t 1 \t -34\n", + "3 \t 122 \t 83 \t 1 \t 39 \t -5 \t 171\n", + "4 \t 83 \t 39 \t 2 \t 5 \t 6 \t -205\n", + "5 \t 39 \t 5 \t 7 \t 4 \t -11 \t 376\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 28 \t -957\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -207 \t 7075\n", + "\t\t\t\t\t 235 \t -8032\n", + "GCD(39203, 1147) = 1, with coefficients 235 and -8032 such that 1 = (235)*39203 + (-8032)*1147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1148 \t 34 \t 171 \t 1 \t 0\n", + "1 \t 1148 \t 171 \t 6 \t 122 \t 0 \t 1\n", + "2 \t 171 \t 122 \t 1 \t 49 \t 1 \t -34\n", + "3 \t 122 \t 49 \t 2 \t 24 \t -6 \t 205\n", + "4 \t 49 \t 24 \t 2 \t 1 \t 7 \t -239\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -20 \t 683\n", + "\t\t\t\t\t 47 \t -1605\n", + "GCD(39203, 1148) = 1, with coefficients 47 and -1605 such that 1 = (47)*39203 + (-1605)*1148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1149 \t 34 \t 137 \t 1 \t 0\n", + "1 \t 1149 \t 137 \t 8 \t 53 \t 0 \t 1\n", + "2 \t 137 \t 53 \t 2 \t 31 \t 1 \t -34\n", + "3 \t 53 \t 31 \t 1 \t 22 \t -8 \t 273\n", + "4 \t 31 \t 22 \t 1 \t 9 \t 17 \t -580\n", + "5 \t 22 \t 9 \t 2 \t 4 \t -25 \t 853\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 42 \t -1433\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -109 \t 3719\n", + "\t\t\t\t\t 260 \t -8871\n", + "GCD(39203, 1149) = 1, with coefficients 260 and -8871 such that 1 = (260)*39203 + (-8871)*1149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1150 \t 34 \t 103 \t 1 \t 0\n", + "1 \t 1150 \t 103 \t 11 \t 17 \t 0 \t 1\n", + "2 \t 103 \t 17 \t 6 \t 1 \t 1 \t -34\n", + "3 \t 17 \t 1 \t 17 \t 0 \t -11 \t 375\n", + "\t\t\t\t\t 67 \t -2284\n", + "GCD(39203, 1150) = 1, with coefficients 67 and -2284 such that 1 = (67)*39203 + (-2284)*1150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1151 \t 34 \t 69 \t 1 \t 0\n", + "1 \t 1151 \t 69 \t 16 \t 47 \t 0 \t 1\n", + "2 \t 69 \t 47 \t 1 \t 22 \t 1 \t -34\n", + "3 \t 47 \t 22 \t 2 \t 3 \t -16 \t 545\n", + "4 \t 22 \t 3 \t 7 \t 1 \t 17 \t -579\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -50 \t 1703\n", + "\t\t\t\t\t 367 \t -12500\n", + "GCD(39203, 1151) = 1, with coefficients 367 and -12500 such that 1 = (367)*39203 + (-12500)*1151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1152 \t 34 \t 35 \t 1 \t 0\n", + "1 \t 1152 \t 35 \t 32 \t 32 \t 0 \t 1\n", + "2 \t 35 \t 32 \t 1 \t 3 \t 1 \t -34\n", + "3 \t 32 \t 3 \t 10 \t 2 \t -32 \t 1089\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 33 \t -1123\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -362 \t 12319\n", + "\t\t\t\t\t 395 \t -13442\n", + "GCD(39203, 1152) = 1, with coefficients 395 and -13442 such that 1 = (395)*39203 + (-13442)*1152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1153 \t 34 \t 1 \t 1 \t 0\n", + "1 \t 1153 \t 1 \t 1153 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -34\n", + "GCD(39203, 1153) = 1, with coefficients 1 and -34 such that 1 = (1)*39203 + (-34)*1153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1154 \t 33 \t 1121 \t 1 \t 0\n", + "1 \t 1154 \t 1121 \t 1 \t 33 \t 0 \t 1\n", + "2 \t 1121 \t 33 \t 33 \t 32 \t 1 \t -33\n", + "3 \t 33 \t 32 \t 1 \t 1 \t -1 \t 34\n", + "4 \t 32 \t 1 \t 32 \t 0 \t 34 \t -1155\n", + "\t\t\t\t\t -35 \t 1189\n", + "GCD(39203, 1154) = 1, with coefficients -35 and 1189 such that 1 = (-35)*39203 + (1189)*1154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1155 \t 33 \t 1088 \t 1 \t 0\n", + "1 \t 1155 \t 1088 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 1088 \t 67 \t 16 \t 16 \t 1 \t -33\n", + "3 \t 67 \t 16 \t 4 \t 3 \t -1 \t 34\n", + "4 \t 16 \t 3 \t 5 \t 1 \t 17 \t -577\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -69 \t 2342\n", + "\t\t\t\t\t 362 \t -12287\n", + "GCD(39203, 1155) = 1, with coefficients 362 and -12287 such that 1 = (362)*39203 + (-12287)*1155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1156 \t 33 \t 1055 \t 1 \t 0\n", + "1 \t 1156 \t 1055 \t 1 \t 101 \t 0 \t 1\n", + "2 \t 1055 \t 101 \t 10 \t 45 \t 1 \t -33\n", + "3 \t 101 \t 45 \t 2 \t 11 \t -1 \t 34\n", + "4 \t 45 \t 11 \t 4 \t 1 \t 11 \t -373\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -23 \t 780\n", + "\t\t\t\t\t 103 \t -3493\n", + "GCD(39203, 1156) = 1, with coefficients 103 and -3493 such that 1 = (103)*39203 + (-3493)*1156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1157 \t 33 \t 1022 \t 1 \t 0\n", + "1 \t 1157 \t 1022 \t 1 \t 135 \t 0 \t 1\n", + "2 \t 1022 \t 135 \t 7 \t 77 \t 1 \t -33\n", + "3 \t 135 \t 77 \t 1 \t 58 \t -1 \t 34\n", + "4 \t 77 \t 58 \t 1 \t 19 \t 8 \t -271\n", + "5 \t 58 \t 19 \t 3 \t 1 \t -9 \t 305\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 17 \t -576\n", + "\t\t\t\t\t -60 \t 2033\n", + "GCD(39203, 1157) = 1, with coefficients -60 and 2033 such that 1 = (-60)*39203 + (2033)*1157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1158 \t 33 \t 989 \t 1 \t 0\n", + "1 \t 1158 \t 989 \t 1 \t 169 \t 0 \t 1\n", + "2 \t 989 \t 169 \t 5 \t 144 \t 1 \t -33\n", + "3 \t 169 \t 144 \t 1 \t 25 \t -1 \t 34\n", + "4 \t 144 \t 25 \t 5 \t 19 \t 6 \t -203\n", + "5 \t 25 \t 19 \t 1 \t 6 \t -7 \t 237\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 41 \t -1388\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -48 \t 1625\n", + "\t\t\t\t\t 185 \t -6263\n", + "GCD(39203, 1158) = 1, with coefficients 185 and -6263 such that 1 = (185)*39203 + (-6263)*1158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1159 \t 33 \t 956 \t 1 \t 0\n", + "1 \t 1159 \t 956 \t 1 \t 203 \t 0 \t 1\n", + "2 \t 956 \t 203 \t 4 \t 144 \t 1 \t -33\n", + "3 \t 203 \t 144 \t 1 \t 59 \t -1 \t 34\n", + "4 \t 144 \t 59 \t 2 \t 26 \t 5 \t -169\n", + "5 \t 59 \t 26 \t 2 \t 7 \t -6 \t 203\n", + "6 \t 26 \t 7 \t 3 \t 5 \t 17 \t -575\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -40 \t 1353\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 137 \t -4634\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -177 \t 5987\n", + "\t\t\t\t\t 491 \t -16608\n", + "GCD(39203, 1159) = 1, with coefficients 491 and -16608 such that 1 = (491)*39203 + (-16608)*1159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1160 \t 33 \t 923 \t 1 \t 0\n", + "1 \t 1160 \t 923 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 923 \t 237 \t 3 \t 212 \t 1 \t -33\n", + "3 \t 237 \t 212 \t 1 \t 25 \t -1 \t 34\n", + "4 \t 212 \t 25 \t 8 \t 12 \t 4 \t -135\n", + "5 \t 25 \t 12 \t 2 \t 1 \t -5 \t 169\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 44 \t -1487\n", + "\t\t\t\t\t -93 \t 3143\n", + "GCD(39203, 1160) = 1, with coefficients -93 and 3143 such that 1 = (-93)*39203 + (3143)*1160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1161 \t 33 \t 890 \t 1 \t 0\n", + "1 \t 1161 \t 890 \t 1 \t 271 \t 0 \t 1\n", + "2 \t 890 \t 271 \t 3 \t 77 \t 1 \t -33\n", + "3 \t 271 \t 77 \t 3 \t 40 \t -1 \t 34\n", + "4 \t 77 \t 40 \t 1 \t 37 \t 4 \t -135\n", + "5 \t 40 \t 37 \t 1 \t 3 \t -13 \t 439\n", + "6 \t 37 \t 3 \t 12 \t 1 \t 17 \t -574\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -30 \t 1013\n", + "\t\t\t\t\t 377 \t -12730\n", + "GCD(39203, 1161) = 1, with coefficients 377 and -12730 such that 1 = (377)*39203 + (-12730)*1161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1162 \t 33 \t 857 \t 1 \t 0\n", + "1 \t 1162 \t 857 \t 1 \t 305 \t 0 \t 1\n", + "2 \t 857 \t 305 \t 2 \t 247 \t 1 \t -33\n", + "3 \t 305 \t 247 \t 1 \t 58 \t -1 \t 34\n", + "4 \t 247 \t 58 \t 4 \t 15 \t 3 \t -101\n", + "5 \t 58 \t 15 \t 3 \t 13 \t -4 \t 135\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 19 \t -641\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -61 \t 2058\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 80 \t -2699\n", + "\t\t\t\t\t -541 \t 18252\n", + "GCD(39203, 1162) = 1, with coefficients -541 and 18252 such that 1 = (-541)*39203 + (18252)*1162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1163 \t 33 \t 824 \t 1 \t 0\n", + "1 \t 1163 \t 824 \t 1 \t 339 \t 0 \t 1\n", + "2 \t 824 \t 339 \t 2 \t 146 \t 1 \t -33\n", + "3 \t 339 \t 146 \t 2 \t 47 \t -1 \t 34\n", + "4 \t 146 \t 47 \t 3 \t 5 \t 3 \t -101\n", + "5 \t 47 \t 5 \t 9 \t 2 \t -7 \t 236\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 24 \t -809\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -223 \t 7517\n", + "\t\t\t\t\t 470 \t -15843\n", + "GCD(39203, 1163) = 1, with coefficients 470 and -15843 such that 1 = (470)*39203 + (-15843)*1163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1164 \t 33 \t 791 \t 1 \t 0\n", + "1 \t 1164 \t 791 \t 1 \t 373 \t 0 \t 1\n", + "2 \t 791 \t 373 \t 2 \t 45 \t 1 \t -33\n", + "3 \t 373 \t 45 \t 8 \t 13 \t -1 \t 34\n", + "4 \t 45 \t 13 \t 3 \t 6 \t 3 \t -101\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -25 \t 842\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 78 \t -2627\n", + "\t\t\t\t\t -181 \t 6096\n", + "GCD(39203, 1164) = 1, with coefficients -181 and 6096 such that 1 = (-181)*39203 + (6096)*1164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1165 \t 33 \t 758 \t 1 \t 0\n", + "1 \t 1165 \t 758 \t 1 \t 407 \t 0 \t 1\n", + "2 \t 758 \t 407 \t 1 \t 351 \t 1 \t -33\n", + "3 \t 407 \t 351 \t 1 \t 56 \t -1 \t 34\n", + "4 \t 351 \t 56 \t 6 \t 15 \t 2 \t -67\n", + "5 \t 56 \t 15 \t 3 \t 11 \t -3 \t 101\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 20 \t -673\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -63 \t 2120\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 83 \t -2793\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -229 \t 7706\n", + "\t\t\t\t\t 312 \t -10499\n", + "GCD(39203, 1165) = 1, with coefficients 312 and -10499 such that 1 = (312)*39203 + (-10499)*1165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1166 \t 33 \t 725 \t 1 \t 0\n", + "1 \t 1166 \t 725 \t 1 \t 441 \t 0 \t 1\n", + "2 \t 725 \t 441 \t 1 \t 284 \t 1 \t -33\n", + "3 \t 441 \t 284 \t 1 \t 157 \t -1 \t 34\n", + "4 \t 284 \t 157 \t 1 \t 127 \t 2 \t -67\n", + "5 \t 157 \t 127 \t 1 \t 30 \t -3 \t 101\n", + "6 \t 127 \t 30 \t 4 \t 7 \t 5 \t -168\n", + "7 \t 30 \t 7 \t 4 \t 2 \t -8 \t 269\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 37 \t -1244\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -156 \t 5245\n", + "\t\t\t\t\t 505 \t -16979\n", + "GCD(39203, 1166) = 1, with coefficients 505 and -16979 such that 1 = (505)*39203 + (-16979)*1166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1167 \t 33 \t 692 \t 1 \t 0\n", + "1 \t 1167 \t 692 \t 1 \t 475 \t 0 \t 1\n", + "2 \t 692 \t 475 \t 1 \t 217 \t 1 \t -33\n", + "3 \t 475 \t 217 \t 2 \t 41 \t -1 \t 34\n", + "4 \t 217 \t 41 \t 5 \t 12 \t 2 \t -67\n", + "5 \t 41 \t 12 \t 3 \t 5 \t -5 \t 168\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 27 \t -907\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -86 \t 2889\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 199 \t -6685\n", + "\t\t\t\t\t -484 \t 16259\n", + "GCD(39203, 1167) = 1, with coefficients -484 and 16259 such that 1 = (-484)*39203 + (16259)*1167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1168 \t 33 \t 659 \t 1 \t 0\n", + "1 \t 1168 \t 659 \t 1 \t 509 \t 0 \t 1\n", + "2 \t 659 \t 509 \t 1 \t 150 \t 1 \t -33\n", + "3 \t 509 \t 150 \t 3 \t 59 \t -1 \t 34\n", + "4 \t 150 \t 59 \t 2 \t 32 \t 2 \t -67\n", + "5 \t 59 \t 32 \t 1 \t 27 \t -7 \t 235\n", + "6 \t 32 \t 27 \t 1 \t 5 \t 16 \t -537\n", + "7 \t 27 \t 5 \t 5 \t 2 \t -23 \t 772\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 39 \t -1309\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -218 \t 7317\n", + "\t\t\t\t\t 475 \t -15943\n", + "GCD(39203, 1168) = 1, with coefficients 475 and -15943 such that 1 = (475)*39203 + (-15943)*1168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1169 \t 33 \t 626 \t 1 \t 0\n", + "1 \t 1169 \t 626 \t 1 \t 543 \t 0 \t 1\n", + "2 \t 626 \t 543 \t 1 \t 83 \t 1 \t -33\n", + "3 \t 543 \t 83 \t 6 \t 45 \t -1 \t 34\n", + "4 \t 83 \t 45 \t 1 \t 38 \t 2 \t -67\n", + "5 \t 45 \t 38 \t 1 \t 7 \t -13 \t 436\n", + "6 \t 38 \t 7 \t 5 \t 3 \t 15 \t -503\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -28 \t 939\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 155 \t -5198\n", + "\t\t\t\t\t -338 \t 11335\n", + "GCD(39203, 1169) = 1, with coefficients -338 and 11335 such that 1 = (-338)*39203 + (11335)*1169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1170 \t 33 \t 593 \t 1 \t 0\n", + "1 \t 1170 \t 593 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 593 \t 577 \t 1 \t 16 \t 1 \t -33\n", + "3 \t 577 \t 16 \t 36 \t 1 \t -1 \t 34\n", + "4 \t 16 \t 1 \t 16 \t 0 \t 2 \t -67\n", + "\t\t\t\t\t -73 \t 2446\n", + "GCD(39203, 1170) = 1, with coefficients -73 and 2446 such that 1 = (-73)*39203 + (2446)*1170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1171 \t 33 \t 560 \t 1 \t 0\n", + "1 \t 1171 \t 560 \t 2 \t 51 \t 0 \t 1\n", + "2 \t 560 \t 51 \t 10 \t 50 \t 1 \t -33\n", + "3 \t 51 \t 50 \t 1 \t 1 \t -2 \t 67\n", + "4 \t 50 \t 1 \t 50 \t 0 \t 21 \t -703\n", + "\t\t\t\t\t -23 \t 770\n", + "GCD(39203, 1171) = 1, with coefficients -23 and 770 such that 1 = (-23)*39203 + (770)*1171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1172 \t 33 \t 527 \t 1 \t 0\n", + "1 \t 1172 \t 527 \t 2 \t 118 \t 0 \t 1\n", + "2 \t 527 \t 118 \t 4 \t 55 \t 1 \t -33\n", + "3 \t 118 \t 55 \t 2 \t 8 \t -2 \t 67\n", + "4 \t 55 \t 8 \t 6 \t 7 \t 9 \t -301\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -20 \t 669\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 129 \t -4315\n", + "\t\t\t\t\t -149 \t 4984\n", + "GCD(39203, 1172) = 1, with coefficients -149 and 4984 such that 1 = (-149)*39203 + (4984)*1172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1173 \t 33 \t 494 \t 1 \t 0\n", + "1 \t 1173 \t 494 \t 2 \t 185 \t 0 \t 1\n", + "2 \t 494 \t 185 \t 2 \t 124 \t 1 \t -33\n", + "3 \t 185 \t 124 \t 1 \t 61 \t -2 \t 67\n", + "4 \t 124 \t 61 \t 2 \t 2 \t 5 \t -167\n", + "5 \t 61 \t 2 \t 30 \t 1 \t -7 \t 234\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -635\n", + "\t\t\t\t\t -577 \t 19284\n", + "GCD(39203, 1173) = 1, with coefficients -577 and 19284 such that 1 = (-577)*39203 + (19284)*1173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1174 \t 33 \t 461 \t 1 \t 0\n", + "1 \t 1174 \t 461 \t 2 \t 252 \t 0 \t 1\n", + "2 \t 461 \t 252 \t 1 \t 209 \t 1 \t -33\n", + "3 \t 252 \t 209 \t 1 \t 43 \t -2 \t 67\n", + "4 \t 209 \t 43 \t 4 \t 37 \t 3 \t -100\n", + "5 \t 43 \t 37 \t 1 \t 6 \t -5 \t 167\n", + "6 \t 37 \t 6 \t 6 \t 1 \t 23 \t -768\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -28 \t 935\n", + "\t\t\t\t\t 191 \t -6378\n", + "GCD(39203, 1174) = 1, with coefficients 191 and -6378 such that 1 = (191)*39203 + (-6378)*1174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1175 \t 33 \t 428 \t 1 \t 0\n", + "1 \t 1175 \t 428 \t 2 \t 319 \t 0 \t 1\n", + "2 \t 428 \t 319 \t 1 \t 109 \t 1 \t -33\n", + "3 \t 319 \t 109 \t 2 \t 101 \t -2 \t 67\n", + "4 \t 109 \t 101 \t 1 \t 8 \t 3 \t -100\n", + "5 \t 101 \t 8 \t 12 \t 5 \t -8 \t 267\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 11 \t -367\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -140 \t 4671\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 151 \t -5038\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -291 \t 9709\n", + "\t\t\t\t\t 442 \t -14747\n", + "GCD(39203, 1175) = 1, with coefficients 442 and -14747 such that 1 = (442)*39203 + (-14747)*1175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1176 \t 33 \t 395 \t 1 \t 0\n", + "1 \t 1176 \t 395 \t 2 \t 386 \t 0 \t 1\n", + "2 \t 395 \t 386 \t 1 \t 9 \t 1 \t -33\n", + "3 \t 386 \t 9 \t 42 \t 8 \t -2 \t 67\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 3 \t -100\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -128 \t 4267\n", + "\t\t\t\t\t 131 \t -4367\n", + "GCD(39203, 1176) = 1, with coefficients 131 and -4367 such that 1 = (131)*39203 + (-4367)*1176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1177 \t 33 \t 362 \t 1 \t 0\n", + "1 \t 1177 \t 362 \t 3 \t 91 \t 0 \t 1\n", + "2 \t 362 \t 91 \t 3 \t 89 \t 1 \t -33\n", + "3 \t 91 \t 89 \t 1 \t 2 \t -3 \t 100\n", + "4 \t 89 \t 2 \t 44 \t 1 \t 10 \t -333\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -13 \t 433\n", + "\t\t\t\t\t 582 \t -19385\n", + "GCD(39203, 1177) = 1, with coefficients 582 and -19385 such that 1 = (582)*39203 + (-19385)*1177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1178 \t 33 \t 329 \t 1 \t 0\n", + "1 \t 1178 \t 329 \t 3 \t 191 \t 0 \t 1\n", + "2 \t 329 \t 191 \t 1 \t 138 \t 1 \t -33\n", + "3 \t 191 \t 138 \t 1 \t 53 \t -3 \t 100\n", + "4 \t 138 \t 53 \t 2 \t 32 \t 4 \t -133\n", + "5 \t 53 \t 32 \t 1 \t 21 \t -7 \t 233\n", + "6 \t 32 \t 21 \t 1 \t 11 \t 18 \t -599\n", + "7 \t 21 \t 11 \t 1 \t 10 \t -25 \t 832\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 43 \t -1431\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -68 \t 2263\n", + "\t\t\t\t\t 111 \t -3694\n", + "GCD(39203, 1178) = 1, with coefficients 111 and -3694 such that 1 = (111)*39203 + (-3694)*1178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1179 \t 33 \t 296 \t 1 \t 0\n", + "1 \t 1179 \t 296 \t 3 \t 291 \t 0 \t 1\n", + "2 \t 296 \t 291 \t 1 \t 5 \t 1 \t -33\n", + "3 \t 291 \t 5 \t 58 \t 1 \t -3 \t 100\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 4 \t -133\n", + "\t\t\t\t\t -235 \t 7814\n", + "GCD(39203, 1179) = 1, with coefficients -235 and 7814 such that 1 = (-235)*39203 + (7814)*1179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1180 \t 33 \t 263 \t 1 \t 0\n", + "1 \t 1180 \t 263 \t 4 \t 128 \t 0 \t 1\n", + "2 \t 263 \t 128 \t 2 \t 7 \t 1 \t -33\n", + "3 \t 128 \t 7 \t 18 \t 2 \t -4 \t 133\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 9 \t -299\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -166 \t 5515\n", + "\t\t\t\t\t 507 \t -16844\n", + "GCD(39203, 1180) = 1, with coefficients 507 and -16844 such that 1 = (507)*39203 + (-16844)*1180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1181 \t 33 \t 230 \t 1 \t 0\n", + "1 \t 1181 \t 230 \t 5 \t 31 \t 0 \t 1\n", + "2 \t 230 \t 31 \t 7 \t 13 \t 1 \t -33\n", + "3 \t 31 \t 13 \t 2 \t 5 \t -5 \t 166\n", + "4 \t 13 \t 5 \t 2 \t 3 \t 36 \t -1195\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -77 \t 2556\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 190 \t -6307\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -267 \t 8863\n", + "\t\t\t\t\t 457 \t -15170\n", + "GCD(39203, 1181) = 1, with coefficients 457 and -15170 such that 1 = (457)*39203 + (-15170)*1181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1182 \t 33 \t 197 \t 1 \t 0\n", + "1 \t 1182 \t 197 \t 6 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -33\n", + "GCD(39203, 1182) = 197, with coefficients 1 and -33 such that 197 = (1)*39203 + (-33)*1182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1183 \t 33 \t 164 \t 1 \t 0\n", + "1 \t 1183 \t 164 \t 7 \t 35 \t 0 \t 1\n", + "2 \t 164 \t 35 \t 4 \t 24 \t 1 \t -33\n", + "3 \t 35 \t 24 \t 1 \t 11 \t -7 \t 232\n", + "4 \t 24 \t 11 \t 2 \t 2 \t 29 \t -961\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -36 \t 1193\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 101 \t -3347\n", + "\t\t\t\t\t -541 \t 17928\n", + "GCD(39203, 1183) = 1, with coefficients -541 and 17928 such that 1 = (-541)*39203 + (17928)*1183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1184 \t 33 \t 131 \t 1 \t 0\n", + "1 \t 1184 \t 131 \t 9 \t 5 \t 0 \t 1\n", + "2 \t 131 \t 5 \t 26 \t 1 \t 1 \t -33\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -9 \t 298\n", + "\t\t\t\t\t 235 \t -7781\n", + "GCD(39203, 1184) = 1, with coefficients 235 and -7781 such that 1 = (235)*39203 + (-7781)*1184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1185 \t 33 \t 98 \t 1 \t 0\n", + "1 \t 1185 \t 98 \t 12 \t 9 \t 0 \t 1\n", + "2 \t 98 \t 9 \t 10 \t 8 \t 1 \t -33\n", + "3 \t 9 \t 8 \t 1 \t 1 \t -12 \t 397\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 121 \t -4003\n", + "\t\t\t\t\t -133 \t 4400\n", + "GCD(39203, 1185) = 1, with coefficients -133 and 4400 such that 1 = (-133)*39203 + (4400)*1185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1186 \t 33 \t 65 \t 1 \t 0\n", + "1 \t 1186 \t 65 \t 18 \t 16 \t 0 \t 1\n", + "2 \t 65 \t 16 \t 4 \t 1 \t 1 \t -33\n", + "3 \t 16 \t 1 \t 16 \t 0 \t -18 \t 595\n", + "\t\t\t\t\t 73 \t -2413\n", + "GCD(39203, 1186) = 1, with coefficients 73 and -2413 such that 1 = (73)*39203 + (-2413)*1186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1187 \t 33 \t 32 \t 1 \t 0\n", + "1 \t 1187 \t 32 \t 37 \t 3 \t 0 \t 1\n", + "2 \t 32 \t 3 \t 10 \t 2 \t 1 \t -33\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -37 \t 1222\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 371 \t -12253\n", + "\t\t\t\t\t -408 \t 13475\n", + "GCD(39203, 1187) = 1, with coefficients -408 and 13475 such that 1 = (-408)*39203 + (13475)*1187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1188 \t 32 \t 1187 \t 1 \t 0\n", + "1 \t 1188 \t 1187 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 1187 \t 1 \t 1187 \t 0 \t 1 \t -32\n", + "\t\t\t\t\t -1 \t 33\n", + "GCD(39203, 1188) = 1, with coefficients -1 and 33 such that 1 = (-1)*39203 + (33)*1188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1189 \t 32 \t 1155 \t 1 \t 0\n", + "1 \t 1189 \t 1155 \t 1 \t 34 \t 0 \t 1\n", + "2 \t 1155 \t 34 \t 33 \t 33 \t 1 \t -32\n", + "3 \t 34 \t 33 \t 1 \t 1 \t -1 \t 33\n", + "4 \t 33 \t 1 \t 33 \t 0 \t 34 \t -1121\n", + "\t\t\t\t\t -35 \t 1154\n", + "GCD(39203, 1189) = 1, with coefficients -35 and 1154 such that 1 = (-35)*39203 + (1154)*1189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1190 \t 32 \t 1123 \t 1 \t 0\n", + "1 \t 1190 \t 1123 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 1123 \t 67 \t 16 \t 51 \t 1 \t -32\n", + "3 \t 67 \t 51 \t 1 \t 16 \t -1 \t 33\n", + "4 \t 51 \t 16 \t 3 \t 3 \t 17 \t -560\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -18 \t 593\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 71 \t -2339\n", + "\t\t\t\t\t -373 \t 12288\n", + "GCD(39203, 1190) = 1, with coefficients -373 and 12288 such that 1 = (-373)*39203 + (12288)*1190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1191 \t 32 \t 1091 \t 1 \t 0\n", + "1 \t 1191 \t 1091 \t 1 \t 100 \t 0 \t 1\n", + "2 \t 1091 \t 100 \t 10 \t 91 \t 1 \t -32\n", + "3 \t 100 \t 91 \t 1 \t 9 \t -1 \t 33\n", + "4 \t 91 \t 9 \t 10 \t 1 \t 11 \t -362\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -12 \t 395\n", + "\t\t\t\t\t 131 \t -4312\n", + "GCD(39203, 1191) = 1, with coefficients 131 and -4312 such that 1 = (131)*39203 + (-4312)*1191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1192 \t 32 \t 1059 \t 1 \t 0\n", + "1 \t 1192 \t 1059 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 1059 \t 133 \t 7 \t 128 \t 1 \t -32\n", + "3 \t 133 \t 128 \t 1 \t 5 \t -1 \t 33\n", + "4 \t 128 \t 5 \t 25 \t 3 \t 8 \t -263\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -9 \t 296\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 233 \t -7663\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -242 \t 7959\n", + "\t\t\t\t\t 475 \t -15622\n", + "GCD(39203, 1192) = 1, with coefficients 475 and -15622 such that 1 = (475)*39203 + (-15622)*1192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1193 \t 32 \t 1027 \t 1 \t 0\n", + "1 \t 1193 \t 1027 \t 1 \t 166 \t 0 \t 1\n", + "2 \t 1027 \t 166 \t 6 \t 31 \t 1 \t -32\n", + "3 \t 166 \t 31 \t 5 \t 11 \t -1 \t 33\n", + "4 \t 31 \t 11 \t 2 \t 9 \t 7 \t -230\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -36 \t 1183\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 79 \t -2596\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -115 \t 3779\n", + "\t\t\t\t\t 539 \t -17712\n", + "GCD(39203, 1193) = 1, with coefficients 539 and -17712 such that 1 = (539)*39203 + (-17712)*1193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1194 \t 32 \t 995 \t 1 \t 0\n", + "1 \t 1194 \t 995 \t 1 \t 199 \t 0 \t 1\n", + "2 \t 995 \t 199 \t 5 \t 0 \t 1 \t -32\n", + "\t\t\t\t\t -1 \t 33\n", + "GCD(39203, 1194) = 199, with coefficients -1 and 33 such that 199 = (-1)*39203 + (33)*1194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1195 \t 32 \t 963 \t 1 \t 0\n", + "1 \t 1195 \t 963 \t 1 \t 232 \t 0 \t 1\n", + "2 \t 963 \t 232 \t 4 \t 35 \t 1 \t -32\n", + "3 \t 232 \t 35 \t 6 \t 22 \t -1 \t 33\n", + "4 \t 35 \t 22 \t 1 \t 13 \t 5 \t -164\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -31 \t 1017\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 36 \t -1181\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -67 \t 2198\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 103 \t -3379\n", + "\t\t\t\t\t -273 \t 8956\n", + "GCD(39203, 1195) = 1, with coefficients -273 and 8956 such that 1 = (-273)*39203 + (8956)*1195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1196 \t 32 \t 931 \t 1 \t 0\n", + "1 \t 1196 \t 931 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 931 \t 265 \t 3 \t 136 \t 1 \t -32\n", + "3 \t 265 \t 136 \t 1 \t 129 \t -1 \t 33\n", + "4 \t 136 \t 129 \t 1 \t 7 \t 4 \t -131\n", + "5 \t 129 \t 7 \t 18 \t 3 \t -5 \t 164\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 9 \t -295\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 5474\n", + "\t\t\t\t\t 343 \t -11243\n", + "GCD(39203, 1196) = 1, with coefficients 343 and -11243 such that 1 = (343)*39203 + (-11243)*1196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1197 \t 32 \t 899 \t 1 \t 0\n", + "1 \t 1197 \t 899 \t 1 \t 298 \t 0 \t 1\n", + "2 \t 899 \t 298 \t 3 \t 5 \t 1 \t -32\n", + "3 \t 298 \t 5 \t 59 \t 3 \t -1 \t 33\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 4 \t -131\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -237 \t 7762\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 241 \t -7893\n", + "\t\t\t\t\t -478 \t 15655\n", + "GCD(39203, 1197) = 1, with coefficients -478 and 15655 such that 1 = (-478)*39203 + (15655)*1197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1198 \t 32 \t 867 \t 1 \t 0\n", + "1 \t 1198 \t 867 \t 1 \t 331 \t 0 \t 1\n", + "2 \t 867 \t 331 \t 2 \t 205 \t 1 \t -32\n", + "3 \t 331 \t 205 \t 1 \t 126 \t -1 \t 33\n", + "4 \t 205 \t 126 \t 1 \t 79 \t 3 \t -98\n", + "5 \t 126 \t 79 \t 1 \t 47 \t -4 \t 131\n", + "6 \t 79 \t 47 \t 1 \t 32 \t 7 \t -229\n", + "7 \t 47 \t 32 \t 1 \t 15 \t -11 \t 360\n", + "8 \t 32 \t 15 \t 2 \t 2 \t 18 \t -589\n", + "9 \t 15 \t 2 \t 7 \t 1 \t -29 \t 949\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 76 \t -2487\n", + "\t\t\t\t\t -561 \t 18358\n", + "GCD(39203, 1198) = 1, with coefficients -561 and 18358 such that 1 = (-561)*39203 + (18358)*1198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1199 \t 32 \t 835 \t 1 \t 0\n", + "1 \t 1199 \t 835 \t 1 \t 364 \t 0 \t 1\n", + "2 \t 835 \t 364 \t 2 \t 107 \t 1 \t -32\n", + "3 \t 364 \t 107 \t 3 \t 43 \t -1 \t 33\n", + "4 \t 107 \t 43 \t 2 \t 21 \t 3 \t -98\n", + "5 \t 43 \t 21 \t 2 \t 1 \t -10 \t 327\n", + "6 \t 21 \t 1 \t 21 \t 0 \t 23 \t -752\n", + "\t\t\t\t\t -56 \t 1831\n", + "GCD(39203, 1199) = 1, with coefficients -56 and 1831 such that 1 = (-56)*39203 + (1831)*1199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1200 \t 32 \t 803 \t 1 \t 0\n", + "1 \t 1200 \t 803 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 803 \t 397 \t 2 \t 9 \t 1 \t -32\n", + "3 \t 397 \t 9 \t 44 \t 1 \t -1 \t 33\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 3 \t -98\n", + "\t\t\t\t\t -133 \t 4345\n", + "GCD(39203, 1200) = 1, with coefficients -133 and 4345 such that 1 = (-133)*39203 + (4345)*1200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1201 \t 32 \t 771 \t 1 \t 0\n", + "1 \t 1201 \t 771 \t 1 \t 430 \t 0 \t 1\n", + "2 \t 771 \t 430 \t 1 \t 341 \t 1 \t -32\n", + "3 \t 430 \t 341 \t 1 \t 89 \t -1 \t 33\n", + "4 \t 341 \t 89 \t 3 \t 74 \t 2 \t -65\n", + "5 \t 89 \t 74 \t 1 \t 15 \t -3 \t 98\n", + "6 \t 74 \t 15 \t 4 \t 14 \t 11 \t -359\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -14 \t 457\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 67 \t -2187\n", + "\t\t\t\t\t -81 \t 2644\n", + "GCD(39203, 1201) = 1, with coefficients -81 and 2644 such that 1 = (-81)*39203 + (2644)*1201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1202 \t 32 \t 739 \t 1 \t 0\n", + "1 \t 1202 \t 739 \t 1 \t 463 \t 0 \t 1\n", + "2 \t 739 \t 463 \t 1 \t 276 \t 1 \t -32\n", + "3 \t 463 \t 276 \t 1 \t 187 \t -1 \t 33\n", + "4 \t 276 \t 187 \t 1 \t 89 \t 2 \t -65\n", + "5 \t 187 \t 89 \t 2 \t 9 \t -3 \t 98\n", + "6 \t 89 \t 9 \t 9 \t 8 \t 5 \t -163\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -13 \t 424\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 122 \t -3979\n", + "\t\t\t\t\t -135 \t 4403\n", + "GCD(39203, 1202) = 1, with coefficients -135 and 4403 such that 1 = (-135)*39203 + (4403)*1202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1203 \t 32 \t 707 \t 1 \t 0\n", + "1 \t 1203 \t 707 \t 1 \t 496 \t 0 \t 1\n", + "2 \t 707 \t 496 \t 1 \t 211 \t 1 \t -32\n", + "3 \t 496 \t 211 \t 2 \t 74 \t -1 \t 33\n", + "4 \t 211 \t 74 \t 2 \t 63 \t 2 \t -65\n", + "5 \t 74 \t 63 \t 1 \t 11 \t -5 \t 163\n", + "6 \t 63 \t 11 \t 5 \t 8 \t 12 \t -391\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -17 \t 554\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 97 \t -3161\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -114 \t 3715\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 325 \t -10591\n", + "\t\t\t\t\t -439 \t 14306\n", + "GCD(39203, 1203) = 1, with coefficients -439 and 14306 such that 1 = (-439)*39203 + (14306)*1203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1204 \t 32 \t 675 \t 1 \t 0\n", + "1 \t 1204 \t 675 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 675 \t 529 \t 1 \t 146 \t 1 \t -32\n", + "3 \t 529 \t 146 \t 3 \t 91 \t -1 \t 33\n", + "4 \t 146 \t 91 \t 1 \t 55 \t 2 \t -65\n", + "5 \t 91 \t 55 \t 1 \t 36 \t -7 \t 228\n", + "6 \t 55 \t 36 \t 1 \t 19 \t 9 \t -293\n", + "7 \t 36 \t 19 \t 1 \t 17 \t -16 \t 521\n", + "8 \t 19 \t 17 \t 1 \t 2 \t 25 \t -814\n", + "9 \t 17 \t 2 \t 8 \t 1 \t -41 \t 1335\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 66 \t -2149\n", + "\t\t\t\t\t -569 \t 18527\n", + "GCD(39203, 1204) = 1, with coefficients -569 and 18527 such that 1 = (-569)*39203 + (18527)*1204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1205 \t 32 \t 643 \t 1 \t 0\n", + "1 \t 1205 \t 643 \t 1 \t 562 \t 0 \t 1\n", + "2 \t 643 \t 562 \t 1 \t 81 \t 1 \t -32\n", + "3 \t 562 \t 81 \t 6 \t 76 \t -1 \t 33\n", + "4 \t 81 \t 76 \t 1 \t 5 \t 2 \t -65\n", + "5 \t 76 \t 5 \t 15 \t 1 \t -13 \t 423\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 15 \t -488\n", + "\t\t\t\t\t -238 \t 7743\n", + "GCD(39203, 1205) = 1, with coefficients -238 and 7743 such that 1 = (-238)*39203 + (7743)*1205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1206 \t 32 \t 611 \t 1 \t 0\n", + "1 \t 1206 \t 611 \t 1 \t 595 \t 0 \t 1\n", + "2 \t 611 \t 595 \t 1 \t 16 \t 1 \t -32\n", + "3 \t 595 \t 16 \t 37 \t 3 \t -1 \t 33\n", + "4 \t 16 \t 3 \t 5 \t 1 \t 2 \t -65\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -75 \t 2438\n", + "\t\t\t\t\t 377 \t -12255\n", + "GCD(39203, 1206) = 1, with coefficients 377 and -12255 such that 1 = (377)*39203 + (-12255)*1206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1207 \t 32 \t 579 \t 1 \t 0\n", + "1 \t 1207 \t 579 \t 2 \t 49 \t 0 \t 1\n", + "2 \t 579 \t 49 \t 11 \t 40 \t 1 \t -32\n", + "3 \t 49 \t 40 \t 1 \t 9 \t -2 \t 65\n", + "4 \t 40 \t 9 \t 4 \t 4 \t 23 \t -747\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -25 \t 812\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 123 \t -3995\n", + "\t\t\t\t\t -271 \t 8802\n", + "GCD(39203, 1207) = 1, with coefficients -271 and 8802 such that 1 = (-271)*39203 + (8802)*1207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1208 \t 32 \t 547 \t 1 \t 0\n", + "1 \t 1208 \t 547 \t 2 \t 114 \t 0 \t 1\n", + "2 \t 547 \t 114 \t 4 \t 91 \t 1 \t -32\n", + "3 \t 114 \t 91 \t 1 \t 23 \t -2 \t 65\n", + "4 \t 91 \t 23 \t 3 \t 22 \t 9 \t -292\n", + "5 \t 23 \t 22 \t 1 \t 1 \t -11 \t 357\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 42 \t -1363\n", + "\t\t\t\t\t -53 \t 1720\n", + "GCD(39203, 1208) = 1, with coefficients -53 and 1720 such that 1 = (-53)*39203 + (1720)*1208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1209 \t 32 \t 515 \t 1 \t 0\n", + "1 \t 1209 \t 515 \t 2 \t 179 \t 0 \t 1\n", + "2 \t 515 \t 179 \t 2 \t 157 \t 1 \t -32\n", + "3 \t 179 \t 157 \t 1 \t 22 \t -2 \t 65\n", + "4 \t 157 \t 22 \t 7 \t 3 \t 5 \t -162\n", + "5 \t 22 \t 3 \t 7 \t 1 \t -7 \t 227\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 54 \t -1751\n", + "\t\t\t\t\t -385 \t 12484\n", + "GCD(39203, 1209) = 1, with coefficients -385 and 12484 such that 1 = (-385)*39203 + (12484)*1209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1210 \t 32 \t 483 \t 1 \t 0\n", + "1 \t 1210 \t 483 \t 2 \t 244 \t 0 \t 1\n", + "2 \t 483 \t 244 \t 1 \t 239 \t 1 \t -32\n", + "3 \t 244 \t 239 \t 1 \t 5 \t -2 \t 65\n", + "4 \t 239 \t 5 \t 47 \t 4 \t 3 \t -97\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -5 \t 162\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 238 \t -7711\n", + "\t\t\t\t\t -243 \t 7873\n", + "GCD(39203, 1210) = 1, with coefficients -243 and 7873 such that 1 = (-243)*39203 + (7873)*1210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1211 \t 32 \t 451 \t 1 \t 0\n", + "1 \t 1211 \t 451 \t 2 \t 309 \t 0 \t 1\n", + "2 \t 451 \t 309 \t 1 \t 142 \t 1 \t -32\n", + "3 \t 309 \t 142 \t 2 \t 25 \t -2 \t 65\n", + "4 \t 142 \t 25 \t 5 \t 17 \t 3 \t -97\n", + "5 \t 25 \t 17 \t 1 \t 8 \t -8 \t 259\n", + "6 \t 17 \t 8 \t 2 \t 1 \t 43 \t -1392\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -51 \t 1651\n", + "\t\t\t\t\t 145 \t -4694\n", + "GCD(39203, 1211) = 1, with coefficients 145 and -4694 such that 1 = (145)*39203 + (-4694)*1211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1212 \t 32 \t 419 \t 1 \t 0\n", + "1 \t 1212 \t 419 \t 2 \t 374 \t 0 \t 1\n", + "2 \t 419 \t 374 \t 1 \t 45 \t 1 \t -32\n", + "3 \t 374 \t 45 \t 8 \t 14 \t -2 \t 65\n", + "4 \t 45 \t 14 \t 3 \t 3 \t 3 \t -97\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -26 \t 841\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 81 \t -2620\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -350 \t 11321\n", + "\t\t\t\t\t 431 \t -13941\n", + "GCD(39203, 1212) = 1, with coefficients 431 and -13941 such that 1 = (431)*39203 + (-13941)*1212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1213 \t 32 \t 387 \t 1 \t 0\n", + "1 \t 1213 \t 387 \t 3 \t 52 \t 0 \t 1\n", + "2 \t 387 \t 52 \t 7 \t 23 \t 1 \t -32\n", + "3 \t 52 \t 23 \t 2 \t 6 \t -3 \t 97\n", + "4 \t 23 \t 6 \t 3 \t 5 \t 22 \t -711\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -47 \t 1519\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 163 \t -5268\n", + "\t\t\t\t\t -210 \t 6787\n", + "GCD(39203, 1213) = 1, with coefficients -210 and 6787 such that 1 = (-210)*39203 + (6787)*1213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1214 \t 32 \t 355 \t 1 \t 0\n", + "1 \t 1214 \t 355 \t 3 \t 149 \t 0 \t 1\n", + "2 \t 355 \t 149 \t 2 \t 57 \t 1 \t -32\n", + "3 \t 149 \t 57 \t 2 \t 35 \t -3 \t 97\n", + "4 \t 57 \t 35 \t 1 \t 22 \t 7 \t -226\n", + "5 \t 35 \t 22 \t 1 \t 13 \t -17 \t 549\n", + "6 \t 22 \t 13 \t 1 \t 9 \t 24 \t -775\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -41 \t 1324\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 65 \t -2099\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -106 \t 3423\n", + "\t\t\t\t\t 277 \t -8945\n", + "GCD(39203, 1214) = 1, with coefficients 277 and -8945 such that 1 = (277)*39203 + (-8945)*1214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1215 \t 32 \t 323 \t 1 \t 0\n", + "1 \t 1215 \t 323 \t 3 \t 246 \t 0 \t 1\n", + "2 \t 323 \t 246 \t 1 \t 77 \t 1 \t -32\n", + "3 \t 246 \t 77 \t 3 \t 15 \t -3 \t 97\n", + "4 \t 77 \t 15 \t 5 \t 2 \t 4 \t -129\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -15 \t 484\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 79 \t -2549\n", + "\t\t\t\t\t -568 \t 18327\n", + "GCD(39203, 1215) = 1, with coefficients -568 and 18327 such that 1 = (-568)*39203 + (18327)*1215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1216 \t 32 \t 291 \t 1 \t 0\n", + "1 \t 1216 \t 291 \t 4 \t 52 \t 0 \t 1\n", + "2 \t 291 \t 52 \t 5 \t 31 \t 1 \t -32\n", + "3 \t 52 \t 31 \t 1 \t 21 \t -4 \t 129\n", + "4 \t 31 \t 21 \t 1 \t 10 \t 21 \t -677\n", + "5 \t 21 \t 10 \t 2 \t 1 \t -25 \t 806\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 46 \t -1483\n", + "\t\t\t\t\t -117 \t 3772\n", + "GCD(39203, 1216) = 1, with coefficients -117 and 3772 such that 1 = (-117)*39203 + (3772)*1216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1217 \t 32 \t 259 \t 1 \t 0\n", + "1 \t 1217 \t 259 \t 4 \t 181 \t 0 \t 1\n", + "2 \t 259 \t 181 \t 1 \t 78 \t 1 \t -32\n", + "3 \t 181 \t 78 \t 2 \t 25 \t -4 \t 129\n", + "4 \t 78 \t 25 \t 3 \t 3 \t 5 \t -161\n", + "5 \t 25 \t 3 \t 8 \t 1 \t -14 \t 451\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 47 \t -1514\n", + "\t\t\t\t\t -390 \t 12563\n", + "GCD(39203, 1217) = 1, with coefficients -390 and 12563 such that 1 = (-390)*39203 + (12563)*1217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1218 \t 32 \t 227 \t 1 \t 0\n", + "1 \t 1218 \t 227 \t 5 \t 83 \t 0 \t 1\n", + "2 \t 227 \t 83 \t 2 \t 61 \t 1 \t -32\n", + "3 \t 83 \t 61 \t 1 \t 22 \t -5 \t 161\n", + "4 \t 61 \t 22 \t 2 \t 17 \t 11 \t -354\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -16 \t 515\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 43 \t -1384\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -59 \t 1899\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 220 \t -7081\n", + "\t\t\t\t\t -499 \t 16061\n", + "GCD(39203, 1218) = 1, with coefficients -499 and 16061 such that 1 = (-499)*39203 + (16061)*1218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1219 \t 32 \t 195 \t 1 \t 0\n", + "1 \t 1219 \t 195 \t 6 \t 49 \t 0 \t 1\n", + "2 \t 195 \t 49 \t 3 \t 48 \t 1 \t -32\n", + "3 \t 49 \t 48 \t 1 \t 1 \t -6 \t 193\n", + "4 \t 48 \t 1 \t 48 \t 0 \t 19 \t -611\n", + "\t\t\t\t\t -25 \t 804\n", + "GCD(39203, 1219) = 1, with coefficients -25 and 804 such that 1 = (-25)*39203 + (804)*1219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1220 \t 32 \t 163 \t 1 \t 0\n", + "1 \t 1220 \t 163 \t 7 \t 79 \t 0 \t 1\n", + "2 \t 163 \t 79 \t 2 \t 5 \t 1 \t -32\n", + "3 \t 79 \t 5 \t 15 \t 4 \t -7 \t 225\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 15 \t -482\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -232 \t 7455\n", + "\t\t\t\t\t 247 \t -7937\n", + "GCD(39203, 1220) = 1, with coefficients 247 and -7937 such that 1 = (247)*39203 + (-7937)*1220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1221 \t 32 \t 131 \t 1 \t 0\n", + "1 \t 1221 \t 131 \t 9 \t 42 \t 0 \t 1\n", + "2 \t 131 \t 42 \t 3 \t 5 \t 1 \t -32\n", + "3 \t 42 \t 5 \t 8 \t 2 \t -9 \t 289\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 28 \t -899\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -233 \t 7481\n", + "\t\t\t\t\t 494 \t -15861\n", + "GCD(39203, 1221) = 1, with coefficients 494 and -15861 such that 1 = (494)*39203 + (-15861)*1221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1222 \t 32 \t 99 \t 1 \t 0\n", + "1 \t 1222 \t 99 \t 12 \t 34 \t 0 \t 1\n", + "2 \t 99 \t 34 \t 2 \t 31 \t 1 \t -32\n", + "3 \t 34 \t 31 \t 1 \t 3 \t -12 \t 385\n", + "4 \t 31 \t 3 \t 10 \t 1 \t 25 \t -802\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -37 \t 1187\n", + "\t\t\t\t\t 395 \t -12672\n", + "GCD(39203, 1222) = 1, with coefficients 395 and -12672 such that 1 = (395)*39203 + (-12672)*1222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1223 \t 32 \t 67 \t 1 \t 0\n", + "1 \t 1223 \t 67 \t 18 \t 17 \t 0 \t 1\n", + "2 \t 67 \t 17 \t 3 \t 16 \t 1 \t -32\n", + "3 \t 17 \t 16 \t 1 \t 1 \t -18 \t 577\n", + "4 \t 16 \t 1 \t 16 \t 0 \t 55 \t -1763\n", + "\t\t\t\t\t -73 \t 2340\n", + "GCD(39203, 1223) = 1, with coefficients -73 and 2340 such that 1 = (-73)*39203 + (2340)*1223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1224 \t 32 \t 35 \t 1 \t 0\n", + "1 \t 1224 \t 35 \t 34 \t 34 \t 0 \t 1\n", + "2 \t 35 \t 34 \t 1 \t 1 \t 1 \t -32\n", + "3 \t 34 \t 1 \t 34 \t 0 \t -34 \t 1089\n", + "\t\t\t\t\t 35 \t -1121\n", + "GCD(39203, 1224) = 1, with coefficients 35 and -1121 such that 1 = (35)*39203 + (-1121)*1224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1225 \t 32 \t 3 \t 1 \t 0\n", + "1 \t 1225 \t 3 \t 408 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -32\n", + "\t\t\t\t\t -408 \t 13057\n", + "GCD(39203, 1225) = 1, with coefficients -408 and 13057 such that 1 = (-408)*39203 + (13057)*1225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1226 \t 31 \t 1197 \t 1 \t 0\n", + "1 \t 1226 \t 1197 \t 1 \t 29 \t 0 \t 1\n", + "2 \t 1197 \t 29 \t 41 \t 8 \t 1 \t -31\n", + "3 \t 29 \t 8 \t 3 \t 5 \t -1 \t 32\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 42 \t -1343\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -127 \t 4061\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 169 \t -5404\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -296 \t 9465\n", + "\t\t\t\t\t 465 \t -14869\n", + "GCD(39203, 1226) = 1, with coefficients 465 and -14869 such that 1 = (465)*39203 + (-14869)*1226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1227 \t 31 \t 1166 \t 1 \t 0\n", + "1 \t 1227 \t 1166 \t 1 \t 61 \t 0 \t 1\n", + "2 \t 1166 \t 61 \t 19 \t 7 \t 1 \t -31\n", + "3 \t 61 \t 7 \t 8 \t 5 \t -1 \t 32\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 20 \t -639\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -161 \t 5144\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 181 \t -5783\n", + "\t\t\t\t\t -523 \t 16710\n", + "GCD(39203, 1227) = 1, with coefficients -523 and 16710 such that 1 = (-523)*39203 + (16710)*1227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1228 \t 31 \t 1135 \t 1 \t 0\n", + "1 \t 1228 \t 1135 \t 1 \t 93 \t 0 \t 1\n", + "2 \t 1135 \t 93 \t 12 \t 19 \t 1 \t -31\n", + "3 \t 93 \t 19 \t 4 \t 17 \t -1 \t 32\n", + "4 \t 19 \t 17 \t 1 \t 2 \t 13 \t -415\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -53 \t 1692\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 66 \t -2107\n", + "\t\t\t\t\t -581 \t 18548\n", + "GCD(39203, 1228) = 1, with coefficients -581 and 18548 such that 1 = (-581)*39203 + (18548)*1228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1229 \t 31 \t 1104 \t 1 \t 0\n", + "1 \t 1229 \t 1104 \t 1 \t 125 \t 0 \t 1\n", + "2 \t 1104 \t 125 \t 8 \t 104 \t 1 \t -31\n", + "3 \t 125 \t 104 \t 1 \t 21 \t -1 \t 32\n", + "4 \t 104 \t 21 \t 4 \t 20 \t 9 \t -287\n", + "5 \t 21 \t 20 \t 1 \t 1 \t -10 \t 319\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 49 \t -1563\n", + "\t\t\t\t\t -59 \t 1882\n", + "GCD(39203, 1229) = 1, with coefficients -59 and 1882 such that 1 = (-59)*39203 + (1882)*1229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1230 \t 31 \t 1073 \t 1 \t 0\n", + "1 \t 1230 \t 1073 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 1073 \t 157 \t 6 \t 131 \t 1 \t -31\n", + "3 \t 157 \t 131 \t 1 \t 26 \t -1 \t 32\n", + "4 \t 131 \t 26 \t 5 \t 1 \t 7 \t -223\n", + "5 \t 26 \t 1 \t 26 \t 0 \t -8 \t 255\n", + "\t\t\t\t\t 47 \t -1498\n", + "GCD(39203, 1230) = 1, with coefficients 47 and -1498 such that 1 = (47)*39203 + (-1498)*1230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1231 \t 31 \t 1042 \t 1 \t 0\n", + "1 \t 1231 \t 1042 \t 1 \t 189 \t 0 \t 1\n", + "2 \t 1042 \t 189 \t 5 \t 97 \t 1 \t -31\n", + "3 \t 189 \t 97 \t 1 \t 92 \t -1 \t 32\n", + "4 \t 97 \t 92 \t 1 \t 5 \t 6 \t -191\n", + "5 \t 92 \t 5 \t 18 \t 2 \t -7 \t 223\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 13 \t -414\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -241 \t 7675\n", + "\t\t\t\t\t 495 \t -15764\n", + "GCD(39203, 1231) = 1, with coefficients 495 and -15764 such that 1 = (495)*39203 + (-15764)*1231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1232 \t 31 \t 1011 \t 1 \t 0\n", + "1 \t 1232 \t 1011 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 1011 \t 221 \t 4 \t 127 \t 1 \t -31\n", + "3 \t 221 \t 127 \t 1 \t 94 \t -1 \t 32\n", + "4 \t 127 \t 94 \t 1 \t 33 \t 5 \t -159\n", + "5 \t 94 \t 33 \t 2 \t 28 \t -6 \t 191\n", + "6 \t 33 \t 28 \t 1 \t 5 \t 11 \t -350\n", + "7 \t 28 \t 5 \t 5 \t 3 \t -28 \t 891\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 39 \t -1241\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -223 \t 7096\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 262 \t -8337\n", + "\t\t\t\t\t -485 \t 15433\n", + "GCD(39203, 1232) = 1, with coefficients -485 and 15433 such that 1 = (-485)*39203 + (15433)*1232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1233 \t 31 \t 980 \t 1 \t 0\n", + "1 \t 1233 \t 980 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 980 \t 253 \t 3 \t 221 \t 1 \t -31\n", + "3 \t 253 \t 221 \t 1 \t 32 \t -1 \t 32\n", + "4 \t 221 \t 32 \t 6 \t 29 \t 4 \t -127\n", + "5 \t 32 \t 29 \t 1 \t 3 \t -5 \t 159\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 34 \t -1081\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -39 \t 1240\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 385 \t -12241\n", + "\t\t\t\t\t -424 \t 13481\n", + "GCD(39203, 1233) = 1, with coefficients -424 and 13481 such that 1 = (-424)*39203 + (13481)*1233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1234 \t 31 \t 949 \t 1 \t 0\n", + "1 \t 1234 \t 949 \t 1 \t 285 \t 0 \t 1\n", + "2 \t 949 \t 285 \t 3 \t 94 \t 1 \t -31\n", + "3 \t 285 \t 94 \t 3 \t 3 \t -1 \t 32\n", + "4 \t 94 \t 3 \t 31 \t 1 \t 4 \t -127\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -13 \t 413\n", + "\t\t\t\t\t 407 \t -12930\n", + "GCD(39203, 1234) = 1, with coefficients 407 and -12930 such that 1 = (407)*39203 + (-12930)*1234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1235 \t 31 \t 918 \t 1 \t 0\n", + "1 \t 1235 \t 918 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 918 \t 317 \t 2 \t 284 \t 1 \t -31\n", + "3 \t 317 \t 284 \t 1 \t 33 \t -1 \t 32\n", + "4 \t 284 \t 33 \t 8 \t 20 \t 3 \t -95\n", + "5 \t 33 \t 20 \t 1 \t 13 \t -4 \t 127\n", + "6 \t 20 \t 13 \t 1 \t 7 \t 35 \t -1111\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -39 \t 1238\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 74 \t -2349\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -113 \t 3587\n", + "\t\t\t\t\t 187 \t -5936\n", + "GCD(39203, 1235) = 1, with coefficients 187 and -5936 such that 1 = (187)*39203 + (-5936)*1235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1236 \t 31 \t 887 \t 1 \t 0\n", + "1 \t 1236 \t 887 \t 1 \t 349 \t 0 \t 1\n", + "2 \t 887 \t 349 \t 2 \t 189 \t 1 \t -31\n", + "3 \t 349 \t 189 \t 1 \t 160 \t -1 \t 32\n", + "4 \t 189 \t 160 \t 1 \t 29 \t 3 \t -95\n", + "5 \t 160 \t 29 \t 5 \t 15 \t -4 \t 127\n", + "6 \t 29 \t 15 \t 1 \t 14 \t 7 \t -222\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -39 \t 1237\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 46 \t -1459\n", + "\t\t\t\t\t -85 \t 2696\n", + "GCD(39203, 1236) = 1, with coefficients -85 and 2696 such that 1 = (-85)*39203 + (2696)*1236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1237 \t 31 \t 856 \t 1 \t 0\n", + "1 \t 1237 \t 856 \t 1 \t 381 \t 0 \t 1\n", + "2 \t 856 \t 381 \t 2 \t 94 \t 1 \t -31\n", + "3 \t 381 \t 94 \t 4 \t 5 \t -1 \t 32\n", + "4 \t 94 \t 5 \t 18 \t 4 \t 3 \t -95\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -13 \t 412\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 237 \t -7511\n", + "\t\t\t\t\t -250 \t 7923\n", + "GCD(39203, 1237) = 1, with coefficients -250 and 7923 such that 1 = (-250)*39203 + (7923)*1237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1238 \t 31 \t 825 \t 1 \t 0\n", + "1 \t 1238 \t 825 \t 1 \t 413 \t 0 \t 1\n", + "2 \t 825 \t 413 \t 1 \t 412 \t 1 \t -31\n", + "3 \t 413 \t 412 \t 1 \t 1 \t -1 \t 32\n", + "4 \t 412 \t 1 \t 412 \t 0 \t 2 \t -63\n", + "\t\t\t\t\t -3 \t 95\n", + "GCD(39203, 1238) = 1, with coefficients -3 and 95 such that 1 = (-3)*39203 + (95)*1238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1239 \t 31 \t 794 \t 1 \t 0\n", + "1 \t 1239 \t 794 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 794 \t 445 \t 1 \t 349 \t 1 \t -31\n", + "3 \t 445 \t 349 \t 1 \t 96 \t -1 \t 32\n", + "4 \t 349 \t 96 \t 3 \t 61 \t 2 \t -63\n", + "5 \t 96 \t 61 \t 1 \t 35 \t -3 \t 95\n", + "6 \t 61 \t 35 \t 1 \t 26 \t 11 \t -348\n", + "7 \t 35 \t 26 \t 1 \t 9 \t -14 \t 443\n", + "8 \t 26 \t 9 \t 2 \t 8 \t 25 \t -791\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -39 \t 1234\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 103 \t -3259\n", + "\t\t\t\t\t -142 \t 4493\n", + "GCD(39203, 1239) = 1, with coefficients -142 and 4493 such that 1 = (-142)*39203 + (4493)*1239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1240 \t 31 \t 763 \t 1 \t 0\n", + "1 \t 1240 \t 763 \t 1 \t 477 \t 0 \t 1\n", + "2 \t 763 \t 477 \t 1 \t 286 \t 1 \t -31\n", + "3 \t 477 \t 286 \t 1 \t 191 \t -1 \t 32\n", + "4 \t 286 \t 191 \t 1 \t 95 \t 2 \t -63\n", + "5 \t 191 \t 95 \t 2 \t 1 \t -3 \t 95\n", + "6 \t 95 \t 1 \t 95 \t 0 \t 5 \t -158\n", + "\t\t\t\t\t -13 \t 411\n", + "GCD(39203, 1240) = 1, with coefficients -13 and 411 such that 1 = (-13)*39203 + (411)*1240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1241 \t 31 \t 732 \t 1 \t 0\n", + "1 \t 1241 \t 732 \t 1 \t 509 \t 0 \t 1\n", + "2 \t 732 \t 509 \t 1 \t 223 \t 1 \t -31\n", + "3 \t 509 \t 223 \t 2 \t 63 \t -1 \t 32\n", + "4 \t 223 \t 63 \t 3 \t 34 \t 2 \t -63\n", + "5 \t 63 \t 34 \t 1 \t 29 \t -5 \t 158\n", + "6 \t 34 \t 29 \t 1 \t 5 \t 17 \t -537\n", + "7 \t 29 \t 5 \t 5 \t 4 \t -22 \t 695\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 39 \t -1232\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -217 \t 6855\n", + "\t\t\t\t\t 256 \t -8087\n", + "GCD(39203, 1241) = 1, with coefficients 256 and -8087 such that 1 = (256)*39203 + (-8087)*1241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1242 \t 31 \t 701 \t 1 \t 0\n", + "1 \t 1242 \t 701 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 701 \t 541 \t 1 \t 160 \t 1 \t -31\n", + "3 \t 541 \t 160 \t 3 \t 61 \t -1 \t 32\n", + "4 \t 160 \t 61 \t 2 \t 38 \t 2 \t -63\n", + "5 \t 61 \t 38 \t 1 \t 23 \t -7 \t 221\n", + "6 \t 38 \t 23 \t 1 \t 15 \t 16 \t -505\n", + "7 \t 23 \t 15 \t 1 \t 8 \t -23 \t 726\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 39 \t -1231\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -62 \t 1957\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 101 \t -3188\n", + "\t\t\t\t\t -163 \t 5145\n", + "GCD(39203, 1242) = 1, with coefficients -163 and 5145 such that 1 = (-163)*39203 + (5145)*1242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1243 \t 31 \t 670 \t 1 \t 0\n", + "1 \t 1243 \t 670 \t 1 \t 573 \t 0 \t 1\n", + "2 \t 670 \t 573 \t 1 \t 97 \t 1 \t -31\n", + "3 \t 573 \t 97 \t 5 \t 88 \t -1 \t 32\n", + "4 \t 97 \t 88 \t 1 \t 9 \t 2 \t -63\n", + "5 \t 88 \t 9 \t 9 \t 7 \t -11 \t 347\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 13 \t -410\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -128 \t 4037\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 141 \t -4447\n", + "\t\t\t\t\t -551 \t 17378\n", + "GCD(39203, 1243) = 1, with coefficients -551 and 17378 such that 1 = (-551)*39203 + (17378)*1243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1244 \t 31 \t 639 \t 1 \t 0\n", + "1 \t 1244 \t 639 \t 1 \t 605 \t 0 \t 1\n", + "2 \t 639 \t 605 \t 1 \t 34 \t 1 \t -31\n", + "3 \t 605 \t 34 \t 17 \t 27 \t -1 \t 32\n", + "4 \t 34 \t 27 \t 1 \t 7 \t 2 \t -63\n", + "5 \t 27 \t 7 \t 3 \t 6 \t -35 \t 1103\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 37 \t -1166\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -146 \t 4601\n", + "\t\t\t\t\t 183 \t -5767\n", + "GCD(39203, 1244) = 1, with coefficients 183 and -5767 such that 1 = (183)*39203 + (-5767)*1244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1245 \t 31 \t 608 \t 1 \t 0\n", + "1 \t 1245 \t 608 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 608 \t 29 \t 20 \t 28 \t 1 \t -31\n", + "3 \t 29 \t 28 \t 1 \t 1 \t -2 \t 63\n", + "4 \t 28 \t 1 \t 28 \t 0 \t 41 \t -1291\n", + "\t\t\t\t\t -43 \t 1354\n", + "GCD(39203, 1245) = 1, with coefficients -43 and 1354 such that 1 = (-43)*39203 + (1354)*1245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1246 \t 31 \t 577 \t 1 \t 0\n", + "1 \t 1246 \t 577 \t 2 \t 92 \t 0 \t 1\n", + "2 \t 577 \t 92 \t 6 \t 25 \t 1 \t -31\n", + "3 \t 92 \t 25 \t 3 \t 17 \t -2 \t 63\n", + "4 \t 25 \t 17 \t 1 \t 8 \t 13 \t -409\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -41 \t 1290\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 54 \t -1699\n", + "\t\t\t\t\t -149 \t 4688\n", + "GCD(39203, 1246) = 1, with coefficients -149 and 4688 such that 1 = (-149)*39203 + (4688)*1246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1247 \t 31 \t 546 \t 1 \t 0\n", + "1 \t 1247 \t 546 \t 2 \t 155 \t 0 \t 1\n", + "2 \t 546 \t 155 \t 3 \t 81 \t 1 \t -31\n", + "3 \t 155 \t 81 \t 1 \t 74 \t -2 \t 63\n", + "4 \t 81 \t 74 \t 1 \t 7 \t 7 \t -220\n", + "5 \t 74 \t 7 \t 10 \t 4 \t -9 \t 283\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 16 \t -503\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -169 \t 5313\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 185 \t -5816\n", + "\t\t\t\t\t -354 \t 11129\n", + "GCD(39203, 1247) = 1, with coefficients -354 and 11129 such that 1 = (-354)*39203 + (11129)*1247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1248 \t 31 \t 515 \t 1 \t 0\n", + "1 \t 1248 \t 515 \t 2 \t 218 \t 0 \t 1\n", + "2 \t 515 \t 218 \t 2 \t 79 \t 1 \t -31\n", + "3 \t 218 \t 79 \t 2 \t 60 \t -2 \t 63\n", + "4 \t 79 \t 60 \t 1 \t 19 \t 5 \t -157\n", + "5 \t 60 \t 19 \t 3 \t 3 \t -12 \t 377\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 17 \t -534\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -63 \t 1979\n", + "\t\t\t\t\t 395 \t -12408\n", + "GCD(39203, 1248) = 1, with coefficients 395 and -12408 such that 1 = (395)*39203 + (-12408)*1248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1249 \t 31 \t 484 \t 1 \t 0\n", + "1 \t 1249 \t 484 \t 2 \t 281 \t 0 \t 1\n", + "2 \t 484 \t 281 \t 1 \t 203 \t 1 \t -31\n", + "3 \t 281 \t 203 \t 1 \t 78 \t -2 \t 63\n", + "4 \t 203 \t 78 \t 2 \t 47 \t 3 \t -94\n", + "5 \t 78 \t 47 \t 1 \t 31 \t -5 \t 157\n", + "6 \t 47 \t 31 \t 1 \t 16 \t 13 \t -408\n", + "7 \t 31 \t 16 \t 1 \t 15 \t -18 \t 565\n", + "8 \t 16 \t 15 \t 1 \t 1 \t 31 \t -973\n", + "9 \t 15 \t 1 \t 15 \t 0 \t -49 \t 1538\n", + "\t\t\t\t\t 80 \t -2511\n", + "GCD(39203, 1249) = 1, with coefficients 80 and -2511 such that 1 = (80)*39203 + (-2511)*1249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1250 \t 31 \t 453 \t 1 \t 0\n", + "1 \t 1250 \t 453 \t 2 \t 344 \t 0 \t 1\n", + "2 \t 453 \t 344 \t 1 \t 109 \t 1 \t -31\n", + "3 \t 344 \t 109 \t 3 \t 17 \t -2 \t 63\n", + "4 \t 109 \t 17 \t 6 \t 7 \t 3 \t -94\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -11 \t 345\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 69 \t -2164\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -149 \t 4673\n", + "\t\t\t\t\t 367 \t -11510\n", + "GCD(39203, 1250) = 1, with coefficients 367 and -11510 such that 1 = (367)*39203 + (-11510)*1250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1251 \t 31 \t 422 \t 1 \t 0\n", + "1 \t 1251 \t 422 \t 2 \t 407 \t 0 \t 1\n", + "2 \t 422 \t 407 \t 1 \t 15 \t 1 \t -31\n", + "3 \t 407 \t 15 \t 27 \t 2 \t -2 \t 63\n", + "4 \t 15 \t 2 \t 7 \t 1 \t 3 \t -94\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -83 \t 2601\n", + "\t\t\t\t\t 584 \t -18301\n", + "GCD(39203, 1251) = 1, with coefficients 584 and -18301 such that 1 = (584)*39203 + (-18301)*1251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1252 \t 31 \t 391 \t 1 \t 0\n", + "1 \t 1252 \t 391 \t 3 \t 79 \t 0 \t 1\n", + "2 \t 391 \t 79 \t 4 \t 75 \t 1 \t -31\n", + "3 \t 79 \t 75 \t 1 \t 4 \t -3 \t 94\n", + "4 \t 75 \t 4 \t 18 \t 3 \t 13 \t -407\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -16 \t 501\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 301 \t -9425\n", + "\t\t\t\t\t -317 \t 9926\n", + "GCD(39203, 1252) = 1, with coefficients -317 and 9926 such that 1 = (-317)*39203 + (9926)*1252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1253 \t 31 \t 360 \t 1 \t 0\n", + "1 \t 1253 \t 360 \t 3 \t 173 \t 0 \t 1\n", + "2 \t 360 \t 173 \t 2 \t 14 \t 1 \t -31\n", + "3 \t 173 \t 14 \t 12 \t 5 \t -3 \t 94\n", + "4 \t 14 \t 5 \t 2 \t 4 \t 7 \t -219\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -87 \t 2722\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 181 \t -5663\n", + "\t\t\t\t\t -268 \t 8385\n", + "GCD(39203, 1253) = 1, with coefficients -268 and 8385 such that 1 = (-268)*39203 + (8385)*1253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1254 \t 31 \t 329 \t 1 \t 0\n", + "1 \t 1254 \t 329 \t 3 \t 267 \t 0 \t 1\n", + "2 \t 329 \t 267 \t 1 \t 62 \t 1 \t -31\n", + "3 \t 267 \t 62 \t 4 \t 19 \t -3 \t 94\n", + "4 \t 62 \t 19 \t 3 \t 5 \t 4 \t -125\n", + "5 \t 19 \t 5 \t 3 \t 4 \t -19 \t 594\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 61 \t -1907\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -202 \t 6315\n", + "\t\t\t\t\t 263 \t -8222\n", + "GCD(39203, 1254) = 1, with coefficients 263 and -8222 such that 1 = (263)*39203 + (-8222)*1254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1255 \t 31 \t 298 \t 1 \t 0\n", + "1 \t 1255 \t 298 \t 4 \t 63 \t 0 \t 1\n", + "2 \t 298 \t 63 \t 4 \t 46 \t 1 \t -31\n", + "3 \t 63 \t 46 \t 1 \t 17 \t -4 \t 125\n", + "4 \t 46 \t 17 \t 2 \t 12 \t 17 \t -531\n", + "5 \t 17 \t 12 \t 1 \t 5 \t -21 \t 656\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 59 \t -1843\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -80 \t 2499\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 219 \t -6841\n", + "\t\t\t\t\t -518 \t 16181\n", + "GCD(39203, 1255) = 1, with coefficients -518 and 16181 such that 1 = (-518)*39203 + (16181)*1255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1256 \t 31 \t 267 \t 1 \t 0\n", + "1 \t 1256 \t 267 \t 4 \t 188 \t 0 \t 1\n", + "2 \t 267 \t 188 \t 1 \t 79 \t 1 \t -31\n", + "3 \t 188 \t 79 \t 2 \t 30 \t -4 \t 125\n", + "4 \t 79 \t 30 \t 2 \t 19 \t 5 \t -156\n", + "5 \t 30 \t 19 \t 1 \t 11 \t -14 \t 437\n", + "6 \t 19 \t 11 \t 1 \t 8 \t 33 \t -1030\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -47 \t 1467\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 80 \t -2497\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -127 \t 3964\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 334 \t -10425\n", + "\t\t\t\t\t -461 \t 14389\n", + "GCD(39203, 1256) = 1, with coefficients -461 and 14389 such that 1 = (-461)*39203 + (14389)*1256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1257 \t 31 \t 236 \t 1 \t 0\n", + "1 \t 1257 \t 236 \t 5 \t 77 \t 0 \t 1\n", + "2 \t 236 \t 77 \t 3 \t 5 \t 1 \t -31\n", + "3 \t 77 \t 5 \t 15 \t 2 \t -5 \t 156\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 16 \t -499\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -245 \t 7641\n", + "\t\t\t\t\t 506 \t -15781\n", + "GCD(39203, 1257) = 1, with coefficients 506 and -15781 such that 1 = (506)*39203 + (-15781)*1257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1258 \t 31 \t 205 \t 1 \t 0\n", + "1 \t 1258 \t 205 \t 6 \t 28 \t 0 \t 1\n", + "2 \t 205 \t 28 \t 7 \t 9 \t 1 \t -31\n", + "3 \t 28 \t 9 \t 3 \t 1 \t -6 \t 187\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 43 \t -1340\n", + "\t\t\t\t\t -135 \t 4207\n", + "GCD(39203, 1258) = 1, with coefficients -135 and 4207 such that 1 = (-135)*39203 + (4207)*1258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1259 \t 31 \t 174 \t 1 \t 0\n", + "1 \t 1259 \t 174 \t 7 \t 41 \t 0 \t 1\n", + "2 \t 174 \t 41 \t 4 \t 10 \t 1 \t -31\n", + "3 \t 41 \t 10 \t 4 \t 1 \t -7 \t 218\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 29 \t -903\n", + "\t\t\t\t\t -123 \t 3830\n", + "GCD(39203, 1259) = 1, with coefficients -123 and 3830 such that 1 = (-123)*39203 + (3830)*1259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1260 \t 31 \t 143 \t 1 \t 0\n", + "1 \t 1260 \t 143 \t 8 \t 116 \t 0 \t 1\n", + "2 \t 143 \t 116 \t 1 \t 27 \t 1 \t -31\n", + "3 \t 116 \t 27 \t 4 \t 8 \t -8 \t 249\n", + "4 \t 27 \t 8 \t 3 \t 3 \t 9 \t -280\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -44 \t 1369\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 141 \t -4387\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -326 \t 10143\n", + "\t\t\t\t\t 467 \t -14530\n", + "GCD(39203, 1260) = 1, with coefficients 467 and -14530 such that 1 = (467)*39203 + (-14530)*1260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1261 \t 31 \t 112 \t 1 \t 0\n", + "1 \t 1261 \t 112 \t 11 \t 29 \t 0 \t 1\n", + "2 \t 112 \t 29 \t 3 \t 25 \t 1 \t -31\n", + "3 \t 29 \t 25 \t 1 \t 4 \t -11 \t 342\n", + "4 \t 25 \t 4 \t 6 \t 1 \t 34 \t -1057\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -45 \t 1399\n", + "\t\t\t\t\t 304 \t -9451\n", + "GCD(39203, 1261) = 1, with coefficients 304 and -9451 such that 1 = (304)*39203 + (-9451)*1261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1262 \t 31 \t 81 \t 1 \t 0\n", + "1 \t 1262 \t 81 \t 15 \t 47 \t 0 \t 1\n", + "2 \t 81 \t 47 \t 1 \t 34 \t 1 \t -31\n", + "3 \t 47 \t 34 \t 1 \t 13 \t -15 \t 466\n", + "4 \t 34 \t 13 \t 2 \t 8 \t 16 \t -497\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -31 \t 963\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 78 \t -2423\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -109 \t 3386\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 187 \t -5809\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -296 \t 9195\n", + "\t\t\t\t\t 483 \t -15004\n", + "GCD(39203, 1262) = 1, with coefficients 483 and -15004 such that 1 = (483)*39203 + (-15004)*1262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1263 \t 31 \t 50 \t 1 \t 0\n", + "1 \t 1263 \t 50 \t 25 \t 13 \t 0 \t 1\n", + "2 \t 50 \t 13 \t 3 \t 11 \t 1 \t -31\n", + "3 \t 13 \t 11 \t 1 \t 2 \t -25 \t 776\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 76 \t -2359\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -101 \t 3135\n", + "\t\t\t\t\t 581 \t -18034\n", + "GCD(39203, 1263) = 1, with coefficients 581 and -18034 such that 1 = (581)*39203 + (-18034)*1263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1264 \t 31 \t 19 \t 1 \t 0\n", + "1 \t 1264 \t 19 \t 66 \t 10 \t 0 \t 1\n", + "2 \t 19 \t 10 \t 1 \t 9 \t 1 \t -31\n", + "3 \t 10 \t 9 \t 1 \t 1 \t -66 \t 2047\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 67 \t -2078\n", + "\t\t\t\t\t -133 \t 4125\n", + "GCD(39203, 1264) = 1, with coefficients -133 and 4125 such that 1 = (-133)*39203 + (4125)*1264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1265 \t 30 \t 1253 \t 1 \t 0\n", + "1 \t 1265 \t 1253 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 1253 \t 12 \t 104 \t 5 \t 1 \t -30\n", + "3 \t 12 \t 5 \t 2 \t 2 \t -1 \t 31\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 105 \t -3254\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -211 \t 6539\n", + "\t\t\t\t\t 527 \t -16332\n", + "GCD(39203, 1265) = 1, with coefficients 527 and -16332 such that 1 = (527)*39203 + (-16332)*1265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1266 \t 30 \t 1223 \t 1 \t 0\n", + "1 \t 1266 \t 1223 \t 1 \t 43 \t 0 \t 1\n", + "2 \t 1223 \t 43 \t 28 \t 19 \t 1 \t -30\n", + "3 \t 43 \t 19 \t 2 \t 5 \t -1 \t 31\n", + "4 \t 19 \t 5 \t 3 \t 4 \t 29 \t -898\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -59 \t 1827\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 206 \t -6379\n", + "\t\t\t\t\t -265 \t 8206\n", + "GCD(39203, 1266) = 1, with coefficients -265 and 8206 such that 1 = (-265)*39203 + (8206)*1266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1267 \t 30 \t 1193 \t 1 \t 0\n", + "1 \t 1267 \t 1193 \t 1 \t 74 \t 0 \t 1\n", + "2 \t 1193 \t 74 \t 16 \t 9 \t 1 \t -30\n", + "3 \t 74 \t 9 \t 8 \t 2 \t -1 \t 31\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 17 \t -526\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -137 \t 4239\n", + "\t\t\t\t\t 565 \t -17482\n", + "GCD(39203, 1267) = 1, with coefficients 565 and -17482 such that 1 = (565)*39203 + (-17482)*1267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1268 \t 30 \t 1163 \t 1 \t 0\n", + "1 \t 1268 \t 1163 \t 1 \t 105 \t 0 \t 1\n", + "2 \t 1163 \t 105 \t 11 \t 8 \t 1 \t -30\n", + "3 \t 105 \t 8 \t 13 \t 1 \t -1 \t 31\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 12 \t -371\n", + "\t\t\t\t\t -157 \t 4854\n", + "GCD(39203, 1268) = 1, with coefficients -157 and 4854 such that 1 = (-157)*39203 + (4854)*1268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1269 \t 30 \t 1133 \t 1 \t 0\n", + "1 \t 1269 \t 1133 \t 1 \t 136 \t 0 \t 1\n", + "2 \t 1133 \t 136 \t 8 \t 45 \t 1 \t -30\n", + "3 \t 136 \t 45 \t 3 \t 1 \t -1 \t 31\n", + "4 \t 45 \t 1 \t 45 \t 0 \t 9 \t -278\n", + "\t\t\t\t\t -28 \t 865\n", + "GCD(39203, 1269) = 1, with coefficients -28 and 865 such that 1 = (-28)*39203 + (865)*1269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1270 \t 30 \t 1103 \t 1 \t 0\n", + "1 \t 1270 \t 1103 \t 1 \t 167 \t 0 \t 1\n", + "2 \t 1103 \t 167 \t 6 \t 101 \t 1 \t -30\n", + "3 \t 167 \t 101 \t 1 \t 66 \t -1 \t 31\n", + "4 \t 101 \t 66 \t 1 \t 35 \t 7 \t -216\n", + "5 \t 66 \t 35 \t 1 \t 31 \t -8 \t 247\n", + "6 \t 35 \t 31 \t 1 \t 4 \t 15 \t -463\n", + "7 \t 31 \t 4 \t 7 \t 3 \t -23 \t 710\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 38 \t -1173\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -289 \t 8921\n", + "\t\t\t\t\t 327 \t -10094\n", + "GCD(39203, 1270) = 1, with coefficients 327 and -10094 such that 1 = (327)*39203 + (-10094)*1270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1271 \t 30 \t 1073 \t 1 \t 0\n", + "1 \t 1271 \t 1073 \t 1 \t 198 \t 0 \t 1\n", + "2 \t 1073 \t 198 \t 5 \t 83 \t 1 \t -30\n", + "3 \t 198 \t 83 \t 2 \t 32 \t -1 \t 31\n", + "4 \t 83 \t 32 \t 2 \t 19 \t 6 \t -185\n", + "5 \t 32 \t 19 \t 1 \t 13 \t -13 \t 401\n", + "6 \t 19 \t 13 \t 1 \t 6 \t 32 \t -987\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -45 \t 1388\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 77 \t -2375\n", + "\t\t\t\t\t -199 \t 6138\n", + "GCD(39203, 1271) = 1, with coefficients -199 and 6138 such that 1 = (-199)*39203 + (6138)*1271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1272 \t 30 \t 1043 \t 1 \t 0\n", + "1 \t 1272 \t 1043 \t 1 \t 229 \t 0 \t 1\n", + "2 \t 1043 \t 229 \t 4 \t 127 \t 1 \t -30\n", + "3 \t 229 \t 127 \t 1 \t 102 \t -1 \t 31\n", + "4 \t 127 \t 102 \t 1 \t 25 \t 5 \t -154\n", + "5 \t 102 \t 25 \t 4 \t 2 \t -6 \t 185\n", + "6 \t 25 \t 2 \t 12 \t 1 \t 11 \t -339\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -50 \t 1541\n", + "\t\t\t\t\t 611 \t -18831\n", + "GCD(39203, 1272) = 1, with coefficients 611 and -18831 such that 1 = (611)*39203 + (-18831)*1272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1273 \t 30 \t 1013 \t 1 \t 0\n", + "1 \t 1273 \t 1013 \t 1 \t 260 \t 0 \t 1\n", + "2 \t 1013 \t 260 \t 3 \t 233 \t 1 \t -30\n", + "3 \t 260 \t 233 \t 1 \t 27 \t -1 \t 31\n", + "4 \t 233 \t 27 \t 8 \t 17 \t 4 \t -123\n", + "5 \t 27 \t 17 \t 1 \t 10 \t -5 \t 154\n", + "6 \t 17 \t 10 \t 1 \t 7 \t 44 \t -1355\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -49 \t 1509\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 93 \t -2864\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -142 \t 4373\n", + "\t\t\t\t\t 377 \t -11610\n", + "GCD(39203, 1273) = 1, with coefficients 377 and -11610 such that 1 = (377)*39203 + (-11610)*1273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1274 \t 30 \t 983 \t 1 \t 0\n", + "1 \t 1274 \t 983 \t 1 \t 291 \t 0 \t 1\n", + "2 \t 983 \t 291 \t 3 \t 110 \t 1 \t -30\n", + "3 \t 291 \t 110 \t 2 \t 71 \t -1 \t 31\n", + "4 \t 110 \t 71 \t 1 \t 39 \t 4 \t -123\n", + "5 \t 71 \t 39 \t 1 \t 32 \t -9 \t 277\n", + "6 \t 39 \t 32 \t 1 \t 7 \t 13 \t -400\n", + "7 \t 32 \t 7 \t 4 \t 4 \t -22 \t 677\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 35 \t -1077\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -162 \t 4985\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 197 \t -6062\n", + "\t\t\t\t\t -359 \t 11047\n", + "GCD(39203, 1274) = 1, with coefficients -359 and 11047 such that 1 = (-359)*39203 + (11047)*1274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1275 \t 30 \t 953 \t 1 \t 0\n", + "1 \t 1275 \t 953 \t 1 \t 322 \t 0 \t 1\n", + "2 \t 953 \t 322 \t 2 \t 309 \t 1 \t -30\n", + "3 \t 322 \t 309 \t 1 \t 13 \t -1 \t 31\n", + "4 \t 309 \t 13 \t 23 \t 10 \t 3 \t -92\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -4 \t 123\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 95 \t -2921\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -99 \t 3044\n", + "\t\t\t\t\t 392 \t -12053\n", + "GCD(39203, 1275) = 1, with coefficients 392 and -12053 such that 1 = (392)*39203 + (-12053)*1275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1276 \t 30 \t 923 \t 1 \t 0\n", + "1 \t 1276 \t 923 \t 1 \t 353 \t 0 \t 1\n", + "2 \t 923 \t 353 \t 2 \t 217 \t 1 \t -30\n", + "3 \t 353 \t 217 \t 1 \t 136 \t -1 \t 31\n", + "4 \t 217 \t 136 \t 1 \t 81 \t 3 \t -92\n", + "5 \t 136 \t 81 \t 1 \t 55 \t -4 \t 123\n", + "6 \t 81 \t 55 \t 1 \t 26 \t 7 \t -215\n", + "7 \t 55 \t 26 \t 2 \t 3 \t -11 \t 338\n", + "8 \t 26 \t 3 \t 8 \t 2 \t 18 \t -553\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -47 \t 1444\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 394 \t -12105\n", + "\t\t\t\t\t -441 \t 13549\n", + "GCD(39203, 1276) = 1, with coefficients -441 and 13549 such that 1 = (-441)*39203 + (13549)*1276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1277 \t 30 \t 893 \t 1 \t 0\n", + "1 \t 1277 \t 893 \t 1 \t 384 \t 0 \t 1\n", + "2 \t 893 \t 384 \t 2 \t 125 \t 1 \t -30\n", + "3 \t 384 \t 125 \t 3 \t 9 \t -1 \t 31\n", + "4 \t 125 \t 9 \t 13 \t 8 \t 3 \t -92\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -10 \t 307\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 133 \t -4083\n", + "\t\t\t\t\t -143 \t 4390\n", + "GCD(39203, 1277) = 1, with coefficients -143 and 4390 such that 1 = (-143)*39203 + (4390)*1277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1278 \t 30 \t 863 \t 1 \t 0\n", + "1 \t 1278 \t 863 \t 1 \t 415 \t 0 \t 1\n", + "2 \t 863 \t 415 \t 2 \t 33 \t 1 \t -30\n", + "3 \t 415 \t 33 \t 12 \t 19 \t -1 \t 31\n", + "4 \t 33 \t 19 \t 1 \t 14 \t 3 \t -92\n", + "5 \t 19 \t 14 \t 1 \t 5 \t -37 \t 1135\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 40 \t -1227\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -77 \t 2362\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 194 \t -5951\n", + "\t\t\t\t\t -271 \t 8313\n", + "GCD(39203, 1278) = 1, with coefficients -271 and 8313 such that 1 = (-271)*39203 + (8313)*1278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1279 \t 30 \t 833 \t 1 \t 0\n", + "1 \t 1279 \t 833 \t 1 \t 446 \t 0 \t 1\n", + "2 \t 833 \t 446 \t 1 \t 387 \t 1 \t -30\n", + "3 \t 446 \t 387 \t 1 \t 59 \t -1 \t 31\n", + "4 \t 387 \t 59 \t 6 \t 33 \t 2 \t -61\n", + "5 \t 59 \t 33 \t 1 \t 26 \t -3 \t 92\n", + "6 \t 33 \t 26 \t 1 \t 7 \t 20 \t -613\n", + "7 \t 26 \t 7 \t 3 \t 5 \t -23 \t 705\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 43 \t -1318\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -152 \t 4659\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 195 \t -5977\n", + "\t\t\t\t\t -542 \t 16613\n", + "GCD(39203, 1279) = 1, with coefficients -542 and 16613 such that 1 = (-542)*39203 + (16613)*1279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1280 \t 30 \t 803 \t 1 \t 0\n", + "1 \t 1280 \t 803 \t 1 \t 477 \t 0 \t 1\n", + "2 \t 803 \t 477 \t 1 \t 326 \t 1 \t -30\n", + "3 \t 477 \t 326 \t 1 \t 151 \t -1 \t 31\n", + "4 \t 326 \t 151 \t 2 \t 24 \t 2 \t -61\n", + "5 \t 151 \t 24 \t 6 \t 7 \t -3 \t 92\n", + "6 \t 24 \t 7 \t 3 \t 3 \t 8 \t -245\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -51 \t 1562\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 161 \t -4931\n", + "\t\t\t\t\t -373 \t 11424\n", + "GCD(39203, 1280) = 1, with coefficients -373 and 11424 such that 1 = (-373)*39203 + (11424)*1280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1281 \t 30 \t 773 \t 1 \t 0\n", + "1 \t 1281 \t 773 \t 1 \t 508 \t 0 \t 1\n", + "2 \t 773 \t 508 \t 1 \t 265 \t 1 \t -30\n", + "3 \t 508 \t 265 \t 1 \t 243 \t -1 \t 31\n", + "4 \t 265 \t 243 \t 1 \t 22 \t 2 \t -61\n", + "5 \t 243 \t 22 \t 11 \t 1 \t -3 \t 92\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 5 \t -153\n", + "\t\t\t\t\t -58 \t 1775\n", + "GCD(39203, 1281) = 1, with coefficients -58 and 1775 such that 1 = (-58)*39203 + (1775)*1281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1282 \t 30 \t 743 \t 1 \t 0\n", + "1 \t 1282 \t 743 \t 1 \t 539 \t 0 \t 1\n", + "2 \t 743 \t 539 \t 1 \t 204 \t 1 \t -30\n", + "3 \t 539 \t 204 \t 2 \t 131 \t -1 \t 31\n", + "4 \t 204 \t 131 \t 1 \t 73 \t 2 \t -61\n", + "5 \t 131 \t 73 \t 1 \t 58 \t -5 \t 153\n", + "6 \t 73 \t 58 \t 1 \t 15 \t 7 \t -214\n", + "7 \t 58 \t 15 \t 3 \t 13 \t -12 \t 367\n", + "8 \t 15 \t 13 \t 1 \t 2 \t 19 \t -581\n", + "9 \t 13 \t 2 \t 6 \t 1 \t -69 \t 2110\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 88 \t -2691\n", + "\t\t\t\t\t -597 \t 18256\n", + "GCD(39203, 1282) = 1, with coefficients -597 and 18256 such that 1 = (-597)*39203 + (18256)*1282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1283 \t 30 \t 713 \t 1 \t 0\n", + "1 \t 1283 \t 713 \t 1 \t 570 \t 0 \t 1\n", + "2 \t 713 \t 570 \t 1 \t 143 \t 1 \t -30\n", + "3 \t 570 \t 143 \t 3 \t 141 \t -1 \t 31\n", + "4 \t 143 \t 141 \t 1 \t 2 \t 2 \t -61\n", + "5 \t 141 \t 2 \t 70 \t 1 \t -7 \t 214\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 9 \t -275\n", + "\t\t\t\t\t -637 \t 19464\n", + "GCD(39203, 1283) = 1, with coefficients -637 and 19464 such that 1 = (-637)*39203 + (19464)*1283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1284 \t 30 \t 683 \t 1 \t 0\n", + "1 \t 1284 \t 683 \t 1 \t 601 \t 0 \t 1\n", + "2 \t 683 \t 601 \t 1 \t 82 \t 1 \t -30\n", + "3 \t 601 \t 82 \t 7 \t 27 \t -1 \t 31\n", + "4 \t 82 \t 27 \t 3 \t 1 \t 2 \t -61\n", + "5 \t 27 \t 1 \t 27 \t 0 \t -15 \t 458\n", + "\t\t\t\t\t 47 \t -1435\n", + "GCD(39203, 1284) = 1, with coefficients 47 and -1435 such that 1 = (47)*39203 + (-1435)*1284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1285 \t 30 \t 653 \t 1 \t 0\n", + "1 \t 1285 \t 653 \t 1 \t 632 \t 0 \t 1\n", + "2 \t 653 \t 632 \t 1 \t 21 \t 1 \t -30\n", + "3 \t 632 \t 21 \t 30 \t 2 \t -1 \t 31\n", + "4 \t 21 \t 2 \t 10 \t 1 \t 2 \t -61\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -61 \t 1861\n", + "\t\t\t\t\t 612 \t -18671\n", + "GCD(39203, 1285) = 1, with coefficients 612 and -18671 such that 1 = (612)*39203 + (-18671)*1285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1286 \t 30 \t 623 \t 1 \t 0\n", + "1 \t 1286 \t 623 \t 2 \t 40 \t 0 \t 1\n", + "2 \t 623 \t 40 \t 15 \t 23 \t 1 \t -30\n", + "3 \t 40 \t 23 \t 1 \t 17 \t -2 \t 61\n", + "4 \t 23 \t 17 \t 1 \t 6 \t 31 \t -945\n", + "5 \t 17 \t 6 \t 2 \t 5 \t -33 \t 1006\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 64 \t -1951\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -161 \t 4908\n", + "\t\t\t\t\t 225 \t -6859\n", + "GCD(39203, 1286) = 1, with coefficients 225 and -6859 such that 1 = (225)*39203 + (-6859)*1286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1287 \t 30 \t 593 \t 1 \t 0\n", + "1 \t 1287 \t 593 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 593 \t 101 \t 5 \t 88 \t 1 \t -30\n", + "3 \t 101 \t 88 \t 1 \t 13 \t -2 \t 61\n", + "4 \t 88 \t 13 \t 6 \t 10 \t 11 \t -335\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -13 \t 396\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 89 \t -2711\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -102 \t 3107\n", + "\t\t\t\t\t 395 \t -12032\n", + "GCD(39203, 1287) = 1, with coefficients 395 and -12032 such that 1 = (395)*39203 + (-12032)*1287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1288 \t 30 \t 563 \t 1 \t 0\n", + "1 \t 1288 \t 563 \t 2 \t 162 \t 0 \t 1\n", + "2 \t 563 \t 162 \t 3 \t 77 \t 1 \t -30\n", + "3 \t 162 \t 77 \t 2 \t 8 \t -2 \t 61\n", + "4 \t 77 \t 8 \t 9 \t 5 \t 7 \t -213\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -16 \t 487\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 151 \t -4596\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -167 \t 5083\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 318 \t -9679\n", + "\t\t\t\t\t -485 \t 14762\n", + "GCD(39203, 1288) = 1, with coefficients -485 and 14762 such that 1 = (-485)*39203 + (14762)*1288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1289 \t 30 \t 533 \t 1 \t 0\n", + "1 \t 1289 \t 533 \t 2 \t 223 \t 0 \t 1\n", + "2 \t 533 \t 223 \t 2 \t 87 \t 1 \t -30\n", + "3 \t 223 \t 87 \t 2 \t 49 \t -2 \t 61\n", + "4 \t 87 \t 49 \t 1 \t 38 \t 5 \t -152\n", + "5 \t 49 \t 38 \t 1 \t 11 \t -12 \t 365\n", + "6 \t 38 \t 11 \t 3 \t 5 \t 17 \t -517\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -29 \t 882\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 104 \t -3163\n", + "\t\t\t\t\t -237 \t 7208\n", + "GCD(39203, 1289) = 1, with coefficients -237 and 7208 such that 1 = (-237)*39203 + (7208)*1289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1290 \t 30 \t 503 \t 1 \t 0\n", + "1 \t 1290 \t 503 \t 2 \t 284 \t 0 \t 1\n", + "2 \t 503 \t 284 \t 1 \t 219 \t 1 \t -30\n", + "3 \t 284 \t 219 \t 1 \t 65 \t -2 \t 61\n", + "4 \t 219 \t 65 \t 3 \t 24 \t 3 \t -91\n", + "5 \t 65 \t 24 \t 2 \t 17 \t -5 \t 152\n", + "6 \t 24 \t 17 \t 1 \t 7 \t 18 \t -547\n", + "7 \t 17 \t 7 \t 2 \t 3 \t -41 \t 1246\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 59 \t -1793\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -159 \t 4832\n", + "\t\t\t\t\t 377 \t -11457\n", + "GCD(39203, 1290) = 1, with coefficients 377 and -11457 such that 1 = (377)*39203 + (-11457)*1290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1291 \t 30 \t 473 \t 1 \t 0\n", + "1 \t 1291 \t 473 \t 2 \t 345 \t 0 \t 1\n", + "2 \t 473 \t 345 \t 1 \t 128 \t 1 \t -30\n", + "3 \t 345 \t 128 \t 2 \t 89 \t -2 \t 61\n", + "4 \t 128 \t 89 \t 1 \t 39 \t 3 \t -91\n", + "5 \t 89 \t 39 \t 2 \t 11 \t -8 \t 243\n", + "6 \t 39 \t 11 \t 3 \t 6 \t 11 \t -334\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -30 \t 911\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 101 \t -3067\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -131 \t 3978\n", + "\t\t\t\t\t 232 \t -7045\n", + "GCD(39203, 1291) = 1, with coefficients 232 and -7045 such that 1 = (232)*39203 + (-7045)*1291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1292 \t 30 \t 443 \t 1 \t 0\n", + "1 \t 1292 \t 443 \t 2 \t 406 \t 0 \t 1\n", + "2 \t 443 \t 406 \t 1 \t 37 \t 1 \t -30\n", + "3 \t 406 \t 37 \t 10 \t 36 \t -2 \t 61\n", + "4 \t 37 \t 36 \t 1 \t 1 \t 3 \t -91\n", + "5 \t 36 \t 1 \t 36 \t 0 \t -32 \t 971\n", + "\t\t\t\t\t 35 \t -1062\n", + "GCD(39203, 1292) = 1, with coefficients 35 and -1062 such that 1 = (35)*39203 + (-1062)*1292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1293 \t 30 \t 413 \t 1 \t 0\n", + "1 \t 1293 \t 413 \t 3 \t 54 \t 0 \t 1\n", + "2 \t 413 \t 54 \t 7 \t 35 \t 1 \t -30\n", + "3 \t 54 \t 35 \t 1 \t 19 \t -3 \t 91\n", + "4 \t 35 \t 19 \t 1 \t 16 \t 22 \t -667\n", + "5 \t 19 \t 16 \t 1 \t 3 \t -25 \t 758\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 47 \t -1425\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -72 \t 2183\n", + "\t\t\t\t\t 407 \t -12340\n", + "GCD(39203, 1293) = 1, with coefficients 407 and -12340 such that 1 = (407)*39203 + (-12340)*1293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1294 \t 30 \t 383 \t 1 \t 0\n", + "1 \t 1294 \t 383 \t 3 \t 145 \t 0 \t 1\n", + "2 \t 383 \t 145 \t 2 \t 93 \t 1 \t -30\n", + "3 \t 145 \t 93 \t 1 \t 52 \t -3 \t 91\n", + "4 \t 93 \t 52 \t 1 \t 41 \t 7 \t -212\n", + "5 \t 52 \t 41 \t 1 \t 11 \t -10 \t 303\n", + "6 \t 41 \t 11 \t 3 \t 8 \t 17 \t -515\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -27 \t 818\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 98 \t -2969\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -125 \t 3787\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 348 \t -10543\n", + "\t\t\t\t\t -473 \t 14330\n", + "GCD(39203, 1294) = 1, with coefficients -473 and 14330 such that 1 = (-473)*39203 + (14330)*1294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1295 \t 30 \t 353 \t 1 \t 0\n", + "1 \t 1295 \t 353 \t 3 \t 236 \t 0 \t 1\n", + "2 \t 353 \t 236 \t 1 \t 117 \t 1 \t -30\n", + "3 \t 236 \t 117 \t 2 \t 2 \t -3 \t 91\n", + "4 \t 117 \t 2 \t 58 \t 1 \t 4 \t -121\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 333\n", + "\t\t\t\t\t 642 \t -19435\n", + "GCD(39203, 1295) = 1, with coefficients 642 and -19435 such that 1 = (642)*39203 + (-19435)*1295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1296 \t 30 \t 323 \t 1 \t 0\n", + "1 \t 1296 \t 323 \t 4 \t 4 \t 0 \t 1\n", + "2 \t 323 \t 4 \t 80 \t 3 \t 1 \t -30\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -4 \t 121\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 321 \t -9710\n", + "\t\t\t\t\t -325 \t 9831\n", + "GCD(39203, 1296) = 1, with coefficients -325 and 9831 such that 1 = (-325)*39203 + (9831)*1296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1297 \t 30 \t 293 \t 1 \t 0\n", + "1 \t 1297 \t 293 \t 4 \t 125 \t 0 \t 1\n", + "2 \t 293 \t 125 \t 2 \t 43 \t 1 \t -30\n", + "3 \t 125 \t 43 \t 2 \t 39 \t -4 \t 121\n", + "4 \t 43 \t 39 \t 1 \t 4 \t 9 \t -272\n", + "5 \t 39 \t 4 \t 9 \t 3 \t -22 \t 665\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 31 \t -937\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -301 \t 9098\n", + "\t\t\t\t\t 332 \t -10035\n", + "GCD(39203, 1297) = 1, with coefficients 332 and -10035 such that 1 = (332)*39203 + (-10035)*1297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1298 \t 30 \t 263 \t 1 \t 0\n", + "1 \t 1298 \t 263 \t 4 \t 246 \t 0 \t 1\n", + "2 \t 263 \t 246 \t 1 \t 17 \t 1 \t -30\n", + "3 \t 246 \t 17 \t 14 \t 8 \t -4 \t 121\n", + "4 \t 17 \t 8 \t 2 \t 1 \t 5 \t -151\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -74 \t 2235\n", + "\t\t\t\t\t 153 \t -4621\n", + "GCD(39203, 1298) = 1, with coefficients 153 and -4621 such that 1 = (153)*39203 + (-4621)*1298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1299 \t 30 \t 233 \t 1 \t 0\n", + "1 \t 1299 \t 233 \t 5 \t 134 \t 0 \t 1\n", + "2 \t 233 \t 134 \t 1 \t 99 \t 1 \t -30\n", + "3 \t 134 \t 99 \t 1 \t 35 \t -5 \t 151\n", + "4 \t 99 \t 35 \t 2 \t 29 \t 6 \t -181\n", + "5 \t 35 \t 29 \t 1 \t 6 \t -11 \t 332\n", + "6 \t 29 \t 6 \t 4 \t 5 \t 28 \t -845\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -39 \t 1177\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 184 \t -5553\n", + "\t\t\t\t\t -223 \t 6730\n", + "GCD(39203, 1299) = 1, with coefficients -223 and 6730 such that 1 = (-223)*39203 + (6730)*1299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1300 \t 30 \t 203 \t 1 \t 0\n", + "1 \t 1300 \t 203 \t 6 \t 82 \t 0 \t 1\n", + "2 \t 203 \t 82 \t 2 \t 39 \t 1 \t -30\n", + "3 \t 82 \t 39 \t 2 \t 4 \t -6 \t 181\n", + "4 \t 39 \t 4 \t 9 \t 3 \t 13 \t -392\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -32 \t 965\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 301 \t -9077\n", + "\t\t\t\t\t -333 \t 10042\n", + "GCD(39203, 1300) = 1, with coefficients -333 and 10042 such that 1 = (-333)*39203 + (10042)*1300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1301 \t 30 \t 173 \t 1 \t 0\n", + "1 \t 1301 \t 173 \t 7 \t 90 \t 0 \t 1\n", + "2 \t 173 \t 90 \t 1 \t 83 \t 1 \t -30\n", + "3 \t 90 \t 83 \t 1 \t 7 \t -7 \t 211\n", + "4 \t 83 \t 7 \t 11 \t 6 \t 8 \t -241\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -15 \t 452\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 173 \t -5213\n", + "\t\t\t\t\t -188 \t 5665\n", + "GCD(39203, 1301) = 1, with coefficients -188 and 5665 such that 1 = (-188)*39203 + (5665)*1301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1302 \t 30 \t 143 \t 1 \t 0\n", + "1 \t 1302 \t 143 \t 9 \t 15 \t 0 \t 1\n", + "2 \t 143 \t 15 \t 9 \t 8 \t 1 \t -30\n", + "3 \t 15 \t 8 \t 1 \t 7 \t -9 \t 271\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 82 \t -2469\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -91 \t 2740\n", + "\t\t\t\t\t 173 \t -5209\n", + "GCD(39203, 1302) = 1, with coefficients 173 and -5209 such that 1 = (173)*39203 + (-5209)*1302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1303 \t 30 \t 113 \t 1 \t 0\n", + "1 \t 1303 \t 113 \t 11 \t 60 \t 0 \t 1\n", + "2 \t 113 \t 60 \t 1 \t 53 \t 1 \t -30\n", + "3 \t 60 \t 53 \t 1 \t 7 \t -11 \t 331\n", + "4 \t 53 \t 7 \t 7 \t 4 \t 12 \t -361\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -23 \t 692\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 173 \t -5205\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -196 \t 5897\n", + "\t\t\t\t\t 369 \t -11102\n", + "GCD(39203, 1303) = 1, with coefficients 369 and -11102 such that 1 = (369)*39203 + (-11102)*1303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1304 \t 30 \t 83 \t 1 \t 0\n", + "1 \t 1304 \t 83 \t 15 \t 59 \t 0 \t 1\n", + "2 \t 83 \t 59 \t 1 \t 24 \t 1 \t -30\n", + "3 \t 59 \t 24 \t 2 \t 11 \t -15 \t 451\n", + "4 \t 24 \t 11 \t 2 \t 2 \t 16 \t -481\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -47 \t 1413\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 110 \t -3307\n", + "\t\t\t\t\t -597 \t 17948\n", + "GCD(39203, 1304) = 1, with coefficients -597 and 17948 such that 1 = (-597)*39203 + (17948)*1304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1305 \t 30 \t 53 \t 1 \t 0\n", + "1 \t 1305 \t 53 \t 24 \t 33 \t 0 \t 1\n", + "2 \t 53 \t 33 \t 1 \t 20 \t 1 \t -30\n", + "3 \t 33 \t 20 \t 1 \t 13 \t -24 \t 721\n", + "4 \t 20 \t 13 \t 1 \t 7 \t 25 \t -751\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -49 \t 1472\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 74 \t -2223\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -123 \t 3695\n", + "\t\t\t\t\t 197 \t -5918\n", + "GCD(39203, 1305) = 1, with coefficients 197 and -5918 such that 1 = (197)*39203 + (-5918)*1305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1306 \t 30 \t 23 \t 1 \t 0\n", + "1 \t 1306 \t 23 \t 56 \t 18 \t 0 \t 1\n", + "2 \t 23 \t 18 \t 1 \t 5 \t 1 \t -30\n", + "3 \t 18 \t 5 \t 3 \t 3 \t -56 \t 1681\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 57 \t -1711\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -227 \t 6814\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 284 \t -8525\n", + "\t\t\t\t\t -511 \t 15339\n", + "GCD(39203, 1306) = 1, with coefficients -511 and 15339 such that 1 = (-511)*39203 + (15339)*1306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1307 \t 29 \t 1300 \t 1 \t 0\n", + "1 \t 1307 \t 1300 \t 1 \t 7 \t 0 \t 1\n", + "2 \t 1300 \t 7 \t 185 \t 5 \t 1 \t -29\n", + "3 \t 7 \t 5 \t 1 \t 2 \t -1 \t 30\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 186 \t -5579\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -187 \t 5609\n", + "\t\t\t\t\t 560 \t -16797\n", + "GCD(39203, 1307) = 1, with coefficients 560 and -16797 such that 1 = (560)*39203 + (-16797)*1307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1308 \t 29 \t 1271 \t 1 \t 0\n", + "1 \t 1308 \t 1271 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 1271 \t 37 \t 34 \t 13 \t 1 \t -29\n", + "3 \t 37 \t 13 \t 2 \t 11 \t -1 \t 30\n", + "4 \t 13 \t 11 \t 1 \t 2 \t 35 \t -1049\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -71 \t 2128\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 106 \t -3177\n", + "\t\t\t\t\t -601 \t 18013\n", + "GCD(39203, 1308) = 1, with coefficients -601 and 18013 such that 1 = (-601)*39203 + (18013)*1308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1309 \t 29 \t 1242 \t 1 \t 0\n", + "1 \t 1309 \t 1242 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 1242 \t 67 \t 18 \t 36 \t 1 \t -29\n", + "3 \t 67 \t 36 \t 1 \t 31 \t -1 \t 30\n", + "4 \t 36 \t 31 \t 1 \t 5 \t 19 \t -569\n", + "5 \t 31 \t 5 \t 6 \t 1 \t -20 \t 599\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 39 \t -1168\n", + "\t\t\t\t\t -254 \t 7607\n", + "GCD(39203, 1309) = 1, with coefficients -254 and 7607 such that 1 = (-254)*39203 + (7607)*1309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1310 \t 29 \t 1213 \t 1 \t 0\n", + "1 \t 1310 \t 1213 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 1213 \t 97 \t 12 \t 49 \t 1 \t -29\n", + "3 \t 97 \t 49 \t 1 \t 48 \t -1 \t 30\n", + "4 \t 49 \t 48 \t 1 \t 1 \t 13 \t -389\n", + "5 \t 48 \t 1 \t 48 \t 0 \t -14 \t 419\n", + "\t\t\t\t\t 27 \t -808\n", + "GCD(39203, 1310) = 1, with coefficients 27 and -808 such that 1 = (27)*39203 + (-808)*1310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1311 \t 29 \t 1184 \t 1 \t 0\n", + "1 \t 1311 \t 1184 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 1184 \t 127 \t 9 \t 41 \t 1 \t -29\n", + "3 \t 127 \t 41 \t 3 \t 4 \t -1 \t 30\n", + "4 \t 41 \t 4 \t 10 \t 1 \t 10 \t -299\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -31 \t 927\n", + "\t\t\t\t\t 320 \t -9569\n", + "GCD(39203, 1311) = 1, with coefficients 320 and -9569 such that 1 = (320)*39203 + (-9569)*1311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1312 \t 29 \t 1155 \t 1 \t 0\n", + "1 \t 1312 \t 1155 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 1155 \t 157 \t 7 \t 56 \t 1 \t -29\n", + "3 \t 157 \t 56 \t 2 \t 45 \t -1 \t 30\n", + "4 \t 56 \t 45 \t 1 \t 11 \t 8 \t -239\n", + "5 \t 45 \t 11 \t 4 \t 1 \t -17 \t 508\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 25 \t -747\n", + "\t\t\t\t\t -117 \t 3496\n", + "GCD(39203, 1312) = 1, with coefficients -117 and 3496 such that 1 = (-117)*39203 + (3496)*1312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1313 \t 29 \t 1126 \t 1 \t 0\n", + "1 \t 1313 \t 1126 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 1126 \t 187 \t 6 \t 4 \t 1 \t -29\n", + "3 \t 187 \t 4 \t 46 \t 3 \t -1 \t 30\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 7 \t -209\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -323 \t 9644\n", + "\t\t\t\t\t 330 \t -9853\n", + "GCD(39203, 1313) = 1, with coefficients 330 and -9853 such that 1 = (330)*39203 + (-9853)*1313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1314 \t 29 \t 1097 \t 1 \t 0\n", + "1 \t 1314 \t 1097 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 1097 \t 217 \t 5 \t 12 \t 1 \t -29\n", + "3 \t 217 \t 12 \t 18 \t 1 \t -1 \t 30\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 6 \t -179\n", + "\t\t\t\t\t -109 \t 3252\n", + "GCD(39203, 1314) = 1, with coefficients -109 and 3252 such that 1 = (-109)*39203 + (3252)*1314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1315 \t 29 \t 1068 \t 1 \t 0\n", + "1 \t 1315 \t 1068 \t 1 \t 247 \t 0 \t 1\n", + "2 \t 1068 \t 247 \t 4 \t 80 \t 1 \t -29\n", + "3 \t 247 \t 80 \t 3 \t 7 \t -1 \t 30\n", + "4 \t 80 \t 7 \t 11 \t 3 \t 5 \t -149\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -16 \t 477\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 181 \t -5396\n", + "\t\t\t\t\t -378 \t 11269\n", + "GCD(39203, 1315) = 1, with coefficients -378 and 11269 such that 1 = (-378)*39203 + (11269)*1315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1316 \t 29 \t 1039 \t 1 \t 0\n", + "1 \t 1316 \t 1039 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 1039 \t 277 \t 3 \t 208 \t 1 \t -29\n", + "3 \t 277 \t 208 \t 1 \t 69 \t -1 \t 30\n", + "4 \t 208 \t 69 \t 3 \t 1 \t 4 \t -119\n", + "5 \t 69 \t 1 \t 69 \t 0 \t -5 \t 149\n", + "\t\t\t\t\t 19 \t -566\n", + "GCD(39203, 1316) = 1, with coefficients 19 and -566 such that 1 = (19)*39203 + (-566)*1316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1317 \t 29 \t 1010 \t 1 \t 0\n", + "1 \t 1317 \t 1010 \t 1 \t 307 \t 0 \t 1\n", + "2 \t 1010 \t 307 \t 3 \t 89 \t 1 \t -29\n", + "3 \t 307 \t 89 \t 3 \t 40 \t -1 \t 30\n", + "4 \t 89 \t 40 \t 2 \t 9 \t 4 \t -119\n", + "5 \t 40 \t 9 \t 4 \t 4 \t -13 \t 387\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 30 \t -893\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -133 \t 3959\n", + "\t\t\t\t\t 296 \t -8811\n", + "GCD(39203, 1317) = 1, with coefficients 296 and -8811 such that 1 = (296)*39203 + (-8811)*1317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1318 \t 29 \t 981 \t 1 \t 0\n", + "1 \t 1318 \t 981 \t 1 \t 337 \t 0 \t 1\n", + "2 \t 981 \t 337 \t 2 \t 307 \t 1 \t -29\n", + "3 \t 337 \t 307 \t 1 \t 30 \t -1 \t 30\n", + "4 \t 307 \t 30 \t 10 \t 7 \t 3 \t -89\n", + "5 \t 30 \t 7 \t 4 \t 2 \t -4 \t 119\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 43 \t -1279\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -176 \t 5235\n", + "\t\t\t\t\t 571 \t -16984\n", + "GCD(39203, 1318) = 1, with coefficients 571 and -16984 such that 1 = (571)*39203 + (-16984)*1318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1319 \t 29 \t 952 \t 1 \t 0\n", + "1 \t 1319 \t 952 \t 1 \t 367 \t 0 \t 1\n", + "2 \t 952 \t 367 \t 2 \t 218 \t 1 \t -29\n", + "3 \t 367 \t 218 \t 1 \t 149 \t -1 \t 30\n", + "4 \t 218 \t 149 \t 1 \t 69 \t 3 \t -89\n", + "5 \t 149 \t 69 \t 2 \t 11 \t -4 \t 119\n", + "6 \t 69 \t 11 \t 6 \t 3 \t 7 \t -208\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -18 \t 535\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 115 \t -3418\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -363 \t 10789\n", + "\t\t\t\t\t 478 \t -14207\n", + "GCD(39203, 1319) = 1, with coefficients 478 and -14207 such that 1 = (478)*39203 + (-14207)*1319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1320 \t 29 \t 923 \t 1 \t 0\n", + "1 \t 1320 \t 923 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 923 \t 397 \t 2 \t 129 \t 1 \t -29\n", + "3 \t 397 \t 129 \t 3 \t 10 \t -1 \t 30\n", + "4 \t 129 \t 10 \t 12 \t 9 \t 3 \t -89\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -10 \t 297\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 123 \t -3653\n", + "\t\t\t\t\t -133 \t 3950\n", + "GCD(39203, 1320) = 1, with coefficients -133 and 3950 such that 1 = (-133)*39203 + (3950)*1320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1321 \t 29 \t 894 \t 1 \t 0\n", + "1 \t 1321 \t 894 \t 1 \t 427 \t 0 \t 1\n", + "2 \t 894 \t 427 \t 2 \t 40 \t 1 \t -29\n", + "3 \t 427 \t 40 \t 10 \t 27 \t -1 \t 30\n", + "4 \t 40 \t 27 \t 1 \t 13 \t 3 \t -89\n", + "5 \t 27 \t 13 \t 2 \t 1 \t -31 \t 920\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 34 \t -1009\n", + "\t\t\t\t\t -99 \t 2938\n", + "GCD(39203, 1321) = 1, with coefficients -99 and 2938 such that 1 = (-99)*39203 + (2938)*1321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1322 \t 29 \t 865 \t 1 \t 0\n", + "1 \t 1322 \t 865 \t 1 \t 457 \t 0 \t 1\n", + "2 \t 865 \t 457 \t 1 \t 408 \t 1 \t -29\n", + "3 \t 457 \t 408 \t 1 \t 49 \t -1 \t 30\n", + "4 \t 408 \t 49 \t 8 \t 16 \t 2 \t -59\n", + "5 \t 49 \t 16 \t 3 \t 1 \t -3 \t 89\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 26 \t -771\n", + "\t\t\t\t\t -81 \t 2402\n", + "GCD(39203, 1322) = 1, with coefficients -81 and 2402 such that 1 = (-81)*39203 + (2402)*1322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1323 \t 29 \t 836 \t 1 \t 0\n", + "1 \t 1323 \t 836 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 836 \t 487 \t 1 \t 349 \t 1 \t -29\n", + "3 \t 487 \t 349 \t 1 \t 138 \t -1 \t 30\n", + "4 \t 349 \t 138 \t 2 \t 73 \t 2 \t -59\n", + "5 \t 138 \t 73 \t 1 \t 65 \t -3 \t 89\n", + "6 \t 73 \t 65 \t 1 \t 8 \t 8 \t -237\n", + "7 \t 65 \t 8 \t 8 \t 1 \t -11 \t 326\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 19 \t -563\n", + "\t\t\t\t\t -163 \t 4830\n", + "GCD(39203, 1323) = 1, with coefficients -163 and 4830 such that 1 = (-163)*39203 + (4830)*1323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1324 \t 29 \t 807 \t 1 \t 0\n", + "1 \t 1324 \t 807 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 807 \t 517 \t 1 \t 290 \t 1 \t -29\n", + "3 \t 517 \t 290 \t 1 \t 227 \t -1 \t 30\n", + "4 \t 290 \t 227 \t 1 \t 63 \t 2 \t -59\n", + "5 \t 227 \t 63 \t 3 \t 38 \t -3 \t 89\n", + "6 \t 63 \t 38 \t 1 \t 25 \t 5 \t -148\n", + "7 \t 38 \t 25 \t 1 \t 13 \t -18 \t 533\n", + "8 \t 25 \t 13 \t 1 \t 12 \t 23 \t -681\n", + "9 \t 13 \t 12 \t 1 \t 1 \t -41 \t 1214\n", + "10 \t 12 \t 1 \t 12 \t 0 \t 64 \t -1895\n", + "\t\t\t\t\t -105 \t 3109\n", + "GCD(39203, 1324) = 1, with coefficients -105 and 3109 such that 1 = (-105)*39203 + (3109)*1324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1325 \t 29 \t 778 \t 1 \t 0\n", + "1 \t 1325 \t 778 \t 1 \t 547 \t 0 \t 1\n", + "2 \t 778 \t 547 \t 1 \t 231 \t 1 \t -29\n", + "3 \t 547 \t 231 \t 2 \t 85 \t -1 \t 30\n", + "4 \t 231 \t 85 \t 2 \t 61 \t 2 \t -59\n", + "5 \t 85 \t 61 \t 1 \t 24 \t -5 \t 148\n", + "6 \t 61 \t 24 \t 2 \t 13 \t 12 \t -355\n", + "7 \t 24 \t 13 \t 1 \t 11 \t -17 \t 503\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 46 \t -1361\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -63 \t 1864\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 109 \t -3225\n", + "\t\t\t\t\t -608 \t 17989\n", + "GCD(39203, 1325) = 1, with coefficients -608 and 17989 such that 1 = (-608)*39203 + (17989)*1325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1326 \t 29 \t 749 \t 1 \t 0\n", + "1 \t 1326 \t 749 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 749 \t 577 \t 1 \t 172 \t 1 \t -29\n", + "3 \t 577 \t 172 \t 3 \t 61 \t -1 \t 30\n", + "4 \t 172 \t 61 \t 2 \t 50 \t 2 \t -59\n", + "5 \t 61 \t 50 \t 1 \t 11 \t -7 \t 207\n", + "6 \t 50 \t 11 \t 4 \t 6 \t 16 \t -473\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -23 \t 680\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 108 \t -3193\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -131 \t 3873\n", + "\t\t\t\t\t 239 \t -7066\n", + "GCD(39203, 1326) = 1, with coefficients 239 and -7066 such that 1 = (239)*39203 + (-7066)*1326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1327 \t 29 \t 720 \t 1 \t 0\n", + "1 \t 1327 \t 720 \t 1 \t 607 \t 0 \t 1\n", + "2 \t 720 \t 607 \t 1 \t 113 \t 1 \t -29\n", + "3 \t 607 \t 113 \t 5 \t 42 \t -1 \t 30\n", + "4 \t 113 \t 42 \t 2 \t 29 \t 2 \t -59\n", + "5 \t 42 \t 29 \t 1 \t 13 \t -11 \t 325\n", + "6 \t 29 \t 13 \t 2 \t 3 \t 24 \t -709\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -35 \t 1034\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 94 \t -2777\n", + "\t\t\t\t\t -411 \t 12142\n", + "GCD(39203, 1327) = 1, with coefficients -411 and 12142 such that 1 = (-411)*39203 + (12142)*1327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1328 \t 29 \t 691 \t 1 \t 0\n", + "1 \t 1328 \t 691 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 691 \t 637 \t 1 \t 54 \t 1 \t -29\n", + "3 \t 637 \t 54 \t 11 \t 43 \t -1 \t 30\n", + "4 \t 54 \t 43 \t 1 \t 11 \t 2 \t -59\n", + "5 \t 43 \t 11 \t 3 \t 10 \t -23 \t 679\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 25 \t -738\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -98 \t 2893\n", + "\t\t\t\t\t 123 \t -3631\n", + "GCD(39203, 1328) = 1, with coefficients 123 and -3631 such that 1 = (123)*39203 + (-3631)*1328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1329 \t 29 \t 662 \t 1 \t 0\n", + "1 \t 1329 \t 662 \t 2 \t 5 \t 0 \t 1\n", + "2 \t 662 \t 5 \t 132 \t 2 \t 1 \t -29\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -2 \t 59\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 265 \t -7817\n", + "\t\t\t\t\t -532 \t 15693\n", + "GCD(39203, 1329) = 1, with coefficients -532 and 15693 such that 1 = (-532)*39203 + (15693)*1329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1330 \t 29 \t 633 \t 1 \t 0\n", + "1 \t 1330 \t 633 \t 2 \t 64 \t 0 \t 1\n", + "2 \t 633 \t 64 \t 9 \t 57 \t 1 \t -29\n", + "3 \t 64 \t 57 \t 1 \t 7 \t -2 \t 59\n", + "4 \t 57 \t 7 \t 8 \t 1 \t 19 \t -560\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -21 \t 619\n", + "\t\t\t\t\t 187 \t -5512\n", + "GCD(39203, 1330) = 1, with coefficients 187 and -5512 such that 1 = (187)*39203 + (-5512)*1330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1331 \t 29 \t 604 \t 1 \t 0\n", + "1 \t 1331 \t 604 \t 2 \t 123 \t 0 \t 1\n", + "2 \t 604 \t 123 \t 4 \t 112 \t 1 \t -29\n", + "3 \t 123 \t 112 \t 1 \t 11 \t -2 \t 59\n", + "4 \t 112 \t 11 \t 10 \t 2 \t 9 \t -265\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -11 \t 324\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 119 \t -3505\n", + "\t\t\t\t\t -606 \t 17849\n", + "GCD(39203, 1331) = 1, with coefficients -606 and 17849 such that 1 = (-606)*39203 + (17849)*1331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1332 \t 29 \t 575 \t 1 \t 0\n", + "1 \t 1332 \t 575 \t 2 \t 182 \t 0 \t 1\n", + "2 \t 575 \t 182 \t 3 \t 29 \t 1 \t -29\n", + "3 \t 182 \t 29 \t 6 \t 8 \t -2 \t 59\n", + "4 \t 29 \t 8 \t 3 \t 5 \t 7 \t -206\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -44 \t 1295\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 139 \t -4091\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -183 \t 5386\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 322 \t -9477\n", + "\t\t\t\t\t -505 \t 14863\n", + "GCD(39203, 1332) = 1, with coefficients -505 and 14863 such that 1 = (-505)*39203 + (14863)*1332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1333 \t 29 \t 546 \t 1 \t 0\n", + "1 \t 1333 \t 546 \t 2 \t 241 \t 0 \t 1\n", + "2 \t 546 \t 241 \t 2 \t 64 \t 1 \t -29\n", + "3 \t 241 \t 64 \t 3 \t 49 \t -2 \t 59\n", + "4 \t 64 \t 49 \t 1 \t 15 \t 5 \t -147\n", + "5 \t 49 \t 15 \t 3 \t 4 \t -17 \t 500\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 22 \t -647\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -83 \t 2441\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 271 \t -7970\n", + "\t\t\t\t\t -354 \t 10411\n", + "GCD(39203, 1333) = 1, with coefficients -354 and 10411 such that 1 = (-354)*39203 + (10411)*1333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1334 \t 29 \t 517 \t 1 \t 0\n", + "1 \t 1334 \t 517 \t 2 \t 300 \t 0 \t 1\n", + "2 \t 517 \t 300 \t 1 \t 217 \t 1 \t -29\n", + "3 \t 300 \t 217 \t 1 \t 83 \t -2 \t 59\n", + "4 \t 217 \t 83 \t 2 \t 51 \t 3 \t -88\n", + "5 \t 83 \t 51 \t 1 \t 32 \t -5 \t 147\n", + "6 \t 51 \t 32 \t 1 \t 19 \t 13 \t -382\n", + "7 \t 32 \t 19 \t 1 \t 13 \t -18 \t 529\n", + "8 \t 19 \t 13 \t 1 \t 6 \t 31 \t -911\n", + "9 \t 13 \t 6 \t 2 \t 1 \t -49 \t 1440\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 80 \t -2351\n", + "\t\t\t\t\t -209 \t 6142\n", + "GCD(39203, 1334) = 1, with coefficients -209 and 6142 such that 1 = (-209)*39203 + (6142)*1334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1335 \t 29 \t 488 \t 1 \t 0\n", + "1 \t 1335 \t 488 \t 2 \t 359 \t 0 \t 1\n", + "2 \t 488 \t 359 \t 1 \t 129 \t 1 \t -29\n", + "3 \t 359 \t 129 \t 2 \t 101 \t -2 \t 59\n", + "4 \t 129 \t 101 \t 1 \t 28 \t 3 \t -88\n", + "5 \t 101 \t 28 \t 3 \t 17 \t -8 \t 235\n", + "6 \t 28 \t 17 \t 1 \t 11 \t 11 \t -323\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -41 \t 1204\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 52 \t -1527\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -93 \t 2731\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 145 \t -4258\n", + "\t\t\t\t\t -238 \t 6989\n", + "GCD(39203, 1335) = 1, with coefficients -238 and 6989 such that 1 = (-238)*39203 + (6989)*1335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1336 \t 29 \t 459 \t 1 \t 0\n", + "1 \t 1336 \t 459 \t 2 \t 418 \t 0 \t 1\n", + "2 \t 459 \t 418 \t 1 \t 41 \t 1 \t -29\n", + "3 \t 418 \t 41 \t 10 \t 8 \t -2 \t 59\n", + "4 \t 41 \t 8 \t 5 \t 1 \t 3 \t -88\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -32 \t 939\n", + "\t\t\t\t\t 163 \t -4783\n", + "GCD(39203, 1336) = 1, with coefficients 163 and -4783 such that 1 = (163)*39203 + (-4783)*1336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1337 \t 29 \t 430 \t 1 \t 0\n", + "1 \t 1337 \t 430 \t 3 \t 47 \t 0 \t 1\n", + "2 \t 430 \t 47 \t 9 \t 7 \t 1 \t -29\n", + "3 \t 47 \t 7 \t 6 \t 5 \t -3 \t 88\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 28 \t -821\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -171 \t 5014\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 199 \t -5835\n", + "\t\t\t\t\t -569 \t 16684\n", + "GCD(39203, 1337) = 1, with coefficients -569 and 16684 such that 1 = (-569)*39203 + (16684)*1337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1338 \t 29 \t 401 \t 1 \t 0\n", + "1 \t 1338 \t 401 \t 3 \t 135 \t 0 \t 1\n", + "2 \t 401 \t 135 \t 2 \t 131 \t 1 \t -29\n", + "3 \t 135 \t 131 \t 1 \t 4 \t -3 \t 88\n", + "4 \t 131 \t 4 \t 32 \t 3 \t 7 \t -205\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -10 \t 293\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 327 \t -9581\n", + "\t\t\t\t\t -337 \t 9874\n", + "GCD(39203, 1338) = 1, with coefficients -337 and 9874 such that 1 = (-337)*39203 + (9874)*1338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1339 \t 29 \t 372 \t 1 \t 0\n", + "1 \t 1339 \t 372 \t 3 \t 223 \t 0 \t 1\n", + "2 \t 372 \t 223 \t 1 \t 149 \t 1 \t -29\n", + "3 \t 223 \t 149 \t 1 \t 74 \t -3 \t 88\n", + "4 \t 149 \t 74 \t 2 \t 1 \t 4 \t -117\n", + "5 \t 74 \t 1 \t 74 \t 0 \t -7 \t 205\n", + "\t\t\t\t\t 18 \t -527\n", + "GCD(39203, 1339) = 1, with coefficients 18 and -527 such that 1 = (18)*39203 + (-527)*1339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1340 \t 29 \t 343 \t 1 \t 0\n", + "1 \t 1340 \t 343 \t 3 \t 311 \t 0 \t 1\n", + "2 \t 343 \t 311 \t 1 \t 32 \t 1 \t -29\n", + "3 \t 311 \t 32 \t 9 \t 23 \t -3 \t 88\n", + "4 \t 32 \t 23 \t 1 \t 9 \t 4 \t -117\n", + "5 \t 23 \t 9 \t 2 \t 5 \t -39 \t 1141\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 43 \t -1258\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -125 \t 3657\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 168 \t -4915\n", + "\t\t\t\t\t -293 \t 8572\n", + "GCD(39203, 1340) = 1, with coefficients -293 and 8572 such that 1 = (-293)*39203 + (8572)*1340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1341 \t 29 \t 314 \t 1 \t 0\n", + "1 \t 1341 \t 314 \t 4 \t 85 \t 0 \t 1\n", + "2 \t 314 \t 85 \t 3 \t 59 \t 1 \t -29\n", + "3 \t 85 \t 59 \t 1 \t 26 \t -4 \t 117\n", + "4 \t 59 \t 26 \t 2 \t 7 \t 13 \t -380\n", + "5 \t 26 \t 7 \t 3 \t 5 \t -17 \t 497\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 47 \t -1374\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -158 \t 4619\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 205 \t -5993\n", + "\t\t\t\t\t -568 \t 16605\n", + "GCD(39203, 1341) = 1, with coefficients -568 and 16605 such that 1 = (-568)*39203 + (16605)*1341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1342 \t 29 \t 285 \t 1 \t 0\n", + "1 \t 1342 \t 285 \t 4 \t 202 \t 0 \t 1\n", + "2 \t 285 \t 202 \t 1 \t 83 \t 1 \t -29\n", + "3 \t 202 \t 83 \t 2 \t 36 \t -4 \t 117\n", + "4 \t 83 \t 36 \t 2 \t 11 \t 5 \t -146\n", + "5 \t 36 \t 11 \t 3 \t 3 \t -14 \t 409\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 33 \t -964\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -113 \t 3301\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 372 \t -10867\n", + "\t\t\t\t\t -485 \t 14168\n", + "GCD(39203, 1342) = 1, with coefficients -485 and 14168 such that 1 = (-485)*39203 + (14168)*1342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1343 \t 29 \t 256 \t 1 \t 0\n", + "1 \t 1343 \t 256 \t 5 \t 63 \t 0 \t 1\n", + "2 \t 256 \t 63 \t 4 \t 4 \t 1 \t -29\n", + "3 \t 63 \t 4 \t 15 \t 3 \t -5 \t 146\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 21 \t -613\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -320 \t 9341\n", + "\t\t\t\t\t 341 \t -9954\n", + "GCD(39203, 1343) = 1, with coefficients 341 and -9954 such that 1 = (341)*39203 + (-9954)*1343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1344 \t 29 \t 227 \t 1 \t 0\n", + "1 \t 1344 \t 227 \t 5 \t 209 \t 0 \t 1\n", + "2 \t 227 \t 209 \t 1 \t 18 \t 1 \t -29\n", + "3 \t 209 \t 18 \t 11 \t 11 \t -5 \t 146\n", + "4 \t 18 \t 11 \t 1 \t 7 \t 6 \t -175\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -71 \t 2071\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 77 \t -2246\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -148 \t 4317\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 225 \t -6563\n", + "\t\t\t\t\t -373 \t 10880\n", + "GCD(39203, 1344) = 1, with coefficients -373 and 10880 such that 1 = (-373)*39203 + (10880)*1344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1345 \t 29 \t 198 \t 1 \t 0\n", + "1 \t 1345 \t 198 \t 6 \t 157 \t 0 \t 1\n", + "2 \t 198 \t 157 \t 1 \t 41 \t 1 \t -29\n", + "3 \t 157 \t 41 \t 3 \t 34 \t -6 \t 175\n", + "4 \t 41 \t 34 \t 1 \t 7 \t 7 \t -204\n", + "5 \t 34 \t 7 \t 4 \t 6 \t -27 \t 787\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 34 \t -991\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -163 \t 4751\n", + "\t\t\t\t\t 197 \t -5742\n", + "GCD(39203, 1345) = 1, with coefficients 197 and -5742 such that 1 = (197)*39203 + (-5742)*1345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1346 \t 29 \t 169 \t 1 \t 0\n", + "1 \t 1346 \t 169 \t 7 \t 163 \t 0 \t 1\n", + "2 \t 169 \t 163 \t 1 \t 6 \t 1 \t -29\n", + "3 \t 163 \t 6 \t 27 \t 1 \t -7 \t 204\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 8 \t -233\n", + "\t\t\t\t\t -223 \t 6495\n", + "GCD(39203, 1346) = 1, with coefficients -223 and 6495 such that 1 = (-223)*39203 + (6495)*1346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1347 \t 29 \t 140 \t 1 \t 0\n", + "1 \t 1347 \t 140 \t 9 \t 87 \t 0 \t 1\n", + "2 \t 140 \t 87 \t 1 \t 53 \t 1 \t -29\n", + "3 \t 87 \t 53 \t 1 \t 34 \t -9 \t 262\n", + "4 \t 53 \t 34 \t 1 \t 19 \t 10 \t -291\n", + "5 \t 34 \t 19 \t 1 \t 15 \t -19 \t 553\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 29 \t -844\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -48 \t 1397\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 77 \t -2241\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -279 \t 8120\n", + "\t\t\t\t\t 356 \t -10361\n", + "GCD(39203, 1347) = 1, with coefficients 356 and -10361 such that 1 = (356)*39203 + (-10361)*1347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1348 \t 29 \t 111 \t 1 \t 0\n", + "1 \t 1348 \t 111 \t 12 \t 16 \t 0 \t 1\n", + "2 \t 111 \t 16 \t 6 \t 15 \t 1 \t -29\n", + "3 \t 16 \t 15 \t 1 \t 1 \t -12 \t 349\n", + "4 \t 15 \t 1 \t 15 \t 0 \t 73 \t -2123\n", + "\t\t\t\t\t -85 \t 2472\n", + "GCD(39203, 1348) = 1, with coefficients -85 and 2472 such that 1 = (-85)*39203 + (2472)*1348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1349 \t 29 \t 82 \t 1 \t 0\n", + "1 \t 1349 \t 82 \t 16 \t 37 \t 0 \t 1\n", + "2 \t 82 \t 37 \t 2 \t 8 \t 1 \t -29\n", + "3 \t 37 \t 8 \t 4 \t 5 \t -16 \t 465\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 33 \t -959\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -148 \t 4301\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 181 \t -5260\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -329 \t 9561\n", + "\t\t\t\t\t 510 \t -14821\n", + "GCD(39203, 1349) = 1, with coefficients 510 and -14821 such that 1 = (510)*39203 + (-14821)*1349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1350 \t 29 \t 53 \t 1 \t 0\n", + "1 \t 1350 \t 53 \t 25 \t 25 \t 0 \t 1\n", + "2 \t 53 \t 25 \t 2 \t 3 \t 1 \t -29\n", + "3 \t 25 \t 3 \t 8 \t 1 \t -25 \t 726\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 51 \t -1481\n", + "\t\t\t\t\t -433 \t 12574\n", + "GCD(39203, 1350) = 1, with coefficients -433 and 12574 such that 1 = (-433)*39203 + (12574)*1350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1351 \t 29 \t 24 \t 1 \t 0\n", + "1 \t 1351 \t 24 \t 56 \t 7 \t 0 \t 1\n", + "2 \t 24 \t 7 \t 3 \t 3 \t 1 \t -29\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -56 \t 1625\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 169 \t -4904\n", + "\t\t\t\t\t -394 \t 11433\n", + "GCD(39203, 1351) = 1, with coefficients -394 and 11433 such that 1 = (-394)*39203 + (11433)*1351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1352 \t 28 \t 1347 \t 1 \t 0\n", + "1 \t 1352 \t 1347 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 1347 \t 5 \t 269 \t 2 \t 1 \t -28\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -1 \t 29\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 270 \t -7829\n", + "\t\t\t\t\t -541 \t 15687\n", + "GCD(39203, 1352) = 1, with coefficients -541 and 15687 such that 1 = (-541)*39203 + (15687)*1352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1353 \t 28 \t 1319 \t 1 \t 0\n", + "1 \t 1353 \t 1319 \t 1 \t 34 \t 0 \t 1\n", + "2 \t 1319 \t 34 \t 38 \t 27 \t 1 \t -28\n", + "3 \t 34 \t 27 \t 1 \t 7 \t -1 \t 29\n", + "4 \t 27 \t 7 \t 3 \t 6 \t 39 \t -1130\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -40 \t 1159\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 159 \t -4607\n", + "\t\t\t\t\t -199 \t 5766\n", + "GCD(39203, 1353) = 1, with coefficients -199 and 5766 such that 1 = (-199)*39203 + (5766)*1353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1354 \t 28 \t 1291 \t 1 \t 0\n", + "1 \t 1354 \t 1291 \t 1 \t 63 \t 0 \t 1\n", + "2 \t 1291 \t 63 \t 20 \t 31 \t 1 \t -28\n", + "3 \t 63 \t 31 \t 2 \t 1 \t -1 \t 29\n", + "4 \t 31 \t 1 \t 31 \t 0 \t 21 \t -608\n", + "\t\t\t\t\t -43 \t 1245\n", + "GCD(39203, 1354) = 1, with coefficients -43 and 1245 such that 1 = (-43)*39203 + (1245)*1354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1355 \t 28 \t 1263 \t 1 \t 0\n", + "1 \t 1355 \t 1263 \t 1 \t 92 \t 0 \t 1\n", + "2 \t 1263 \t 92 \t 13 \t 67 \t 1 \t -28\n", + "3 \t 92 \t 67 \t 1 \t 25 \t -1 \t 29\n", + "4 \t 67 \t 25 \t 2 \t 17 \t 14 \t -405\n", + "5 \t 25 \t 17 \t 1 \t 8 \t -15 \t 434\n", + "6 \t 17 \t 8 \t 2 \t 1 \t 44 \t -1273\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -59 \t 1707\n", + "\t\t\t\t\t 162 \t -4687\n", + "GCD(39203, 1355) = 1, with coefficients 162 and -4687 such that 1 = (162)*39203 + (-4687)*1355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1356 \t 28 \t 1235 \t 1 \t 0\n", + "1 \t 1356 \t 1235 \t 1 \t 121 \t 0 \t 1\n", + "2 \t 1235 \t 121 \t 10 \t 25 \t 1 \t -28\n", + "3 \t 121 \t 25 \t 4 \t 21 \t -1 \t 29\n", + "4 \t 25 \t 21 \t 1 \t 4 \t 11 \t -318\n", + "5 \t 21 \t 4 \t 5 \t 1 \t -45 \t 1301\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 56 \t -1619\n", + "\t\t\t\t\t -325 \t 9396\n", + "GCD(39203, 1356) = 1, with coefficients -325 and 9396 such that 1 = (-325)*39203 + (9396)*1356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1357 \t 28 \t 1207 \t 1 \t 0\n", + "1 \t 1357 \t 1207 \t 1 \t 150 \t 0 \t 1\n", + "2 \t 1207 \t 150 \t 8 \t 7 \t 1 \t -28\n", + "3 \t 150 \t 7 \t 21 \t 3 \t -1 \t 29\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 9 \t -260\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -190 \t 5489\n", + "\t\t\t\t\t 389 \t -11238\n", + "GCD(39203, 1357) = 1, with coefficients 389 and -11238 such that 1 = (389)*39203 + (-11238)*1357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1358 \t 28 \t 1179 \t 1 \t 0\n", + "1 \t 1358 \t 1179 \t 1 \t 179 \t 0 \t 1\n", + "2 \t 1179 \t 179 \t 6 \t 105 \t 1 \t -28\n", + "3 \t 179 \t 105 \t 1 \t 74 \t -1 \t 29\n", + "4 \t 105 \t 74 \t 1 \t 31 \t 7 \t -202\n", + "5 \t 74 \t 31 \t 2 \t 12 \t -8 \t 231\n", + "6 \t 31 \t 12 \t 2 \t 7 \t 15 \t -433\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -38 \t 1097\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 91 \t -2627\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -129 \t 3724\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 220 \t -6351\n", + "\t\t\t\t\t -569 \t 16426\n", + "GCD(39203, 1358) = 1, with coefficients -569 and 16426 such that 1 = (-569)*39203 + (16426)*1358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1359 \t 28 \t 1151 \t 1 \t 0\n", + "1 \t 1359 \t 1151 \t 1 \t 208 \t 0 \t 1\n", + "2 \t 1151 \t 208 \t 5 \t 111 \t 1 \t -28\n", + "3 \t 208 \t 111 \t 1 \t 97 \t -1 \t 29\n", + "4 \t 111 \t 97 \t 1 \t 14 \t 6 \t -173\n", + "5 \t 97 \t 14 \t 6 \t 13 \t -7 \t 202\n", + "6 \t 14 \t 13 \t 1 \t 1 \t 13 \t -375\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -85 \t 2452\n", + "\t\t\t\t\t 98 \t -2827\n", + "GCD(39203, 1359) = 1, with coefficients 98 and -2827 such that 1 = (98)*39203 + (-2827)*1359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1360 \t 28 \t 1123 \t 1 \t 0\n", + "1 \t 1360 \t 1123 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 1123 \t 237 \t 4 \t 175 \t 1 \t -28\n", + "3 \t 237 \t 175 \t 1 \t 62 \t -1 \t 29\n", + "4 \t 175 \t 62 \t 2 \t 51 \t 5 \t -144\n", + "5 \t 62 \t 51 \t 1 \t 11 \t -6 \t 173\n", + "6 \t 51 \t 11 \t 4 \t 7 \t 17 \t -490\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -23 \t 663\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 109 \t -3142\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -132 \t 3805\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 241 \t -6947\n", + "\t\t\t\t\t -373 \t 10752\n", + "GCD(39203, 1360) = 1, with coefficients -373 and 10752 such that 1 = (-373)*39203 + (10752)*1360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1361 \t 28 \t 1095 \t 1 \t 0\n", + "1 \t 1361 \t 1095 \t 1 \t 266 \t 0 \t 1\n", + "2 \t 1095 \t 266 \t 4 \t 31 \t 1 \t -28\n", + "3 \t 266 \t 31 \t 8 \t 18 \t -1 \t 29\n", + "4 \t 31 \t 18 \t 1 \t 13 \t 5 \t -144\n", + "5 \t 18 \t 13 \t 1 \t 5 \t -41 \t 1181\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 46 \t -1325\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -87 \t 2506\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 220 \t -6337\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -307 \t 8843\n", + "\t\t\t\t\t 527 \t -15180\n", + "GCD(39203, 1361) = 1, with coefficients 527 and -15180 such that 1 = (527)*39203 + (-15180)*1361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1362 \t 28 \t 1067 \t 1 \t 0\n", + "1 \t 1362 \t 1067 \t 1 \t 295 \t 0 \t 1\n", + "2 \t 1067 \t 295 \t 3 \t 182 \t 1 \t -28\n", + "3 \t 295 \t 182 \t 1 \t 113 \t -1 \t 29\n", + "4 \t 182 \t 113 \t 1 \t 69 \t 4 \t -115\n", + "5 \t 113 \t 69 \t 1 \t 44 \t -5 \t 144\n", + "6 \t 69 \t 44 \t 1 \t 25 \t 9 \t -259\n", + "7 \t 44 \t 25 \t 1 \t 19 \t -14 \t 403\n", + "8 \t 25 \t 19 \t 1 \t 6 \t 23 \t -662\n", + "9 \t 19 \t 6 \t 3 \t 1 \t -37 \t 1065\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 60 \t -1727\n", + "\t\t\t\t\t -217 \t 6246\n", + "GCD(39203, 1362) = 1, with coefficients -217 and 6246 such that 1 = (-217)*39203 + (6246)*1362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1363 \t 28 \t 1039 \t 1 \t 0\n", + "1 \t 1363 \t 1039 \t 1 \t 324 \t 0 \t 1\n", + "2 \t 1039 \t 324 \t 3 \t 67 \t 1 \t -28\n", + "3 \t 324 \t 67 \t 4 \t 56 \t -1 \t 29\n", + "4 \t 67 \t 56 \t 1 \t 11 \t 4 \t -115\n", + "5 \t 56 \t 11 \t 5 \t 1 \t -17 \t 489\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 21 \t -604\n", + "\t\t\t\t\t -122 \t 3509\n", + "GCD(39203, 1363) = 1, with coefficients -122 and 3509 such that 1 = (-122)*39203 + (3509)*1363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1364 \t 28 \t 1011 \t 1 \t 0\n", + "1 \t 1364 \t 1011 \t 1 \t 353 \t 0 \t 1\n", + "2 \t 1011 \t 353 \t 2 \t 305 \t 1 \t -28\n", + "3 \t 353 \t 305 \t 1 \t 48 \t -1 \t 29\n", + "4 \t 305 \t 48 \t 6 \t 17 \t 3 \t -86\n", + "5 \t 48 \t 17 \t 2 \t 14 \t -4 \t 115\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 27 \t -776\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -58 \t 1667\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 85 \t -2443\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -398 \t 11439\n", + "\t\t\t\t\t 483 \t -13882\n", + "GCD(39203, 1364) = 1, with coefficients 483 and -13882 such that 1 = (483)*39203 + (-13882)*1364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1365 \t 28 \t 983 \t 1 \t 0\n", + "1 \t 1365 \t 983 \t 1 \t 382 \t 0 \t 1\n", + "2 \t 983 \t 382 \t 2 \t 219 \t 1 \t -28\n", + "3 \t 382 \t 219 \t 1 \t 163 \t -1 \t 29\n", + "4 \t 219 \t 163 \t 1 \t 56 \t 3 \t -86\n", + "5 \t 163 \t 56 \t 2 \t 51 \t -4 \t 115\n", + "6 \t 56 \t 51 \t 1 \t 5 \t 7 \t -201\n", + "7 \t 51 \t 5 \t 10 \t 1 \t -18 \t 517\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 25 \t -718\n", + "\t\t\t\t\t -268 \t 7697\n", + "GCD(39203, 1365) = 1, with coefficients -268 and 7697 such that 1 = (-268)*39203 + (7697)*1365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1366 \t 28 \t 955 \t 1 \t 0\n", + "1 \t 1366 \t 955 \t 1 \t 411 \t 0 \t 1\n", + "2 \t 955 \t 411 \t 2 \t 133 \t 1 \t -28\n", + "3 \t 411 \t 133 \t 3 \t 12 \t -1 \t 29\n", + "4 \t 133 \t 12 \t 11 \t 1 \t 3 \t -86\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -10 \t 287\n", + "\t\t\t\t\t 113 \t -3243\n", + "GCD(39203, 1366) = 1, with coefficients 113 and -3243 such that 1 = (113)*39203 + (-3243)*1366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1367 \t 28 \t 927 \t 1 \t 0\n", + "1 \t 1367 \t 927 \t 1 \t 440 \t 0 \t 1\n", + "2 \t 927 \t 440 \t 2 \t 47 \t 1 \t -28\n", + "3 \t 440 \t 47 \t 9 \t 17 \t -1 \t 29\n", + "4 \t 47 \t 17 \t 2 \t 13 \t 3 \t -86\n", + "5 \t 17 \t 13 \t 1 \t 4 \t -28 \t 803\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 59 \t -1692\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -87 \t 2495\n", + "\t\t\t\t\t 320 \t -9177\n", + "GCD(39203, 1367) = 1, with coefficients 320 and -9177 such that 1 = (320)*39203 + (-9177)*1367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1368 \t 28 \t 899 \t 1 \t 0\n", + "1 \t 1368 \t 899 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 899 \t 469 \t 1 \t 430 \t 1 \t -28\n", + "3 \t 469 \t 430 \t 1 \t 39 \t -1 \t 29\n", + "4 \t 430 \t 39 \t 11 \t 1 \t 2 \t -57\n", + "5 \t 39 \t 1 \t 39 \t 0 \t -3 \t 86\n", + "\t\t\t\t\t 35 \t -1003\n", + "GCD(39203, 1368) = 1, with coefficients 35 and -1003 such that 1 = (35)*39203 + (-1003)*1368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1369 \t 28 \t 871 \t 1 \t 0\n", + "1 \t 1369 \t 871 \t 1 \t 498 \t 0 \t 1\n", + "2 \t 871 \t 498 \t 1 \t 373 \t 1 \t -28\n", + "3 \t 498 \t 373 \t 1 \t 125 \t -1 \t 29\n", + "4 \t 373 \t 125 \t 2 \t 123 \t 2 \t -57\n", + "5 \t 125 \t 123 \t 1 \t 2 \t -3 \t 86\n", + "6 \t 123 \t 2 \t 61 \t 1 \t 8 \t -229\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -11 \t 315\n", + "\t\t\t\t\t 679 \t -19444\n", + "GCD(39203, 1369) = 1, with coefficients 679 and -19444 such that 1 = (679)*39203 + (-19444)*1369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1370 \t 28 \t 843 \t 1 \t 0\n", + "1 \t 1370 \t 843 \t 1 \t 527 \t 0 \t 1\n", + "2 \t 843 \t 527 \t 1 \t 316 \t 1 \t -28\n", + "3 \t 527 \t 316 \t 1 \t 211 \t -1 \t 29\n", + "4 \t 316 \t 211 \t 1 \t 105 \t 2 \t -57\n", + "5 \t 211 \t 105 \t 2 \t 1 \t -3 \t 86\n", + "6 \t 105 \t 1 \t 105 \t 0 \t 5 \t -143\n", + "\t\t\t\t\t -13 \t 372\n", + "GCD(39203, 1370) = 1, with coefficients -13 and 372 such that 1 = (-13)*39203 + (372)*1370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1371 \t 28 \t 815 \t 1 \t 0\n", + "1 \t 1371 \t 815 \t 1 \t 556 \t 0 \t 1\n", + "2 \t 815 \t 556 \t 1 \t 259 \t 1 \t -28\n", + "3 \t 556 \t 259 \t 2 \t 38 \t -1 \t 29\n", + "4 \t 259 \t 38 \t 6 \t 31 \t 2 \t -57\n", + "5 \t 38 \t 31 \t 1 \t 7 \t -5 \t 143\n", + "6 \t 31 \t 7 \t 4 \t 3 \t 32 \t -915\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -37 \t 1058\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 180 \t -5147\n", + "\t\t\t\t\t -397 \t 11352\n", + "GCD(39203, 1371) = 1, with coefficients -397 and 11352 such that 1 = (-397)*39203 + (11352)*1371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1372 \t 28 \t 787 \t 1 \t 0\n", + "1 \t 1372 \t 787 \t 1 \t 585 \t 0 \t 1\n", + "2 \t 787 \t 585 \t 1 \t 202 \t 1 \t -28\n", + "3 \t 585 \t 202 \t 2 \t 181 \t -1 \t 29\n", + "4 \t 202 \t 181 \t 1 \t 21 \t 2 \t -57\n", + "5 \t 181 \t 21 \t 8 \t 13 \t -5 \t 143\n", + "6 \t 21 \t 13 \t 1 \t 8 \t 7 \t -200\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -61 \t 1743\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 68 \t -1943\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -129 \t 3686\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 197 \t -5629\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -326 \t 9315\n", + "\t\t\t\t\t 523 \t -14944\n", + "GCD(39203, 1372) = 1, with coefficients 523 and -14944 such that 1 = (523)*39203 + (-14944)*1372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1373 \t 28 \t 759 \t 1 \t 0\n", + "1 \t 1373 \t 759 \t 1 \t 614 \t 0 \t 1\n", + "2 \t 759 \t 614 \t 1 \t 145 \t 1 \t -28\n", + "3 \t 614 \t 145 \t 4 \t 34 \t -1 \t 29\n", + "4 \t 145 \t 34 \t 4 \t 9 \t 2 \t -57\n", + "5 \t 34 \t 9 \t 3 \t 7 \t -9 \t 257\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 38 \t -1085\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -123 \t 3512\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 161 \t -4597\n", + "\t\t\t\t\t -606 \t 17303\n", + "GCD(39203, 1373) = 1, with coefficients -606 and 17303 such that 1 = (-606)*39203 + (17303)*1373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1374 \t 28 \t 731 \t 1 \t 0\n", + "1 \t 1374 \t 731 \t 1 \t 643 \t 0 \t 1\n", + "2 \t 731 \t 643 \t 1 \t 88 \t 1 \t -28\n", + "3 \t 643 \t 88 \t 7 \t 27 \t -1 \t 29\n", + "4 \t 88 \t 27 \t 3 \t 7 \t 2 \t -57\n", + "5 \t 27 \t 7 \t 3 \t 6 \t -15 \t 428\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 47 \t -1341\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -156 \t 4451\n", + "\t\t\t\t\t 203 \t -5792\n", + "GCD(39203, 1374) = 1, with coefficients 203 and -5792 such that 1 = (203)*39203 + (-5792)*1374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1375 \t 28 \t 703 \t 1 \t 0\n", + "1 \t 1375 \t 703 \t 1 \t 672 \t 0 \t 1\n", + "2 \t 703 \t 672 \t 1 \t 31 \t 1 \t -28\n", + "3 \t 672 \t 31 \t 21 \t 21 \t -1 \t 29\n", + "4 \t 31 \t 21 \t 1 \t 10 \t 2 \t -57\n", + "5 \t 21 \t 10 \t 2 \t 1 \t -43 \t 1226\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 45 \t -1283\n", + "\t\t\t\t\t -133 \t 3792\n", + "GCD(39203, 1375) = 1, with coefficients -133 and 3792 such that 1 = (-133)*39203 + (3792)*1375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1376 \t 28 \t 675 \t 1 \t 0\n", + "1 \t 1376 \t 675 \t 2 \t 26 \t 0 \t 1\n", + "2 \t 675 \t 26 \t 25 \t 25 \t 1 \t -28\n", + "3 \t 26 \t 25 \t 1 \t 1 \t -2 \t 57\n", + "4 \t 25 \t 1 \t 25 \t 0 \t 51 \t -1453\n", + "\t\t\t\t\t -53 \t 1510\n", + "GCD(39203, 1376) = 1, with coefficients -53 and 1510 such that 1 = (-53)*39203 + (1510)*1376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1377 \t 28 \t 647 \t 1 \t 0\n", + "1 \t 1377 \t 647 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 647 \t 83 \t 7 \t 66 \t 1 \t -28\n", + "3 \t 83 \t 66 \t 1 \t 17 \t -2 \t 57\n", + "4 \t 66 \t 17 \t 3 \t 15 \t 15 \t -427\n", + "5 \t 17 \t 15 \t 1 \t 2 \t -17 \t 484\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 66 \t -1879\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -83 \t 2363\n", + "\t\t\t\t\t 647 \t -18420\n", + "GCD(39203, 1377) = 1, with coefficients 647 and -18420 such that 1 = (647)*39203 + (-18420)*1377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1378 \t 28 \t 619 \t 1 \t 0\n", + "1 \t 1378 \t 619 \t 2 \t 140 \t 0 \t 1\n", + "2 \t 619 \t 140 \t 4 \t 59 \t 1 \t -28\n", + "3 \t 140 \t 59 \t 2 \t 22 \t -2 \t 57\n", + "4 \t 59 \t 22 \t 2 \t 15 \t 9 \t -256\n", + "5 \t 22 \t 15 \t 1 \t 7 \t -20 \t 569\n", + "6 \t 15 \t 7 \t 2 \t 1 \t 49 \t -1394\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -69 \t 1963\n", + "\t\t\t\t\t 187 \t -5320\n", + "GCD(39203, 1378) = 1, with coefficients 187 and -5320 such that 1 = (187)*39203 + (-5320)*1378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1379 \t 28 \t 591 \t 1 \t 0\n", + "1 \t 1379 \t 591 \t 2 \t 197 \t 0 \t 1\n", + "2 \t 591 \t 197 \t 3 \t 0 \t 1 \t -28\n", + "\t\t\t\t\t -2 \t 57\n", + "GCD(39203, 1379) = 197, with coefficients -2 and 57 such that 197 = (-2)*39203 + (57)*1379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1380 \t 28 \t 563 \t 1 \t 0\n", + "1 \t 1380 \t 563 \t 2 \t 254 \t 0 \t 1\n", + "2 \t 563 \t 254 \t 2 \t 55 \t 1 \t -28\n", + "3 \t 254 \t 55 \t 4 \t 34 \t -2 \t 57\n", + "4 \t 55 \t 34 \t 1 \t 21 \t 5 \t -142\n", + "5 \t 34 \t 21 \t 1 \t 13 \t -22 \t 625\n", + "6 \t 21 \t 13 \t 1 \t 8 \t 27 \t -767\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -49 \t 1392\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 76 \t -2159\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -125 \t 3551\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 201 \t -5710\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -326 \t 9261\n", + "\t\t\t\t\t 527 \t -14971\n", + "GCD(39203, 1380) = 1, with coefficients 527 and -14971 such that 1 = (527)*39203 + (-14971)*1380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1381 \t 28 \t 535 \t 1 \t 0\n", + "1 \t 1381 \t 535 \t 2 \t 311 \t 0 \t 1\n", + "2 \t 535 \t 311 \t 1 \t 224 \t 1 \t -28\n", + "3 \t 311 \t 224 \t 1 \t 87 \t -2 \t 57\n", + "4 \t 224 \t 87 \t 2 \t 50 \t 3 \t -85\n", + "5 \t 87 \t 50 \t 1 \t 37 \t -5 \t 142\n", + "6 \t 50 \t 37 \t 1 \t 13 \t 13 \t -369\n", + "7 \t 37 \t 13 \t 2 \t 11 \t -18 \t 511\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 31 \t -880\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -80 \t 2271\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 111 \t -3151\n", + "\t\t\t\t\t -635 \t 18026\n", + "GCD(39203, 1381) = 1, with coefficients -635 and 18026 such that 1 = (-635)*39203 + (18026)*1381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1382 \t 28 \t 507 \t 1 \t 0\n", + "1 \t 1382 \t 507 \t 2 \t 368 \t 0 \t 1\n", + "2 \t 507 \t 368 \t 1 \t 139 \t 1 \t -28\n", + "3 \t 368 \t 139 \t 2 \t 90 \t -2 \t 57\n", + "4 \t 139 \t 90 \t 1 \t 49 \t 3 \t -85\n", + "5 \t 90 \t 49 \t 1 \t 41 \t -8 \t 227\n", + "6 \t 49 \t 41 \t 1 \t 8 \t 11 \t -312\n", + "7 \t 41 \t 8 \t 5 \t 1 \t -19 \t 539\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 30 \t -851\n", + "\t\t\t\t\t -169 \t 4794\n", + "GCD(39203, 1382) = 1, with coefficients -169 and 4794 such that 1 = (-169)*39203 + (4794)*1382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1383 \t 28 \t 479 \t 1 \t 0\n", + "1 \t 1383 \t 479 \t 2 \t 425 \t 0 \t 1\n", + "2 \t 479 \t 425 \t 1 \t 54 \t 1 \t -28\n", + "3 \t 425 \t 54 \t 7 \t 47 \t -2 \t 57\n", + "4 \t 54 \t 47 \t 1 \t 7 \t 3 \t -85\n", + "5 \t 47 \t 7 \t 6 \t 5 \t -23 \t 652\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 26 \t -737\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -179 \t 5074\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 205 \t -5811\n", + "\t\t\t\t\t -589 \t 16696\n", + "GCD(39203, 1383) = 1, with coefficients -589 and 16696 such that 1 = (-589)*39203 + (16696)*1383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1384 \t 28 \t 451 \t 1 \t 0\n", + "1 \t 1384 \t 451 \t 3 \t 31 \t 0 \t 1\n", + "2 \t 451 \t 31 \t 14 \t 17 \t 1 \t -28\n", + "3 \t 31 \t 17 \t 1 \t 14 \t -3 \t 85\n", + "4 \t 17 \t 14 \t 1 \t 3 \t 43 \t -1218\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -46 \t 1303\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 89 \t -2521\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -402 \t 11387\n", + "\t\t\t\t\t 491 \t -13908\n", + "GCD(39203, 1384) = 1, with coefficients 491 and -13908 such that 1 = (491)*39203 + (-13908)*1384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1385 \t 28 \t 423 \t 1 \t 0\n", + "1 \t 1385 \t 423 \t 3 \t 116 \t 0 \t 1\n", + "2 \t 423 \t 116 \t 3 \t 75 \t 1 \t -28\n", + "3 \t 116 \t 75 \t 1 \t 41 \t -3 \t 85\n", + "4 \t 75 \t 41 \t 1 \t 34 \t 10 \t -283\n", + "5 \t 41 \t 34 \t 1 \t 7 \t -13 \t 368\n", + "6 \t 34 \t 7 \t 4 \t 6 \t 23 \t -651\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -36 \t 1019\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 167 \t -4727\n", + "\t\t\t\t\t -203 \t 5746\n", + "GCD(39203, 1385) = 1, with coefficients -203 and 5746 such that 1 = (-203)*39203 + (5746)*1385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1386 \t 28 \t 395 \t 1 \t 0\n", + "1 \t 1386 \t 395 \t 3 \t 201 \t 0 \t 1\n", + "2 \t 395 \t 201 \t 1 \t 194 \t 1 \t -28\n", + "3 \t 201 \t 194 \t 1 \t 7 \t -3 \t 85\n", + "4 \t 194 \t 7 \t 27 \t 5 \t 4 \t -113\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -7 \t 198\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 193 \t -5459\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -200 \t 5657\n", + "\t\t\t\t\t 593 \t -16773\n", + "GCD(39203, 1386) = 1, with coefficients 593 and -16773 such that 1 = (593)*39203 + (-16773)*1386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1387 \t 28 \t 367 \t 1 \t 0\n", + "1 \t 1387 \t 367 \t 3 \t 286 \t 0 \t 1\n", + "2 \t 367 \t 286 \t 1 \t 81 \t 1 \t -28\n", + "3 \t 286 \t 81 \t 3 \t 43 \t -3 \t 85\n", + "4 \t 81 \t 43 \t 1 \t 38 \t 4 \t -113\n", + "5 \t 43 \t 38 \t 1 \t 5 \t -15 \t 424\n", + "6 \t 38 \t 5 \t 7 \t 3 \t 19 \t -537\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -34 \t 961\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 257 \t -7264\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -291 \t 8225\n", + "\t\t\t\t\t 548 \t -15489\n", + "GCD(39203, 1387) = 1, with coefficients 548 and -15489 such that 1 = (548)*39203 + (-15489)*1387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1388 \t 28 \t 339 \t 1 \t 0\n", + "1 \t 1388 \t 339 \t 4 \t 32 \t 0 \t 1\n", + "2 \t 339 \t 32 \t 10 \t 19 \t 1 \t -28\n", + "3 \t 32 \t 19 \t 1 \t 13 \t -4 \t 113\n", + "4 \t 19 \t 13 \t 1 \t 6 \t 41 \t -1158\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -45 \t 1271\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 86 \t -2429\n", + "\t\t\t\t\t -217 \t 6129\n", + "GCD(39203, 1388) = 1, with coefficients -217 and 6129 such that 1 = (-217)*39203 + (6129)*1388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1389 \t 28 \t 311 \t 1 \t 0\n", + "1 \t 1389 \t 311 \t 4 \t 145 \t 0 \t 1\n", + "2 \t 311 \t 145 \t 2 \t 21 \t 1 \t -28\n", + "3 \t 145 \t 21 \t 6 \t 19 \t -4 \t 113\n", + "4 \t 21 \t 19 \t 1 \t 2 \t 9 \t -254\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -58 \t 1637\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 67 \t -1891\n", + "\t\t\t\t\t -661 \t 18656\n", + "GCD(39203, 1389) = 1, with coefficients -661 and 18656 such that 1 = (-661)*39203 + (18656)*1389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1390 \t 28 \t 283 \t 1 \t 0\n", + "1 \t 1390 \t 283 \t 4 \t 258 \t 0 \t 1\n", + "2 \t 283 \t 258 \t 1 \t 25 \t 1 \t -28\n", + "3 \t 258 \t 25 \t 10 \t 8 \t -4 \t 113\n", + "4 \t 25 \t 8 \t 3 \t 1 \t 5 \t -141\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -54 \t 1523\n", + "\t\t\t\t\t 167 \t -4710\n", + "GCD(39203, 1390) = 1, with coefficients 167 and -4710 such that 1 = (167)*39203 + (-4710)*1390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1391 \t 28 \t 255 \t 1 \t 0\n", + "1 \t 1391 \t 255 \t 5 \t 116 \t 0 \t 1\n", + "2 \t 255 \t 116 \t 2 \t 23 \t 1 \t -28\n", + "3 \t 116 \t 23 \t 5 \t 1 \t -5 \t 141\n", + "4 \t 23 \t 1 \t 23 \t 0 \t 11 \t -310\n", + "\t\t\t\t\t -60 \t 1691\n", + "GCD(39203, 1391) = 1, with coefficients -60 and 1691 such that 1 = (-60)*39203 + (1691)*1391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1392 \t 28 \t 227 \t 1 \t 0\n", + "1 \t 1392 \t 227 \t 6 \t 30 \t 0 \t 1\n", + "2 \t 227 \t 30 \t 7 \t 17 \t 1 \t -28\n", + "3 \t 30 \t 17 \t 1 \t 13 \t -6 \t 169\n", + "4 \t 17 \t 13 \t 1 \t 4 \t 43 \t -1211\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -49 \t 1380\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 92 \t -2591\n", + "\t\t\t\t\t -325 \t 9153\n", + "GCD(39203, 1392) = 1, with coefficients -325 and 9153 such that 1 = (-325)*39203 + (9153)*1392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1393 \t 28 \t 199 \t 1 \t 0\n", + "1 \t 1393 \t 199 \t 7 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -28\n", + "GCD(39203, 1393) = 199, with coefficients 1 and -28 such that 199 = (1)*39203 + (-28)*1393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1394 \t 28 \t 171 \t 1 \t 0\n", + "1 \t 1394 \t 171 \t 8 \t 26 \t 0 \t 1\n", + "2 \t 171 \t 26 \t 6 \t 15 \t 1 \t -28\n", + "3 \t 26 \t 15 \t 1 \t 11 \t -8 \t 225\n", + "4 \t 15 \t 11 \t 1 \t 4 \t 49 \t -1378\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -57 \t 1603\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 106 \t -2981\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -269 \t 7565\n", + "\t\t\t\t\t 375 \t -10546\n", + "GCD(39203, 1394) = 1, with coefficients 375 and -10546 such that 1 = (375)*39203 + (-10546)*1394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1395 \t 28 \t 143 \t 1 \t 0\n", + "1 \t 1395 \t 143 \t 9 \t 108 \t 0 \t 1\n", + "2 \t 143 \t 108 \t 1 \t 35 \t 1 \t -28\n", + "3 \t 108 \t 35 \t 3 \t 3 \t -9 \t 253\n", + "4 \t 35 \t 3 \t 11 \t 2 \t 10 \t -281\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -39 \t 1096\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 439 \t -12337\n", + "\t\t\t\t\t -478 \t 13433\n", + "GCD(39203, 1395) = 1, with coefficients -478 and 13433 such that 1 = (-478)*39203 + (13433)*1395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1396 \t 28 \t 115 \t 1 \t 0\n", + "1 \t 1396 \t 115 \t 12 \t 16 \t 0 \t 1\n", + "2 \t 115 \t 16 \t 7 \t 3 \t 1 \t -28\n", + "3 \t 16 \t 3 \t 5 \t 1 \t -12 \t 337\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 85 \t -2387\n", + "\t\t\t\t\t -437 \t 12272\n", + "GCD(39203, 1396) = 1, with coefficients -437 and 12272 such that 1 = (-437)*39203 + (12272)*1396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1397 \t 28 \t 87 \t 1 \t 0\n", + "1 \t 1397 \t 87 \t 16 \t 5 \t 0 \t 1\n", + "2 \t 87 \t 5 \t 17 \t 2 \t 1 \t -28\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -16 \t 449\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 273 \t -7661\n", + "\t\t\t\t\t -562 \t 15771\n", + "GCD(39203, 1397) = 1, with coefficients -562 and 15771 such that 1 = (-562)*39203 + (15771)*1397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1398 \t 28 \t 59 \t 1 \t 0\n", + "1 \t 1398 \t 59 \t 23 \t 41 \t 0 \t 1\n", + "2 \t 59 \t 41 \t 1 \t 18 \t 1 \t -28\n", + "3 \t 41 \t 18 \t 2 \t 5 \t -23 \t 645\n", + "4 \t 18 \t 5 \t 3 \t 3 \t 24 \t -673\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -71 \t 1991\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 237 \t -6646\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -308 \t 8637\n", + "\t\t\t\t\t 545 \t -15283\n", + "GCD(39203, 1398) = 1, with coefficients 545 and -15283 such that 1 = (545)*39203 + (-15283)*1398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1399 \t 28 \t 31 \t 1 \t 0\n", + "1 \t 1399 \t 31 \t 45 \t 4 \t 0 \t 1\n", + "2 \t 31 \t 4 \t 7 \t 3 \t 1 \t -28\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -45 \t 1261\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 316 \t -8855\n", + "\t\t\t\t\t -361 \t 10116\n", + "GCD(39203, 1399) = 1, with coefficients -361 and 10116 such that 1 = (-361)*39203 + (10116)*1399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1400 \t 28 \t 3 \t 1 \t 0\n", + "1 \t 1400 \t 3 \t 466 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -28\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -466 \t 13049\n", + "\t\t\t\t\t 467 \t -13077\n", + "GCD(39203, 1400) = 1, with coefficients 467 and -13077 such that 1 = (467)*39203 + (-13077)*1400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1401 \t 27 \t 1376 \t 1 \t 0\n", + "1 \t 1401 \t 1376 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 1376 \t 25 \t 55 \t 1 \t 1 \t -27\n", + "3 \t 25 \t 1 \t 25 \t 0 \t -1 \t 28\n", + "\t\t\t\t\t 56 \t -1567\n", + "GCD(39203, 1401) = 1, with coefficients 56 and -1567 such that 1 = (56)*39203 + (-1567)*1401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1402 \t 27 \t 1349 \t 1 \t 0\n", + "1 \t 1402 \t 1349 \t 1 \t 53 \t 0 \t 1\n", + "2 \t 1349 \t 53 \t 25 \t 24 \t 1 \t -27\n", + "3 \t 53 \t 24 \t 2 \t 5 \t -1 \t 28\n", + "4 \t 24 \t 5 \t 4 \t 4 \t 26 \t -727\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -53 \t 1482\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 238 \t -6655\n", + "\t\t\t\t\t -291 \t 8137\n", + "GCD(39203, 1402) = 1, with coefficients -291 and 8137 such that 1 = (-291)*39203 + (8137)*1402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1403 \t 27 \t 1322 \t 1 \t 0\n", + "1 \t 1403 \t 1322 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 1322 \t 81 \t 16 \t 26 \t 1 \t -27\n", + "3 \t 81 \t 26 \t 3 \t 3 \t -1 \t 28\n", + "4 \t 26 \t 3 \t 8 \t 2 \t 17 \t -475\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -52 \t 1453\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 433 \t -12099\n", + "\t\t\t\t\t -485 \t 13552\n", + "GCD(39203, 1403) = 1, with coefficients -485 and 13552 such that 1 = (-485)*39203 + (13552)*1403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1404 \t 27 \t 1295 \t 1 \t 0\n", + "1 \t 1404 \t 1295 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 1295 \t 109 \t 11 \t 96 \t 1 \t -27\n", + "3 \t 109 \t 96 \t 1 \t 13 \t -1 \t 28\n", + "4 \t 96 \t 13 \t 7 \t 5 \t 12 \t -335\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -13 \t 363\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 103 \t -2876\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -219 \t 6115\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 322 \t -8991\n", + "\t\t\t\t\t -541 \t 15106\n", + "GCD(39203, 1404) = 1, with coefficients -541 and 15106 such that 1 = (-541)*39203 + (15106)*1404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1405 \t 27 \t 1268 \t 1 \t 0\n", + "1 \t 1405 \t 1268 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 1268 \t 137 \t 9 \t 35 \t 1 \t -27\n", + "3 \t 137 \t 35 \t 3 \t 32 \t -1 \t 28\n", + "4 \t 35 \t 32 \t 1 \t 3 \t 10 \t -279\n", + "5 \t 32 \t 3 \t 10 \t 2 \t -31 \t 865\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 41 \t -1144\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -441 \t 12305\n", + "\t\t\t\t\t 482 \t -13449\n", + "GCD(39203, 1405) = 1, with coefficients 482 and -13449 such that 1 = (482)*39203 + (-13449)*1405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1406 \t 27 \t 1241 \t 1 \t 0\n", + "1 \t 1406 \t 1241 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 1241 \t 165 \t 7 \t 86 \t 1 \t -27\n", + "3 \t 165 \t 86 \t 1 \t 79 \t -1 \t 28\n", + "4 \t 86 \t 79 \t 1 \t 7 \t 8 \t -223\n", + "5 \t 79 \t 7 \t 11 \t 2 \t -9 \t 251\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 17 \t -474\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -196 \t 5465\n", + "\t\t\t\t\t 605 \t -16869\n", + "GCD(39203, 1406) = 1, with coefficients 605 and -16869 such that 1 = (605)*39203 + (-16869)*1406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1407 \t 27 \t 1214 \t 1 \t 0\n", + "1 \t 1407 \t 1214 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 1214 \t 193 \t 6 \t 56 \t 1 \t -27\n", + "3 \t 193 \t 56 \t 3 \t 25 \t -1 \t 28\n", + "4 \t 56 \t 25 \t 2 \t 6 \t 7 \t -195\n", + "5 \t 25 \t 6 \t 4 \t 1 \t -22 \t 613\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 51 \t -1421\n", + "\t\t\t\t\t -226 \t 6297\n", + "GCD(39203, 1407) = 1, with coefficients -226 and 6297 such that 1 = (-226)*39203 + (6297)*1407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1408 \t 27 \t 1187 \t 1 \t 0\n", + "1 \t 1408 \t 1187 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 1187 \t 221 \t 5 \t 82 \t 1 \t -27\n", + "3 \t 221 \t 82 \t 2 \t 57 \t -1 \t 28\n", + "4 \t 82 \t 57 \t 1 \t 25 \t 6 \t -167\n", + "5 \t 57 \t 25 \t 2 \t 7 \t -13 \t 362\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 19 \t -529\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -51 \t 1420\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 172 \t -4789\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -223 \t 6209\n", + "\t\t\t\t\t 395 \t -10998\n", + "GCD(39203, 1408) = 1, with coefficients 395 and -10998 such that 1 = (395)*39203 + (-10998)*1408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1409 \t 27 \t 1160 \t 1 \t 0\n", + "1 \t 1409 \t 1160 \t 1 \t 249 \t 0 \t 1\n", + "2 \t 1160 \t 249 \t 4 \t 164 \t 1 \t -27\n", + "3 \t 249 \t 164 \t 1 \t 85 \t -1 \t 28\n", + "4 \t 164 \t 85 \t 1 \t 79 \t 5 \t -139\n", + "5 \t 85 \t 79 \t 1 \t 6 \t -6 \t 167\n", + "6 \t 79 \t 6 \t 13 \t 1 \t 11 \t -306\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -17 \t 473\n", + "\t\t\t\t\t 232 \t -6455\n", + "GCD(39203, 1409) = 1, with coefficients 232 and -6455 such that 1 = (232)*39203 + (-6455)*1409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1410 \t 27 \t 1133 \t 1 \t 0\n", + "1 \t 1410 \t 1133 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 1133 \t 277 \t 4 \t 25 \t 1 \t -27\n", + "3 \t 277 \t 25 \t 11 \t 2 \t -1 \t 28\n", + "4 \t 25 \t 2 \t 12 \t 1 \t 5 \t -139\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -56 \t 1557\n", + "\t\t\t\t\t 677 \t -18823\n", + "GCD(39203, 1410) = 1, with coefficients 677 and -18823 such that 1 = (677)*39203 + (-18823)*1410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1411 \t 27 \t 1106 \t 1 \t 0\n", + "1 \t 1411 \t 1106 \t 1 \t 305 \t 0 \t 1\n", + "2 \t 1106 \t 305 \t 3 \t 191 \t 1 \t -27\n", + "3 \t 305 \t 191 \t 1 \t 114 \t -1 \t 28\n", + "4 \t 191 \t 114 \t 1 \t 77 \t 4 \t -111\n", + "5 \t 114 \t 77 \t 1 \t 37 \t -5 \t 139\n", + "6 \t 77 \t 37 \t 2 \t 3 \t 9 \t -250\n", + "7 \t 37 \t 3 \t 12 \t 1 \t -14 \t 389\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 37 \t -1028\n", + "\t\t\t\t\t -458 \t 12725\n", + "GCD(39203, 1411) = 1, with coefficients -458 and 12725 such that 1 = (-458)*39203 + (12725)*1411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1412 \t 27 \t 1079 \t 1 \t 0\n", + "1 \t 1412 \t 1079 \t 1 \t 333 \t 0 \t 1\n", + "2 \t 1079 \t 333 \t 3 \t 80 \t 1 \t -27\n", + "3 \t 333 \t 80 \t 4 \t 13 \t -1 \t 28\n", + "4 \t 80 \t 13 \t 6 \t 2 \t 4 \t -111\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -17 \t 472\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 106 \t -2943\n", + "\t\t\t\t\t -653 \t 18130\n", + "GCD(39203, 1412) = 1, with coefficients -653 and 18130 such that 1 = (-653)*39203 + (18130)*1412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1413 \t 27 \t 1052 \t 1 \t 0\n", + "1 \t 1413 \t 1052 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 1052 \t 361 \t 2 \t 330 \t 1 \t -27\n", + "3 \t 361 \t 330 \t 1 \t 31 \t -1 \t 28\n", + "4 \t 330 \t 31 \t 10 \t 20 \t 3 \t -83\n", + "5 \t 31 \t 20 \t 1 \t 11 \t -4 \t 111\n", + "6 \t 20 \t 11 \t 1 \t 9 \t 43 \t -1193\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -47 \t 1304\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 90 \t -2497\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -137 \t 3801\n", + "\t\t\t\t\t 638 \t -17701\n", + "GCD(39203, 1413) = 1, with coefficients 638 and -17701 such that 1 = (638)*39203 + (-17701)*1413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1414 \t 27 \t 1025 \t 1 \t 0\n", + "1 \t 1414 \t 1025 \t 1 \t 389 \t 0 \t 1\n", + "2 \t 1025 \t 389 \t 2 \t 247 \t 1 \t -27\n", + "3 \t 389 \t 247 \t 1 \t 142 \t -1 \t 28\n", + "4 \t 247 \t 142 \t 1 \t 105 \t 3 \t -83\n", + "5 \t 142 \t 105 \t 1 \t 37 \t -4 \t 111\n", + "6 \t 105 \t 37 \t 2 \t 31 \t 7 \t -194\n", + "7 \t 37 \t 31 \t 1 \t 6 \t -11 \t 305\n", + "8 \t 31 \t 6 \t 5 \t 1 \t 29 \t -804\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -40 \t 1109\n", + "\t\t\t\t\t 229 \t -6349\n", + "GCD(39203, 1414) = 1, with coefficients 229 and -6349 such that 1 = (229)*39203 + (-6349)*1414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1415 \t 27 \t 998 \t 1 \t 0\n", + "1 \t 1415 \t 998 \t 1 \t 417 \t 0 \t 1\n", + "2 \t 998 \t 417 \t 2 \t 164 \t 1 \t -27\n", + "3 \t 417 \t 164 \t 2 \t 89 \t -1 \t 28\n", + "4 \t 164 \t 89 \t 1 \t 75 \t 3 \t -83\n", + "5 \t 89 \t 75 \t 1 \t 14 \t -7 \t 194\n", + "6 \t 75 \t 14 \t 5 \t 5 \t 10 \t -277\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -17 \t 471\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 95 \t -2632\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -207 \t 5735\n", + "\t\t\t\t\t 302 \t -8367\n", + "GCD(39203, 1415) = 1, with coefficients 302 and -8367 such that 1 = (302)*39203 + (-8367)*1415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1416 \t 27 \t 971 \t 1 \t 0\n", + "1 \t 1416 \t 971 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 971 \t 445 \t 2 \t 81 \t 1 \t -27\n", + "3 \t 445 \t 81 \t 5 \t 40 \t -1 \t 28\n", + "4 \t 81 \t 40 \t 2 \t 1 \t 3 \t -83\n", + "5 \t 40 \t 1 \t 40 \t 0 \t -16 \t 443\n", + "\t\t\t\t\t 35 \t -969\n", + "GCD(39203, 1416) = 1, with coefficients 35 and -969 such that 1 = (35)*39203 + (-969)*1416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1417 \t 27 \t 944 \t 1 \t 0\n", + "1 \t 1417 \t 944 \t 1 \t 473 \t 0 \t 1\n", + "2 \t 944 \t 473 \t 1 \t 471 \t 1 \t -27\n", + "3 \t 473 \t 471 \t 1 \t 2 \t -1 \t 28\n", + "4 \t 471 \t 2 \t 235 \t 1 \t 2 \t -55\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -3 \t 83\n", + "\t\t\t\t\t 707 \t -19560\n", + "GCD(39203, 1417) = 1, with coefficients 707 and -19560 such that 1 = (707)*39203 + (-19560)*1417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1418 \t 27 \t 917 \t 1 \t 0\n", + "1 \t 1418 \t 917 \t 1 \t 501 \t 0 \t 1\n", + "2 \t 917 \t 501 \t 1 \t 416 \t 1 \t -27\n", + "3 \t 501 \t 416 \t 1 \t 85 \t -1 \t 28\n", + "4 \t 416 \t 85 \t 4 \t 76 \t 2 \t -55\n", + "5 \t 85 \t 76 \t 1 \t 9 \t -3 \t 83\n", + "6 \t 76 \t 9 \t 8 \t 4 \t 14 \t -387\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -17 \t 470\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 150 \t -4147\n", + "\t\t\t\t\t -317 \t 8764\n", + "GCD(39203, 1418) = 1, with coefficients -317 and 8764 such that 1 = (-317)*39203 + (8764)*1418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1419 \t 27 \t 890 \t 1 \t 0\n", + "1 \t 1419 \t 890 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 890 \t 529 \t 1 \t 361 \t 1 \t -27\n", + "3 \t 529 \t 361 \t 1 \t 168 \t -1 \t 28\n", + "4 \t 361 \t 168 \t 2 \t 25 \t 2 \t -55\n", + "5 \t 168 \t 25 \t 6 \t 18 \t -3 \t 83\n", + "6 \t 25 \t 18 \t 1 \t 7 \t 8 \t -221\n", + "7 \t 18 \t 7 \t 2 \t 4 \t -51 \t 1409\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 59 \t -1630\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -169 \t 4669\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 228 \t -6299\n", + "\t\t\t\t\t -397 \t 10968\n", + "GCD(39203, 1419) = 1, with coefficients -397 and 10968 such that 1 = (-397)*39203 + (10968)*1419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1420 \t 27 \t 863 \t 1 \t 0\n", + "1 \t 1420 \t 863 \t 1 \t 557 \t 0 \t 1\n", + "2 \t 863 \t 557 \t 1 \t 306 \t 1 \t -27\n", + "3 \t 557 \t 306 \t 1 \t 251 \t -1 \t 28\n", + "4 \t 306 \t 251 \t 1 \t 55 \t 2 \t -55\n", + "5 \t 251 \t 55 \t 4 \t 31 \t -3 \t 83\n", + "6 \t 55 \t 31 \t 1 \t 24 \t 5 \t -138\n", + "7 \t 31 \t 24 \t 1 \t 7 \t -23 \t 635\n", + "8 \t 24 \t 7 \t 3 \t 3 \t 28 \t -773\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -51 \t 1408\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 181 \t -4997\n", + "\t\t\t\t\t -413 \t 11402\n", + "GCD(39203, 1420) = 1, with coefficients -413 and 11402 such that 1 = (-413)*39203 + (11402)*1420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1421 \t 27 \t 836 \t 1 \t 0\n", + "1 \t 1421 \t 836 \t 1 \t 585 \t 0 \t 1\n", + "2 \t 836 \t 585 \t 1 \t 251 \t 1 \t -27\n", + "3 \t 585 \t 251 \t 2 \t 83 \t -1 \t 28\n", + "4 \t 251 \t 83 \t 3 \t 2 \t 2 \t -55\n", + "5 \t 83 \t 2 \t 41 \t 1 \t -5 \t 138\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 17 \t -469\n", + "\t\t\t\t\t -702 \t 19367\n", + "GCD(39203, 1421) = 1, with coefficients -702 and 19367 such that 1 = (-702)*39203 + (19367)*1421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1422 \t 27 \t 809 \t 1 \t 0\n", + "1 \t 1422 \t 809 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 809 \t 613 \t 1 \t 196 \t 1 \t -27\n", + "3 \t 613 \t 196 \t 3 \t 25 \t -1 \t 28\n", + "4 \t 196 \t 25 \t 7 \t 21 \t 2 \t -55\n", + "5 \t 25 \t 21 \t 1 \t 4 \t -7 \t 193\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 51 \t -1406\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -58 \t 1599\n", + "\t\t\t\t\t 341 \t -9401\n", + "GCD(39203, 1422) = 1, with coefficients 341 and -9401 such that 1 = (341)*39203 + (-9401)*1422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1423 \t 27 \t 782 \t 1 \t 0\n", + "1 \t 1423 \t 782 \t 1 \t 641 \t 0 \t 1\n", + "2 \t 782 \t 641 \t 1 \t 141 \t 1 \t -27\n", + "3 \t 641 \t 141 \t 4 \t 77 \t -1 \t 28\n", + "4 \t 141 \t 77 \t 1 \t 64 \t 2 \t -55\n", + "5 \t 77 \t 64 \t 1 \t 13 \t -9 \t 248\n", + "6 \t 64 \t 13 \t 4 \t 12 \t 11 \t -303\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -20 \t 551\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 91 \t -2507\n", + "\t\t\t\t\t -111 \t 3058\n", + "GCD(39203, 1423) = 1, with coefficients -111 and 3058 such that 1 = (-111)*39203 + (3058)*1423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1424 \t 27 \t 755 \t 1 \t 0\n", + "1 \t 1424 \t 755 \t 1 \t 669 \t 0 \t 1\n", + "2 \t 755 \t 669 \t 1 \t 86 \t 1 \t -27\n", + "3 \t 669 \t 86 \t 7 \t 67 \t -1 \t 28\n", + "4 \t 86 \t 67 \t 1 \t 19 \t 2 \t -55\n", + "5 \t 67 \t 19 \t 3 \t 10 \t -15 \t 413\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 17 \t -468\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -66 \t 1817\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 83 \t -2285\n", + "\t\t\t\t\t -149 \t 4102\n", + "GCD(39203, 1424) = 1, with coefficients -149 and 4102 such that 1 = (-149)*39203 + (4102)*1424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1425 \t 27 \t 728 \t 1 \t 0\n", + "1 \t 1425 \t 728 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 728 \t 697 \t 1 \t 31 \t 1 \t -27\n", + "3 \t 697 \t 31 \t 22 \t 15 \t -1 \t 28\n", + "4 \t 31 \t 15 \t 2 \t 1 \t 2 \t -55\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -45 \t 1238\n", + "\t\t\t\t\t 92 \t -2531\n", + "GCD(39203, 1425) = 1, with coefficients 92 and -2531 such that 1 = (92)*39203 + (-2531)*1425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1426 \t 27 \t 701 \t 1 \t 0\n", + "1 \t 1426 \t 701 \t 2 \t 24 \t 0 \t 1\n", + "2 \t 701 \t 24 \t 29 \t 5 \t 1 \t -27\n", + "3 \t 24 \t 5 \t 4 \t 4 \t -2 \t 55\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 59 \t -1622\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -238 \t 6543\n", + "\t\t\t\t\t 297 \t -8165\n", + "GCD(39203, 1426) = 1, with coefficients 297 and -8165 such that 1 = (297)*39203 + (-8165)*1426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1427 \t 27 \t 674 \t 1 \t 0\n", + "1 \t 1427 \t 674 \t 2 \t 79 \t 0 \t 1\n", + "2 \t 674 \t 79 \t 8 \t 42 \t 1 \t -27\n", + "3 \t 79 \t 42 \t 1 \t 37 \t -2 \t 55\n", + "4 \t 42 \t 37 \t 1 \t 5 \t 17 \t -467\n", + "5 \t 37 \t 5 \t 7 \t 2 \t -19 \t 522\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 36 \t -989\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -271 \t 7445\n", + "\t\t\t\t\t 578 \t -15879\n", + "GCD(39203, 1427) = 1, with coefficients 578 and -15879 such that 1 = (578)*39203 + (-15879)*1427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1428 \t 27 \t 647 \t 1 \t 0\n", + "1 \t 1428 \t 647 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 647 \t 134 \t 4 \t 111 \t 1 \t -27\n", + "3 \t 134 \t 111 \t 1 \t 23 \t -2 \t 55\n", + "4 \t 111 \t 23 \t 4 \t 19 \t 9 \t -247\n", + "5 \t 23 \t 19 \t 1 \t 4 \t -11 \t 302\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 53 \t -1455\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -64 \t 1757\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 309 \t -8483\n", + "\t\t\t\t\t -373 \t 10240\n", + "GCD(39203, 1428) = 1, with coefficients -373 and 10240 such that 1 = (-373)*39203 + (10240)*1428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1429 \t 27 \t 620 \t 1 \t 0\n", + "1 \t 1429 \t 620 \t 2 \t 189 \t 0 \t 1\n", + "2 \t 620 \t 189 \t 3 \t 53 \t 1 \t -27\n", + "3 \t 189 \t 53 \t 3 \t 30 \t -2 \t 55\n", + "4 \t 53 \t 30 \t 1 \t 23 \t 7 \t -192\n", + "5 \t 30 \t 23 \t 1 \t 7 \t -23 \t 631\n", + "6 \t 23 \t 7 \t 3 \t 2 \t 30 \t -823\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -53 \t 1454\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 189 \t -5185\n", + "\t\t\t\t\t -620 \t 17009\n", + "GCD(39203, 1429) = 1, with coefficients -620 and 17009 such that 1 = (-620)*39203 + (17009)*1429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1430 \t 27 \t 593 \t 1 \t 0\n", + "1 \t 1430 \t 593 \t 2 \t 244 \t 0 \t 1\n", + "2 \t 593 \t 244 \t 2 \t 105 \t 1 \t -27\n", + "3 \t 244 \t 105 \t 2 \t 34 \t -2 \t 55\n", + "4 \t 105 \t 34 \t 3 \t 3 \t 5 \t -137\n", + "5 \t 34 \t 3 \t 11 \t 1 \t -12 \t 329\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 41 \t -1124\n", + "\t\t\t\t\t -463 \t 12693\n", + "GCD(39203, 1430) = 1, with coefficients -463 and 12693 such that 1 = (-463)*39203 + (12693)*1430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1431 \t 27 \t 566 \t 1 \t 0\n", + "1 \t 1431 \t 566 \t 2 \t 299 \t 0 \t 1\n", + "2 \t 566 \t 299 \t 1 \t 267 \t 1 \t -27\n", + "3 \t 299 \t 267 \t 1 \t 32 \t -2 \t 55\n", + "4 \t 267 \t 32 \t 8 \t 11 \t 3 \t -82\n", + "5 \t 32 \t 11 \t 2 \t 10 \t -5 \t 137\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 43 \t -1178\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -91 \t 2493\n", + "\t\t\t\t\t 134 \t -3671\n", + "GCD(39203, 1431) = 1, with coefficients 134 and -3671 such that 1 = (134)*39203 + (-3671)*1431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1432 \t 27 \t 539 \t 1 \t 0\n", + "1 \t 1432 \t 539 \t 2 \t 354 \t 0 \t 1\n", + "2 \t 539 \t 354 \t 1 \t 185 \t 1 \t -27\n", + "3 \t 354 \t 185 \t 1 \t 169 \t -2 \t 55\n", + "4 \t 185 \t 169 \t 1 \t 16 \t 3 \t -82\n", + "5 \t 169 \t 16 \t 10 \t 9 \t -5 \t 137\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 8 \t -219\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -85 \t 2327\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 93 \t -2546\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -178 \t 4873\n", + "\t\t\t\t\t 627 \t -17165\n", + "GCD(39203, 1432) = 1, with coefficients 627 and -17165 such that 1 = (627)*39203 + (-17165)*1432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1433 \t 27 \t 512 \t 1 \t 0\n", + "1 \t 1433 \t 512 \t 2 \t 409 \t 0 \t 1\n", + "2 \t 512 \t 409 \t 1 \t 103 \t 1 \t -27\n", + "3 \t 409 \t 103 \t 3 \t 100 \t -2 \t 55\n", + "4 \t 103 \t 100 \t 1 \t 3 \t 3 \t -82\n", + "5 \t 100 \t 3 \t 33 \t 1 \t -11 \t 301\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 14 \t -383\n", + "\t\t\t\t\t -473 \t 12940\n", + "GCD(39203, 1433) = 1, with coefficients -473 and 12940 such that 1 = (-473)*39203 + (12940)*1433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1434 \t 27 \t 485 \t 1 \t 0\n", + "1 \t 1434 \t 485 \t 2 \t 464 \t 0 \t 1\n", + "2 \t 485 \t 464 \t 1 \t 21 \t 1 \t -27\n", + "3 \t 464 \t 21 \t 22 \t 2 \t -2 \t 55\n", + "4 \t 21 \t 2 \t 10 \t 1 \t 3 \t -82\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -68 \t 1859\n", + "\t\t\t\t\t 683 \t -18672\n", + "GCD(39203, 1434) = 1, with coefficients 683 and -18672 such that 1 = (683)*39203 + (-18672)*1434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1435 \t 27 \t 458 \t 1 \t 0\n", + "1 \t 1435 \t 458 \t 3 \t 61 \t 0 \t 1\n", + "2 \t 458 \t 61 \t 7 \t 31 \t 1 \t -27\n", + "3 \t 61 \t 31 \t 1 \t 30 \t -3 \t 82\n", + "4 \t 31 \t 30 \t 1 \t 1 \t 22 \t -601\n", + "5 \t 30 \t 1 \t 30 \t 0 \t -25 \t 683\n", + "\t\t\t\t\t 47 \t -1284\n", + "GCD(39203, 1435) = 1, with coefficients 47 and -1284 such that 1 = (47)*39203 + (-1284)*1435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1436 \t 27 \t 431 \t 1 \t 0\n", + "1 \t 1436 \t 431 \t 3 \t 143 \t 0 \t 1\n", + "2 \t 431 \t 143 \t 3 \t 2 \t 1 \t -27\n", + "3 \t 143 \t 2 \t 71 \t 1 \t -3 \t 82\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 10 \t -273\n", + "\t\t\t\t\t -713 \t 19465\n", + "GCD(39203, 1436) = 1, with coefficients -713 and 19465 such that 1 = (-713)*39203 + (19465)*1436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1437 \t 27 \t 404 \t 1 \t 0\n", + "1 \t 1437 \t 404 \t 3 \t 225 \t 0 \t 1\n", + "2 \t 404 \t 225 \t 1 \t 179 \t 1 \t -27\n", + "3 \t 225 \t 179 \t 1 \t 46 \t -3 \t 82\n", + "4 \t 179 \t 46 \t 3 \t 41 \t 4 \t -109\n", + "5 \t 46 \t 41 \t 1 \t 5 \t -7 \t 191\n", + "6 \t 41 \t 5 \t 8 \t 1 \t 25 \t -682\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -32 \t 873\n", + "\t\t\t\t\t 281 \t -7666\n", + "GCD(39203, 1437) = 1, with coefficients 281 and -7666 such that 1 = (281)*39203 + (-7666)*1437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1438 \t 27 \t 377 \t 1 \t 0\n", + "1 \t 1438 \t 377 \t 3 \t 307 \t 0 \t 1\n", + "2 \t 377 \t 307 \t 1 \t 70 \t 1 \t -27\n", + "3 \t 307 \t 70 \t 4 \t 27 \t -3 \t 82\n", + "4 \t 70 \t 27 \t 2 \t 16 \t 4 \t -109\n", + "5 \t 27 \t 16 \t 1 \t 11 \t -19 \t 518\n", + "6 \t 16 \t 11 \t 1 \t 5 \t 42 \t -1145\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -61 \t 1663\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 103 \t -2808\n", + "\t\t\t\t\t -267 \t 7279\n", + "GCD(39203, 1438) = 1, with coefficients -267 and 7279 such that 1 = (-267)*39203 + (7279)*1438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1439 \t 27 \t 350 \t 1 \t 0\n", + "1 \t 1439 \t 350 \t 4 \t 39 \t 0 \t 1\n", + "2 \t 350 \t 39 \t 8 \t 38 \t 1 \t -27\n", + "3 \t 39 \t 38 \t 1 \t 1 \t -4 \t 109\n", + "4 \t 38 \t 1 \t 38 \t 0 \t 33 \t -899\n", + "\t\t\t\t\t -37 \t 1008\n", + "GCD(39203, 1439) = 1, with coefficients -37 and 1008 such that 1 = (-37)*39203 + (1008)*1439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1440 \t 27 \t 323 \t 1 \t 0\n", + "1 \t 1440 \t 323 \t 4 \t 148 \t 0 \t 1\n", + "2 \t 323 \t 148 \t 2 \t 27 \t 1 \t -27\n", + "3 \t 148 \t 27 \t 5 \t 13 \t -4 \t 109\n", + "4 \t 27 \t 13 \t 2 \t 1 \t 9 \t -245\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -49 \t 1334\n", + "\t\t\t\t\t 107 \t -2913\n", + "GCD(39203, 1440) = 1, with coefficients 107 and -2913 such that 1 = (107)*39203 + (-2913)*1440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1441 \t 27 \t 296 \t 1 \t 0\n", + "1 \t 1441 \t 296 \t 4 \t 257 \t 0 \t 1\n", + "2 \t 296 \t 257 \t 1 \t 39 \t 1 \t -27\n", + "3 \t 257 \t 39 \t 6 \t 23 \t -4 \t 109\n", + "4 \t 39 \t 23 \t 1 \t 16 \t 5 \t -136\n", + "5 \t 23 \t 16 \t 1 \t 7 \t -34 \t 925\n", + "6 \t 16 \t 7 \t 2 \t 2 \t 39 \t -1061\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -73 \t 1986\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 185 \t -5033\n", + "\t\t\t\t\t -628 \t 17085\n", + "GCD(39203, 1441) = 1, with coefficients -628 and 17085 such that 1 = (-628)*39203 + (17085)*1441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1442 \t 27 \t 269 \t 1 \t 0\n", + "1 \t 1442 \t 269 \t 5 \t 97 \t 0 \t 1\n", + "2 \t 269 \t 97 \t 2 \t 75 \t 1 \t -27\n", + "3 \t 97 \t 75 \t 1 \t 22 \t -5 \t 136\n", + "4 \t 75 \t 22 \t 3 \t 9 \t 11 \t -299\n", + "5 \t 22 \t 9 \t 2 \t 4 \t -16 \t 435\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 59 \t -1604\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -134 \t 3643\n", + "\t\t\t\t\t 327 \t -8890\n", + "GCD(39203, 1442) = 1, with coefficients 327 and -8890 such that 1 = (327)*39203 + (-8890)*1442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1443 \t 27 \t 242 \t 1 \t 0\n", + "1 \t 1443 \t 242 \t 5 \t 233 \t 0 \t 1\n", + "2 \t 242 \t 233 \t 1 \t 9 \t 1 \t -27\n", + "3 \t 233 \t 9 \t 25 \t 8 \t -5 \t 136\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 6 \t -163\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -155 \t 4211\n", + "\t\t\t\t\t 161 \t -4374\n", + "GCD(39203, 1443) = 1, with coefficients 161 and -4374 such that 1 = (161)*39203 + (-4374)*1443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1444 \t 27 \t 215 \t 1 \t 0\n", + "1 \t 1444 \t 215 \t 6 \t 154 \t 0 \t 1\n", + "2 \t 215 \t 154 \t 1 \t 61 \t 1 \t -27\n", + "3 \t 154 \t 61 \t 2 \t 32 \t -6 \t 163\n", + "4 \t 61 \t 32 \t 1 \t 29 \t 7 \t -190\n", + "5 \t 32 \t 29 \t 1 \t 3 \t -20 \t 543\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 27 \t -733\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -47 \t 1276\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 450 \t -12217\n", + "\t\t\t\t\t -497 \t 13493\n", + "GCD(39203, 1444) = 1, with coefficients -497 and 13493 such that 1 = (-497)*39203 + (13493)*1444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1445 \t 27 \t 188 \t 1 \t 0\n", + "1 \t 1445 \t 188 \t 7 \t 129 \t 0 \t 1\n", + "2 \t 188 \t 129 \t 1 \t 59 \t 1 \t -27\n", + "3 \t 129 \t 59 \t 2 \t 11 \t -7 \t 190\n", + "4 \t 59 \t 11 \t 5 \t 4 \t 8 \t -217\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -23 \t 624\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 123 \t -3337\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -269 \t 7298\n", + "\t\t\t\t\t 392 \t -10635\n", + "GCD(39203, 1445) = 1, with coefficients 392 and -10635 such that 1 = (392)*39203 + (-10635)*1445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1446 \t 27 \t 161 \t 1 \t 0\n", + "1 \t 1446 \t 161 \t 8 \t 158 \t 0 \t 1\n", + "2 \t 161 \t 158 \t 1 \t 3 \t 1 \t -27\n", + "3 \t 158 \t 3 \t 52 \t 2 \t -8 \t 217\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 9 \t -244\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -476 \t 12905\n", + "\t\t\t\t\t 485 \t -13149\n", + "GCD(39203, 1446) = 1, with coefficients 485 and -13149 such that 1 = (485)*39203 + (-13149)*1446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1447 \t 27 \t 134 \t 1 \t 0\n", + "1 \t 1447 \t 134 \t 10 \t 107 \t 0 \t 1\n", + "2 \t 134 \t 107 \t 1 \t 27 \t 1 \t -27\n", + "3 \t 107 \t 27 \t 3 \t 26 \t -10 \t 271\n", + "4 \t 27 \t 26 \t 1 \t 1 \t 11 \t -298\n", + "5 \t 26 \t 1 \t 26 \t 0 \t -43 \t 1165\n", + "\t\t\t\t\t 54 \t -1463\n", + "GCD(39203, 1447) = 1, with coefficients 54 and -1463 such that 1 = (54)*39203 + (-1463)*1447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1448 \t 27 \t 107 \t 1 \t 0\n", + "1 \t 1448 \t 107 \t 13 \t 57 \t 0 \t 1\n", + "2 \t 107 \t 57 \t 1 \t 50 \t 1 \t -27\n", + "3 \t 57 \t 50 \t 1 \t 7 \t -13 \t 352\n", + "4 \t 50 \t 7 \t 7 \t 1 \t 14 \t -379\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -27 \t 731\n", + "\t\t\t\t\t 203 \t -5496\n", + "GCD(39203, 1448) = 1, with coefficients 203 and -5496 such that 1 = (203)*39203 + (-5496)*1448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1449 \t 27 \t 80 \t 1 \t 0\n", + "1 \t 1449 \t 80 \t 18 \t 9 \t 0 \t 1\n", + "2 \t 80 \t 9 \t 8 \t 8 \t 1 \t -27\n", + "3 \t 9 \t 8 \t 1 \t 1 \t -18 \t 487\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 145 \t -3923\n", + "\t\t\t\t\t -163 \t 4410\n", + "GCD(39203, 1449) = 1, with coefficients -163 and 4410 such that 1 = (-163)*39203 + (4410)*1449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1450 \t 27 \t 53 \t 1 \t 0\n", + "1 \t 1450 \t 53 \t 27 \t 19 \t 0 \t 1\n", + "2 \t 53 \t 19 \t 2 \t 15 \t 1 \t -27\n", + "3 \t 19 \t 15 \t 1 \t 4 \t -27 \t 730\n", + "4 \t 15 \t 4 \t 3 \t 3 \t 55 \t -1487\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -82 \t 2217\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 301 \t -8138\n", + "\t\t\t\t\t -383 \t 10355\n", + "GCD(39203, 1450) = 1, with coefficients -383 and 10355 such that 1 = (-383)*39203 + (10355)*1450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1451 \t 27 \t 26 \t 1 \t 0\n", + "1 \t 1451 \t 26 \t 55 \t 21 \t 0 \t 1\n", + "2 \t 26 \t 21 \t 1 \t 5 \t 1 \t -27\n", + "3 \t 21 \t 5 \t 4 \t 1 \t -55 \t 1486\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 56 \t -1513\n", + "\t\t\t\t\t -279 \t 7538\n", + "GCD(39203, 1451) = 1, with coefficients -279 and 7538 such that 1 = (-279)*39203 + (7538)*1451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1452 \t 26 \t 1451 \t 1 \t 0\n", + "1 \t 1452 \t 1451 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 1451 \t 1 \t 1451 \t 0 \t 1 \t -26\n", + "\t\t\t\t\t -1 \t 27\n", + "GCD(39203, 1452) = 1, with coefficients -1 and 27 such that 1 = (-1)*39203 + (27)*1452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1453 \t 26 \t 1425 \t 1 \t 0\n", + "1 \t 1453 \t 1425 \t 1 \t 28 \t 0 \t 1\n", + "2 \t 1425 \t 28 \t 50 \t 25 \t 1 \t -26\n", + "3 \t 28 \t 25 \t 1 \t 3 \t -1 \t 27\n", + "4 \t 25 \t 3 \t 8 \t 1 \t 51 \t -1376\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -52 \t 1403\n", + "\t\t\t\t\t 467 \t -12600\n", + "GCD(39203, 1453) = 1, with coefficients 467 and -12600 such that 1 = (467)*39203 + (-12600)*1453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1454 \t 26 \t 1399 \t 1 \t 0\n", + "1 \t 1454 \t 1399 \t 1 \t 55 \t 0 \t 1\n", + "2 \t 1399 \t 55 \t 25 \t 24 \t 1 \t -26\n", + "3 \t 55 \t 24 \t 2 \t 7 \t -1 \t 27\n", + "4 \t 24 \t 7 \t 3 \t 3 \t 26 \t -701\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -53 \t 1429\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 185 \t -4988\n", + "\t\t\t\t\t -423 \t 11405\n", + "GCD(39203, 1454) = 1, with coefficients -423 and 11405 such that 1 = (-423)*39203 + (11405)*1454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1455 \t 26 \t 1373 \t 1 \t 0\n", + "1 \t 1455 \t 1373 \t 1 \t 82 \t 0 \t 1\n", + "2 \t 1373 \t 82 \t 16 \t 61 \t 1 \t -26\n", + "3 \t 82 \t 61 \t 1 \t 21 \t -1 \t 27\n", + "4 \t 61 \t 21 \t 2 \t 19 \t 17 \t -458\n", + "5 \t 21 \t 19 \t 1 \t 2 \t -18 \t 485\n", + "6 \t 19 \t 2 \t 9 \t 1 \t 53 \t -1428\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -71 \t 1913\n", + "\t\t\t\t\t 692 \t -18645\n", + "GCD(39203, 1455) = 1, with coefficients 692 and -18645 such that 1 = (692)*39203 + (-18645)*1455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1456 \t 26 \t 1347 \t 1 \t 0\n", + "1 \t 1456 \t 1347 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 1347 \t 109 \t 12 \t 39 \t 1 \t -26\n", + "3 \t 109 \t 39 \t 2 \t 31 \t -1 \t 27\n", + "4 \t 39 \t 31 \t 1 \t 8 \t 13 \t -350\n", + "5 \t 31 \t 8 \t 3 \t 7 \t -27 \t 727\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 40 \t -1077\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -147 \t 3958\n", + "\t\t\t\t\t 187 \t -5035\n", + "GCD(39203, 1456) = 1, with coefficients 187 and -5035 such that 1 = (187)*39203 + (-5035)*1456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1457 \t 26 \t 1321 \t 1 \t 0\n", + "1 \t 1457 \t 1321 \t 1 \t 136 \t 0 \t 1\n", + "2 \t 1321 \t 136 \t 9 \t 97 \t 1 \t -26\n", + "3 \t 136 \t 97 \t 1 \t 39 \t -1 \t 27\n", + "4 \t 97 \t 39 \t 2 \t 19 \t 10 \t -269\n", + "5 \t 39 \t 19 \t 2 \t 1 \t -11 \t 296\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 32 \t -861\n", + "\t\t\t\t\t -75 \t 2018\n", + "GCD(39203, 1457) = 1, with coefficients -75 and 2018 such that 1 = (-75)*39203 + (2018)*1457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1458 \t 26 \t 1295 \t 1 \t 0\n", + "1 \t 1458 \t 1295 \t 1 \t 163 \t 0 \t 1\n", + "2 \t 1295 \t 163 \t 7 \t 154 \t 1 \t -26\n", + "3 \t 163 \t 154 \t 1 \t 9 \t -1 \t 27\n", + "4 \t 154 \t 9 \t 17 \t 1 \t 8 \t -215\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -9 \t 242\n", + "\t\t\t\t\t 161 \t -4329\n", + "GCD(39203, 1458) = 1, with coefficients 161 and -4329 such that 1 = (161)*39203 + (-4329)*1458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1459 \t 26 \t 1269 \t 1 \t 0\n", + "1 \t 1459 \t 1269 \t 1 \t 190 \t 0 \t 1\n", + "2 \t 1269 \t 190 \t 6 \t 129 \t 1 \t -26\n", + "3 \t 190 \t 129 \t 1 \t 61 \t -1 \t 27\n", + "4 \t 129 \t 61 \t 2 \t 7 \t 7 \t -188\n", + "5 \t 61 \t 7 \t 8 \t 5 \t -8 \t 215\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 23 \t -618\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -192 \t 5159\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 215 \t -5777\n", + "\t\t\t\t\t -622 \t 16713\n", + "GCD(39203, 1459) = 1, with coefficients -622 and 16713 such that 1 = (-622)*39203 + (16713)*1459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1460 \t 26 \t 1243 \t 1 \t 0\n", + "1 \t 1460 \t 1243 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 1243 \t 217 \t 5 \t 158 \t 1 \t -26\n", + "3 \t 217 \t 158 \t 1 \t 59 \t -1 \t 27\n", + "4 \t 158 \t 59 \t 2 \t 40 \t 6 \t -161\n", + "5 \t 59 \t 40 \t 1 \t 19 \t -7 \t 188\n", + "6 \t 40 \t 19 \t 2 \t 2 \t 20 \t -537\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -27 \t 725\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 74 \t -1987\n", + "\t\t\t\t\t -693 \t 18608\n", + "GCD(39203, 1460) = 1, with coefficients -693 and 18608 such that 1 = (-693)*39203 + (18608)*1460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1461 \t 26 \t 1217 \t 1 \t 0\n", + "1 \t 1461 \t 1217 \t 1 \t 244 \t 0 \t 1\n", + "2 \t 1217 \t 244 \t 4 \t 241 \t 1 \t -26\n", + "3 \t 244 \t 241 \t 1 \t 3 \t -1 \t 27\n", + "4 \t 241 \t 3 \t 80 \t 1 \t 5 \t -134\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -6 \t 161\n", + "\t\t\t\t\t 485 \t -13014\n", + "GCD(39203, 1461) = 1, with coefficients 485 and -13014 such that 1 = (485)*39203 + (-13014)*1461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1462 \t 26 \t 1191 \t 1 \t 0\n", + "1 \t 1462 \t 1191 \t 1 \t 271 \t 0 \t 1\n", + "2 \t 1191 \t 271 \t 4 \t 107 \t 1 \t -26\n", + "3 \t 271 \t 107 \t 2 \t 57 \t -1 \t 27\n", + "4 \t 107 \t 57 \t 1 \t 50 \t 5 \t -134\n", + "5 \t 57 \t 50 \t 1 \t 7 \t -11 \t 295\n", + "6 \t 50 \t 7 \t 7 \t 1 \t 16 \t -429\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -27 \t 724\n", + "\t\t\t\t\t 205 \t -5497\n", + "GCD(39203, 1462) = 1, with coefficients 205 and -5497 such that 1 = (205)*39203 + (-5497)*1462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1463 \t 26 \t 1165 \t 1 \t 0\n", + "1 \t 1463 \t 1165 \t 1 \t 298 \t 0 \t 1\n", + "2 \t 1165 \t 298 \t 3 \t 271 \t 1 \t -26\n", + "3 \t 298 \t 271 \t 1 \t 27 \t -1 \t 27\n", + "4 \t 271 \t 27 \t 10 \t 1 \t 4 \t -107\n", + "5 \t 27 \t 1 \t 27 \t 0 \t -5 \t 134\n", + "\t\t\t\t\t 54 \t -1447\n", + "GCD(39203, 1463) = 1, with coefficients 54 and -1447 such that 1 = (54)*39203 + (-1447)*1463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1464 \t 26 \t 1139 \t 1 \t 0\n", + "1 \t 1464 \t 1139 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 1139 \t 325 \t 3 \t 164 \t 1 \t -26\n", + "3 \t 325 \t 164 \t 1 \t 161 \t -1 \t 27\n", + "4 \t 164 \t 161 \t 1 \t 3 \t 4 \t -107\n", + "5 \t 161 \t 3 \t 53 \t 2 \t -5 \t 134\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 9 \t -241\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -482 \t 12907\n", + "\t\t\t\t\t 491 \t -13148\n", + "GCD(39203, 1464) = 1, with coefficients 491 and -13148 such that 1 = (491)*39203 + (-13148)*1464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1465 \t 26 \t 1113 \t 1 \t 0\n", + "1 \t 1465 \t 1113 \t 1 \t 352 \t 0 \t 1\n", + "2 \t 1113 \t 352 \t 3 \t 57 \t 1 \t -26\n", + "3 \t 352 \t 57 \t 6 \t 10 \t -1 \t 27\n", + "4 \t 57 \t 10 \t 5 \t 7 \t 4 \t -107\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -25 \t 669\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 129 \t -3452\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -154 \t 4121\n", + "\t\t\t\t\t 437 \t -11694\n", + "GCD(39203, 1465) = 1, with coefficients 437 and -11694 such that 1 = (437)*39203 + (-11694)*1465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1466 \t 26 \t 1087 \t 1 \t 0\n", + "1 \t 1466 \t 1087 \t 1 \t 379 \t 0 \t 1\n", + "2 \t 1087 \t 379 \t 2 \t 329 \t 1 \t -26\n", + "3 \t 379 \t 329 \t 1 \t 50 \t -1 \t 27\n", + "4 \t 329 \t 50 \t 6 \t 29 \t 3 \t -80\n", + "5 \t 50 \t 29 \t 1 \t 21 \t -4 \t 107\n", + "6 \t 29 \t 21 \t 1 \t 8 \t 27 \t -722\n", + "7 \t 21 \t 8 \t 2 \t 5 \t -31 \t 829\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 58 \t -1551\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -147 \t 3931\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 205 \t -5482\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -352 \t 9413\n", + "\t\t\t\t\t 557 \t -14895\n", + "GCD(39203, 1466) = 1, with coefficients 557 and -14895 such that 1 = (557)*39203 + (-14895)*1466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1467 \t 26 \t 1061 \t 1 \t 0\n", + "1 \t 1467 \t 1061 \t 1 \t 406 \t 0 \t 1\n", + "2 \t 1061 \t 406 \t 2 \t 249 \t 1 \t -26\n", + "3 \t 406 \t 249 \t 1 \t 157 \t -1 \t 27\n", + "4 \t 249 \t 157 \t 1 \t 92 \t 3 \t -80\n", + "5 \t 157 \t 92 \t 1 \t 65 \t -4 \t 107\n", + "6 \t 92 \t 65 \t 1 \t 27 \t 7 \t -187\n", + "7 \t 65 \t 27 \t 2 \t 11 \t -11 \t 294\n", + "8 \t 27 \t 11 \t 2 \t 5 \t 18 \t -481\n", + "9 \t 11 \t 5 \t 2 \t 1 \t -47 \t 1256\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 112 \t -2993\n", + "\t\t\t\t\t -271 \t 7242\n", + "GCD(39203, 1467) = 1, with coefficients -271 and 7242 such that 1 = (-271)*39203 + (7242)*1467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1468 \t 26 \t 1035 \t 1 \t 0\n", + "1 \t 1468 \t 1035 \t 1 \t 433 \t 0 \t 1\n", + "2 \t 1035 \t 433 \t 2 \t 169 \t 1 \t -26\n", + "3 \t 433 \t 169 \t 2 \t 95 \t -1 \t 27\n", + "4 \t 169 \t 95 \t 1 \t 74 \t 3 \t -80\n", + "5 \t 95 \t 74 \t 1 \t 21 \t -7 \t 187\n", + "6 \t 74 \t 21 \t 3 \t 11 \t 10 \t -267\n", + "7 \t 21 \t 11 \t 1 \t 10 \t -17 \t 454\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 61 \t -1629\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -78 \t 2083\n", + "\t\t\t\t\t 139 \t -3712\n", + "GCD(39203, 1468) = 1, with coefficients 139 and -3712 such that 1 = (139)*39203 + (-3712)*1468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1469 \t 26 \t 1009 \t 1 \t 0\n", + "1 \t 1469 \t 1009 \t 1 \t 460 \t 0 \t 1\n", + "2 \t 1009 \t 460 \t 2 \t 89 \t 1 \t -26\n", + "3 \t 460 \t 89 \t 5 \t 15 \t -1 \t 27\n", + "4 \t 89 \t 15 \t 5 \t 14 \t 3 \t -80\n", + "5 \t 15 \t 14 \t 1 \t 1 \t -16 \t 427\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 83 \t -2215\n", + "\t\t\t\t\t -99 \t 2642\n", + "GCD(39203, 1469) = 1, with coefficients -99 and 2642 such that 1 = (-99)*39203 + (2642)*1469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1470 \t 26 \t 983 \t 1 \t 0\n", + "1 \t 1470 \t 983 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 983 \t 487 \t 2 \t 9 \t 1 \t -26\n", + "3 \t 487 \t 9 \t 54 \t 1 \t -1 \t 27\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 3 \t -80\n", + "\t\t\t\t\t -163 \t 4347\n", + "GCD(39203, 1470) = 1, with coefficients -163 and 4347 such that 1 = (-163)*39203 + (4347)*1470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1471 \t 26 \t 957 \t 1 \t 0\n", + "1 \t 1471 \t 957 \t 1 \t 514 \t 0 \t 1\n", + "2 \t 957 \t 514 \t 1 \t 443 \t 1 \t -26\n", + "3 \t 514 \t 443 \t 1 \t 71 \t -1 \t 27\n", + "4 \t 443 \t 71 \t 6 \t 17 \t 2 \t -53\n", + "5 \t 71 \t 17 \t 4 \t 3 \t -3 \t 80\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 20 \t -533\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -83 \t 2212\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 435 \t -11593\n", + "\t\t\t\t\t -518 \t 13805\n", + "GCD(39203, 1471) = 1, with coefficients -518 and 13805 such that 1 = (-518)*39203 + (13805)*1471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1472 \t 26 \t 931 \t 1 \t 0\n", + "1 \t 1472 \t 931 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 931 \t 541 \t 1 \t 390 \t 1 \t -26\n", + "3 \t 541 \t 390 \t 1 \t 151 \t -1 \t 27\n", + "4 \t 390 \t 151 \t 2 \t 88 \t 2 \t -53\n", + "5 \t 151 \t 88 \t 1 \t 63 \t -3 \t 80\n", + "6 \t 88 \t 63 \t 1 \t 25 \t 8 \t -213\n", + "7 \t 63 \t 25 \t 2 \t 13 \t -11 \t 293\n", + "8 \t 25 \t 13 \t 1 \t 12 \t 19 \t -506\n", + "9 \t 13 \t 12 \t 1 \t 1 \t -49 \t 1305\n", + "10 \t 12 \t 1 \t 12 \t 0 \t 68 \t -1811\n", + "\t\t\t\t\t -117 \t 3116\n", + "GCD(39203, 1472) = 1, with coefficients -117 and 3116 such that 1 = (-117)*39203 + (3116)*1472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1473 \t 26 \t 905 \t 1 \t 0\n", + "1 \t 1473 \t 905 \t 1 \t 568 \t 0 \t 1\n", + "2 \t 905 \t 568 \t 1 \t 337 \t 1 \t -26\n", + "3 \t 568 \t 337 \t 1 \t 231 \t -1 \t 27\n", + "4 \t 337 \t 231 \t 1 \t 106 \t 2 \t -53\n", + "5 \t 231 \t 106 \t 2 \t 19 \t -3 \t 80\n", + "6 \t 106 \t 19 \t 5 \t 11 \t 5 \t -133\n", + "7 \t 19 \t 11 \t 1 \t 8 \t -13 \t 346\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 70 \t -1863\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -83 \t 2209\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 153 \t -4072\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -389 \t 10353\n", + "\t\t\t\t\t 542 \t -14425\n", + "GCD(39203, 1473) = 1, with coefficients 542 and -14425 such that 1 = (542)*39203 + (-14425)*1473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1474 \t 26 \t 879 \t 1 \t 0\n", + "1 \t 1474 \t 879 \t 1 \t 595 \t 0 \t 1\n", + "2 \t 879 \t 595 \t 1 \t 284 \t 1 \t -26\n", + "3 \t 595 \t 284 \t 2 \t 27 \t -1 \t 27\n", + "4 \t 284 \t 27 \t 10 \t 14 \t 2 \t -53\n", + "5 \t 27 \t 14 \t 1 \t 13 \t -5 \t 133\n", + "6 \t 14 \t 13 \t 1 \t 1 \t 52 \t -1383\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -57 \t 1516\n", + "\t\t\t\t\t 109 \t -2899\n", + "GCD(39203, 1474) = 1, with coefficients 109 and -2899 such that 1 = (109)*39203 + (-2899)*1474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1475 \t 26 \t 853 \t 1 \t 0\n", + "1 \t 1475 \t 853 \t 1 \t 622 \t 0 \t 1\n", + "2 \t 853 \t 622 \t 1 \t 231 \t 1 \t -26\n", + "3 \t 622 \t 231 \t 2 \t 160 \t -1 \t 27\n", + "4 \t 231 \t 160 \t 1 \t 71 \t 2 \t -53\n", + "5 \t 160 \t 71 \t 2 \t 18 \t -5 \t 133\n", + "6 \t 71 \t 18 \t 3 \t 17 \t 7 \t -186\n", + "7 \t 18 \t 17 \t 1 \t 1 \t -19 \t 505\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 64 \t -1701\n", + "\t\t\t\t\t -83 \t 2206\n", + "GCD(39203, 1475) = 1, with coefficients -83 and 2206 such that 1 = (-83)*39203 + (2206)*1475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1476 \t 26 \t 827 \t 1 \t 0\n", + "1 \t 1476 \t 827 \t 1 \t 649 \t 0 \t 1\n", + "2 \t 827 \t 649 \t 1 \t 178 \t 1 \t -26\n", + "3 \t 649 \t 178 \t 3 \t 115 \t -1 \t 27\n", + "4 \t 178 \t 115 \t 1 \t 63 \t 2 \t -53\n", + "5 \t 115 \t 63 \t 1 \t 52 \t -7 \t 186\n", + "6 \t 63 \t 52 \t 1 \t 11 \t 9 \t -239\n", + "7 \t 52 \t 11 \t 4 \t 8 \t -16 \t 425\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 25 \t -664\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -116 \t 3081\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 141 \t -3745\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -398 \t 10571\n", + "\t\t\t\t\t 539 \t -14316\n", + "GCD(39203, 1476) = 1, with coefficients 539 and -14316 such that 1 = (539)*39203 + (-14316)*1476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1477 \t 26 \t 801 \t 1 \t 0\n", + "1 \t 1477 \t 801 \t 1 \t 676 \t 0 \t 1\n", + "2 \t 801 \t 676 \t 1 \t 125 \t 1 \t -26\n", + "3 \t 676 \t 125 \t 5 \t 51 \t -1 \t 27\n", + "4 \t 125 \t 51 \t 2 \t 23 \t 2 \t -53\n", + "5 \t 51 \t 23 \t 2 \t 5 \t -11 \t 292\n", + "6 \t 23 \t 5 \t 4 \t 3 \t 24 \t -637\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -59 \t 1566\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 260 \t -6901\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -319 \t 8467\n", + "\t\t\t\t\t 579 \t -15368\n", + "GCD(39203, 1477) = 1, with coefficients 579 and -15368 such that 1 = (579)*39203 + (-15368)*1477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1478 \t 26 \t 775 \t 1 \t 0\n", + "1 \t 1478 \t 775 \t 1 \t 703 \t 0 \t 1\n", + "2 \t 775 \t 703 \t 1 \t 72 \t 1 \t -26\n", + "3 \t 703 \t 72 \t 9 \t 55 \t -1 \t 27\n", + "4 \t 72 \t 55 \t 1 \t 17 \t 2 \t -53\n", + "5 \t 55 \t 17 \t 3 \t 4 \t -19 \t 504\n", + "6 \t 17 \t 4 \t 4 \t 1 \t 21 \t -557\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -82 \t 2175\n", + "\t\t\t\t\t 349 \t -9257\n", + "GCD(39203, 1478) = 1, with coefficients 349 and -9257 such that 1 = (349)*39203 + (-9257)*1478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1479 \t 26 \t 749 \t 1 \t 0\n", + "1 \t 1479 \t 749 \t 1 \t 730 \t 0 \t 1\n", + "2 \t 749 \t 730 \t 1 \t 19 \t 1 \t -26\n", + "3 \t 730 \t 19 \t 38 \t 8 \t -1 \t 27\n", + "4 \t 19 \t 8 \t 2 \t 3 \t 2 \t -53\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -77 \t 2041\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 156 \t -4135\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -389 \t 10311\n", + "\t\t\t\t\t 545 \t -14446\n", + "GCD(39203, 1479) = 1, with coefficients 545 and -14446 such that 1 = (545)*39203 + (-14446)*1479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1480 \t 26 \t 723 \t 1 \t 0\n", + "1 \t 1480 \t 723 \t 2 \t 34 \t 0 \t 1\n", + "2 \t 723 \t 34 \t 21 \t 9 \t 1 \t -26\n", + "3 \t 34 \t 9 \t 3 \t 7 \t -2 \t 53\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 43 \t -1139\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -131 \t 3470\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 174 \t -4609\n", + "\t\t\t\t\t -653 \t 17297\n", + "GCD(39203, 1480) = 1, with coefficients -653 and 17297 such that 1 = (-653)*39203 + (17297)*1480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1481 \t 26 \t 697 \t 1 \t 0\n", + "1 \t 1481 \t 697 \t 2 \t 87 \t 0 \t 1\n", + "2 \t 697 \t 87 \t 8 \t 1 \t 1 \t -26\n", + "3 \t 87 \t 1 \t 87 \t 0 \t -2 \t 53\n", + "\t\t\t\t\t 17 \t -450\n", + "GCD(39203, 1481) = 1, with coefficients 17 and -450 such that 1 = (17)*39203 + (-450)*1481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1482 \t 26 \t 671 \t 1 \t 0\n", + "1 \t 1482 \t 671 \t 2 \t 140 \t 0 \t 1\n", + "2 \t 671 \t 140 \t 4 \t 111 \t 1 \t -26\n", + "3 \t 140 \t 111 \t 1 \t 29 \t -2 \t 53\n", + "4 \t 111 \t 29 \t 3 \t 24 \t 9 \t -238\n", + "5 \t 29 \t 24 \t 1 \t 5 \t -11 \t 291\n", + "6 \t 24 \t 5 \t 4 \t 4 \t 42 \t -1111\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -53 \t 1402\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 254 \t -6719\n", + "\t\t\t\t\t -307 \t 8121\n", + "GCD(39203, 1482) = 1, with coefficients -307 and 8121 such that 1 = (-307)*39203 + (8121)*1482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1483 \t 26 \t 645 \t 1 \t 0\n", + "1 \t 1483 \t 645 \t 2 \t 193 \t 0 \t 1\n", + "2 \t 645 \t 193 \t 3 \t 66 \t 1 \t -26\n", + "3 \t 193 \t 66 \t 2 \t 61 \t -2 \t 53\n", + "4 \t 66 \t 61 \t 1 \t 5 \t 7 \t -185\n", + "5 \t 61 \t 5 \t 12 \t 1 \t -16 \t 423\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 23 \t -608\n", + "\t\t\t\t\t -292 \t 7719\n", + "GCD(39203, 1483) = 1, with coefficients -292 and 7719 such that 1 = (-292)*39203 + (7719)*1483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1484 \t 26 \t 619 \t 1 \t 0\n", + "1 \t 1484 \t 619 \t 2 \t 246 \t 0 \t 1\n", + "2 \t 619 \t 246 \t 2 \t 127 \t 1 \t -26\n", + "3 \t 246 \t 127 \t 1 \t 119 \t -2 \t 53\n", + "4 \t 127 \t 119 \t 1 \t 8 \t 5 \t -132\n", + "5 \t 119 \t 8 \t 14 \t 7 \t -7 \t 185\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 12 \t -317\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -175 \t 4623\n", + "\t\t\t\t\t 187 \t -4940\n", + "GCD(39203, 1484) = 1, with coefficients 187 and -4940 such that 1 = (187)*39203 + (-4940)*1484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1485 \t 26 \t 593 \t 1 \t 0\n", + "1 \t 1485 \t 593 \t 2 \t 299 \t 0 \t 1\n", + "2 \t 593 \t 299 \t 1 \t 294 \t 1 \t -26\n", + "3 \t 299 \t 294 \t 1 \t 5 \t -2 \t 53\n", + "4 \t 294 \t 5 \t 58 \t 4 \t 3 \t -79\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -5 \t 132\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 293 \t -7735\n", + "\t\t\t\t\t -298 \t 7867\n", + "GCD(39203, 1485) = 1, with coefficients -298 and 7867 such that 1 = (-298)*39203 + (7867)*1485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1486 \t 26 \t 567 \t 1 \t 0\n", + "1 \t 1486 \t 567 \t 2 \t 352 \t 0 \t 1\n", + "2 \t 567 \t 352 \t 1 \t 215 \t 1 \t -26\n", + "3 \t 352 \t 215 \t 1 \t 137 \t -2 \t 53\n", + "4 \t 215 \t 137 \t 1 \t 78 \t 3 \t -79\n", + "5 \t 137 \t 78 \t 1 \t 59 \t -5 \t 132\n", + "6 \t 78 \t 59 \t 1 \t 19 \t 8 \t -211\n", + "7 \t 59 \t 19 \t 3 \t 2 \t -13 \t 343\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 21 \t -554\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -76 \t 2005\n", + "\t\t\t\t\t 705 \t -18599\n", + "GCD(39203, 1486) = 1, with coefficients 705 and -18599 such that 1 = (705)*39203 + (-18599)*1486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1487 \t 26 \t 541 \t 1 \t 0\n", + "1 \t 1487 \t 541 \t 2 \t 405 \t 0 \t 1\n", + "2 \t 541 \t 405 \t 1 \t 136 \t 1 \t -26\n", + "3 \t 405 \t 136 \t 2 \t 133 \t -2 \t 53\n", + "4 \t 136 \t 133 \t 1 \t 3 \t 3 \t -79\n", + "5 \t 133 \t 3 \t 44 \t 1 \t -8 \t 211\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 11 \t -290\n", + "\t\t\t\t\t -492 \t 12971\n", + "GCD(39203, 1487) = 1, with coefficients -492 and 12971 such that 1 = (-492)*39203 + (12971)*1487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1488 \t 26 \t 515 \t 1 \t 0\n", + "1 \t 1488 \t 515 \t 2 \t 458 \t 0 \t 1\n", + "2 \t 515 \t 458 \t 1 \t 57 \t 1 \t -26\n", + "3 \t 458 \t 57 \t 8 \t 2 \t -2 \t 53\n", + "4 \t 57 \t 2 \t 28 \t 1 \t 3 \t -79\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -26 \t 685\n", + "\t\t\t\t\t 731 \t -19259\n", + "GCD(39203, 1488) = 1, with coefficients 731 and -19259 such that 1 = (731)*39203 + (-19259)*1488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1489 \t 26 \t 489 \t 1 \t 0\n", + "1 \t 1489 \t 489 \t 3 \t 22 \t 0 \t 1\n", + "2 \t 489 \t 22 \t 22 \t 5 \t 1 \t -26\n", + "3 \t 22 \t 5 \t 4 \t 2 \t -3 \t 79\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 67 \t -1764\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -271 \t 7135\n", + "\t\t\t\t\t 609 \t -16034\n", + "GCD(39203, 1489) = 1, with coefficients 609 and -16034 such that 1 = (609)*39203 + (-16034)*1489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1490 \t 26 \t 463 \t 1 \t 0\n", + "1 \t 1490 \t 463 \t 3 \t 101 \t 0 \t 1\n", + "2 \t 463 \t 101 \t 4 \t 59 \t 1 \t -26\n", + "3 \t 101 \t 59 \t 1 \t 42 \t -3 \t 79\n", + "4 \t 59 \t 42 \t 1 \t 17 \t 13 \t -342\n", + "5 \t 42 \t 17 \t 2 \t 8 \t -16 \t 421\n", + "6 \t 17 \t 8 \t 2 \t 1 \t 29 \t -763\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -74 \t 1947\n", + "\t\t\t\t\t 177 \t -4657\n", + "GCD(39203, 1490) = 1, with coefficients 177 and -4657 such that 1 = (177)*39203 + (-4657)*1490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1491 \t 26 \t 437 \t 1 \t 0\n", + "1 \t 1491 \t 437 \t 3 \t 180 \t 0 \t 1\n", + "2 \t 437 \t 180 \t 2 \t 77 \t 1 \t -26\n", + "3 \t 180 \t 77 \t 2 \t 26 \t -3 \t 79\n", + "4 \t 77 \t 26 \t 2 \t 25 \t 7 \t -184\n", + "5 \t 26 \t 25 \t 1 \t 1 \t -17 \t 447\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 41 \t -1078\n", + "\t\t\t\t\t -58 \t 1525\n", + "GCD(39203, 1491) = 1, with coefficients -58 and 1525 such that 1 = (-58)*39203 + (1525)*1491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1492 \t 26 \t 411 \t 1 \t 0\n", + "1 \t 1492 \t 411 \t 3 \t 259 \t 0 \t 1\n", + "2 \t 411 \t 259 \t 1 \t 152 \t 1 \t -26\n", + "3 \t 259 \t 152 \t 1 \t 107 \t -3 \t 79\n", + "4 \t 152 \t 107 \t 1 \t 45 \t 4 \t -105\n", + "5 \t 107 \t 45 \t 2 \t 17 \t -7 \t 184\n", + "6 \t 45 \t 17 \t 2 \t 11 \t 11 \t -289\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -29 \t 762\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 69 \t -1813\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -98 \t 2575\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 167 \t -4388\n", + "\t\t\t\t\t -265 \t 6963\n", + "GCD(39203, 1492) = 1, with coefficients -265 and 6963 such that 1 = (-265)*39203 + (6963)*1492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1493 \t 26 \t 385 \t 1 \t 0\n", + "1 \t 1493 \t 385 \t 3 \t 338 \t 0 \t 1\n", + "2 \t 385 \t 338 \t 1 \t 47 \t 1 \t -26\n", + "3 \t 338 \t 47 \t 7 \t 9 \t -3 \t 79\n", + "4 \t 47 \t 9 \t 5 \t 2 \t 4 \t -105\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -31 \t 814\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 159 \t -4175\n", + "\t\t\t\t\t -667 \t 17514\n", + "GCD(39203, 1493) = 1, with coefficients -667 and 17514 such that 1 = (-667)*39203 + (17514)*1493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1494 \t 26 \t 359 \t 1 \t 0\n", + "1 \t 1494 \t 359 \t 4 \t 58 \t 0 \t 1\n", + "2 \t 359 \t 58 \t 6 \t 11 \t 1 \t -26\n", + "3 \t 58 \t 11 \t 5 \t 3 \t -4 \t 105\n", + "4 \t 11 \t 3 \t 3 \t 2 \t 25 \t -656\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -129 \t 3385\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 412 \t -10811\n", + "\t\t\t\t\t -541 \t 14196\n", + "GCD(39203, 1494) = 1, with coefficients -541 and 14196 such that 1 = (-541)*39203 + (14196)*1494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1495 \t 26 \t 333 \t 1 \t 0\n", + "1 \t 1495 \t 333 \t 4 \t 163 \t 0 \t 1\n", + "2 \t 333 \t 163 \t 2 \t 7 \t 1 \t -26\n", + "3 \t 163 \t 7 \t 23 \t 2 \t -4 \t 105\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 9 \t -236\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -211 \t 5533\n", + "\t\t\t\t\t 642 \t -16835\n", + "GCD(39203, 1495) = 1, with coefficients 642 and -16835 such that 1 = (642)*39203 + (-16835)*1495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1496 \t 26 \t 307 \t 1 \t 0\n", + "1 \t 1496 \t 307 \t 4 \t 268 \t 0 \t 1\n", + "2 \t 307 \t 268 \t 1 \t 39 \t 1 \t -26\n", + "3 \t 268 \t 39 \t 6 \t 34 \t -4 \t 105\n", + "4 \t 39 \t 34 \t 1 \t 5 \t 5 \t -131\n", + "5 \t 34 \t 5 \t 6 \t 4 \t -34 \t 891\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 39 \t -1022\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -268 \t 7023\n", + "\t\t\t\t\t 307 \t -8045\n", + "GCD(39203, 1496) = 1, with coefficients 307 and -8045 such that 1 = (307)*39203 + (-8045)*1496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1497 \t 26 \t 281 \t 1 \t 0\n", + "1 \t 1497 \t 281 \t 5 \t 92 \t 0 \t 1\n", + "2 \t 281 \t 92 \t 3 \t 5 \t 1 \t -26\n", + "3 \t 92 \t 5 \t 18 \t 2 \t -5 \t 131\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 16 \t -419\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -293 \t 7673\n", + "\t\t\t\t\t 602 \t -15765\n", + "GCD(39203, 1497) = 1, with coefficients 602 and -15765 such that 1 = (602)*39203 + (-15765)*1497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1498 \t 26 \t 255 \t 1 \t 0\n", + "1 \t 1498 \t 255 \t 5 \t 223 \t 0 \t 1\n", + "2 \t 255 \t 223 \t 1 \t 32 \t 1 \t -26\n", + "3 \t 223 \t 32 \t 6 \t 31 \t -5 \t 131\n", + "4 \t 32 \t 31 \t 1 \t 1 \t 6 \t -157\n", + "5 \t 31 \t 1 \t 31 \t 0 \t -41 \t 1073\n", + "\t\t\t\t\t 47 \t -1230\n", + "GCD(39203, 1498) = 1, with coefficients 47 and -1230 such that 1 = (47)*39203 + (-1230)*1498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1499 \t 26 \t 229 \t 1 \t 0\n", + "1 \t 1499 \t 229 \t 6 \t 125 \t 0 \t 1\n", + "2 \t 229 \t 125 \t 1 \t 104 \t 1 \t -26\n", + "3 \t 125 \t 104 \t 1 \t 21 \t -6 \t 157\n", + "4 \t 104 \t 21 \t 4 \t 20 \t 7 \t -183\n", + "5 \t 21 \t 20 \t 1 \t 1 \t -13 \t 340\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 59 \t -1543\n", + "\t\t\t\t\t -72 \t 1883\n", + "GCD(39203, 1499) = 1, with coefficients -72 and 1883 such that 1 = (-72)*39203 + (1883)*1499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1500 \t 26 \t 203 \t 1 \t 0\n", + "1 \t 1500 \t 203 \t 7 \t 79 \t 0 \t 1\n", + "2 \t 203 \t 79 \t 2 \t 45 \t 1 \t -26\n", + "3 \t 79 \t 45 \t 1 \t 34 \t -7 \t 183\n", + "4 \t 45 \t 34 \t 1 \t 11 \t 15 \t -392\n", + "5 \t 34 \t 11 \t 3 \t 1 \t -22 \t 575\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 37 \t -967\n", + "\t\t\t\t\t -133 \t 3476\n", + "GCD(39203, 1500) = 1, with coefficients -133 and 3476 such that 1 = (-133)*39203 + (3476)*1500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1501 \t 26 \t 177 \t 1 \t 0\n", + "1 \t 1501 \t 177 \t 8 \t 85 \t 0 \t 1\n", + "2 \t 177 \t 85 \t 2 \t 7 \t 1 \t -26\n", + "3 \t 85 \t 7 \t 12 \t 1 \t -8 \t 209\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 17 \t -444\n", + "\t\t\t\t\t -212 \t 5537\n", + "GCD(39203, 1501) = 1, with coefficients -212 and 5537 such that 1 = (-212)*39203 + (5537)*1501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1502 \t 26 \t 151 \t 1 \t 0\n", + "1 \t 1502 \t 151 \t 9 \t 143 \t 0 \t 1\n", + "2 \t 151 \t 143 \t 1 \t 8 \t 1 \t -26\n", + "3 \t 143 \t 8 \t 17 \t 7 \t -9 \t 235\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 10 \t -261\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -179 \t 4672\n", + "\t\t\t\t\t 189 \t -4933\n", + "GCD(39203, 1502) = 1, with coefficients 189 and -4933 such that 1 = (189)*39203 + (-4933)*1502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1503 \t 26 \t 125 \t 1 \t 0\n", + "1 \t 1503 \t 125 \t 12 \t 3 \t 0 \t 1\n", + "2 \t 125 \t 3 \t 41 \t 2 \t 1 \t -26\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -12 \t 313\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 493 \t -12859\n", + "\t\t\t\t\t -505 \t 13172\n", + "GCD(39203, 1503) = 1, with coefficients -505 and 13172 such that 1 = (-505)*39203 + (13172)*1503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1504 \t 26 \t 99 \t 1 \t 0\n", + "1 \t 1504 \t 99 \t 15 \t 19 \t 0 \t 1\n", + "2 \t 99 \t 19 \t 5 \t 4 \t 1 \t -26\n", + "3 \t 19 \t 4 \t 4 \t 3 \t -15 \t 391\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 76 \t -1981\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -319 \t 8315\n", + "\t\t\t\t\t 395 \t -10296\n", + "GCD(39203, 1504) = 1, with coefficients 395 and -10296 such that 1 = (395)*39203 + (-10296)*1504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1505 \t 26 \t 73 \t 1 \t 0\n", + "1 \t 1505 \t 73 \t 20 \t 45 \t 0 \t 1\n", + "2 \t 73 \t 45 \t 1 \t 28 \t 1 \t -26\n", + "3 \t 45 \t 28 \t 1 \t 17 \t -20 \t 521\n", + "4 \t 28 \t 17 \t 1 \t 11 \t 21 \t -547\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -41 \t 1068\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 62 \t -1615\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -103 \t 2683\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 165 \t -4298\n", + "\t\t\t\t\t -268 \t 6981\n", + "GCD(39203, 1505) = 1, with coefficients -268 and 6981 such that 1 = (-268)*39203 + (6981)*1505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1506 \t 26 \t 47 \t 1 \t 0\n", + "1 \t 1506 \t 47 \t 32 \t 2 \t 0 \t 1\n", + "2 \t 47 \t 2 \t 23 \t 1 \t 1 \t -26\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -32 \t 833\n", + "\t\t\t\t\t 737 \t -19185\n", + "GCD(39203, 1506) = 1, with coefficients 737 and -19185 such that 1 = (737)*39203 + (-19185)*1506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1507 \t 26 \t 21 \t 1 \t 0\n", + "1 \t 1507 \t 21 \t 71 \t 16 \t 0 \t 1\n", + "2 \t 21 \t 16 \t 1 \t 5 \t 1 \t -26\n", + "3 \t 16 \t 5 \t 3 \t 1 \t -71 \t 1847\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 72 \t -1873\n", + "\t\t\t\t\t -287 \t 7466\n", + "GCD(39203, 1507) = 1, with coefficients -287 and 7466 such that 1 = (-287)*39203 + (7466)*1507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1508 \t 25 \t 1503 \t 1 \t 0\n", + "1 \t 1508 \t 1503 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 1503 \t 5 \t 300 \t 3 \t 1 \t -25\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -1 \t 26\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 301 \t -7825\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -302 \t 7851\n", + "\t\t\t\t\t 603 \t -15676\n", + "GCD(39203, 1508) = 1, with coefficients 603 and -15676 such that 1 = (603)*39203 + (-15676)*1508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1509 \t 25 \t 1478 \t 1 \t 0\n", + "1 \t 1509 \t 1478 \t 1 \t 31 \t 0 \t 1\n", + "2 \t 1478 \t 31 \t 47 \t 21 \t 1 \t -25\n", + "3 \t 31 \t 21 \t 1 \t 10 \t -1 \t 26\n", + "4 \t 21 \t 10 \t 2 \t 1 \t 48 \t -1247\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -49 \t 1273\n", + "\t\t\t\t\t 146 \t -3793\n", + "GCD(39203, 1509) = 1, with coefficients 146 and -3793 such that 1 = (146)*39203 + (-3793)*1509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1510 \t 25 \t 1453 \t 1 \t 0\n", + "1 \t 1510 \t 1453 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 1453 \t 57 \t 25 \t 28 \t 1 \t -25\n", + "3 \t 57 \t 28 \t 2 \t 1 \t -1 \t 26\n", + "4 \t 28 \t 1 \t 28 \t 0 \t 26 \t -675\n", + "\t\t\t\t\t -53 \t 1376\n", + "GCD(39203, 1510) = 1, with coefficients -53 and 1376 such that 1 = (-53)*39203 + (1376)*1510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1511 \t 25 \t 1428 \t 1 \t 0\n", + "1 \t 1511 \t 1428 \t 1 \t 83 \t 0 \t 1\n", + "2 \t 1428 \t 83 \t 17 \t 17 \t 1 \t -25\n", + "3 \t 83 \t 17 \t 4 \t 15 \t -1 \t 26\n", + "4 \t 17 \t 15 \t 1 \t 2 \t 18 \t -467\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -73 \t 1894\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 91 \t -2361\n", + "\t\t\t\t\t -710 \t 18421\n", + "GCD(39203, 1511) = 1, with coefficients -710 and 18421 such that 1 = (-710)*39203 + (18421)*1511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1512 \t 25 \t 1403 \t 1 \t 0\n", + "1 \t 1512 \t 1403 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 1403 \t 109 \t 12 \t 95 \t 1 \t -25\n", + "3 \t 109 \t 95 \t 1 \t 14 \t -1 \t 26\n", + "4 \t 95 \t 14 \t 6 \t 11 \t 13 \t -337\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -14 \t 363\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 97 \t -2515\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -111 \t 2878\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 430 \t -11149\n", + "\t\t\t\t\t -541 \t 14027\n", + "GCD(39203, 1512) = 1, with coefficients -541 and 14027 such that 1 = (-541)*39203 + (14027)*1512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1513 \t 25 \t 1378 \t 1 \t 0\n", + "1 \t 1513 \t 1378 \t 1 \t 135 \t 0 \t 1\n", + "2 \t 1378 \t 135 \t 10 \t 28 \t 1 \t -25\n", + "3 \t 135 \t 28 \t 4 \t 23 \t -1 \t 26\n", + "4 \t 28 \t 23 \t 1 \t 5 \t 11 \t -285\n", + "5 \t 23 \t 5 \t 4 \t 3 \t -45 \t 1166\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 56 \t -1451\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -269 \t 6970\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 325 \t -8421\n", + "\t\t\t\t\t -594 \t 15391\n", + "GCD(39203, 1513) = 1, with coefficients -594 and 15391 such that 1 = (-594)*39203 + (15391)*1513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1514 \t 25 \t 1353 \t 1 \t 0\n", + "1 \t 1514 \t 1353 \t 1 \t 161 \t 0 \t 1\n", + "2 \t 1353 \t 161 \t 8 \t 65 \t 1 \t -25\n", + "3 \t 161 \t 65 \t 2 \t 31 \t -1 \t 26\n", + "4 \t 65 \t 31 \t 2 \t 3 \t 9 \t -233\n", + "5 \t 31 \t 3 \t 10 \t 1 \t -19 \t 492\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 47 \t -1217\n", + "\t\t\t\t\t -489 \t 12662\n", + "GCD(39203, 1514) = 1, with coefficients -489 and 12662 such that 1 = (-489)*39203 + (12662)*1514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1515 \t 25 \t 1328 \t 1 \t 0\n", + "1 \t 1515 \t 1328 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 1328 \t 187 \t 7 \t 19 \t 1 \t -25\n", + "3 \t 187 \t 19 \t 9 \t 16 \t -1 \t 26\n", + "4 \t 19 \t 16 \t 1 \t 3 \t 8 \t -207\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -73 \t 1889\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 81 \t -2096\n", + "\t\t\t\t\t -478 \t 12369\n", + "GCD(39203, 1515) = 1, with coefficients -478 and 12369 such that 1 = (-478)*39203 + (12369)*1515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1516 \t 25 \t 1303 \t 1 \t 0\n", + "1 \t 1516 \t 1303 \t 1 \t 213 \t 0 \t 1\n", + "2 \t 1303 \t 213 \t 6 \t 25 \t 1 \t -25\n", + "3 \t 213 \t 25 \t 8 \t 13 \t -1 \t 26\n", + "4 \t 25 \t 13 \t 1 \t 12 \t 7 \t -181\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -57 \t 1474\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 64 \t -1655\n", + "\t\t\t\t\t -121 \t 3129\n", + "GCD(39203, 1516) = 1, with coefficients -121 and 3129 such that 1 = (-121)*39203 + (3129)*1516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1517 \t 25 \t 1278 \t 1 \t 0\n", + "1 \t 1517 \t 1278 \t 1 \t 239 \t 0 \t 1\n", + "2 \t 1278 \t 239 \t 5 \t 83 \t 1 \t -25\n", + "3 \t 239 \t 83 \t 2 \t 73 \t -1 \t 26\n", + "4 \t 83 \t 73 \t 1 \t 10 \t 6 \t -155\n", + "5 \t 73 \t 10 \t 7 \t 3 \t -13 \t 336\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 19 \t -491\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -146 \t 3773\n", + "\t\t\t\t\t 457 \t -11810\n", + "GCD(39203, 1517) = 1, with coefficients 457 and -11810 such that 1 = (457)*39203 + (-11810)*1517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1518 \t 25 \t 1253 \t 1 \t 0\n", + "1 \t 1518 \t 1253 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 1253 \t 265 \t 4 \t 193 \t 1 \t -25\n", + "3 \t 265 \t 193 \t 1 \t 72 \t -1 \t 26\n", + "4 \t 193 \t 72 \t 2 \t 49 \t 5 \t -129\n", + "5 \t 72 \t 49 \t 1 \t 23 \t -6 \t 155\n", + "6 \t 49 \t 23 \t 2 \t 3 \t 17 \t -439\n", + "7 \t 23 \t 3 \t 7 \t 2 \t -23 \t 594\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 63 \t -1627\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -464 \t 11983\n", + "\t\t\t\t\t 527 \t -13610\n", + "GCD(39203, 1518) = 1, with coefficients 527 and -13610 such that 1 = (527)*39203 + (-13610)*1518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1519 \t 25 \t 1228 \t 1 \t 0\n", + "1 \t 1519 \t 1228 \t 1 \t 291 \t 0 \t 1\n", + "2 \t 1228 \t 291 \t 4 \t 64 \t 1 \t -25\n", + "3 \t 291 \t 64 \t 4 \t 35 \t -1 \t 26\n", + "4 \t 64 \t 35 \t 1 \t 29 \t 5 \t -129\n", + "5 \t 35 \t 29 \t 1 \t 6 \t -21 \t 542\n", + "6 \t 29 \t 6 \t 4 \t 5 \t 26 \t -671\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -47 \t 1213\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 214 \t -5523\n", + "\t\t\t\t\t -261 \t 6736\n", + "GCD(39203, 1519) = 1, with coefficients -261 and 6736 such that 1 = (-261)*39203 + (6736)*1519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1520 \t 25 \t 1203 \t 1 \t 0\n", + "1 \t 1520 \t 1203 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 1203 \t 317 \t 3 \t 252 \t 1 \t -25\n", + "3 \t 317 \t 252 \t 1 \t 65 \t -1 \t 26\n", + "4 \t 252 \t 65 \t 3 \t 57 \t 4 \t -103\n", + "5 \t 65 \t 57 \t 1 \t 8 \t -5 \t 129\n", + "6 \t 57 \t 8 \t 7 \t 1 \t 19 \t -490\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -24 \t 619\n", + "\t\t\t\t\t 187 \t -4823\n", + "GCD(39203, 1520) = 1, with coefficients 187 and -4823 such that 1 = (187)*39203 + (-4823)*1520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1521 \t 25 \t 1178 \t 1 \t 0\n", + "1 \t 1521 \t 1178 \t 1 \t 343 \t 0 \t 1\n", + "2 \t 1178 \t 343 \t 3 \t 149 \t 1 \t -25\n", + "3 \t 343 \t 149 \t 2 \t 45 \t -1 \t 26\n", + "4 \t 149 \t 45 \t 3 \t 14 \t 4 \t -103\n", + "5 \t 45 \t 14 \t 3 \t 3 \t -9 \t 232\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 31 \t -799\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -102 \t 2629\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 439 \t -11315\n", + "\t\t\t\t\t -541 \t 13944\n", + "GCD(39203, 1521) = 1, with coefficients -541 and 13944 such that 1 = (-541)*39203 + (13944)*1521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1522 \t 25 \t 1153 \t 1 \t 0\n", + "1 \t 1522 \t 1153 \t 1 \t 369 \t 0 \t 1\n", + "2 \t 1153 \t 369 \t 3 \t 46 \t 1 \t -25\n", + "3 \t 369 \t 46 \t 8 \t 1 \t -1 \t 26\n", + "4 \t 46 \t 1 \t 46 \t 0 \t 4 \t -103\n", + "\t\t\t\t\t -33 \t 850\n", + "GCD(39203, 1522) = 1, with coefficients -33 and 850 such that 1 = (-33)*39203 + (850)*1522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1523 \t 25 \t 1128 \t 1 \t 0\n", + "1 \t 1523 \t 1128 \t 1 \t 395 \t 0 \t 1\n", + "2 \t 1128 \t 395 \t 2 \t 338 \t 1 \t -25\n", + "3 \t 395 \t 338 \t 1 \t 57 \t -1 \t 26\n", + "4 \t 338 \t 57 \t 5 \t 53 \t 3 \t -77\n", + "5 \t 57 \t 53 \t 1 \t 4 \t -4 \t 103\n", + "6 \t 53 \t 4 \t 13 \t 1 \t 23 \t -592\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -27 \t 695\n", + "\t\t\t\t\t 374 \t -9627\n", + "GCD(39203, 1523) = 1, with coefficients 374 and -9627 such that 1 = (374)*39203 + (-9627)*1523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1524 \t 25 \t 1103 \t 1 \t 0\n", + "1 \t 1524 \t 1103 \t 1 \t 421 \t 0 \t 1\n", + "2 \t 1103 \t 421 \t 2 \t 261 \t 1 \t -25\n", + "3 \t 421 \t 261 \t 1 \t 160 \t -1 \t 26\n", + "4 \t 261 \t 160 \t 1 \t 101 \t 3 \t -77\n", + "5 \t 160 \t 101 \t 1 \t 59 \t -4 \t 103\n", + "6 \t 101 \t 59 \t 1 \t 42 \t 7 \t -180\n", + "7 \t 59 \t 42 \t 1 \t 17 \t -11 \t 283\n", + "8 \t 42 \t 17 \t 2 \t 8 \t 18 \t -463\n", + "9 \t 17 \t 8 \t 2 \t 1 \t -29 \t 746\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 76 \t -1955\n", + "\t\t\t\t\t -181 \t 4656\n", + "GCD(39203, 1524) = 1, with coefficients -181 and 4656 such that 1 = (-181)*39203 + (4656)*1524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1525 \t 25 \t 1078 \t 1 \t 0\n", + "1 \t 1525 \t 1078 \t 1 \t 447 \t 0 \t 1\n", + "2 \t 1078 \t 447 \t 2 \t 184 \t 1 \t -25\n", + "3 \t 447 \t 184 \t 2 \t 79 \t -1 \t 26\n", + "4 \t 184 \t 79 \t 2 \t 26 \t 3 \t -77\n", + "5 \t 79 \t 26 \t 3 \t 1 \t -7 \t 180\n", + "6 \t 26 \t 1 \t 26 \t 0 \t 17 \t -437\n", + "\t\t\t\t\t -58 \t 1491\n", + "GCD(39203, 1525) = 1, with coefficients -58 and 1491 such that 1 = (-58)*39203 + (1491)*1525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1526 \t 25 \t 1053 \t 1 \t 0\n", + "1 \t 1526 \t 1053 \t 1 \t 473 \t 0 \t 1\n", + "2 \t 1053 \t 473 \t 2 \t 107 \t 1 \t -25\n", + "3 \t 473 \t 107 \t 4 \t 45 \t -1 \t 26\n", + "4 \t 107 \t 45 \t 2 \t 17 \t 3 \t -77\n", + "5 \t 45 \t 17 \t 2 \t 11 \t -13 \t 334\n", + "6 \t 17 \t 11 \t 1 \t 6 \t 29 \t -745\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -71 \t 1824\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 100 \t -2569\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -171 \t 4393\n", + "\t\t\t\t\t 271 \t -6962\n", + "GCD(39203, 1526) = 1, with coefficients 271 and -6962 such that 1 = (271)*39203 + (-6962)*1526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1527 \t 25 \t 1028 \t 1 \t 0\n", + "1 \t 1527 \t 1028 \t 1 \t 499 \t 0 \t 1\n", + "2 \t 1028 \t 499 \t 2 \t 30 \t 1 \t -25\n", + "3 \t 499 \t 30 \t 16 \t 19 \t -1 \t 26\n", + "4 \t 30 \t 19 \t 1 \t 11 \t 3 \t -77\n", + "5 \t 19 \t 11 \t 1 \t 8 \t -49 \t 1258\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 52 \t -1335\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -101 \t 2593\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 153 \t -3928\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -407 \t 10449\n", + "\t\t\t\t\t 560 \t -14377\n", + "GCD(39203, 1527) = 1, with coefficients 560 and -14377 such that 1 = (560)*39203 + (-14377)*1527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1528 \t 25 \t 1003 \t 1 \t 0\n", + "1 \t 1528 \t 1003 \t 1 \t 525 \t 0 \t 1\n", + "2 \t 1003 \t 525 \t 1 \t 478 \t 1 \t -25\n", + "3 \t 525 \t 478 \t 1 \t 47 \t -1 \t 26\n", + "4 \t 478 \t 47 \t 10 \t 8 \t 2 \t -51\n", + "5 \t 47 \t 8 \t 5 \t 7 \t -3 \t 77\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 32 \t -821\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -163 \t 4182\n", + "\t\t\t\t\t 195 \t -5003\n", + "GCD(39203, 1528) = 1, with coefficients 195 and -5003 such that 1 = (195)*39203 + (-5003)*1528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1529 \t 25 \t 978 \t 1 \t 0\n", + "1 \t 1529 \t 978 \t 1 \t 551 \t 0 \t 1\n", + "2 \t 978 \t 551 \t 1 \t 427 \t 1 \t -25\n", + "3 \t 551 \t 427 \t 1 \t 124 \t -1 \t 26\n", + "4 \t 427 \t 124 \t 3 \t 55 \t 2 \t -51\n", + "5 \t 124 \t 55 \t 2 \t 14 \t -3 \t 77\n", + "6 \t 55 \t 14 \t 3 \t 13 \t 11 \t -282\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -25 \t 641\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 86 \t -2205\n", + "\t\t\t\t\t -111 \t 2846\n", + "GCD(39203, 1529) = 1, with coefficients -111 and 2846 such that 1 = (-111)*39203 + (2846)*1529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1530 \t 25 \t 953 \t 1 \t 0\n", + "1 \t 1530 \t 953 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 953 \t 577 \t 1 \t 376 \t 1 \t -25\n", + "3 \t 577 \t 376 \t 1 \t 201 \t -1 \t 26\n", + "4 \t 376 \t 201 \t 1 \t 175 \t 2 \t -51\n", + "5 \t 201 \t 175 \t 1 \t 26 \t -3 \t 77\n", + "6 \t 175 \t 26 \t 6 \t 19 \t 5 \t -128\n", + "7 \t 26 \t 19 \t 1 \t 7 \t -8 \t 205\n", + "8 \t 19 \t 7 \t 2 \t 5 \t 53 \t -1358\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -61 \t 1563\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 175 \t -4484\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -236 \t 6047\n", + "\t\t\t\t\t 647 \t -16578\n", + "GCD(39203, 1530) = 1, with coefficients 647 and -16578 such that 1 = (647)*39203 + (-16578)*1530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1531 \t 25 \t 928 \t 1 \t 0\n", + "1 \t 1531 \t 928 \t 1 \t 603 \t 0 \t 1\n", + "2 \t 928 \t 603 \t 1 \t 325 \t 1 \t -25\n", + "3 \t 603 \t 325 \t 1 \t 278 \t -1 \t 26\n", + "4 \t 325 \t 278 \t 1 \t 47 \t 2 \t -51\n", + "5 \t 278 \t 47 \t 5 \t 43 \t -3 \t 77\n", + "6 \t 47 \t 43 \t 1 \t 4 \t 5 \t -128\n", + "7 \t 43 \t 4 \t 10 \t 3 \t -28 \t 717\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 33 \t -845\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -358 \t 9167\n", + "\t\t\t\t\t 391 \t -10012\n", + "GCD(39203, 1531) = 1, with coefficients 391 and -10012 such that 1 = (391)*39203 + (-10012)*1531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1532 \t 25 \t 903 \t 1 \t 0\n", + "1 \t 1532 \t 903 \t 1 \t 629 \t 0 \t 1\n", + "2 \t 903 \t 629 \t 1 \t 274 \t 1 \t -25\n", + "3 \t 629 \t 274 \t 2 \t 81 \t -1 \t 26\n", + "4 \t 274 \t 81 \t 3 \t 31 \t 2 \t -51\n", + "5 \t 81 \t 31 \t 2 \t 19 \t -5 \t 128\n", + "6 \t 31 \t 19 \t 1 \t 12 \t 17 \t -435\n", + "7 \t 19 \t 12 \t 1 \t 7 \t -39 \t 998\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 56 \t -1433\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -95 \t 2431\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 151 \t -3864\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -246 \t 6295\n", + "\t\t\t\t\t 643 \t -16454\n", + "GCD(39203, 1532) = 1, with coefficients 643 and -16454 such that 1 = (643)*39203 + (-16454)*1532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1533 \t 25 \t 878 \t 1 \t 0\n", + "1 \t 1533 \t 878 \t 1 \t 655 \t 0 \t 1\n", + "2 \t 878 \t 655 \t 1 \t 223 \t 1 \t -25\n", + "3 \t 655 \t 223 \t 2 \t 209 \t -1 \t 26\n", + "4 \t 223 \t 209 \t 1 \t 14 \t 2 \t -51\n", + "5 \t 209 \t 14 \t 14 \t 13 \t -5 \t 128\n", + "6 \t 14 \t 13 \t 1 \t 1 \t 7 \t -179\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -103 \t 2634\n", + "\t\t\t\t\t 110 \t -2813\n", + "GCD(39203, 1533) = 1, with coefficients 110 and -2813 such that 1 = (110)*39203 + (-2813)*1533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1534 \t 25 \t 853 \t 1 \t 0\n", + "1 \t 1534 \t 853 \t 1 \t 681 \t 0 \t 1\n", + "2 \t 853 \t 681 \t 1 \t 172 \t 1 \t -25\n", + "3 \t 681 \t 172 \t 3 \t 165 \t -1 \t 26\n", + "4 \t 172 \t 165 \t 1 \t 7 \t 2 \t -51\n", + "5 \t 165 \t 7 \t 23 \t 4 \t -7 \t 179\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 9 \t -230\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -214 \t 5469\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 223 \t -5699\n", + "\t\t\t\t\t -437 \t 11168\n", + "GCD(39203, 1534) = 1, with coefficients -437 and 11168 such that 1 = (-437)*39203 + (11168)*1534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1535 \t 25 \t 828 \t 1 \t 0\n", + "1 \t 1535 \t 828 \t 1 \t 707 \t 0 \t 1\n", + "2 \t 828 \t 707 \t 1 \t 121 \t 1 \t -25\n", + "3 \t 707 \t 121 \t 5 \t 102 \t -1 \t 26\n", + "4 \t 121 \t 102 \t 1 \t 19 \t 2 \t -51\n", + "5 \t 102 \t 19 \t 5 \t 7 \t -11 \t 281\n", + "6 \t 19 \t 7 \t 2 \t 5 \t 13 \t -332\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -76 \t 1941\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 165 \t -4214\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -241 \t 6155\n", + "\t\t\t\t\t 647 \t -16524\n", + "GCD(39203, 1535) = 1, with coefficients 647 and -16524 such that 1 = (647)*39203 + (-16524)*1535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1536 \t 25 \t 803 \t 1 \t 0\n", + "1 \t 1536 \t 803 \t 1 \t 733 \t 0 \t 1\n", + "2 \t 803 \t 733 \t 1 \t 70 \t 1 \t -25\n", + "3 \t 733 \t 70 \t 10 \t 33 \t -1 \t 26\n", + "4 \t 70 \t 33 \t 2 \t 4 \t 2 \t -51\n", + "5 \t 33 \t 4 \t 8 \t 1 \t -21 \t 536\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 44 \t -1123\n", + "\t\t\t\t\t -373 \t 9520\n", + "GCD(39203, 1536) = 1, with coefficients -373 and 9520 such that 1 = (-373)*39203 + (9520)*1536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1537 \t 25 \t 778 \t 1 \t 0\n", + "1 \t 1537 \t 778 \t 1 \t 759 \t 0 \t 1\n", + "2 \t 778 \t 759 \t 1 \t 19 \t 1 \t -25\n", + "3 \t 759 \t 19 \t 39 \t 18 \t -1 \t 26\n", + "4 \t 19 \t 18 \t 1 \t 1 \t 2 \t -51\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -79 \t 2015\n", + "\t\t\t\t\t 81 \t -2066\n", + "GCD(39203, 1537) = 1, with coefficients 81 and -2066 such that 1 = (81)*39203 + (-2066)*1537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1538 \t 25 \t 753 \t 1 \t 0\n", + "1 \t 1538 \t 753 \t 2 \t 32 \t 0 \t 1\n", + "2 \t 753 \t 32 \t 23 \t 17 \t 1 \t -25\n", + "3 \t 32 \t 17 \t 1 \t 15 \t -2 \t 51\n", + "4 \t 17 \t 15 \t 1 \t 2 \t 47 \t -1198\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -49 \t 1249\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 96 \t -2447\n", + "\t\t\t\t\t -721 \t 18378\n", + "GCD(39203, 1538) = 1, with coefficients -721 and 18378 such that 1 = (-721)*39203 + (18378)*1538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1539 \t 25 \t 728 \t 1 \t 0\n", + "1 \t 1539 \t 728 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 728 \t 83 \t 8 \t 64 \t 1 \t -25\n", + "3 \t 83 \t 64 \t 1 \t 19 \t -2 \t 51\n", + "4 \t 64 \t 19 \t 3 \t 7 \t 17 \t -433\n", + "5 \t 19 \t 7 \t 2 \t 5 \t -19 \t 484\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 74 \t -1885\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -167 \t 4254\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 241 \t -6139\n", + "\t\t\t\t\t -649 \t 16532\n", + "GCD(39203, 1539) = 1, with coefficients -649 and 16532 such that 1 = (-649)*39203 + (16532)*1539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1540 \t 25 \t 703 \t 1 \t 0\n", + "1 \t 1540 \t 703 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 703 \t 134 \t 5 \t 33 \t 1 \t -25\n", + "3 \t 134 \t 33 \t 4 \t 2 \t -2 \t 51\n", + "4 \t 33 \t 2 \t 16 \t 1 \t 11 \t -280\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -46 \t 1171\n", + "\t\t\t\t\t 747 \t -19016\n", + "GCD(39203, 1540) = 1, with coefficients 747 and -19016 such that 1 = (747)*39203 + (-19016)*1540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1541 \t 25 \t 678 \t 1 \t 0\n", + "1 \t 1541 \t 678 \t 2 \t 185 \t 0 \t 1\n", + "2 \t 678 \t 185 \t 3 \t 123 \t 1 \t -25\n", + "3 \t 185 \t 123 \t 1 \t 62 \t -2 \t 51\n", + "4 \t 123 \t 62 \t 1 \t 61 \t 7 \t -178\n", + "5 \t 62 \t 61 \t 1 \t 1 \t -9 \t 229\n", + "6 \t 61 \t 1 \t 61 \t 0 \t 16 \t -407\n", + "\t\t\t\t\t -25 \t 636\n", + "GCD(39203, 1541) = 1, with coefficients -25 and 636 such that 1 = (-25)*39203 + (636)*1541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1542 \t 25 \t 653 \t 1 \t 0\n", + "1 \t 1542 \t 653 \t 2 \t 236 \t 0 \t 1\n", + "2 \t 653 \t 236 \t 2 \t 181 \t 1 \t -25\n", + "3 \t 236 \t 181 \t 1 \t 55 \t -2 \t 51\n", + "4 \t 181 \t 55 \t 3 \t 16 \t 5 \t -127\n", + "5 \t 55 \t 16 \t 3 \t 7 \t -7 \t 178\n", + "6 \t 16 \t 7 \t 2 \t 2 \t 26 \t -661\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -85 \t 2161\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 196 \t -4983\n", + "\t\t\t\t\t -673 \t 17110\n", + "GCD(39203, 1542) = 1, with coefficients -673 and 17110 such that 1 = (-673)*39203 + (17110)*1542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1543 \t 25 \t 628 \t 1 \t 0\n", + "1 \t 1543 \t 628 \t 2 \t 287 \t 0 \t 1\n", + "2 \t 628 \t 287 \t 2 \t 54 \t 1 \t -25\n", + "3 \t 287 \t 54 \t 5 \t 17 \t -2 \t 51\n", + "4 \t 54 \t 17 \t 3 \t 3 \t 5 \t -127\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -27 \t 686\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 86 \t -2185\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -457 \t 11611\n", + "\t\t\t\t\t 543 \t -13796\n", + "GCD(39203, 1543) = 1, with coefficients 543 and -13796 such that 1 = (543)*39203 + (-13796)*1543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1544 \t 25 \t 603 \t 1 \t 0\n", + "1 \t 1544 \t 603 \t 2 \t 338 \t 0 \t 1\n", + "2 \t 603 \t 338 \t 1 \t 265 \t 1 \t -25\n", + "3 \t 338 \t 265 \t 1 \t 73 \t -2 \t 51\n", + "4 \t 265 \t 73 \t 3 \t 46 \t 3 \t -76\n", + "5 \t 73 \t 46 \t 1 \t 27 \t -5 \t 127\n", + "6 \t 46 \t 27 \t 1 \t 19 \t 18 \t -457\n", + "7 \t 27 \t 19 \t 1 \t 8 \t -23 \t 584\n", + "8 \t 19 \t 8 \t 2 \t 3 \t 41 \t -1041\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -64 \t 1625\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 169 \t -4291\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -402 \t 10207\n", + "\t\t\t\t\t 571 \t -14498\n", + "GCD(39203, 1544) = 1, with coefficients 571 and -14498 such that 1 = (571)*39203 + (-14498)*1544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1545 \t 25 \t 578 \t 1 \t 0\n", + "1 \t 1545 \t 578 \t 2 \t 389 \t 0 \t 1\n", + "2 \t 578 \t 389 \t 1 \t 189 \t 1 \t -25\n", + "3 \t 389 \t 189 \t 2 \t 11 \t -2 \t 51\n", + "4 \t 189 \t 11 \t 17 \t 2 \t 3 \t -76\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -8 \t 203\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 139 \t -3527\n", + "\t\t\t\t\t -703 \t 17838\n", + "GCD(39203, 1545) = 1, with coefficients -703 and 17838 such that 1 = (-703)*39203 + (17838)*1545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1546 \t 25 \t 553 \t 1 \t 0\n", + "1 \t 1546 \t 553 \t 2 \t 440 \t 0 \t 1\n", + "2 \t 553 \t 440 \t 1 \t 113 \t 1 \t -25\n", + "3 \t 440 \t 113 \t 3 \t 101 \t -2 \t 51\n", + "4 \t 113 \t 101 \t 1 \t 12 \t 3 \t -76\n", + "5 \t 101 \t 12 \t 8 \t 5 \t -11 \t 279\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 14 \t -355\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -123 \t 3119\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 260 \t -6593\n", + "\t\t\t\t\t -643 \t 16305\n", + "GCD(39203, 1546) = 1, with coefficients -643 and 16305 such that 1 = (-643)*39203 + (16305)*1546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1547 \t 25 \t 528 \t 1 \t 0\n", + "1 \t 1547 \t 528 \t 2 \t 491 \t 0 \t 1\n", + "2 \t 528 \t 491 \t 1 \t 37 \t 1 \t -25\n", + "3 \t 491 \t 37 \t 13 \t 10 \t -2 \t 51\n", + "4 \t 37 \t 10 \t 3 \t 7 \t 3 \t -76\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -41 \t 1039\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 126 \t -3193\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 4232\n", + "\t\t\t\t\t 460 \t -11657\n", + "GCD(39203, 1547) = 1, with coefficients 460 and -11657 such that 1 = (460)*39203 + (-11657)*1547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1548 \t 25 \t 503 \t 1 \t 0\n", + "1 \t 1548 \t 503 \t 3 \t 39 \t 0 \t 1\n", + "2 \t 503 \t 39 \t 12 \t 35 \t 1 \t -25\n", + "3 \t 39 \t 35 \t 1 \t 4 \t -3 \t 76\n", + "4 \t 35 \t 4 \t 8 \t 3 \t 37 \t -937\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -40 \t 1013\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 357 \t -9041\n", + "\t\t\t\t\t -397 \t 10054\n", + "GCD(39203, 1548) = 1, with coefficients -397 and 10054 such that 1 = (-397)*39203 + (10054)*1548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1549 \t 25 \t 478 \t 1 \t 0\n", + "1 \t 1549 \t 478 \t 3 \t 115 \t 0 \t 1\n", + "2 \t 478 \t 115 \t 4 \t 18 \t 1 \t -25\n", + "3 \t 115 \t 18 \t 6 \t 7 \t -3 \t 76\n", + "4 \t 18 \t 7 \t 2 \t 4 \t 13 \t -329\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -81 \t 2050\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 175 \t -4429\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -256 \t 6479\n", + "\t\t\t\t\t 431 \t -10908\n", + "GCD(39203, 1549) = 1, with coefficients 431 and -10908 such that 1 = (431)*39203 + (-10908)*1549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1550 \t 25 \t 453 \t 1 \t 0\n", + "1 \t 1550 \t 453 \t 3 \t 191 \t 0 \t 1\n", + "2 \t 453 \t 191 \t 2 \t 71 \t 1 \t -25\n", + "3 \t 191 \t 71 \t 2 \t 49 \t -3 \t 76\n", + "4 \t 71 \t 49 \t 1 \t 22 \t 7 \t -177\n", + "5 \t 49 \t 22 \t 2 \t 5 \t -17 \t 430\n", + "6 \t 22 \t 5 \t 4 \t 2 \t 24 \t -607\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -65 \t 1644\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 284 \t -7183\n", + "\t\t\t\t\t -633 \t 16010\n", + "GCD(39203, 1550) = 1, with coefficients -633 and 16010 such that 1 = (-633)*39203 + (16010)*1550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1551 \t 25 \t 428 \t 1 \t 0\n", + "1 \t 1551 \t 428 \t 3 \t 267 \t 0 \t 1\n", + "2 \t 428 \t 267 \t 1 \t 161 \t 1 \t -25\n", + "3 \t 267 \t 161 \t 1 \t 106 \t -3 \t 76\n", + "4 \t 161 \t 106 \t 1 \t 55 \t 4 \t -101\n", + "5 \t 106 \t 55 \t 1 \t 51 \t -7 \t 177\n", + "6 \t 55 \t 51 \t 1 \t 4 \t 11 \t -278\n", + "7 \t 51 \t 4 \t 12 \t 3 \t -18 \t 455\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 29 \t -733\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -366 \t 9251\n", + "\t\t\t\t\t 395 \t -9984\n", + "GCD(39203, 1551) = 1, with coefficients 395 and -9984 such that 1 = (395)*39203 + (-9984)*1551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1552 \t 25 \t 403 \t 1 \t 0\n", + "1 \t 1552 \t 403 \t 3 \t 343 \t 0 \t 1\n", + "2 \t 403 \t 343 \t 1 \t 60 \t 1 \t -25\n", + "3 \t 343 \t 60 \t 5 \t 43 \t -3 \t 76\n", + "4 \t 60 \t 43 \t 1 \t 17 \t 4 \t -101\n", + "5 \t 43 \t 17 \t 2 \t 9 \t -23 \t 581\n", + "6 \t 17 \t 9 \t 1 \t 8 \t 27 \t -682\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -77 \t 1945\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 104 \t -2627\n", + "\t\t\t\t\t -181 \t 4572\n", + "GCD(39203, 1552) = 1, with coefficients -181 and 4572 such that 1 = (-181)*39203 + (4572)*1552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1553 \t 25 \t 378 \t 1 \t 0\n", + "1 \t 1553 \t 378 \t 4 \t 41 \t 0 \t 1\n", + "2 \t 378 \t 41 \t 9 \t 9 \t 1 \t -25\n", + "3 \t 41 \t 9 \t 4 \t 5 \t -4 \t 101\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 37 \t -934\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -152 \t 3837\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 189 \t -4771\n", + "\t\t\t\t\t -341 \t 8608\n", + "GCD(39203, 1553) = 1, with coefficients -341 and 8608 such that 1 = (-341)*39203 + (8608)*1553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1554 \t 25 \t 353 \t 1 \t 0\n", + "1 \t 1554 \t 353 \t 4 \t 142 \t 0 \t 1\n", + "2 \t 353 \t 142 \t 2 \t 69 \t 1 \t -25\n", + "3 \t 142 \t 69 \t 2 \t 4 \t -4 \t 101\n", + "4 \t 69 \t 4 \t 17 \t 1 \t 9 \t -227\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -22 \t 555\n", + "\t\t\t\t\t 383 \t -9662\n", + "GCD(39203, 1554) = 1, with coefficients 383 and -9662 such that 1 = (383)*39203 + (-9662)*1554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1555 \t 25 \t 328 \t 1 \t 0\n", + "1 \t 1555 \t 328 \t 4 \t 243 \t 0 \t 1\n", + "2 \t 328 \t 243 \t 1 \t 85 \t 1 \t -25\n", + "3 \t 243 \t 85 \t 2 \t 73 \t -4 \t 101\n", + "4 \t 85 \t 73 \t 1 \t 12 \t 5 \t -126\n", + "5 \t 73 \t 12 \t 6 \t 1 \t -14 \t 353\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 19 \t -479\n", + "\t\t\t\t\t -128 \t 3227\n", + "GCD(39203, 1555) = 1, with coefficients -128 and 3227 such that 1 = (-128)*39203 + (3227)*1555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1556 \t 25 \t 303 \t 1 \t 0\n", + "1 \t 1556 \t 303 \t 5 \t 41 \t 0 \t 1\n", + "2 \t 303 \t 41 \t 7 \t 16 \t 1 \t -25\n", + "3 \t 41 \t 16 \t 2 \t 9 \t -5 \t 126\n", + "4 \t 16 \t 9 \t 1 \t 7 \t 36 \t -907\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -77 \t 1940\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 113 \t -2847\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -190 \t 4787\n", + "\t\t\t\t\t 683 \t -17208\n", + "GCD(39203, 1556) = 1, with coefficients 683 and -17208 such that 1 = (683)*39203 + (-17208)*1556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1557 \t 25 \t 278 \t 1 \t 0\n", + "1 \t 1557 \t 278 \t 5 \t 167 \t 0 \t 1\n", + "2 \t 278 \t 167 \t 1 \t 111 \t 1 \t -25\n", + "3 \t 167 \t 111 \t 1 \t 56 \t -5 \t 126\n", + "4 \t 111 \t 56 \t 1 \t 55 \t 6 \t -151\n", + "5 \t 56 \t 55 \t 1 \t 1 \t -11 \t 277\n", + "6 \t 55 \t 1 \t 55 \t 0 \t 17 \t -428\n", + "\t\t\t\t\t -28 \t 705\n", + "GCD(39203, 1557) = 1, with coefficients -28 and 705 such that 1 = (-28)*39203 + (705)*1557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1558 \t 25 \t 253 \t 1 \t 0\n", + "1 \t 1558 \t 253 \t 6 \t 40 \t 0 \t 1\n", + "2 \t 253 \t 40 \t 6 \t 13 \t 1 \t -25\n", + "3 \t 40 \t 13 \t 3 \t 1 \t -6 \t 151\n", + "4 \t 13 \t 1 \t 13 \t 0 \t 37 \t -931\n", + "\t\t\t\t\t -117 \t 2944\n", + "GCD(39203, 1558) = 1, with coefficients -117 and 2944 such that 1 = (-117)*39203 + (2944)*1558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1559 \t 25 \t 228 \t 1 \t 0\n", + "1 \t 1559 \t 228 \t 6 \t 191 \t 0 \t 1\n", + "2 \t 228 \t 191 \t 1 \t 37 \t 1 \t -25\n", + "3 \t 191 \t 37 \t 5 \t 6 \t -6 \t 151\n", + "4 \t 37 \t 6 \t 6 \t 1 \t 7 \t -176\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -41 \t 1031\n", + "\t\t\t\t\t 253 \t -6362\n", + "GCD(39203, 1559) = 1, with coefficients 253 and -6362 such that 1 = (253)*39203 + (-6362)*1559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1560 \t 25 \t 203 \t 1 \t 0\n", + "1 \t 1560 \t 203 \t 7 \t 139 \t 0 \t 1\n", + "2 \t 203 \t 139 \t 1 \t 64 \t 1 \t -25\n", + "3 \t 139 \t 64 \t 2 \t 11 \t -7 \t 176\n", + "4 \t 64 \t 11 \t 5 \t 9 \t 8 \t -201\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -23 \t 578\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 123 \t -3091\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -146 \t 3669\n", + "\t\t\t\t\t 707 \t -17767\n", + "GCD(39203, 1560) = 1, with coefficients 707 and -17767 such that 1 = (707)*39203 + (-17767)*1560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1561 \t 25 \t 178 \t 1 \t 0\n", + "1 \t 1561 \t 178 \t 8 \t 137 \t 0 \t 1\n", + "2 \t 178 \t 137 \t 1 \t 41 \t 1 \t -25\n", + "3 \t 137 \t 41 \t 3 \t 14 \t -8 \t 201\n", + "4 \t 41 \t 14 \t 2 \t 13 \t 9 \t -226\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -35 \t 879\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 79 \t -1984\n", + "\t\t\t\t\t -114 \t 2863\n", + "GCD(39203, 1561) = 1, with coefficients -114 and 2863 such that 1 = (-114)*39203 + (2863)*1561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1562 \t 25 \t 153 \t 1 \t 0\n", + "1 \t 1562 \t 153 \t 10 \t 32 \t 0 \t 1\n", + "2 \t 153 \t 32 \t 4 \t 25 \t 1 \t -25\n", + "3 \t 32 \t 25 \t 1 \t 7 \t -10 \t 251\n", + "4 \t 25 \t 7 \t 3 \t 4 \t 41 \t -1029\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -51 \t 1280\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 194 \t -4869\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -245 \t 6149\n", + "\t\t\t\t\t 439 \t -11018\n", + "GCD(39203, 1562) = 1, with coefficients 439 and -11018 such that 1 = (439)*39203 + (-11018)*1562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1563 \t 25 \t 128 \t 1 \t 0\n", + "1 \t 1563 \t 128 \t 12 \t 27 \t 0 \t 1\n", + "2 \t 128 \t 27 \t 4 \t 20 \t 1 \t -25\n", + "3 \t 27 \t 20 \t 1 \t 7 \t -12 \t 301\n", + "4 \t 20 \t 7 \t 2 \t 6 \t 49 \t -1229\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -61 \t 1530\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 171 \t -4289\n", + "\t\t\t\t\t -232 \t 5819\n", + "GCD(39203, 1563) = 1, with coefficients -232 and 5819 such that 1 = (-232)*39203 + (5819)*1563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1564 \t 25 \t 103 \t 1 \t 0\n", + "1 \t 1564 \t 103 \t 15 \t 19 \t 0 \t 1\n", + "2 \t 103 \t 19 \t 5 \t 8 \t 1 \t -25\n", + "3 \t 19 \t 8 \t 2 \t 3 \t -15 \t 376\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 76 \t -1905\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -167 \t 4186\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 410 \t -10277\n", + "\t\t\t\t\t -577 \t 14463\n", + "GCD(39203, 1564) = 1, with coefficients -577 and 14463 such that 1 = (-577)*39203 + (14463)*1564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1565 \t 25 \t 78 \t 1 \t 0\n", + "1 \t 1565 \t 78 \t 20 \t 5 \t 0 \t 1\n", + "2 \t 78 \t 5 \t 15 \t 3 \t 1 \t -25\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -20 \t 501\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 301 \t -7540\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -321 \t 8041\n", + "\t\t\t\t\t 622 \t -15581\n", + "GCD(39203, 1565) = 1, with coefficients 622 and -15581 such that 1 = (622)*39203 + (-15581)*1565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1566 \t 25 \t 53 \t 1 \t 0\n", + "1 \t 1566 \t 53 \t 29 \t 29 \t 0 \t 1\n", + "2 \t 53 \t 29 \t 1 \t 24 \t 1 \t -25\n", + "3 \t 29 \t 24 \t 1 \t 5 \t -29 \t 726\n", + "4 \t 24 \t 5 \t 4 \t 4 \t 30 \t -751\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -59 \t 1477\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 266 \t -6659\n", + "\t\t\t\t\t -325 \t 8136\n", + "GCD(39203, 1566) = 1, with coefficients -325 and 8136 such that 1 = (-325)*39203 + (8136)*1566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1567 \t 25 \t 28 \t 1 \t 0\n", + "1 \t 1567 \t 28 \t 55 \t 27 \t 0 \t 1\n", + "2 \t 28 \t 27 \t 1 \t 1 \t 1 \t -25\n", + "3 \t 27 \t 1 \t 27 \t 0 \t -55 \t 1376\n", + "\t\t\t\t\t 56 \t -1401\n", + "GCD(39203, 1567) = 1, with coefficients 56 and -1401 such that 1 = (56)*39203 + (-1401)*1567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1568 \t 25 \t 3 \t 1 \t 0\n", + "1 \t 1568 \t 3 \t 522 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -25\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -522 \t 13051\n", + "\t\t\t\t\t 523 \t -13076\n", + "GCD(39203, 1568) = 1, with coefficients 523 and -13076 such that 1 = (523)*39203 + (-13076)*1568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1569 \t 24 \t 1547 \t 1 \t 0\n", + "1 \t 1569 \t 1547 \t 1 \t 22 \t 0 \t 1\n", + "2 \t 1547 \t 22 \t 70 \t 7 \t 1 \t -24\n", + "3 \t 22 \t 7 \t 3 \t 1 \t -1 \t 25\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 71 \t -1774\n", + "\t\t\t\t\t -214 \t 5347\n", + "GCD(39203, 1569) = 1, with coefficients -214 and 5347 such that 1 = (-214)*39203 + (5347)*1569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1570 \t 24 \t 1523 \t 1 \t 0\n", + "1 \t 1570 \t 1523 \t 1 \t 47 \t 0 \t 1\n", + "2 \t 1523 \t 47 \t 32 \t 19 \t 1 \t -24\n", + "3 \t 47 \t 19 \t 2 \t 9 \t -1 \t 25\n", + "4 \t 19 \t 9 \t 2 \t 1 \t 33 \t -824\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -67 \t 1673\n", + "\t\t\t\t\t 167 \t -4170\n", + "GCD(39203, 1570) = 1, with coefficients 167 and -4170 such that 1 = (167)*39203 + (-4170)*1570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1571 \t 24 \t 1499 \t 1 \t 0\n", + "1 \t 1571 \t 1499 \t 1 \t 72 \t 0 \t 1\n", + "2 \t 1499 \t 72 \t 20 \t 59 \t 1 \t -24\n", + "3 \t 72 \t 59 \t 1 \t 13 \t -1 \t 25\n", + "4 \t 59 \t 13 \t 4 \t 7 \t 21 \t -524\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -22 \t 549\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 109 \t -2720\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -131 \t 3269\n", + "\t\t\t\t\t 240 \t -5989\n", + "GCD(39203, 1571) = 1, with coefficients 240 and -5989 such that 1 = (240)*39203 + (-5989)*1571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1572 \t 24 \t 1475 \t 1 \t 0\n", + "1 \t 1572 \t 1475 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 1475 \t 97 \t 15 \t 20 \t 1 \t -24\n", + "3 \t 97 \t 20 \t 4 \t 17 \t -1 \t 25\n", + "4 \t 20 \t 17 \t 1 \t 3 \t 16 \t -399\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -65 \t 1621\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 81 \t -2020\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -470 \t 11721\n", + "\t\t\t\t\t 551 \t -13741\n", + "GCD(39203, 1572) = 1, with coefficients 551 and -13741 such that 1 = (551)*39203 + (-13741)*1572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1573 \t 24 \t 1451 \t 1 \t 0\n", + "1 \t 1573 \t 1451 \t 1 \t 122 \t 0 \t 1\n", + "2 \t 1451 \t 122 \t 11 \t 109 \t 1 \t -24\n", + "3 \t 122 \t 109 \t 1 \t 13 \t -1 \t 25\n", + "4 \t 109 \t 13 \t 8 \t 5 \t 12 \t -299\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -13 \t 324\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 116 \t -2891\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -245 \t 6106\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 361 \t -8997\n", + "\t\t\t\t\t -606 \t 15103\n", + "GCD(39203, 1573) = 1, with coefficients -606 and 15103 such that 1 = (-606)*39203 + (15103)*1573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1574 \t 24 \t 1427 \t 1 \t 0\n", + "1 \t 1574 \t 1427 \t 1 \t 147 \t 0 \t 1\n", + "2 \t 1427 \t 147 \t 9 \t 104 \t 1 \t -24\n", + "3 \t 147 \t 104 \t 1 \t 43 \t -1 \t 25\n", + "4 \t 104 \t 43 \t 2 \t 18 \t 10 \t -249\n", + "5 \t 43 \t 18 \t 2 \t 7 \t -11 \t 274\n", + "6 \t 18 \t 7 \t 2 \t 4 \t 32 \t -797\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -75 \t 1868\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 182 \t -4533\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -257 \t 6401\n", + "\t\t\t\t\t 439 \t -10934\n", + "GCD(39203, 1574) = 1, with coefficients 439 and -10934 such that 1 = (439)*39203 + (-10934)*1574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1575 \t 24 \t 1403 \t 1 \t 0\n", + "1 \t 1575 \t 1403 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 1403 \t 172 \t 8 \t 27 \t 1 \t -24\n", + "3 \t 172 \t 27 \t 6 \t 10 \t -1 \t 25\n", + "4 \t 27 \t 10 \t 2 \t 7 \t 9 \t -224\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -55 \t 1369\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 119 \t -2962\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -174 \t 4331\n", + "\t\t\t\t\t 467 \t -11624\n", + "GCD(39203, 1575) = 1, with coefficients 467 and -11624 such that 1 = (467)*39203 + (-11624)*1575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1576 \t 24 \t 1379 \t 1 \t 0\n", + "1 \t 1576 \t 1379 \t 1 \t 197 \t 0 \t 1\n", + "2 \t 1379 \t 197 \t 7 \t 0 \t 1 \t -24\n", + "\t\t\t\t\t -1 \t 25\n", + "GCD(39203, 1576) = 197, with coefficients -1 and 25 such that 197 = (-1)*39203 + (25)*1576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1577 \t 24 \t 1355 \t 1 \t 0\n", + "1 \t 1577 \t 1355 \t 1 \t 222 \t 0 \t 1\n", + "2 \t 1355 \t 222 \t 6 \t 23 \t 1 \t -24\n", + "3 \t 222 \t 23 \t 9 \t 15 \t -1 \t 25\n", + "4 \t 23 \t 15 \t 1 \t 8 \t 7 \t -174\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -64 \t 1591\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 71 \t -1765\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -135 \t 3356\n", + "\t\t\t\t\t 206 \t -5121\n", + "GCD(39203, 1577) = 1, with coefficients 206 and -5121 such that 1 = (206)*39203 + (-5121)*1577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1578 \t 24 \t 1331 \t 1 \t 0\n", + "1 \t 1578 \t 1331 \t 1 \t 247 \t 0 \t 1\n", + "2 \t 1331 \t 247 \t 5 \t 96 \t 1 \t -24\n", + "3 \t 247 \t 96 \t 2 \t 55 \t -1 \t 25\n", + "4 \t 96 \t 55 \t 1 \t 41 \t 6 \t -149\n", + "5 \t 55 \t 41 \t 1 \t 14 \t -13 \t 323\n", + "6 \t 41 \t 14 \t 2 \t 13 \t 19 \t -472\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -32 \t 795\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 83 \t -2062\n", + "\t\t\t\t\t -115 \t 2857\n", + "GCD(39203, 1578) = 1, with coefficients -115 and 2857 such that 1 = (-115)*39203 + (2857)*1578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1579 \t 24 \t 1307 \t 1 \t 0\n", + "1 \t 1579 \t 1307 \t 1 \t 272 \t 0 \t 1\n", + "2 \t 1307 \t 272 \t 4 \t 219 \t 1 \t -24\n", + "3 \t 272 \t 219 \t 1 \t 53 \t -1 \t 25\n", + "4 \t 219 \t 53 \t 4 \t 7 \t 5 \t -124\n", + "5 \t 53 \t 7 \t 7 \t 4 \t -6 \t 149\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 29 \t -720\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -209 \t 5189\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 238 \t -5909\n", + "\t\t\t\t\t -447 \t 11098\n", + "GCD(39203, 1579) = 1, with coefficients -447 and 11098 such that 1 = (-447)*39203 + (11098)*1579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1580 \t 24 \t 1283 \t 1 \t 0\n", + "1 \t 1580 \t 1283 \t 1 \t 297 \t 0 \t 1\n", + "2 \t 1283 \t 297 \t 4 \t 95 \t 1 \t -24\n", + "3 \t 297 \t 95 \t 3 \t 12 \t -1 \t 25\n", + "4 \t 95 \t 12 \t 7 \t 11 \t 5 \t -124\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -16 \t 397\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 117 \t -2903\n", + "\t\t\t\t\t -133 \t 3300\n", + "GCD(39203, 1580) = 1, with coefficients -133 and 3300 such that 1 = (-133)*39203 + (3300)*1580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1581 \t 24 \t 1259 \t 1 \t 0\n", + "1 \t 1581 \t 1259 \t 1 \t 322 \t 0 \t 1\n", + "2 \t 1259 \t 322 \t 3 \t 293 \t 1 \t -24\n", + "3 \t 322 \t 293 \t 1 \t 29 \t -1 \t 25\n", + "4 \t 293 \t 29 \t 10 \t 3 \t 4 \t -99\n", + "5 \t 29 \t 3 \t 9 \t 2 \t -5 \t 124\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 54 \t -1339\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -491 \t 12175\n", + "\t\t\t\t\t 545 \t -13514\n", + "GCD(39203, 1581) = 1, with coefficients 545 and -13514 such that 1 = (545)*39203 + (-13514)*1581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1582 \t 24 \t 1235 \t 1 \t 0\n", + "1 \t 1582 \t 1235 \t 1 \t 347 \t 0 \t 1\n", + "2 \t 1235 \t 347 \t 3 \t 194 \t 1 \t -24\n", + "3 \t 347 \t 194 \t 1 \t 153 \t -1 \t 25\n", + "4 \t 194 \t 153 \t 1 \t 41 \t 4 \t -99\n", + "5 \t 153 \t 41 \t 3 \t 30 \t -5 \t 124\n", + "6 \t 41 \t 30 \t 1 \t 11 \t 9 \t -223\n", + "7 \t 30 \t 11 \t 2 \t 8 \t -32 \t 793\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 41 \t -1016\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -114 \t 2825\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 155 \t -3841\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -424 \t 10507\n", + "\t\t\t\t\t 579 \t -14348\n", + "GCD(39203, 1582) = 1, with coefficients 579 and -14348 such that 1 = (579)*39203 + (-14348)*1582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1583 \t 24 \t 1211 \t 1 \t 0\n", + "1 \t 1583 \t 1211 \t 1 \t 372 \t 0 \t 1\n", + "2 \t 1211 \t 372 \t 3 \t 95 \t 1 \t -24\n", + "3 \t 372 \t 95 \t 3 \t 87 \t -1 \t 25\n", + "4 \t 95 \t 87 \t 1 \t 8 \t 4 \t -99\n", + "5 \t 87 \t 8 \t 10 \t 7 \t -13 \t 322\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 17 \t -421\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -183 \t 4532\n", + "\t\t\t\t\t 200 \t -4953\n", + "GCD(39203, 1583) = 1, with coefficients 200 and -4953 such that 1 = (200)*39203 + (-4953)*1583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1584 \t 24 \t 1187 \t 1 \t 0\n", + "1 \t 1584 \t 1187 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 1187 \t 397 \t 2 \t 393 \t 1 \t -24\n", + "3 \t 397 \t 393 \t 1 \t 4 \t -1 \t 25\n", + "4 \t 393 \t 4 \t 98 \t 1 \t 3 \t -74\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -4 \t 99\n", + "\t\t\t\t\t 395 \t -9776\n", + "GCD(39203, 1584) = 1, with coefficients 395 and -9776 such that 1 = (395)*39203 + (-9776)*1584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1585 \t 24 \t 1163 \t 1 \t 0\n", + "1 \t 1585 \t 1163 \t 1 \t 422 \t 0 \t 1\n", + "2 \t 1163 \t 422 \t 2 \t 319 \t 1 \t -24\n", + "3 \t 422 \t 319 \t 1 \t 103 \t -1 \t 25\n", + "4 \t 319 \t 103 \t 3 \t 10 \t 3 \t -74\n", + "5 \t 103 \t 10 \t 10 \t 3 \t -4 \t 99\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 15 \t -371\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -154 \t 3809\n", + "\t\t\t\t\t 477 \t -11798\n", + "GCD(39203, 1585) = 1, with coefficients 477 and -11798 such that 1 = (477)*39203 + (-11798)*1585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1586 \t 24 \t 1139 \t 1 \t 0\n", + "1 \t 1586 \t 1139 \t 1 \t 447 \t 0 \t 1\n", + "2 \t 1139 \t 447 \t 2 \t 245 \t 1 \t -24\n", + "3 \t 447 \t 245 \t 1 \t 202 \t -1 \t 25\n", + "4 \t 245 \t 202 \t 1 \t 43 \t 3 \t -74\n", + "5 \t 202 \t 43 \t 4 \t 30 \t -4 \t 99\n", + "6 \t 43 \t 30 \t 1 \t 13 \t 7 \t -173\n", + "7 \t 30 \t 13 \t 2 \t 4 \t -32 \t 791\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 39 \t -964\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -110 \t 2719\n", + "\t\t\t\t\t 369 \t -9121\n", + "GCD(39203, 1586) = 1, with coefficients 369 and -9121 such that 1 = (369)*39203 + (-9121)*1586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1587 \t 24 \t 1115 \t 1 \t 0\n", + "1 \t 1587 \t 1115 \t 1 \t 472 \t 0 \t 1\n", + "2 \t 1115 \t 472 \t 2 \t 171 \t 1 \t -24\n", + "3 \t 472 \t 171 \t 2 \t 130 \t -1 \t 25\n", + "4 \t 171 \t 130 \t 1 \t 41 \t 3 \t -74\n", + "5 \t 130 \t 41 \t 3 \t 7 \t -7 \t 173\n", + "6 \t 41 \t 7 \t 5 \t 6 \t 10 \t -247\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -37 \t 914\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 195 \t -4817\n", + "\t\t\t\t\t -232 \t 5731\n", + "GCD(39203, 1587) = 1, with coefficients -232 and 5731 such that 1 = (-232)*39203 + (5731)*1587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1588 \t 24 \t 1091 \t 1 \t 0\n", + "1 \t 1588 \t 1091 \t 1 \t 497 \t 0 \t 1\n", + "2 \t 1091 \t 497 \t 2 \t 97 \t 1 \t -24\n", + "3 \t 497 \t 97 \t 5 \t 12 \t -1 \t 25\n", + "4 \t 97 \t 12 \t 8 \t 1 \t 3 \t -74\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -16 \t 395\n", + "\t\t\t\t\t 131 \t -3234\n", + "GCD(39203, 1588) = 1, with coefficients 131 and -3234 such that 1 = (131)*39203 + (-3234)*1588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1589 \t 24 \t 1067 \t 1 \t 0\n", + "1 \t 1589 \t 1067 \t 1 \t 522 \t 0 \t 1\n", + "2 \t 1067 \t 522 \t 2 \t 23 \t 1 \t -24\n", + "3 \t 522 \t 23 \t 22 \t 16 \t -1 \t 25\n", + "4 \t 23 \t 16 \t 1 \t 7 \t 3 \t -74\n", + "5 \t 16 \t 7 \t 2 \t 2 \t -67 \t 1653\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 70 \t -1727\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -207 \t 5107\n", + "\t\t\t\t\t 691 \t -17048\n", + "GCD(39203, 1589) = 1, with coefficients 691 and -17048 such that 1 = (691)*39203 + (-17048)*1589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1590 \t 24 \t 1043 \t 1 \t 0\n", + "1 \t 1590 \t 1043 \t 1 \t 547 \t 0 \t 1\n", + "2 \t 1043 \t 547 \t 1 \t 496 \t 1 \t -24\n", + "3 \t 547 \t 496 \t 1 \t 51 \t -1 \t 25\n", + "4 \t 496 \t 51 \t 9 \t 37 \t 2 \t -49\n", + "5 \t 51 \t 37 \t 1 \t 14 \t -3 \t 74\n", + "6 \t 37 \t 14 \t 2 \t 9 \t 29 \t -715\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -32 \t 789\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 93 \t -2293\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -125 \t 3082\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 218 \t -5375\n", + "\t\t\t\t\t -343 \t 8457\n", + "GCD(39203, 1590) = 1, with coefficients -343 and 8457 such that 1 = (-343)*39203 + (8457)*1590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1591 \t 24 \t 1019 \t 1 \t 0\n", + "1 \t 1591 \t 1019 \t 1 \t 572 \t 0 \t 1\n", + "2 \t 1019 \t 572 \t 1 \t 447 \t 1 \t -24\n", + "3 \t 572 \t 447 \t 1 \t 125 \t -1 \t 25\n", + "4 \t 447 \t 125 \t 3 \t 72 \t 2 \t -49\n", + "5 \t 125 \t 72 \t 1 \t 53 \t -3 \t 74\n", + "6 \t 72 \t 53 \t 1 \t 19 \t 11 \t -271\n", + "7 \t 53 \t 19 \t 2 \t 15 \t -14 \t 345\n", + "8 \t 19 \t 15 \t 1 \t 4 \t 25 \t -616\n", + "9 \t 15 \t 4 \t 3 \t 3 \t -64 \t 1577\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 89 \t -2193\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -331 \t 8156\n", + "\t\t\t\t\t 420 \t -10349\n", + "GCD(39203, 1591) = 1, with coefficients 420 and -10349 such that 1 = (420)*39203 + (-10349)*1591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1592 \t 24 \t 995 \t 1 \t 0\n", + "1 \t 1592 \t 995 \t 1 \t 597 \t 0 \t 1\n", + "2 \t 995 \t 597 \t 1 \t 398 \t 1 \t -24\n", + "3 \t 597 \t 398 \t 1 \t 199 \t -1 \t 25\n", + "4 \t 398 \t 199 \t 2 \t 0 \t 2 \t -49\n", + "\t\t\t\t\t -3 \t 74\n", + "GCD(39203, 1592) = 199, with coefficients -3 and 74 such that 199 = (-3)*39203 + (74)*1592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1593 \t 24 \t 971 \t 1 \t 0\n", + "1 \t 1593 \t 971 \t 1 \t 622 \t 0 \t 1\n", + "2 \t 971 \t 622 \t 1 \t 349 \t 1 \t -24\n", + "3 \t 622 \t 349 \t 1 \t 273 \t -1 \t 25\n", + "4 \t 349 \t 273 \t 1 \t 76 \t 2 \t -49\n", + "5 \t 273 \t 76 \t 3 \t 45 \t -3 \t 74\n", + "6 \t 76 \t 45 \t 1 \t 31 \t 5 \t -123\n", + "7 \t 45 \t 31 \t 1 \t 14 \t -18 \t 443\n", + "8 \t 31 \t 14 \t 2 \t 3 \t 23 \t -566\n", + "9 \t 14 \t 3 \t 4 \t 2 \t -41 \t 1009\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 105 \t -2584\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -461 \t 11345\n", + "\t\t\t\t\t 566 \t -13929\n", + "GCD(39203, 1593) = 1, with coefficients 566 and -13929 such that 1 = (566)*39203 + (-13929)*1593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1594 \t 24 \t 947 \t 1 \t 0\n", + "1 \t 1594 \t 947 \t 1 \t 647 \t 0 \t 1\n", + "2 \t 947 \t 647 \t 1 \t 300 \t 1 \t -24\n", + "3 \t 647 \t 300 \t 2 \t 47 \t -1 \t 25\n", + "4 \t 300 \t 47 \t 6 \t 18 \t 2 \t -49\n", + "5 \t 47 \t 18 \t 2 \t 11 \t -5 \t 123\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 32 \t -787\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -69 \t 1697\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 101 \t -2484\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -170 \t 4181\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 271 \t -6665\n", + "\t\t\t\t\t -441 \t 10846\n", + "GCD(39203, 1594) = 1, with coefficients -441 and 10846 such that 1 = (-441)*39203 + (10846)*1594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1595 \t 24 \t 923 \t 1 \t 0\n", + "1 \t 1595 \t 923 \t 1 \t 672 \t 0 \t 1\n", + "2 \t 923 \t 672 \t 1 \t 251 \t 1 \t -24\n", + "3 \t 672 \t 251 \t 2 \t 170 \t -1 \t 25\n", + "4 \t 251 \t 170 \t 1 \t 81 \t 2 \t -49\n", + "5 \t 170 \t 81 \t 2 \t 8 \t -5 \t 123\n", + "6 \t 81 \t 8 \t 10 \t 1 \t 7 \t -172\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -19 \t 467\n", + "\t\t\t\t\t 197 \t -4842\n", + "GCD(39203, 1595) = 1, with coefficients 197 and -4842 such that 1 = (197)*39203 + (-4842)*1595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1596 \t 24 \t 899 \t 1 \t 0\n", + "1 \t 1596 \t 899 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 899 \t 697 \t 1 \t 202 \t 1 \t -24\n", + "3 \t 697 \t 202 \t 3 \t 91 \t -1 \t 25\n", + "4 \t 202 \t 91 \t 2 \t 20 \t 2 \t -49\n", + "5 \t 91 \t 20 \t 4 \t 11 \t -7 \t 172\n", + "6 \t 20 \t 11 \t 1 \t 9 \t 16 \t -393\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -71 \t 1744\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 87 \t -2137\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -158 \t 3881\n", + "\t\t\t\t\t 719 \t -17661\n", + "GCD(39203, 1596) = 1, with coefficients 719 and -17661 such that 1 = (719)*39203 + (-17661)*1596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1597 \t 24 \t 875 \t 1 \t 0\n", + "1 \t 1597 \t 875 \t 1 \t 722 \t 0 \t 1\n", + "2 \t 875 \t 722 \t 1 \t 153 \t 1 \t -24\n", + "3 \t 722 \t 153 \t 4 \t 110 \t -1 \t 25\n", + "4 \t 153 \t 110 \t 1 \t 43 \t 2 \t -49\n", + "5 \t 110 \t 43 \t 2 \t 24 \t -9 \t 221\n", + "6 \t 43 \t 24 \t 1 \t 19 \t 11 \t -270\n", + "7 \t 24 \t 19 \t 1 \t 5 \t -31 \t 761\n", + "8 \t 19 \t 5 \t 3 \t 4 \t 42 \t -1031\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -73 \t 1792\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 261 \t -6407\n", + "\t\t\t\t\t -334 \t 8199\n", + "GCD(39203, 1597) = 1, with coefficients -334 and 8199 such that 1 = (-334)*39203 + (8199)*1597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1598 \t 24 \t 851 \t 1 \t 0\n", + "1 \t 1598 \t 851 \t 1 \t 747 \t 0 \t 1\n", + "2 \t 851 \t 747 \t 1 \t 104 \t 1 \t -24\n", + "3 \t 747 \t 104 \t 7 \t 19 \t -1 \t 25\n", + "4 \t 104 \t 19 \t 5 \t 9 \t 2 \t -49\n", + "5 \t 19 \t 9 \t 2 \t 1 \t -15 \t 368\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 77 \t -1889\n", + "\t\t\t\t\t -169 \t 4146\n", + "GCD(39203, 1598) = 1, with coefficients -169 and 4146 such that 1 = (-169)*39203 + (4146)*1598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1599 \t 24 \t 827 \t 1 \t 0\n", + "1 \t 1599 \t 827 \t 1 \t 772 \t 0 \t 1\n", + "2 \t 827 \t 772 \t 1 \t 55 \t 1 \t -24\n", + "3 \t 772 \t 55 \t 14 \t 2 \t -1 \t 25\n", + "4 \t 55 \t 2 \t 27 \t 1 \t 2 \t -49\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -29 \t 711\n", + "\t\t\t\t\t 785 \t -19246\n", + "GCD(39203, 1599) = 1, with coefficients 785 and -19246 such that 1 = (785)*39203 + (-19246)*1599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1600 \t 24 \t 803 \t 1 \t 0\n", + "1 \t 1600 \t 803 \t 1 \t 797 \t 0 \t 1\n", + "2 \t 803 \t 797 \t 1 \t 6 \t 1 \t -24\n", + "3 \t 797 \t 6 \t 132 \t 5 \t -1 \t 25\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 2 \t -49\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -265 \t 6493\n", + "\t\t\t\t\t 267 \t -6542\n", + "GCD(39203, 1600) = 1, with coefficients 267 and -6542 such that 1 = (267)*39203 + (-6542)*1600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1601 \t 24 \t 779 \t 1 \t 0\n", + "1 \t 1601 \t 779 \t 2 \t 43 \t 0 \t 1\n", + "2 \t 779 \t 43 \t 18 \t 5 \t 1 \t -24\n", + "3 \t 43 \t 5 \t 8 \t 3 \t -2 \t 49\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 37 \t -906\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -298 \t 7297\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 335 \t -8203\n", + "\t\t\t\t\t -633 \t 15500\n", + "GCD(39203, 1601) = 1, with coefficients -633 and 15500 such that 1 = (-633)*39203 + (15500)*1601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1602 \t 24 \t 755 \t 1 \t 0\n", + "1 \t 1602 \t 755 \t 2 \t 92 \t 0 \t 1\n", + "2 \t 755 \t 92 \t 8 \t 19 \t 1 \t -24\n", + "3 \t 92 \t 19 \t 4 \t 16 \t -2 \t 49\n", + "4 \t 19 \t 16 \t 1 \t 3 \t 17 \t -416\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -70 \t 1713\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 87 \t -2129\n", + "\t\t\t\t\t -505 \t 12358\n", + "GCD(39203, 1602) = 1, with coefficients -505 and 12358 such that 1 = (-505)*39203 + (12358)*1602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1603 \t 24 \t 731 \t 1 \t 0\n", + "1 \t 1603 \t 731 \t 2 \t 141 \t 0 \t 1\n", + "2 \t 731 \t 141 \t 5 \t 26 \t 1 \t -24\n", + "3 \t 141 \t 26 \t 5 \t 11 \t -2 \t 49\n", + "4 \t 26 \t 11 \t 2 \t 4 \t 11 \t -269\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -57 \t 1394\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 125 \t -3057\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -307 \t 7508\n", + "\t\t\t\t\t 432 \t -10565\n", + "GCD(39203, 1603) = 1, with coefficients 432 and -10565 such that 1 = (432)*39203 + (-10565)*1603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1604 \t 24 \t 707 \t 1 \t 0\n", + "1 \t 1604 \t 707 \t 2 \t 190 \t 0 \t 1\n", + "2 \t 707 \t 190 \t 3 \t 137 \t 1 \t -24\n", + "3 \t 190 \t 137 \t 1 \t 53 \t -2 \t 49\n", + "4 \t 137 \t 53 \t 2 \t 31 \t 7 \t -171\n", + "5 \t 53 \t 31 \t 1 \t 22 \t -9 \t 220\n", + "6 \t 31 \t 22 \t 1 \t 9 \t 25 \t -611\n", + "7 \t 22 \t 9 \t 2 \t 4 \t -34 \t 831\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 59 \t -1442\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -152 \t 3715\n", + "\t\t\t\t\t 363 \t -8872\n", + "GCD(39203, 1604) = 1, with coefficients 363 and -8872 such that 1 = (363)*39203 + (-8872)*1604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1605 \t 24 \t 683 \t 1 \t 0\n", + "1 \t 1605 \t 683 \t 2 \t 239 \t 0 \t 1\n", + "2 \t 683 \t 239 \t 2 \t 205 \t 1 \t -24\n", + "3 \t 239 \t 205 \t 1 \t 34 \t -2 \t 49\n", + "4 \t 205 \t 34 \t 6 \t 1 \t 5 \t -122\n", + "5 \t 34 \t 1 \t 34 \t 0 \t -7 \t 171\n", + "\t\t\t\t\t 47 \t -1148\n", + "GCD(39203, 1605) = 1, with coefficients 47 and -1148 such that 1 = (47)*39203 + (-1148)*1605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1606 \t 24 \t 659 \t 1 \t 0\n", + "1 \t 1606 \t 659 \t 2 \t 288 \t 0 \t 1\n", + "2 \t 659 \t 288 \t 2 \t 83 \t 1 \t -24\n", + "3 \t 288 \t 83 \t 3 \t 39 \t -2 \t 49\n", + "4 \t 83 \t 39 \t 2 \t 5 \t 5 \t -122\n", + "5 \t 39 \t 5 \t 7 \t 4 \t -17 \t 415\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 39 \t -952\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -290 \t 7079\n", + "\t\t\t\t\t 329 \t -8031\n", + "GCD(39203, 1606) = 1, with coefficients 329 and -8031 such that 1 = (329)*39203 + (-8031)*1606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1607 \t 24 \t 635 \t 1 \t 0\n", + "1 \t 1607 \t 635 \t 2 \t 337 \t 0 \t 1\n", + "2 \t 635 \t 337 \t 1 \t 298 \t 1 \t -24\n", + "3 \t 337 \t 298 \t 1 \t 39 \t -2 \t 49\n", + "4 \t 298 \t 39 \t 7 \t 25 \t 3 \t -73\n", + "5 \t 39 \t 25 \t 1 \t 14 \t -5 \t 122\n", + "6 \t 25 \t 14 \t 1 \t 11 \t 38 \t -927\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -43 \t 1049\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 81 \t -1976\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -124 \t 3025\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 453 \t -11051\n", + "\t\t\t\t\t -577 \t 14076\n", + "GCD(39203, 1607) = 1, with coefficients -577 and 14076 such that 1 = (-577)*39203 + (14076)*1607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1608 \t 24 \t 611 \t 1 \t 0\n", + "1 \t 1608 \t 611 \t 2 \t 386 \t 0 \t 1\n", + "2 \t 611 \t 386 \t 1 \t 225 \t 1 \t -24\n", + "3 \t 386 \t 225 \t 1 \t 161 \t -2 \t 49\n", + "4 \t 225 \t 161 \t 1 \t 64 \t 3 \t -73\n", + "5 \t 161 \t 64 \t 2 \t 33 \t -5 \t 122\n", + "6 \t 64 \t 33 \t 1 \t 31 \t 8 \t -195\n", + "7 \t 33 \t 31 \t 1 \t 2 \t -21 \t 512\n", + "8 \t 31 \t 2 \t 15 \t 1 \t 29 \t -707\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -50 \t 1219\n", + "\t\t\t\t\t 779 \t -18992\n", + "GCD(39203, 1608) = 1, with coefficients 779 and -18992 such that 1 = (779)*39203 + (-18992)*1608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1609 \t 24 \t 587 \t 1 \t 0\n", + "1 \t 1609 \t 587 \t 2 \t 435 \t 0 \t 1\n", + "2 \t 587 \t 435 \t 1 \t 152 \t 1 \t -24\n", + "3 \t 435 \t 152 \t 2 \t 131 \t -2 \t 49\n", + "4 \t 152 \t 131 \t 1 \t 21 \t 3 \t -73\n", + "5 \t 131 \t 21 \t 6 \t 5 \t -8 \t 195\n", + "6 \t 21 \t 5 \t 4 \t 1 \t 11 \t -268\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -74 \t 1803\n", + "\t\t\t\t\t 307 \t -7480\n", + "GCD(39203, 1609) = 1, with coefficients 307 and -7480 such that 1 = (307)*39203 + (-7480)*1609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1610 \t 24 \t 563 \t 1 \t 0\n", + "1 \t 1610 \t 563 \t 2 \t 484 \t 0 \t 1\n", + "2 \t 563 \t 484 \t 1 \t 79 \t 1 \t -24\n", + "3 \t 484 \t 79 \t 6 \t 10 \t -2 \t 49\n", + "4 \t 79 \t 10 \t 7 \t 9 \t 3 \t -73\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -20 \t 487\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 143 \t -3482\n", + "\t\t\t\t\t -163 \t 3969\n", + "GCD(39203, 1610) = 1, with coefficients -163 and 3969 such that 1 = (-163)*39203 + (3969)*1610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1611 \t 24 \t 539 \t 1 \t 0\n", + "1 \t 1611 \t 539 \t 2 \t 533 \t 0 \t 1\n", + "2 \t 539 \t 533 \t 1 \t 6 \t 1 \t -24\n", + "3 \t 533 \t 6 \t 88 \t 5 \t -2 \t 49\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 3 \t -73\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -266 \t 6473\n", + "\t\t\t\t\t 269 \t -6546\n", + "GCD(39203, 1611) = 1, with coefficients 269 and -6546 such that 1 = (269)*39203 + (-6546)*1611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1612 \t 24 \t 515 \t 1 \t 0\n", + "1 \t 1612 \t 515 \t 3 \t 67 \t 0 \t 1\n", + "2 \t 515 \t 67 \t 7 \t 46 \t 1 \t -24\n", + "3 \t 67 \t 46 \t 1 \t 21 \t -3 \t 73\n", + "4 \t 46 \t 21 \t 2 \t 4 \t 22 \t -535\n", + "5 \t 21 \t 4 \t 5 \t 1 \t -25 \t 608\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 72 \t -1751\n", + "\t\t\t\t\t -385 \t 9363\n", + "GCD(39203, 1612) = 1, with coefficients -385 and 9363 such that 1 = (-385)*39203 + (9363)*1612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1613 \t 24 \t 491 \t 1 \t 0\n", + "1 \t 1613 \t 491 \t 3 \t 140 \t 0 \t 1\n", + "2 \t 491 \t 140 \t 3 \t 71 \t 1 \t -24\n", + "3 \t 140 \t 71 \t 1 \t 69 \t -3 \t 73\n", + "4 \t 71 \t 69 \t 1 \t 2 \t 10 \t -243\n", + "5 \t 69 \t 2 \t 34 \t 1 \t -13 \t 316\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 23 \t -559\n", + "\t\t\t\t\t -795 \t 19322\n", + "GCD(39203, 1613) = 1, with coefficients -795 and 19322 such that 1 = (-795)*39203 + (19322)*1613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1614 \t 24 \t 467 \t 1 \t 0\n", + "1 \t 1614 \t 467 \t 3 \t 213 \t 0 \t 1\n", + "2 \t 467 \t 213 \t 2 \t 41 \t 1 \t -24\n", + "3 \t 213 \t 41 \t 5 \t 8 \t -3 \t 73\n", + "4 \t 41 \t 8 \t 5 \t 1 \t 7 \t -170\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -38 \t 923\n", + "\t\t\t\t\t 197 \t -4785\n", + "GCD(39203, 1614) = 1, with coefficients 197 and -4785 such that 1 = (197)*39203 + (-4785)*1614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1615 \t 24 \t 443 \t 1 \t 0\n", + "1 \t 1615 \t 443 \t 3 \t 286 \t 0 \t 1\n", + "2 \t 443 \t 286 \t 1 \t 157 \t 1 \t -24\n", + "3 \t 286 \t 157 \t 1 \t 129 \t -3 \t 73\n", + "4 \t 157 \t 129 \t 1 \t 28 \t 4 \t -97\n", + "5 \t 129 \t 28 \t 4 \t 17 \t -7 \t 170\n", + "6 \t 28 \t 17 \t 1 \t 11 \t 11 \t -267\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -51 \t 1238\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 62 \t -1505\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -113 \t 2743\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 175 \t -4248\n", + "\t\t\t\t\t -288 \t 6991\n", + "GCD(39203, 1615) = 1, with coefficients -288 and 6991 such that 1 = (-288)*39203 + (6991)*1615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1616 \t 24 \t 419 \t 1 \t 0\n", + "1 \t 1616 \t 419 \t 3 \t 359 \t 0 \t 1\n", + "2 \t 419 \t 359 \t 1 \t 60 \t 1 \t -24\n", + "3 \t 359 \t 60 \t 5 \t 59 \t -3 \t 73\n", + "4 \t 60 \t 59 \t 1 \t 1 \t 4 \t -97\n", + "5 \t 59 \t 1 \t 59 \t 0 \t -23 \t 558\n", + "\t\t\t\t\t 27 \t -655\n", + "GCD(39203, 1616) = 1, with coefficients 27 and -655 such that 1 = (27)*39203 + (-655)*1616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1617 \t 24 \t 395 \t 1 \t 0\n", + "1 \t 1617 \t 395 \t 4 \t 37 \t 0 \t 1\n", + "2 \t 395 \t 37 \t 10 \t 25 \t 1 \t -24\n", + "3 \t 37 \t 25 \t 1 \t 12 \t -4 \t 97\n", + "4 \t 25 \t 12 \t 2 \t 1 \t 41 \t -994\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -45 \t 1091\n", + "\t\t\t\t\t 131 \t -3176\n", + "GCD(39203, 1617) = 1, with coefficients 131 and -3176 such that 1 = (131)*39203 + (-3176)*1617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1618 \t 24 \t 371 \t 1 \t 0\n", + "1 \t 1618 \t 371 \t 4 \t 134 \t 0 \t 1\n", + "2 \t 371 \t 134 \t 2 \t 103 \t 1 \t -24\n", + "3 \t 134 \t 103 \t 1 \t 31 \t -4 \t 97\n", + "4 \t 103 \t 31 \t 3 \t 10 \t 9 \t -218\n", + "5 \t 31 \t 10 \t 3 \t 1 \t -13 \t 315\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 48 \t -1163\n", + "\t\t\t\t\t -157 \t 3804\n", + "GCD(39203, 1618) = 1, with coefficients -157 and 3804 such that 1 = (-157)*39203 + (3804)*1618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1619 \t 24 \t 347 \t 1 \t 0\n", + "1 \t 1619 \t 347 \t 4 \t 231 \t 0 \t 1\n", + "2 \t 347 \t 231 \t 1 \t 116 \t 1 \t -24\n", + "3 \t 231 \t 116 \t 1 \t 115 \t -4 \t 97\n", + "4 \t 116 \t 115 \t 1 \t 1 \t 5 \t -121\n", + "5 \t 115 \t 1 \t 115 \t 0 \t -9 \t 218\n", + "\t\t\t\t\t 14 \t -339\n", + "GCD(39203, 1619) = 1, with coefficients 14 and -339 such that 1 = (14)*39203 + (-339)*1619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1620 \t 24 \t 323 \t 1 \t 0\n", + "1 \t 1620 \t 323 \t 5 \t 5 \t 0 \t 1\n", + "2 \t 323 \t 5 \t 64 \t 3 \t 1 \t -24\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -5 \t 121\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 321 \t -7768\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -326 \t 7889\n", + "\t\t\t\t\t 647 \t -15657\n", + "GCD(39203, 1620) = 1, with coefficients 647 and -15657 such that 1 = (647)*39203 + (-15657)*1620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1621 \t 24 \t 299 \t 1 \t 0\n", + "1 \t 1621 \t 299 \t 5 \t 126 \t 0 \t 1\n", + "2 \t 299 \t 126 \t 2 \t 47 \t 1 \t -24\n", + "3 \t 126 \t 47 \t 2 \t 32 \t -5 \t 121\n", + "4 \t 47 \t 32 \t 1 \t 15 \t 11 \t -266\n", + "5 \t 32 \t 15 \t 2 \t 2 \t -27 \t 653\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 38 \t -919\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -103 \t 2491\n", + "\t\t\t\t\t 759 \t -18356\n", + "GCD(39203, 1621) = 1, with coefficients 759 and -18356 such that 1 = (759)*39203 + (-18356)*1621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1622 \t 24 \t 275 \t 1 \t 0\n", + "1 \t 1622 \t 275 \t 5 \t 247 \t 0 \t 1\n", + "2 \t 275 \t 247 \t 1 \t 28 \t 1 \t -24\n", + "3 \t 247 \t 28 \t 8 \t 23 \t -5 \t 121\n", + "4 \t 28 \t 23 \t 1 \t 5 \t 6 \t -145\n", + "5 \t 23 \t 5 \t 4 \t 3 \t -53 \t 1281\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 59 \t -1426\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -289 \t 6985\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 348 \t -8411\n", + "\t\t\t\t\t -637 \t 15396\n", + "GCD(39203, 1622) = 1, with coefficients -637 and 15396 such that 1 = (-637)*39203 + (15396)*1622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1623 \t 24 \t 251 \t 1 \t 0\n", + "1 \t 1623 \t 251 \t 6 \t 117 \t 0 \t 1\n", + "2 \t 251 \t 117 \t 2 \t 17 \t 1 \t -24\n", + "3 \t 117 \t 17 \t 6 \t 15 \t -6 \t 145\n", + "4 \t 17 \t 15 \t 1 \t 2 \t 13 \t -314\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -84 \t 2029\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 97 \t -2343\n", + "\t\t\t\t\t -763 \t 18430\n", + "GCD(39203, 1623) = 1, with coefficients -763 and 18430 such that 1 = (-763)*39203 + (18430)*1623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1624 \t 24 \t 227 \t 1 \t 0\n", + "1 \t 1624 \t 227 \t 7 \t 35 \t 0 \t 1\n", + "2 \t 227 \t 35 \t 6 \t 17 \t 1 \t -24\n", + "3 \t 35 \t 17 \t 2 \t 1 \t -7 \t 169\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 43 \t -1038\n", + "\t\t\t\t\t -93 \t 2245\n", + "GCD(39203, 1624) = 1, with coefficients -93 and 2245 such that 1 = (-93)*39203 + (2245)*1624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1625 \t 24 \t 203 \t 1 \t 0\n", + "1 \t 1625 \t 203 \t 8 \t 1 \t 0 \t 1\n", + "2 \t 203 \t 1 \t 203 \t 0 \t 1 \t -24\n", + "\t\t\t\t\t -8 \t 193\n", + "GCD(39203, 1625) = 1, with coefficients -8 and 193 such that 1 = (-8)*39203 + (193)*1625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1626 \t 24 \t 179 \t 1 \t 0\n", + "1 \t 1626 \t 179 \t 9 \t 15 \t 0 \t 1\n", + "2 \t 179 \t 15 \t 11 \t 14 \t 1 \t -24\n", + "3 \t 15 \t 14 \t 1 \t 1 \t -9 \t 217\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 100 \t -2411\n", + "\t\t\t\t\t -109 \t 2628\n", + "GCD(39203, 1626) = 1, with coefficients -109 and 2628 such that 1 = (-109)*39203 + (2628)*1626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1627 \t 24 \t 155 \t 1 \t 0\n", + "1 \t 1627 \t 155 \t 10 \t 77 \t 0 \t 1\n", + "2 \t 155 \t 77 \t 2 \t 1 \t 1 \t -24\n", + "3 \t 77 \t 1 \t 77 \t 0 \t -10 \t 241\n", + "\t\t\t\t\t 21 \t -506\n", + "GCD(39203, 1627) = 1, with coefficients 21 and -506 such that 1 = (21)*39203 + (-506)*1627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1628 \t 24 \t 131 \t 1 \t 0\n", + "1 \t 1628 \t 131 \t 12 \t 56 \t 0 \t 1\n", + "2 \t 131 \t 56 \t 2 \t 19 \t 1 \t -24\n", + "3 \t 56 \t 19 \t 2 \t 18 \t -12 \t 289\n", + "4 \t 19 \t 18 \t 1 \t 1 \t 25 \t -602\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -62 \t 1493\n", + "\t\t\t\t\t 87 \t -2095\n", + "GCD(39203, 1628) = 1, with coefficients 87 and -2095 such that 1 = (87)*39203 + (-2095)*1628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1629 \t 24 \t 107 \t 1 \t 0\n", + "1 \t 1629 \t 107 \t 15 \t 24 \t 0 \t 1\n", + "2 \t 107 \t 24 \t 4 \t 11 \t 1 \t -24\n", + "3 \t 24 \t 11 \t 2 \t 2 \t -15 \t 361\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 61 \t -1468\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -137 \t 3297\n", + "\t\t\t\t\t 746 \t -17953\n", + "GCD(39203, 1629) = 1, with coefficients 746 and -17953 such that 1 = (746)*39203 + (-17953)*1629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1630 \t 24 \t 83 \t 1 \t 0\n", + "1 \t 1630 \t 83 \t 19 \t 53 \t 0 \t 1\n", + "2 \t 83 \t 53 \t 1 \t 30 \t 1 \t -24\n", + "3 \t 53 \t 30 \t 1 \t 23 \t -19 \t 457\n", + "4 \t 30 \t 23 \t 1 \t 7 \t 20 \t -481\n", + "5 \t 23 \t 7 \t 3 \t 2 \t -39 \t 938\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 59 \t -1419\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -216 \t 5195\n", + "\t\t\t\t\t 707 \t -17004\n", + "GCD(39203, 1630) = 1, with coefficients 707 and -17004 such that 1 = (707)*39203 + (-17004)*1630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1631 \t 24 \t 59 \t 1 \t 0\n", + "1 \t 1631 \t 59 \t 27 \t 38 \t 0 \t 1\n", + "2 \t 59 \t 38 \t 1 \t 21 \t 1 \t -24\n", + "3 \t 38 \t 21 \t 1 \t 17 \t -27 \t 649\n", + "4 \t 21 \t 17 \t 1 \t 4 \t 28 \t -673\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -55 \t 1322\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 83 \t -1995\n", + "\t\t\t\t\t -387 \t 9302\n", + "GCD(39203, 1631) = 1, with coefficients -387 and 9302 such that 1 = (-387)*39203 + (9302)*1631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1632 \t 24 \t 35 \t 1 \t 0\n", + "1 \t 1632 \t 35 \t 46 \t 22 \t 0 \t 1\n", + "2 \t 35 \t 22 \t 1 \t 13 \t 1 \t -24\n", + "3 \t 22 \t 13 \t 1 \t 9 \t -46 \t 1105\n", + "4 \t 13 \t 9 \t 1 \t 4 \t 47 \t -1129\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -93 \t 2234\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 140 \t -3363\n", + "\t\t\t\t\t -373 \t 8960\n", + "GCD(39203, 1632) = 1, with coefficients -373 and 8960 such that 1 = (-373)*39203 + (8960)*1632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1633 \t 24 \t 11 \t 1 \t 0\n", + "1 \t 1633 \t 11 \t 148 \t 5 \t 0 \t 1\n", + "2 \t 11 \t 5 \t 2 \t 1 \t 1 \t -24\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -148 \t 3553\n", + "\t\t\t\t\t 297 \t -7130\n", + "GCD(39203, 1633) = 1, with coefficients 297 and -7130 such that 1 = (297)*39203 + (-7130)*1633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1634 \t 23 \t 1621 \t 1 \t 0\n", + "1 \t 1634 \t 1621 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 1621 \t 13 \t 124 \t 9 \t 1 \t -23\n", + "3 \t 13 \t 9 \t 1 \t 4 \t -1 \t 24\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 125 \t -2999\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -126 \t 3023\n", + "\t\t\t\t\t 377 \t -9045\n", + "GCD(39203, 1634) = 1, with coefficients 377 and -9045 such that 1 = (377)*39203 + (-9045)*1634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1635 \t 23 \t 1598 \t 1 \t 0\n", + "1 \t 1635 \t 1598 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 1598 \t 37 \t 43 \t 7 \t 1 \t -23\n", + "3 \t 37 \t 7 \t 5 \t 2 \t -1 \t 24\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 44 \t -1055\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -221 \t 5299\n", + "\t\t\t\t\t 707 \t -16952\n", + "GCD(39203, 1635) = 1, with coefficients 707 and -16952 such that 1 = (707)*39203 + (-16952)*1635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1636 \t 23 \t 1575 \t 1 \t 0\n", + "1 \t 1636 \t 1575 \t 1 \t 61 \t 0 \t 1\n", + "2 \t 1575 \t 61 \t 25 \t 50 \t 1 \t -23\n", + "3 \t 61 \t 50 \t 1 \t 11 \t -1 \t 24\n", + "4 \t 50 \t 11 \t 4 \t 6 \t 26 \t -623\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -27 \t 647\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 134 \t -3211\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -161 \t 3858\n", + "\t\t\t\t\t 295 \t -7069\n", + "GCD(39203, 1636) = 1, with coefficients 295 and -7069 such that 1 = (295)*39203 + (-7069)*1636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1637 \t 23 \t 1552 \t 1 \t 0\n", + "1 \t 1637 \t 1552 \t 1 \t 85 \t 0 \t 1\n", + "2 \t 1552 \t 85 \t 18 \t 22 \t 1 \t -23\n", + "3 \t 85 \t 22 \t 3 \t 19 \t -1 \t 24\n", + "4 \t 22 \t 19 \t 1 \t 3 \t 19 \t -455\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -58 \t 1389\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 77 \t -1844\n", + "\t\t\t\t\t -520 \t 12453\n", + "GCD(39203, 1637) = 1, with coefficients -520 and 12453 such that 1 = (-520)*39203 + (12453)*1637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1638 \t 23 \t 1529 \t 1 \t 0\n", + "1 \t 1638 \t 1529 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 1529 \t 109 \t 14 \t 3 \t 1 \t -23\n", + "3 \t 109 \t 3 \t 36 \t 1 \t -1 \t 24\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 15 \t -359\n", + "\t\t\t\t\t -541 \t 12948\n", + "GCD(39203, 1638) = 1, with coefficients -541 and 12948 such that 1 = (-541)*39203 + (12948)*1638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1639 \t 23 \t 1506 \t 1 \t 0\n", + "1 \t 1639 \t 1506 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 1506 \t 133 \t 11 \t 43 \t 1 \t -23\n", + "3 \t 133 \t 43 \t 3 \t 4 \t -1 \t 24\n", + "4 \t 43 \t 4 \t 10 \t 3 \t 12 \t -287\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -37 \t 885\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 382 \t -9137\n", + "\t\t\t\t\t -419 \t 10022\n", + "GCD(39203, 1639) = 1, with coefficients -419 and 10022 such that 1 = (-419)*39203 + (10022)*1639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1640 \t 23 \t 1483 \t 1 \t 0\n", + "1 \t 1640 \t 1483 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 1483 \t 157 \t 9 \t 70 \t 1 \t -23\n", + "3 \t 157 \t 70 \t 2 \t 17 \t -1 \t 24\n", + "4 \t 70 \t 17 \t 4 \t 2 \t 10 \t -239\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -21 \t 502\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 94 \t -2247\n", + "\t\t\t\t\t -773 \t 18478\n", + "GCD(39203, 1640) = 1, with coefficients -773 and 18478 such that 1 = (-773)*39203 + (18478)*1640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1641 \t 23 \t 1460 \t 1 \t 0\n", + "1 \t 1641 \t 1460 \t 1 \t 181 \t 0 \t 1\n", + "2 \t 1460 \t 181 \t 8 \t 12 \t 1 \t -23\n", + "3 \t 181 \t 12 \t 15 \t 1 \t -1 \t 24\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 9 \t -215\n", + "\t\t\t\t\t -136 \t 3249\n", + "GCD(39203, 1641) = 1, with coefficients -136 and 3249 such that 1 = (-136)*39203 + (3249)*1641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1642 \t 23 \t 1437 \t 1 \t 0\n", + "1 \t 1642 \t 1437 \t 1 \t 205 \t 0 \t 1\n", + "2 \t 1437 \t 205 \t 7 \t 2 \t 1 \t -23\n", + "3 \t 205 \t 2 \t 102 \t 1 \t -1 \t 24\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 8 \t -191\n", + "\t\t\t\t\t -817 \t 19506\n", + "GCD(39203, 1642) = 1, with coefficients -817 and 19506 such that 1 = (-817)*39203 + (19506)*1642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1643 \t 23 \t 1414 \t 1 \t 0\n", + "1 \t 1643 \t 1414 \t 1 \t 229 \t 0 \t 1\n", + "2 \t 1414 \t 229 \t 6 \t 40 \t 1 \t -23\n", + "3 \t 229 \t 40 \t 5 \t 29 \t -1 \t 24\n", + "4 \t 40 \t 29 \t 1 \t 11 \t 7 \t -167\n", + "5 \t 29 \t 11 \t 2 \t 7 \t -36 \t 859\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 43 \t -1026\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -122 \t 2911\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 165 \t -3937\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -287 \t 6848\n", + "\t\t\t\t\t 452 \t -10785\n", + "GCD(39203, 1643) = 1, with coefficients 452 and -10785 such that 1 = (452)*39203 + (-10785)*1643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1644 \t 23 \t 1391 \t 1 \t 0\n", + "1 \t 1644 \t 1391 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 1391 \t 253 \t 5 \t 126 \t 1 \t -23\n", + "3 \t 253 \t 126 \t 2 \t 1 \t -1 \t 24\n", + "4 \t 126 \t 1 \t 126 \t 0 \t 6 \t -143\n", + "\t\t\t\t\t -13 \t 310\n", + "GCD(39203, 1644) = 1, with coefficients -13 and 310 such that 1 = (-13)*39203 + (310)*1644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1645 \t 23 \t 1368 \t 1 \t 0\n", + "1 \t 1645 \t 1368 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 1368 \t 277 \t 4 \t 260 \t 1 \t -23\n", + "3 \t 277 \t 260 \t 1 \t 17 \t -1 \t 24\n", + "4 \t 260 \t 17 \t 15 \t 5 \t 5 \t -119\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -6 \t 143\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 95 \t -2264\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -291 \t 6935\n", + "\t\t\t\t\t 677 \t -16134\n", + "GCD(39203, 1645) = 1, with coefficients 677 and -16134 such that 1 = (677)*39203 + (-16134)*1645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1646 \t 23 \t 1345 \t 1 \t 0\n", + "1 \t 1646 \t 1345 \t 1 \t 301 \t 0 \t 1\n", + "2 \t 1345 \t 301 \t 4 \t 141 \t 1 \t -23\n", + "3 \t 301 \t 141 \t 2 \t 19 \t -1 \t 24\n", + "4 \t 141 \t 19 \t 7 \t 8 \t 5 \t -119\n", + "5 \t 19 \t 8 \t 2 \t 3 \t -11 \t 262\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 82 \t -1953\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -175 \t 4168\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 432 \t -10289\n", + "\t\t\t\t\t -607 \t 14457\n", + "GCD(39203, 1646) = 1, with coefficients -607 and 14457 such that 1 = (-607)*39203 + (14457)*1646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1647 \t 23 \t 1322 \t 1 \t 0\n", + "1 \t 1647 \t 1322 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 1322 \t 325 \t 4 \t 22 \t 1 \t -23\n", + "3 \t 325 \t 22 \t 14 \t 17 \t -1 \t 24\n", + "4 \t 22 \t 17 \t 1 \t 5 \t 5 \t -119\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -71 \t 1690\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 76 \t -1809\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -299 \t 7117\n", + "\t\t\t\t\t 674 \t -16043\n", + "GCD(39203, 1647) = 1, with coefficients 674 and -16043 such that 1 = (674)*39203 + (-16043)*1647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1648 \t 23 \t 1299 \t 1 \t 0\n", + "1 \t 1648 \t 1299 \t 1 \t 349 \t 0 \t 1\n", + "2 \t 1299 \t 349 \t 3 \t 252 \t 1 \t -23\n", + "3 \t 349 \t 252 \t 1 \t 97 \t -1 \t 24\n", + "4 \t 252 \t 97 \t 2 \t 58 \t 4 \t -95\n", + "5 \t 97 \t 58 \t 1 \t 39 \t -5 \t 119\n", + "6 \t 58 \t 39 \t 1 \t 19 \t 14 \t -333\n", + "7 \t 39 \t 19 \t 2 \t 1 \t -19 \t 452\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 33 \t -785\n", + "\t\t\t\t\t -85 \t 2022\n", + "GCD(39203, 1648) = 1, with coefficients -85 and 2022 such that 1 = (-85)*39203 + (2022)*1648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1649 \t 23 \t 1276 \t 1 \t 0\n", + "1 \t 1649 \t 1276 \t 1 \t 373 \t 0 \t 1\n", + "2 \t 1276 \t 373 \t 3 \t 157 \t 1 \t -23\n", + "3 \t 373 \t 157 \t 2 \t 59 \t -1 \t 24\n", + "4 \t 157 \t 59 \t 2 \t 39 \t 4 \t -95\n", + "5 \t 59 \t 39 \t 1 \t 20 \t -9 \t 214\n", + "6 \t 39 \t 20 \t 1 \t 19 \t 22 \t -523\n", + "7 \t 20 \t 19 \t 1 \t 1 \t -31 \t 737\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 53 \t -1260\n", + "\t\t\t\t\t -84 \t 1997\n", + "GCD(39203, 1649) = 1, with coefficients -84 and 1997 such that 1 = (-84)*39203 + (1997)*1649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1650 \t 23 \t 1253 \t 1 \t 0\n", + "1 \t 1650 \t 1253 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 1253 \t 397 \t 3 \t 62 \t 1 \t -23\n", + "3 \t 397 \t 62 \t 6 \t 25 \t -1 \t 24\n", + "4 \t 62 \t 25 \t 2 \t 12 \t 4 \t -95\n", + "5 \t 25 \t 12 \t 2 \t 1 \t -25 \t 594\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 54 \t -1283\n", + "\t\t\t\t\t -133 \t 3160\n", + "GCD(39203, 1650) = 1, with coefficients -133 and 3160 such that 1 = (-133)*39203 + (3160)*1650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1651 \t 23 \t 1230 \t 1 \t 0\n", + "1 \t 1651 \t 1230 \t 1 \t 421 \t 0 \t 1\n", + "2 \t 1230 \t 421 \t 2 \t 388 \t 1 \t -23\n", + "3 \t 421 \t 388 \t 1 \t 33 \t -1 \t 24\n", + "4 \t 388 \t 33 \t 11 \t 25 \t 3 \t -71\n", + "5 \t 33 \t 25 \t 1 \t 8 \t -4 \t 95\n", + "6 \t 25 \t 8 \t 3 \t 1 \t 47 \t -1116\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -51 \t 1211\n", + "\t\t\t\t\t 200 \t -4749\n", + "GCD(39203, 1651) = 1, with coefficients 200 and -4749 such that 1 = (200)*39203 + (-4749)*1651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1652 \t 23 \t 1207 \t 1 \t 0\n", + "1 \t 1652 \t 1207 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 1207 \t 445 \t 2 \t 317 \t 1 \t -23\n", + "3 \t 445 \t 317 \t 1 \t 128 \t -1 \t 24\n", + "4 \t 317 \t 128 \t 2 \t 61 \t 3 \t -71\n", + "5 \t 128 \t 61 \t 2 \t 6 \t -4 \t 95\n", + "6 \t 61 \t 6 \t 10 \t 1 \t 11 \t -261\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -26 \t 617\n", + "\t\t\t\t\t 271 \t -6431\n", + "GCD(39203, 1652) = 1, with coefficients 271 and -6431 such that 1 = (271)*39203 + (-6431)*1652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1653 \t 23 \t 1184 \t 1 \t 0\n", + "1 \t 1653 \t 1184 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 1184 \t 469 \t 2 \t 246 \t 1 \t -23\n", + "3 \t 469 \t 246 \t 1 \t 223 \t -1 \t 24\n", + "4 \t 246 \t 223 \t 1 \t 23 \t 3 \t -71\n", + "5 \t 223 \t 23 \t 9 \t 16 \t -4 \t 95\n", + "6 \t 23 \t 16 \t 1 \t 7 \t 7 \t -166\n", + "7 \t 16 \t 7 \t 2 \t 2 \t -67 \t 1589\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 74 \t -1755\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -215 \t 5099\n", + "\t\t\t\t\t 719 \t -17052\n", + "GCD(39203, 1653) = 1, with coefficients 719 and -17052 such that 1 = (719)*39203 + (-17052)*1653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1654 \t 23 \t 1161 \t 1 \t 0\n", + "1 \t 1654 \t 1161 \t 1 \t 493 \t 0 \t 1\n", + "2 \t 1161 \t 493 \t 2 \t 175 \t 1 \t -23\n", + "3 \t 493 \t 175 \t 2 \t 143 \t -1 \t 24\n", + "4 \t 175 \t 143 \t 1 \t 32 \t 3 \t -71\n", + "5 \t 143 \t 32 \t 4 \t 15 \t -7 \t 166\n", + "6 \t 32 \t 15 \t 2 \t 2 \t 10 \t -237\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -47 \t 1114\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 104 \t -2465\n", + "\t\t\t\t\t -775 \t 18369\n", + "GCD(39203, 1654) = 1, with coefficients -775 and 18369 such that 1 = (-775)*39203 + (18369)*1654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1655 \t 23 \t 1138 \t 1 \t 0\n", + "1 \t 1655 \t 1138 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 1138 \t 517 \t 2 \t 104 \t 1 \t -23\n", + "3 \t 517 \t 104 \t 4 \t 101 \t -1 \t 24\n", + "4 \t 104 \t 101 \t 1 \t 3 \t 3 \t -71\n", + "5 \t 101 \t 3 \t 33 \t 2 \t -13 \t 308\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 16 \t -379\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -541 \t 12815\n", + "\t\t\t\t\t 557 \t -13194\n", + "GCD(39203, 1655) = 1, with coefficients 557 and -13194 such that 1 = (557)*39203 + (-13194)*1655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1656 \t 23 \t 1115 \t 1 \t 0\n", + "1 \t 1656 \t 1115 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 1115 \t 541 \t 2 \t 33 \t 1 \t -23\n", + "3 \t 541 \t 33 \t 16 \t 13 \t -1 \t 24\n", + "4 \t 33 \t 13 \t 2 \t 7 \t 3 \t -71\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -49 \t 1160\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 101 \t -2391\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -150 \t 3551\n", + "\t\t\t\t\t 251 \t -5942\n", + "GCD(39203, 1656) = 1, with coefficients 251 and -5942 such that 1 = (251)*39203 + (-5942)*1656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1657 \t 23 \t 1092 \t 1 \t 0\n", + "1 \t 1657 \t 1092 \t 1 \t 565 \t 0 \t 1\n", + "2 \t 1092 \t 565 \t 1 \t 527 \t 1 \t -23\n", + "3 \t 565 \t 527 \t 1 \t 38 \t -1 \t 24\n", + "4 \t 527 \t 38 \t 13 \t 33 \t 2 \t -47\n", + "5 \t 38 \t 33 \t 1 \t 5 \t -3 \t 71\n", + "6 \t 33 \t 5 \t 6 \t 3 \t 41 \t -970\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -44 \t 1041\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 305 \t -7216\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -349 \t 8257\n", + "\t\t\t\t\t 654 \t -15473\n", + "GCD(39203, 1657) = 1, with coefficients 654 and -15473 such that 1 = (654)*39203 + (-15473)*1657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1658 \t 23 \t 1069 \t 1 \t 0\n", + "1 \t 1658 \t 1069 \t 1 \t 589 \t 0 \t 1\n", + "2 \t 1069 \t 589 \t 1 \t 480 \t 1 \t -23\n", + "3 \t 589 \t 480 \t 1 \t 109 \t -1 \t 24\n", + "4 \t 480 \t 109 \t 4 \t 44 \t 2 \t -47\n", + "5 \t 109 \t 44 \t 2 \t 21 \t -3 \t 71\n", + "6 \t 44 \t 21 \t 2 \t 2 \t 14 \t -331\n", + "7 \t 21 \t 2 \t 10 \t 1 \t -31 \t 733\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 76 \t -1797\n", + "\t\t\t\t\t -791 \t 18703\n", + "GCD(39203, 1658) = 1, with coefficients -791 and 18703 such that 1 = (-791)*39203 + (18703)*1658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1659 \t 23 \t 1046 \t 1 \t 0\n", + "1 \t 1659 \t 1046 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 1046 \t 613 \t 1 \t 433 \t 1 \t -23\n", + "3 \t 613 \t 433 \t 1 \t 180 \t -1 \t 24\n", + "4 \t 433 \t 180 \t 2 \t 73 \t 2 \t -47\n", + "5 \t 180 \t 73 \t 2 \t 34 \t -3 \t 71\n", + "6 \t 73 \t 34 \t 2 \t 5 \t 8 \t -189\n", + "7 \t 34 \t 5 \t 6 \t 4 \t -19 \t 449\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 46 \t -1087\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -295 \t 6971\n", + "\t\t\t\t\t 341 \t -8058\n", + "GCD(39203, 1659) = 1, with coefficients 341 and -8058 such that 1 = (341)*39203 + (-8058)*1659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1660 \t 23 \t 1023 \t 1 \t 0\n", + "1 \t 1660 \t 1023 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 1023 \t 637 \t 1 \t 386 \t 1 \t -23\n", + "3 \t 637 \t 386 \t 1 \t 251 \t -1 \t 24\n", + "4 \t 386 \t 251 \t 1 \t 135 \t 2 \t -47\n", + "5 \t 251 \t 135 \t 1 \t 116 \t -3 \t 71\n", + "6 \t 135 \t 116 \t 1 \t 19 \t 5 \t -118\n", + "7 \t 116 \t 19 \t 6 \t 2 \t -8 \t 189\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 13 \t -307\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -86 \t 2031\n", + "\t\t\t\t\t 787 \t -18586\n", + "GCD(39203, 1660) = 1, with coefficients 787 and -18586 such that 1 = (787)*39203 + (-18586)*1660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1661 \t 23 \t 1000 \t 1 \t 0\n", + "1 \t 1661 \t 1000 \t 1 \t 661 \t 0 \t 1\n", + "2 \t 1000 \t 661 \t 1 \t 339 \t 1 \t -23\n", + "3 \t 661 \t 339 \t 1 \t 322 \t -1 \t 24\n", + "4 \t 339 \t 322 \t 1 \t 17 \t 2 \t -47\n", + "5 \t 322 \t 17 \t 18 \t 16 \t -3 \t 71\n", + "6 \t 17 \t 16 \t 1 \t 1 \t 5 \t -118\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -93 \t 2195\n", + "\t\t\t\t\t 98 \t -2313\n", + "GCD(39203, 1661) = 1, with coefficients 98 and -2313 such that 1 = (98)*39203 + (-2313)*1661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1662 \t 23 \t 977 \t 1 \t 0\n", + "1 \t 1662 \t 977 \t 1 \t 685 \t 0 \t 1\n", + "2 \t 977 \t 685 \t 1 \t 292 \t 1 \t -23\n", + "3 \t 685 \t 292 \t 2 \t 101 \t -1 \t 24\n", + "4 \t 292 \t 101 \t 2 \t 90 \t 2 \t -47\n", + "5 \t 101 \t 90 \t 1 \t 11 \t -5 \t 118\n", + "6 \t 90 \t 11 \t 8 \t 2 \t 12 \t -283\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -17 \t 401\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 148 \t -3491\n", + "\t\t\t\t\t -757 \t 17856\n", + "GCD(39203, 1662) = 1, with coefficients -757 and 17856 such that 1 = (-757)*39203 + (17856)*1662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1663 \t 23 \t 954 \t 1 \t 0\n", + "1 \t 1663 \t 954 \t 1 \t 709 \t 0 \t 1\n", + "2 \t 954 \t 709 \t 1 \t 245 \t 1 \t -23\n", + "3 \t 709 \t 245 \t 2 \t 219 \t -1 \t 24\n", + "4 \t 245 \t 219 \t 1 \t 26 \t 2 \t -47\n", + "5 \t 219 \t 26 \t 8 \t 11 \t -5 \t 118\n", + "6 \t 26 \t 11 \t 2 \t 4 \t 7 \t -165\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -61 \t 1438\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 129 \t -3041\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -319 \t 7520\n", + "\t\t\t\t\t 448 \t -10561\n", + "GCD(39203, 1663) = 1, with coefficients 448 and -10561 such that 1 = (448)*39203 + (-10561)*1663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1664 \t 23 \t 931 \t 1 \t 0\n", + "1 \t 1664 \t 931 \t 1 \t 733 \t 0 \t 1\n", + "2 \t 931 \t 733 \t 1 \t 198 \t 1 \t -23\n", + "3 \t 733 \t 198 \t 3 \t 139 \t -1 \t 24\n", + "4 \t 198 \t 139 \t 1 \t 59 \t 2 \t -47\n", + "5 \t 139 \t 59 \t 2 \t 21 \t -7 \t 165\n", + "6 \t 59 \t 21 \t 2 \t 17 \t 9 \t -212\n", + "7 \t 21 \t 17 \t 1 \t 4 \t -25 \t 589\n", + "8 \t 17 \t 4 \t 4 \t 1 \t 59 \t -1390\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -84 \t 1979\n", + "\t\t\t\t\t 395 \t -9306\n", + "GCD(39203, 1664) = 1, with coefficients 395 and -9306 such that 1 = (395)*39203 + (-9306)*1664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1665 \t 23 \t 908 \t 1 \t 0\n", + "1 \t 1665 \t 908 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 908 \t 757 \t 1 \t 151 \t 1 \t -23\n", + "3 \t 757 \t 151 \t 5 \t 2 \t -1 \t 24\n", + "4 \t 151 \t 2 \t 75 \t 1 \t 2 \t -47\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 259\n", + "\t\t\t\t\t 827 \t -19472\n", + "GCD(39203, 1665) = 1, with coefficients 827 and -19472 such that 1 = (827)*39203 + (-19472)*1665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1666 \t 23 \t 885 \t 1 \t 0\n", + "1 \t 1666 \t 885 \t 1 \t 781 \t 0 \t 1\n", + "2 \t 885 \t 781 \t 1 \t 104 \t 1 \t -23\n", + "3 \t 781 \t 104 \t 7 \t 53 \t -1 \t 24\n", + "4 \t 104 \t 53 \t 1 \t 51 \t 2 \t -47\n", + "5 \t 53 \t 51 \t 1 \t 2 \t -15 \t 353\n", + "6 \t 51 \t 2 \t 25 \t 1 \t 17 \t -400\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -32 \t 753\n", + "\t\t\t\t\t 817 \t -19225\n", + "GCD(39203, 1666) = 1, with coefficients 817 and -19225 such that 1 = (817)*39203 + (-19225)*1666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1667 \t 23 \t 862 \t 1 \t 0\n", + "1 \t 1667 \t 862 \t 1 \t 805 \t 0 \t 1\n", + "2 \t 862 \t 805 \t 1 \t 57 \t 1 \t -23\n", + "3 \t 805 \t 57 \t 14 \t 7 \t -1 \t 24\n", + "4 \t 57 \t 7 \t 8 \t 1 \t 2 \t -47\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -29 \t 682\n", + "\t\t\t\t\t 234 \t -5503\n", + "GCD(39203, 1667) = 1, with coefficients 234 and -5503 such that 1 = (234)*39203 + (-5503)*1667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1668 \t 23 \t 839 \t 1 \t 0\n", + "1 \t 1668 \t 839 \t 1 \t 829 \t 0 \t 1\n", + "2 \t 839 \t 829 \t 1 \t 10 \t 1 \t -23\n", + "3 \t 829 \t 10 \t 82 \t 9 \t -1 \t 24\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 2 \t -47\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -165 \t 3878\n", + "\t\t\t\t\t 167 \t -3925\n", + "GCD(39203, 1668) = 1, with coefficients 167 and -3925 such that 1 = (167)*39203 + (-3925)*1668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1669 \t 23 \t 816 \t 1 \t 0\n", + "1 \t 1669 \t 816 \t 2 \t 37 \t 0 \t 1\n", + "2 \t 816 \t 37 \t 22 \t 2 \t 1 \t -23\n", + "3 \t 37 \t 2 \t 18 \t 1 \t -2 \t 47\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 45 \t -1057\n", + "\t\t\t\t\t -812 \t 19073\n", + "GCD(39203, 1669) = 1, with coefficients -812 and 19073 such that 1 = (-812)*39203 + (19073)*1669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1670 \t 23 \t 793 \t 1 \t 0\n", + "1 \t 1670 \t 793 \t 2 \t 84 \t 0 \t 1\n", + "2 \t 793 \t 84 \t 9 \t 37 \t 1 \t -23\n", + "3 \t 84 \t 37 \t 2 \t 10 \t -2 \t 47\n", + "4 \t 37 \t 10 \t 3 \t 7 \t 19 \t -446\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -40 \t 939\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 139 \t -3263\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -179 \t 4202\n", + "\t\t\t\t\t 497 \t -11667\n", + "GCD(39203, 1670) = 1, with coefficients 497 and -11667 such that 1 = (497)*39203 + (-11667)*1670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1671 \t 23 \t 770 \t 1 \t 0\n", + "1 \t 1671 \t 770 \t 2 \t 131 \t 0 \t 1\n", + "2 \t 770 \t 131 \t 5 \t 115 \t 1 \t -23\n", + "3 \t 131 \t 115 \t 1 \t 16 \t -2 \t 47\n", + "4 \t 115 \t 16 \t 7 \t 3 \t 11 \t -258\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -13 \t 305\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 102 \t -2393\n", + "\t\t\t\t\t -523 \t 12270\n", + "GCD(39203, 1671) = 1, with coefficients -523 and 12270 such that 1 = (-523)*39203 + (12270)*1671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1672 \t 23 \t 747 \t 1 \t 0\n", + "1 \t 1672 \t 747 \t 2 \t 178 \t 0 \t 1\n", + "2 \t 747 \t 178 \t 4 \t 35 \t 1 \t -23\n", + "3 \t 178 \t 35 \t 5 \t 3 \t -2 \t 47\n", + "4 \t 35 \t 3 \t 11 \t 2 \t 9 \t -211\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -47 \t 1102\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 526 \t -12333\n", + "\t\t\t\t\t -573 \t 13435\n", + "GCD(39203, 1672) = 1, with coefficients -573 and 13435 such that 1 = (-573)*39203 + (13435)*1672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1673 \t 23 \t 724 \t 1 \t 0\n", + "1 \t 1673 \t 724 \t 2 \t 225 \t 0 \t 1\n", + "2 \t 724 \t 225 \t 3 \t 49 \t 1 \t -23\n", + "3 \t 225 \t 49 \t 4 \t 29 \t -2 \t 47\n", + "4 \t 49 \t 29 \t 1 \t 20 \t 7 \t -164\n", + "5 \t 29 \t 20 \t 1 \t 9 \t -30 \t 703\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 37 \t -867\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -67 \t 1570\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 171 \t -4007\n", + "\t\t\t\t\t -751 \t 17598\n", + "GCD(39203, 1673) = 1, with coefficients -751 and 17598 such that 1 = (-751)*39203 + (17598)*1673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1674 \t 23 \t 701 \t 1 \t 0\n", + "1 \t 1674 \t 701 \t 2 \t 272 \t 0 \t 1\n", + "2 \t 701 \t 272 \t 2 \t 157 \t 1 \t -23\n", + "3 \t 272 \t 157 \t 1 \t 115 \t -2 \t 47\n", + "4 \t 157 \t 115 \t 1 \t 42 \t 5 \t -117\n", + "5 \t 115 \t 42 \t 2 \t 31 \t -7 \t 164\n", + "6 \t 42 \t 31 \t 1 \t 11 \t 12 \t -281\n", + "7 \t 31 \t 11 \t 2 \t 9 \t -31 \t 726\n", + "8 \t 11 \t 9 \t 1 \t 2 \t 43 \t -1007\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -117 \t 2740\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 160 \t -3747\n", + "\t\t\t\t\t -757 \t 17728\n", + "GCD(39203, 1674) = 1, with coefficients -757 and 17728 such that 1 = (-757)*39203 + (17728)*1674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1675 \t 23 \t 678 \t 1 \t 0\n", + "1 \t 1675 \t 678 \t 2 \t 319 \t 0 \t 1\n", + "2 \t 678 \t 319 \t 2 \t 40 \t 1 \t -23\n", + "3 \t 319 \t 40 \t 7 \t 39 \t -2 \t 47\n", + "4 \t 40 \t 39 \t 1 \t 1 \t 5 \t -117\n", + "5 \t 39 \t 1 \t 39 \t 0 \t -37 \t 866\n", + "\t\t\t\t\t 42 \t -983\n", + "GCD(39203, 1675) = 1, with coefficients 42 and -983 such that 1 = (42)*39203 + (-983)*1675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1676 \t 23 \t 655 \t 1 \t 0\n", + "1 \t 1676 \t 655 \t 2 \t 366 \t 0 \t 1\n", + "2 \t 655 \t 366 \t 1 \t 289 \t 1 \t -23\n", + "3 \t 366 \t 289 \t 1 \t 77 \t -2 \t 47\n", + "4 \t 289 \t 77 \t 3 \t 58 \t 3 \t -70\n", + "5 \t 77 \t 58 \t 1 \t 19 \t -5 \t 117\n", + "6 \t 58 \t 19 \t 3 \t 1 \t 18 \t -421\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -23 \t 538\n", + "\t\t\t\t\t 87 \t -2035\n", + "GCD(39203, 1676) = 1, with coefficients 87 and -2035 such that 1 = (87)*39203 + (-2035)*1676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1677 \t 23 \t 632 \t 1 \t 0\n", + "1 \t 1677 \t 632 \t 2 \t 413 \t 0 \t 1\n", + "2 \t 632 \t 413 \t 1 \t 219 \t 1 \t -23\n", + "3 \t 413 \t 219 \t 1 \t 194 \t -2 \t 47\n", + "4 \t 219 \t 194 \t 1 \t 25 \t 3 \t -70\n", + "5 \t 194 \t 25 \t 7 \t 19 \t -5 \t 117\n", + "6 \t 25 \t 19 \t 1 \t 6 \t 8 \t -187\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -61 \t 1426\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 69 \t -1613\n", + "\t\t\t\t\t -268 \t 6265\n", + "GCD(39203, 1677) = 1, with coefficients -268 and 6265 such that 1 = (-268)*39203 + (6265)*1677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1678 \t 23 \t 609 \t 1 \t 0\n", + "1 \t 1678 \t 609 \t 2 \t 460 \t 0 \t 1\n", + "2 \t 609 \t 460 \t 1 \t 149 \t 1 \t -23\n", + "3 \t 460 \t 149 \t 3 \t 13 \t -2 \t 47\n", + "4 \t 149 \t 13 \t 11 \t 6 \t 3 \t -70\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -11 \t 257\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 124 \t -2897\n", + "\t\t\t\t\t -259 \t 6051\n", + "GCD(39203, 1678) = 1, with coefficients -259 and 6051 such that 1 = (-259)*39203 + (6051)*1678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1679 \t 23 \t 586 \t 1 \t 0\n", + "1 \t 1679 \t 586 \t 2 \t 507 \t 0 \t 1\n", + "2 \t 586 \t 507 \t 1 \t 79 \t 1 \t -23\n", + "3 \t 507 \t 79 \t 6 \t 33 \t -2 \t 47\n", + "4 \t 79 \t 33 \t 2 \t 13 \t 3 \t -70\n", + "5 \t 33 \t 13 \t 2 \t 7 \t -20 \t 467\n", + "6 \t 13 \t 7 \t 1 \t 6 \t 43 \t -1004\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -106 \t 2475\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 149 \t -3479\n", + "\t\t\t\t\t -255 \t 5954\n", + "GCD(39203, 1679) = 1, with coefficients -255 and 5954 such that 1 = (-255)*39203 + (5954)*1679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1680 \t 23 \t 563 \t 1 \t 0\n", + "1 \t 1680 \t 563 \t 2 \t 554 \t 0 \t 1\n", + "2 \t 563 \t 554 \t 1 \t 9 \t 1 \t -23\n", + "3 \t 554 \t 9 \t 61 \t 5 \t -2 \t 47\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 3 \t -70\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -185 \t 4317\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 188 \t -4387\n", + "\t\t\t\t\t -373 \t 8704\n", + "GCD(39203, 1680) = 1, with coefficients -373 and 8704 such that 1 = (-373)*39203 + (8704)*1680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1681 \t 23 \t 540 \t 1 \t 0\n", + "1 \t 1681 \t 540 \t 3 \t 61 \t 0 \t 1\n", + "2 \t 540 \t 61 \t 8 \t 52 \t 1 \t -23\n", + "3 \t 61 \t 52 \t 1 \t 9 \t -3 \t 70\n", + "4 \t 52 \t 9 \t 5 \t 7 \t 25 \t -583\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -28 \t 653\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 165 \t -3848\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -193 \t 4501\n", + "\t\t\t\t\t 744 \t -17351\n", + "GCD(39203, 1681) = 1, with coefficients 744 and -17351 such that 1 = (744)*39203 + (-17351)*1681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1682 \t 23 \t 517 \t 1 \t 0\n", + "1 \t 1682 \t 517 \t 3 \t 131 \t 0 \t 1\n", + "2 \t 517 \t 131 \t 3 \t 124 \t 1 \t -23\n", + "3 \t 131 \t 124 \t 1 \t 7 \t -3 \t 70\n", + "4 \t 124 \t 7 \t 17 \t 5 \t 10 \t -233\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -13 \t 303\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 231 \t -5384\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -244 \t 5687\n", + "\t\t\t\t\t 719 \t -16758\n", + "GCD(39203, 1682) = 1, with coefficients 719 and -16758 such that 1 = (719)*39203 + (-16758)*1682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1683 \t 23 \t 494 \t 1 \t 0\n", + "1 \t 1683 \t 494 \t 3 \t 201 \t 0 \t 1\n", + "2 \t 494 \t 201 \t 2 \t 92 \t 1 \t -23\n", + "3 \t 201 \t 92 \t 2 \t 17 \t -3 \t 70\n", + "4 \t 92 \t 17 \t 5 \t 7 \t 7 \t -163\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -17 \t 396\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 92 \t -2143\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -201 \t 4682\n", + "\t\t\t\t\t 494 \t -11507\n", + "GCD(39203, 1683) = 1, with coefficients 494 and -11507 such that 1 = (494)*39203 + (-11507)*1683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1684 \t 23 \t 471 \t 1 \t 0\n", + "1 \t 1684 \t 471 \t 3 \t 271 \t 0 \t 1\n", + "2 \t 471 \t 271 \t 1 \t 200 \t 1 \t -23\n", + "3 \t 271 \t 200 \t 1 \t 71 \t -3 \t 70\n", + "4 \t 200 \t 71 \t 2 \t 58 \t 4 \t -93\n", + "5 \t 71 \t 58 \t 1 \t 13 \t -7 \t 163\n", + "6 \t 58 \t 13 \t 4 \t 6 \t 18 \t -419\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -25 \t 582\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 118 \t -2747\n", + "\t\t\t\t\t -261 \t 6076\n", + "GCD(39203, 1684) = 1, with coefficients -261 and 6076 such that 1 = (-261)*39203 + (6076)*1684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1685 \t 23 \t 448 \t 1 \t 0\n", + "1 \t 1685 \t 448 \t 3 \t 341 \t 0 \t 1\n", + "2 \t 448 \t 341 \t 1 \t 107 \t 1 \t -23\n", + "3 \t 341 \t 107 \t 3 \t 20 \t -3 \t 70\n", + "4 \t 107 \t 20 \t 5 \t 7 \t 4 \t -93\n", + "5 \t 20 \t 7 \t 2 \t 6 \t -15 \t 349\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 79 \t -1838\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -173 \t 4025\n", + "\t\t\t\t\t 252 \t -5863\n", + "GCD(39203, 1685) = 1, with coefficients 252 and -5863 such that 1 = (252)*39203 + (-5863)*1685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1686 \t 23 \t 425 \t 1 \t 0\n", + "1 \t 1686 \t 425 \t 3 \t 411 \t 0 \t 1\n", + "2 \t 425 \t 411 \t 1 \t 14 \t 1 \t -23\n", + "3 \t 411 \t 14 \t 29 \t 5 \t -3 \t 70\n", + "4 \t 14 \t 5 \t 2 \t 4 \t 4 \t -93\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -119 \t 2767\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 242 \t -5627\n", + "\t\t\t\t\t -361 \t 8394\n", + "GCD(39203, 1686) = 1, with coefficients -361 and 8394 such that 1 = (-361)*39203 + (8394)*1686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1687 \t 23 \t 402 \t 1 \t 0\n", + "1 \t 1687 \t 402 \t 4 \t 79 \t 0 \t 1\n", + "2 \t 402 \t 79 \t 5 \t 7 \t 1 \t -23\n", + "3 \t 79 \t 7 \t 11 \t 2 \t -4 \t 93\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 21 \t -488\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -235 \t 5461\n", + "\t\t\t\t\t 726 \t -16871\n", + "GCD(39203, 1687) = 1, with coefficients 726 and -16871 such that 1 = (726)*39203 + (-16871)*1687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1688 \t 23 \t 379 \t 1 \t 0\n", + "1 \t 1688 \t 379 \t 4 \t 172 \t 0 \t 1\n", + "2 \t 379 \t 172 \t 2 \t 35 \t 1 \t -23\n", + "3 \t 172 \t 35 \t 4 \t 32 \t -4 \t 93\n", + "4 \t 35 \t 32 \t 1 \t 3 \t 9 \t -209\n", + "5 \t 32 \t 3 \t 10 \t 2 \t -40 \t 929\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 49 \t -1138\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -530 \t 12309\n", + "\t\t\t\t\t 579 \t -13447\n", + "GCD(39203, 1688) = 1, with coefficients 579 and -13447 such that 1 = (579)*39203 + (-13447)*1688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1689 \t 23 \t 356 \t 1 \t 0\n", + "1 \t 1689 \t 356 \t 4 \t 265 \t 0 \t 1\n", + "2 \t 356 \t 265 \t 1 \t 91 \t 1 \t -23\n", + "3 \t 265 \t 91 \t 2 \t 83 \t -4 \t 93\n", + "4 \t 91 \t 83 \t 1 \t 8 \t 5 \t -116\n", + "5 \t 83 \t 8 \t 10 \t 3 \t -14 \t 325\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 19 \t -441\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -204 \t 4735\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 427 \t -9911\n", + "\t\t\t\t\t -631 \t 14646\n", + "GCD(39203, 1689) = 1, with coefficients -631 and 14646 such that 1 = (-631)*39203 + (14646)*1689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1690 \t 23 \t 333 \t 1 \t 0\n", + "1 \t 1690 \t 333 \t 5 \t 25 \t 0 \t 1\n", + "2 \t 333 \t 25 \t 13 \t 8 \t 1 \t -23\n", + "3 \t 25 \t 8 \t 3 \t 1 \t -5 \t 116\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 66 \t -1531\n", + "\t\t\t\t\t -203 \t 4709\n", + "GCD(39203, 1690) = 1, with coefficients -203 and 4709 such that 1 = (-203)*39203 + (4709)*1690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1691 \t 23 \t 310 \t 1 \t 0\n", + "1 \t 1691 \t 310 \t 5 \t 141 \t 0 \t 1\n", + "2 \t 310 \t 141 \t 2 \t 28 \t 1 \t -23\n", + "3 \t 141 \t 28 \t 5 \t 1 \t -5 \t 116\n", + "4 \t 28 \t 1 \t 28 \t 0 \t 11 \t -255\n", + "\t\t\t\t\t -60 \t 1391\n", + "GCD(39203, 1691) = 1, with coefficients -60 and 1391 such that 1 = (-60)*39203 + (1391)*1691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1692 \t 23 \t 287 \t 1 \t 0\n", + "1 \t 1692 \t 287 \t 5 \t 257 \t 0 \t 1\n", + "2 \t 287 \t 257 \t 1 \t 30 \t 1 \t -23\n", + "3 \t 257 \t 30 \t 8 \t 17 \t -5 \t 116\n", + "4 \t 30 \t 17 \t 1 \t 13 \t 6 \t -139\n", + "5 \t 17 \t 13 \t 1 \t 4 \t -53 \t 1228\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 59 \t -1367\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -112 \t 2595\n", + "\t\t\t\t\t 395 \t -9152\n", + "GCD(39203, 1692) = 1, with coefficients 395 and -9152 such that 1 = (395)*39203 + (-9152)*1692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1693 \t 23 \t 264 \t 1 \t 0\n", + "1 \t 1693 \t 264 \t 6 \t 109 \t 0 \t 1\n", + "2 \t 264 \t 109 \t 2 \t 46 \t 1 \t -23\n", + "3 \t 109 \t 46 \t 2 \t 17 \t -6 \t 139\n", + "4 \t 46 \t 17 \t 2 \t 12 \t 13 \t -301\n", + "5 \t 17 \t 12 \t 1 \t 5 \t -32 \t 741\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 77 \t -1783\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -109 \t 2524\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 295 \t -6831\n", + "\t\t\t\t\t -699 \t 16186\n", + "GCD(39203, 1693) = 1, with coefficients -699 and 16186 such that 1 = (-699)*39203 + (16186)*1693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1694 \t 23 \t 241 \t 1 \t 0\n", + "1 \t 1694 \t 241 \t 7 \t 7 \t 0 \t 1\n", + "2 \t 241 \t 7 \t 34 \t 3 \t 1 \t -23\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -7 \t 162\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 239 \t -5531\n", + "\t\t\t\t\t -485 \t 11224\n", + "GCD(39203, 1694) = 1, with coefficients -485 and 11224 such that 1 = (-485)*39203 + (11224)*1694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1695 \t 23 \t 218 \t 1 \t 0\n", + "1 \t 1695 \t 218 \t 7 \t 169 \t 0 \t 1\n", + "2 \t 218 \t 169 \t 1 \t 49 \t 1 \t -23\n", + "3 \t 169 \t 49 \t 3 \t 22 \t -7 \t 162\n", + "4 \t 49 \t 22 \t 2 \t 5 \t 8 \t -185\n", + "5 \t 22 \t 5 \t 4 \t 2 \t -31 \t 717\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 70 \t -1619\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -311 \t 7193\n", + "\t\t\t\t\t 692 \t -16005\n", + "GCD(39203, 1695) = 1, with coefficients 692 and -16005 such that 1 = (692)*39203 + (-16005)*1695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1696 \t 23 \t 195 \t 1 \t 0\n", + "1 \t 1696 \t 195 \t 8 \t 136 \t 0 \t 1\n", + "2 \t 195 \t 136 \t 1 \t 59 \t 1 \t -23\n", + "3 \t 136 \t 59 \t 2 \t 18 \t -8 \t 185\n", + "4 \t 59 \t 18 \t 3 \t 5 \t 9 \t -208\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -26 \t 601\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 87 \t -2011\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -287 \t 6634\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 374 \t -8645\n", + "\t\t\t\t\t -661 \t 15279\n", + "GCD(39203, 1696) = 1, with coefficients -661 and 15279 such that 1 = (-661)*39203 + (15279)*1696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1697 \t 23 \t 172 \t 1 \t 0\n", + "1 \t 1697 \t 172 \t 9 \t 149 \t 0 \t 1\n", + "2 \t 172 \t 149 \t 1 \t 23 \t 1 \t -23\n", + "3 \t 149 \t 23 \t 6 \t 11 \t -9 \t 208\n", + "4 \t 23 \t 11 \t 2 \t 1 \t 10 \t -231\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -69 \t 1594\n", + "\t\t\t\t\t 148 \t -3419\n", + "GCD(39203, 1697) = 1, with coefficients 148 and -3419 such that 1 = (148)*39203 + (-3419)*1697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1698 \t 23 \t 149 \t 1 \t 0\n", + "1 \t 1698 \t 149 \t 11 \t 59 \t 0 \t 1\n", + "2 \t 149 \t 59 \t 2 \t 31 \t 1 \t -23\n", + "3 \t 59 \t 31 \t 1 \t 28 \t -11 \t 254\n", + "4 \t 31 \t 28 \t 1 \t 3 \t 23 \t -531\n", + "5 \t 28 \t 3 \t 9 \t 1 \t -34 \t 785\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 57 \t -1316\n", + "\t\t\t\t\t -547 \t 12629\n", + "GCD(39203, 1698) = 1, with coefficients -547 and 12629 such that 1 = (-547)*39203 + (12629)*1698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1699 \t 23 \t 126 \t 1 \t 0\n", + "1 \t 1699 \t 126 \t 13 \t 61 \t 0 \t 1\n", + "2 \t 126 \t 61 \t 2 \t 4 \t 1 \t -23\n", + "3 \t 61 \t 4 \t 15 \t 1 \t -13 \t 300\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 27 \t -623\n", + "\t\t\t\t\t -418 \t 9645\n", + "GCD(39203, 1699) = 1, with coefficients -418 and 9645 such that 1 = (-418)*39203 + (9645)*1699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1700 \t 23 \t 103 \t 1 \t 0\n", + "1 \t 1700 \t 103 \t 16 \t 52 \t 0 \t 1\n", + "2 \t 103 \t 52 \t 1 \t 51 \t 1 \t -23\n", + "3 \t 52 \t 51 \t 1 \t 1 \t -16 \t 369\n", + "4 \t 51 \t 1 \t 51 \t 0 \t 17 \t -392\n", + "\t\t\t\t\t -33 \t 761\n", + "GCD(39203, 1700) = 1, with coefficients -33 and 761 such that 1 = (-33)*39203 + (761)*1700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1701 \t 23 \t 80 \t 1 \t 0\n", + "1 \t 1701 \t 80 \t 21 \t 21 \t 0 \t 1\n", + "2 \t 80 \t 21 \t 3 \t 17 \t 1 \t -23\n", + "3 \t 21 \t 17 \t 1 \t 4 \t -21 \t 484\n", + "4 \t 17 \t 4 \t 4 \t 1 \t 64 \t -1475\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -85 \t 1959\n", + "\t\t\t\t\t 404 \t -9311\n", + "GCD(39203, 1701) = 1, with coefficients 404 and -9311 such that 1 = (404)*39203 + (-9311)*1701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1702 \t 23 \t 57 \t 1 \t 0\n", + "1 \t 1702 \t 57 \t 29 \t 49 \t 0 \t 1\n", + "2 \t 57 \t 49 \t 1 \t 8 \t 1 \t -23\n", + "3 \t 49 \t 8 \t 6 \t 1 \t -29 \t 668\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 30 \t -691\n", + "\t\t\t\t\t -209 \t 4814\n", + "GCD(39203, 1702) = 1, with coefficients -209 and 4814 such that 1 = (-209)*39203 + (4814)*1702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1703 \t 23 \t 34 \t 1 \t 0\n", + "1 \t 1703 \t 34 \t 50 \t 3 \t 0 \t 1\n", + "2 \t 34 \t 3 \t 11 \t 1 \t 1 \t -23\n", + "3 \t 3 \t 1 \t 3 \t 0 \t -50 \t 1151\n", + "\t\t\t\t\t 551 \t -12684\n", + "GCD(39203, 1703) = 1, with coefficients 551 and -12684 such that 1 = (551)*39203 + (-12684)*1703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1704 \t 23 \t 11 \t 1 \t 0\n", + "1 \t 1704 \t 11 \t 154 \t 10 \t 0 \t 1\n", + "2 \t 11 \t 10 \t 1 \t 1 \t 1 \t -23\n", + "3 \t 10 \t 1 \t 10 \t 0 \t -154 \t 3543\n", + "\t\t\t\t\t 155 \t -3566\n", + "GCD(39203, 1704) = 1, with coefficients 155 and -3566 such that 1 = (155)*39203 + (-3566)*1704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1705 \t 22 \t 1693 \t 1 \t 0\n", + "1 \t 1705 \t 1693 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 1693 \t 12 \t 141 \t 1 \t 1 \t -22\n", + "3 \t 12 \t 1 \t 12 \t 0 \t -1 \t 23\n", + "\t\t\t\t\t 142 \t -3265\n", + "GCD(39203, 1705) = 1, with coefficients 142 and -3265 such that 1 = (142)*39203 + (-3265)*1705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1706 \t 22 \t 1671 \t 1 \t 0\n", + "1 \t 1706 \t 1671 \t 1 \t 35 \t 0 \t 1\n", + "2 \t 1671 \t 35 \t 47 \t 26 \t 1 \t -22\n", + "3 \t 35 \t 26 \t 1 \t 9 \t -1 \t 23\n", + "4 \t 26 \t 9 \t 2 \t 8 \t 48 \t -1103\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -49 \t 1126\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 146 \t -3355\n", + "\t\t\t\t\t -195 \t 4481\n", + "GCD(39203, 1706) = 1, with coefficients -195 and 4481 such that 1 = (-195)*39203 + (4481)*1706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1707 \t 22 \t 1649 \t 1 \t 0\n", + "1 \t 1707 \t 1649 \t 1 \t 58 \t 0 \t 1\n", + "2 \t 1649 \t 58 \t 28 \t 25 \t 1 \t -22\n", + "3 \t 58 \t 25 \t 2 \t 8 \t -1 \t 23\n", + "4 \t 25 \t 8 \t 3 \t 1 \t 29 \t -666\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -59 \t 1355\n", + "\t\t\t\t\t 206 \t -4731\n", + "GCD(39203, 1707) = 1, with coefficients 206 and -4731 such that 1 = (206)*39203 + (-4731)*1707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1708 \t 22 \t 1627 \t 1 \t 0\n", + "1 \t 1708 \t 1627 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 1627 \t 81 \t 20 \t 7 \t 1 \t -22\n", + "3 \t 81 \t 7 \t 11 \t 4 \t -1 \t 23\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 21 \t -482\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -232 \t 5325\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 253 \t -5807\n", + "\t\t\t\t\t -485 \t 11132\n", + "GCD(39203, 1708) = 1, with coefficients -485 and 11132 such that 1 = (-485)*39203 + (11132)*1708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1709 \t 22 \t 1605 \t 1 \t 0\n", + "1 \t 1709 \t 1605 \t 1 \t 104 \t 0 \t 1\n", + "2 \t 1605 \t 104 \t 15 \t 45 \t 1 \t -22\n", + "3 \t 104 \t 45 \t 2 \t 14 \t -1 \t 23\n", + "4 \t 45 \t 14 \t 3 \t 3 \t 16 \t -367\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -33 \t 757\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 115 \t -2638\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -493 \t 11309\n", + "\t\t\t\t\t 608 \t -13947\n", + "GCD(39203, 1709) = 1, with coefficients 608 and -13947 such that 1 = (608)*39203 + (-13947)*1709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1710 \t 22 \t 1583 \t 1 \t 0\n", + "1 \t 1710 \t 1583 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 1583 \t 127 \t 12 \t 59 \t 1 \t -22\n", + "3 \t 127 \t 59 \t 2 \t 9 \t -1 \t 23\n", + "4 \t 59 \t 9 \t 6 \t 5 \t 13 \t -298\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -27 \t 619\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 175 \t -4012\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -202 \t 4631\n", + "\t\t\t\t\t 377 \t -8643\n", + "GCD(39203, 1710) = 1, with coefficients 377 and -8643 such that 1 = (377)*39203 + (-8643)*1710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1711 \t 22 \t 1561 \t 1 \t 0\n", + "1 \t 1711 \t 1561 \t 1 \t 150 \t 0 \t 1\n", + "2 \t 1561 \t 150 \t 10 \t 61 \t 1 \t -22\n", + "3 \t 150 \t 61 \t 2 \t 28 \t -1 \t 23\n", + "4 \t 61 \t 28 \t 2 \t 5 \t 11 \t -252\n", + "5 \t 28 \t 5 \t 5 \t 3 \t -23 \t 527\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 57 \t -1306\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -308 \t 7057\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 365 \t -8363\n", + "\t\t\t\t\t -673 \t 15420\n", + "GCD(39203, 1711) = 1, with coefficients -673 and 15420 such that 1 = (-673)*39203 + (15420)*1711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1712 \t 22 \t 1539 \t 1 \t 0\n", + "1 \t 1712 \t 1539 \t 1 \t 173 \t 0 \t 1\n", + "2 \t 1539 \t 173 \t 8 \t 155 \t 1 \t -22\n", + "3 \t 173 \t 155 \t 1 \t 18 \t -1 \t 23\n", + "4 \t 155 \t 18 \t 8 \t 11 \t 9 \t -206\n", + "5 \t 18 \t 11 \t 1 \t 7 \t -10 \t 229\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 89 \t -2038\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -99 \t 2267\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 188 \t -4305\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -287 \t 6572\n", + "\t\t\t\t\t 475 \t -10877\n", + "GCD(39203, 1712) = 1, with coefficients 475 and -10877 such that 1 = (475)*39203 + (-10877)*1712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1713 \t 22 \t 1517 \t 1 \t 0\n", + "1 \t 1713 \t 1517 \t 1 \t 196 \t 0 \t 1\n", + "2 \t 1517 \t 196 \t 7 \t 145 \t 1 \t -22\n", + "3 \t 196 \t 145 \t 1 \t 51 \t -1 \t 23\n", + "4 \t 145 \t 51 \t 2 \t 43 \t 8 \t -183\n", + "5 \t 51 \t 43 \t 1 \t 8 \t -9 \t 206\n", + "6 \t 43 \t 8 \t 5 \t 3 \t 26 \t -595\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -35 \t 801\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 201 \t -4600\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -437 \t 10001\n", + "\t\t\t\t\t 638 \t -14601\n", + "GCD(39203, 1713) = 1, with coefficients 638 and -14601 such that 1 = (638)*39203 + (-14601)*1713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1714 \t 22 \t 1495 \t 1 \t 0\n", + "1 \t 1714 \t 1495 \t 1 \t 219 \t 0 \t 1\n", + "2 \t 1495 \t 219 \t 6 \t 181 \t 1 \t -22\n", + "3 \t 219 \t 181 \t 1 \t 38 \t -1 \t 23\n", + "4 \t 181 \t 38 \t 4 \t 29 \t 7 \t -160\n", + "5 \t 38 \t 29 \t 1 \t 9 \t -8 \t 183\n", + "6 \t 29 \t 9 \t 3 \t 2 \t 39 \t -892\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -47 \t 1075\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 180 \t -4117\n", + "\t\t\t\t\t -767 \t 17543\n", + "GCD(39203, 1714) = 1, with coefficients -767 and 17543 such that 1 = (-767)*39203 + (17543)*1714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1715 \t 22 \t 1473 \t 1 \t 0\n", + "1 \t 1715 \t 1473 \t 1 \t 242 \t 0 \t 1\n", + "2 \t 1473 \t 242 \t 6 \t 21 \t 1 \t -22\n", + "3 \t 242 \t 21 \t 11 \t 11 \t -1 \t 23\n", + "4 \t 21 \t 11 \t 1 \t 10 \t 7 \t -160\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -78 \t 1783\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 85 \t -1943\n", + "\t\t\t\t\t -163 \t 3726\n", + "GCD(39203, 1715) = 1, with coefficients -163 and 3726 such that 1 = (-163)*39203 + (3726)*1715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1716 \t 22 \t 1451 \t 1 \t 0\n", + "1 \t 1716 \t 1451 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 1451 \t 265 \t 5 \t 126 \t 1 \t -22\n", + "3 \t 265 \t 126 \t 2 \t 13 \t -1 \t 23\n", + "4 \t 126 \t 13 \t 9 \t 9 \t 6 \t -137\n", + "5 \t 13 \t 9 \t 1 \t 4 \t -13 \t 297\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 123 \t -2810\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -136 \t 3107\n", + "\t\t\t\t\t 395 \t -9024\n", + "GCD(39203, 1716) = 1, with coefficients 395 and -9024 such that 1 = (395)*39203 + (-9024)*1716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1717 \t 22 \t 1429 \t 1 \t 0\n", + "1 \t 1717 \t 1429 \t 1 \t 288 \t 0 \t 1\n", + "2 \t 1429 \t 288 \t 4 \t 277 \t 1 \t -22\n", + "3 \t 288 \t 277 \t 1 \t 11 \t -1 \t 23\n", + "4 \t 277 \t 11 \t 25 \t 2 \t 5 \t -114\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -6 \t 137\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 155 \t -3539\n", + "\t\t\t\t\t -781 \t 17832\n", + "GCD(39203, 1717) = 1, with coefficients -781 and 17832 such that 1 = (-781)*39203 + (17832)*1717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1718 \t 22 \t 1407 \t 1 \t 0\n", + "1 \t 1718 \t 1407 \t 1 \t 311 \t 0 \t 1\n", + "2 \t 1407 \t 311 \t 4 \t 163 \t 1 \t -22\n", + "3 \t 311 \t 163 \t 1 \t 148 \t -1 \t 23\n", + "4 \t 163 \t 148 \t 1 \t 15 \t 5 \t -114\n", + "5 \t 148 \t 15 \t 9 \t 13 \t -6 \t 137\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 11 \t -251\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -105 \t 2396\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 116 \t -2647\n", + "\t\t\t\t\t -801 \t 18278\n", + "GCD(39203, 1718) = 1, with coefficients -801 and 18278 such that 1 = (-801)*39203 + (18278)*1718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1719 \t 22 \t 1385 \t 1 \t 0\n", + "1 \t 1719 \t 1385 \t 1 \t 334 \t 0 \t 1\n", + "2 \t 1385 \t 334 \t 4 \t 49 \t 1 \t -22\n", + "3 \t 334 \t 49 \t 6 \t 40 \t -1 \t 23\n", + "4 \t 49 \t 40 \t 1 \t 9 \t 5 \t -114\n", + "5 \t 40 \t 9 \t 4 \t 4 \t -31 \t 707\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 36 \t -821\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -175 \t 3991\n", + "\t\t\t\t\t 386 \t -8803\n", + "GCD(39203, 1719) = 1, with coefficients 386 and -8803 such that 1 = (386)*39203 + (-8803)*1719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1720 \t 22 \t 1363 \t 1 \t 0\n", + "1 \t 1720 \t 1363 \t 1 \t 357 \t 0 \t 1\n", + "2 \t 1363 \t 357 \t 3 \t 292 \t 1 \t -22\n", + "3 \t 357 \t 292 \t 1 \t 65 \t -1 \t 23\n", + "4 \t 292 \t 65 \t 4 \t 32 \t 4 \t -91\n", + "5 \t 65 \t 32 \t 2 \t 1 \t -5 \t 114\n", + "6 \t 32 \t 1 \t 32 \t 0 \t 24 \t -547\n", + "\t\t\t\t\t -53 \t 1208\n", + "GCD(39203, 1720) = 1, with coefficients -53 and 1208 such that 1 = (-53)*39203 + (1208)*1720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1721 \t 22 \t 1341 \t 1 \t 0\n", + "1 \t 1721 \t 1341 \t 1 \t 380 \t 0 \t 1\n", + "2 \t 1341 \t 380 \t 3 \t 201 \t 1 \t -22\n", + "3 \t 380 \t 201 \t 1 \t 179 \t -1 \t 23\n", + "4 \t 201 \t 179 \t 1 \t 22 \t 4 \t -91\n", + "5 \t 179 \t 22 \t 8 \t 3 \t -5 \t 114\n", + "6 \t 22 \t 3 \t 7 \t 1 \t 9 \t -205\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -77 \t 1754\n", + "\t\t\t\t\t 548 \t -12483\n", + "GCD(39203, 1721) = 1, with coefficients 548 and -12483 such that 1 = (548)*39203 + (-12483)*1721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1722 \t 22 \t 1319 \t 1 \t 0\n", + "1 \t 1722 \t 1319 \t 1 \t 403 \t 0 \t 1\n", + "2 \t 1319 \t 403 \t 3 \t 110 \t 1 \t -22\n", + "3 \t 403 \t 110 \t 3 \t 73 \t -1 \t 23\n", + "4 \t 110 \t 73 \t 1 \t 37 \t 4 \t -91\n", + "5 \t 73 \t 37 \t 1 \t 36 \t -13 \t 296\n", + "6 \t 37 \t 36 \t 1 \t 1 \t 17 \t -387\n", + "7 \t 36 \t 1 \t 36 \t 0 \t -30 \t 683\n", + "\t\t\t\t\t 47 \t -1070\n", + "GCD(39203, 1722) = 1, with coefficients 47 and -1070 such that 1 = (47)*39203 + (-1070)*1722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1723 \t 22 \t 1297 \t 1 \t 0\n", + "1 \t 1723 \t 1297 \t 1 \t 426 \t 0 \t 1\n", + "2 \t 1297 \t 426 \t 3 \t 19 \t 1 \t -22\n", + "3 \t 426 \t 19 \t 22 \t 8 \t -1 \t 23\n", + "4 \t 19 \t 8 \t 2 \t 3 \t 4 \t -91\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -89 \t 2025\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 182 \t -4141\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -453 \t 10307\n", + "\t\t\t\t\t 635 \t -14448\n", + "GCD(39203, 1723) = 1, with coefficients 635 and -14448 such that 1 = (635)*39203 + (-14448)*1723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1724 \t 22 \t 1275 \t 1 \t 0\n", + "1 \t 1724 \t 1275 \t 1 \t 449 \t 0 \t 1\n", + "2 \t 1275 \t 449 \t 2 \t 377 \t 1 \t -22\n", + "3 \t 449 \t 377 \t 1 \t 72 \t -1 \t 23\n", + "4 \t 377 \t 72 \t 5 \t 17 \t 3 \t -68\n", + "5 \t 72 \t 17 \t 4 \t 4 \t -4 \t 91\n", + "6 \t 17 \t 4 \t 4 \t 1 \t 23 \t -523\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -96 \t 2183\n", + "\t\t\t\t\t 407 \t -9255\n", + "GCD(39203, 1724) = 1, with coefficients 407 and -9255 such that 1 = (407)*39203 + (-9255)*1724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1725 \t 22 \t 1253 \t 1 \t 0\n", + "1 \t 1725 \t 1253 \t 1 \t 472 \t 0 \t 1\n", + "2 \t 1253 \t 472 \t 2 \t 309 \t 1 \t -22\n", + "3 \t 472 \t 309 \t 1 \t 163 \t -1 \t 23\n", + "4 \t 309 \t 163 \t 1 \t 146 \t 3 \t -68\n", + "5 \t 163 \t 146 \t 1 \t 17 \t -4 \t 91\n", + "6 \t 146 \t 17 \t 8 \t 10 \t 7 \t -159\n", + "7 \t 17 \t 10 \t 1 \t 7 \t -11 \t 250\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 95 \t -2159\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -106 \t 2409\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 201 \t -4568\n", + "\t\t\t\t\t -508 \t 11545\n", + "GCD(39203, 1725) = 1, with coefficients -508 and 11545 such that 1 = (-508)*39203 + (11545)*1725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1726 \t 22 \t 1231 \t 1 \t 0\n", + "1 \t 1726 \t 1231 \t 1 \t 495 \t 0 \t 1\n", + "2 \t 1231 \t 495 \t 2 \t 241 \t 1 \t -22\n", + "3 \t 495 \t 241 \t 2 \t 13 \t -1 \t 23\n", + "4 \t 241 \t 13 \t 18 \t 7 \t 3 \t -68\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -7 \t 159\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 129 \t -2930\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -136 \t 3089\n", + "\t\t\t\t\t 265 \t -6019\n", + "GCD(39203, 1726) = 1, with coefficients 265 and -6019 such that 1 = (265)*39203 + (-6019)*1726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1727 \t 22 \t 1209 \t 1 \t 0\n", + "1 \t 1727 \t 1209 \t 1 \t 518 \t 0 \t 1\n", + "2 \t 1209 \t 518 \t 2 \t 173 \t 1 \t -22\n", + "3 \t 518 \t 173 \t 2 \t 172 \t -1 \t 23\n", + "4 \t 173 \t 172 \t 1 \t 1 \t 3 \t -68\n", + "5 \t 172 \t 1 \t 172 \t 0 \t -7 \t 159\n", + "\t\t\t\t\t 10 \t -227\n", + "GCD(39203, 1727) = 1, with coefficients 10 and -227 such that 1 = (10)*39203 + (-227)*1727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1728 \t 22 \t 1187 \t 1 \t 0\n", + "1 \t 1728 \t 1187 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 1187 \t 541 \t 2 \t 105 \t 1 \t -22\n", + "3 \t 541 \t 105 \t 5 \t 16 \t -1 \t 23\n", + "4 \t 105 \t 16 \t 6 \t 9 \t 3 \t -68\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -16 \t 363\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 99 \t -2246\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -115 \t 2609\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 214 \t -4855\n", + "\t\t\t\t\t -757 \t 17174\n", + "GCD(39203, 1728) = 1, with coefficients -757 and 17174 such that 1 = (-757)*39203 + (17174)*1728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1729 \t 22 \t 1165 \t 1 \t 0\n", + "1 \t 1729 \t 1165 \t 1 \t 564 \t 0 \t 1\n", + "2 \t 1165 \t 564 \t 2 \t 37 \t 1 \t -22\n", + "3 \t 564 \t 37 \t 15 \t 9 \t -1 \t 23\n", + "4 \t 37 \t 9 \t 4 \t 1 \t 3 \t -68\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -46 \t 1043\n", + "\t\t\t\t\t 187 \t -4240\n", + "GCD(39203, 1729) = 1, with coefficients 187 and -4240 such that 1 = (187)*39203 + (-4240)*1729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1730 \t 22 \t 1143 \t 1 \t 0\n", + "1 \t 1730 \t 1143 \t 1 \t 587 \t 0 \t 1\n", + "2 \t 1143 \t 587 \t 1 \t 556 \t 1 \t -22\n", + "3 \t 587 \t 556 \t 1 \t 31 \t -1 \t 23\n", + "4 \t 556 \t 31 \t 17 \t 29 \t 2 \t -45\n", + "5 \t 31 \t 29 \t 1 \t 2 \t -3 \t 68\n", + "6 \t 29 \t 2 \t 14 \t 1 \t 53 \t -1201\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -56 \t 1269\n", + "\t\t\t\t\t 837 \t -18967\n", + "GCD(39203, 1730) = 1, with coefficients 837 and -18967 such that 1 = (837)*39203 + (-18967)*1730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1731 \t 22 \t 1121 \t 1 \t 0\n", + "1 \t 1731 \t 1121 \t 1 \t 610 \t 0 \t 1\n", + "2 \t 1121 \t 610 \t 1 \t 511 \t 1 \t -22\n", + "3 \t 610 \t 511 \t 1 \t 99 \t -1 \t 23\n", + "4 \t 511 \t 99 \t 5 \t 16 \t 2 \t -45\n", + "5 \t 99 \t 16 \t 6 \t 3 \t -3 \t 68\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 17 \t -385\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -105 \t 2378\n", + "\t\t\t\t\t 542 \t -12275\n", + "GCD(39203, 1731) = 1, with coefficients 542 and -12275 such that 1 = (542)*39203 + (-12275)*1731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1732 \t 22 \t 1099 \t 1 \t 0\n", + "1 \t 1732 \t 1099 \t 1 \t 633 \t 0 \t 1\n", + "2 \t 1099 \t 633 \t 1 \t 466 \t 1 \t -22\n", + "3 \t 633 \t 466 \t 1 \t 167 \t -1 \t 23\n", + "4 \t 466 \t 167 \t 2 \t 132 \t 2 \t -45\n", + "5 \t 167 \t 132 \t 1 \t 35 \t -3 \t 68\n", + "6 \t 132 \t 35 \t 3 \t 27 \t 8 \t -181\n", + "7 \t 35 \t 27 \t 1 \t 8 \t -11 \t 249\n", + "8 \t 27 \t 8 \t 3 \t 3 \t 41 \t -928\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -52 \t 1177\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 197 \t -4459\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -446 \t 10095\n", + "\t\t\t\t\t 643 \t -14554\n", + "GCD(39203, 1732) = 1, with coefficients 643 and -14554 such that 1 = (643)*39203 + (-14554)*1732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1733 \t 22 \t 1077 \t 1 \t 0\n", + "1 \t 1733 \t 1077 \t 1 \t 656 \t 0 \t 1\n", + "2 \t 1077 \t 656 \t 1 \t 421 \t 1 \t -22\n", + "3 \t 656 \t 421 \t 1 \t 235 \t -1 \t 23\n", + "4 \t 421 \t 235 \t 1 \t 186 \t 2 \t -45\n", + "5 \t 235 \t 186 \t 1 \t 49 \t -3 \t 68\n", + "6 \t 186 \t 49 \t 3 \t 39 \t 5 \t -113\n", + "7 \t 49 \t 39 \t 1 \t 10 \t -8 \t 181\n", + "8 \t 39 \t 10 \t 3 \t 9 \t 29 \t -656\n", + "9 \t 10 \t 9 \t 1 \t 1 \t -37 \t 837\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 140 \t -3167\n", + "\t\t\t\t\t -177 \t 4004\n", + "GCD(39203, 1733) = 1, with coefficients -177 and 4004 such that 1 = (-177)*39203 + (4004)*1733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1734 \t 22 \t 1055 \t 1 \t 0\n", + "1 \t 1734 \t 1055 \t 1 \t 679 \t 0 \t 1\n", + "2 \t 1055 \t 679 \t 1 \t 376 \t 1 \t -22\n", + "3 \t 679 \t 376 \t 1 \t 303 \t -1 \t 23\n", + "4 \t 376 \t 303 \t 1 \t 73 \t 2 \t -45\n", + "5 \t 303 \t 73 \t 4 \t 11 \t -3 \t 68\n", + "6 \t 73 \t 11 \t 6 \t 7 \t 5 \t -113\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -23 \t 520\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 143 \t -3233\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -166 \t 3753\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 309 \t -6986\n", + "\t\t\t\t\t -475 \t 10739\n", + "GCD(39203, 1734) = 1, with coefficients -475 and 10739 such that 1 = (-475)*39203 + (10739)*1734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1735 \t 22 \t 1033 \t 1 \t 0\n", + "1 \t 1735 \t 1033 \t 1 \t 702 \t 0 \t 1\n", + "2 \t 1033 \t 702 \t 1 \t 331 \t 1 \t -22\n", + "3 \t 702 \t 331 \t 2 \t 40 \t -1 \t 23\n", + "4 \t 331 \t 40 \t 8 \t 11 \t 2 \t -45\n", + "5 \t 40 \t 11 \t 3 \t 7 \t -5 \t 113\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 42 \t -949\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -131 \t 2960\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 173 \t -3909\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -304 \t 6869\n", + "\t\t\t\t\t 477 \t -10778\n", + "GCD(39203, 1735) = 1, with coefficients 477 and -10778 such that 1 = (477)*39203 + (-10778)*1735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1736 \t 22 \t 1011 \t 1 \t 0\n", + "1 \t 1736 \t 1011 \t 1 \t 725 \t 0 \t 1\n", + "2 \t 1011 \t 725 \t 1 \t 286 \t 1 \t -22\n", + "3 \t 725 \t 286 \t 2 \t 153 \t -1 \t 23\n", + "4 \t 286 \t 153 \t 1 \t 133 \t 2 \t -45\n", + "5 \t 153 \t 133 \t 1 \t 20 \t -5 \t 113\n", + "6 \t 133 \t 20 \t 6 \t 13 \t 7 \t -158\n", + "7 \t 20 \t 13 \t 1 \t 7 \t -12 \t 271\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 79 \t -1784\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -91 \t 2055\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 170 \t -3839\n", + "\t\t\t\t\t -261 \t 5894\n", + "GCD(39203, 1736) = 1, with coefficients -261 and 5894 such that 1 = (-261)*39203 + (5894)*1736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1737 \t 22 \t 989 \t 1 \t 0\n", + "1 \t 1737 \t 989 \t 1 \t 748 \t 0 \t 1\n", + "2 \t 989 \t 748 \t 1 \t 241 \t 1 \t -22\n", + "3 \t 748 \t 241 \t 3 \t 25 \t -1 \t 23\n", + "4 \t 241 \t 25 \t 9 \t 16 \t 2 \t -45\n", + "5 \t 25 \t 16 \t 1 \t 9 \t -7 \t 158\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 65 \t -1467\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -72 \t 1625\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 137 \t -3092\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -209 \t 4717\n", + "\t\t\t\t\t 764 \t -17243\n", + "GCD(39203, 1737) = 1, with coefficients 764 and -17243 such that 1 = (764)*39203 + (-17243)*1737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1738 \t 22 \t 967 \t 1 \t 0\n", + "1 \t 1738 \t 967 \t 1 \t 771 \t 0 \t 1\n", + "2 \t 967 \t 771 \t 1 \t 196 \t 1 \t -22\n", + "3 \t 771 \t 196 \t 3 \t 183 \t -1 \t 23\n", + "4 \t 196 \t 183 \t 1 \t 13 \t 2 \t -45\n", + "5 \t 183 \t 13 \t 14 \t 1 \t -7 \t 158\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 9 \t -203\n", + "\t\t\t\t\t -133 \t 3000\n", + "GCD(39203, 1738) = 1, with coefficients -133 and 3000 such that 1 = (-133)*39203 + (3000)*1738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1739 \t 22 \t 945 \t 1 \t 0\n", + "1 \t 1739 \t 945 \t 1 \t 794 \t 0 \t 1\n", + "2 \t 945 \t 794 \t 1 \t 151 \t 1 \t -22\n", + "3 \t 794 \t 151 \t 5 \t 39 \t -1 \t 23\n", + "4 \t 151 \t 39 \t 3 \t 34 \t 2 \t -45\n", + "5 \t 39 \t 34 \t 1 \t 5 \t -11 \t 248\n", + "6 \t 34 \t 5 \t 6 \t 4 \t 35 \t -789\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -46 \t 1037\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 311 \t -7011\n", + "\t\t\t\t\t -357 \t 8048\n", + "GCD(39203, 1739) = 1, with coefficients -357 and 8048 such that 1 = (-357)*39203 + (8048)*1739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1740 \t 22 \t 923 \t 1 \t 0\n", + "1 \t 1740 \t 923 \t 1 \t 817 \t 0 \t 1\n", + "2 \t 923 \t 817 \t 1 \t 106 \t 1 \t -22\n", + "3 \t 817 \t 106 \t 7 \t 75 \t -1 \t 23\n", + "4 \t 106 \t 75 \t 1 \t 31 \t 2 \t -45\n", + "5 \t 75 \t 31 \t 2 \t 13 \t -15 \t 338\n", + "6 \t 31 \t 13 \t 2 \t 5 \t 17 \t -383\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -49 \t 1104\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 115 \t -2591\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -279 \t 6286\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 394 \t -8877\n", + "\t\t\t\t\t -673 \t 15163\n", + "GCD(39203, 1740) = 1, with coefficients -673 and 15163 such that 1 = (-673)*39203 + (15163)*1740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1741 \t 22 \t 901 \t 1 \t 0\n", + "1 \t 1741 \t 901 \t 1 \t 840 \t 0 \t 1\n", + "2 \t 901 \t 840 \t 1 \t 61 \t 1 \t -22\n", + "3 \t 840 \t 61 \t 13 \t 47 \t -1 \t 23\n", + "4 \t 61 \t 47 \t 1 \t 14 \t 2 \t -45\n", + "5 \t 47 \t 14 \t 3 \t 5 \t -27 \t 608\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 29 \t -653\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -114 \t 2567\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 257 \t -5787\n", + "\t\t\t\t\t -371 \t 8354\n", + "GCD(39203, 1741) = 1, with coefficients -371 and 8354 such that 1 = (-371)*39203 + (8354)*1741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1742 \t 22 \t 879 \t 1 \t 0\n", + "1 \t 1742 \t 879 \t 1 \t 863 \t 0 \t 1\n", + "2 \t 879 \t 863 \t 1 \t 16 \t 1 \t -22\n", + "3 \t 863 \t 16 \t 53 \t 15 \t -1 \t 23\n", + "4 \t 16 \t 15 \t 1 \t 1 \t 2 \t -45\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -107 \t 2408\n", + "\t\t\t\t\t 109 \t -2453\n", + "GCD(39203, 1742) = 1, with coefficients 109 and -2453 such that 1 = (109)*39203 + (-2453)*1742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1743 \t 22 \t 857 \t 1 \t 0\n", + "1 \t 1743 \t 857 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 857 \t 29 \t 29 \t 16 \t 1 \t -22\n", + "3 \t 29 \t 16 \t 1 \t 13 \t -2 \t 45\n", + "4 \t 16 \t 13 \t 1 \t 3 \t 59 \t -1327\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -61 \t 1372\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 120 \t -2699\n", + "\t\t\t\t\t -541 \t 12168\n", + "GCD(39203, 1743) = 1, with coefficients -541 and 12168 such that 1 = (-541)*39203 + (12168)*1743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1744 \t 22 \t 835 \t 1 \t 0\n", + "1 \t 1744 \t 835 \t 2 \t 74 \t 0 \t 1\n", + "2 \t 835 \t 74 \t 11 \t 21 \t 1 \t -22\n", + "3 \t 74 \t 21 \t 3 \t 11 \t -2 \t 45\n", + "4 \t 21 \t 11 \t 1 \t 10 \t 23 \t -517\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -71 \t 1596\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 94 \t -2113\n", + "\t\t\t\t\t -165 \t 3709\n", + "GCD(39203, 1744) = 1, with coefficients -165 and 3709 such that 1 = (-165)*39203 + (3709)*1744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1745 \t 22 \t 813 \t 1 \t 0\n", + "1 \t 1745 \t 813 \t 2 \t 119 \t 0 \t 1\n", + "2 \t 813 \t 119 \t 6 \t 99 \t 1 \t -22\n", + "3 \t 119 \t 99 \t 1 \t 20 \t -2 \t 45\n", + "4 \t 99 \t 20 \t 4 \t 19 \t 13 \t -292\n", + "5 \t 20 \t 19 \t 1 \t 1 \t -15 \t 337\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 73 \t -1640\n", + "\t\t\t\t\t -88 \t 1977\n", + "GCD(39203, 1745) = 1, with coefficients -88 and 1977 such that 1 = (-88)*39203 + (1977)*1745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1746 \t 22 \t 791 \t 1 \t 0\n", + "1 \t 1746 \t 791 \t 2 \t 164 \t 0 \t 1\n", + "2 \t 791 \t 164 \t 4 \t 135 \t 1 \t -22\n", + "3 \t 164 \t 135 \t 1 \t 29 \t -2 \t 45\n", + "4 \t 135 \t 29 \t 4 \t 19 \t 9 \t -202\n", + "5 \t 29 \t 19 \t 1 \t 10 \t -11 \t 247\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 53 \t -1190\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -64 \t 1437\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 117 \t -2627\n", + "\t\t\t\t\t -181 \t 4064\n", + "GCD(39203, 1746) = 1, with coefficients -181 and 4064 such that 1 = (-181)*39203 + (4064)*1746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1747 \t 22 \t 769 \t 1 \t 0\n", + "1 \t 1747 \t 769 \t 2 \t 209 \t 0 \t 1\n", + "2 \t 769 \t 209 \t 3 \t 142 \t 1 \t -22\n", + "3 \t 209 \t 142 \t 1 \t 67 \t -2 \t 45\n", + "4 \t 142 \t 67 \t 2 \t 8 \t 7 \t -157\n", + "5 \t 67 \t 8 \t 8 \t 3 \t -9 \t 202\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 25 \t -561\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -209 \t 4690\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 443 \t -9941\n", + "\t\t\t\t\t -652 \t 14631\n", + "GCD(39203, 1747) = 1, with coefficients -652 and 14631 such that 1 = (-652)*39203 + (14631)*1747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1748 \t 22 \t 747 \t 1 \t 0\n", + "1 \t 1748 \t 747 \t 2 \t 254 \t 0 \t 1\n", + "2 \t 747 \t 254 \t 2 \t 239 \t 1 \t -22\n", + "3 \t 254 \t 239 \t 1 \t 15 \t -2 \t 45\n", + "4 \t 239 \t 15 \t 15 \t 14 \t 5 \t -112\n", + "5 \t 15 \t 14 \t 1 \t 1 \t -7 \t 157\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 110 \t -2467\n", + "\t\t\t\t\t -117 \t 2624\n", + "GCD(39203, 1748) = 1, with coefficients -117 and 2624 such that 1 = (-117)*39203 + (2624)*1748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1749 \t 22 \t 725 \t 1 \t 0\n", + "1 \t 1749 \t 725 \t 2 \t 299 \t 0 \t 1\n", + "2 \t 725 \t 299 \t 2 \t 127 \t 1 \t -22\n", + "3 \t 299 \t 127 \t 2 \t 45 \t -2 \t 45\n", + "4 \t 127 \t 45 \t 2 \t 37 \t 5 \t -112\n", + "5 \t 45 \t 37 \t 1 \t 8 \t -12 \t 269\n", + "6 \t 37 \t 8 \t 4 \t 5 \t 29 \t -650\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -41 \t 919\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 193 \t -4326\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -234 \t 5245\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 427 \t -9571\n", + "\t\t\t\t\t -661 \t 14816\n", + "GCD(39203, 1749) = 1, with coefficients -661 and 14816 such that 1 = (-661)*39203 + (14816)*1749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1750 \t 22 \t 703 \t 1 \t 0\n", + "1 \t 1750 \t 703 \t 2 \t 344 \t 0 \t 1\n", + "2 \t 703 \t 344 \t 2 \t 15 \t 1 \t -22\n", + "3 \t 344 \t 15 \t 22 \t 14 \t -2 \t 45\n", + "4 \t 15 \t 14 \t 1 \t 1 \t 5 \t -112\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -112 \t 2509\n", + "\t\t\t\t\t 117 \t -2621\n", + "GCD(39203, 1750) = 1, with coefficients 117 and -2621 such that 1 = (117)*39203 + (-2621)*1750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1751 \t 22 \t 681 \t 1 \t 0\n", + "1 \t 1751 \t 681 \t 2 \t 389 \t 0 \t 1\n", + "2 \t 681 \t 389 \t 1 \t 292 \t 1 \t -22\n", + "3 \t 389 \t 292 \t 1 \t 97 \t -2 \t 45\n", + "4 \t 292 \t 97 \t 3 \t 1 \t 3 \t -67\n", + "5 \t 97 \t 1 \t 97 \t 0 \t -5 \t 112\n", + "\t\t\t\t\t 18 \t -403\n", + "GCD(39203, 1751) = 1, with coefficients 18 and -403 such that 1 = (18)*39203 + (-403)*1751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1752 \t 22 \t 659 \t 1 \t 0\n", + "1 \t 1752 \t 659 \t 2 \t 434 \t 0 \t 1\n", + "2 \t 659 \t 434 \t 1 \t 225 \t 1 \t -22\n", + "3 \t 434 \t 225 \t 1 \t 209 \t -2 \t 45\n", + "4 \t 225 \t 209 \t 1 \t 16 \t 3 \t -67\n", + "5 \t 209 \t 16 \t 13 \t 1 \t -5 \t 112\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 8 \t -179\n", + "\t\t\t\t\t -109 \t 2439\n", + "GCD(39203, 1752) = 1, with coefficients -109 and 2439 such that 1 = (-109)*39203 + (2439)*1752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1753 \t 22 \t 637 \t 1 \t 0\n", + "1 \t 1753 \t 637 \t 2 \t 479 \t 0 \t 1\n", + "2 \t 637 \t 479 \t 1 \t 158 \t 1 \t -22\n", + "3 \t 479 \t 158 \t 3 \t 5 \t -2 \t 45\n", + "4 \t 158 \t 5 \t 31 \t 3 \t 3 \t -67\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -11 \t 246\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 344 \t -7693\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -355 \t 7939\n", + "\t\t\t\t\t 699 \t -15632\n", + "GCD(39203, 1753) = 1, with coefficients 699 and -15632 such that 1 = (699)*39203 + (-15632)*1753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1754 \t 22 \t 615 \t 1 \t 0\n", + "1 \t 1754 \t 615 \t 2 \t 524 \t 0 \t 1\n", + "2 \t 615 \t 524 \t 1 \t 91 \t 1 \t -22\n", + "3 \t 524 \t 91 \t 5 \t 69 \t -2 \t 45\n", + "4 \t 91 \t 69 \t 1 \t 22 \t 3 \t -67\n", + "5 \t 69 \t 22 \t 3 \t 3 \t -17 \t 380\n", + "6 \t 22 \t 3 \t 7 \t 1 \t 20 \t -447\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -77 \t 1721\n", + "\t\t\t\t\t 559 \t -12494\n", + "GCD(39203, 1754) = 1, with coefficients 559 and -12494 such that 1 = (559)*39203 + (-12494)*1754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1755 \t 22 \t 593 \t 1 \t 0\n", + "1 \t 1755 \t 593 \t 2 \t 569 \t 0 \t 1\n", + "2 \t 593 \t 569 \t 1 \t 24 \t 1 \t -22\n", + "3 \t 569 \t 24 \t 23 \t 17 \t -2 \t 45\n", + "4 \t 24 \t 17 \t 1 \t 7 \t 3 \t -67\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -71 \t 1586\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 74 \t -1653\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -219 \t 4892\n", + "\t\t\t\t\t 512 \t -11437\n", + "GCD(39203, 1755) = 1, with coefficients 512 and -11437 such that 1 = (512)*39203 + (-11437)*1755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1756 \t 22 \t 571 \t 1 \t 0\n", + "1 \t 1756 \t 571 \t 3 \t 43 \t 0 \t 1\n", + "2 \t 571 \t 43 \t 13 \t 12 \t 1 \t -22\n", + "3 \t 43 \t 12 \t 3 \t 7 \t -3 \t 67\n", + "4 \t 12 \t 7 \t 1 \t 5 \t 40 \t -893\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -123 \t 2746\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 163 \t -3639\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -286 \t 6385\n", + "\t\t\t\t\t 735 \t -16409\n", + "GCD(39203, 1756) = 1, with coefficients 735 and -16409 such that 1 = (735)*39203 + (-16409)*1756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1757 \t 22 \t 549 \t 1 \t 0\n", + "1 \t 1757 \t 549 \t 3 \t 110 \t 0 \t 1\n", + "2 \t 549 \t 110 \t 4 \t 109 \t 1 \t -22\n", + "3 \t 110 \t 109 \t 1 \t 1 \t -3 \t 67\n", + "4 \t 109 \t 1 \t 109 \t 0 \t 13 \t -290\n", + "\t\t\t\t\t -16 \t 357\n", + "GCD(39203, 1757) = 1, with coefficients -16 and 357 such that 1 = (-16)*39203 + (357)*1757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1758 \t 22 \t 527 \t 1 \t 0\n", + "1 \t 1758 \t 527 \t 3 \t 177 \t 0 \t 1\n", + "2 \t 527 \t 177 \t 2 \t 173 \t 1 \t -22\n", + "3 \t 177 \t 173 \t 1 \t 4 \t -3 \t 67\n", + "4 \t 173 \t 4 \t 43 \t 1 \t 7 \t -156\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -10 \t 223\n", + "\t\t\t\t\t 437 \t -9745\n", + "GCD(39203, 1758) = 1, with coefficients 437 and -9745 such that 1 = (437)*39203 + (-9745)*1758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1759 \t 22 \t 505 \t 1 \t 0\n", + "1 \t 1759 \t 505 \t 3 \t 244 \t 0 \t 1\n", + "2 \t 505 \t 244 \t 2 \t 17 \t 1 \t -22\n", + "3 \t 244 \t 17 \t 14 \t 6 \t -3 \t 67\n", + "4 \t 17 \t 6 \t 2 \t 5 \t 7 \t -156\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -101 \t 2251\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 209 \t -4658\n", + "\t\t\t\t\t -310 \t 6909\n", + "GCD(39203, 1759) = 1, with coefficients -310 and 6909 such that 1 = (-310)*39203 + (6909)*1759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1760 \t 22 \t 483 \t 1 \t 0\n", + "1 \t 1760 \t 483 \t 3 \t 311 \t 0 \t 1\n", + "2 \t 483 \t 311 \t 1 \t 172 \t 1 \t -22\n", + "3 \t 311 \t 172 \t 1 \t 139 \t -3 \t 67\n", + "4 \t 172 \t 139 \t 1 \t 33 \t 4 \t -89\n", + "5 \t 139 \t 33 \t 4 \t 7 \t -7 \t 156\n", + "6 \t 33 \t 7 \t 4 \t 5 \t 11 \t -245\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -51 \t 1136\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 215 \t -4789\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -266 \t 5925\n", + "\t\t\t\t\t 747 \t -16639\n", + "GCD(39203, 1760) = 1, with coefficients 747 and -16639 such that 1 = (747)*39203 + (-16639)*1760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1761 \t 22 \t 461 \t 1 \t 0\n", + "1 \t 1761 \t 461 \t 3 \t 378 \t 0 \t 1\n", + "2 \t 461 \t 378 \t 1 \t 83 \t 1 \t -22\n", + "3 \t 378 \t 83 \t 4 \t 46 \t -3 \t 67\n", + "4 \t 83 \t 46 \t 1 \t 37 \t 4 \t -89\n", + "5 \t 46 \t 37 \t 1 \t 9 \t -19 \t 423\n", + "6 \t 37 \t 9 \t 4 \t 1 \t 23 \t -512\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -42 \t 935\n", + "\t\t\t\t\t 191 \t -4252\n", + "GCD(39203, 1761) = 1, with coefficients 191 and -4252 such that 1 = (191)*39203 + (-4252)*1761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1762 \t 22 \t 439 \t 1 \t 0\n", + "1 \t 1762 \t 439 \t 4 \t 6 \t 0 \t 1\n", + "2 \t 439 \t 6 \t 73 \t 1 \t 1 \t -22\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -4 \t 89\n", + "\t\t\t\t\t 293 \t -6519\n", + "GCD(39203, 1762) = 1, with coefficients 293 and -6519 such that 1 = (293)*39203 + (-6519)*1762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1763 \t 22 \t 417 \t 1 \t 0\n", + "1 \t 1763 \t 417 \t 4 \t 95 \t 0 \t 1\n", + "2 \t 417 \t 95 \t 4 \t 37 \t 1 \t -22\n", + "3 \t 95 \t 37 \t 2 \t 21 \t -4 \t 89\n", + "4 \t 37 \t 21 \t 1 \t 16 \t 17 \t -378\n", + "5 \t 21 \t 16 \t 1 \t 5 \t -38 \t 845\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 55 \t -1223\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -93 \t 2068\n", + "\t\t\t\t\t 334 \t -7427\n", + "GCD(39203, 1763) = 1, with coefficients 334 and -7427 such that 1 = (334)*39203 + (-7427)*1763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1764 \t 22 \t 395 \t 1 \t 0\n", + "1 \t 1764 \t 395 \t 4 \t 184 \t 0 \t 1\n", + "2 \t 395 \t 184 \t 2 \t 27 \t 1 \t -22\n", + "3 \t 184 \t 27 \t 6 \t 22 \t -4 \t 89\n", + "4 \t 27 \t 22 \t 1 \t 5 \t 9 \t -200\n", + "5 \t 22 \t 5 \t 4 \t 2 \t -58 \t 1289\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 67 \t -1489\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -326 \t 7245\n", + "\t\t\t\t\t 719 \t -15979\n", + "GCD(39203, 1764) = 1, with coefficients 719 and -15979 such that 1 = (719)*39203 + (-15979)*1764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1765 \t 22 \t 373 \t 1 \t 0\n", + "1 \t 1765 \t 373 \t 4 \t 273 \t 0 \t 1\n", + "2 \t 373 \t 273 \t 1 \t 100 \t 1 \t -22\n", + "3 \t 273 \t 100 \t 2 \t 73 \t -4 \t 89\n", + "4 \t 100 \t 73 \t 1 \t 27 \t 5 \t -111\n", + "5 \t 73 \t 27 \t 2 \t 19 \t -14 \t 311\n", + "6 \t 27 \t 19 \t 1 \t 8 \t 19 \t -422\n", + "7 \t 19 \t 8 \t 2 \t 3 \t -52 \t 1155\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 71 \t -1577\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -194 \t 4309\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 459 \t -10195\n", + "\t\t\t\t\t -653 \t 14504\n", + "GCD(39203, 1765) = 1, with coefficients -653 and 14504 such that 1 = (-653)*39203 + (14504)*1765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1766 \t 22 \t 351 \t 1 \t 0\n", + "1 \t 1766 \t 351 \t 5 \t 11 \t 0 \t 1\n", + "2 \t 351 \t 11 \t 31 \t 10 \t 1 \t -22\n", + "3 \t 11 \t 10 \t 1 \t 1 \t -5 \t 111\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 156 \t -3463\n", + "\t\t\t\t\t -161 \t 3574\n", + "GCD(39203, 1766) = 1, with coefficients -161 and 3574 such that 1 = (-161)*39203 + (3574)*1766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1767 \t 22 \t 329 \t 1 \t 0\n", + "1 \t 1767 \t 329 \t 5 \t 122 \t 0 \t 1\n", + "2 \t 329 \t 122 \t 2 \t 85 \t 1 \t -22\n", + "3 \t 122 \t 85 \t 1 \t 37 \t -5 \t 111\n", + "4 \t 85 \t 37 \t 2 \t 11 \t 11 \t -244\n", + "5 \t 37 \t 11 \t 3 \t 4 \t -16 \t 355\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 43 \t -954\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -145 \t 3217\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 333 \t -7388\n", + "\t\t\t\t\t -478 \t 10605\n", + "GCD(39203, 1767) = 1, with coefficients -478 and 10605 such that 1 = (-478)*39203 + (10605)*1767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1768 \t 22 \t 307 \t 1 \t 0\n", + "1 \t 1768 \t 307 \t 5 \t 233 \t 0 \t 1\n", + "2 \t 307 \t 233 \t 1 \t 74 \t 1 \t -22\n", + "3 \t 233 \t 74 \t 3 \t 11 \t -5 \t 111\n", + "4 \t 74 \t 11 \t 6 \t 8 \t 6 \t -133\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -23 \t 510\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 144 \t -3193\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -167 \t 3703\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 478 \t -10599\n", + "\t\t\t\t\t -645 \t 14302\n", + "GCD(39203, 1768) = 1, with coefficients -645 and 14302 such that 1 = (-645)*39203 + (14302)*1768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1769 \t 22 \t 285 \t 1 \t 0\n", + "1 \t 1769 \t 285 \t 6 \t 59 \t 0 \t 1\n", + "2 \t 285 \t 59 \t 4 \t 49 \t 1 \t -22\n", + "3 \t 59 \t 49 \t 1 \t 10 \t -6 \t 133\n", + "4 \t 49 \t 10 \t 4 \t 9 \t 25 \t -554\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -31 \t 687\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 149 \t -3302\n", + "\t\t\t\t\t -180 \t 3989\n", + "GCD(39203, 1769) = 1, with coefficients -180 and 3989 such that 1 = (-180)*39203 + (3989)*1769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1770 \t 22 \t 263 \t 1 \t 0\n", + "1 \t 1770 \t 263 \t 6 \t 192 \t 0 \t 1\n", + "2 \t 263 \t 192 \t 1 \t 71 \t 1 \t -22\n", + "3 \t 192 \t 71 \t 2 \t 50 \t -6 \t 133\n", + "4 \t 71 \t 50 \t 1 \t 21 \t 7 \t -155\n", + "5 \t 50 \t 21 \t 2 \t 8 \t -20 \t 443\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 27 \t -598\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -74 \t 1639\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 175 \t -3876\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -249 \t 5515\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 424 \t -9391\n", + "\t\t\t\t\t -673 \t 14906\n", + "GCD(39203, 1770) = 1, with coefficients -673 and 14906 such that 1 = (-673)*39203 + (14906)*1770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1771 \t 22 \t 241 \t 1 \t 0\n", + "1 \t 1771 \t 241 \t 7 \t 84 \t 0 \t 1\n", + "2 \t 241 \t 84 \t 2 \t 73 \t 1 \t -22\n", + "3 \t 84 \t 73 \t 1 \t 11 \t -7 \t 155\n", + "4 \t 73 \t 11 \t 6 \t 7 \t 15 \t -332\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -22 \t 487\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 147 \t -3254\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -169 \t 3741\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 316 \t -6995\n", + "\t\t\t\t\t -485 \t 10736\n", + "GCD(39203, 1771) = 1, with coefficients -485 and 10736 such that 1 = (-485)*39203 + (10736)*1771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1772 \t 22 \t 219 \t 1 \t 0\n", + "1 \t 1772 \t 219 \t 8 \t 20 \t 0 \t 1\n", + "2 \t 219 \t 20 \t 10 \t 19 \t 1 \t -22\n", + "3 \t 20 \t 19 \t 1 \t 1 \t -8 \t 177\n", + "4 \t 19 \t 1 \t 19 \t 0 \t 81 \t -1792\n", + "\t\t\t\t\t -89 \t 1969\n", + "GCD(39203, 1772) = 1, with coefficients -89 and 1969 such that 1 = (-89)*39203 + (1969)*1772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1773 \t 22 \t 197 \t 1 \t 0\n", + "1 \t 1773 \t 197 \t 9 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -22\n", + "GCD(39203, 1773) = 197, with coefficients 1 and -22 such that 197 = (1)*39203 + (-22)*1773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1774 \t 22 \t 175 \t 1 \t 0\n", + "1 \t 1774 \t 175 \t 10 \t 24 \t 0 \t 1\n", + "2 \t 175 \t 24 \t 7 \t 7 \t 1 \t -22\n", + "3 \t 24 \t 7 \t 3 \t 3 \t -10 \t 221\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 71 \t -1569\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -223 \t 4928\n", + "\t\t\t\t\t 517 \t -11425\n", + "GCD(39203, 1774) = 1, with coefficients 517 and -11425 such that 1 = (517)*39203 + (-11425)*1774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1775 \t 22 \t 153 \t 1 \t 0\n", + "1 \t 1775 \t 153 \t 11 \t 92 \t 0 \t 1\n", + "2 \t 153 \t 92 \t 1 \t 61 \t 1 \t -22\n", + "3 \t 92 \t 61 \t 1 \t 31 \t -11 \t 243\n", + "4 \t 61 \t 31 \t 1 \t 30 \t 12 \t -265\n", + "5 \t 31 \t 30 \t 1 \t 1 \t -23 \t 508\n", + "6 \t 30 \t 1 \t 30 \t 0 \t 35 \t -773\n", + "\t\t\t\t\t -58 \t 1281\n", + "GCD(39203, 1775) = 1, with coefficients -58 and 1281 such that 1 = (-58)*39203 + (1281)*1775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1776 \t 22 \t 131 \t 1 \t 0\n", + "1 \t 1776 \t 131 \t 13 \t 73 \t 0 \t 1\n", + "2 \t 131 \t 73 \t 1 \t 58 \t 1 \t -22\n", + "3 \t 73 \t 58 \t 1 \t 15 \t -13 \t 287\n", + "4 \t 58 \t 15 \t 3 \t 13 \t 14 \t -309\n", + "5 \t 15 \t 13 \t 1 \t 2 \t -27 \t 596\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 95 \t -2097\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -122 \t 2693\n", + "\t\t\t\t\t 827 \t -18255\n", + "GCD(39203, 1776) = 1, with coefficients 827 and -18255 such that 1 = (827)*39203 + (-18255)*1776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1777 \t 22 \t 109 \t 1 \t 0\n", + "1 \t 1777 \t 109 \t 16 \t 33 \t 0 \t 1\n", + "2 \t 109 \t 33 \t 3 \t 10 \t 1 \t -22\n", + "3 \t 33 \t 10 \t 3 \t 3 \t -16 \t 353\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 49 \t -1081\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -163 \t 3596\n", + "\t\t\t\t\t 538 \t -11869\n", + "GCD(39203, 1777) = 1, with coefficients 538 and -11869 such that 1 = (538)*39203 + (-11869)*1777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1778 \t 22 \t 87 \t 1 \t 0\n", + "1 \t 1778 \t 87 \t 20 \t 38 \t 0 \t 1\n", + "2 \t 87 \t 38 \t 2 \t 11 \t 1 \t -22\n", + "3 \t 38 \t 11 \t 3 \t 5 \t -20 \t 441\n", + "4 \t 11 \t 5 \t 2 \t 1 \t 41 \t -904\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -143 \t 3153\n", + "\t\t\t\t\t 327 \t -7210\n", + "GCD(39203, 1778) = 1, with coefficients 327 and -7210 such that 1 = (327)*39203 + (-7210)*1778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1779 \t 22 \t 65 \t 1 \t 0\n", + "1 \t 1779 \t 65 \t 27 \t 24 \t 0 \t 1\n", + "2 \t 65 \t 24 \t 2 \t 17 \t 1 \t -22\n", + "3 \t 24 \t 17 \t 1 \t 7 \t -27 \t 595\n", + "4 \t 17 \t 7 \t 2 \t 3 \t 55 \t -1212\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -82 \t 1807\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 219 \t -4826\n", + "\t\t\t\t\t -520 \t 11459\n", + "GCD(39203, 1779) = 1, with coefficients -520 and 11459 such that 1 = (-520)*39203 + (11459)*1779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1780 \t 22 \t 43 \t 1 \t 0\n", + "1 \t 1780 \t 43 \t 41 \t 17 \t 0 \t 1\n", + "2 \t 43 \t 17 \t 2 \t 9 \t 1 \t -22\n", + "3 \t 17 \t 9 \t 1 \t 8 \t -41 \t 903\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 83 \t -1828\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -124 \t 2731\n", + "\t\t\t\t\t 207 \t -4559\n", + "GCD(39203, 1780) = 1, with coefficients 207 and -4559 such that 1 = (207)*39203 + (-4559)*1780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1781 \t 22 \t 21 \t 1 \t 0\n", + "1 \t 1781 \t 21 \t 84 \t 17 \t 0 \t 1\n", + "2 \t 21 \t 17 \t 1 \t 4 \t 1 \t -22\n", + "3 \t 17 \t 4 \t 4 \t 1 \t -84 \t 1849\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 85 \t -1871\n", + "\t\t\t\t\t -424 \t 9333\n", + "GCD(39203, 1781) = 1, with coefficients -424 and 9333 such that 1 = (-424)*39203 + (9333)*1781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1782 \t 21 \t 1781 \t 1 \t 0\n", + "1 \t 1782 \t 1781 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 1781 \t 1 \t 1781 \t 0 \t 1 \t -21\n", + "\t\t\t\t\t -1 \t 22\n", + "GCD(39203, 1782) = 1, with coefficients -1 and 22 such that 1 = (-1)*39203 + (22)*1782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1783 \t 21 \t 1760 \t 1 \t 0\n", + "1 \t 1783 \t 1760 \t 1 \t 23 \t 0 \t 1\n", + "2 \t 1760 \t 23 \t 76 \t 12 \t 1 \t -21\n", + "3 \t 23 \t 12 \t 1 \t 11 \t -1 \t 22\n", + "4 \t 12 \t 11 \t 1 \t 1 \t 77 \t -1693\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -78 \t 1715\n", + "\t\t\t\t\t 155 \t -3408\n", + "GCD(39203, 1783) = 1, with coefficients 155 and -3408 such that 1 = (155)*39203 + (-3408)*1783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1784 \t 21 \t 1739 \t 1 \t 0\n", + "1 \t 1784 \t 1739 \t 1 \t 45 \t 0 \t 1\n", + "2 \t 1739 \t 45 \t 38 \t 29 \t 1 \t -21\n", + "3 \t 45 \t 29 \t 1 \t 16 \t -1 \t 22\n", + "4 \t 29 \t 16 \t 1 \t 13 \t 39 \t -857\n", + "5 \t 16 \t 13 \t 1 \t 3 \t -40 \t 879\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 79 \t -1736\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -119 \t 2615\n", + "\t\t\t\t\t 555 \t -12196\n", + "GCD(39203, 1784) = 1, with coefficients 555 and -12196 such that 1 = (555)*39203 + (-12196)*1784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1785 \t 21 \t 1718 \t 1 \t 0\n", + "1 \t 1785 \t 1718 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 1718 \t 67 \t 25 \t 43 \t 1 \t -21\n", + "3 \t 67 \t 43 \t 1 \t 24 \t -1 \t 22\n", + "4 \t 43 \t 24 \t 1 \t 19 \t 26 \t -571\n", + "5 \t 24 \t 19 \t 1 \t 5 \t -27 \t 593\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 53 \t -1164\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -80 \t 1757\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 293 \t -6435\n", + "\t\t\t\t\t -373 \t 8192\n", + "GCD(39203, 1785) = 1, with coefficients -373 and 8192 such that 1 = (-373)*39203 + (8192)*1785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1786 \t 21 \t 1697 \t 1 \t 0\n", + "1 \t 1786 \t 1697 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 1697 \t 89 \t 19 \t 6 \t 1 \t -21\n", + "3 \t 89 \t 6 \t 14 \t 5 \t -1 \t 22\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 20 \t -439\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -281 \t 6168\n", + "\t\t\t\t\t 301 \t -6607\n", + "GCD(39203, 1786) = 1, with coefficients 301 and -6607 such that 1 = (301)*39203 + (-6607)*1786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1787 \t 21 \t 1676 \t 1 \t 0\n", + "1 \t 1787 \t 1676 \t 1 \t 111 \t 0 \t 1\n", + "2 \t 1676 \t 111 \t 15 \t 11 \t 1 \t -21\n", + "3 \t 111 \t 11 \t 10 \t 1 \t -1 \t 22\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 16 \t -351\n", + "\t\t\t\t\t -161 \t 3532\n", + "GCD(39203, 1787) = 1, with coefficients -161 and 3532 such that 1 = (-161)*39203 + (3532)*1787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1788 \t 21 \t 1655 \t 1 \t 0\n", + "1 \t 1788 \t 1655 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 1655 \t 133 \t 12 \t 59 \t 1 \t -21\n", + "3 \t 133 \t 59 \t 2 \t 15 \t -1 \t 22\n", + "4 \t 59 \t 15 \t 3 \t 14 \t 13 \t -285\n", + "5 \t 15 \t 14 \t 1 \t 1 \t -27 \t 592\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 94 \t -2061\n", + "\t\t\t\t\t -121 \t 2653\n", + "GCD(39203, 1788) = 1, with coefficients -121 and 2653 such that 1 = (-121)*39203 + (2653)*1788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1789 \t 21 \t 1634 \t 1 \t 0\n", + "1 \t 1789 \t 1634 \t 1 \t 155 \t 0 \t 1\n", + "2 \t 1634 \t 155 \t 10 \t 84 \t 1 \t -21\n", + "3 \t 155 \t 84 \t 1 \t 71 \t -1 \t 22\n", + "4 \t 84 \t 71 \t 1 \t 13 \t 11 \t -241\n", + "5 \t 71 \t 13 \t 5 \t 6 \t -12 \t 263\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 23 \t -504\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -127 \t 2783\n", + "\t\t\t\t\t 277 \t -6070\n", + "GCD(39203, 1789) = 1, with coefficients 277 and -6070 such that 1 = (277)*39203 + (-6070)*1789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1790 \t 21 \t 1613 \t 1 \t 0\n", + "1 \t 1790 \t 1613 \t 1 \t 177 \t 0 \t 1\n", + "2 \t 1613 \t 177 \t 9 \t 20 \t 1 \t -21\n", + "3 \t 177 \t 20 \t 8 \t 17 \t -1 \t 22\n", + "4 \t 20 \t 17 \t 1 \t 3 \t 10 \t -219\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -81 \t 1774\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 91 \t -1993\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -536 \t 11739\n", + "\t\t\t\t\t 627 \t -13732\n", + "GCD(39203, 1790) = 1, with coefficients 627 and -13732 such that 1 = (627)*39203 + (-13732)*1790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1791 \t 21 \t 1592 \t 1 \t 0\n", + "1 \t 1791 \t 1592 \t 1 \t 199 \t 0 \t 1\n", + "2 \t 1592 \t 199 \t 8 \t 0 \t 1 \t -21\n", + "\t\t\t\t\t -1 \t 22\n", + "GCD(39203, 1791) = 199, with coefficients -1 and 22 such that 199 = (-1)*39203 + (22)*1791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1792 \t 21 \t 1571 \t 1 \t 0\n", + "1 \t 1792 \t 1571 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 1571 \t 221 \t 7 \t 24 \t 1 \t -21\n", + "3 \t 221 \t 24 \t 9 \t 5 \t -1 \t 22\n", + "4 \t 24 \t 5 \t 4 \t 4 \t 8 \t -175\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -73 \t 1597\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 300 \t -6563\n", + "\t\t\t\t\t -373 \t 8160\n", + "GCD(39203, 1792) = 1, with coefficients -373 and 8160 such that 1 = (-373)*39203 + (8160)*1792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1793 \t 21 \t 1550 \t 1 \t 0\n", + "1 \t 1793 \t 1550 \t 1 \t 243 \t 0 \t 1\n", + "2 \t 1550 \t 243 \t 6 \t 92 \t 1 \t -21\n", + "3 \t 243 \t 92 \t 2 \t 59 \t -1 \t 22\n", + "4 \t 92 \t 59 \t 1 \t 33 \t 7 \t -153\n", + "5 \t 59 \t 33 \t 1 \t 26 \t -15 \t 328\n", + "6 \t 33 \t 26 \t 1 \t 7 \t 22 \t -481\n", + "7 \t 26 \t 7 \t 3 \t 5 \t -37 \t 809\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 59 \t -1290\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -214 \t 4679\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 273 \t -5969\n", + "\t\t\t\t\t -760 \t 16617\n", + "GCD(39203, 1793) = 1, with coefficients -760 and 16617 such that 1 = (-760)*39203 + (16617)*1793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1794 \t 21 \t 1529 \t 1 \t 0\n", + "1 \t 1794 \t 1529 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 1529 \t 265 \t 5 \t 204 \t 1 \t -21\n", + "3 \t 265 \t 204 \t 1 \t 61 \t -1 \t 22\n", + "4 \t 204 \t 61 \t 3 \t 21 \t 6 \t -131\n", + "5 \t 61 \t 21 \t 2 \t 19 \t -7 \t 153\n", + "6 \t 21 \t 19 \t 1 \t 2 \t 27 \t -590\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -61 \t 1333\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 88 \t -1923\n", + "\t\t\t\t\t -853 \t 18640\n", + "GCD(39203, 1794) = 1, with coefficients -853 and 18640 such that 1 = (-853)*39203 + (18640)*1794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1795 \t 21 \t 1508 \t 1 \t 0\n", + "1 \t 1795 \t 1508 \t 1 \t 287 \t 0 \t 1\n", + "2 \t 1508 \t 287 \t 5 \t 73 \t 1 \t -21\n", + "3 \t 287 \t 73 \t 3 \t 68 \t -1 \t 22\n", + "4 \t 73 \t 68 \t 1 \t 5 \t 6 \t -131\n", + "5 \t 68 \t 5 \t 13 \t 3 \t -19 \t 415\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 25 \t -546\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -344 \t 7513\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 369 \t -8059\n", + "\t\t\t\t\t -713 \t 15572\n", + "GCD(39203, 1795) = 1, with coefficients -713 and 15572 such that 1 = (-713)*39203 + (15572)*1795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1796 \t 21 \t 1487 \t 1 \t 0\n", + "1 \t 1796 \t 1487 \t 1 \t 309 \t 0 \t 1\n", + "2 \t 1487 \t 309 \t 4 \t 251 \t 1 \t -21\n", + "3 \t 309 \t 251 \t 1 \t 58 \t -1 \t 22\n", + "4 \t 251 \t 58 \t 4 \t 19 \t 5 \t -109\n", + "5 \t 58 \t 19 \t 3 \t 1 \t -6 \t 131\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 29 \t -633\n", + "\t\t\t\t\t -93 \t 2030\n", + "GCD(39203, 1796) = 1, with coefficients -93 and 2030 such that 1 = (-93)*39203 + (2030)*1796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1797 \t 21 \t 1466 \t 1 \t 0\n", + "1 \t 1797 \t 1466 \t 1 \t 331 \t 0 \t 1\n", + "2 \t 1466 \t 331 \t 4 \t 142 \t 1 \t -21\n", + "3 \t 331 \t 142 \t 2 \t 47 \t -1 \t 22\n", + "4 \t 142 \t 47 \t 3 \t 1 \t 5 \t -109\n", + "5 \t 47 \t 1 \t 47 \t 0 \t -11 \t 240\n", + "\t\t\t\t\t 38 \t -829\n", + "GCD(39203, 1797) = 1, with coefficients 38 and -829 such that 1 = (38)*39203 + (-829)*1797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1798 \t 21 \t 1445 \t 1 \t 0\n", + "1 \t 1798 \t 1445 \t 1 \t 353 \t 0 \t 1\n", + "2 \t 1445 \t 353 \t 4 \t 33 \t 1 \t -21\n", + "3 \t 353 \t 33 \t 10 \t 23 \t -1 \t 22\n", + "4 \t 33 \t 23 \t 1 \t 10 \t 5 \t -109\n", + "5 \t 23 \t 10 \t 2 \t 3 \t -51 \t 1112\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 56 \t -1221\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -163 \t 3554\n", + "\t\t\t\t\t 545 \t -11883\n", + "GCD(39203, 1798) = 1, with coefficients 545 and -11883 such that 1 = (545)*39203 + (-11883)*1798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1799 \t 21 \t 1424 \t 1 \t 0\n", + "1 \t 1799 \t 1424 \t 1 \t 375 \t 0 \t 1\n", + "2 \t 1424 \t 375 \t 3 \t 299 \t 1 \t -21\n", + "3 \t 375 \t 299 \t 1 \t 76 \t -1 \t 22\n", + "4 \t 299 \t 76 \t 3 \t 71 \t 4 \t -87\n", + "5 \t 76 \t 71 \t 1 \t 5 \t -5 \t 109\n", + "6 \t 71 \t 5 \t 14 \t 1 \t 19 \t -414\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -24 \t 523\n", + "\t\t\t\t\t 355 \t -7736\n", + "GCD(39203, 1799) = 1, with coefficients 355 and -7736 such that 1 = (355)*39203 + (-7736)*1799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1800 \t 21 \t 1403 \t 1 \t 0\n", + "1 \t 1800 \t 1403 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 1403 \t 397 \t 3 \t 212 \t 1 \t -21\n", + "3 \t 397 \t 212 \t 1 \t 185 \t -1 \t 22\n", + "4 \t 212 \t 185 \t 1 \t 27 \t 4 \t -87\n", + "5 \t 185 \t 27 \t 6 \t 23 \t -5 \t 109\n", + "6 \t 27 \t 23 \t 1 \t 4 \t 9 \t -196\n", + "7 \t 23 \t 4 \t 5 \t 3 \t -59 \t 1285\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 68 \t -1481\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -399 \t 8690\n", + "\t\t\t\t\t 467 \t -10171\n", + "GCD(39203, 1800) = 1, with coefficients 467 and -10171 such that 1 = (467)*39203 + (-10171)*1800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1801 \t 21 \t 1382 \t 1 \t 0\n", + "1 \t 1801 \t 1382 \t 1 \t 419 \t 0 \t 1\n", + "2 \t 1382 \t 419 \t 3 \t 125 \t 1 \t -21\n", + "3 \t 419 \t 125 \t 3 \t 44 \t -1 \t 22\n", + "4 \t 125 \t 44 \t 2 \t 37 \t 4 \t -87\n", + "5 \t 44 \t 37 \t 1 \t 7 \t -13 \t 283\n", + "6 \t 37 \t 7 \t 5 \t 2 \t 30 \t -653\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -43 \t 936\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 245 \t -5333\n", + "\t\t\t\t\t -778 \t 16935\n", + "GCD(39203, 1801) = 1, with coefficients -778 and 16935 such that 1 = (-778)*39203 + (16935)*1801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1802 \t 21 \t 1361 \t 1 \t 0\n", + "1 \t 1802 \t 1361 \t 1 \t 441 \t 0 \t 1\n", + "2 \t 1361 \t 441 \t 3 \t 38 \t 1 \t -21\n", + "3 \t 441 \t 38 \t 11 \t 23 \t -1 \t 22\n", + "4 \t 38 \t 23 \t 1 \t 15 \t 4 \t -87\n", + "5 \t 23 \t 15 \t 1 \t 8 \t -45 \t 979\n", + "6 \t 15 \t 8 \t 1 \t 7 \t 49 \t -1066\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -94 \t 2045\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 143 \t -3111\n", + "\t\t\t\t\t -237 \t 5156\n", + "GCD(39203, 1802) = 1, with coefficients -237 and 5156 such that 1 = (-237)*39203 + (5156)*1802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1803 \t 21 \t 1340 \t 1 \t 0\n", + "1 \t 1803 \t 1340 \t 1 \t 463 \t 0 \t 1\n", + "2 \t 1340 \t 463 \t 2 \t 414 \t 1 \t -21\n", + "3 \t 463 \t 414 \t 1 \t 49 \t -1 \t 22\n", + "4 \t 414 \t 49 \t 8 \t 22 \t 3 \t -65\n", + "5 \t 49 \t 22 \t 2 \t 5 \t -4 \t 87\n", + "6 \t 22 \t 5 \t 4 \t 2 \t 35 \t -761\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -74 \t 1609\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 331 \t -7197\n", + "\t\t\t\t\t -736 \t 16003\n", + "GCD(39203, 1803) = 1, with coefficients -736 and 16003 such that 1 = (-736)*39203 + (16003)*1803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1804 \t 21 \t 1319 \t 1 \t 0\n", + "1 \t 1804 \t 1319 \t 1 \t 485 \t 0 \t 1\n", + "2 \t 1319 \t 485 \t 2 \t 349 \t 1 \t -21\n", + "3 \t 485 \t 349 \t 1 \t 136 \t -1 \t 22\n", + "4 \t 349 \t 136 \t 2 \t 77 \t 3 \t -65\n", + "5 \t 136 \t 77 \t 1 \t 59 \t -4 \t 87\n", + "6 \t 77 \t 59 \t 1 \t 18 \t 11 \t -239\n", + "7 \t 59 \t 18 \t 3 \t 5 \t -15 \t 326\n", + "8 \t 18 \t 5 \t 3 \t 3 \t 26 \t -565\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -93 \t 2021\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 305 \t -6628\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -398 \t 8649\n", + "\t\t\t\t\t 703 \t -15277\n", + "GCD(39203, 1804) = 1, with coefficients 703 and -15277 such that 1 = (703)*39203 + (-15277)*1804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1805 \t 21 \t 1298 \t 1 \t 0\n", + "1 \t 1805 \t 1298 \t 1 \t 507 \t 0 \t 1\n", + "2 \t 1298 \t 507 \t 2 \t 284 \t 1 \t -21\n", + "3 \t 507 \t 284 \t 1 \t 223 \t -1 \t 22\n", + "4 \t 284 \t 223 \t 1 \t 61 \t 3 \t -65\n", + "5 \t 223 \t 61 \t 3 \t 40 \t -4 \t 87\n", + "6 \t 61 \t 40 \t 1 \t 21 \t 7 \t -152\n", + "7 \t 40 \t 21 \t 1 \t 19 \t -25 \t 543\n", + "8 \t 21 \t 19 \t 1 \t 2 \t 32 \t -695\n", + "9 \t 19 \t 2 \t 9 \t 1 \t -57 \t 1238\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 89 \t -1933\n", + "\t\t\t\t\t -858 \t 18635\n", + "GCD(39203, 1805) = 1, with coefficients -858 and 18635 such that 1 = (-858)*39203 + (18635)*1805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1806 \t 21 \t 1277 \t 1 \t 0\n", + "1 \t 1806 \t 1277 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 1277 \t 529 \t 2 \t 219 \t 1 \t -21\n", + "3 \t 529 \t 219 \t 2 \t 91 \t -1 \t 22\n", + "4 \t 219 \t 91 \t 2 \t 37 \t 3 \t -65\n", + "5 \t 91 \t 37 \t 2 \t 17 \t -7 \t 152\n", + "6 \t 37 \t 17 \t 2 \t 3 \t 17 \t -369\n", + "7 \t 17 \t 3 \t 5 \t 2 \t -41 \t 890\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 99 \t -2149\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -536 \t 11635\n", + "\t\t\t\t\t 635 \t -13784\n", + "GCD(39203, 1806) = 1, with coefficients 635 and -13784 such that 1 = (635)*39203 + (-13784)*1806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1807 \t 21 \t 1256 \t 1 \t 0\n", + "1 \t 1807 \t 1256 \t 1 \t 551 \t 0 \t 1\n", + "2 \t 1256 \t 551 \t 2 \t 154 \t 1 \t -21\n", + "3 \t 551 \t 154 \t 3 \t 89 \t -1 \t 22\n", + "4 \t 154 \t 89 \t 1 \t 65 \t 3 \t -65\n", + "5 \t 89 \t 65 \t 1 \t 24 \t -10 \t 217\n", + "6 \t 65 \t 24 \t 2 \t 17 \t 13 \t -282\n", + "7 \t 24 \t 17 \t 1 \t 7 \t -23 \t 499\n", + "8 \t 17 \t 7 \t 2 \t 3 \t 59 \t -1280\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -82 \t 1779\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 223 \t -4838\n", + "\t\t\t\t\t -528 \t 11455\n", + "GCD(39203, 1807) = 1, with coefficients -528 and 11455 such that 1 = (-528)*39203 + (11455)*1807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1808 \t 21 \t 1235 \t 1 \t 0\n", + "1 \t 1808 \t 1235 \t 1 \t 573 \t 0 \t 1\n", + "2 \t 1235 \t 573 \t 2 \t 89 \t 1 \t -21\n", + "3 \t 573 \t 89 \t 6 \t 39 \t -1 \t 22\n", + "4 \t 89 \t 39 \t 2 \t 11 \t 3 \t -65\n", + "5 \t 39 \t 11 \t 3 \t 6 \t -19 \t 412\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 41 \t -889\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -142 \t 3079\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 183 \t -3968\n", + "\t\t\t\t\t -325 \t 7047\n", + "GCD(39203, 1808) = 1, with coefficients -325 and 7047 such that 1 = (-325)*39203 + (7047)*1808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1809 \t 21 \t 1214 \t 1 \t 0\n", + "1 \t 1809 \t 1214 \t 1 \t 595 \t 0 \t 1\n", + "2 \t 1214 \t 595 \t 2 \t 24 \t 1 \t -21\n", + "3 \t 595 \t 24 \t 24 \t 19 \t -1 \t 22\n", + "4 \t 24 \t 19 \t 1 \t 5 \t 3 \t -65\n", + "5 \t 19 \t 5 \t 3 \t 4 \t -73 \t 1582\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 76 \t -1647\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -301 \t 6523\n", + "\t\t\t\t\t 377 \t -8170\n", + "GCD(39203, 1809) = 1, with coefficients 377 and -8170 such that 1 = (377)*39203 + (-8170)*1809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1810 \t 21 \t 1193 \t 1 \t 0\n", + "1 \t 1810 \t 1193 \t 1 \t 617 \t 0 \t 1\n", + "2 \t 1193 \t 617 \t 1 \t 576 \t 1 \t -21\n", + "3 \t 617 \t 576 \t 1 \t 41 \t -1 \t 22\n", + "4 \t 576 \t 41 \t 14 \t 2 \t 2 \t -43\n", + "5 \t 41 \t 2 \t 20 \t 1 \t -3 \t 65\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 44 \t -953\n", + "\t\t\t\t\t -883 \t 19125\n", + "GCD(39203, 1810) = 1, with coefficients -883 and 19125 such that 1 = (-883)*39203 + (19125)*1810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1811 \t 21 \t 1172 \t 1 \t 0\n", + "1 \t 1811 \t 1172 \t 1 \t 639 \t 0 \t 1\n", + "2 \t 1172 \t 639 \t 1 \t 533 \t 1 \t -21\n", + "3 \t 639 \t 533 \t 1 \t 106 \t -1 \t 22\n", + "4 \t 533 \t 106 \t 5 \t 3 \t 2 \t -43\n", + "5 \t 106 \t 3 \t 35 \t 1 \t -3 \t 65\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 17 \t -368\n", + "\t\t\t\t\t -598 \t 12945\n", + "GCD(39203, 1811) = 1, with coefficients -598 and 12945 such that 1 = (-598)*39203 + (12945)*1811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1812 \t 21 \t 1151 \t 1 \t 0\n", + "1 \t 1812 \t 1151 \t 1 \t 661 \t 0 \t 1\n", + "2 \t 1151 \t 661 \t 1 \t 490 \t 1 \t -21\n", + "3 \t 661 \t 490 \t 1 \t 171 \t -1 \t 22\n", + "4 \t 490 \t 171 \t 2 \t 148 \t 2 \t -43\n", + "5 \t 171 \t 148 \t 1 \t 23 \t -3 \t 65\n", + "6 \t 148 \t 23 \t 6 \t 10 \t 8 \t -173\n", + "7 \t 23 \t 10 \t 2 \t 3 \t -11 \t 238\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 74 \t -1601\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -159 \t 3440\n", + "\t\t\t\t\t 551 \t -11921\n", + "GCD(39203, 1812) = 1, with coefficients 551 and -11921 such that 1 = (551)*39203 + (-11921)*1812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1813 \t 21 \t 1130 \t 1 \t 0\n", + "1 \t 1813 \t 1130 \t 1 \t 683 \t 0 \t 1\n", + "2 \t 1130 \t 683 \t 1 \t 447 \t 1 \t -21\n", + "3 \t 683 \t 447 \t 1 \t 236 \t -1 \t 22\n", + "4 \t 447 \t 236 \t 1 \t 211 \t 2 \t -43\n", + "5 \t 236 \t 211 \t 1 \t 25 \t -3 \t 65\n", + "6 \t 211 \t 25 \t 8 \t 11 \t 5 \t -108\n", + "7 \t 25 \t 11 \t 2 \t 3 \t -8 \t 173\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 69 \t -1492\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -146 \t 3157\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 507 \t -10963\n", + "\t\t\t\t\t -653 \t 14120\n", + "GCD(39203, 1813) = 1, with coefficients -653 and 14120 such that 1 = (-653)*39203 + (14120)*1813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1814 \t 21 \t 1109 \t 1 \t 0\n", + "1 \t 1814 \t 1109 \t 1 \t 705 \t 0 \t 1\n", + "2 \t 1109 \t 705 \t 1 \t 404 \t 1 \t -21\n", + "3 \t 705 \t 404 \t 1 \t 301 \t -1 \t 22\n", + "4 \t 404 \t 301 \t 1 \t 103 \t 2 \t -43\n", + "5 \t 301 \t 103 \t 2 \t 95 \t -3 \t 65\n", + "6 \t 103 \t 95 \t 1 \t 8 \t 5 \t -108\n", + "7 \t 95 \t 8 \t 11 \t 7 \t -13 \t 281\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 18 \t -389\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -211 \t 4560\n", + "\t\t\t\t\t 229 \t -4949\n", + "GCD(39203, 1814) = 1, with coefficients 229 and -4949 such that 1 = (229)*39203 + (-4949)*1814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1815 \t 21 \t 1088 \t 1 \t 0\n", + "1 \t 1815 \t 1088 \t 1 \t 727 \t 0 \t 1\n", + "2 \t 1088 \t 727 \t 1 \t 361 \t 1 \t -21\n", + "3 \t 727 \t 361 \t 2 \t 5 \t -1 \t 22\n", + "4 \t 361 \t 5 \t 72 \t 1 \t 2 \t -43\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -5 \t 108\n", + "\t\t\t\t\t 362 \t -7819\n", + "GCD(39203, 1815) = 1, with coefficients 362 and -7819 such that 1 = (362)*39203 + (-7819)*1815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1816 \t 21 \t 1067 \t 1 \t 0\n", + "1 \t 1816 \t 1067 \t 1 \t 749 \t 0 \t 1\n", + "2 \t 1067 \t 749 \t 1 \t 318 \t 1 \t -21\n", + "3 \t 749 \t 318 \t 2 \t 113 \t -1 \t 22\n", + "4 \t 318 \t 113 \t 2 \t 92 \t 2 \t -43\n", + "5 \t 113 \t 92 \t 1 \t 21 \t -5 \t 108\n", + "6 \t 92 \t 21 \t 4 \t 8 \t 12 \t -259\n", + "7 \t 21 \t 8 \t 2 \t 5 \t -17 \t 367\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 80 \t -1727\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -177 \t 3821\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 257 \t -5548\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -434 \t 9369\n", + "\t\t\t\t\t 691 \t -14917\n", + "GCD(39203, 1816) = 1, with coefficients 691 and -14917 such that 1 = (691)*39203 + (-14917)*1816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1817 \t 21 \t 1046 \t 1 \t 0\n", + "1 \t 1817 \t 1046 \t 1 \t 771 \t 0 \t 1\n", + "2 \t 1046 \t 771 \t 1 \t 275 \t 1 \t -21\n", + "3 \t 771 \t 275 \t 2 \t 221 \t -1 \t 22\n", + "4 \t 275 \t 221 \t 1 \t 54 \t 2 \t -43\n", + "5 \t 221 \t 54 \t 4 \t 5 \t -5 \t 108\n", + "6 \t 54 \t 5 \t 10 \t 4 \t 7 \t -151\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -33 \t 712\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 337 \t -7271\n", + "\t\t\t\t\t -370 \t 7983\n", + "GCD(39203, 1817) = 1, with coefficients -370 and 7983 such that 1 = (-370)*39203 + (7983)*1817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1818 \t 21 \t 1025 \t 1 \t 0\n", + "1 \t 1818 \t 1025 \t 1 \t 793 \t 0 \t 1\n", + "2 \t 1025 \t 793 \t 1 \t 232 \t 1 \t -21\n", + "3 \t 793 \t 232 \t 3 \t 97 \t -1 \t 22\n", + "4 \t 232 \t 97 \t 2 \t 38 \t 2 \t -43\n", + "5 \t 97 \t 38 \t 2 \t 21 \t -7 \t 151\n", + "6 \t 38 \t 21 \t 1 \t 17 \t 16 \t -345\n", + "7 \t 21 \t 17 \t 1 \t 4 \t -39 \t 841\n", + "8 \t 17 \t 4 \t 4 \t 1 \t 55 \t -1186\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -94 \t 2027\n", + "\t\t\t\t\t 431 \t -9294\n", + "GCD(39203, 1818) = 1, with coefficients 431 and -9294 such that 1 = (431)*39203 + (-9294)*1818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1819 \t 21 \t 1004 \t 1 \t 0\n", + "1 \t 1819 \t 1004 \t 1 \t 815 \t 0 \t 1\n", + "2 \t 1004 \t 815 \t 1 \t 189 \t 1 \t -21\n", + "3 \t 815 \t 189 \t 4 \t 59 \t -1 \t 22\n", + "4 \t 189 \t 59 \t 3 \t 12 \t 2 \t -43\n", + "5 \t 59 \t 12 \t 4 \t 11 \t -9 \t 194\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 29 \t -625\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -125 \t 2694\n", + "\t\t\t\t\t 154 \t -3319\n", + "GCD(39203, 1819) = 1, with coefficients 154 and -3319 such that 1 = (154)*39203 + (-3319)*1819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1820 \t 21 \t 983 \t 1 \t 0\n", + "1 \t 1820 \t 983 \t 1 \t 837 \t 0 \t 1\n", + "2 \t 983 \t 837 \t 1 \t 146 \t 1 \t -21\n", + "3 \t 837 \t 146 \t 5 \t 107 \t -1 \t 22\n", + "4 \t 146 \t 107 \t 1 \t 39 \t 2 \t -43\n", + "5 \t 107 \t 39 \t 2 \t 29 \t -11 \t 237\n", + "6 \t 39 \t 29 \t 1 \t 10 \t 13 \t -280\n", + "7 \t 29 \t 10 \t 2 \t 9 \t -37 \t 797\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 50 \t -1077\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -137 \t 2951\n", + "\t\t\t\t\t 187 \t -4028\n", + "GCD(39203, 1820) = 1, with coefficients 187 and -4028 such that 1 = (187)*39203 + (-4028)*1820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1821 \t 21 \t 962 \t 1 \t 0\n", + "1 \t 1821 \t 962 \t 1 \t 859 \t 0 \t 1\n", + "2 \t 962 \t 859 \t 1 \t 103 \t 1 \t -21\n", + "3 \t 859 \t 103 \t 8 \t 35 \t -1 \t 22\n", + "4 \t 103 \t 35 \t 2 \t 33 \t 2 \t -43\n", + "5 \t 35 \t 33 \t 1 \t 2 \t -17 \t 366\n", + "6 \t 33 \t 2 \t 16 \t 1 \t 36 \t -775\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -53 \t 1141\n", + "\t\t\t\t\t 884 \t -19031\n", + "GCD(39203, 1821) = 1, with coefficients 884 and -19031 such that 1 = (884)*39203 + (-19031)*1821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1822 \t 21 \t 941 \t 1 \t 0\n", + "1 \t 1822 \t 941 \t 1 \t 881 \t 0 \t 1\n", + "2 \t 941 \t 881 \t 1 \t 60 \t 1 \t -21\n", + "3 \t 881 \t 60 \t 14 \t 41 \t -1 \t 22\n", + "4 \t 60 \t 41 \t 1 \t 19 \t 2 \t -43\n", + "5 \t 41 \t 19 \t 2 \t 3 \t -29 \t 624\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 31 \t -667\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -91 \t 1958\n", + "\t\t\t\t\t 577 \t -12415\n", + "GCD(39203, 1822) = 1, with coefficients 577 and -12415 such that 1 = (577)*39203 + (-12415)*1822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1823 \t 21 \t 920 \t 1 \t 0\n", + "1 \t 1823 \t 920 \t 1 \t 903 \t 0 \t 1\n", + "2 \t 920 \t 903 \t 1 \t 17 \t 1 \t -21\n", + "3 \t 903 \t 17 \t 53 \t 2 \t -1 \t 22\n", + "4 \t 17 \t 2 \t 8 \t 1 \t 2 \t -43\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -107 \t 2301\n", + "\t\t\t\t\t 858 \t -18451\n", + "GCD(39203, 1823) = 1, with coefficients 858 and -18451 such that 1 = (858)*39203 + (-18451)*1823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1824 \t 21 \t 899 \t 1 \t 0\n", + "1 \t 1824 \t 899 \t 2 \t 26 \t 0 \t 1\n", + "2 \t 899 \t 26 \t 34 \t 15 \t 1 \t -21\n", + "3 \t 26 \t 15 \t 1 \t 11 \t -2 \t 43\n", + "4 \t 15 \t 11 \t 1 \t 4 \t 69 \t -1483\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -71 \t 1526\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 140 \t -3009\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -351 \t 7544\n", + "\t\t\t\t\t 491 \t -10553\n", + "GCD(39203, 1824) = 1, with coefficients 491 and -10553 such that 1 = (491)*39203 + (-10553)*1824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1825 \t 21 \t 878 \t 1 \t 0\n", + "1 \t 1825 \t 878 \t 2 \t 69 \t 0 \t 1\n", + "2 \t 878 \t 69 \t 12 \t 50 \t 1 \t -21\n", + "3 \t 69 \t 50 \t 1 \t 19 \t -2 \t 43\n", + "4 \t 50 \t 19 \t 2 \t 12 \t 25 \t -537\n", + "5 \t 19 \t 12 \t 1 \t 7 \t -27 \t 580\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 79 \t -1697\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -106 \t 2277\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 185 \t -3974\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -291 \t 6251\n", + "\t\t\t\t\t 767 \t -16476\n", + "GCD(39203, 1825) = 1, with coefficients 767 and -16476 such that 1 = (767)*39203 + (-16476)*1825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1826 \t 21 \t 857 \t 1 \t 0\n", + "1 \t 1826 \t 857 \t 2 \t 112 \t 0 \t 1\n", + "2 \t 857 \t 112 \t 7 \t 73 \t 1 \t -21\n", + "3 \t 112 \t 73 \t 1 \t 39 \t -2 \t 43\n", + "4 \t 73 \t 39 \t 1 \t 34 \t 15 \t -322\n", + "5 \t 39 \t 34 \t 1 \t 5 \t -17 \t 365\n", + "6 \t 34 \t 5 \t 6 \t 4 \t 32 \t -687\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -49 \t 1052\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 326 \t -6999\n", + "\t\t\t\t\t -375 \t 8051\n", + "GCD(39203, 1826) = 1, with coefficients -375 and 8051 such that 1 = (-375)*39203 + (8051)*1826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1827 \t 21 \t 836 \t 1 \t 0\n", + "1 \t 1827 \t 836 \t 2 \t 155 \t 0 \t 1\n", + "2 \t 836 \t 155 \t 5 \t 61 \t 1 \t -21\n", + "3 \t 155 \t 61 \t 2 \t 33 \t -2 \t 43\n", + "4 \t 61 \t 33 \t 1 \t 28 \t 11 \t -236\n", + "5 \t 33 \t 28 \t 1 \t 5 \t -24 \t 515\n", + "6 \t 28 \t 5 \t 5 \t 3 \t 35 \t -751\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -59 \t 1266\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 330 \t -7081\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -389 \t 8347\n", + "\t\t\t\t\t 719 \t -15428\n", + "GCD(39203, 1827) = 1, with coefficients 719 and -15428 such that 1 = (719)*39203 + (-15428)*1827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1828 \t 21 \t 815 \t 1 \t 0\n", + "1 \t 1828 \t 815 \t 2 \t 198 \t 0 \t 1\n", + "2 \t 815 \t 198 \t 4 \t 23 \t 1 \t -21\n", + "3 \t 198 \t 23 \t 8 \t 14 \t -2 \t 43\n", + "4 \t 23 \t 14 \t 1 \t 9 \t 9 \t -193\n", + "5 \t 14 \t 9 \t 1 \t 5 \t -74 \t 1587\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 83 \t -1780\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -157 \t 3367\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 240 \t -5147\n", + "\t\t\t\t\t -397 \t 8514\n", + "GCD(39203, 1828) = 1, with coefficients -397 and 8514 such that 1 = (-397)*39203 + (8514)*1828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1829 \t 21 \t 794 \t 1 \t 0\n", + "1 \t 1829 \t 794 \t 2 \t 241 \t 0 \t 1\n", + "2 \t 794 \t 241 \t 3 \t 71 \t 1 \t -21\n", + "3 \t 241 \t 71 \t 3 \t 28 \t -2 \t 43\n", + "4 \t 71 \t 28 \t 2 \t 15 \t 7 \t -150\n", + "5 \t 28 \t 15 \t 1 \t 13 \t -23 \t 493\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 53 \t -1136\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -76 \t 1629\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 129 \t -2765\n", + "\t\t\t\t\t -850 \t 18219\n", + "GCD(39203, 1829) = 1, with coefficients -850 and 18219 such that 1 = (-850)*39203 + (18219)*1829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1830 \t 21 \t 773 \t 1 \t 0\n", + "1 \t 1830 \t 773 \t 2 \t 284 \t 0 \t 1\n", + "2 \t 773 \t 284 \t 2 \t 205 \t 1 \t -21\n", + "3 \t 284 \t 205 \t 1 \t 79 \t -2 \t 43\n", + "4 \t 205 \t 79 \t 2 \t 47 \t 5 \t -107\n", + "5 \t 79 \t 47 \t 1 \t 32 \t -7 \t 150\n", + "6 \t 47 \t 32 \t 1 \t 15 \t 19 \t -407\n", + "7 \t 32 \t 15 \t 2 \t 2 \t -26 \t 557\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 45 \t -964\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -116 \t 2485\n", + "\t\t\t\t\t 857 \t -18359\n", + "GCD(39203, 1830) = 1, with coefficients 857 and -18359 such that 1 = (857)*39203 + (-18359)*1830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1831 \t 21 \t 752 \t 1 \t 0\n", + "1 \t 1831 \t 752 \t 2 \t 327 \t 0 \t 1\n", + "2 \t 752 \t 327 \t 2 \t 98 \t 1 \t -21\n", + "3 \t 327 \t 98 \t 3 \t 33 \t -2 \t 43\n", + "4 \t 98 \t 33 \t 2 \t 32 \t 5 \t -107\n", + "5 \t 33 \t 32 \t 1 \t 1 \t -17 \t 364\n", + "6 \t 32 \t 1 \t 32 \t 0 \t 39 \t -835\n", + "\t\t\t\t\t -56 \t 1199\n", + "GCD(39203, 1831) = 1, with coefficients -56 and 1199 such that 1 = (-56)*39203 + (1199)*1831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1832 \t 21 \t 731 \t 1 \t 0\n", + "1 \t 1832 \t 731 \t 2 \t 370 \t 0 \t 1\n", + "2 \t 731 \t 370 \t 1 \t 361 \t 1 \t -21\n", + "3 \t 370 \t 361 \t 1 \t 9 \t -2 \t 43\n", + "4 \t 361 \t 9 \t 40 \t 1 \t 3 \t -64\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -5 \t 107\n", + "\t\t\t\t\t 203 \t -4344\n", + "GCD(39203, 1832) = 1, with coefficients 203 and -4344 such that 1 = (203)*39203 + (-4344)*1832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1833 \t 21 \t 710 \t 1 \t 0\n", + "1 \t 1833 \t 710 \t 2 \t 413 \t 0 \t 1\n", + "2 \t 710 \t 413 \t 1 \t 297 \t 1 \t -21\n", + "3 \t 413 \t 297 \t 1 \t 116 \t -2 \t 43\n", + "4 \t 297 \t 116 \t 2 \t 65 \t 3 \t -64\n", + "5 \t 116 \t 65 \t 1 \t 51 \t -5 \t 107\n", + "6 \t 65 \t 51 \t 1 \t 14 \t 13 \t -278\n", + "7 \t 51 \t 14 \t 3 \t 9 \t -18 \t 385\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 31 \t -663\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -111 \t 2374\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 142 \t -3037\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -253 \t 5411\n", + "\t\t\t\t\t 395 \t -8448\n", + "GCD(39203, 1833) = 1, with coefficients 395 and -8448 such that 1 = (395)*39203 + (-8448)*1833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1834 \t 21 \t 689 \t 1 \t 0\n", + "1 \t 1834 \t 689 \t 2 \t 456 \t 0 \t 1\n", + "2 \t 689 \t 456 \t 1 \t 233 \t 1 \t -21\n", + "3 \t 456 \t 233 \t 1 \t 223 \t -2 \t 43\n", + "4 \t 233 \t 223 \t 1 \t 10 \t 3 \t -64\n", + "5 \t 223 \t 10 \t 22 \t 3 \t -5 \t 107\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 8 \t -171\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -181 \t 3869\n", + "\t\t\t\t\t 551 \t -11778\n", + "GCD(39203, 1834) = 1, with coefficients 551 and -11778 such that 1 = (551)*39203 + (-11778)*1834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1835 \t 21 \t 668 \t 1 \t 0\n", + "1 \t 1835 \t 668 \t 2 \t 499 \t 0 \t 1\n", + "2 \t 668 \t 499 \t 1 \t 169 \t 1 \t -21\n", + "3 \t 499 \t 169 \t 2 \t 161 \t -2 \t 43\n", + "4 \t 169 \t 161 \t 1 \t 8 \t 3 \t -64\n", + "5 \t 161 \t 8 \t 20 \t 1 \t -8 \t 171\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 11 \t -235\n", + "\t\t\t\t\t -228 \t 4871\n", + "GCD(39203, 1835) = 1, with coefficients -228 and 4871 such that 1 = (-228)*39203 + (4871)*1835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1836 \t 21 \t 647 \t 1 \t 0\n", + "1 \t 1836 \t 647 \t 2 \t 542 \t 0 \t 1\n", + "2 \t 647 \t 542 \t 1 \t 105 \t 1 \t -21\n", + "3 \t 542 \t 105 \t 5 \t 17 \t -2 \t 43\n", + "4 \t 105 \t 17 \t 6 \t 3 \t 3 \t -64\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -17 \t 363\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 105 \t -2242\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -542 \t 11573\n", + "\t\t\t\t\t 647 \t -13815\n", + "GCD(39203, 1836) = 1, with coefficients 647 and -13815 such that 1 = (647)*39203 + (-13815)*1836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1837 \t 21 \t 626 \t 1 \t 0\n", + "1 \t 1837 \t 626 \t 2 \t 585 \t 0 \t 1\n", + "2 \t 626 \t 585 \t 1 \t 41 \t 1 \t -21\n", + "3 \t 585 \t 41 \t 14 \t 11 \t -2 \t 43\n", + "4 \t 41 \t 11 \t 3 \t 8 \t 3 \t -64\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -44 \t 939\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 135 \t -2881\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -179 \t 3820\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 493 \t -10521\n", + "\t\t\t\t\t -672 \t 14341\n", + "GCD(39203, 1837) = 1, with coefficients -672 and 14341 such that 1 = (-672)*39203 + (14341)*1837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1838 \t 21 \t 605 \t 1 \t 0\n", + "1 \t 1838 \t 605 \t 3 \t 23 \t 0 \t 1\n", + "2 \t 605 \t 23 \t 26 \t 7 \t 1 \t -21\n", + "3 \t 23 \t 7 \t 3 \t 2 \t -3 \t 64\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 79 \t -1685\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -240 \t 5119\n", + "\t\t\t\t\t 799 \t -17042\n", + "GCD(39203, 1838) = 1, with coefficients 799 and -17042 such that 1 = (799)*39203 + (-17042)*1838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1839 \t 21 \t 584 \t 1 \t 0\n", + "1 \t 1839 \t 584 \t 3 \t 87 \t 0 \t 1\n", + "2 \t 584 \t 87 \t 6 \t 62 \t 1 \t -21\n", + "3 \t 87 \t 62 \t 1 \t 25 \t -3 \t 64\n", + "4 \t 62 \t 25 \t 2 \t 12 \t 19 \t -405\n", + "5 \t 25 \t 12 \t 2 \t 1 \t -22 \t 469\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 63 \t -1343\n", + "\t\t\t\t\t -148 \t 3155\n", + "GCD(39203, 1839) = 1, with coefficients -148 and 3155 such that 1 = (-148)*39203 + (3155)*1839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1840 \t 21 \t 563 \t 1 \t 0\n", + "1 \t 1840 \t 563 \t 3 \t 151 \t 0 \t 1\n", + "2 \t 563 \t 151 \t 3 \t 110 \t 1 \t -21\n", + "3 \t 151 \t 110 \t 1 \t 41 \t -3 \t 64\n", + "4 \t 110 \t 41 \t 2 \t 28 \t 10 \t -213\n", + "5 \t 41 \t 28 \t 1 \t 13 \t -13 \t 277\n", + "6 \t 28 \t 13 \t 2 \t 2 \t 36 \t -767\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -49 \t 1044\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 134 \t -2855\n", + "\t\t\t\t\t -853 \t 18174\n", + "GCD(39203, 1840) = 1, with coefficients -853 and 18174 such that 1 = (-853)*39203 + (18174)*1840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1841 \t 21 \t 542 \t 1 \t 0\n", + "1 \t 1841 \t 542 \t 3 \t 215 \t 0 \t 1\n", + "2 \t 542 \t 215 \t 2 \t 112 \t 1 \t -21\n", + "3 \t 215 \t 112 \t 1 \t 103 \t -3 \t 64\n", + "4 \t 112 \t 103 \t 1 \t 9 \t 7 \t -149\n", + "5 \t 103 \t 9 \t 11 \t 4 \t -10 \t 213\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 17 \t -362\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -197 \t 4195\n", + "\t\t\t\t\t 411 \t -8752\n", + "GCD(39203, 1841) = 1, with coefficients 411 and -8752 such that 1 = (411)*39203 + (-8752)*1841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1842 \t 21 \t 521 \t 1 \t 0\n", + "1 \t 1842 \t 521 \t 3 \t 279 \t 0 \t 1\n", + "2 \t 521 \t 279 \t 1 \t 242 \t 1 \t -21\n", + "3 \t 279 \t 242 \t 1 \t 37 \t -3 \t 64\n", + "4 \t 242 \t 37 \t 6 \t 20 \t 4 \t -85\n", + "5 \t 37 \t 20 \t 1 \t 17 \t -7 \t 149\n", + "6 \t 20 \t 17 \t 1 \t 3 \t 46 \t -979\n", + "7 \t 17 \t 3 \t 5 \t 2 \t -53 \t 1128\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 99 \t -2107\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -548 \t 11663\n", + "\t\t\t\t\t 647 \t -13770\n", + "GCD(39203, 1842) = 1, with coefficients 647 and -13770 such that 1 = (647)*39203 + (-13770)*1842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1843 \t 21 \t 500 \t 1 \t 0\n", + "1 \t 1843 \t 500 \t 3 \t 343 \t 0 \t 1\n", + "2 \t 500 \t 343 \t 1 \t 157 \t 1 \t -21\n", + "3 \t 343 \t 157 \t 2 \t 29 \t -3 \t 64\n", + "4 \t 157 \t 29 \t 5 \t 12 \t 4 \t -85\n", + "5 \t 29 \t 12 \t 2 \t 5 \t -11 \t 234\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 59 \t -1255\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -129 \t 2744\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 317 \t -6743\n", + "\t\t\t\t\t -763 \t 16230\n", + "GCD(39203, 1843) = 1, with coefficients -763 and 16230 such that 1 = (-763)*39203 + (16230)*1843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1844 \t 21 \t 479 \t 1 \t 0\n", + "1 \t 1844 \t 479 \t 3 \t 407 \t 0 \t 1\n", + "2 \t 479 \t 407 \t 1 \t 72 \t 1 \t -21\n", + "3 \t 407 \t 72 \t 5 \t 47 \t -3 \t 64\n", + "4 \t 72 \t 47 \t 1 \t 25 \t 4 \t -85\n", + "5 \t 47 \t 25 \t 1 \t 22 \t -23 \t 489\n", + "6 \t 25 \t 22 \t 1 \t 3 \t 27 \t -574\n", + "7 \t 22 \t 3 \t 7 \t 1 \t -50 \t 1063\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 77 \t -1637\n", + "\t\t\t\t\t -589 \t 12522\n", + "GCD(39203, 1844) = 1, with coefficients -589 and 12522 such that 1 = (-589)*39203 + (12522)*1844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1845 \t 21 \t 458 \t 1 \t 0\n", + "1 \t 1845 \t 458 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 458 \t 13 \t 35 \t 3 \t 1 \t -21\n", + "3 \t 13 \t 3 \t 4 \t 1 \t -4 \t 85\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 141 \t -2996\n", + "\t\t\t\t\t -568 \t 12069\n", + "GCD(39203, 1845) = 1, with coefficients -568 and 12069 such that 1 = (-568)*39203 + (12069)*1845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1846 \t 21 \t 437 \t 1 \t 0\n", + "1 \t 1846 \t 437 \t 4 \t 98 \t 0 \t 1\n", + "2 \t 437 \t 98 \t 4 \t 45 \t 1 \t -21\n", + "3 \t 98 \t 45 \t 2 \t 8 \t -4 \t 85\n", + "4 \t 45 \t 8 \t 5 \t 5 \t 17 \t -361\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -38 \t 807\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 207 \t -4396\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -245 \t 5203\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 452 \t -9599\n", + "\t\t\t\t\t -697 \t 14802\n", + "GCD(39203, 1846) = 1, with coefficients -697 and 14802 such that 1 = (-697)*39203 + (14802)*1846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1847 \t 21 \t 416 \t 1 \t 0\n", + "1 \t 1847 \t 416 \t 4 \t 183 \t 0 \t 1\n", + "2 \t 416 \t 183 \t 2 \t 50 \t 1 \t -21\n", + "3 \t 183 \t 50 \t 3 \t 33 \t -4 \t 85\n", + "4 \t 50 \t 33 \t 1 \t 17 \t 9 \t -191\n", + "5 \t 33 \t 17 \t 1 \t 16 \t -31 \t 658\n", + "6 \t 17 \t 16 \t 1 \t 1 \t 40 \t -849\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -71 \t 1507\n", + "\t\t\t\t\t 111 \t -2356\n", + "GCD(39203, 1847) = 1, with coefficients 111 and -2356 such that 1 = (111)*39203 + (-2356)*1847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1848 \t 21 \t 395 \t 1 \t 0\n", + "1 \t 1848 \t 395 \t 4 \t 268 \t 0 \t 1\n", + "2 \t 395 \t 268 \t 1 \t 127 \t 1 \t -21\n", + "3 \t 268 \t 127 \t 2 \t 14 \t -4 \t 85\n", + "4 \t 127 \t 14 \t 9 \t 1 \t 5 \t -106\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -14 \t 297\n", + "\t\t\t\t\t 131 \t -2779\n", + "GCD(39203, 1848) = 1, with coefficients 131 and -2779 such that 1 = (131)*39203 + (-2779)*1848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1849 \t 21 \t 374 \t 1 \t 0\n", + "1 \t 1849 \t 374 \t 4 \t 353 \t 0 \t 1\n", + "2 \t 374 \t 353 \t 1 \t 21 \t 1 \t -21\n", + "3 \t 353 \t 21 \t 16 \t 17 \t -4 \t 85\n", + "4 \t 21 \t 17 \t 1 \t 4 \t 5 \t -106\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -84 \t 1781\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 89 \t -1887\n", + "\t\t\t\t\t -440 \t 9329\n", + "GCD(39203, 1849) = 1, with coefficients -440 and 9329 such that 1 = (-440)*39203 + (9329)*1849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1850 \t 21 \t 353 \t 1 \t 0\n", + "1 \t 1850 \t 353 \t 5 \t 85 \t 0 \t 1\n", + "2 \t 353 \t 85 \t 4 \t 13 \t 1 \t -21\n", + "3 \t 85 \t 13 \t 6 \t 7 \t -5 \t 106\n", + "4 \t 13 \t 7 \t 1 \t 6 \t 21 \t -445\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -131 \t 2776\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 152 \t -3221\n", + "\t\t\t\t\t -283 \t 5997\n", + "GCD(39203, 1850) = 1, with coefficients -283 and 5997 such that 1 = (-283)*39203 + (5997)*1850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1851 \t 21 \t 332 \t 1 \t 0\n", + "1 \t 1851 \t 332 \t 5 \t 191 \t 0 \t 1\n", + "2 \t 332 \t 191 \t 1 \t 141 \t 1 \t -21\n", + "3 \t 191 \t 141 \t 1 \t 50 \t -5 \t 106\n", + "4 \t 141 \t 50 \t 2 \t 41 \t 6 \t -127\n", + "5 \t 50 \t 41 \t 1 \t 9 \t -11 \t 233\n", + "6 \t 41 \t 9 \t 4 \t 5 \t 28 \t -593\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -39 \t 826\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 184 \t -3897\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -223 \t 4723\n", + "\t\t\t\t\t 407 \t -8620\n", + "GCD(39203, 1851) = 1, with coefficients 407 and -8620 such that 1 = (407)*39203 + (-8620)*1851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1852 \t 21 \t 311 \t 1 \t 0\n", + "1 \t 1852 \t 311 \t 5 \t 297 \t 0 \t 1\n", + "2 \t 311 \t 297 \t 1 \t 14 \t 1 \t -21\n", + "3 \t 297 \t 14 \t 21 \t 3 \t -5 \t 106\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 6 \t -127\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -131 \t 2773\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 530 \t -11219\n", + "\t\t\t\t\t -661 \t 13992\n", + "GCD(39203, 1852) = 1, with coefficients -661 and 13992 such that 1 = (-661)*39203 + (13992)*1852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1853 \t 21 \t 290 \t 1 \t 0\n", + "1 \t 1853 \t 290 \t 6 \t 113 \t 0 \t 1\n", + "2 \t 290 \t 113 \t 2 \t 64 \t 1 \t -21\n", + "3 \t 113 \t 64 \t 1 \t 49 \t -6 \t 127\n", + "4 \t 64 \t 49 \t 1 \t 15 \t 13 \t -275\n", + "5 \t 49 \t 15 \t 3 \t 4 \t -19 \t 402\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 32 \t -677\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -115 \t 2433\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 377 \t -7976\n", + "\t\t\t\t\t -492 \t 10409\n", + "GCD(39203, 1853) = 1, with coefficients -492 and 10409 such that 1 = (-492)*39203 + (10409)*1853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1854 \t 21 \t 269 \t 1 \t 0\n", + "1 \t 1854 \t 269 \t 6 \t 240 \t 0 \t 1\n", + "2 \t 269 \t 240 \t 1 \t 29 \t 1 \t -21\n", + "3 \t 240 \t 29 \t 8 \t 8 \t -6 \t 127\n", + "4 \t 29 \t 8 \t 3 \t 5 \t 7 \t -148\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -62 \t 1311\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 193 \t -4081\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -255 \t 5392\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 448 \t -9473\n", + "\t\t\t\t\t -703 \t 14865\n", + "GCD(39203, 1854) = 1, with coefficients -703 and 14865 such that 1 = (-703)*39203 + (14865)*1854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1855 \t 21 \t 248 \t 1 \t 0\n", + "1 \t 1855 \t 248 \t 7 \t 119 \t 0 \t 1\n", + "2 \t 248 \t 119 \t 2 \t 10 \t 1 \t -21\n", + "3 \t 119 \t 10 \t 11 \t 9 \t -7 \t 148\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 15 \t -317\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -172 \t 3635\n", + "\t\t\t\t\t 187 \t -3952\n", + "GCD(39203, 1855) = 1, with coefficients 187 and -3952 such that 1 = (187)*39203 + (-3952)*1855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1856 \t 21 \t 227 \t 1 \t 0\n", + "1 \t 1856 \t 227 \t 8 \t 40 \t 0 \t 1\n", + "2 \t 227 \t 40 \t 5 \t 27 \t 1 \t -21\n", + "3 \t 40 \t 27 \t 1 \t 13 \t -8 \t 169\n", + "4 \t 27 \t 13 \t 2 \t 1 \t 41 \t -866\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -49 \t 1035\n", + "\t\t\t\t\t 139 \t -2936\n", + "GCD(39203, 1856) = 1, with coefficients 139 and -2936 such that 1 = (139)*39203 + (-2936)*1856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1857 \t 21 \t 206 \t 1 \t 0\n", + "1 \t 1857 \t 206 \t 9 \t 3 \t 0 \t 1\n", + "2 \t 206 \t 3 \t 68 \t 2 \t 1 \t -21\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -9 \t 190\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 613 \t -12941\n", + "\t\t\t\t\t -622 \t 13131\n", + "GCD(39203, 1857) = 1, with coefficients -622 and 13131 such that 1 = (-622)*39203 + (13131)*1857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1858 \t 21 \t 185 \t 1 \t 0\n", + "1 \t 1858 \t 185 \t 10 \t 8 \t 0 \t 1\n", + "2 \t 185 \t 8 \t 23 \t 1 \t 1 \t -21\n", + "3 \t 8 \t 1 \t 8 \t 0 \t -10 \t 211\n", + "\t\t\t\t\t 231 \t -4874\n", + "GCD(39203, 1858) = 1, with coefficients 231 and -4874 such that 1 = (231)*39203 + (-4874)*1858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1859 \t 21 \t 164 \t 1 \t 0\n", + "1 \t 1859 \t 164 \t 11 \t 55 \t 0 \t 1\n", + "2 \t 164 \t 55 \t 2 \t 54 \t 1 \t -21\n", + "3 \t 55 \t 54 \t 1 \t 1 \t -11 \t 232\n", + "4 \t 54 \t 1 \t 54 \t 0 \t 23 \t -485\n", + "\t\t\t\t\t -34 \t 717\n", + "GCD(39203, 1859) = 1, with coefficients -34 and 717 such that 1 = (-34)*39203 + (717)*1859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1860 \t 21 \t 143 \t 1 \t 0\n", + "1 \t 1860 \t 143 \t 13 \t 1 \t 0 \t 1\n", + "2 \t 143 \t 1 \t 143 \t 0 \t 1 \t -21\n", + "\t\t\t\t\t -13 \t 274\n", + "GCD(39203, 1860) = 1, with coefficients -13 and 274 such that 1 = (-13)*39203 + (274)*1860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1861 \t 21 \t 122 \t 1 \t 0\n", + "1 \t 1861 \t 122 \t 15 \t 31 \t 0 \t 1\n", + "2 \t 122 \t 31 \t 3 \t 29 \t 1 \t -21\n", + "3 \t 31 \t 29 \t 1 \t 2 \t -15 \t 316\n", + "4 \t 29 \t 2 \t 14 \t 1 \t 46 \t -969\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -61 \t 1285\n", + "\t\t\t\t\t 900 \t -18959\n", + "GCD(39203, 1861) = 1, with coefficients 900 and -18959 such that 1 = (900)*39203 + (-18959)*1861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1862 \t 21 \t 101 \t 1 \t 0\n", + "1 \t 1862 \t 101 \t 18 \t 44 \t 0 \t 1\n", + "2 \t 101 \t 44 \t 2 \t 13 \t 1 \t -21\n", + "3 \t 44 \t 13 \t 3 \t 5 \t -18 \t 379\n", + "4 \t 13 \t 5 \t 2 \t 3 \t 37 \t -779\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -129 \t 2716\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 295 \t -6211\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -424 \t 8927\n", + "\t\t\t\t\t 719 \t -15138\n", + "GCD(39203, 1862) = 1, with coefficients 719 and -15138 such that 1 = (719)*39203 + (-15138)*1862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1863 \t 21 \t 80 \t 1 \t 0\n", + "1 \t 1863 \t 80 \t 23 \t 23 \t 0 \t 1\n", + "2 \t 80 \t 23 \t 3 \t 11 \t 1 \t -21\n", + "3 \t 23 \t 11 \t 2 \t 1 \t -23 \t 484\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 70 \t -1473\n", + "\t\t\t\t\t -163 \t 3430\n", + "GCD(39203, 1863) = 1, with coefficients -163 and 3430 such that 1 = (-163)*39203 + (3430)*1863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1864 \t 21 \t 59 \t 1 \t 0\n", + "1 \t 1864 \t 59 \t 31 \t 35 \t 0 \t 1\n", + "2 \t 59 \t 35 \t 1 \t 24 \t 1 \t -21\n", + "3 \t 35 \t 24 \t 1 \t 11 \t -31 \t 652\n", + "4 \t 24 \t 11 \t 2 \t 2 \t 32 \t -673\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -63 \t 1325\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 158 \t -3323\n", + "\t\t\t\t\t -853 \t 17940\n", + "GCD(39203, 1864) = 1, with coefficients -853 and 17940 such that 1 = (-853)*39203 + (17940)*1864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1865 \t 21 \t 38 \t 1 \t 0\n", + "1 \t 1865 \t 38 \t 49 \t 3 \t 0 \t 1\n", + "2 \t 38 \t 3 \t 12 \t 2 \t 1 \t -21\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -49 \t 1030\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 589 \t -12381\n", + "\t\t\t\t\t -638 \t 13411\n", + "GCD(39203, 1865) = 1, with coefficients -638 and 13411 such that 1 = (-638)*39203 + (13411)*1865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1866 \t 21 \t 17 \t 1 \t 0\n", + "1 \t 1866 \t 17 \t 109 \t 13 \t 0 \t 1\n", + "2 \t 17 \t 13 \t 1 \t 4 \t 1 \t -21\n", + "3 \t 13 \t 4 \t 3 \t 1 \t -109 \t 2290\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 110 \t -2311\n", + "\t\t\t\t\t -439 \t 9223\n", + "GCD(39203, 1866) = 1, with coefficients -439 and 9223 such that 1 = (-439)*39203 + (9223)*1866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1867 \t 20 \t 1863 \t 1 \t 0\n", + "1 \t 1867 \t 1863 \t 1 \t 4 \t 0 \t 1\n", + "2 \t 1863 \t 4 \t 465 \t 3 \t 1 \t -20\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -1 \t 21\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 466 \t -9785\n", + "\t\t\t\t\t -467 \t 9806\n", + "GCD(39203, 1867) = 1, with coefficients -467 and 9806 such that 1 = (-467)*39203 + (9806)*1867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1868 \t 20 \t 1843 \t 1 \t 0\n", + "1 \t 1868 \t 1843 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 1843 \t 25 \t 73 \t 18 \t 1 \t -20\n", + "3 \t 25 \t 18 \t 1 \t 7 \t -1 \t 21\n", + "4 \t 18 \t 7 \t 2 \t 4 \t 74 \t -1553\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -75 \t 1574\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 224 \t -4701\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -299 \t 6275\n", + "\t\t\t\t\t 523 \t -10976\n", + "GCD(39203, 1868) = 1, with coefficients 523 and -10976 such that 1 = (523)*39203 + (-10976)*1868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1869 \t 20 \t 1823 \t 1 \t 0\n", + "1 \t 1869 \t 1823 \t 1 \t 46 \t 0 \t 1\n", + "2 \t 1823 \t 46 \t 39 \t 29 \t 1 \t -20\n", + "3 \t 46 \t 29 \t 1 \t 17 \t -1 \t 21\n", + "4 \t 29 \t 17 \t 1 \t 12 \t 40 \t -839\n", + "5 \t 17 \t 12 \t 1 \t 5 \t -41 \t 860\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 81 \t -1699\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -122 \t 2559\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 325 \t -6817\n", + "\t\t\t\t\t -772 \t 16193\n", + "GCD(39203, 1869) = 1, with coefficients -772 and 16193 such that 1 = (-772)*39203 + (16193)*1869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1870 \t 20 \t 1803 \t 1 \t 0\n", + "1 \t 1870 \t 1803 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 1803 \t 67 \t 26 \t 61 \t 1 \t -20\n", + "3 \t 67 \t 61 \t 1 \t 6 \t -1 \t 21\n", + "4 \t 61 \t 6 \t 10 \t 1 \t 27 \t -566\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -28 \t 587\n", + "\t\t\t\t\t 307 \t -6436\n", + "GCD(39203, 1870) = 1, with coefficients 307 and -6436 such that 1 = (307)*39203 + (-6436)*1870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1871 \t 20 \t 1783 \t 1 \t 0\n", + "1 \t 1871 \t 1783 \t 1 \t 88 \t 0 \t 1\n", + "2 \t 1783 \t 88 \t 20 \t 23 \t 1 \t -20\n", + "3 \t 88 \t 23 \t 3 \t 19 \t -1 \t 21\n", + "4 \t 23 \t 19 \t 1 \t 4 \t 21 \t -440\n", + "5 \t 19 \t 4 \t 4 \t 3 \t -64 \t 1341\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 85 \t -1781\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -404 \t 8465\n", + "\t\t\t\t\t 489 \t -10246\n", + "GCD(39203, 1871) = 1, with coefficients 489 and -10246 such that 1 = (489)*39203 + (-10246)*1871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1872 \t 20 \t 1763 \t 1 \t 0\n", + "1 \t 1872 \t 1763 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 1763 \t 109 \t 16 \t 19 \t 1 \t -20\n", + "3 \t 109 \t 19 \t 5 \t 14 \t -1 \t 21\n", + "4 \t 19 \t 14 \t 1 \t 5 \t 17 \t -356\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -86 \t 1801\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 103 \t -2157\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -292 \t 6115\n", + "\t\t\t\t\t 395 \t -8272\n", + "GCD(39203, 1872) = 1, with coefficients 395 and -8272 such that 1 = (395)*39203 + (-8272)*1872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1873 \t 20 \t 1743 \t 1 \t 0\n", + "1 \t 1873 \t 1743 \t 1 \t 130 \t 0 \t 1\n", + "2 \t 1743 \t 130 \t 13 \t 53 \t 1 \t -20\n", + "3 \t 130 \t 53 \t 2 \t 24 \t -1 \t 21\n", + "4 \t 53 \t 24 \t 2 \t 5 \t 14 \t -293\n", + "5 \t 24 \t 5 \t 4 \t 4 \t -29 \t 607\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 72 \t -1507\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -317 \t 6635\n", + "\t\t\t\t\t 389 \t -8142\n", + "GCD(39203, 1873) = 1, with coefficients 389 and -8142 such that 1 = (389)*39203 + (-8142)*1873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1874 \t 20 \t 1723 \t 1 \t 0\n", + "1 \t 1874 \t 1723 \t 1 \t 151 \t 0 \t 1\n", + "2 \t 1723 \t 151 \t 11 \t 62 \t 1 \t -20\n", + "3 \t 151 \t 62 \t 2 \t 27 \t -1 \t 21\n", + "4 \t 62 \t 27 \t 2 \t 8 \t 12 \t -251\n", + "5 \t 27 \t 8 \t 3 \t 3 \t -25 \t 523\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 62 \t -1297\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -211 \t 4414\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 484 \t -10125\n", + "\t\t\t\t\t -695 \t 14539\n", + "GCD(39203, 1874) = 1, with coefficients -695 and 14539 such that 1 = (-695)*39203 + (14539)*1874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1875 \t 20 \t 1703 \t 1 \t 0\n", + "1 \t 1875 \t 1703 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 1703 \t 172 \t 9 \t 155 \t 1 \t -20\n", + "3 \t 172 \t 155 \t 1 \t 17 \t -1 \t 21\n", + "4 \t 155 \t 17 \t 9 \t 2 \t 10 \t -209\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -11 \t 230\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 109 \t -2279\n", + "\t\t\t\t\t -883 \t 18462\n", + "GCD(39203, 1875) = 1, with coefficients -883 and 18462 such that 1 = (-883)*39203 + (18462)*1875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1876 \t 20 \t 1683 \t 1 \t 0\n", + "1 \t 1876 \t 1683 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 1683 \t 193 \t 8 \t 139 \t 1 \t -20\n", + "3 \t 193 \t 139 \t 1 \t 54 \t -1 \t 21\n", + "4 \t 139 \t 54 \t 2 \t 31 \t 9 \t -188\n", + "5 \t 54 \t 31 \t 1 \t 23 \t -10 \t 209\n", + "6 \t 31 \t 23 \t 1 \t 8 \t 29 \t -606\n", + "7 \t 23 \t 8 \t 2 \t 7 \t -39 \t 815\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 68 \t -1421\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -175 \t 3657\n", + "\t\t\t\t\t 243 \t -5078\n", + "GCD(39203, 1876) = 1, with coefficients 243 and -5078 such that 1 = (243)*39203 + (-5078)*1876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1877 \t 20 \t 1663 \t 1 \t 0\n", + "1 \t 1877 \t 1663 \t 1 \t 214 \t 0 \t 1\n", + "2 \t 1663 \t 214 \t 7 \t 165 \t 1 \t -20\n", + "3 \t 214 \t 165 \t 1 \t 49 \t -1 \t 21\n", + "4 \t 165 \t 49 \t 3 \t 18 \t 8 \t -167\n", + "5 \t 49 \t 18 \t 2 \t 13 \t -9 \t 188\n", + "6 \t 18 \t 13 \t 1 \t 5 \t 35 \t -731\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -79 \t 1650\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 114 \t -2381\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -307 \t 6412\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 421 \t -8793\n", + "\t\t\t\t\t -728 \t 15205\n", + "GCD(39203, 1877) = 1, with coefficients -728 and 15205 such that 1 = (-728)*39203 + (15205)*1877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1878 \t 20 \t 1643 \t 1 \t 0\n", + "1 \t 1878 \t 1643 \t 1 \t 235 \t 0 \t 1\n", + "2 \t 1643 \t 235 \t 6 \t 233 \t 1 \t -20\n", + "3 \t 235 \t 233 \t 1 \t 2 \t -1 \t 21\n", + "4 \t 233 \t 2 \t 116 \t 1 \t 7 \t -146\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -8 \t 167\n", + "\t\t\t\t\t 935 \t -19518\n", + "GCD(39203, 1878) = 1, with coefficients 935 and -19518 such that 1 = (935)*39203 + (-19518)*1878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1879 \t 20 \t 1623 \t 1 \t 0\n", + "1 \t 1879 \t 1623 \t 1 \t 256 \t 0 \t 1\n", + "2 \t 1623 \t 256 \t 6 \t 87 \t 1 \t -20\n", + "3 \t 256 \t 87 \t 2 \t 82 \t -1 \t 21\n", + "4 \t 87 \t 82 \t 1 \t 5 \t 7 \t -146\n", + "5 \t 82 \t 5 \t 16 \t 2 \t -15 \t 313\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 22 \t -459\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -367 \t 7657\n", + "\t\t\t\t\t 756 \t -15773\n", + "GCD(39203, 1879) = 1, with coefficients 756 and -15773 such that 1 = (756)*39203 + (-15773)*1879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1880 \t 20 \t 1603 \t 1 \t 0\n", + "1 \t 1880 \t 1603 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 1603 \t 277 \t 5 \t 218 \t 1 \t -20\n", + "3 \t 277 \t 218 \t 1 \t 59 \t -1 \t 21\n", + "4 \t 218 \t 59 \t 3 \t 41 \t 6 \t -125\n", + "5 \t 59 \t 41 \t 1 \t 18 \t -7 \t 146\n", + "6 \t 41 \t 18 \t 2 \t 5 \t 27 \t -563\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -34 \t 709\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 95 \t -1981\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -319 \t 6652\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 414 \t -8633\n", + "\t\t\t\t\t -733 \t 15285\n", + "GCD(39203, 1880) = 1, with coefficients -733 and 15285 such that 1 = (-733)*39203 + (15285)*1880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1881 \t 20 \t 1583 \t 1 \t 0\n", + "1 \t 1881 \t 1583 \t 1 \t 298 \t 0 \t 1\n", + "2 \t 1583 \t 298 \t 5 \t 93 \t 1 \t -20\n", + "3 \t 298 \t 93 \t 3 \t 19 \t -1 \t 21\n", + "4 \t 93 \t 19 \t 4 \t 17 \t 6 \t -125\n", + "5 \t 19 \t 17 \t 1 \t 2 \t -19 \t 396\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 82 \t -1709\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -101 \t 2105\n", + "\t\t\t\t\t 890 \t -18549\n", + "GCD(39203, 1881) = 1, with coefficients 890 and -18549 such that 1 = (890)*39203 + (-18549)*1881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1882 \t 20 \t 1563 \t 1 \t 0\n", + "1 \t 1882 \t 1563 \t 1 \t 319 \t 0 \t 1\n", + "2 \t 1563 \t 319 \t 4 \t 287 \t 1 \t -20\n", + "3 \t 319 \t 287 \t 1 \t 32 \t -1 \t 21\n", + "4 \t 287 \t 32 \t 8 \t 31 \t 5 \t -104\n", + "5 \t 32 \t 31 \t 1 \t 1 \t -6 \t 125\n", + "6 \t 31 \t 1 \t 31 \t 0 \t 53 \t -1104\n", + "\t\t\t\t\t -59 \t 1229\n", + "GCD(39203, 1882) = 1, with coefficients -59 and 1229 such that 1 = (-59)*39203 + (1229)*1882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1883 \t 20 \t 1543 \t 1 \t 0\n", + "1 \t 1883 \t 1543 \t 1 \t 340 \t 0 \t 1\n", + "2 \t 1543 \t 340 \t 4 \t 183 \t 1 \t -20\n", + "3 \t 340 \t 183 \t 1 \t 157 \t -1 \t 21\n", + "4 \t 183 \t 157 \t 1 \t 26 \t 5 \t -104\n", + "5 \t 157 \t 26 \t 6 \t 1 \t -6 \t 125\n", + "6 \t 26 \t 1 \t 26 \t 0 \t 11 \t -229\n", + "\t\t\t\t\t -72 \t 1499\n", + "GCD(39203, 1883) = 1, with coefficients -72 and 1499 such that 1 = (-72)*39203 + (1499)*1883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1884 \t 20 \t 1523 \t 1 \t 0\n", + "1 \t 1884 \t 1523 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 1523 \t 361 \t 4 \t 79 \t 1 \t -20\n", + "3 \t 361 \t 79 \t 4 \t 45 \t -1 \t 21\n", + "4 \t 79 \t 45 \t 1 \t 34 \t 5 \t -104\n", + "5 \t 45 \t 34 \t 1 \t 11 \t -21 \t 437\n", + "6 \t 34 \t 11 \t 3 \t 1 \t 26 \t -541\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -47 \t 978\n", + "\t\t\t\t\t 167 \t -3475\n", + "GCD(39203, 1884) = 1, with coefficients 167 and -3475 such that 1 = (167)*39203 + (-3475)*1884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1885 \t 20 \t 1503 \t 1 \t 0\n", + "1 \t 1885 \t 1503 \t 1 \t 382 \t 0 \t 1\n", + "2 \t 1503 \t 382 \t 3 \t 357 \t 1 \t -20\n", + "3 \t 382 \t 357 \t 1 \t 25 \t -1 \t 21\n", + "4 \t 357 \t 25 \t 14 \t 7 \t 4 \t -83\n", + "5 \t 25 \t 7 \t 3 \t 4 \t -5 \t 104\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 74 \t -1539\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -227 \t 4721\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 301 \t -6260\n", + "\t\t\t\t\t -528 \t 10981\n", + "GCD(39203, 1885) = 1, with coefficients -528 and 10981 such that 1 = (-528)*39203 + (10981)*1885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1886 \t 20 \t 1483 \t 1 \t 0\n", + "1 \t 1886 \t 1483 \t 1 \t 403 \t 0 \t 1\n", + "2 \t 1483 \t 403 \t 3 \t 274 \t 1 \t -20\n", + "3 \t 403 \t 274 \t 1 \t 129 \t -1 \t 21\n", + "4 \t 274 \t 129 \t 2 \t 16 \t 4 \t -83\n", + "5 \t 129 \t 16 \t 8 \t 1 \t -5 \t 104\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 14 \t -291\n", + "\t\t\t\t\t -117 \t 2432\n", + "GCD(39203, 1886) = 1, with coefficients -117 and 2432 such that 1 = (-117)*39203 + (2432)*1886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1887 \t 20 \t 1463 \t 1 \t 0\n", + "1 \t 1887 \t 1463 \t 1 \t 424 \t 0 \t 1\n", + "2 \t 1463 \t 424 \t 3 \t 191 \t 1 \t -20\n", + "3 \t 424 \t 191 \t 2 \t 42 \t -1 \t 21\n", + "4 \t 191 \t 42 \t 4 \t 23 \t 4 \t -83\n", + "5 \t 42 \t 23 \t 1 \t 19 \t -9 \t 187\n", + "6 \t 23 \t 19 \t 1 \t 4 \t 40 \t -831\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -49 \t 1018\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 89 \t -1849\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -405 \t 8414\n", + "\t\t\t\t\t 494 \t -10263\n", + "GCD(39203, 1887) = 1, with coefficients 494 and -10263 such that 1 = (494)*39203 + (-10263)*1887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1888 \t 20 \t 1443 \t 1 \t 0\n", + "1 \t 1888 \t 1443 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 1443 \t 445 \t 3 \t 108 \t 1 \t -20\n", + "3 \t 445 \t 108 \t 4 \t 13 \t -1 \t 21\n", + "4 \t 108 \t 13 \t 8 \t 4 \t 4 \t -83\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -17 \t 353\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 140 \t -2907\n", + "\t\t\t\t\t -437 \t 9074\n", + "GCD(39203, 1888) = 1, with coefficients -437 and 9074 such that 1 = (-437)*39203 + (9074)*1888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1889 \t 20 \t 1423 \t 1 \t 0\n", + "1 \t 1889 \t 1423 \t 1 \t 466 \t 0 \t 1\n", + "2 \t 1423 \t 466 \t 3 \t 25 \t 1 \t -20\n", + "3 \t 466 \t 25 \t 18 \t 16 \t -1 \t 21\n", + "4 \t 25 \t 16 \t 1 \t 9 \t 4 \t -83\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -73 \t 1515\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 77 \t -1598\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -150 \t 3113\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 227 \t -4711\n", + "\t\t\t\t\t -831 \t 17246\n", + "GCD(39203, 1889) = 1, with coefficients -831 and 17246 such that 1 = (-831)*39203 + (17246)*1889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1890 \t 20 \t 1403 \t 1 \t 0\n", + "1 \t 1890 \t 1403 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 1403 \t 487 \t 2 \t 429 \t 1 \t -20\n", + "3 \t 487 \t 429 \t 1 \t 58 \t -1 \t 21\n", + "4 \t 429 \t 58 \t 7 \t 23 \t 3 \t -62\n", + "5 \t 58 \t 23 \t 2 \t 12 \t -4 \t 83\n", + "6 \t 23 \t 12 \t 1 \t 11 \t 31 \t -643\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -66 \t 1369\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 97 \t -2012\n", + "\t\t\t\t\t -163 \t 3381\n", + "GCD(39203, 1890) = 1, with coefficients -163 and 3381 such that 1 = (-163)*39203 + (3381)*1890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1891 \t 20 \t 1383 \t 1 \t 0\n", + "1 \t 1891 \t 1383 \t 1 \t 508 \t 0 \t 1\n", + "2 \t 1383 \t 508 \t 2 \t 367 \t 1 \t -20\n", + "3 \t 508 \t 367 \t 1 \t 141 \t -1 \t 21\n", + "4 \t 367 \t 141 \t 2 \t 85 \t 3 \t -62\n", + "5 \t 141 \t 85 \t 1 \t 56 \t -4 \t 83\n", + "6 \t 85 \t 56 \t 1 \t 29 \t 11 \t -228\n", + "7 \t 56 \t 29 \t 1 \t 27 \t -15 \t 311\n", + "8 \t 29 \t 27 \t 1 \t 2 \t 26 \t -539\n", + "9 \t 27 \t 2 \t 13 \t 1 \t -41 \t 850\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 67 \t -1389\n", + "\t\t\t\t\t -912 \t 18907\n", + "GCD(39203, 1891) = 1, with coefficients -912 and 18907 such that 1 = (-912)*39203 + (18907)*1891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1892 \t 20 \t 1363 \t 1 \t 0\n", + "1 \t 1892 \t 1363 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 1363 \t 529 \t 2 \t 305 \t 1 \t -20\n", + "3 \t 529 \t 305 \t 1 \t 224 \t -1 \t 21\n", + "4 \t 305 \t 224 \t 1 \t 81 \t 3 \t -62\n", + "5 \t 224 \t 81 \t 2 \t 62 \t -4 \t 83\n", + "6 \t 81 \t 62 \t 1 \t 19 \t 7 \t -145\n", + "7 \t 62 \t 19 \t 3 \t 5 \t -18 \t 373\n", + "8 \t 19 \t 5 \t 3 \t 4 \t 25 \t -518\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -93 \t 1927\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 304 \t -6299\n", + "\t\t\t\t\t -397 \t 8226\n", + "GCD(39203, 1892) = 1, with coefficients -397 and 8226 such that 1 = (-397)*39203 + (8226)*1892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1893 \t 20 \t 1343 \t 1 \t 0\n", + "1 \t 1893 \t 1343 \t 1 \t 550 \t 0 \t 1\n", + "2 \t 1343 \t 550 \t 2 \t 243 \t 1 \t -20\n", + "3 \t 550 \t 243 \t 2 \t 64 \t -1 \t 21\n", + "4 \t 243 \t 64 \t 3 \t 51 \t 3 \t -62\n", + "5 \t 64 \t 51 \t 1 \t 13 \t -7 \t 145\n", + "6 \t 51 \t 13 \t 3 \t 12 \t 24 \t -497\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -31 \t 642\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 117 \t -2423\n", + "\t\t\t\t\t -148 \t 3065\n", + "GCD(39203, 1893) = 1, with coefficients -148 and 3065 such that 1 = (-148)*39203 + (3065)*1893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1894 \t 20 \t 1323 \t 1 \t 0\n", + "1 \t 1894 \t 1323 \t 1 \t 571 \t 0 \t 1\n", + "2 \t 1323 \t 571 \t 2 \t 181 \t 1 \t -20\n", + "3 \t 571 \t 181 \t 3 \t 28 \t -1 \t 21\n", + "4 \t 181 \t 28 \t 6 \t 13 \t 3 \t -62\n", + "5 \t 28 \t 13 \t 2 \t 2 \t -10 \t 207\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 63 \t -1304\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -136 \t 2815\n", + "\t\t\t\t\t 879 \t -18194\n", + "GCD(39203, 1894) = 1, with coefficients 879 and -18194 such that 1 = (879)*39203 + (-18194)*1894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1895 \t 20 \t 1303 \t 1 \t 0\n", + "1 \t 1895 \t 1303 \t 1 \t 592 \t 0 \t 1\n", + "2 \t 1303 \t 592 \t 2 \t 119 \t 1 \t -20\n", + "3 \t 592 \t 119 \t 4 \t 116 \t -1 \t 21\n", + "4 \t 119 \t 116 \t 1 \t 3 \t 3 \t -62\n", + "5 \t 116 \t 3 \t 38 \t 2 \t -13 \t 269\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 16 \t -331\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -621 \t 12847\n", + "\t\t\t\t\t 637 \t -13178\n", + "GCD(39203, 1895) = 1, with coefficients 637 and -13178 such that 1 = (637)*39203 + (-13178)*1895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1896 \t 20 \t 1283 \t 1 \t 0\n", + "1 \t 1896 \t 1283 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 1283 \t 613 \t 2 \t 57 \t 1 \t -20\n", + "3 \t 613 \t 57 \t 10 \t 43 \t -1 \t 21\n", + "4 \t 57 \t 43 \t 1 \t 14 \t 3 \t -62\n", + "5 \t 43 \t 14 \t 3 \t 1 \t -31 \t 641\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 34 \t -703\n", + "\t\t\t\t\t -133 \t 2750\n", + "GCD(39203, 1896) = 1, with coefficients -133 and 2750 such that 1 = (-133)*39203 + (2750)*1896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1897 \t 20 \t 1263 \t 1 \t 0\n", + "1 \t 1897 \t 1263 \t 1 \t 634 \t 0 \t 1\n", + "2 \t 1263 \t 634 \t 1 \t 629 \t 1 \t -20\n", + "3 \t 634 \t 629 \t 1 \t 5 \t -1 \t 21\n", + "4 \t 629 \t 5 \t 125 \t 4 \t 2 \t -41\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -3 \t 62\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 377 \t -7791\n", + "\t\t\t\t\t -380 \t 7853\n", + "GCD(39203, 1897) = 1, with coefficients -380 and 7853 such that 1 = (-380)*39203 + (7853)*1897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1898 \t 20 \t 1243 \t 1 \t 0\n", + "1 \t 1898 \t 1243 \t 1 \t 655 \t 0 \t 1\n", + "2 \t 1243 \t 655 \t 1 \t 588 \t 1 \t -20\n", + "3 \t 655 \t 588 \t 1 \t 67 \t -1 \t 21\n", + "4 \t 588 \t 67 \t 8 \t 52 \t 2 \t -41\n", + "5 \t 67 \t 52 \t 1 \t 15 \t -3 \t 62\n", + "6 \t 52 \t 15 \t 3 \t 7 \t 26 \t -537\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -29 \t 599\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 113 \t -2334\n", + "\t\t\t\t\t -255 \t 5267\n", + "GCD(39203, 1898) = 1, with coefficients -255 and 5267 such that 1 = (-255)*39203 + (5267)*1898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1899 \t 20 \t 1223 \t 1 \t 0\n", + "1 \t 1899 \t 1223 \t 1 \t 676 \t 0 \t 1\n", + "2 \t 1223 \t 676 \t 1 \t 547 \t 1 \t -20\n", + "3 \t 676 \t 547 \t 1 \t 129 \t -1 \t 21\n", + "4 \t 547 \t 129 \t 4 \t 31 \t 2 \t -41\n", + "5 \t 129 \t 31 \t 4 \t 5 \t -3 \t 62\n", + "6 \t 31 \t 5 \t 6 \t 1 \t 14 \t -289\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -59 \t 1218\n", + "\t\t\t\t\t 368 \t -7597\n", + "GCD(39203, 1899) = 1, with coefficients 368 and -7597 such that 1 = (368)*39203 + (-7597)*1899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1900 \t 20 \t 1203 \t 1 \t 0\n", + "1 \t 1900 \t 1203 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 1203 \t 697 \t 1 \t 506 \t 1 \t -20\n", + "3 \t 697 \t 506 \t 1 \t 191 \t -1 \t 21\n", + "4 \t 506 \t 191 \t 2 \t 124 \t 2 \t -41\n", + "5 \t 191 \t 124 \t 1 \t 67 \t -3 \t 62\n", + "6 \t 124 \t 67 \t 1 \t 57 \t 8 \t -165\n", + "7 \t 67 \t 57 \t 1 \t 10 \t -11 \t 227\n", + "8 \t 57 \t 10 \t 5 \t 7 \t 19 \t -392\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -30 \t 619\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 169 \t -3487\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -199 \t 4106\n", + "\t\t\t\t\t 567 \t -11699\n", + "GCD(39203, 1900) = 1, with coefficients 567 and -11699 such that 1 = (567)*39203 + (-11699)*1900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1901 \t 20 \t 1183 \t 1 \t 0\n", + "1 \t 1901 \t 1183 \t 1 \t 718 \t 0 \t 1\n", + "2 \t 1183 \t 718 \t 1 \t 465 \t 1 \t -20\n", + "3 \t 718 \t 465 \t 1 \t 253 \t -1 \t 21\n", + "4 \t 465 \t 253 \t 1 \t 212 \t 2 \t -41\n", + "5 \t 253 \t 212 \t 1 \t 41 \t -3 \t 62\n", + "6 \t 212 \t 41 \t 5 \t 7 \t 5 \t -103\n", + "7 \t 41 \t 7 \t 5 \t 6 \t -8 \t 165\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 45 \t -928\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -233 \t 4805\n", + "\t\t\t\t\t 278 \t -5733\n", + "GCD(39203, 1901) = 1, with coefficients 278 and -5733 such that 1 = (278)*39203 + (-5733)*1901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1902 \t 20 \t 1163 \t 1 \t 0\n", + "1 \t 1902 \t 1163 \t 1 \t 739 \t 0 \t 1\n", + "2 \t 1163 \t 739 \t 1 \t 424 \t 1 \t -20\n", + "3 \t 739 \t 424 \t 1 \t 315 \t -1 \t 21\n", + "4 \t 424 \t 315 \t 1 \t 109 \t 2 \t -41\n", + "5 \t 315 \t 109 \t 2 \t 97 \t -3 \t 62\n", + "6 \t 109 \t 97 \t 1 \t 12 \t 5 \t -103\n", + "7 \t 97 \t 12 \t 8 \t 1 \t -13 \t 268\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 18 \t -371\n", + "\t\t\t\t\t -157 \t 3236\n", + "GCD(39203, 1902) = 1, with coefficients -157 and 3236 such that 1 = (-157)*39203 + (3236)*1902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1903 \t 20 \t 1143 \t 1 \t 0\n", + "1 \t 1903 \t 1143 \t 1 \t 760 \t 0 \t 1\n", + "2 \t 1143 \t 760 \t 1 \t 383 \t 1 \t -20\n", + "3 \t 760 \t 383 \t 1 \t 377 \t -1 \t 21\n", + "4 \t 383 \t 377 \t 1 \t 6 \t 2 \t -41\n", + "5 \t 377 \t 6 \t 62 \t 5 \t -3 \t 62\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 5 \t -103\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -313 \t 6448\n", + "\t\t\t\t\t 318 \t -6551\n", + "GCD(39203, 1903) = 1, with coefficients 318 and -6551 such that 1 = (318)*39203 + (-6551)*1903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1904 \t 20 \t 1123 \t 1 \t 0\n", + "1 \t 1904 \t 1123 \t 1 \t 781 \t 0 \t 1\n", + "2 \t 1123 \t 781 \t 1 \t 342 \t 1 \t -20\n", + "3 \t 781 \t 342 \t 2 \t 97 \t -1 \t 21\n", + "4 \t 342 \t 97 \t 3 \t 51 \t 2 \t -41\n", + "5 \t 97 \t 51 \t 1 \t 46 \t -5 \t 103\n", + "6 \t 51 \t 46 \t 1 \t 5 \t 17 \t -350\n", + "7 \t 46 \t 5 \t 9 \t 1 \t -22 \t 453\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 39 \t -803\n", + "\t\t\t\t\t -373 \t 7680\n", + "GCD(39203, 1904) = 1, with coefficients -373 and 7680 such that 1 = (-373)*39203 + (7680)*1904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1905 \t 20 \t 1103 \t 1 \t 0\n", + "1 \t 1905 \t 1103 \t 1 \t 802 \t 0 \t 1\n", + "2 \t 1103 \t 802 \t 1 \t 301 \t 1 \t -20\n", + "3 \t 802 \t 301 \t 2 \t 200 \t -1 \t 21\n", + "4 \t 301 \t 200 \t 1 \t 101 \t 2 \t -41\n", + "5 \t 200 \t 101 \t 1 \t 99 \t -5 \t 103\n", + "6 \t 101 \t 99 \t 1 \t 2 \t 7 \t -144\n", + "7 \t 99 \t 2 \t 49 \t 1 \t -12 \t 247\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 19 \t -391\n", + "\t\t\t\t\t -943 \t 19406\n", + "GCD(39203, 1905) = 1, with coefficients -943 and 19406 such that 1 = (-943)*39203 + (19406)*1905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1906 \t 20 \t 1083 \t 1 \t 0\n", + "1 \t 1906 \t 1083 \t 1 \t 823 \t 0 \t 1\n", + "2 \t 1083 \t 823 \t 1 \t 260 \t 1 \t -20\n", + "3 \t 823 \t 260 \t 3 \t 43 \t -1 \t 21\n", + "4 \t 260 \t 43 \t 6 \t 2 \t 2 \t -41\n", + "5 \t 43 \t 2 \t 21 \t 1 \t -7 \t 144\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 44 \t -905\n", + "\t\t\t\t\t -931 \t 19149\n", + "GCD(39203, 1906) = 1, with coefficients -931 and 19149 such that 1 = (-931)*39203 + (19149)*1906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1907 \t 20 \t 1063 \t 1 \t 0\n", + "1 \t 1907 \t 1063 \t 1 \t 844 \t 0 \t 1\n", + "2 \t 1063 \t 844 \t 1 \t 219 \t 1 \t -20\n", + "3 \t 844 \t 219 \t 3 \t 187 \t -1 \t 21\n", + "4 \t 219 \t 187 \t 1 \t 32 \t 2 \t -41\n", + "5 \t 187 \t 32 \t 5 \t 27 \t -7 \t 144\n", + "6 \t 32 \t 27 \t 1 \t 5 \t 9 \t -185\n", + "7 \t 27 \t 5 \t 5 \t 2 \t -52 \t 1069\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 61 \t -1254\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -357 \t 7339\n", + "\t\t\t\t\t 775 \t -15932\n", + "GCD(39203, 1907) = 1, with coefficients 775 and -15932 such that 1 = (775)*39203 + (-15932)*1907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1908 \t 20 \t 1043 \t 1 \t 0\n", + "1 \t 1908 \t 1043 \t 1 \t 865 \t 0 \t 1\n", + "2 \t 1043 \t 865 \t 1 \t 178 \t 1 \t -20\n", + "3 \t 865 \t 178 \t 4 \t 153 \t -1 \t 21\n", + "4 \t 178 \t 153 \t 1 \t 25 \t 2 \t -41\n", + "5 \t 153 \t 25 \t 6 \t 3 \t -9 \t 185\n", + "6 \t 25 \t 3 \t 8 \t 1 \t 11 \t -226\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -75 \t 1541\n", + "\t\t\t\t\t 611 \t -12554\n", + "GCD(39203, 1908) = 1, with coefficients 611 and -12554 such that 1 = (611)*39203 + (-12554)*1908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1909 \t 20 \t 1023 \t 1 \t 0\n", + "1 \t 1909 \t 1023 \t 1 \t 886 \t 0 \t 1\n", + "2 \t 1023 \t 886 \t 1 \t 137 \t 1 \t -20\n", + "3 \t 886 \t 137 \t 6 \t 64 \t -1 \t 21\n", + "4 \t 137 \t 64 \t 2 \t 9 \t 2 \t -41\n", + "5 \t 64 \t 9 \t 7 \t 1 \t -13 \t 267\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 28 \t -575\n", + "\t\t\t\t\t -209 \t 4292\n", + "GCD(39203, 1909) = 1, with coefficients -209 and 4292 such that 1 = (-209)*39203 + (4292)*1909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1910 \t 20 \t 1003 \t 1 \t 0\n", + "1 \t 1910 \t 1003 \t 1 \t 907 \t 0 \t 1\n", + "2 \t 1003 \t 907 \t 1 \t 96 \t 1 \t -20\n", + "3 \t 907 \t 96 \t 9 \t 43 \t -1 \t 21\n", + "4 \t 96 \t 43 \t 2 \t 10 \t 2 \t -41\n", + "5 \t 43 \t 10 \t 4 \t 3 \t -19 \t 390\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 40 \t -821\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -179 \t 3674\n", + "\t\t\t\t\t 577 \t -11843\n", + "GCD(39203, 1910) = 1, with coefficients 577 and -11843 such that 1 = (577)*39203 + (-11843)*1910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1911 \t 20 \t 983 \t 1 \t 0\n", + "1 \t 1911 \t 983 \t 1 \t 928 \t 0 \t 1\n", + "2 \t 983 \t 928 \t 1 \t 55 \t 1 \t -20\n", + "3 \t 928 \t 55 \t 16 \t 48 \t -1 \t 21\n", + "4 \t 55 \t 48 \t 1 \t 7 \t 2 \t -41\n", + "5 \t 48 \t 7 \t 6 \t 6 \t -33 \t 677\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 35 \t -718\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -243 \t 4985\n", + "\t\t\t\t\t 278 \t -5703\n", + "GCD(39203, 1911) = 1, with coefficients 278 and -5703 such that 1 = (278)*39203 + (-5703)*1911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1912 \t 20 \t 963 \t 1 \t 0\n", + "1 \t 1912 \t 963 \t 1 \t 949 \t 0 \t 1\n", + "2 \t 963 \t 949 \t 1 \t 14 \t 1 \t -20\n", + "3 \t 949 \t 14 \t 67 \t 11 \t -1 \t 21\n", + "4 \t 14 \t 11 \t 1 \t 3 \t 2 \t -41\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -135 \t 2768\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 137 \t -2809\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -546 \t 11195\n", + "\t\t\t\t\t 683 \t -14004\n", + "GCD(39203, 1912) = 1, with coefficients 683 and -14004 such that 1 = (683)*39203 + (-14004)*1912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1913 \t 20 \t 943 \t 1 \t 0\n", + "1 \t 1913 \t 943 \t 2 \t 27 \t 0 \t 1\n", + "2 \t 943 \t 27 \t 34 \t 25 \t 1 \t -20\n", + "3 \t 27 \t 25 \t 1 \t 2 \t -2 \t 41\n", + "4 \t 25 \t 2 \t 12 \t 1 \t 69 \t -1414\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -71 \t 1455\n", + "\t\t\t\t\t 921 \t -18874\n", + "GCD(39203, 1913) = 1, with coefficients 921 and -18874 such that 1 = (921)*39203 + (-18874)*1913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1914 \t 20 \t 923 \t 1 \t 0\n", + "1 \t 1914 \t 923 \t 2 \t 68 \t 0 \t 1\n", + "2 \t 923 \t 68 \t 13 \t 39 \t 1 \t -20\n", + "3 \t 68 \t 39 \t 1 \t 29 \t -2 \t 41\n", + "4 \t 39 \t 29 \t 1 \t 10 \t 27 \t -553\n", + "5 \t 29 \t 10 \t 2 \t 9 \t -29 \t 594\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 56 \t -1147\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -141 \t 2888\n", + "\t\t\t\t\t 197 \t -4035\n", + "GCD(39203, 1914) = 1, with coefficients 197 and -4035 such that 1 = (197)*39203 + (-4035)*1914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1915 \t 20 \t 903 \t 1 \t 0\n", + "1 \t 1915 \t 903 \t 2 \t 109 \t 0 \t 1\n", + "2 \t 903 \t 109 \t 8 \t 31 \t 1 \t -20\n", + "3 \t 109 \t 31 \t 3 \t 16 \t -2 \t 41\n", + "4 \t 31 \t 16 \t 1 \t 15 \t 17 \t -348\n", + "5 \t 16 \t 15 \t 1 \t 1 \t -53 \t 1085\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 70 \t -1433\n", + "\t\t\t\t\t -123 \t 2518\n", + "GCD(39203, 1915) = 1, with coefficients -123 and 2518 such that 1 = (-123)*39203 + (2518)*1915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1916 \t 20 \t 883 \t 1 \t 0\n", + "1 \t 1916 \t 883 \t 2 \t 150 \t 0 \t 1\n", + "2 \t 883 \t 150 \t 5 \t 133 \t 1 \t -20\n", + "3 \t 150 \t 133 \t 1 \t 17 \t -2 \t 41\n", + "4 \t 133 \t 17 \t 7 \t 14 \t 11 \t -225\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -13 \t 266\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 102 \t -2087\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -115 \t 2353\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 562 \t -11499\n", + "\t\t\t\t\t -677 \t 13852\n", + "GCD(39203, 1916) = 1, with coefficients -677 and 13852 such that 1 = (-677)*39203 + (13852)*1916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1917 \t 20 \t 863 \t 1 \t 0\n", + "1 \t 1917 \t 863 \t 2 \t 191 \t 0 \t 1\n", + "2 \t 863 \t 191 \t 4 \t 99 \t 1 \t -20\n", + "3 \t 191 \t 99 \t 1 \t 92 \t -2 \t 41\n", + "4 \t 99 \t 92 \t 1 \t 7 \t 9 \t -184\n", + "5 \t 92 \t 7 \t 13 \t 1 \t -11 \t 225\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 20 \t -409\n", + "\t\t\t\t\t -271 \t 5542\n", + "GCD(39203, 1917) = 1, with coefficients -271 and 5542 such that 1 = (-271)*39203 + (5542)*1917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1918 \t 20 \t 843 \t 1 \t 0\n", + "1 \t 1918 \t 843 \t 2 \t 232 \t 0 \t 1\n", + "2 \t 843 \t 232 \t 3 \t 147 \t 1 \t -20\n", + "3 \t 232 \t 147 \t 1 \t 85 \t -2 \t 41\n", + "4 \t 147 \t 85 \t 1 \t 62 \t 7 \t -143\n", + "5 \t 85 \t 62 \t 1 \t 23 \t -9 \t 184\n", + "6 \t 62 \t 23 \t 2 \t 16 \t 16 \t -327\n", + "7 \t 23 \t 16 \t 1 \t 7 \t -25 \t 511\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 66 \t -1349\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -91 \t 1860\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 248 \t -5069\n", + "\t\t\t\t\t -835 \t 17067\n", + "GCD(39203, 1918) = 1, with coefficients -835 and 17067 such that 1 = (-835)*39203 + (17067)*1918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1919 \t 20 \t 823 \t 1 \t 0\n", + "1 \t 1919 \t 823 \t 2 \t 273 \t 0 \t 1\n", + "2 \t 823 \t 273 \t 3 \t 4 \t 1 \t -20\n", + "3 \t 273 \t 4 \t 68 \t 1 \t -2 \t 41\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 7 \t -143\n", + "\t\t\t\t\t -478 \t 9765\n", + "GCD(39203, 1919) = 1, with coefficients -478 and 9765 such that 1 = (-478)*39203 + (9765)*1919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1920 \t 20 \t 803 \t 1 \t 0\n", + "1 \t 1920 \t 803 \t 2 \t 314 \t 0 \t 1\n", + "2 \t 803 \t 314 \t 2 \t 175 \t 1 \t -20\n", + "3 \t 314 \t 175 \t 1 \t 139 \t -2 \t 41\n", + "4 \t 175 \t 139 \t 1 \t 36 \t 5 \t -102\n", + "5 \t 139 \t 36 \t 3 \t 31 \t -7 \t 143\n", + "6 \t 36 \t 31 \t 1 \t 5 \t 12 \t -245\n", + "7 \t 31 \t 5 \t 6 \t 1 \t -43 \t 878\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 55 \t -1123\n", + "\t\t\t\t\t -373 \t 7616\n", + "GCD(39203, 1920) = 1, with coefficients -373 and 7616 such that 1 = (-373)*39203 + (7616)*1920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1921 \t 20 \t 783 \t 1 \t 0\n", + "1 \t 1921 \t 783 \t 2 \t 355 \t 0 \t 1\n", + "2 \t 783 \t 355 \t 2 \t 73 \t 1 \t -20\n", + "3 \t 355 \t 73 \t 4 \t 63 \t -2 \t 41\n", + "4 \t 73 \t 63 \t 1 \t 10 \t 5 \t -102\n", + "5 \t 63 \t 10 \t 6 \t 3 \t -22 \t 449\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 27 \t -551\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -184 \t 3755\n", + "\t\t\t\t\t 579 \t -11816\n", + "GCD(39203, 1921) = 1, with coefficients 579 and -11816 such that 1 = (579)*39203 + (-11816)*1921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1922 \t 20 \t 763 \t 1 \t 0\n", + "1 \t 1922 \t 763 \t 2 \t 396 \t 0 \t 1\n", + "2 \t 763 \t 396 \t 1 \t 367 \t 1 \t -20\n", + "3 \t 396 \t 367 \t 1 \t 29 \t -2 \t 41\n", + "4 \t 367 \t 29 \t 12 \t 19 \t 3 \t -61\n", + "5 \t 29 \t 19 \t 1 \t 10 \t -5 \t 102\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 63 \t -1285\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -68 \t 1387\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 131 \t -2672\n", + "\t\t\t\t\t -199 \t 4059\n", + "GCD(39203, 1922) = 1, with coefficients -199 and 4059 such that 1 = (-199)*39203 + (4059)*1922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1923 \t 20 \t 743 \t 1 \t 0\n", + "1 \t 1923 \t 743 \t 2 \t 437 \t 0 \t 1\n", + "2 \t 743 \t 437 \t 1 \t 306 \t 1 \t -20\n", + "3 \t 437 \t 306 \t 1 \t 131 \t -2 \t 41\n", + "4 \t 306 \t 131 \t 2 \t 44 \t 3 \t -61\n", + "5 \t 131 \t 44 \t 2 \t 43 \t -5 \t 102\n", + "6 \t 44 \t 43 \t 1 \t 1 \t 13 \t -265\n", + "7 \t 43 \t 1 \t 43 \t 0 \t -31 \t 632\n", + "\t\t\t\t\t 44 \t -897\n", + "GCD(39203, 1923) = 1, with coefficients 44 and -897 such that 1 = (44)*39203 + (-897)*1923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1924 \t 20 \t 723 \t 1 \t 0\n", + "1 \t 1924 \t 723 \t 2 \t 478 \t 0 \t 1\n", + "2 \t 723 \t 478 \t 1 \t 245 \t 1 \t -20\n", + "3 \t 478 \t 245 \t 1 \t 233 \t -2 \t 41\n", + "4 \t 245 \t 233 \t 1 \t 12 \t 3 \t -61\n", + "5 \t 233 \t 12 \t 19 \t 5 \t -5 \t 102\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 8 \t -163\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -157 \t 3199\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 322 \t -6561\n", + "\t\t\t\t\t -801 \t 16321\n", + "GCD(39203, 1924) = 1, with coefficients -801 and 16321 such that 1 = (-801)*39203 + (16321)*1924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1925 \t 20 \t 703 \t 1 \t 0\n", + "1 \t 1925 \t 703 \t 2 \t 519 \t 0 \t 1\n", + "2 \t 703 \t 519 \t 1 \t 184 \t 1 \t -20\n", + "3 \t 519 \t 184 \t 2 \t 151 \t -2 \t 41\n", + "4 \t 184 \t 151 \t 1 \t 33 \t 3 \t -61\n", + "5 \t 151 \t 33 \t 4 \t 19 \t -8 \t 163\n", + "6 \t 33 \t 19 \t 1 \t 14 \t 11 \t -224\n", + "7 \t 19 \t 14 \t 1 \t 5 \t -52 \t 1059\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 63 \t -1283\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -115 \t 2342\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 293 \t -5967\n", + "\t\t\t\t\t -408 \t 8309\n", + "GCD(39203, 1925) = 1, with coefficients -408 and 8309 such that 1 = (-408)*39203 + (8309)*1925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1926 \t 20 \t 683 \t 1 \t 0\n", + "1 \t 1926 \t 683 \t 2 \t 560 \t 0 \t 1\n", + "2 \t 683 \t 560 \t 1 \t 123 \t 1 \t -20\n", + "3 \t 560 \t 123 \t 4 \t 68 \t -2 \t 41\n", + "4 \t 123 \t 68 \t 1 \t 55 \t 3 \t -61\n", + "5 \t 68 \t 55 \t 1 \t 13 \t -14 \t 285\n", + "6 \t 55 \t 13 \t 4 \t 3 \t 17 \t -346\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -31 \t 631\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 141 \t -2870\n", + "\t\t\t\t\t -595 \t 12111\n", + "GCD(39203, 1926) = 1, with coefficients -595 and 12111 such that 1 = (-595)*39203 + (12111)*1926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1927 \t 20 \t 663 \t 1 \t 0\n", + "1 \t 1927 \t 663 \t 2 \t 601 \t 0 \t 1\n", + "2 \t 663 \t 601 \t 1 \t 62 \t 1 \t -20\n", + "3 \t 601 \t 62 \t 9 \t 43 \t -2 \t 41\n", + "4 \t 62 \t 43 \t 1 \t 19 \t 3 \t -61\n", + "5 \t 43 \t 19 \t 2 \t 5 \t -29 \t 590\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 32 \t -651\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -93 \t 1892\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 311 \t -6327\n", + "\t\t\t\t\t -404 \t 8219\n", + "GCD(39203, 1927) = 1, with coefficients -404 and 8219 such that 1 = (-404)*39203 + (8219)*1927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1928 \t 20 \t 643 \t 1 \t 0\n", + "1 \t 1928 \t 643 \t 2 \t 642 \t 0 \t 1\n", + "2 \t 643 \t 642 \t 1 \t 1 \t 1 \t -20\n", + "3 \t 642 \t 1 \t 642 \t 0 \t -2 \t 41\n", + "\t\t\t\t\t 3 \t -61\n", + "GCD(39203, 1928) = 1, with coefficients 3 and -61 such that 1 = (3)*39203 + (-61)*1928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1929 \t 20 \t 623 \t 1 \t 0\n", + "1 \t 1929 \t 623 \t 3 \t 60 \t 0 \t 1\n", + "2 \t 623 \t 60 \t 10 \t 23 \t 1 \t -20\n", + "3 \t 60 \t 23 \t 2 \t 14 \t -3 \t 61\n", + "4 \t 23 \t 14 \t 1 \t 9 \t 31 \t -630\n", + "5 \t 14 \t 9 \t 1 \t 5 \t -65 \t 1321\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 96 \t -1951\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -161 \t 3272\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 257 \t -5223\n", + "\t\t\t\t\t -418 \t 8495\n", + "GCD(39203, 1929) = 1, with coefficients -418 and 8495 such that 1 = (-418)*39203 + (8495)*1929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1930 \t 20 \t 603 \t 1 \t 0\n", + "1 \t 1930 \t 603 \t 3 \t 121 \t 0 \t 1\n", + "2 \t 603 \t 121 \t 4 \t 119 \t 1 \t -20\n", + "3 \t 121 \t 119 \t 1 \t 2 \t -3 \t 61\n", + "4 \t 119 \t 2 \t 59 \t 1 \t 13 \t -264\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -16 \t 325\n", + "\t\t\t\t\t 957 \t -19439\n", + "GCD(39203, 1930) = 1, with coefficients 957 and -19439 such that 1 = (957)*39203 + (-19439)*1930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1931 \t 20 \t 583 \t 1 \t 0\n", + "1 \t 1931 \t 583 \t 3 \t 182 \t 0 \t 1\n", + "2 \t 583 \t 182 \t 3 \t 37 \t 1 \t -20\n", + "3 \t 182 \t 37 \t 4 \t 34 \t -3 \t 61\n", + "4 \t 37 \t 34 \t 1 \t 3 \t 10 \t -203\n", + "5 \t 34 \t 3 \t 11 \t 1 \t -43 \t 873\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 53 \t -1076\n", + "\t\t\t\t\t -626 \t 12709\n", + "GCD(39203, 1931) = 1, with coefficients -626 and 12709 such that 1 = (-626)*39203 + (12709)*1931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1932 \t 20 \t 563 \t 1 \t 0\n", + "1 \t 1932 \t 563 \t 3 \t 243 \t 0 \t 1\n", + "2 \t 563 \t 243 \t 2 \t 77 \t 1 \t -20\n", + "3 \t 243 \t 77 \t 3 \t 12 \t -3 \t 61\n", + "4 \t 77 \t 12 \t 6 \t 5 \t 7 \t -142\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -24 \t 487\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 151 \t -3064\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -326 \t 6615\n", + "\t\t\t\t\t 803 \t -16294\n", + "GCD(39203, 1932) = 1, with coefficients 803 and -16294 such that 1 = (803)*39203 + (-16294)*1932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1933 \t 20 \t 543 \t 1 \t 0\n", + "1 \t 1933 \t 543 \t 3 \t 304 \t 0 \t 1\n", + "2 \t 543 \t 304 \t 1 \t 239 \t 1 \t -20\n", + "3 \t 304 \t 239 \t 1 \t 65 \t -3 \t 61\n", + "4 \t 239 \t 65 \t 3 \t 44 \t 4 \t -81\n", + "5 \t 65 \t 44 \t 1 \t 21 \t -7 \t 142\n", + "6 \t 44 \t 21 \t 2 \t 2 \t 25 \t -507\n", + "7 \t 21 \t 2 \t 10 \t 1 \t -32 \t 649\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 89 \t -1805\n", + "\t\t\t\t\t -922 \t 18699\n", + "GCD(39203, 1933) = 1, with coefficients -922 and 18699 such that 1 = (-922)*39203 + (18699)*1933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1934 \t 20 \t 523 \t 1 \t 0\n", + "1 \t 1934 \t 523 \t 3 \t 365 \t 0 \t 1\n", + "2 \t 523 \t 365 \t 1 \t 158 \t 1 \t -20\n", + "3 \t 365 \t 158 \t 2 \t 49 \t -3 \t 61\n", + "4 \t 158 \t 49 \t 3 \t 11 \t 4 \t -81\n", + "5 \t 49 \t 11 \t 4 \t 5 \t -11 \t 223\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 37 \t -750\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -159 \t 3223\n", + "\t\t\t\t\t 355 \t -7196\n", + "GCD(39203, 1934) = 1, with coefficients 355 and -7196 such that 1 = (355)*39203 + (-7196)*1934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1935 \t 20 \t 503 \t 1 \t 0\n", + "1 \t 1935 \t 503 \t 3 \t 426 \t 0 \t 1\n", + "2 \t 503 \t 426 \t 1 \t 77 \t 1 \t -20\n", + "3 \t 426 \t 77 \t 5 \t 41 \t -3 \t 61\n", + "4 \t 77 \t 41 \t 1 \t 36 \t 4 \t -81\n", + "5 \t 41 \t 36 \t 1 \t 5 \t -23 \t 466\n", + "6 \t 36 \t 5 \t 7 \t 1 \t 27 \t -547\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -50 \t 1013\n", + "\t\t\t\t\t 377 \t -7638\n", + "GCD(39203, 1935) = 1, with coefficients 377 and -7638 such that 1 = (377)*39203 + (-7638)*1935\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1936 \t 20 \t 483 \t 1 \t 0\n", + "1 \t 1936 \t 483 \t 4 \t 4 \t 0 \t 1\n", + "2 \t 483 \t 4 \t 120 \t 3 \t 1 \t -20\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -4 \t 81\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 481 \t -9740\n", + "\t\t\t\t\t -485 \t 9821\n", + "GCD(39203, 1936) = 1, with coefficients -485 and 9821 such that 1 = (-485)*39203 + (9821)*1936\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1937 \t 20 \t 463 \t 1 \t 0\n", + "1 \t 1937 \t 463 \t 4 \t 85 \t 0 \t 1\n", + "2 \t 463 \t 85 \t 5 \t 38 \t 1 \t -20\n", + "3 \t 85 \t 38 \t 2 \t 9 \t -4 \t 81\n", + "4 \t 38 \t 9 \t 4 \t 2 \t 21 \t -425\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -46 \t 931\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 205 \t -4149\n", + "\t\t\t\t\t -866 \t 17527\n", + "GCD(39203, 1937) = 1, with coefficients -866 and 17527 such that 1 = (-866)*39203 + (17527)*1937\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1938 \t 20 \t 443 \t 1 \t 0\n", + "1 \t 1938 \t 443 \t 4 \t 166 \t 0 \t 1\n", + "2 \t 443 \t 166 \t 2 \t 111 \t 1 \t -20\n", + "3 \t 166 \t 111 \t 1 \t 55 \t -4 \t 81\n", + "4 \t 111 \t 55 \t 2 \t 1 \t 9 \t -182\n", + "5 \t 55 \t 1 \t 55 \t 0 \t -13 \t 263\n", + "\t\t\t\t\t 35 \t -708\n", + "GCD(39203, 1938) = 1, with coefficients 35 and -708 such that 1 = (35)*39203 + (-708)*1938\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1939 \t 20 \t 423 \t 1 \t 0\n", + "1 \t 1939 \t 423 \t 4 \t 247 \t 0 \t 1\n", + "2 \t 423 \t 247 \t 1 \t 176 \t 1 \t -20\n", + "3 \t 247 \t 176 \t 1 \t 71 \t -4 \t 81\n", + "4 \t 176 \t 71 \t 2 \t 34 \t 5 \t -101\n", + "5 \t 71 \t 34 \t 2 \t 3 \t -9 \t 182\n", + "6 \t 34 \t 3 \t 11 \t 1 \t 23 \t -465\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -55 \t 1112\n", + "\t\t\t\t\t 628 \t -12697\n", + "GCD(39203, 1939) = 1, with coefficients 628 and -12697 such that 1 = (628)*39203 + (-12697)*1939\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1940 \t 20 \t 403 \t 1 \t 0\n", + "1 \t 1940 \t 403 \t 4 \t 328 \t 0 \t 1\n", + "2 \t 403 \t 328 \t 1 \t 75 \t 1 \t -20\n", + "3 \t 328 \t 75 \t 4 \t 28 \t -4 \t 81\n", + "4 \t 75 \t 28 \t 2 \t 19 \t 5 \t -101\n", + "5 \t 28 \t 19 \t 1 \t 9 \t -24 \t 485\n", + "6 \t 19 \t 9 \t 2 \t 1 \t 53 \t -1071\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -77 \t 1556\n", + "\t\t\t\t\t 207 \t -4183\n", + "GCD(39203, 1940) = 1, with coefficients 207 and -4183 such that 1 = (207)*39203 + (-4183)*1940\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1941 \t 20 \t 383 \t 1 \t 0\n", + "1 \t 1941 \t 383 \t 5 \t 26 \t 0 \t 1\n", + "2 \t 383 \t 26 \t 14 \t 19 \t 1 \t -20\n", + "3 \t 26 \t 19 \t 1 \t 7 \t -5 \t 101\n", + "4 \t 19 \t 7 \t 2 \t 5 \t 71 \t -1434\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -76 \t 1535\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 223 \t -4504\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -299 \t 6039\n", + "\t\t\t\t\t 821 \t -16582\n", + "GCD(39203, 1941) = 1, with coefficients 821 and -16582 such that 1 = (821)*39203 + (-16582)*1941\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1942 \t 20 \t 363 \t 1 \t 0\n", + "1 \t 1942 \t 363 \t 5 \t 127 \t 0 \t 1\n", + "2 \t 363 \t 127 \t 2 \t 109 \t 1 \t -20\n", + "3 \t 127 \t 109 \t 1 \t 18 \t -5 \t 101\n", + "4 \t 109 \t 18 \t 6 \t 1 \t 11 \t -222\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -16 \t 323\n", + "\t\t\t\t\t 107 \t -2160\n", + "GCD(39203, 1942) = 1, with coefficients 107 and -2160 such that 1 = (107)*39203 + (-2160)*1942\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1943 \t 20 \t 343 \t 1 \t 0\n", + "1 \t 1943 \t 343 \t 5 \t 228 \t 0 \t 1\n", + "2 \t 343 \t 228 \t 1 \t 115 \t 1 \t -20\n", + "3 \t 228 \t 115 \t 1 \t 113 \t -5 \t 101\n", + "4 \t 115 \t 113 \t 1 \t 2 \t 6 \t -121\n", + "5 \t 113 \t 2 \t 56 \t 1 \t -11 \t 222\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 17 \t -343\n", + "\t\t\t\t\t -963 \t 19430\n", + "GCD(39203, 1943) = 1, with coefficients -963 and 19430 such that 1 = (-963)*39203 + (19430)*1943\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1944 \t 20 \t 323 \t 1 \t 0\n", + "1 \t 1944 \t 323 \t 6 \t 6 \t 0 \t 1\n", + "2 \t 323 \t 6 \t 53 \t 5 \t 1 \t -20\n", + "3 \t 6 \t 5 \t 1 \t 1 \t -6 \t 121\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 319 \t -6433\n", + "\t\t\t\t\t -325 \t 6554\n", + "GCD(39203, 1944) = 1, with coefficients -325 and 6554 such that 1 = (-325)*39203 + (6554)*1944\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1945 \t 20 \t 303 \t 1 \t 0\n", + "1 \t 1945 \t 303 \t 6 \t 127 \t 0 \t 1\n", + "2 \t 303 \t 127 \t 2 \t 49 \t 1 \t -20\n", + "3 \t 127 \t 49 \t 2 \t 29 \t -6 \t 121\n", + "4 \t 49 \t 29 \t 1 \t 20 \t 13 \t -262\n", + "5 \t 29 \t 20 \t 1 \t 9 \t -32 \t 645\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 45 \t -907\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -77 \t 1552\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 199 \t -4011\n", + "\t\t\t\t\t -873 \t 17596\n", + "GCD(39203, 1945) = 1, with coefficients -873 and 17596 such that 1 = (-873)*39203 + (17596)*1945\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1946 \t 20 \t 283 \t 1 \t 0\n", + "1 \t 1946 \t 283 \t 6 \t 248 \t 0 \t 1\n", + "2 \t 283 \t 248 \t 1 \t 35 \t 1 \t -20\n", + "3 \t 248 \t 35 \t 7 \t 3 \t -6 \t 121\n", + "4 \t 35 \t 3 \t 11 \t 2 \t 7 \t -141\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -55 \t 1108\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 612 \t -12329\n", + "\t\t\t\t\t -667 \t 13437\n", + "GCD(39203, 1946) = 1, with coefficients -667 and 13437 such that 1 = (-667)*39203 + (13437)*1946\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1947 \t 20 \t 263 \t 1 \t 0\n", + "1 \t 1947 \t 263 \t 7 \t 106 \t 0 \t 1\n", + "2 \t 263 \t 106 \t 2 \t 51 \t 1 \t -20\n", + "3 \t 106 \t 51 \t 2 \t 4 \t -7 \t 141\n", + "4 \t 51 \t 4 \t 12 \t 3 \t 15 \t -302\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -37 \t 745\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 459 \t -9242\n", + "\t\t\t\t\t -496 \t 9987\n", + "GCD(39203, 1947) = 1, with coefficients -496 and 9987 such that 1 = (-496)*39203 + (9987)*1947\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1948 \t 20 \t 243 \t 1 \t 0\n", + "1 \t 1948 \t 243 \t 8 \t 4 \t 0 \t 1\n", + "2 \t 243 \t 4 \t 60 \t 3 \t 1 \t -20\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -8 \t 161\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 481 \t -9680\n", + "\t\t\t\t\t -489 \t 9841\n", + "GCD(39203, 1948) = 1, with coefficients -489 and 9841 such that 1 = (-489)*39203 + (9841)*1948\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1949 \t 20 \t 223 \t 1 \t 0\n", + "1 \t 1949 \t 223 \t 8 \t 165 \t 0 \t 1\n", + "2 \t 223 \t 165 \t 1 \t 58 \t 1 \t -20\n", + "3 \t 165 \t 58 \t 2 \t 49 \t -8 \t 161\n", + "4 \t 58 \t 49 \t 1 \t 9 \t 9 \t -181\n", + "5 \t 49 \t 9 \t 5 \t 4 \t -26 \t 523\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 35 \t -704\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -201 \t 4043\n", + "\t\t\t\t\t 437 \t -8790\n", + "GCD(39203, 1949) = 1, with coefficients 437 and -8790 such that 1 = (437)*39203 + (-8790)*1949\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1950 \t 20 \t 203 \t 1 \t 0\n", + "1 \t 1950 \t 203 \t 9 \t 123 \t 0 \t 1\n", + "2 \t 203 \t 123 \t 1 \t 80 \t 1 \t -20\n", + "3 \t 123 \t 80 \t 1 \t 43 \t -9 \t 181\n", + "4 \t 80 \t 43 \t 1 \t 37 \t 10 \t -201\n", + "5 \t 43 \t 37 \t 1 \t 6 \t -19 \t 382\n", + "6 \t 37 \t 6 \t 6 \t 1 \t 29 \t -583\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -48 \t 965\n", + "\t\t\t\t\t 317 \t -6373\n", + "GCD(39203, 1950) = 1, with coefficients 317 and -6373 such that 1 = (317)*39203 + (-6373)*1950\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1951 \t 20 \t 183 \t 1 \t 0\n", + "1 \t 1951 \t 183 \t 10 \t 121 \t 0 \t 1\n", + "2 \t 183 \t 121 \t 1 \t 62 \t 1 \t -20\n", + "3 \t 121 \t 62 \t 1 \t 59 \t -10 \t 201\n", + "4 \t 62 \t 59 \t 1 \t 3 \t 11 \t -221\n", + "5 \t 59 \t 3 \t 19 \t 2 \t -21 \t 422\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 32 \t -643\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -629 \t 12639\n", + "\t\t\t\t\t 661 \t -13282\n", + "GCD(39203, 1951) = 1, with coefficients 661 and -13282 such that 1 = (661)*39203 + (-13282)*1951\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1952 \t 20 \t 163 \t 1 \t 0\n", + "1 \t 1952 \t 163 \t 11 \t 159 \t 0 \t 1\n", + "2 \t 163 \t 159 \t 1 \t 4 \t 1 \t -20\n", + "3 \t 159 \t 4 \t 39 \t 3 \t -11 \t 221\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 12 \t -241\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -479 \t 9620\n", + "\t\t\t\t\t 491 \t -9861\n", + "GCD(39203, 1952) = 1, with coefficients 491 and -9861 such that 1 = (491)*39203 + (-9861)*1952\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1953 \t 20 \t 143 \t 1 \t 0\n", + "1 \t 1953 \t 143 \t 13 \t 94 \t 0 \t 1\n", + "2 \t 143 \t 94 \t 1 \t 49 \t 1 \t -20\n", + "3 \t 94 \t 49 \t 1 \t 45 \t -13 \t 261\n", + "4 \t 49 \t 45 \t 1 \t 4 \t 14 \t -281\n", + "5 \t 45 \t 4 \t 11 \t 1 \t -27 \t 542\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 41 \t -823\n", + "\t\t\t\t\t -478 \t 9595\n", + "GCD(39203, 1953) = 1, with coefficients -478 and 9595 such that 1 = (-478)*39203 + (9595)*1953\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1954 \t 20 \t 123 \t 1 \t 0\n", + "1 \t 1954 \t 123 \t 15 \t 109 \t 0 \t 1\n", + "2 \t 123 \t 109 \t 1 \t 14 \t 1 \t -20\n", + "3 \t 109 \t 14 \t 7 \t 11 \t -15 \t 301\n", + "4 \t 14 \t 11 \t 1 \t 3 \t 16 \t -321\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -127 \t 2548\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 143 \t -2869\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -556 \t 11155\n", + "\t\t\t\t\t 699 \t -14024\n", + "GCD(39203, 1954) = 1, with coefficients 699 and -14024 such that 1 = (699)*39203 + (-14024)*1954\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1955 \t 20 \t 103 \t 1 \t 0\n", + "1 \t 1955 \t 103 \t 18 \t 101 \t 0 \t 1\n", + "2 \t 103 \t 101 \t 1 \t 2 \t 1 \t -20\n", + "3 \t 101 \t 2 \t 50 \t 1 \t -18 \t 361\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 19 \t -381\n", + "\t\t\t\t\t -968 \t 19411\n", + "GCD(39203, 1955) = 1, with coefficients -968 and 19411 such that 1 = (-968)*39203 + (19411)*1955\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1956 \t 20 \t 83 \t 1 \t 0\n", + "1 \t 1956 \t 83 \t 23 \t 47 \t 0 \t 1\n", + "2 \t 83 \t 47 \t 1 \t 36 \t 1 \t -20\n", + "3 \t 47 \t 36 \t 1 \t 11 \t -23 \t 461\n", + "4 \t 36 \t 11 \t 3 \t 3 \t 24 \t -481\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -47 \t 942\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 165 \t -3307\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -542 \t 10863\n", + "\t\t\t\t\t 707 \t -14170\n", + "GCD(39203, 1956) = 1, with coefficients 707 and -14170 such that 1 = (707)*39203 + (-14170)*1956\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1957 \t 20 \t 63 \t 1 \t 0\n", + "1 \t 1957 \t 63 \t 31 \t 4 \t 0 \t 1\n", + "2 \t 63 \t 4 \t 15 \t 3 \t 1 \t -20\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -31 \t 621\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 466 \t -9335\n", + "\t\t\t\t\t -497 \t 9956\n", + "GCD(39203, 1957) = 1, with coefficients -497 and 9956 such that 1 = (-497)*39203 + (9956)*1957\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1958 \t 20 \t 43 \t 1 \t 0\n", + "1 \t 1958 \t 43 \t 45 \t 23 \t 0 \t 1\n", + "2 \t 43 \t 23 \t 1 \t 20 \t 1 \t -20\n", + "3 \t 23 \t 20 \t 1 \t 3 \t -45 \t 901\n", + "4 \t 20 \t 3 \t 6 \t 2 \t 46 \t -921\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -91 \t 1822\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 592 \t -11853\n", + "\t\t\t\t\t -683 \t 13675\n", + "GCD(39203, 1958) = 1, with coefficients -683 and 13675 such that 1 = (-683)*39203 + (13675)*1958\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1959 \t 20 \t 23 \t 1 \t 0\n", + "1 \t 1959 \t 23 \t 85 \t 4 \t 0 \t 1\n", + "2 \t 23 \t 4 \t 5 \t 3 \t 1 \t -20\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -85 \t 1701\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 426 \t -8525\n", + "\t\t\t\t\t -511 \t 10226\n", + "GCD(39203, 1959) = 1, with coefficients -511 and 10226 such that 1 = (-511)*39203 + (10226)*1959\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1960 \t 20 \t 3 \t 1 \t 0\n", + "1 \t 1960 \t 3 \t 653 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -20\n", + "\t\t\t\t\t -653 \t 13061\n", + "GCD(39203, 1960) = 1, with coefficients -653 and 13061 such that 1 = (-653)*39203 + (13061)*1960\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1961 \t 19 \t 1944 \t 1 \t 0\n", + "1 \t 1961 \t 1944 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 1944 \t 17 \t 114 \t 6 \t 1 \t -19\n", + "3 \t 17 \t 6 \t 2 \t 5 \t -1 \t 20\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 115 \t -2299\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -231 \t 4618\n", + "\t\t\t\t\t 346 \t -6917\n", + "GCD(39203, 1961) = 1, with coefficients 346 and -6917 such that 1 = (346)*39203 + (-6917)*1961\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1962 \t 19 \t 1925 \t 1 \t 0\n", + "1 \t 1962 \t 1925 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 1925 \t 37 \t 52 \t 1 \t 1 \t -19\n", + "3 \t 37 \t 1 \t 37 \t 0 \t -1 \t 20\n", + "\t\t\t\t\t 53 \t -1059\n", + "GCD(39203, 1962) = 1, with coefficients 53 and -1059 such that 1 = (53)*39203 + (-1059)*1962\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1963 \t 19 \t 1906 \t 1 \t 0\n", + "1 \t 1963 \t 1906 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 1906 \t 57 \t 33 \t 25 \t 1 \t -19\n", + "3 \t 57 \t 25 \t 2 \t 7 \t -1 \t 20\n", + "4 \t 25 \t 7 \t 3 \t 4 \t 34 \t -679\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -69 \t 1378\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 241 \t -4813\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -310 \t 6191\n", + "\t\t\t\t\t 551 \t -11004\n", + "GCD(39203, 1963) = 1, with coefficients 551 and -11004 such that 1 = (551)*39203 + (-11004)*1963\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1964 \t 19 \t 1887 \t 1 \t 0\n", + "1 \t 1964 \t 1887 \t 1 \t 77 \t 0 \t 1\n", + "2 \t 1887 \t 77 \t 24 \t 39 \t 1 \t -19\n", + "3 \t 77 \t 39 \t 1 \t 38 \t -1 \t 20\n", + "4 \t 39 \t 38 \t 1 \t 1 \t 25 \t -499\n", + "5 \t 38 \t 1 \t 38 \t 0 \t -26 \t 519\n", + "\t\t\t\t\t 51 \t -1018\n", + "GCD(39203, 1964) = 1, with coefficients 51 and -1018 such that 1 = (51)*39203 + (-1018)*1964\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1965 \t 19 \t 1868 \t 1 \t 0\n", + "1 \t 1965 \t 1868 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 1868 \t 97 \t 19 \t 25 \t 1 \t -19\n", + "3 \t 97 \t 25 \t 3 \t 22 \t -1 \t 20\n", + "4 \t 25 \t 22 \t 1 \t 3 \t 20 \t -399\n", + "5 \t 22 \t 3 \t 7 \t 1 \t -61 \t 1217\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 81 \t -1616\n", + "\t\t\t\t\t -628 \t 12529\n", + "GCD(39203, 1965) = 1, with coefficients -628 and 12529 such that 1 = (-628)*39203 + (12529)*1965\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1966 \t 19 \t 1849 \t 1 \t 0\n", + "1 \t 1966 \t 1849 \t 1 \t 117 \t 0 \t 1\n", + "2 \t 1849 \t 117 \t 15 \t 94 \t 1 \t -19\n", + "3 \t 117 \t 94 \t 1 \t 23 \t -1 \t 20\n", + "4 \t 94 \t 23 \t 4 \t 2 \t 16 \t -319\n", + "5 \t 23 \t 2 \t 11 \t 1 \t -17 \t 339\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 84 \t -1675\n", + "\t\t\t\t\t -941 \t 18764\n", + "GCD(39203, 1966) = 1, with coefficients -941 and 18764 such that 1 = (-941)*39203 + (18764)*1966\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1967 \t 19 \t 1830 \t 1 \t 0\n", + "1 \t 1967 \t 1830 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 1830 \t 137 \t 13 \t 49 \t 1 \t -19\n", + "3 \t 137 \t 49 \t 2 \t 39 \t -1 \t 20\n", + "4 \t 49 \t 39 \t 1 \t 10 \t 14 \t -279\n", + "5 \t 39 \t 10 \t 3 \t 9 \t -29 \t 578\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 43 \t -857\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -158 \t 3149\n", + "\t\t\t\t\t 201 \t -4006\n", + "GCD(39203, 1967) = 1, with coefficients 201 and -4006 such that 1 = (201)*39203 + (-4006)*1967\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1968 \t 19 \t 1811 \t 1 \t 0\n", + "1 \t 1968 \t 1811 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 1811 \t 157 \t 11 \t 84 \t 1 \t -19\n", + "3 \t 157 \t 84 \t 1 \t 73 \t -1 \t 20\n", + "4 \t 84 \t 73 \t 1 \t 11 \t 12 \t -239\n", + "5 \t 73 \t 11 \t 6 \t 7 \t -13 \t 259\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 25 \t -498\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -163 \t 3247\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 188 \t -3745\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -351 \t 6992\n", + "\t\t\t\t\t 539 \t -10737\n", + "GCD(39203, 1968) = 1, with coefficients 539 and -10737 such that 1 = (539)*39203 + (-10737)*1968\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1969 \t 19 \t 1792 \t 1 \t 0\n", + "1 \t 1969 \t 1792 \t 1 \t 177 \t 0 \t 1\n", + "2 \t 1792 \t 177 \t 10 \t 22 \t 1 \t -19\n", + "3 \t 177 \t 22 \t 8 \t 1 \t -1 \t 20\n", + "4 \t 22 \t 1 \t 22 \t 0 \t 11 \t -219\n", + "\t\t\t\t\t -89 \t 1772\n", + "GCD(39203, 1969) = 1, with coefficients -89 and 1772 such that 1 = (-89)*39203 + (1772)*1969\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1970 \t 19 \t 1773 \t 1 \t 0\n", + "1 \t 1970 \t 1773 \t 1 \t 197 \t 0 \t 1\n", + "2 \t 1773 \t 197 \t 9 \t 0 \t 1 \t -19\n", + "\t\t\t\t\t -1 \t 20\n", + "GCD(39203, 1970) = 197, with coefficients -1 and 20 such that 197 = (-1)*39203 + (20)*1970\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1971 \t 19 \t 1754 \t 1 \t 0\n", + "1 \t 1971 \t 1754 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 1754 \t 217 \t 8 \t 18 \t 1 \t -19\n", + "3 \t 217 \t 18 \t 12 \t 1 \t -1 \t 20\n", + "4 \t 18 \t 1 \t 18 \t 0 \t 9 \t -179\n", + "\t\t\t\t\t -109 \t 2168\n", + "GCD(39203, 1971) = 1, with coefficients -109 and 2168 such that 1 = (-109)*39203 + (2168)*1971\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1972 \t 19 \t 1735 \t 1 \t 0\n", + "1 \t 1972 \t 1735 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 1735 \t 237 \t 7 \t 76 \t 1 \t -19\n", + "3 \t 237 \t 76 \t 3 \t 9 \t -1 \t 20\n", + "4 \t 76 \t 9 \t 8 \t 4 \t 8 \t -159\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -25 \t 497\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 208 \t -4135\n", + "\t\t\t\t\t -441 \t 8767\n", + "GCD(39203, 1972) = 1, with coefficients -441 and 8767 such that 1 = (-441)*39203 + (8767)*1972\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1973 \t 19 \t 1716 \t 1 \t 0\n", + "1 \t 1973 \t 1716 \t 1 \t 257 \t 0 \t 1\n", + "2 \t 1716 \t 257 \t 6 \t 174 \t 1 \t -19\n", + "3 \t 257 \t 174 \t 1 \t 83 \t -1 \t 20\n", + "4 \t 174 \t 83 \t 2 \t 8 \t 7 \t -139\n", + "5 \t 83 \t 8 \t 10 \t 3 \t -8 \t 159\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 23 \t -457\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -238 \t 4729\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 499 \t -9915\n", + "\t\t\t\t\t -737 \t 14644\n", + "GCD(39203, 1973) = 1, with coefficients -737 and 14644 such that 1 = (-737)*39203 + (14644)*1973\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1974 \t 19 \t 1697 \t 1 \t 0\n", + "1 \t 1974 \t 1697 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 1697 \t 277 \t 6 \t 35 \t 1 \t -19\n", + "3 \t 277 \t 35 \t 7 \t 32 \t -1 \t 20\n", + "4 \t 35 \t 32 \t 1 \t 3 \t 7 \t -139\n", + "5 \t 32 \t 3 \t 10 \t 2 \t -50 \t 993\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 57 \t -1132\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -620 \t 12313\n", + "\t\t\t\t\t 677 \t -13445\n", + "GCD(39203, 1974) = 1, with coefficients 677 and -13445 such that 1 = (677)*39203 + (-13445)*1974\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1975 \t 19 \t 1678 \t 1 \t 0\n", + "1 \t 1975 \t 1678 \t 1 \t 297 \t 0 \t 1\n", + "2 \t 1678 \t 297 \t 5 \t 193 \t 1 \t -19\n", + "3 \t 297 \t 193 \t 1 \t 104 \t -1 \t 20\n", + "4 \t 193 \t 104 \t 1 \t 89 \t 6 \t -119\n", + "5 \t 104 \t 89 \t 1 \t 15 \t -7 \t 139\n", + "6 \t 89 \t 15 \t 5 \t 14 \t 13 \t -258\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -20 \t 397\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 113 \t -2243\n", + "\t\t\t\t\t -133 \t 2640\n", + "GCD(39203, 1975) = 1, with coefficients -133 and 2640 such that 1 = (-133)*39203 + (2640)*1975\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1976 \t 19 \t 1659 \t 1 \t 0\n", + "1 \t 1976 \t 1659 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 1659 \t 317 \t 5 \t 74 \t 1 \t -19\n", + "3 \t 317 \t 74 \t 4 \t 21 \t -1 \t 20\n", + "4 \t 74 \t 21 \t 3 \t 11 \t 6 \t -119\n", + "5 \t 21 \t 11 \t 1 \t 10 \t -25 \t 496\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 81 \t -1607\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -106 \t 2103\n", + "\t\t\t\t\t 187 \t -3710\n", + "GCD(39203, 1976) = 1, with coefficients 187 and -3710 such that 1 = (187)*39203 + (-3710)*1976\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1977 \t 19 \t 1640 \t 1 \t 0\n", + "1 \t 1977 \t 1640 \t 1 \t 337 \t 0 \t 1\n", + "2 \t 1640 \t 337 \t 4 \t 292 \t 1 \t -19\n", + "3 \t 337 \t 292 \t 1 \t 45 \t -1 \t 20\n", + "4 \t 292 \t 45 \t 6 \t 22 \t 5 \t -99\n", + "5 \t 45 \t 22 \t 2 \t 1 \t -6 \t 119\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 41 \t -813\n", + "\t\t\t\t\t -88 \t 1745\n", + "GCD(39203, 1977) = 1, with coefficients -88 and 1745 such that 1 = (-88)*39203 + (1745)*1977\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1978 \t 19 \t 1621 \t 1 \t 0\n", + "1 \t 1978 \t 1621 \t 1 \t 357 \t 0 \t 1\n", + "2 \t 1621 \t 357 \t 4 \t 193 \t 1 \t -19\n", + "3 \t 357 \t 193 \t 1 \t 164 \t -1 \t 20\n", + "4 \t 193 \t 164 \t 1 \t 29 \t 5 \t -99\n", + "5 \t 164 \t 29 \t 5 \t 19 \t -6 \t 119\n", + "6 \t 29 \t 19 \t 1 \t 10 \t 11 \t -218\n", + "7 \t 19 \t 10 \t 1 \t 9 \t -61 \t 1209\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 72 \t -1427\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -133 \t 2636\n", + "\t\t\t\t\t 205 \t -4063\n", + "GCD(39203, 1978) = 1, with coefficients 205 and -4063 such that 1 = (205)*39203 + (-4063)*1978\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1979 \t 19 \t 1602 \t 1 \t 0\n", + "1 \t 1979 \t 1602 \t 1 \t 377 \t 0 \t 1\n", + "2 \t 1602 \t 377 \t 4 \t 94 \t 1 \t -19\n", + "3 \t 377 \t 94 \t 4 \t 1 \t -1 \t 20\n", + "4 \t 94 \t 1 \t 94 \t 0 \t 5 \t -99\n", + "\t\t\t\t\t -21 \t 416\n", + "GCD(39203, 1979) = 1, with coefficients -21 and 416 such that 1 = (-21)*39203 + (416)*1979\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1980 \t 19 \t 1583 \t 1 \t 0\n", + "1 \t 1980 \t 1583 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 1583 \t 397 \t 3 \t 392 \t 1 \t -19\n", + "3 \t 397 \t 392 \t 1 \t 5 \t -1 \t 20\n", + "4 \t 392 \t 5 \t 78 \t 2 \t 4 \t -79\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -5 \t 99\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 394 \t -7801\n", + "\t\t\t\t\t -793 \t 15701\n", + "GCD(39203, 1980) = 1, with coefficients -793 and 15701 such that 1 = (-793)*39203 + (15701)*1980\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1981 \t 19 \t 1564 \t 1 \t 0\n", + "1 \t 1981 \t 1564 \t 1 \t 417 \t 0 \t 1\n", + "2 \t 1564 \t 417 \t 3 \t 313 \t 1 \t -19\n", + "3 \t 417 \t 313 \t 1 \t 104 \t -1 \t 20\n", + "4 \t 313 \t 104 \t 3 \t 1 \t 4 \t -79\n", + "5 \t 104 \t 1 \t 104 \t 0 \t -5 \t 99\n", + "\t\t\t\t\t 19 \t -376\n", + "GCD(39203, 1981) = 1, with coefficients 19 and -376 such that 1 = (19)*39203 + (-376)*1981\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1982 \t 19 \t 1545 \t 1 \t 0\n", + "1 \t 1982 \t 1545 \t 1 \t 437 \t 0 \t 1\n", + "2 \t 1545 \t 437 \t 3 \t 234 \t 1 \t -19\n", + "3 \t 437 \t 234 \t 1 \t 203 \t -1 \t 20\n", + "4 \t 234 \t 203 \t 1 \t 31 \t 4 \t -79\n", + "5 \t 203 \t 31 \t 6 \t 17 \t -5 \t 99\n", + "6 \t 31 \t 17 \t 1 \t 14 \t 9 \t -178\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -59 \t 1167\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 68 \t -1345\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -127 \t 2512\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 576 \t -11393\n", + "\t\t\t\t\t -703 \t 13905\n", + "GCD(39203, 1982) = 1, with coefficients -703 and 13905 such that 1 = (-703)*39203 + (13905)*1982\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1983 \t 19 \t 1526 \t 1 \t 0\n", + "1 \t 1983 \t 1526 \t 1 \t 457 \t 0 \t 1\n", + "2 \t 1526 \t 457 \t 3 \t 155 \t 1 \t -19\n", + "3 \t 457 \t 155 \t 2 \t 147 \t -1 \t 20\n", + "4 \t 155 \t 147 \t 1 \t 8 \t 4 \t -79\n", + "5 \t 147 \t 8 \t 18 \t 3 \t -9 \t 178\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 13 \t -257\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -243 \t 4804\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 499 \t -9865\n", + "\t\t\t\t\t -742 \t 14669\n", + "GCD(39203, 1983) = 1, with coefficients -742 and 14669 such that 1 = (-742)*39203 + (14669)*1983\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1984 \t 19 \t 1507 \t 1 \t 0\n", + "1 \t 1984 \t 1507 \t 1 \t 477 \t 0 \t 1\n", + "2 \t 1507 \t 477 \t 3 \t 76 \t 1 \t -19\n", + "3 \t 477 \t 76 \t 6 \t 21 \t -1 \t 20\n", + "4 \t 76 \t 21 \t 3 \t 13 \t 4 \t -79\n", + "5 \t 21 \t 13 \t 1 \t 8 \t -25 \t 494\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 79 \t -1561\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -104 \t 2055\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 183 \t -3616\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -287 \t 5671\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 470 \t -9287\n", + "\t\t\t\t\t -757 \t 14958\n", + "GCD(39203, 1984) = 1, with coefficients -757 and 14958 such that 1 = (-757)*39203 + (14958)*1984\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1985 \t 19 \t 1488 \t 1 \t 0\n", + "1 \t 1985 \t 1488 \t 1 \t 497 \t 0 \t 1\n", + "2 \t 1488 \t 497 \t 2 \t 494 \t 1 \t -19\n", + "3 \t 497 \t 494 \t 1 \t 3 \t -1 \t 20\n", + "4 \t 494 \t 3 \t 164 \t 2 \t 3 \t -59\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -4 \t 79\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 659 \t -13015\n", + "\t\t\t\t\t -663 \t 13094\n", + "GCD(39203, 1985) = 1, with coefficients -663 and 13094 such that 1 = (-663)*39203 + (13094)*1985\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1986 \t 19 \t 1469 \t 1 \t 0\n", + "1 \t 1986 \t 1469 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 1469 \t 517 \t 2 \t 435 \t 1 \t -19\n", + "3 \t 517 \t 435 \t 1 \t 82 \t -1 \t 20\n", + "4 \t 435 \t 82 \t 5 \t 25 \t 3 \t -59\n", + "5 \t 82 \t 25 \t 3 \t 7 \t -4 \t 79\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 23 \t -454\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -73 \t 1441\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 242 \t -4777\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -315 \t 6218\n", + "\t\t\t\t\t 557 \t -10995\n", + "GCD(39203, 1986) = 1, with coefficients 557 and -10995 such that 1 = (557)*39203 + (-10995)*1986\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1987 \t 19 \t 1450 \t 1 \t 0\n", + "1 \t 1987 \t 1450 \t 1 \t 537 \t 0 \t 1\n", + "2 \t 1450 \t 537 \t 2 \t 376 \t 1 \t -19\n", + "3 \t 537 \t 376 \t 1 \t 161 \t -1 \t 20\n", + "4 \t 376 \t 161 \t 2 \t 54 \t 3 \t -59\n", + "5 \t 161 \t 54 \t 2 \t 53 \t -4 \t 79\n", + "6 \t 54 \t 53 \t 1 \t 1 \t 11 \t -217\n", + "7 \t 53 \t 1 \t 53 \t 0 \t -26 \t 513\n", + "\t\t\t\t\t 37 \t -730\n", + "GCD(39203, 1987) = 1, with coefficients 37 and -730 such that 1 = (37)*39203 + (-730)*1987\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1988 \t 19 \t 1431 \t 1 \t 0\n", + "1 \t 1988 \t 1431 \t 1 \t 557 \t 0 \t 1\n", + "2 \t 1431 \t 557 \t 2 \t 317 \t 1 \t -19\n", + "3 \t 557 \t 317 \t 1 \t 240 \t -1 \t 20\n", + "4 \t 317 \t 240 \t 1 \t 77 \t 3 \t -59\n", + "5 \t 240 \t 77 \t 3 \t 9 \t -4 \t 79\n", + "6 \t 77 \t 9 \t 8 \t 5 \t 7 \t -138\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -25 \t 493\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 207 \t -4082\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -232 \t 4575\n", + "\t\t\t\t\t 439 \t -8657\n", + "GCD(39203, 1988) = 1, with coefficients 439 and -8657 such that 1 = (439)*39203 + (-8657)*1988\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1989 \t 19 \t 1412 \t 1 \t 0\n", + "1 \t 1989 \t 1412 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 1412 \t 577 \t 2 \t 258 \t 1 \t -19\n", + "3 \t 577 \t 258 \t 2 \t 61 \t -1 \t 20\n", + "4 \t 258 \t 61 \t 4 \t 14 \t 3 \t -59\n", + "5 \t 61 \t 14 \t 4 \t 5 \t -7 \t 138\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 31 \t -611\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -131 \t 2582\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 293 \t -5775\n", + "\t\t\t\t\t -424 \t 8357\n", + "GCD(39203, 1989) = 1, with coefficients -424 and 8357 such that 1 = (-424)*39203 + (8357)*1989\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1990 \t 19 \t 1393 \t 1 \t 0\n", + "1 \t 1990 \t 1393 \t 1 \t 597 \t 0 \t 1\n", + "2 \t 1393 \t 597 \t 2 \t 199 \t 1 \t -19\n", + "3 \t 597 \t 199 \t 3 \t 0 \t -1 \t 20\n", + "\t\t\t\t\t 3 \t -59\n", + "GCD(39203, 1990) = 199, with coefficients 3 and -59 such that 199 = (3)*39203 + (-59)*1990\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1991 \t 19 \t 1374 \t 1 \t 0\n", + "1 \t 1991 \t 1374 \t 1 \t 617 \t 0 \t 1\n", + "2 \t 1374 \t 617 \t 2 \t 140 \t 1 \t -19\n", + "3 \t 617 \t 140 \t 4 \t 57 \t -1 \t 20\n", + "4 \t 140 \t 57 \t 2 \t 26 \t 3 \t -59\n", + "5 \t 57 \t 26 \t 2 \t 5 \t -13 \t 256\n", + "6 \t 26 \t 5 \t 5 \t 1 \t 29 \t -571\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -71 \t 1398\n", + "\t\t\t\t\t 384 \t -7561\n", + "GCD(39203, 1991) = 1, with coefficients 384 and -7561 such that 1 = (384)*39203 + (-7561)*1991\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1992 \t 19 \t 1355 \t 1 \t 0\n", + "1 \t 1992 \t 1355 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 1355 \t 637 \t 2 \t 81 \t 1 \t -19\n", + "3 \t 637 \t 81 \t 7 \t 70 \t -1 \t 20\n", + "4 \t 81 \t 70 \t 1 \t 11 \t 3 \t -59\n", + "5 \t 70 \t 11 \t 6 \t 4 \t -22 \t 433\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 25 \t -492\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -172 \t 3385\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 369 \t -7262\n", + "\t\t\t\t\t -541 \t 10647\n", + "GCD(39203, 1992) = 1, with coefficients -541 and 10647 such that 1 = (-541)*39203 + (10647)*1992\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1993 \t 19 \t 1336 \t 1 \t 0\n", + "1 \t 1993 \t 1336 \t 1 \t 657 \t 0 \t 1\n", + "2 \t 1336 \t 657 \t 2 \t 22 \t 1 \t -19\n", + "3 \t 657 \t 22 \t 29 \t 19 \t -1 \t 20\n", + "4 \t 22 \t 19 \t 1 \t 3 \t 3 \t -59\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -88 \t 1731\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 91 \t -1790\n", + "\t\t\t\t\t -634 \t 12471\n", + "GCD(39203, 1993) = 1, with coefficients -634 and 12471 such that 1 = (-634)*39203 + (12471)*1993\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1994 \t 19 \t 1317 \t 1 \t 0\n", + "1 \t 1994 \t 1317 \t 1 \t 677 \t 0 \t 1\n", + "2 \t 1317 \t 677 \t 1 \t 640 \t 1 \t -19\n", + "3 \t 677 \t 640 \t 1 \t 37 \t -1 \t 20\n", + "4 \t 640 \t 37 \t 17 \t 11 \t 2 \t -39\n", + "5 \t 37 \t 11 \t 3 \t 4 \t -3 \t 59\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 53 \t -1042\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -162 \t 3185\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 377 \t -7412\n", + "\t\t\t\t\t -539 \t 10597\n", + "GCD(39203, 1994) = 1, with coefficients -539 and 10597 such that 1 = (-539)*39203 + (10597)*1994\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1995 \t 19 \t 1298 \t 1 \t 0\n", + "1 \t 1995 \t 1298 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 1298 \t 697 \t 1 \t 601 \t 1 \t -19\n", + "3 \t 697 \t 601 \t 1 \t 96 \t -1 \t 20\n", + "4 \t 601 \t 96 \t 6 \t 25 \t 2 \t -39\n", + "5 \t 96 \t 25 \t 3 \t 21 \t -3 \t 59\n", + "6 \t 25 \t 21 \t 1 \t 4 \t 20 \t -393\n", + "7 \t 21 \t 4 \t 5 \t 1 \t -63 \t 1238\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 83 \t -1631\n", + "\t\t\t\t\t -478 \t 9393\n", + "GCD(39203, 1995) = 1, with coefficients -478 and 9393 such that 1 = (-478)*39203 + (9393)*1995\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1996 \t 19 \t 1279 \t 1 \t 0\n", + "1 \t 1996 \t 1279 \t 1 \t 717 \t 0 \t 1\n", + "2 \t 1279 \t 717 \t 1 \t 562 \t 1 \t -19\n", + "3 \t 717 \t 562 \t 1 \t 155 \t -1 \t 20\n", + "4 \t 562 \t 155 \t 3 \t 97 \t 2 \t -39\n", + "5 \t 155 \t 97 \t 1 \t 58 \t -3 \t 59\n", + "6 \t 97 \t 58 \t 1 \t 39 \t 11 \t -216\n", + "7 \t 58 \t 39 \t 1 \t 19 \t -14 \t 275\n", + "8 \t 39 \t 19 \t 2 \t 1 \t 25 \t -491\n", + "9 \t 19 \t 1 \t 19 \t 0 \t -39 \t 766\n", + "\t\t\t\t\t 103 \t -2023\n", + "GCD(39203, 1996) = 1, with coefficients 103 and -2023 such that 1 = (103)*39203 + (-2023)*1996\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1997 \t 19 \t 1260 \t 1 \t 0\n", + "1 \t 1997 \t 1260 \t 1 \t 737 \t 0 \t 1\n", + "2 \t 1260 \t 737 \t 1 \t 523 \t 1 \t -19\n", + "3 \t 737 \t 523 \t 1 \t 214 \t -1 \t 20\n", + "4 \t 523 \t 214 \t 2 \t 95 \t 2 \t -39\n", + "5 \t 214 \t 95 \t 2 \t 24 \t -3 \t 59\n", + "6 \t 95 \t 24 \t 3 \t 23 \t 8 \t -157\n", + "7 \t 24 \t 23 \t 1 \t 1 \t -19 \t 373\n", + "8 \t 23 \t 1 \t 23 \t 0 \t 65 \t -1276\n", + "\t\t\t\t\t -84 \t 1649\n", + "GCD(39203, 1997) = 1, with coefficients -84 and 1649 such that 1 = (-84)*39203 + (1649)*1997\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1998 \t 19 \t 1241 \t 1 \t 0\n", + "1 \t 1998 \t 1241 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 1241 \t 757 \t 1 \t 484 \t 1 \t -19\n", + "3 \t 757 \t 484 \t 1 \t 273 \t -1 \t 20\n", + "4 \t 484 \t 273 \t 1 \t 211 \t 2 \t -39\n", + "5 \t 273 \t 211 \t 1 \t 62 \t -3 \t 59\n", + "6 \t 211 \t 62 \t 3 \t 25 \t 5 \t -98\n", + "7 \t 62 \t 25 \t 2 \t 12 \t -8 \t 157\n", + "8 \t 25 \t 12 \t 2 \t 1 \t 29 \t -569\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -66 \t 1295\n", + "\t\t\t\t\t 161 \t -3159\n", + "GCD(39203, 1998) = 1, with coefficients 161 and -3159 such that 1 = (161)*39203 + (-3159)*1998\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 1999 \t 19 \t 1222 \t 1 \t 0\n", + "1 \t 1999 \t 1222 \t 1 \t 777 \t 0 \t 1\n", + "2 \t 1222 \t 777 \t 1 \t 445 \t 1 \t -19\n", + "3 \t 777 \t 445 \t 1 \t 332 \t -1 \t 20\n", + "4 \t 445 \t 332 \t 1 \t 113 \t 2 \t -39\n", + "5 \t 332 \t 113 \t 2 \t 106 \t -3 \t 59\n", + "6 \t 113 \t 106 \t 1 \t 7 \t 5 \t -98\n", + "7 \t 106 \t 7 \t 15 \t 1 \t -13 \t 255\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 18 \t -353\n", + "\t\t\t\t\t -283 \t 5550\n", + "GCD(39203, 1999) = 1, with coefficients -283 and 5550 such that 1 = (-283)*39203 + (5550)*1999\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2000 \t 19 \t 1203 \t 1 \t 0\n", + "1 \t 2000 \t 1203 \t 1 \t 797 \t 0 \t 1\n", + "2 \t 1203 \t 797 \t 1 \t 406 \t 1 \t -19\n", + "3 \t 797 \t 406 \t 1 \t 391 \t -1 \t 20\n", + "4 \t 406 \t 391 \t 1 \t 15 \t 2 \t -39\n", + "5 \t 391 \t 15 \t 26 \t 1 \t -3 \t 59\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 5 \t -98\n", + "\t\t\t\t\t -133 \t 2607\n", + "GCD(39203, 2000) = 1, with coefficients -133 and 2607 such that 1 = (-133)*39203 + (2607)*2000\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2001 \t 19 \t 1184 \t 1 \t 0\n", + "1 \t 2001 \t 1184 \t 1 \t 817 \t 0 \t 1\n", + "2 \t 1184 \t 817 \t 1 \t 367 \t 1 \t -19\n", + "3 \t 817 \t 367 \t 2 \t 83 \t -1 \t 20\n", + "4 \t 367 \t 83 \t 4 \t 35 \t 2 \t -39\n", + "5 \t 83 \t 35 \t 2 \t 13 \t -5 \t 98\n", + "6 \t 35 \t 13 \t 2 \t 9 \t 22 \t -431\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -49 \t 960\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 120 \t -2351\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -169 \t 3311\n", + "\t\t\t\t\t 458 \t -8973\n", + "GCD(39203, 2001) = 1, with coefficients 458 and -8973 such that 1 = (458)*39203 + (-8973)*2001\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2002 \t 19 \t 1165 \t 1 \t 0\n", + "1 \t 2002 \t 1165 \t 1 \t 837 \t 0 \t 1\n", + "2 \t 1165 \t 837 \t 1 \t 328 \t 1 \t -19\n", + "3 \t 837 \t 328 \t 2 \t 181 \t -1 \t 20\n", + "4 \t 328 \t 181 \t 1 \t 147 \t 2 \t -39\n", + "5 \t 181 \t 147 \t 1 \t 34 \t -5 \t 98\n", + "6 \t 147 \t 34 \t 4 \t 11 \t 7 \t -137\n", + "7 \t 34 \t 11 \t 3 \t 1 \t -12 \t 235\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 55 \t -1077\n", + "\t\t\t\t\t -177 \t 3466\n", + "GCD(39203, 2002) = 1, with coefficients -177 and 3466 such that 1 = (-177)*39203 + (3466)*2002\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2003 \t 19 \t 1146 \t 1 \t 0\n", + "1 \t 2003 \t 1146 \t 1 \t 857 \t 0 \t 1\n", + "2 \t 1146 \t 857 \t 1 \t 289 \t 1 \t -19\n", + "3 \t 857 \t 289 \t 2 \t 279 \t -1 \t 20\n", + "4 \t 289 \t 279 \t 1 \t 10 \t 2 \t -39\n", + "5 \t 279 \t 10 \t 27 \t 9 \t -5 \t 98\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 7 \t -137\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -194 \t 3797\n", + "\t\t\t\t\t 201 \t -3934\n", + "GCD(39203, 2003) = 1, with coefficients 201 and -3934 such that 1 = (201)*39203 + (-3934)*2003\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2004 \t 19 \t 1127 \t 1 \t 0\n", + "1 \t 2004 \t 1127 \t 1 \t 877 \t 0 \t 1\n", + "2 \t 1127 \t 877 \t 1 \t 250 \t 1 \t -19\n", + "3 \t 877 \t 250 \t 3 \t 127 \t -1 \t 20\n", + "4 \t 250 \t 127 \t 1 \t 123 \t 2 \t -39\n", + "5 \t 127 \t 123 \t 1 \t 4 \t -7 \t 137\n", + "6 \t 123 \t 4 \t 30 \t 3 \t 9 \t -176\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -16 \t 313\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 489 \t -9566\n", + "\t\t\t\t\t -505 \t 9879\n", + "GCD(39203, 2004) = 1, with coefficients -505 and 9879 such that 1 = (-505)*39203 + (9879)*2004\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2005 \t 19 \t 1108 \t 1 \t 0\n", + "1 \t 2005 \t 1108 \t 1 \t 897 \t 0 \t 1\n", + "2 \t 1108 \t 897 \t 1 \t 211 \t 1 \t -19\n", + "3 \t 897 \t 211 \t 4 \t 53 \t -1 \t 20\n", + "4 \t 211 \t 53 \t 3 \t 52 \t 2 \t -39\n", + "5 \t 53 \t 52 \t 1 \t 1 \t -9 \t 176\n", + "6 \t 52 \t 1 \t 52 \t 0 \t 29 \t -567\n", + "\t\t\t\t\t -38 \t 743\n", + "GCD(39203, 2005) = 1, with coefficients -38 and 743 such that 1 = (-38)*39203 + (743)*2005\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2006 \t 19 \t 1089 \t 1 \t 0\n", + "1 \t 2006 \t 1089 \t 1 \t 917 \t 0 \t 1\n", + "2 \t 1089 \t 917 \t 1 \t 172 \t 1 \t -19\n", + "3 \t 917 \t 172 \t 5 \t 57 \t -1 \t 20\n", + "4 \t 172 \t 57 \t 3 \t 1 \t 2 \t -39\n", + "5 \t 57 \t 1 \t 57 \t 0 \t -11 \t 215\n", + "\t\t\t\t\t 35 \t -684\n", + "GCD(39203, 2006) = 1, with coefficients 35 and -684 such that 1 = (35)*39203 + (-684)*2006\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2007 \t 19 \t 1070 \t 1 \t 0\n", + "1 \t 2007 \t 1070 \t 1 \t 937 \t 0 \t 1\n", + "2 \t 1070 \t 937 \t 1 \t 133 \t 1 \t -19\n", + "3 \t 937 \t 133 \t 7 \t 6 \t -1 \t 20\n", + "4 \t 133 \t 6 \t 22 \t 1 \t 2 \t -39\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -15 \t 293\n", + "\t\t\t\t\t 332 \t -6485\n", + "GCD(39203, 2007) = 1, with coefficients 332 and -6485 such that 1 = (332)*39203 + (-6485)*2007\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2008 \t 19 \t 1051 \t 1 \t 0\n", + "1 \t 2008 \t 1051 \t 1 \t 957 \t 0 \t 1\n", + "2 \t 1051 \t 957 \t 1 \t 94 \t 1 \t -19\n", + "3 \t 957 \t 94 \t 10 \t 17 \t -1 \t 20\n", + "4 \t 94 \t 17 \t 5 \t 9 \t 2 \t -39\n", + "5 \t 17 \t 9 \t 1 \t 8 \t -21 \t 410\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 107 \t -2089\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -128 \t 2499\n", + "\t\t\t\t\t 235 \t -4588\n", + "GCD(39203, 2008) = 1, with coefficients 235 and -4588 such that 1 = (235)*39203 + (-4588)*2008\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2009 \t 19 \t 1032 \t 1 \t 0\n", + "1 \t 2009 \t 1032 \t 1 \t 977 \t 0 \t 1\n", + "2 \t 1032 \t 977 \t 1 \t 55 \t 1 \t -19\n", + "3 \t 977 \t 55 \t 17 \t 42 \t -1 \t 20\n", + "4 \t 55 \t 42 \t 1 \t 13 \t 2 \t -39\n", + "5 \t 42 \t 13 \t 3 \t 3 \t -35 \t 683\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 37 \t -722\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -146 \t 2849\n", + "\t\t\t\t\t 621 \t -12118\n", + "GCD(39203, 2009) = 1, with coefficients 621 and -12118 such that 1 = (621)*39203 + (-12118)*2009\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2010 \t 19 \t 1013 \t 1 \t 0\n", + "1 \t 2010 \t 1013 \t 1 \t 997 \t 0 \t 1\n", + "2 \t 1013 \t 997 \t 1 \t 16 \t 1 \t -19\n", + "3 \t 997 \t 16 \t 62 \t 5 \t -1 \t 20\n", + "4 \t 16 \t 5 \t 3 \t 1 \t 2 \t -39\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -125 \t 2438\n", + "\t\t\t\t\t 377 \t -7353\n", + "GCD(39203, 2010) = 1, with coefficients 377 and -7353 such that 1 = (377)*39203 + (-7353)*2010\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2011 \t 19 \t 994 \t 1 \t 0\n", + "1 \t 2011 \t 994 \t 2 \t 23 \t 0 \t 1\n", + "2 \t 994 \t 23 \t 43 \t 5 \t 1 \t -19\n", + "3 \t 23 \t 5 \t 4 \t 3 \t -2 \t 39\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 87 \t -1696\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -350 \t 6823\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 437 \t -8519\n", + "\t\t\t\t\t -787 \t 15342\n", + "GCD(39203, 2011) = 1, with coefficients -787 and 15342 such that 1 = (-787)*39203 + (15342)*2011\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2012 \t 19 \t 975 \t 1 \t 0\n", + "1 \t 2012 \t 975 \t 2 \t 62 \t 0 \t 1\n", + "2 \t 975 \t 62 \t 15 \t 45 \t 1 \t -19\n", + "3 \t 62 \t 45 \t 1 \t 17 \t -2 \t 39\n", + "4 \t 45 \t 17 \t 2 \t 11 \t 31 \t -604\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -33 \t 643\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 97 \t -1890\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -130 \t 2533\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 227 \t -4423\n", + "\t\t\t\t\t -357 \t 6956\n", + "GCD(39203, 2012) = 1, with coefficients -357 and 6956 such that 1 = (-357)*39203 + (6956)*2012\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2013 \t 19 \t 956 \t 1 \t 0\n", + "1 \t 2013 \t 956 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 956 \t 101 \t 9 \t 47 \t 1 \t -19\n", + "3 \t 101 \t 47 \t 2 \t 7 \t -2 \t 39\n", + "4 \t 47 \t 7 \t 6 \t 5 \t 19 \t -370\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -40 \t 779\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 259 \t -5044\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -299 \t 5823\n", + "\t\t\t\t\t 857 \t -16690\n", + "GCD(39203, 2013) = 1, with coefficients 857 and -16690 such that 1 = (857)*39203 + (-16690)*2013\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2014 \t 19 \t 937 \t 1 \t 0\n", + "1 \t 2014 \t 937 \t 2 \t 140 \t 0 \t 1\n", + "2 \t 937 \t 140 \t 6 \t 97 \t 1 \t -19\n", + "3 \t 140 \t 97 \t 1 \t 43 \t -2 \t 39\n", + "4 \t 97 \t 43 \t 2 \t 11 \t 13 \t -253\n", + "5 \t 43 \t 11 \t 3 \t 10 \t -15 \t 292\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 43 \t -837\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -144 \t 2803\n", + "\t\t\t\t\t 187 \t -3640\n", + "GCD(39203, 2014) = 1, with coefficients 187 and -3640 such that 1 = (187)*39203 + (-3640)*2014\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2015 \t 19 \t 918 \t 1 \t 0\n", + "1 \t 2015 \t 918 \t 2 \t 179 \t 0 \t 1\n", + "2 \t 918 \t 179 \t 5 \t 23 \t 1 \t -19\n", + "3 \t 179 \t 23 \t 7 \t 18 \t -2 \t 39\n", + "4 \t 23 \t 18 \t 1 \t 5 \t 11 \t -214\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -79 \t 1537\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 90 \t -1751\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -349 \t 6790\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 439 \t -8541\n", + "\t\t\t\t\t -788 \t 15331\n", + "GCD(39203, 2015) = 1, with coefficients -788 and 15331 such that 1 = (-788)*39203 + (15331)*2015\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2016 \t 19 \t 899 \t 1 \t 0\n", + "1 \t 2016 \t 899 \t 2 \t 218 \t 0 \t 1\n", + "2 \t 899 \t 218 \t 4 \t 27 \t 1 \t -19\n", + "3 \t 218 \t 27 \t 8 \t 2 \t -2 \t 39\n", + "4 \t 27 \t 2 \t 13 \t 1 \t 9 \t -175\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -74 \t 1439\n", + "\t\t\t\t\t 971 \t -18882\n", + "GCD(39203, 2016) = 1, with coefficients 971 and -18882 such that 1 = (971)*39203 + (-18882)*2016\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2017 \t 19 \t 880 \t 1 \t 0\n", + "1 \t 2017 \t 880 \t 2 \t 257 \t 0 \t 1\n", + "2 \t 880 \t 257 \t 3 \t 109 \t 1 \t -19\n", + "3 \t 257 \t 109 \t 2 \t 39 \t -2 \t 39\n", + "4 \t 109 \t 39 \t 2 \t 31 \t 7 \t -136\n", + "5 \t 39 \t 31 \t 1 \t 8 \t -16 \t 311\n", + "6 \t 31 \t 8 \t 3 \t 7 \t 39 \t -758\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -55 \t 1069\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 204 \t -3965\n", + "\t\t\t\t\t -259 \t 5034\n", + "GCD(39203, 2017) = 1, with coefficients -259 and 5034 such that 1 = (-259)*39203 + (5034)*2017\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2018 \t 19 \t 861 \t 1 \t 0\n", + "1 \t 2018 \t 861 \t 2 \t 296 \t 0 \t 1\n", + "2 \t 861 \t 296 \t 2 \t 269 \t 1 \t -19\n", + "3 \t 296 \t 269 \t 1 \t 27 \t -2 \t 39\n", + "4 \t 269 \t 27 \t 9 \t 26 \t 5 \t -97\n", + "5 \t 27 \t 26 \t 1 \t 1 \t -7 \t 136\n", + "6 \t 26 \t 1 \t 26 \t 0 \t 68 \t -1321\n", + "\t\t\t\t\t -75 \t 1457\n", + "GCD(39203, 2018) = 1, with coefficients -75 and 1457 such that 1 = (-75)*39203 + (1457)*2018\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2019 \t 19 \t 842 \t 1 \t 0\n", + "1 \t 2019 \t 842 \t 2 \t 335 \t 0 \t 1\n", + "2 \t 842 \t 335 \t 2 \t 172 \t 1 \t -19\n", + "3 \t 335 \t 172 \t 1 \t 163 \t -2 \t 39\n", + "4 \t 172 \t 163 \t 1 \t 9 \t 5 \t -97\n", + "5 \t 163 \t 9 \t 18 \t 1 \t -7 \t 136\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 12 \t -233\n", + "\t\t\t\t\t -223 \t 4330\n", + "GCD(39203, 2019) = 1, with coefficients -223 and 4330 such that 1 = (-223)*39203 + (4330)*2019\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2020 \t 19 \t 823 \t 1 \t 0\n", + "1 \t 2020 \t 823 \t 2 \t 374 \t 0 \t 1\n", + "2 \t 823 \t 374 \t 2 \t 75 \t 1 \t -19\n", + "3 \t 374 \t 75 \t 4 \t 74 \t -2 \t 39\n", + "4 \t 75 \t 74 \t 1 \t 1 \t 5 \t -97\n", + "5 \t 74 \t 1 \t 74 \t 0 \t -22 \t 427\n", + "\t\t\t\t\t 27 \t -524\n", + "GCD(39203, 2020) = 1, with coefficients 27 and -524 such that 1 = (27)*39203 + (-524)*2020\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2021 \t 19 \t 804 \t 1 \t 0\n", + "1 \t 2021 \t 804 \t 2 \t 413 \t 0 \t 1\n", + "2 \t 804 \t 413 \t 1 \t 391 \t 1 \t -19\n", + "3 \t 413 \t 391 \t 1 \t 22 \t -2 \t 39\n", + "4 \t 391 \t 22 \t 17 \t 17 \t 3 \t -58\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -5 \t 97\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 88 \t -1707\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -93 \t 1804\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 367 \t -7119\n", + "\t\t\t\t\t -827 \t 16042\n", + "GCD(39203, 2021) = 1, with coefficients -827 and 16042 such that 1 = (-827)*39203 + (16042)*2021\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2022 \t 19 \t 785 \t 1 \t 0\n", + "1 \t 2022 \t 785 \t 2 \t 452 \t 0 \t 1\n", + "2 \t 785 \t 452 \t 1 \t 333 \t 1 \t -19\n", + "3 \t 452 \t 333 \t 1 \t 119 \t -2 \t 39\n", + "4 \t 333 \t 119 \t 2 \t 95 \t 3 \t -58\n", + "5 \t 119 \t 95 \t 1 \t 24 \t -5 \t 97\n", + "6 \t 95 \t 24 \t 3 \t 23 \t 13 \t -252\n", + "7 \t 24 \t 23 \t 1 \t 1 \t -18 \t 349\n", + "8 \t 23 \t 1 \t 23 \t 0 \t 67 \t -1299\n", + "\t\t\t\t\t -85 \t 1648\n", + "GCD(39203, 2022) = 1, with coefficients -85 and 1648 such that 1 = (-85)*39203 + (1648)*2022\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2023 \t 19 \t 766 \t 1 \t 0\n", + "1 \t 2023 \t 766 \t 2 \t 491 \t 0 \t 1\n", + "2 \t 766 \t 491 \t 1 \t 275 \t 1 \t -19\n", + "3 \t 491 \t 275 \t 1 \t 216 \t -2 \t 39\n", + "4 \t 275 \t 216 \t 1 \t 59 \t 3 \t -58\n", + "5 \t 216 \t 59 \t 3 \t 39 \t -5 \t 97\n", + "6 \t 59 \t 39 \t 1 \t 20 \t 8 \t -155\n", + "7 \t 39 \t 20 \t 1 \t 19 \t -29 \t 562\n", + "8 \t 20 \t 19 \t 1 \t 1 \t 37 \t -717\n", + "9 \t 19 \t 1 \t 19 \t 0 \t -66 \t 1279\n", + "\t\t\t\t\t 103 \t -1996\n", + "GCD(39203, 2023) = 1, with coefficients 103 and -1996 such that 1 = (103)*39203 + (-1996)*2023\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2024 \t 19 \t 747 \t 1 \t 0\n", + "1 \t 2024 \t 747 \t 2 \t 530 \t 0 \t 1\n", + "2 \t 747 \t 530 \t 1 \t 217 \t 1 \t -19\n", + "3 \t 530 \t 217 \t 2 \t 96 \t -2 \t 39\n", + "4 \t 217 \t 96 \t 2 \t 25 \t 3 \t -58\n", + "5 \t 96 \t 25 \t 3 \t 21 \t -8 \t 155\n", + "6 \t 25 \t 21 \t 1 \t 4 \t 19 \t -368\n", + "7 \t 21 \t 4 \t 5 \t 1 \t -65 \t 1259\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 84 \t -1627\n", + "\t\t\t\t\t -485 \t 9394\n", + "GCD(39203, 2024) = 1, with coefficients -485 and 9394 such that 1 = (-485)*39203 + (9394)*2024\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2025 \t 19 \t 728 \t 1 \t 0\n", + "1 \t 2025 \t 728 \t 2 \t 569 \t 0 \t 1\n", + "2 \t 728 \t 569 \t 1 \t 159 \t 1 \t -19\n", + "3 \t 569 \t 159 \t 3 \t 92 \t -2 \t 39\n", + "4 \t 159 \t 92 \t 1 \t 67 \t 3 \t -58\n", + "5 \t 92 \t 67 \t 1 \t 25 \t -11 \t 213\n", + "6 \t 67 \t 25 \t 2 \t 17 \t 14 \t -271\n", + "7 \t 25 \t 17 \t 1 \t 8 \t -25 \t 484\n", + "8 \t 17 \t 8 \t 2 \t 1 \t 64 \t -1239\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -89 \t 1723\n", + "\t\t\t\t\t 242 \t -4685\n", + "GCD(39203, 2025) = 1, with coefficients 242 and -4685 such that 1 = (242)*39203 + (-4685)*2025\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2026 \t 19 \t 709 \t 1 \t 0\n", + "1 \t 2026 \t 709 \t 2 \t 608 \t 0 \t 1\n", + "2 \t 709 \t 608 \t 1 \t 101 \t 1 \t -19\n", + "3 \t 608 \t 101 \t 6 \t 2 \t -2 \t 39\n", + "4 \t 101 \t 2 \t 50 \t 1 \t 3 \t -58\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -20 \t 387\n", + "\t\t\t\t\t 1003 \t -19408\n", + "GCD(39203, 2026) = 1, with coefficients 1003 and -19408 such that 1 = (1003)*39203 + (-19408)*2026\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2027 \t 19 \t 690 \t 1 \t 0\n", + "1 \t 2027 \t 690 \t 2 \t 647 \t 0 \t 1\n", + "2 \t 690 \t 647 \t 1 \t 43 \t 1 \t -19\n", + "3 \t 647 \t 43 \t 15 \t 2 \t -2 \t 39\n", + "4 \t 43 \t 2 \t 21 \t 1 \t 3 \t -58\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -47 \t 909\n", + "\t\t\t\t\t 990 \t -19147\n", + "GCD(39203, 2027) = 1, with coefficients 990 and -19147 such that 1 = (990)*39203 + (-19147)*2027\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2028 \t 19 \t 671 \t 1 \t 0\n", + "1 \t 2028 \t 671 \t 3 \t 15 \t 0 \t 1\n", + "2 \t 671 \t 15 \t 44 \t 11 \t 1 \t -19\n", + "3 \t 15 \t 11 \t 1 \t 4 \t -3 \t 58\n", + "4 \t 11 \t 4 \t 2 \t 3 \t 133 \t -2571\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -136 \t 2629\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 405 \t -7829\n", + "\t\t\t\t\t -541 \t 10458\n", + "GCD(39203, 2028) = 1, with coefficients -541 and 10458 such that 1 = (-541)*39203 + (10458)*2028\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2029 \t 19 \t 652 \t 1 \t 0\n", + "1 \t 2029 \t 652 \t 3 \t 73 \t 0 \t 1\n", + "2 \t 652 \t 73 \t 8 \t 68 \t 1 \t -19\n", + "3 \t 73 \t 68 \t 1 \t 5 \t -3 \t 58\n", + "4 \t 68 \t 5 \t 13 \t 3 \t 25 \t -483\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -28 \t 541\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 389 \t -7516\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -417 \t 8057\n", + "\t\t\t\t\t 806 \t -15573\n", + "GCD(39203, 2029) = 1, with coefficients 806 and -15573 such that 1 = (806)*39203 + (-15573)*2029\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2030 \t 19 \t 633 \t 1 \t 0\n", + "1 \t 2030 \t 633 \t 3 \t 131 \t 0 \t 1\n", + "2 \t 633 \t 131 \t 4 \t 109 \t 1 \t -19\n", + "3 \t 131 \t 109 \t 1 \t 22 \t -3 \t 58\n", + "4 \t 109 \t 22 \t 4 \t 21 \t 13 \t -251\n", + "5 \t 22 \t 21 \t 1 \t 1 \t -16 \t 309\n", + "6 \t 21 \t 1 \t 21 \t 0 \t 77 \t -1487\n", + "\t\t\t\t\t -93 \t 1796\n", + "GCD(39203, 2030) = 1, with coefficients -93 and 1796 such that 1 = (-93)*39203 + (1796)*2030\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2031 \t 19 \t 614 \t 1 \t 0\n", + "1 \t 2031 \t 614 \t 3 \t 189 \t 0 \t 1\n", + "2 \t 614 \t 189 \t 3 \t 47 \t 1 \t -19\n", + "3 \t 189 \t 47 \t 4 \t 1 \t -3 \t 58\n", + "4 \t 47 \t 1 \t 47 \t 0 \t 10 \t -193\n", + "\t\t\t\t\t -43 \t 830\n", + "GCD(39203, 2031) = 1, with coefficients -43 and 830 such that 1 = (-43)*39203 + (830)*2031\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2032 \t 19 \t 595 \t 1 \t 0\n", + "1 \t 2032 \t 595 \t 3 \t 247 \t 0 \t 1\n", + "2 \t 595 \t 247 \t 2 \t 101 \t 1 \t -19\n", + "3 \t 247 \t 101 \t 2 \t 45 \t -3 \t 58\n", + "4 \t 101 \t 45 \t 2 \t 11 \t 7 \t -135\n", + "5 \t 45 \t 11 \t 4 \t 1 \t -17 \t 328\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 41 \t -791\n", + "\t\t\t\t\t -181 \t 3492\n", + "GCD(39203, 2032) = 1, with coefficients -181 and 3492 such that 1 = (-181)*39203 + (3492)*2032\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2033 \t 19 \t 576 \t 1 \t 0\n", + "1 \t 2033 \t 576 \t 3 \t 305 \t 0 \t 1\n", + "2 \t 576 \t 305 \t 1 \t 271 \t 1 \t -19\n", + "3 \t 305 \t 271 \t 1 \t 34 \t -3 \t 58\n", + "4 \t 271 \t 34 \t 7 \t 33 \t 4 \t -77\n", + "5 \t 34 \t 33 \t 1 \t 1 \t -7 \t 135\n", + "6 \t 33 \t 1 \t 33 \t 0 \t 53 \t -1022\n", + "\t\t\t\t\t -60 \t 1157\n", + "GCD(39203, 2033) = 1, with coefficients -60 and 1157 such that 1 = (-60)*39203 + (1157)*2033\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2034 \t 19 \t 557 \t 1 \t 0\n", + "1 \t 2034 \t 557 \t 3 \t 363 \t 0 \t 1\n", + "2 \t 557 \t 363 \t 1 \t 194 \t 1 \t -19\n", + "3 \t 363 \t 194 \t 1 \t 169 \t -3 \t 58\n", + "4 \t 194 \t 169 \t 1 \t 25 \t 4 \t -77\n", + "5 \t 169 \t 25 \t 6 \t 19 \t -7 \t 135\n", + "6 \t 25 \t 19 \t 1 \t 6 \t 11 \t -212\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -73 \t 1407\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 84 \t -1619\n", + "\t\t\t\t\t -325 \t 6264\n", + "GCD(39203, 2034) = 1, with coefficients -325 and 6264 such that 1 = (-325)*39203 + (6264)*2034\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2035 \t 19 \t 538 \t 1 \t 0\n", + "1 \t 2035 \t 538 \t 3 \t 421 \t 0 \t 1\n", + "2 \t 538 \t 421 \t 1 \t 117 \t 1 \t -19\n", + "3 \t 421 \t 117 \t 3 \t 70 \t -3 \t 58\n", + "4 \t 117 \t 70 \t 1 \t 47 \t 4 \t -77\n", + "5 \t 70 \t 47 \t 1 \t 23 \t -15 \t 289\n", + "6 \t 47 \t 23 \t 2 \t 1 \t 19 \t -366\n", + "7 \t 23 \t 1 \t 23 \t 0 \t -34 \t 655\n", + "\t\t\t\t\t 87 \t -1676\n", + "GCD(39203, 2035) = 1, with coefficients 87 and -1676 such that 1 = (87)*39203 + (-1676)*2035\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2036 \t 19 \t 519 \t 1 \t 0\n", + "1 \t 2036 \t 519 \t 3 \t 479 \t 0 \t 1\n", + "2 \t 519 \t 479 \t 1 \t 40 \t 1 \t -19\n", + "3 \t 479 \t 40 \t 11 \t 39 \t -3 \t 58\n", + "4 \t 40 \t 39 \t 1 \t 1 \t 4 \t -77\n", + "5 \t 39 \t 1 \t 39 \t 0 \t -47 \t 905\n", + "\t\t\t\t\t 51 \t -982\n", + "GCD(39203, 2036) = 1, with coefficients 51 and -982 such that 1 = (51)*39203 + (-982)*2036\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2037 \t 19 \t 500 \t 1 \t 0\n", + "1 \t 2037 \t 500 \t 4 \t 37 \t 0 \t 1\n", + "2 \t 500 \t 37 \t 13 \t 19 \t 1 \t -19\n", + "3 \t 37 \t 19 \t 1 \t 18 \t -4 \t 77\n", + "4 \t 19 \t 18 \t 1 \t 1 \t 53 \t -1020\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -57 \t 1097\n", + "\t\t\t\t\t 110 \t -2117\n", + "GCD(39203, 2037) = 1, with coefficients 110 and -2117 such that 1 = (110)*39203 + (-2117)*2037\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2038 \t 19 \t 481 \t 1 \t 0\n", + "1 \t 2038 \t 481 \t 4 \t 114 \t 0 \t 1\n", + "2 \t 481 \t 114 \t 4 \t 25 \t 1 \t -19\n", + "3 \t 114 \t 25 \t 4 \t 14 \t -4 \t 77\n", + "4 \t 25 \t 14 \t 1 \t 11 \t 17 \t -327\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -72 \t 1385\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 89 \t -1712\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -161 \t 3097\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 572 \t -11003\n", + "\t\t\t\t\t -733 \t 14100\n", + "GCD(39203, 2038) = 1, with coefficients -733 and 14100 such that 1 = (-733)*39203 + (14100)*2038\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2039 \t 19 \t 462 \t 1 \t 0\n", + "1 \t 2039 \t 462 \t 4 \t 191 \t 0 \t 1\n", + "2 \t 462 \t 191 \t 2 \t 80 \t 1 \t -19\n", + "3 \t 191 \t 80 \t 2 \t 31 \t -4 \t 77\n", + "4 \t 80 \t 31 \t 2 \t 18 \t 9 \t -173\n", + "5 \t 31 \t 18 \t 1 \t 13 \t -22 \t 423\n", + "6 \t 18 \t 13 \t 1 \t 5 \t 53 \t -1019\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -75 \t 1442\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 128 \t -2461\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -331 \t 6364\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 459 \t -8825\n", + "\t\t\t\t\t -790 \t 15189\n", + "GCD(39203, 2039) = 1, with coefficients -790 and 15189 such that 1 = (-790)*39203 + (15189)*2039\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2040 \t 19 \t 443 \t 1 \t 0\n", + "1 \t 2040 \t 443 \t 4 \t 268 \t 0 \t 1\n", + "2 \t 443 \t 268 \t 1 \t 175 \t 1 \t -19\n", + "3 \t 268 \t 175 \t 1 \t 93 \t -4 \t 77\n", + "4 \t 175 \t 93 \t 1 \t 82 \t 5 \t -96\n", + "5 \t 93 \t 82 \t 1 \t 11 \t -9 \t 173\n", + "6 \t 82 \t 11 \t 7 \t 5 \t 14 \t -269\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -23 \t 442\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 175 \t -3363\n", + "\t\t\t\t\t -373 \t 7168\n", + "GCD(39203, 2040) = 1, with coefficients -373 and 7168 such that 1 = (-373)*39203 + (7168)*2040\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2041 \t 19 \t 424 \t 1 \t 0\n", + "1 \t 2041 \t 424 \t 4 \t 345 \t 0 \t 1\n", + "2 \t 424 \t 345 \t 1 \t 79 \t 1 \t -19\n", + "3 \t 345 \t 79 \t 4 \t 29 \t -4 \t 77\n", + "4 \t 79 \t 29 \t 2 \t 21 \t 5 \t -96\n", + "5 \t 29 \t 21 \t 1 \t 8 \t -24 \t 461\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 53 \t -1018\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -77 \t 1479\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 207 \t -3976\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -284 \t 5455\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 491 \t -9431\n", + "\t\t\t\t\t -775 \t 14886\n", + "GCD(39203, 2041) = 1, with coefficients -775 and 14886 such that 1 = (-775)*39203 + (14886)*2041\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2042 \t 19 \t 405 \t 1 \t 0\n", + "1 \t 2042 \t 405 \t 5 \t 17 \t 0 \t 1\n", + "2 \t 405 \t 17 \t 23 \t 14 \t 1 \t -19\n", + "3 \t 17 \t 14 \t 1 \t 3 \t -5 \t 96\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 116 \t -2227\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -121 \t 2323\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 600 \t -11519\n", + "\t\t\t\t\t -721 \t 13842\n", + "GCD(39203, 2042) = 1, with coefficients -721 and 13842 such that 1 = (-721)*39203 + (13842)*2042\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2043 \t 19 \t 386 \t 1 \t 0\n", + "1 \t 2043 \t 386 \t 5 \t 113 \t 0 \t 1\n", + "2 \t 386 \t 113 \t 3 \t 47 \t 1 \t -19\n", + "3 \t 113 \t 47 \t 2 \t 19 \t -5 \t 96\n", + "4 \t 47 \t 19 \t 2 \t 9 \t 16 \t -307\n", + "5 \t 19 \t 9 \t 2 \t 1 \t -37 \t 710\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 90 \t -1727\n", + "\t\t\t\t\t -217 \t 4164\n", + "GCD(39203, 2043) = 1, with coefficients -217 and 4164 such that 1 = (-217)*39203 + (4164)*2043\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2044 \t 19 \t 367 \t 1 \t 0\n", + "1 \t 2044 \t 367 \t 5 \t 209 \t 0 \t 1\n", + "2 \t 367 \t 209 \t 1 \t 158 \t 1 \t -19\n", + "3 \t 209 \t 158 \t 1 \t 51 \t -5 \t 96\n", + "4 \t 158 \t 51 \t 3 \t 5 \t 6 \t -115\n", + "5 \t 51 \t 5 \t 10 \t 1 \t -11 \t 211\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 39 \t -748\n", + "\t\t\t\t\t -401 \t 7691\n", + "GCD(39203, 2044) = 1, with coefficients -401 and 7691 such that 1 = (-401)*39203 + (7691)*2044\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2045 \t 19 \t 348 \t 1 \t 0\n", + "1 \t 2045 \t 348 \t 5 \t 305 \t 0 \t 1\n", + "2 \t 348 \t 305 \t 1 \t 43 \t 1 \t -19\n", + "3 \t 305 \t 43 \t 7 \t 4 \t -5 \t 96\n", + "4 \t 43 \t 4 \t 10 \t 3 \t 6 \t -115\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -47 \t 901\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 476 \t -9125\n", + "\t\t\t\t\t -523 \t 10026\n", + "GCD(39203, 2045) = 1, with coefficients -523 and 10026 such that 1 = (-523)*39203 + (10026)*2045\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2046 \t 19 \t 329 \t 1 \t 0\n", + "1 \t 2046 \t 329 \t 6 \t 72 \t 0 \t 1\n", + "2 \t 329 \t 72 \t 4 \t 41 \t 1 \t -19\n", + "3 \t 72 \t 41 \t 1 \t 31 \t -6 \t 115\n", + "4 \t 41 \t 31 \t 1 \t 10 \t 25 \t -479\n", + "5 \t 31 \t 10 \t 3 \t 1 \t -31 \t 594\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 56 \t -1073\n", + "\t\t\t\t\t -199 \t 3813\n", + "GCD(39203, 2046) = 1, with coefficients -199 and 3813 such that 1 = (-199)*39203 + (3813)*2046\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2047 \t 19 \t 310 \t 1 \t 0\n", + "1 \t 2047 \t 310 \t 6 \t 187 \t 0 \t 1\n", + "2 \t 310 \t 187 \t 1 \t 123 \t 1 \t -19\n", + "3 \t 187 \t 123 \t 1 \t 64 \t -6 \t 115\n", + "4 \t 123 \t 64 \t 1 \t 59 \t 7 \t -134\n", + "5 \t 64 \t 59 \t 1 \t 5 \t -13 \t 249\n", + "6 \t 59 \t 5 \t 11 \t 4 \t 20 \t -383\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -33 \t 632\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 383 \t -7335\n", + "\t\t\t\t\t -416 \t 7967\n", + "GCD(39203, 2047) = 1, with coefficients -416 and 7967 such that 1 = (-416)*39203 + (7967)*2047\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2048 \t 19 \t 291 \t 1 \t 0\n", + "1 \t 2048 \t 291 \t 7 \t 11 \t 0 \t 1\n", + "2 \t 291 \t 11 \t 26 \t 5 \t 1 \t -19\n", + "3 \t 11 \t 5 \t 2 \t 1 \t -7 \t 134\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 183 \t -3503\n", + "\t\t\t\t\t -373 \t 7140\n", + "GCD(39203, 2048) = 1, with coefficients -373 and 7140 such that 1 = (-373)*39203 + (7140)*2048\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2049 \t 19 \t 272 \t 1 \t 0\n", + "1 \t 2049 \t 272 \t 7 \t 145 \t 0 \t 1\n", + "2 \t 272 \t 145 \t 1 \t 127 \t 1 \t -19\n", + "3 \t 145 \t 127 \t 1 \t 18 \t -7 \t 134\n", + "4 \t 127 \t 18 \t 7 \t 1 \t 8 \t -153\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -15 \t 287\n", + "\t\t\t\t\t 113 \t -2162\n", + "GCD(39203, 2049) = 1, with coefficients 113 and -2162 such that 1 = (113)*39203 + (-2162)*2049\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2050 \t 19 \t 253 \t 1 \t 0\n", + "1 \t 2050 \t 253 \t 8 \t 26 \t 0 \t 1\n", + "2 \t 253 \t 26 \t 9 \t 19 \t 1 \t -19\n", + "3 \t 26 \t 19 \t 1 \t 7 \t -8 \t 153\n", + "4 \t 19 \t 7 \t 2 \t 5 \t 73 \t -1396\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -81 \t 1549\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 235 \t -4494\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -316 \t 6043\n", + "\t\t\t\t\t 867 \t -16580\n", + "GCD(39203, 2050) = 1, with coefficients 867 and -16580 such that 1 = (867)*39203 + (-16580)*2050\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2051 \t 19 \t 234 \t 1 \t 0\n", + "1 \t 2051 \t 234 \t 8 \t 179 \t 0 \t 1\n", + "2 \t 234 \t 179 \t 1 \t 55 \t 1 \t -19\n", + "3 \t 179 \t 55 \t 3 \t 14 \t -8 \t 153\n", + "4 \t 55 \t 14 \t 3 \t 13 \t 9 \t -172\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -35 \t 669\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 114 \t -2179\n", + "\t\t\t\t\t -149 \t 2848\n", + "GCD(39203, 2051) = 1, with coefficients -149 and 2848 such that 1 = (-149)*39203 + (2848)*2051\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2052 \t 19 \t 215 \t 1 \t 0\n", + "1 \t 2052 \t 215 \t 9 \t 117 \t 0 \t 1\n", + "2 \t 215 \t 117 \t 1 \t 98 \t 1 \t -19\n", + "3 \t 117 \t 98 \t 1 \t 19 \t -9 \t 172\n", + "4 \t 98 \t 19 \t 5 \t 3 \t 10 \t -191\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -19 \t 363\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 105 \t -2006\n", + "\t\t\t\t\t -649 \t 12399\n", + "GCD(39203, 2052) = 1, with coefficients -649 and 12399 such that 1 = (-649)*39203 + (12399)*2052\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2053 \t 19 \t 196 \t 1 \t 0\n", + "1 \t 2053 \t 196 \t 10 \t 93 \t 0 \t 1\n", + "2 \t 196 \t 93 \t 2 \t 10 \t 1 \t -19\n", + "3 \t 93 \t 10 \t 9 \t 3 \t -10 \t 191\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 21 \t -401\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -199 \t 3800\n", + "\t\t\t\t\t 618 \t -11801\n", + "GCD(39203, 2053) = 1, with coefficients 618 and -11801 such that 1 = (618)*39203 + (-11801)*2053\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2054 \t 19 \t 177 \t 1 \t 0\n", + "1 \t 2054 \t 177 \t 11 \t 107 \t 0 \t 1\n", + "2 \t 177 \t 107 \t 1 \t 70 \t 1 \t -19\n", + "3 \t 107 \t 70 \t 1 \t 37 \t -11 \t 210\n", + "4 \t 70 \t 37 \t 1 \t 33 \t 12 \t -229\n", + "5 \t 37 \t 33 \t 1 \t 4 \t -23 \t 439\n", + "6 \t 33 \t 4 \t 8 \t 1 \t 35 \t -668\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -58 \t 1107\n", + "\t\t\t\t\t 499 \t -9524\n", + "GCD(39203, 2054) = 1, with coefficients 499 and -9524 such that 1 = (499)*39203 + (-9524)*2054\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2055 \t 19 \t 158 \t 1 \t 0\n", + "1 \t 2055 \t 158 \t 13 \t 1 \t 0 \t 1\n", + "2 \t 158 \t 1 \t 158 \t 0 \t 1 \t -19\n", + "\t\t\t\t\t -13 \t 248\n", + "GCD(39203, 2055) = 1, with coefficients -13 and 248 such that 1 = (-13)*39203 + (248)*2055\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2056 \t 19 \t 139 \t 1 \t 0\n", + "1 \t 2056 \t 139 \t 14 \t 110 \t 0 \t 1\n", + "2 \t 139 \t 110 \t 1 \t 29 \t 1 \t -19\n", + "3 \t 110 \t 29 \t 3 \t 23 \t -14 \t 267\n", + "4 \t 29 \t 23 \t 1 \t 6 \t 15 \t -286\n", + "5 \t 23 \t 6 \t 3 \t 5 \t -59 \t 1125\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 74 \t -1411\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -281 \t 5358\n", + "\t\t\t\t\t 355 \t -6769\n", + "GCD(39203, 2056) = 1, with coefficients 355 and -6769 such that 1 = (355)*39203 + (-6769)*2056\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2057 \t 19 \t 120 \t 1 \t 0\n", + "1 \t 2057 \t 120 \t 17 \t 17 \t 0 \t 1\n", + "2 \t 120 \t 17 \t 7 \t 1 \t 1 \t -19\n", + "3 \t 17 \t 1 \t 17 \t 0 \t -17 \t 324\n", + "\t\t\t\t\t 120 \t -2287\n", + "GCD(39203, 2057) = 1, with coefficients 120 and -2287 such that 1 = (120)*39203 + (-2287)*2057\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2058 \t 19 \t 101 \t 1 \t 0\n", + "1 \t 2058 \t 101 \t 20 \t 38 \t 0 \t 1\n", + "2 \t 101 \t 38 \t 2 \t 25 \t 1 \t -19\n", + "3 \t 38 \t 25 \t 1 \t 13 \t -20 \t 381\n", + "4 \t 25 \t 13 \t 1 \t 12 \t 41 \t -781\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -61 \t 1162\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 102 \t -1943\n", + "\t\t\t\t\t -163 \t 3105\n", + "GCD(39203, 2058) = 1, with coefficients -163 and 3105 such that 1 = (-163)*39203 + (3105)*2058\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2059 \t 19 \t 82 \t 1 \t 0\n", + "1 \t 2059 \t 82 \t 25 \t 9 \t 0 \t 1\n", + "2 \t 82 \t 9 \t 9 \t 1 \t 1 \t -19\n", + "3 \t 9 \t 1 \t 9 \t 0 \t -25 \t 476\n", + "\t\t\t\t\t 226 \t -4303\n", + "GCD(39203, 2059) = 1, with coefficients 226 and -4303 such that 1 = (226)*39203 + (-4303)*2059\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2060 \t 19 \t 63 \t 1 \t 0\n", + "1 \t 2060 \t 63 \t 32 \t 44 \t 0 \t 1\n", + "2 \t 63 \t 44 \t 1 \t 19 \t 1 \t -19\n", + "3 \t 44 \t 19 \t 2 \t 6 \t -32 \t 609\n", + "4 \t 19 \t 6 \t 3 \t 1 \t 33 \t -628\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -98 \t 1865\n", + "\t\t\t\t\t 327 \t -6223\n", + "GCD(39203, 2060) = 1, with coefficients 327 and -6223 such that 1 = (327)*39203 + (-6223)*2060\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2061 \t 19 \t 44 \t 1 \t 0\n", + "1 \t 2061 \t 44 \t 46 \t 37 \t 0 \t 1\n", + "2 \t 44 \t 37 \t 1 \t 7 \t 1 \t -19\n", + "3 \t 37 \t 7 \t 5 \t 2 \t -46 \t 875\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 47 \t -894\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -281 \t 5345\n", + "\t\t\t\t\t 890 \t -16929\n", + "GCD(39203, 2061) = 1, with coefficients 890 and -16929 such that 1 = (890)*39203 + (-16929)*2061\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2062 \t 19 \t 25 \t 1 \t 0\n", + "1 \t 2062 \t 25 \t 82 \t 12 \t 0 \t 1\n", + "2 \t 25 \t 12 \t 2 \t 1 \t 1 \t -19\n", + "3 \t 12 \t 1 \t 12 \t 0 \t -82 \t 1559\n", + "\t\t\t\t\t 165 \t -3137\n", + "GCD(39203, 2062) = 1, with coefficients 165 and -3137 such that 1 = (165)*39203 + (-3137)*2062\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2063 \t 19 \t 6 \t 1 \t 0\n", + "1 \t 2063 \t 6 \t 343 \t 5 \t 0 \t 1\n", + "2 \t 6 \t 5 \t 1 \t 1 \t 1 \t -19\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -343 \t 6518\n", + "\t\t\t\t\t 344 \t -6537\n", + "GCD(39203, 2063) = 1, with coefficients 344 and -6537 such that 1 = (344)*39203 + (-6537)*2063\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2064 \t 18 \t 2051 \t 1 \t 0\n", + "1 \t 2064 \t 2051 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 2051 \t 13 \t 157 \t 10 \t 1 \t -18\n", + "3 \t 13 \t 10 \t 1 \t 3 \t -1 \t 19\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 158 \t -3001\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -159 \t 3020\n", + "\t\t\t\t\t 635 \t -12061\n", + "GCD(39203, 2064) = 1, with coefficients 635 and -12061 such that 1 = (635)*39203 + (-12061)*2064\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2065 \t 18 \t 2033 \t 1 \t 0\n", + "1 \t 2065 \t 2033 \t 1 \t 32 \t 0 \t 1\n", + "2 \t 2033 \t 32 \t 63 \t 17 \t 1 \t -18\n", + "3 \t 32 \t 17 \t 1 \t 15 \t -1 \t 19\n", + "4 \t 17 \t 15 \t 1 \t 2 \t 64 \t -1215\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -65 \t 1234\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 129 \t -2449\n", + "\t\t\t\t\t -968 \t 18377\n", + "GCD(39203, 2065) = 1, with coefficients -968 and 18377 such that 1 = (-968)*39203 + (18377)*2065\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2066 \t 18 \t 2015 \t 1 \t 0\n", + "1 \t 2066 \t 2015 \t 1 \t 51 \t 0 \t 1\n", + "2 \t 2015 \t 51 \t 39 \t 26 \t 1 \t -18\n", + "3 \t 51 \t 26 \t 1 \t 25 \t -1 \t 19\n", + "4 \t 26 \t 25 \t 1 \t 1 \t 40 \t -759\n", + "5 \t 25 \t 1 \t 25 \t 0 \t -41 \t 778\n", + "\t\t\t\t\t 81 \t -1537\n", + "GCD(39203, 2066) = 1, with coefficients 81 and -1537 such that 1 = (81)*39203 + (-1537)*2066\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2067 \t 18 \t 1997 \t 1 \t 0\n", + "1 \t 2067 \t 1997 \t 1 \t 70 \t 0 \t 1\n", + "2 \t 1997 \t 70 \t 28 \t 37 \t 1 \t -18\n", + "3 \t 70 \t 37 \t 1 \t 33 \t -1 \t 19\n", + "4 \t 37 \t 33 \t 1 \t 4 \t 29 \t -550\n", + "5 \t 33 \t 4 \t 8 \t 1 \t -30 \t 569\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 59 \t -1119\n", + "\t\t\t\t\t -502 \t 9521\n", + "GCD(39203, 2067) = 1, with coefficients -502 and 9521 such that 1 = (-502)*39203 + (9521)*2067\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2068 \t 18 \t 1979 \t 1 \t 0\n", + "1 \t 2068 \t 1979 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 1979 \t 89 \t 22 \t 21 \t 1 \t -18\n", + "3 \t 89 \t 21 \t 4 \t 5 \t -1 \t 19\n", + "4 \t 21 \t 5 \t 4 \t 1 \t 23 \t -436\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -93 \t 1763\n", + "\t\t\t\t\t 395 \t -7488\n", + "GCD(39203, 2068) = 1, with coefficients 395 and -7488 such that 1 = (395)*39203 + (-7488)*2068\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2069 \t 18 \t 1961 \t 1 \t 0\n", + "1 \t 2069 \t 1961 \t 1 \t 108 \t 0 \t 1\n", + "2 \t 1961 \t 108 \t 18 \t 17 \t 1 \t -18\n", + "3 \t 108 \t 17 \t 6 \t 6 \t -1 \t 19\n", + "4 \t 17 \t 6 \t 2 \t 5 \t 19 \t -360\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -115 \t 2179\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 249 \t -4718\n", + "\t\t\t\t\t -364 \t 6897\n", + "GCD(39203, 2069) = 1, with coefficients -364 and 6897 such that 1 = (-364)*39203 + (6897)*2069\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2070 \t 18 \t 1943 \t 1 \t 0\n", + "1 \t 2070 \t 1943 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 1943 \t 127 \t 15 \t 38 \t 1 \t -18\n", + "3 \t 127 \t 38 \t 3 \t 13 \t -1 \t 19\n", + "4 \t 38 \t 13 \t 2 \t 12 \t 16 \t -303\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -49 \t 928\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 114 \t -2159\n", + "\t\t\t\t\t -163 \t 3087\n", + "GCD(39203, 2070) = 1, with coefficients -163 and 3087 such that 1 = (-163)*39203 + (3087)*2070\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2071 \t 18 \t 1925 \t 1 \t 0\n", + "1 \t 2071 \t 1925 \t 1 \t 146 \t 0 \t 1\n", + "2 \t 1925 \t 146 \t 13 \t 27 \t 1 \t -18\n", + "3 \t 146 \t 27 \t 5 \t 11 \t -1 \t 19\n", + "4 \t 27 \t 11 \t 2 \t 5 \t 14 \t -265\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -71 \t 1344\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 156 \t -2953\n", + "\t\t\t\t\t -383 \t 7250\n", + "GCD(39203, 2071) = 1, with coefficients -383 and 7250 such that 1 = (-383)*39203 + (7250)*2071\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2072 \t 18 \t 1907 \t 1 \t 0\n", + "1 \t 2072 \t 1907 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 1907 \t 165 \t 11 \t 92 \t 1 \t -18\n", + "3 \t 165 \t 92 \t 1 \t 73 \t -1 \t 19\n", + "4 \t 92 \t 73 \t 1 \t 19 \t 12 \t -227\n", + "5 \t 73 \t 19 \t 3 \t 16 \t -13 \t 246\n", + "6 \t 19 \t 16 \t 1 \t 3 \t 25 \t -473\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -88 \t 1665\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 113 \t -2138\n", + "\t\t\t\t\t -653 \t 12355\n", + "GCD(39203, 2072) = 1, with coefficients -653 and 12355 such that 1 = (-653)*39203 + (12355)*2072\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2073 \t 18 \t 1889 \t 1 \t 0\n", + "1 \t 2073 \t 1889 \t 1 \t 184 \t 0 \t 1\n", + "2 \t 1889 \t 184 \t 10 \t 49 \t 1 \t -18\n", + "3 \t 184 \t 49 \t 3 \t 37 \t -1 \t 19\n", + "4 \t 49 \t 37 \t 1 \t 12 \t 11 \t -208\n", + "5 \t 37 \t 12 \t 3 \t 1 \t -34 \t 643\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 45 \t -851\n", + "\t\t\t\t\t -169 \t 3196\n", + "GCD(39203, 2073) = 1, with coefficients -169 and 3196 such that 1 = (-169)*39203 + (3196)*2073\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2074 \t 18 \t 1871 \t 1 \t 0\n", + "1 \t 2074 \t 1871 \t 1 \t 203 \t 0 \t 1\n", + "2 \t 1871 \t 203 \t 9 \t 44 \t 1 \t -18\n", + "3 \t 203 \t 44 \t 4 \t 27 \t -1 \t 19\n", + "4 \t 44 \t 27 \t 1 \t 17 \t 10 \t -189\n", + "5 \t 27 \t 17 \t 1 \t 10 \t -41 \t 775\n", + "6 \t 17 \t 10 \t 1 \t 7 \t 51 \t -964\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -92 \t 1739\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 143 \t -2703\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -235 \t 4442\n", + "\t\t\t\t\t 613 \t -11587\n", + "GCD(39203, 2074) = 1, with coefficients 613 and -11587 such that 1 = (613)*39203 + (-11587)*2074\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2075 \t 18 \t 1853 \t 1 \t 0\n", + "1 \t 2075 \t 1853 \t 1 \t 222 \t 0 \t 1\n", + "2 \t 1853 \t 222 \t 8 \t 77 \t 1 \t -18\n", + "3 \t 222 \t 77 \t 2 \t 68 \t -1 \t 19\n", + "4 \t 77 \t 68 \t 1 \t 9 \t 9 \t -170\n", + "5 \t 68 \t 9 \t 7 \t 5 \t -19 \t 359\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 28 \t -529\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -215 \t 4062\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 243 \t -4591\n", + "\t\t\t\t\t -458 \t 8653\n", + "GCD(39203, 2075) = 1, with coefficients -458 and 8653 such that 1 = (-458)*39203 + (8653)*2075\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2076 \t 18 \t 1835 \t 1 \t 0\n", + "1 \t 2076 \t 1835 \t 1 \t 241 \t 0 \t 1\n", + "2 \t 1835 \t 241 \t 7 \t 148 \t 1 \t -18\n", + "3 \t 241 \t 148 \t 1 \t 93 \t -1 \t 19\n", + "4 \t 148 \t 93 \t 1 \t 55 \t 8 \t -151\n", + "5 \t 93 \t 55 \t 1 \t 38 \t -9 \t 170\n", + "6 \t 55 \t 38 \t 1 \t 17 \t 17 \t -321\n", + "7 \t 38 \t 17 \t 2 \t 4 \t -26 \t 491\n", + "8 \t 17 \t 4 \t 4 \t 1 \t 43 \t -812\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -112 \t 2115\n", + "\t\t\t\t\t 491 \t -9272\n", + "GCD(39203, 2076) = 1, with coefficients 491 and -9272 such that 1 = (491)*39203 + (-9272)*2076\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2077 \t 18 \t 1817 \t 1 \t 0\n", + "1 \t 2077 \t 1817 \t 1 \t 260 \t 0 \t 1\n", + "2 \t 1817 \t 260 \t 6 \t 257 \t 1 \t -18\n", + "3 \t 260 \t 257 \t 1 \t 3 \t -1 \t 19\n", + "4 \t 257 \t 3 \t 85 \t 2 \t 7 \t -132\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -8 \t 151\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 687 \t -12967\n", + "\t\t\t\t\t -695 \t 13118\n", + "GCD(39203, 2077) = 1, with coefficients -695 and 13118 such that 1 = (-695)*39203 + (13118)*2077\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2078 \t 18 \t 1799 \t 1 \t 0\n", + "1 \t 2078 \t 1799 \t 1 \t 279 \t 0 \t 1\n", + "2 \t 1799 \t 279 \t 6 \t 125 \t 1 \t -18\n", + "3 \t 279 \t 125 \t 2 \t 29 \t -1 \t 19\n", + "4 \t 125 \t 29 \t 4 \t 9 \t 7 \t -132\n", + "5 \t 29 \t 9 \t 3 \t 2 \t -15 \t 283\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 67 \t -1264\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -216 \t 4075\n", + "\t\t\t\t\t 931 \t -17564\n", + "GCD(39203, 2078) = 1, with coefficients 931 and -17564 such that 1 = (931)*39203 + (-17564)*2078\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2079 \t 18 \t 1781 \t 1 \t 0\n", + "1 \t 2079 \t 1781 \t 1 \t 298 \t 0 \t 1\n", + "2 \t 1781 \t 298 \t 5 \t 291 \t 1 \t -18\n", + "3 \t 298 \t 291 \t 1 \t 7 \t -1 \t 19\n", + "4 \t 291 \t 7 \t 41 \t 4 \t 6 \t -113\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -7 \t 132\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 293 \t -5525\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -300 \t 5657\n", + "\t\t\t\t\t 593 \t -11182\n", + "GCD(39203, 2079) = 1, with coefficients 593 and -11182 such that 1 = (593)*39203 + (-11182)*2079\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2080 \t 18 \t 1763 \t 1 \t 0\n", + "1 \t 2080 \t 1763 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 1763 \t 317 \t 5 \t 178 \t 1 \t -18\n", + "3 \t 317 \t 178 \t 1 \t 139 \t -1 \t 19\n", + "4 \t 178 \t 139 \t 1 \t 39 \t 6 \t -113\n", + "5 \t 139 \t 39 \t 3 \t 22 \t -7 \t 132\n", + "6 \t 39 \t 22 \t 1 \t 17 \t 13 \t -245\n", + "7 \t 22 \t 17 \t 1 \t 5 \t -46 \t 867\n", + "8 \t 17 \t 5 \t 3 \t 2 \t 59 \t -1112\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -105 \t 1979\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 374 \t -7049\n", + "\t\t\t\t\t -853 \t 16077\n", + "GCD(39203, 2080) = 1, with coefficients -853 and 16077 such that 1 = (-853)*39203 + (16077)*2080\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2081 \t 18 \t 1745 \t 1 \t 0\n", + "1 \t 2081 \t 1745 \t 1 \t 336 \t 0 \t 1\n", + "2 \t 1745 \t 336 \t 5 \t 65 \t 1 \t -18\n", + "3 \t 336 \t 65 \t 5 \t 11 \t -1 \t 19\n", + "4 \t 65 \t 11 \t 5 \t 10 \t 6 \t -113\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -31 \t 584\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 161 \t -3033\n", + "\t\t\t\t\t -192 \t 3617\n", + "GCD(39203, 2081) = 1, with coefficients -192 and 3617 such that 1 = (-192)*39203 + (3617)*2081\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2082 \t 18 \t 1727 \t 1 \t 0\n", + "1 \t 2082 \t 1727 \t 1 \t 355 \t 0 \t 1\n", + "2 \t 1727 \t 355 \t 4 \t 307 \t 1 \t -18\n", + "3 \t 355 \t 307 \t 1 \t 48 \t -1 \t 19\n", + "4 \t 307 \t 48 \t 6 \t 19 \t 5 \t -94\n", + "5 \t 48 \t 19 \t 2 \t 10 \t -6 \t 113\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 41 \t -772\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -88 \t 1657\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 129 \t -2429\n", + "\t\t\t\t\t -217 \t 4086\n", + "GCD(39203, 2082) = 1, with coefficients -217 and 4086 such that 1 = (-217)*39203 + (4086)*2082\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2083 \t 18 \t 1709 \t 1 \t 0\n", + "1 \t 2083 \t 1709 \t 1 \t 374 \t 0 \t 1\n", + "2 \t 1709 \t 374 \t 4 \t 213 \t 1 \t -18\n", + "3 \t 374 \t 213 \t 1 \t 161 \t -1 \t 19\n", + "4 \t 213 \t 161 \t 1 \t 52 \t 5 \t -94\n", + "5 \t 161 \t 52 \t 3 \t 5 \t -6 \t 113\n", + "6 \t 52 \t 5 \t 10 \t 2 \t 11 \t -207\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -39 \t 734\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 401 \t -7547\n", + "\t\t\t\t\t -841 \t 15828\n", + "GCD(39203, 2083) = 1, with coefficients -841 and 15828 such that 1 = (-841)*39203 + (15828)*2083\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2084 \t 18 \t 1691 \t 1 \t 0\n", + "1 \t 2084 \t 1691 \t 1 \t 393 \t 0 \t 1\n", + "2 \t 1691 \t 393 \t 4 \t 119 \t 1 \t -18\n", + "3 \t 393 \t 119 \t 3 \t 36 \t -1 \t 19\n", + "4 \t 119 \t 36 \t 3 \t 11 \t 5 \t -94\n", + "5 \t 36 \t 11 \t 3 \t 3 \t -16 \t 301\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 53 \t -997\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -175 \t 3292\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 578 \t -10873\n", + "\t\t\t\t\t -753 \t 14165\n", + "GCD(39203, 2084) = 1, with coefficients -753 and 14165 such that 1 = (-753)*39203 + (14165)*2084\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2085 \t 18 \t 1673 \t 1 \t 0\n", + "1 \t 2085 \t 1673 \t 1 \t 412 \t 0 \t 1\n", + "2 \t 1673 \t 412 \t 4 \t 25 \t 1 \t -18\n", + "3 \t 412 \t 25 \t 16 \t 12 \t -1 \t 19\n", + "4 \t 25 \t 12 \t 2 \t 1 \t 5 \t -94\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -81 \t 1523\n", + "\t\t\t\t\t 167 \t -3140\n", + "GCD(39203, 2085) = 1, with coefficients 167 and -3140 such that 1 = (167)*39203 + (-3140)*2085\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2086 \t 18 \t 1655 \t 1 \t 0\n", + "1 \t 2086 \t 1655 \t 1 \t 431 \t 0 \t 1\n", + "2 \t 1655 \t 431 \t 3 \t 362 \t 1 \t -18\n", + "3 \t 431 \t 362 \t 1 \t 69 \t -1 \t 19\n", + "4 \t 362 \t 69 \t 5 \t 17 \t 4 \t -75\n", + "5 \t 69 \t 17 \t 4 \t 1 \t -5 \t 94\n", + "6 \t 17 \t 1 \t 17 \t 0 \t 29 \t -545\n", + "\t\t\t\t\t -121 \t 2274\n", + "GCD(39203, 2086) = 1, with coefficients -121 and 2274 such that 1 = (-121)*39203 + (2274)*2086\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2087 \t 18 \t 1637 \t 1 \t 0\n", + "1 \t 2087 \t 1637 \t 1 \t 450 \t 0 \t 1\n", + "2 \t 1637 \t 450 \t 3 \t 287 \t 1 \t -18\n", + "3 \t 450 \t 287 \t 1 \t 163 \t -1 \t 19\n", + "4 \t 287 \t 163 \t 1 \t 124 \t 4 \t -75\n", + "5 \t 163 \t 124 \t 1 \t 39 \t -5 \t 94\n", + "6 \t 124 \t 39 \t 3 \t 7 \t 9 \t -169\n", + "7 \t 39 \t 7 \t 5 \t 4 \t -14 \t 263\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 51 \t -958\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -269 \t 5053\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 320 \t -6011\n", + "\t\t\t\t\t -589 \t 11064\n", + "GCD(39203, 2087) = 1, with coefficients -589 and 11064 such that 1 = (-589)*39203 + (11064)*2087\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2088 \t 18 \t 1619 \t 1 \t 0\n", + "1 \t 2088 \t 1619 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 1619 \t 469 \t 3 \t 212 \t 1 \t -18\n", + "3 \t 469 \t 212 \t 2 \t 45 \t -1 \t 19\n", + "4 \t 212 \t 45 \t 4 \t 32 \t 4 \t -75\n", + "5 \t 45 \t 32 \t 1 \t 13 \t -9 \t 169\n", + "6 \t 32 \t 13 \t 2 \t 6 \t 40 \t -751\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -49 \t 920\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 138 \t -2591\n", + "\t\t\t\t\t -325 \t 6102\n", + "GCD(39203, 2088) = 1, with coefficients -325 and 6102 such that 1 = (-325)*39203 + (6102)*2088\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2089 \t 18 \t 1601 \t 1 \t 0\n", + "1 \t 2089 \t 1601 \t 1 \t 488 \t 0 \t 1\n", + "2 \t 1601 \t 488 \t 3 \t 137 \t 1 \t -18\n", + "3 \t 488 \t 137 \t 3 \t 77 \t -1 \t 19\n", + "4 \t 137 \t 77 \t 1 \t 60 \t 4 \t -75\n", + "5 \t 77 \t 60 \t 1 \t 17 \t -13 \t 244\n", + "6 \t 60 \t 17 \t 3 \t 9 \t 17 \t -319\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -30 \t 563\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 107 \t -2008\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -137 \t 2571\n", + "\t\t\t\t\t 244 \t -4579\n", + "GCD(39203, 2089) = 1, with coefficients 244 and -4579 such that 1 = (244)*39203 + (-4579)*2089\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2090 \t 18 \t 1583 \t 1 \t 0\n", + "1 \t 2090 \t 1583 \t 1 \t 507 \t 0 \t 1\n", + "2 \t 1583 \t 507 \t 3 \t 62 \t 1 \t -18\n", + "3 \t 507 \t 62 \t 8 \t 11 \t -1 \t 19\n", + "4 \t 62 \t 11 \t 5 \t 7 \t 4 \t -75\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -33 \t 619\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 169 \t -3170\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -202 \t 3789\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 371 \t -6959\n", + "\t\t\t\t\t -573 \t 10748\n", + "GCD(39203, 2090) = 1, with coefficients -573 and 10748 such that 1 = (-573)*39203 + (10748)*2090\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2091 \t 18 \t 1565 \t 1 \t 0\n", + "1 \t 2091 \t 1565 \t 1 \t 526 \t 0 \t 1\n", + "2 \t 1565 \t 526 \t 2 \t 513 \t 1 \t -18\n", + "3 \t 526 \t 513 \t 1 \t 13 \t -1 \t 19\n", + "4 \t 513 \t 13 \t 39 \t 6 \t 3 \t -56\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -4 \t 75\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 159 \t -2981\n", + "\t\t\t\t\t -322 \t 6037\n", + "GCD(39203, 2091) = 1, with coefficients -322 and 6037 such that 1 = (-322)*39203 + (6037)*2091\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2092 \t 18 \t 1547 \t 1 \t 0\n", + "1 \t 2092 \t 1547 \t 1 \t 545 \t 0 \t 1\n", + "2 \t 1547 \t 545 \t 2 \t 457 \t 1 \t -18\n", + "3 \t 545 \t 457 \t 1 \t 88 \t -1 \t 19\n", + "4 \t 457 \t 88 \t 5 \t 17 \t 3 \t -56\n", + "5 \t 88 \t 17 \t 5 \t 3 \t -4 \t 75\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 23 \t -431\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -119 \t 2230\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 618 \t -11581\n", + "\t\t\t\t\t -737 \t 13811\n", + "GCD(39203, 2092) = 1, with coefficients -737 and 13811 such that 1 = (-737)*39203 + (13811)*2092\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2093 \t 18 \t 1529 \t 1 \t 0\n", + "1 \t 2093 \t 1529 \t 1 \t 564 \t 0 \t 1\n", + "2 \t 1529 \t 564 \t 2 \t 401 \t 1 \t -18\n", + "3 \t 564 \t 401 \t 1 \t 163 \t -1 \t 19\n", + "4 \t 401 \t 163 \t 2 \t 75 \t 3 \t -56\n", + "5 \t 163 \t 75 \t 2 \t 13 \t -4 \t 75\n", + "6 \t 75 \t 13 \t 5 \t 10 \t 11 \t -206\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -26 \t 487\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 141 \t -2641\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -167 \t 3128\n", + "\t\t\t\t\t 642 \t -12025\n", + "GCD(39203, 2093) = 1, with coefficients 642 and -12025 such that 1 = (642)*39203 + (-12025)*2093\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2094 \t 18 \t 1511 \t 1 \t 0\n", + "1 \t 2094 \t 1511 \t 1 \t 583 \t 0 \t 1\n", + "2 \t 1511 \t 583 \t 2 \t 345 \t 1 \t -18\n", + "3 \t 583 \t 345 \t 1 \t 238 \t -1 \t 19\n", + "4 \t 345 \t 238 \t 1 \t 107 \t 3 \t -56\n", + "5 \t 238 \t 107 \t 2 \t 24 \t -4 \t 75\n", + "6 \t 107 \t 24 \t 4 \t 11 \t 7 \t -131\n", + "7 \t 24 \t 11 \t 2 \t 2 \t -18 \t 337\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 79 \t -1479\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -176 \t 3295\n", + "\t\t\t\t\t 959 \t -17954\n", + "GCD(39203, 2094) = 1, with coefficients 959 and -17954 such that 1 = (959)*39203 + (-17954)*2094\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2095 \t 18 \t 1493 \t 1 \t 0\n", + "1 \t 2095 \t 1493 \t 1 \t 602 \t 0 \t 1\n", + "2 \t 1493 \t 602 \t 2 \t 289 \t 1 \t -18\n", + "3 \t 602 \t 289 \t 2 \t 24 \t -1 \t 19\n", + "4 \t 289 \t 24 \t 12 \t 1 \t 3 \t -56\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -7 \t 131\n", + "\t\t\t\t\t 87 \t -1628\n", + "GCD(39203, 2095) = 1, with coefficients 87 and -1628 such that 1 = (87)*39203 + (-1628)*2095\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2096 \t 18 \t 1475 \t 1 \t 0\n", + "1 \t 2096 \t 1475 \t 1 \t 621 \t 0 \t 1\n", + "2 \t 1475 \t 621 \t 2 \t 233 \t 1 \t -18\n", + "3 \t 621 \t 233 \t 2 \t 155 \t -1 \t 19\n", + "4 \t 233 \t 155 \t 1 \t 78 \t 3 \t -56\n", + "5 \t 155 \t 78 \t 1 \t 77 \t -7 \t 131\n", + "6 \t 78 \t 77 \t 1 \t 1 \t 10 \t -187\n", + "7 \t 77 \t 1 \t 77 \t 0 \t -17 \t 318\n", + "\t\t\t\t\t 27 \t -505\n", + "GCD(39203, 2096) = 1, with coefficients 27 and -505 such that 1 = (27)*39203 + (-505)*2096\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2097 \t 18 \t 1457 \t 1 \t 0\n", + "1 \t 2097 \t 1457 \t 1 \t 640 \t 0 \t 1\n", + "2 \t 1457 \t 640 \t 2 \t 177 \t 1 \t -18\n", + "3 \t 640 \t 177 \t 3 \t 109 \t -1 \t 19\n", + "4 \t 177 \t 109 \t 1 \t 68 \t 3 \t -56\n", + "5 \t 109 \t 68 \t 1 \t 41 \t -10 \t 187\n", + "6 \t 68 \t 41 \t 1 \t 27 \t 13 \t -243\n", + "7 \t 41 \t 27 \t 1 \t 14 \t -23 \t 430\n", + "8 \t 27 \t 14 \t 1 \t 13 \t 36 \t -673\n", + "9 \t 14 \t 13 \t 1 \t 1 \t -59 \t 1103\n", + "10 \t 13 \t 1 \t 13 \t 0 \t 95 \t -1776\n", + "\t\t\t\t\t -154 \t 2879\n", + "GCD(39203, 2097) = 1, with coefficients -154 and 2879 such that 1 = (-154)*39203 + (2879)*2097\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2098 \t 18 \t 1439 \t 1 \t 0\n", + "1 \t 2098 \t 1439 \t 1 \t 659 \t 0 \t 1\n", + "2 \t 1439 \t 659 \t 2 \t 121 \t 1 \t -18\n", + "3 \t 659 \t 121 \t 5 \t 54 \t -1 \t 19\n", + "4 \t 121 \t 54 \t 2 \t 13 \t 3 \t -56\n", + "5 \t 54 \t 13 \t 4 \t 2 \t -16 \t 299\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 35 \t -654\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -156 \t 2915\n", + "\t\t\t\t\t 971 \t -18144\n", + "GCD(39203, 2098) = 1, with coefficients 971 and -18144 such that 1 = (971)*39203 + (-18144)*2098\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2099 \t 18 \t 1421 \t 1 \t 0\n", + "1 \t 2099 \t 1421 \t 1 \t 678 \t 0 \t 1\n", + "2 \t 1421 \t 678 \t 2 \t 65 \t 1 \t -18\n", + "3 \t 678 \t 65 \t 10 \t 28 \t -1 \t 19\n", + "4 \t 65 \t 28 \t 2 \t 9 \t 3 \t -56\n", + "5 \t 28 \t 9 \t 3 \t 1 \t -31 \t 579\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 65 \t -1214\n", + "\t\t\t\t\t -226 \t 4221\n", + "GCD(39203, 2099) = 1, with coefficients -226 and 4221 such that 1 = (-226)*39203 + (4221)*2099\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2100 \t 18 \t 1403 \t 1 \t 0\n", + "1 \t 2100 \t 1403 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 1403 \t 697 \t 2 \t 9 \t 1 \t -18\n", + "3 \t 697 \t 9 \t 77 \t 4 \t -1 \t 19\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 3 \t -56\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -232 \t 4331\n", + "\t\t\t\t\t 467 \t -8718\n", + "GCD(39203, 2100) = 1, with coefficients 467 and -8718 such that 1 = (467)*39203 + (-8718)*2100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2101 \t 18 \t 1385 \t 1 \t 0\n", + "1 \t 2101 \t 1385 \t 1 \t 716 \t 0 \t 1\n", + "2 \t 1385 \t 716 \t 1 \t 669 \t 1 \t -18\n", + "3 \t 716 \t 669 \t 1 \t 47 \t -1 \t 19\n", + "4 \t 669 \t 47 \t 14 \t 11 \t 2 \t -37\n", + "5 \t 47 \t 11 \t 4 \t 3 \t -3 \t 56\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 44 \t -821\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -179 \t 3340\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 581 \t -10841\n", + "\t\t\t\t\t -760 \t 14181\n", + "GCD(39203, 2101) = 1, with coefficients -760 and 14181 such that 1 = (-760)*39203 + (14181)*2101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2102 \t 18 \t 1367 \t 1 \t 0\n", + "1 \t 2102 \t 1367 \t 1 \t 735 \t 0 \t 1\n", + "2 \t 1367 \t 735 \t 1 \t 632 \t 1 \t -18\n", + "3 \t 735 \t 632 \t 1 \t 103 \t -1 \t 19\n", + "4 \t 632 \t 103 \t 6 \t 14 \t 2 \t -37\n", + "5 \t 103 \t 14 \t 7 \t 5 \t -3 \t 56\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 20 \t -373\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -143 \t 2667\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 306 \t -5707\n", + "\t\t\t\t\t -449 \t 8374\n", + "GCD(39203, 2102) = 1, with coefficients -449 and 8374 such that 1 = (-449)*39203 + (8374)*2102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2103 \t 18 \t 1349 \t 1 \t 0\n", + "1 \t 2103 \t 1349 \t 1 \t 754 \t 0 \t 1\n", + "2 \t 1349 \t 754 \t 1 \t 595 \t 1 \t -18\n", + "3 \t 754 \t 595 \t 1 \t 159 \t -1 \t 19\n", + "4 \t 595 \t 159 \t 3 \t 118 \t 2 \t -37\n", + "5 \t 159 \t 118 \t 1 \t 41 \t -3 \t 56\n", + "6 \t 118 \t 41 \t 2 \t 36 \t 11 \t -205\n", + "7 \t 41 \t 36 \t 1 \t 5 \t -14 \t 261\n", + "8 \t 36 \t 5 \t 7 \t 1 \t 39 \t -727\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -53 \t 988\n", + "\t\t\t\t\t 410 \t -7643\n", + "GCD(39203, 2103) = 1, with coefficients 410 and -7643 such that 1 = (410)*39203 + (-7643)*2103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2104 \t 18 \t 1331 \t 1 \t 0\n", + "1 \t 2104 \t 1331 \t 1 \t 773 \t 0 \t 1\n", + "2 \t 1331 \t 773 \t 1 \t 558 \t 1 \t -18\n", + "3 \t 773 \t 558 \t 1 \t 215 \t -1 \t 19\n", + "4 \t 558 \t 215 \t 2 \t 128 \t 2 \t -37\n", + "5 \t 215 \t 128 \t 1 \t 87 \t -3 \t 56\n", + "6 \t 128 \t 87 \t 1 \t 41 \t 8 \t -149\n", + "7 \t 87 \t 41 \t 2 \t 5 \t -11 \t 205\n", + "8 \t 41 \t 5 \t 8 \t 1 \t 19 \t -354\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -49 \t 913\n", + "\t\t\t\t\t 411 \t -7658\n", + "GCD(39203, 2104) = 1, with coefficients 411 and -7658 such that 1 = (411)*39203 + (-7658)*2104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2105 \t 18 \t 1313 \t 1 \t 0\n", + "1 \t 2105 \t 1313 \t 1 \t 792 \t 0 \t 1\n", + "2 \t 1313 \t 792 \t 1 \t 521 \t 1 \t -18\n", + "3 \t 792 \t 521 \t 1 \t 271 \t -1 \t 19\n", + "4 \t 521 \t 271 \t 1 \t 250 \t 2 \t -37\n", + "5 \t 271 \t 250 \t 1 \t 21 \t -3 \t 56\n", + "6 \t 250 \t 21 \t 11 \t 19 \t 5 \t -93\n", + "7 \t 21 \t 19 \t 1 \t 2 \t -8 \t 149\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 93 \t -1732\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -101 \t 1881\n", + "\t\t\t\t\t 1002 \t -18661\n", + "GCD(39203, 2105) = 1, with coefficients 1002 and -18661 such that 1 = (1002)*39203 + (-18661)*2105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2106 \t 18 \t 1295 \t 1 \t 0\n", + "1 \t 2106 \t 1295 \t 1 \t 811 \t 0 \t 1\n", + "2 \t 1295 \t 811 \t 1 \t 484 \t 1 \t -18\n", + "3 \t 811 \t 484 \t 1 \t 327 \t -1 \t 19\n", + "4 \t 484 \t 327 \t 1 \t 157 \t 2 \t -37\n", + "5 \t 327 \t 157 \t 2 \t 13 \t -3 \t 56\n", + "6 \t 157 \t 13 \t 12 \t 1 \t 5 \t -93\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -13 \t 242\n", + "\t\t\t\t\t 161 \t -2997\n", + "GCD(39203, 2106) = 1, with coefficients 161 and -2997 such that 1 = (161)*39203 + (-2997)*2106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2107 \t 18 \t 1277 \t 1 \t 0\n", + "1 \t 2107 \t 1277 \t 1 \t 830 \t 0 \t 1\n", + "2 \t 1277 \t 830 \t 1 \t 447 \t 1 \t -18\n", + "3 \t 830 \t 447 \t 1 \t 383 \t -1 \t 19\n", + "4 \t 447 \t 383 \t 1 \t 64 \t 2 \t -37\n", + "5 \t 383 \t 64 \t 5 \t 63 \t -3 \t 56\n", + "6 \t 64 \t 63 \t 1 \t 1 \t 5 \t -93\n", + "7 \t 63 \t 1 \t 63 \t 0 \t -28 \t 521\n", + "\t\t\t\t\t 33 \t -614\n", + "GCD(39203, 2107) = 1, with coefficients 33 and -614 such that 1 = (33)*39203 + (-614)*2107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2108 \t 18 \t 1259 \t 1 \t 0\n", + "1 \t 2108 \t 1259 \t 1 \t 849 \t 0 \t 1\n", + "2 \t 1259 \t 849 \t 1 \t 410 \t 1 \t -18\n", + "3 \t 849 \t 410 \t 2 \t 29 \t -1 \t 19\n", + "4 \t 410 \t 29 \t 14 \t 4 \t 2 \t -37\n", + "5 \t 29 \t 4 \t 7 \t 1 \t -5 \t 93\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 72 \t -1339\n", + "\t\t\t\t\t -509 \t 9466\n", + "GCD(39203, 2108) = 1, with coefficients -509 and 9466 such that 1 = (-509)*39203 + (9466)*2108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2109 \t 18 \t 1241 \t 1 \t 0\n", + "1 \t 2109 \t 1241 \t 1 \t 868 \t 0 \t 1\n", + "2 \t 1241 \t 868 \t 1 \t 373 \t 1 \t -18\n", + "3 \t 868 \t 373 \t 2 \t 122 \t -1 \t 19\n", + "4 \t 373 \t 122 \t 3 \t 7 \t 2 \t -37\n", + "5 \t 122 \t 7 \t 17 \t 3 \t -5 \t 93\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 17 \t -316\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -294 \t 5465\n", + "\t\t\t\t\t 605 \t -11246\n", + "GCD(39203, 2109) = 1, with coefficients 605 and -11246 such that 1 = (605)*39203 + (-11246)*2109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2110 \t 18 \t 1223 \t 1 \t 0\n", + "1 \t 2110 \t 1223 \t 1 \t 887 \t 0 \t 1\n", + "2 \t 1223 \t 887 \t 1 \t 336 \t 1 \t -18\n", + "3 \t 887 \t 336 \t 2 \t 215 \t -1 \t 19\n", + "4 \t 336 \t 215 \t 1 \t 121 \t 2 \t -37\n", + "5 \t 215 \t 121 \t 1 \t 94 \t -5 \t 93\n", + "6 \t 121 \t 94 \t 1 \t 27 \t 7 \t -130\n", + "7 \t 94 \t 27 \t 3 \t 13 \t -12 \t 223\n", + "8 \t 27 \t 13 \t 2 \t 1 \t 19 \t -353\n", + "9 \t 13 \t 1 \t 13 \t 0 \t -69 \t 1282\n", + "\t\t\t\t\t 157 \t -2917\n", + "GCD(39203, 2110) = 1, with coefficients 157 and -2917 such that 1 = (157)*39203 + (-2917)*2110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2111 \t 18 \t 1205 \t 1 \t 0\n", + "1 \t 2111 \t 1205 \t 1 \t 906 \t 0 \t 1\n", + "2 \t 1205 \t 906 \t 1 \t 299 \t 1 \t -18\n", + "3 \t 906 \t 299 \t 3 \t 9 \t -1 \t 19\n", + "4 \t 299 \t 9 \t 33 \t 2 \t 2 \t -37\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -7 \t 130\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 233 \t -4327\n", + "\t\t\t\t\t -939 \t 17438\n", + "GCD(39203, 2111) = 1, with coefficients -939 and 17438 such that 1 = (-939)*39203 + (17438)*2111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2112 \t 18 \t 1187 \t 1 \t 0\n", + "1 \t 2112 \t 1187 \t 1 \t 925 \t 0 \t 1\n", + "2 \t 1187 \t 925 \t 1 \t 262 \t 1 \t -18\n", + "3 \t 925 \t 262 \t 3 \t 139 \t -1 \t 19\n", + "4 \t 262 \t 139 \t 1 \t 123 \t 2 \t -37\n", + "5 \t 139 \t 123 \t 1 \t 16 \t -7 \t 130\n", + "6 \t 123 \t 16 \t 7 \t 11 \t 9 \t -167\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -16 \t 297\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 121 \t -2246\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -137 \t 2543\n", + "\t\t\t\t\t 395 \t -7332\n", + "GCD(39203, 2112) = 1, with coefficients 395 and -7332 such that 1 = (395)*39203 + (-7332)*2112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2113 \t 18 \t 1169 \t 1 \t 0\n", + "1 \t 2113 \t 1169 \t 1 \t 944 \t 0 \t 1\n", + "2 \t 1169 \t 944 \t 1 \t 225 \t 1 \t -18\n", + "3 \t 944 \t 225 \t 4 \t 44 \t -1 \t 19\n", + "4 \t 225 \t 44 \t 5 \t 5 \t 2 \t -37\n", + "5 \t 44 \t 5 \t 8 \t 4 \t -9 \t 167\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 47 \t -872\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -385 \t 7143\n", + "\t\t\t\t\t 432 \t -8015\n", + "GCD(39203, 2113) = 1, with coefficients 432 and -8015 such that 1 = (432)*39203 + (-8015)*2113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2114 \t 18 \t 1151 \t 1 \t 0\n", + "1 \t 2114 \t 1151 \t 1 \t 963 \t 0 \t 1\n", + "2 \t 1151 \t 963 \t 1 \t 188 \t 1 \t -18\n", + "3 \t 963 \t 188 \t 5 \t 23 \t -1 \t 19\n", + "4 \t 188 \t 23 \t 8 \t 4 \t 2 \t -37\n", + "5 \t 23 \t 4 \t 5 \t 3 \t -11 \t 204\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 90 \t -1669\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -461 \t 8549\n", + "\t\t\t\t\t 551 \t -10218\n", + "GCD(39203, 2114) = 1, with coefficients 551 and -10218 such that 1 = (551)*39203 + (-10218)*2114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2115 \t 18 \t 1133 \t 1 \t 0\n", + "1 \t 2115 \t 1133 \t 1 \t 982 \t 0 \t 1\n", + "2 \t 1133 \t 982 \t 1 \t 151 \t 1 \t -18\n", + "3 \t 982 \t 151 \t 6 \t 76 \t -1 \t 19\n", + "4 \t 151 \t 76 \t 1 \t 75 \t 2 \t -37\n", + "5 \t 76 \t 75 \t 1 \t 1 \t -13 \t 241\n", + "6 \t 75 \t 1 \t 75 \t 0 \t 15 \t -278\n", + "\t\t\t\t\t -28 \t 519\n", + "GCD(39203, 2115) = 1, with coefficients -28 and 519 such that 1 = (-28)*39203 + (519)*2115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2116 \t 18 \t 1115 \t 1 \t 0\n", + "1 \t 2116 \t 1115 \t 1 \t 1001 \t 0 \t 1\n", + "2 \t 1115 \t 1001 \t 1 \t 114 \t 1 \t -18\n", + "3 \t 1001 \t 114 \t 8 \t 89 \t -1 \t 19\n", + "4 \t 114 \t 89 \t 1 \t 25 \t 2 \t -37\n", + "5 \t 89 \t 25 \t 3 \t 14 \t -17 \t 315\n", + "6 \t 25 \t 14 \t 1 \t 11 \t 19 \t -352\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -74 \t 1371\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 93 \t -1723\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -167 \t 3094\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 594 \t -11005\n", + "\t\t\t\t\t -761 \t 14099\n", + "GCD(39203, 2116) = 1, with coefficients -761 and 14099 such that 1 = (-761)*39203 + (14099)*2116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2117 \t 18 \t 1097 \t 1 \t 0\n", + "1 \t 2117 \t 1097 \t 1 \t 1020 \t 0 \t 1\n", + "2 \t 1097 \t 1020 \t 1 \t 77 \t 1 \t -18\n", + "3 \t 1020 \t 77 \t 13 \t 19 \t -1 \t 19\n", + "4 \t 77 \t 19 \t 4 \t 1 \t 2 \t -37\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -27 \t 500\n", + "\t\t\t\t\t 110 \t -2037\n", + "GCD(39203, 2117) = 1, with coefficients 110 and -2037 such that 1 = (110)*39203 + (-2037)*2117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2118 \t 18 \t 1079 \t 1 \t 0\n", + "1 \t 2118 \t 1079 \t 1 \t 1039 \t 0 \t 1\n", + "2 \t 1079 \t 1039 \t 1 \t 40 \t 1 \t -18\n", + "3 \t 1039 \t 40 \t 25 \t 39 \t -1 \t 19\n", + "4 \t 40 \t 39 \t 1 \t 1 \t 2 \t -37\n", + "5 \t 39 \t 1 \t 39 \t 0 \t -51 \t 944\n", + "\t\t\t\t\t 53 \t -981\n", + "GCD(39203, 2118) = 1, with coefficients 53 and -981 such that 1 = (53)*39203 + (-981)*2118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2119 \t 18 \t 1061 \t 1 \t 0\n", + "1 \t 2119 \t 1061 \t 1 \t 1058 \t 0 \t 1\n", + "2 \t 1061 \t 1058 \t 1 \t 3 \t 1 \t -18\n", + "3 \t 1058 \t 3 \t 352 \t 2 \t -1 \t 19\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 2 \t -37\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -705 \t 13043\n", + "\t\t\t\t\t 707 \t -13080\n", + "GCD(39203, 2119) = 1, with coefficients 707 and -13080 such that 1 = (707)*39203 + (-13080)*2119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2120 \t 18 \t 1043 \t 1 \t 0\n", + "1 \t 2120 \t 1043 \t 2 \t 34 \t 0 \t 1\n", + "2 \t 1043 \t 34 \t 30 \t 23 \t 1 \t -18\n", + "3 \t 34 \t 23 \t 1 \t 11 \t -2 \t 37\n", + "4 \t 23 \t 11 \t 2 \t 1 \t 61 \t -1128\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -63 \t 1165\n", + "\t\t\t\t\t 187 \t -3458\n", + "GCD(39203, 2120) = 1, with coefficients 187 and -3458 such that 1 = (187)*39203 + (-3458)*2120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2121 \t 18 \t 1025 \t 1 \t 0\n", + "1 \t 2121 \t 1025 \t 2 \t 71 \t 0 \t 1\n", + "2 \t 1025 \t 71 \t 14 \t 31 \t 1 \t -18\n", + "3 \t 71 \t 31 \t 2 \t 9 \t -2 \t 37\n", + "4 \t 31 \t 9 \t 3 \t 4 \t 29 \t -536\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -60 \t 1109\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 209 \t -3863\n", + "\t\t\t\t\t -478 \t 8835\n", + "GCD(39203, 2121) = 1, with coefficients -478 and 8835 such that 1 = (-478)*39203 + (8835)*2121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2122 \t 18 \t 1007 \t 1 \t 0\n", + "1 \t 2122 \t 1007 \t 2 \t 108 \t 0 \t 1\n", + "2 \t 1007 \t 108 \t 9 \t 35 \t 1 \t -18\n", + "3 \t 108 \t 35 \t 3 \t 3 \t -2 \t 37\n", + "4 \t 35 \t 3 \t 11 \t 2 \t 19 \t -351\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -59 \t 1090\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 668 \t -12341\n", + "\t\t\t\t\t -727 \t 13431\n", + "GCD(39203, 2122) = 1, with coefficients -727 and 13431 such that 1 = (-727)*39203 + (13431)*2122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2123 \t 18 \t 989 \t 1 \t 0\n", + "1 \t 2123 \t 989 \t 2 \t 145 \t 0 \t 1\n", + "2 \t 989 \t 145 \t 6 \t 119 \t 1 \t -18\n", + "3 \t 145 \t 119 \t 1 \t 26 \t -2 \t 37\n", + "4 \t 119 \t 26 \t 4 \t 15 \t 13 \t -240\n", + "5 \t 26 \t 15 \t 1 \t 11 \t -15 \t 277\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 73 \t -1348\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -88 \t 1625\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 161 \t -2973\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -410 \t 7571\n", + "\t\t\t\t\t 571 \t -10544\n", + "GCD(39203, 2123) = 1, with coefficients 571 and -10544 such that 1 = (571)*39203 + (-10544)*2123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2124 \t 18 \t 971 \t 1 \t 0\n", + "1 \t 2124 \t 971 \t 2 \t 182 \t 0 \t 1\n", + "2 \t 971 \t 182 \t 5 \t 61 \t 1 \t -18\n", + "3 \t 182 \t 61 \t 2 \t 60 \t -2 \t 37\n", + "4 \t 61 \t 60 \t 1 \t 1 \t 11 \t -203\n", + "5 \t 60 \t 1 \t 60 \t 0 \t -24 \t 443\n", + "\t\t\t\t\t 35 \t -646\n", + "GCD(39203, 2124) = 1, with coefficients 35 and -646 such that 1 = (35)*39203 + (-646)*2124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2125 \t 18 \t 953 \t 1 \t 0\n", + "1 \t 2125 \t 953 \t 2 \t 219 \t 0 \t 1\n", + "2 \t 953 \t 219 \t 4 \t 77 \t 1 \t -18\n", + "3 \t 219 \t 77 \t 2 \t 65 \t -2 \t 37\n", + "4 \t 77 \t 65 \t 1 \t 12 \t 9 \t -166\n", + "5 \t 65 \t 12 \t 5 \t 5 \t -20 \t 369\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 29 \t -535\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -165 \t 3044\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 359 \t -6623\n", + "\t\t\t\t\t -883 \t 16290\n", + "GCD(39203, 2125) = 1, with coefficients -883 and 16290 such that 1 = (-883)*39203 + (16290)*2125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2126 \t 18 \t 935 \t 1 \t 0\n", + "1 \t 2126 \t 935 \t 2 \t 256 \t 0 \t 1\n", + "2 \t 935 \t 256 \t 3 \t 167 \t 1 \t -18\n", + "3 \t 256 \t 167 \t 1 \t 89 \t -2 \t 37\n", + "4 \t 167 \t 89 \t 1 \t 78 \t 7 \t -129\n", + "5 \t 89 \t 78 \t 1 \t 11 \t -9 \t 166\n", + "6 \t 78 \t 11 \t 7 \t 1 \t 16 \t -295\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -25 \t 461\n", + "\t\t\t\t\t 191 \t -3522\n", + "GCD(39203, 2126) = 1, with coefficients 191 and -3522 such that 1 = (191)*39203 + (-3522)*2126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2127 \t 18 \t 917 \t 1 \t 0\n", + "1 \t 2127 \t 917 \t 2 \t 293 \t 0 \t 1\n", + "2 \t 917 \t 293 \t 3 \t 38 \t 1 \t -18\n", + "3 \t 293 \t 38 \t 7 \t 27 \t -2 \t 37\n", + "4 \t 38 \t 27 \t 1 \t 11 \t 7 \t -129\n", + "5 \t 27 \t 11 \t 2 \t 5 \t -51 \t 940\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 58 \t -1069\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -167 \t 3078\n", + "\t\t\t\t\t 392 \t -7225\n", + "GCD(39203, 2127) = 1, with coefficients 392 and -7225 such that 1 = (392)*39203 + (-7225)*2127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2128 \t 18 \t 899 \t 1 \t 0\n", + "1 \t 2128 \t 899 \t 2 \t 330 \t 0 \t 1\n", + "2 \t 899 \t 330 \t 2 \t 239 \t 1 \t -18\n", + "3 \t 330 \t 239 \t 1 \t 91 \t -2 \t 37\n", + "4 \t 239 \t 91 \t 2 \t 57 \t 5 \t -92\n", + "5 \t 91 \t 57 \t 1 \t 34 \t -7 \t 129\n", + "6 \t 57 \t 34 \t 1 \t 23 \t 19 \t -350\n", + "7 \t 34 \t 23 \t 1 \t 11 \t -26 \t 479\n", + "8 \t 23 \t 11 \t 2 \t 1 \t 45 \t -829\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -71 \t 1308\n", + "\t\t\t\t\t 187 \t -3445\n", + "GCD(39203, 2128) = 1, with coefficients 187 and -3445 such that 1 = (187)*39203 + (-3445)*2128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2129 \t 18 \t 881 \t 1 \t 0\n", + "1 \t 2129 \t 881 \t 2 \t 367 \t 0 \t 1\n", + "2 \t 881 \t 367 \t 2 \t 147 \t 1 \t -18\n", + "3 \t 367 \t 147 \t 2 \t 73 \t -2 \t 37\n", + "4 \t 147 \t 73 \t 2 \t 1 \t 5 \t -92\n", + "5 \t 73 \t 1 \t 73 \t 0 \t -12 \t 221\n", + "\t\t\t\t\t 29 \t -534\n", + "GCD(39203, 2129) = 1, with coefficients 29 and -534 such that 1 = (29)*39203 + (-534)*2129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2130 \t 18 \t 863 \t 1 \t 0\n", + "1 \t 2130 \t 863 \t 2 \t 404 \t 0 \t 1\n", + "2 \t 863 \t 404 \t 2 \t 55 \t 1 \t -18\n", + "3 \t 404 \t 55 \t 7 \t 19 \t -2 \t 37\n", + "4 \t 55 \t 19 \t 2 \t 17 \t 5 \t -92\n", + "5 \t 19 \t 17 \t 1 \t 2 \t -37 \t 681\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 79 \t -1454\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -116 \t 2135\n", + "\t\t\t\t\t 1007 \t -18534\n", + "GCD(39203, 2130) = 1, with coefficients 1007 and -18534 such that 1 = (1007)*39203 + (-18534)*2130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2131 \t 18 \t 845 \t 1 \t 0\n", + "1 \t 2131 \t 845 \t 2 \t 441 \t 0 \t 1\n", + "2 \t 845 \t 441 \t 1 \t 404 \t 1 \t -18\n", + "3 \t 441 \t 404 \t 1 \t 37 \t -2 \t 37\n", + "4 \t 404 \t 37 \t 10 \t 34 \t 3 \t -55\n", + "5 \t 37 \t 34 \t 1 \t 3 \t -5 \t 92\n", + "6 \t 34 \t 3 \t 11 \t 1 \t 53 \t -975\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -58 \t 1067\n", + "\t\t\t\t\t 691 \t -12712\n", + "GCD(39203, 2131) = 1, with coefficients 691 and -12712 such that 1 = (691)*39203 + (-12712)*2131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2132 \t 18 \t 827 \t 1 \t 0\n", + "1 \t 2132 \t 827 \t 2 \t 478 \t 0 \t 1\n", + "2 \t 827 \t 478 \t 1 \t 349 \t 1 \t -18\n", + "3 \t 478 \t 349 \t 1 \t 129 \t -2 \t 37\n", + "4 \t 349 \t 129 \t 2 \t 91 \t 3 \t -55\n", + "5 \t 129 \t 91 \t 1 \t 38 \t -5 \t 92\n", + "6 \t 91 \t 38 \t 2 \t 15 \t 13 \t -239\n", + "7 \t 38 \t 15 \t 2 \t 8 \t -18 \t 331\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 49 \t -901\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -116 \t 2133\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 165 \t -3034\n", + "\t\t\t\t\t -281 \t 5167\n", + "GCD(39203, 2132) = 1, with coefficients -281 and 5167 such that 1 = (-281)*39203 + (5167)*2132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2133 \t 18 \t 809 \t 1 \t 0\n", + "1 \t 2133 \t 809 \t 2 \t 515 \t 0 \t 1\n", + "2 \t 809 \t 515 \t 1 \t 294 \t 1 \t -18\n", + "3 \t 515 \t 294 \t 1 \t 221 \t -2 \t 37\n", + "4 \t 294 \t 221 \t 1 \t 73 \t 3 \t -55\n", + "5 \t 221 \t 73 \t 3 \t 2 \t -5 \t 92\n", + "6 \t 73 \t 2 \t 36 \t 1 \t 8 \t -147\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -29 \t 533\n", + "\t\t\t\t\t 1052 \t -19335\n", + "GCD(39203, 2133) = 1, with coefficients 1052 and -19335 such that 1 = (1052)*39203 + (-19335)*2133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2134 \t 18 \t 791 \t 1 \t 0\n", + "1 \t 2134 \t 791 \t 2 \t 552 \t 0 \t 1\n", + "2 \t 791 \t 552 \t 1 \t 239 \t 1 \t -18\n", + "3 \t 552 \t 239 \t 2 \t 74 \t -2 \t 37\n", + "4 \t 239 \t 74 \t 3 \t 17 \t 3 \t -55\n", + "5 \t 74 \t 17 \t 4 \t 6 \t -8 \t 147\n", + "6 \t 17 \t 6 \t 2 \t 5 \t 27 \t -496\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -116 \t 2131\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 259 \t -4758\n", + "\t\t\t\t\t -375 \t 6889\n", + "GCD(39203, 2134) = 1, with coefficients -375 and 6889 such that 1 = (-375)*39203 + (6889)*2134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2135 \t 18 \t 773 \t 1 \t 0\n", + "1 \t 2135 \t 773 \t 2 \t 589 \t 0 \t 1\n", + "2 \t 773 \t 589 \t 1 \t 184 \t 1 \t -18\n", + "3 \t 589 \t 184 \t 3 \t 37 \t -2 \t 37\n", + "4 \t 184 \t 37 \t 4 \t 36 \t 3 \t -55\n", + "5 \t 37 \t 36 \t 1 \t 1 \t -11 \t 202\n", + "6 \t 36 \t 1 \t 36 \t 0 \t 47 \t -863\n", + "\t\t\t\t\t -58 \t 1065\n", + "GCD(39203, 2135) = 1, with coefficients -58 and 1065 such that 1 = (-58)*39203 + (1065)*2135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2136 \t 18 \t 755 \t 1 \t 0\n", + "1 \t 2136 \t 755 \t 2 \t 626 \t 0 \t 1\n", + "2 \t 755 \t 626 \t 1 \t 129 \t 1 \t -18\n", + "3 \t 626 \t 129 \t 4 \t 110 \t -2 \t 37\n", + "4 \t 129 \t 110 \t 1 \t 19 \t 3 \t -55\n", + "5 \t 110 \t 19 \t 5 \t 15 \t -14 \t 257\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 17 \t -312\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -99 \t 1817\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 116 \t -2129\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -447 \t 8204\n", + "\t\t\t\t\t 563 \t -10333\n", + "GCD(39203, 2136) = 1, with coefficients 563 and -10333 such that 1 = (563)*39203 + (-10333)*2136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2137 \t 18 \t 737 \t 1 \t 0\n", + "1 \t 2137 \t 737 \t 2 \t 663 \t 0 \t 1\n", + "2 \t 737 \t 663 \t 1 \t 74 \t 1 \t -18\n", + "3 \t 663 \t 74 \t 8 \t 71 \t -2 \t 37\n", + "4 \t 74 \t 71 \t 1 \t 3 \t 3 \t -55\n", + "5 \t 71 \t 3 \t 23 \t 2 \t -26 \t 477\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 29 \t -532\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -693 \t 12713\n", + "\t\t\t\t\t 722 \t -13245\n", + "GCD(39203, 2137) = 1, with coefficients 722 and -13245 such that 1 = (722)*39203 + (-13245)*2137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2138 \t 18 \t 719 \t 1 \t 0\n", + "1 \t 2138 \t 719 \t 2 \t 700 \t 0 \t 1\n", + "2 \t 719 \t 700 \t 1 \t 19 \t 1 \t -18\n", + "3 \t 700 \t 19 \t 36 \t 16 \t -2 \t 37\n", + "4 \t 19 \t 16 \t 1 \t 3 \t 3 \t -55\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -110 \t 2017\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 113 \t -2072\n", + "\t\t\t\t\t -675 \t 12377\n", + "GCD(39203, 2138) = 1, with coefficients -675 and 12377 such that 1 = (-675)*39203 + (12377)*2138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2139 \t 18 \t 701 \t 1 \t 0\n", + "1 \t 2139 \t 701 \t 3 \t 36 \t 0 \t 1\n", + "2 \t 701 \t 36 \t 19 \t 17 \t 1 \t -18\n", + "3 \t 36 \t 17 \t 2 \t 2 \t -3 \t 55\n", + "4 \t 17 \t 2 \t 8 \t 1 \t 58 \t -1063\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -119 \t 2181\n", + "\t\t\t\t\t 1010 \t -18511\n", + "GCD(39203, 2139) = 1, with coefficients 1010 and -18511 such that 1 = (1010)*39203 + (-18511)*2139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2140 \t 18 \t 683 \t 1 \t 0\n", + "1 \t 2140 \t 683 \t 3 \t 91 \t 0 \t 1\n", + "2 \t 683 \t 91 \t 7 \t 46 \t 1 \t -18\n", + "3 \t 91 \t 46 \t 1 \t 45 \t -3 \t 55\n", + "4 \t 46 \t 45 \t 1 \t 1 \t 22 \t -403\n", + "5 \t 45 \t 1 \t 45 \t 0 \t -25 \t 458\n", + "\t\t\t\t\t 47 \t -861\n", + "GCD(39203, 2140) = 1, with coefficients 47 and -861 such that 1 = (47)*39203 + (-861)*2140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2141 \t 18 \t 665 \t 1 \t 0\n", + "1 \t 2141 \t 665 \t 3 \t 146 \t 0 \t 1\n", + "2 \t 665 \t 146 \t 4 \t 81 \t 1 \t -18\n", + "3 \t 146 \t 81 \t 1 \t 65 \t -3 \t 55\n", + "4 \t 81 \t 65 \t 1 \t 16 \t 13 \t -238\n", + "5 \t 65 \t 16 \t 4 \t 1 \t -16 \t 293\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 29 \t -531\n", + "\t\t\t\t\t -132 \t 2417\n", + "GCD(39203, 2141) = 1, with coefficients -132 and 2417 such that 1 = (-132)*39203 + (2417)*2141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2142 \t 18 \t 647 \t 1 \t 0\n", + "1 \t 2142 \t 647 \t 3 \t 201 \t 0 \t 1\n", + "2 \t 647 \t 201 \t 3 \t 44 \t 1 \t -18\n", + "3 \t 201 \t 44 \t 4 \t 25 \t -3 \t 55\n", + "4 \t 44 \t 25 \t 1 \t 19 \t 10 \t -183\n", + "5 \t 25 \t 19 \t 1 \t 6 \t -43 \t 787\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 53 \t -970\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -96 \t 1757\n", + "\t\t\t\t\t 341 \t -6241\n", + "GCD(39203, 2142) = 1, with coefficients 341 and -6241 such that 1 = (341)*39203 + (-6241)*2142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2143 \t 18 \t 629 \t 1 \t 0\n", + "1 \t 2143 \t 629 \t 3 \t 256 \t 0 \t 1\n", + "2 \t 629 \t 256 \t 2 \t 117 \t 1 \t -18\n", + "3 \t 256 \t 117 \t 2 \t 22 \t -3 \t 55\n", + "4 \t 117 \t 22 \t 5 \t 7 \t 7 \t -128\n", + "5 \t 22 \t 7 \t 3 \t 1 \t -17 \t 311\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 92 \t -1683\n", + "\t\t\t\t\t -293 \t 5360\n", + "GCD(39203, 2143) = 1, with coefficients -293 and 5360 such that 1 = (-293)*39203 + (5360)*2143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2144 \t 18 \t 611 \t 1 \t 0\n", + "1 \t 2144 \t 611 \t 3 \t 311 \t 0 \t 1\n", + "2 \t 611 \t 311 \t 1 \t 300 \t 1 \t -18\n", + "3 \t 311 \t 300 \t 1 \t 11 \t -3 \t 55\n", + "4 \t 300 \t 11 \t 27 \t 3 \t 4 \t -73\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -7 \t 128\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 193 \t -3529\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -586 \t 10715\n", + "\t\t\t\t\t 779 \t -14244\n", + "GCD(39203, 2144) = 1, with coefficients 779 and -14244 such that 1 = (779)*39203 + (-14244)*2144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2145 \t 18 \t 593 \t 1 \t 0\n", + "1 \t 2145 \t 593 \t 3 \t 366 \t 0 \t 1\n", + "2 \t 593 \t 366 \t 1 \t 227 \t 1 \t -18\n", + "3 \t 366 \t 227 \t 1 \t 139 \t -3 \t 55\n", + "4 \t 227 \t 139 \t 1 \t 88 \t 4 \t -73\n", + "5 \t 139 \t 88 \t 1 \t 51 \t -7 \t 128\n", + "6 \t 88 \t 51 \t 1 \t 37 \t 11 \t -201\n", + "7 \t 51 \t 37 \t 1 \t 14 \t -18 \t 329\n", + "8 \t 37 \t 14 \t 2 \t 9 \t 29 \t -530\n", + "9 \t 14 \t 9 \t 1 \t 5 \t -47 \t 859\n", + "10 \t 9 \t 5 \t 1 \t 4 \t 123 \t -2248\n", + "11 \t 5 \t 4 \t 1 \t 1 \t -170 \t 3107\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 293 \t -5355\n", + "\t\t\t\t\t -463 \t 8462\n", + "GCD(39203, 2145) = 1, with coefficients -463 and 8462 such that 1 = (-463)*39203 + (8462)*2145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2146 \t 18 \t 575 \t 1 \t 0\n", + "1 \t 2146 \t 575 \t 3 \t 421 \t 0 \t 1\n", + "2 \t 575 \t 421 \t 1 \t 154 \t 1 \t -18\n", + "3 \t 421 \t 154 \t 2 \t 113 \t -3 \t 55\n", + "4 \t 154 \t 113 \t 1 \t 41 \t 4 \t -73\n", + "5 \t 113 \t 41 \t 2 \t 31 \t -11 \t 201\n", + "6 \t 41 \t 31 \t 1 \t 10 \t 15 \t -274\n", + "7 \t 31 \t 10 \t 3 \t 1 \t -41 \t 749\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 56 \t -1023\n", + "\t\t\t\t\t -209 \t 3818\n", + "GCD(39203, 2146) = 1, with coefficients -209 and 3818 such that 1 = (-209)*39203 + (3818)*2146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2147 \t 18 \t 557 \t 1 \t 0\n", + "1 \t 2147 \t 557 \t 3 \t 476 \t 0 \t 1\n", + "2 \t 557 \t 476 \t 1 \t 81 \t 1 \t -18\n", + "3 \t 476 \t 81 \t 5 \t 71 \t -3 \t 55\n", + "4 \t 81 \t 71 \t 1 \t 10 \t 4 \t -73\n", + "5 \t 71 \t 10 \t 7 \t 1 \t -23 \t 420\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 27 \t -493\n", + "\t\t\t\t\t -212 \t 3871\n", + "GCD(39203, 2147) = 1, with coefficients -212 and 3871 such that 1 = (-212)*39203 + (3871)*2147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2148 \t 18 \t 539 \t 1 \t 0\n", + "1 \t 2148 \t 539 \t 3 \t 531 \t 0 \t 1\n", + "2 \t 539 \t 531 \t 1 \t 8 \t 1 \t -18\n", + "3 \t 531 \t 8 \t 66 \t 3 \t -3 \t 55\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 4 \t -73\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -267 \t 4873\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 538 \t -9819\n", + "\t\t\t\t\t -805 \t 14692\n", + "GCD(39203, 2148) = 1, with coefficients -805 and 14692 such that 1 = (-805)*39203 + (14692)*2148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2149 \t 18 \t 521 \t 1 \t 0\n", + "1 \t 2149 \t 521 \t 4 \t 65 \t 0 \t 1\n", + "2 \t 521 \t 65 \t 8 \t 1 \t 1 \t -18\n", + "3 \t 65 \t 1 \t 65 \t 0 \t -4 \t 73\n", + "\t\t\t\t\t 33 \t -602\n", + "GCD(39203, 2149) = 1, with coefficients 33 and -602 such that 1 = (33)*39203 + (-602)*2149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2150 \t 18 \t 503 \t 1 \t 0\n", + "1 \t 2150 \t 503 \t 4 \t 138 \t 0 \t 1\n", + "2 \t 503 \t 138 \t 3 \t 89 \t 1 \t -18\n", + "3 \t 138 \t 89 \t 1 \t 49 \t -4 \t 73\n", + "4 \t 89 \t 49 \t 1 \t 40 \t 13 \t -237\n", + "5 \t 49 \t 40 \t 1 \t 9 \t -17 \t 310\n", + "6 \t 40 \t 9 \t 4 \t 4 \t 30 \t -547\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -47 \t 857\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 218 \t -3975\n", + "\t\t\t\t\t -483 \t 8807\n", + "GCD(39203, 2150) = 1, with coefficients -483 and 8807 such that 1 = (-483)*39203 + (8807)*2150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2151 \t 18 \t 485 \t 1 \t 0\n", + "1 \t 2151 \t 485 \t 4 \t 211 \t 0 \t 1\n", + "2 \t 485 \t 211 \t 2 \t 63 \t 1 \t -18\n", + "3 \t 211 \t 63 \t 3 \t 22 \t -4 \t 73\n", + "4 \t 63 \t 22 \t 2 \t 19 \t 9 \t -164\n", + "5 \t 22 \t 19 \t 1 \t 3 \t -31 \t 565\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 71 \t -1294\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -102 \t 1859\n", + "\t\t\t\t\t 683 \t -12448\n", + "GCD(39203, 2151) = 1, with coefficients 683 and -12448 such that 1 = (683)*39203 + (-12448)*2151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2152 \t 18 \t 467 \t 1 \t 0\n", + "1 \t 2152 \t 467 \t 4 \t 284 \t 0 \t 1\n", + "2 \t 467 \t 284 \t 1 \t 183 \t 1 \t -18\n", + "3 \t 284 \t 183 \t 1 \t 101 \t -4 \t 73\n", + "4 \t 183 \t 101 \t 1 \t 82 \t 5 \t -91\n", + "5 \t 101 \t 82 \t 1 \t 19 \t -9 \t 164\n", + "6 \t 82 \t 19 \t 4 \t 6 \t 14 \t -255\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -23 \t 419\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 106 \t -1931\n", + "\t\t\t\t\t -341 \t 6212\n", + "GCD(39203, 2152) = 1, with coefficients -341 and 6212 such that 1 = (-341)*39203 + (6212)*2152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2153 \t 18 \t 449 \t 1 \t 0\n", + "1 \t 2153 \t 449 \t 4 \t 357 \t 0 \t 1\n", + "2 \t 449 \t 357 \t 1 \t 92 \t 1 \t -18\n", + "3 \t 357 \t 92 \t 3 \t 81 \t -4 \t 73\n", + "4 \t 92 \t 81 \t 1 \t 11 \t 5 \t -91\n", + "5 \t 81 \t 11 \t 7 \t 4 \t -19 \t 346\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 24 \t -437\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -187 \t 3405\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 398 \t -7247\n", + "\t\t\t\t\t -585 \t 10652\n", + "GCD(39203, 2153) = 1, with coefficients -585 and 10652 such that 1 = (-585)*39203 + (10652)*2153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2154 \t 18 \t 431 \t 1 \t 0\n", + "1 \t 2154 \t 431 \t 4 \t 430 \t 0 \t 1\n", + "2 \t 431 \t 430 \t 1 \t 1 \t 1 \t -18\n", + "3 \t 430 \t 1 \t 430 \t 0 \t -4 \t 73\n", + "\t\t\t\t\t 5 \t -91\n", + "GCD(39203, 2154) = 1, with coefficients 5 and -91 such that 1 = (5)*39203 + (-91)*2154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2155 \t 18 \t 413 \t 1 \t 0\n", + "1 \t 2155 \t 413 \t 5 \t 90 \t 0 \t 1\n", + "2 \t 413 \t 90 \t 4 \t 53 \t 1 \t -18\n", + "3 \t 90 \t 53 \t 1 \t 37 \t -5 \t 91\n", + "4 \t 53 \t 37 \t 1 \t 16 \t 21 \t -382\n", + "5 \t 37 \t 16 \t 2 \t 5 \t -26 \t 473\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 47 \t -855\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -120 \t 2183\n", + "\t\t\t\t\t 407 \t -7404\n", + "GCD(39203, 2155) = 1, with coefficients 407 and -7404 such that 1 = (407)*39203 + (-7404)*2155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2156 \t 18 \t 395 \t 1 \t 0\n", + "1 \t 2156 \t 395 \t 5 \t 181 \t 0 \t 1\n", + "2 \t 395 \t 181 \t 2 \t 33 \t 1 \t -18\n", + "3 \t 181 \t 33 \t 5 \t 16 \t -5 \t 91\n", + "4 \t 33 \t 16 \t 2 \t 1 \t 11 \t -200\n", + "5 \t 16 \t 1 \t 16 \t 0 \t -60 \t 1091\n", + "\t\t\t\t\t 131 \t -2382\n", + "GCD(39203, 2156) = 1, with coefficients 131 and -2382 such that 1 = (131)*39203 + (-2382)*2156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2157 \t 18 \t 377 \t 1 \t 0\n", + "1 \t 2157 \t 377 \t 5 \t 272 \t 0 \t 1\n", + "2 \t 377 \t 272 \t 1 \t 105 \t 1 \t -18\n", + "3 \t 272 \t 105 \t 2 \t 62 \t -5 \t 91\n", + "4 \t 105 \t 62 \t 1 \t 43 \t 6 \t -109\n", + "5 \t 62 \t 43 \t 1 \t 19 \t -17 \t 309\n", + "6 \t 43 \t 19 \t 2 \t 5 \t 23 \t -418\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -40 \t 727\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 103 \t -1872\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -349 \t 6343\n", + "\t\t\t\t\t 452 \t -8215\n", + "GCD(39203, 2157) = 1, with coefficients 452 and -8215 such that 1 = (452)*39203 + (-8215)*2157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2158 \t 18 \t 359 \t 1 \t 0\n", + "1 \t 2158 \t 359 \t 6 \t 4 \t 0 \t 1\n", + "2 \t 359 \t 4 \t 89 \t 3 \t 1 \t -18\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -6 \t 109\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 535 \t -9719\n", + "\t\t\t\t\t -541 \t 9828\n", + "GCD(39203, 2158) = 1, with coefficients -541 and 9828 such that 1 = (-541)*39203 + (9828)*2158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2159 \t 18 \t 341 \t 1 \t 0\n", + "1 \t 2159 \t 341 \t 6 \t 113 \t 0 \t 1\n", + "2 \t 341 \t 113 \t 3 \t 2 \t 1 \t -18\n", + "3 \t 113 \t 2 \t 56 \t 1 \t -6 \t 109\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 19 \t -345\n", + "\t\t\t\t\t -1070 \t 19429\n", + "GCD(39203, 2159) = 1, with coefficients -1070 and 19429 such that 1 = (-1070)*39203 + (19429)*2159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2160 \t 18 \t 323 \t 1 \t 0\n", + "1 \t 2160 \t 323 \t 6 \t 222 \t 0 \t 1\n", + "2 \t 323 \t 222 \t 1 \t 101 \t 1 \t -18\n", + "3 \t 222 \t 101 \t 2 \t 20 \t -6 \t 109\n", + "4 \t 101 \t 20 \t 5 \t 1 \t 7 \t -127\n", + "5 \t 20 \t 1 \t 20 \t 0 \t -20 \t 363\n", + "\t\t\t\t\t 107 \t -1942\n", + "GCD(39203, 2160) = 1, with coefficients 107 and -1942 such that 1 = (107)*39203 + (-1942)*2160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2161 \t 18 \t 305 \t 1 \t 0\n", + "1 \t 2161 \t 305 \t 7 \t 26 \t 0 \t 1\n", + "2 \t 305 \t 26 \t 11 \t 19 \t 1 \t -18\n", + "3 \t 26 \t 19 \t 1 \t 7 \t -7 \t 127\n", + "4 \t 19 \t 7 \t 2 \t 5 \t 78 \t -1415\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -85 \t 1542\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 248 \t -4499\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -333 \t 6041\n", + "\t\t\t\t\t 914 \t -16581\n", + "GCD(39203, 2161) = 1, with coefficients 914 and -16581 such that 1 = (914)*39203 + (-16581)*2161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2162 \t 18 \t 287 \t 1 \t 0\n", + "1 \t 2162 \t 287 \t 7 \t 153 \t 0 \t 1\n", + "2 \t 287 \t 153 \t 1 \t 134 \t 1 \t -18\n", + "3 \t 153 \t 134 \t 1 \t 19 \t -7 \t 127\n", + "4 \t 134 \t 19 \t 7 \t 1 \t 8 \t -145\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -15 \t 272\n", + "\t\t\t\t\t 113 \t -2049\n", + "GCD(39203, 2162) = 1, with coefficients 113 and -2049 such that 1 = (113)*39203 + (-2049)*2162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2163 \t 18 \t 269 \t 1 \t 0\n", + "1 \t 2163 \t 269 \t 8 \t 11 \t 0 \t 1\n", + "2 \t 269 \t 11 \t 24 \t 5 \t 1 \t -18\n", + "3 \t 11 \t 5 \t 2 \t 1 \t -8 \t 145\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 193 \t -3498\n", + "\t\t\t\t\t -394 \t 7141\n", + "GCD(39203, 2163) = 1, with coefficients -394 and 7141 such that 1 = (-394)*39203 + (7141)*2163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2164 \t 18 \t 251 \t 1 \t 0\n", + "1 \t 2164 \t 251 \t 8 \t 156 \t 0 \t 1\n", + "2 \t 251 \t 156 \t 1 \t 95 \t 1 \t -18\n", + "3 \t 156 \t 95 \t 1 \t 61 \t -8 \t 145\n", + "4 \t 95 \t 61 \t 1 \t 34 \t 9 \t -163\n", + "5 \t 61 \t 34 \t 1 \t 27 \t -17 \t 308\n", + "6 \t 34 \t 27 \t 1 \t 7 \t 26 \t -471\n", + "7 \t 27 \t 7 \t 3 \t 6 \t -43 \t 779\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 69 \t -1250\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -250 \t 4529\n", + "\t\t\t\t\t 319 \t -5779\n", + "GCD(39203, 2164) = 1, with coefficients 319 and -5779 such that 1 = (319)*39203 + (-5779)*2164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2165 \t 18 \t 233 \t 1 \t 0\n", + "1 \t 2165 \t 233 \t 9 \t 68 \t 0 \t 1\n", + "2 \t 233 \t 68 \t 3 \t 29 \t 1 \t -18\n", + "3 \t 68 \t 29 \t 2 \t 10 \t -9 \t 163\n", + "4 \t 29 \t 10 \t 2 \t 9 \t 28 \t -507\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -65 \t 1177\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 158 \t -2861\n", + "\t\t\t\t\t -223 \t 4038\n", + "GCD(39203, 2165) = 1, with coefficients -223 and 4038 such that 1 = (-223)*39203 + (4038)*2165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2166 \t 18 \t 215 \t 1 \t 0\n", + "1 \t 2166 \t 215 \t 10 \t 16 \t 0 \t 1\n", + "2 \t 215 \t 16 \t 13 \t 7 \t 1 \t -18\n", + "3 \t 16 \t 7 \t 2 \t 2 \t -10 \t 181\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 131 \t -2371\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -272 \t 4923\n", + "\t\t\t\t\t 947 \t -17140\n", + "GCD(39203, 2166) = 1, with coefficients 947 and -17140 such that 1 = (947)*39203 + (-17140)*2166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2167 \t 18 \t 197 \t 1 \t 0\n", + "1 \t 2167 \t 197 \t 11 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -18\n", + "GCD(39203, 2167) = 197, with coefficients 1 and -18 such that 197 = (1)*39203 + (-18)*2167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2168 \t 18 \t 179 \t 1 \t 0\n", + "1 \t 2168 \t 179 \t 12 \t 20 \t 0 \t 1\n", + "2 \t 179 \t 20 \t 8 \t 19 \t 1 \t -18\n", + "3 \t 20 \t 19 \t 1 \t 1 \t -12 \t 217\n", + "4 \t 19 \t 1 \t 19 \t 0 \t 97 \t -1754\n", + "\t\t\t\t\t -109 \t 1971\n", + "GCD(39203, 2168) = 1, with coefficients -109 and 1971 such that 1 = (-109)*39203 + (1971)*2168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2169 \t 18 \t 161 \t 1 \t 0\n", + "1 \t 2169 \t 161 \t 13 \t 76 \t 0 \t 1\n", + "2 \t 161 \t 76 \t 2 \t 9 \t 1 \t -18\n", + "3 \t 76 \t 9 \t 8 \t 4 \t -13 \t 235\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 27 \t -488\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -229 \t 4139\n", + "\t\t\t\t\t 485 \t -8766\n", + "GCD(39203, 2169) = 1, with coefficients 485 and -8766 such that 1 = (485)*39203 + (-8766)*2169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2170 \t 18 \t 143 \t 1 \t 0\n", + "1 \t 2170 \t 143 \t 15 \t 25 \t 0 \t 1\n", + "2 \t 143 \t 25 \t 5 \t 18 \t 1 \t -18\n", + "3 \t 25 \t 18 \t 1 \t 7 \t -15 \t 271\n", + "4 \t 18 \t 7 \t 2 \t 4 \t 76 \t -1373\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -91 \t 1644\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 258 \t -4661\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -349 \t 6305\n", + "\t\t\t\t\t 607 \t -10966\n", + "GCD(39203, 2170) = 1, with coefficients 607 and -10966 such that 1 = (607)*39203 + (-10966)*2170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2171 \t 18 \t 125 \t 1 \t 0\n", + "1 \t 2171 \t 125 \t 17 \t 46 \t 0 \t 1\n", + "2 \t 125 \t 46 \t 2 \t 33 \t 1 \t -18\n", + "3 \t 46 \t 33 \t 1 \t 13 \t -17 \t 307\n", + "4 \t 33 \t 13 \t 2 \t 7 \t 35 \t -632\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -52 \t 939\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 139 \t -2510\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -191 \t 3449\n", + "\t\t\t\t\t 330 \t -5959\n", + "GCD(39203, 2171) = 1, with coefficients 330 and -5959 such that 1 = (330)*39203 + (-5959)*2171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2172 \t 18 \t 107 \t 1 \t 0\n", + "1 \t 2172 \t 107 \t 20 \t 32 \t 0 \t 1\n", + "2 \t 107 \t 32 \t 3 \t 11 \t 1 \t -18\n", + "3 \t 32 \t 11 \t 2 \t 10 \t -20 \t 361\n", + "4 \t 11 \t 10 \t 1 \t 1 \t 61 \t -1101\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -142 \t 2563\n", + "\t\t\t\t\t 203 \t -3664\n", + "GCD(39203, 2172) = 1, with coefficients 203 and -3664 such that 1 = (203)*39203 + (-3664)*2172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2173 \t 18 \t 89 \t 1 \t 0\n", + "1 \t 2173 \t 89 \t 24 \t 37 \t 0 \t 1\n", + "2 \t 89 \t 37 \t 2 \t 15 \t 1 \t -18\n", + "3 \t 37 \t 15 \t 2 \t 7 \t -24 \t 433\n", + "4 \t 15 \t 7 \t 2 \t 1 \t 49 \t -884\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -122 \t 2201\n", + "\t\t\t\t\t 293 \t -5286\n", + "GCD(39203, 2173) = 1, with coefficients 293 and -5286 such that 1 = (293)*39203 + (-5286)*2173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2174 \t 18 \t 71 \t 1 \t 0\n", + "1 \t 2174 \t 71 \t 30 \t 44 \t 0 \t 1\n", + "2 \t 71 \t 44 \t 1 \t 27 \t 1 \t -18\n", + "3 \t 44 \t 27 \t 1 \t 17 \t -30 \t 541\n", + "4 \t 27 \t 17 \t 1 \t 10 \t 31 \t -559\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -61 \t 1100\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 92 \t -1659\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -153 \t 2759\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 245 \t -4418\n", + "\t\t\t\t\t -643 \t 11595\n", + "GCD(39203, 2174) = 1, with coefficients -643 and 11595 such that 1 = (-643)*39203 + (11595)*2174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2175 \t 18 \t 53 \t 1 \t 0\n", + "1 \t 2175 \t 53 \t 41 \t 2 \t 0 \t 1\n", + "2 \t 53 \t 2 \t 26 \t 1 \t 1 \t -18\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -41 \t 739\n", + "\t\t\t\t\t 1067 \t -19232\n", + "GCD(39203, 2175) = 1, with coefficients 1067 and -19232 such that 1 = (1067)*39203 + (-19232)*2175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2176 \t 18 \t 35 \t 1 \t 0\n", + "1 \t 2176 \t 35 \t 62 \t 6 \t 0 \t 1\n", + "2 \t 35 \t 6 \t 5 \t 5 \t 1 \t -18\n", + "3 \t 6 \t 5 \t 1 \t 1 \t -62 \t 1117\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 311 \t -5603\n", + "\t\t\t\t\t -373 \t 6720\n", + "GCD(39203, 2176) = 1, with coefficients -373 and 6720 such that 1 = (-373)*39203 + (6720)*2176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2177 \t 18 \t 17 \t 1 \t 0\n", + "1 \t 2177 \t 17 \t 128 \t 1 \t 0 \t 1\n", + "2 \t 17 \t 1 \t 17 \t 0 \t 1 \t -18\n", + "\t\t\t\t\t -128 \t 2305\n", + "GCD(39203, 2177) = 1, with coefficients -128 and 2305 such that 1 = (-128)*39203 + (2305)*2177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2178 \t 17 \t 2177 \t 1 \t 0\n", + "1 \t 2178 \t 2177 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 2177 \t 1 \t 2177 \t 0 \t 1 \t -17\n", + "\t\t\t\t\t -1 \t 18\n", + "GCD(39203, 2178) = 1, with coefficients -1 and 18 such that 1 = (-1)*39203 + (18)*2178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2179 \t 17 \t 2160 \t 1 \t 0\n", + "1 \t 2179 \t 2160 \t 1 \t 19 \t 0 \t 1\n", + "2 \t 2160 \t 19 \t 113 \t 13 \t 1 \t -17\n", + "3 \t 19 \t 13 \t 1 \t 6 \t -1 \t 18\n", + "4 \t 13 \t 6 \t 2 \t 1 \t 114 \t -2051\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -115 \t 2069\n", + "\t\t\t\t\t 344 \t -6189\n", + "GCD(39203, 2179) = 1, with coefficients 344 and -6189 such that 1 = (344)*39203 + (-6189)*2179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2180 \t 17 \t 2143 \t 1 \t 0\n", + "1 \t 2180 \t 2143 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 2143 \t 37 \t 57 \t 34 \t 1 \t -17\n", + "3 \t 37 \t 34 \t 1 \t 3 \t -1 \t 18\n", + "4 \t 34 \t 3 \t 11 \t 1 \t 58 \t -1043\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -59 \t 1061\n", + "\t\t\t\t\t 707 \t -12714\n", + "GCD(39203, 2180) = 1, with coefficients 707 and -12714 such that 1 = (707)*39203 + (-12714)*2180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2181 \t 17 \t 2126 \t 1 \t 0\n", + "1 \t 2181 \t 2126 \t 1 \t 55 \t 0 \t 1\n", + "2 \t 2126 \t 55 \t 38 \t 36 \t 1 \t -17\n", + "3 \t 55 \t 36 \t 1 \t 19 \t -1 \t 18\n", + "4 \t 36 \t 19 \t 1 \t 17 \t 39 \t -701\n", + "5 \t 19 \t 17 \t 1 \t 2 \t -40 \t 719\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 79 \t -1420\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -119 \t 2139\n", + "\t\t\t\t\t 1031 \t -18532\n", + "GCD(39203, 2181) = 1, with coefficients 1031 and -18532 such that 1 = (1031)*39203 + (-18532)*2181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2182 \t 17 \t 2109 \t 1 \t 0\n", + "1 \t 2182 \t 2109 \t 1 \t 73 \t 0 \t 1\n", + "2 \t 2109 \t 73 \t 28 \t 65 \t 1 \t -17\n", + "3 \t 73 \t 65 \t 1 \t 8 \t -1 \t 18\n", + "4 \t 65 \t 8 \t 8 \t 1 \t 29 \t -521\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -30 \t 539\n", + "\t\t\t\t\t 269 \t -4833\n", + "GCD(39203, 2182) = 1, with coefficients 269 and -4833 such that 1 = (269)*39203 + (-4833)*2182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2183 \t 17 \t 2092 \t 1 \t 0\n", + "1 \t 2183 \t 2092 \t 1 \t 91 \t 0 \t 1\n", + "2 \t 2092 \t 91 \t 22 \t 90 \t 1 \t -17\n", + "3 \t 91 \t 90 \t 1 \t 1 \t -1 \t 18\n", + "4 \t 90 \t 1 \t 90 \t 0 \t 23 \t -413\n", + "\t\t\t\t\t -24 \t 431\n", + "GCD(39203, 2183) = 1, with coefficients -24 and 431 such that 1 = (-24)*39203 + (431)*2183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2184 \t 17 \t 2075 \t 1 \t 0\n", + "1 \t 2184 \t 2075 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 2075 \t 109 \t 19 \t 4 \t 1 \t -17\n", + "3 \t 109 \t 4 \t 27 \t 1 \t -1 \t 18\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 20 \t -359\n", + "\t\t\t\t\t -541 \t 9711\n", + "GCD(39203, 2184) = 1, with coefficients -541 and 9711 such that 1 = (-541)*39203 + (9711)*2184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2185 \t 17 \t 2058 \t 1 \t 0\n", + "1 \t 2185 \t 2058 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 2058 \t 127 \t 16 \t 26 \t 1 \t -17\n", + "3 \t 127 \t 26 \t 4 \t 23 \t -1 \t 18\n", + "4 \t 26 \t 23 \t 1 \t 3 \t 17 \t -305\n", + "5 \t 23 \t 3 \t 7 \t 2 \t -69 \t 1238\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 86 \t -1543\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -671 \t 12039\n", + "\t\t\t\t\t 757 \t -13582\n", + "GCD(39203, 2185) = 1, with coefficients 757 and -13582 such that 1 = (757)*39203 + (-13582)*2185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2186 \t 17 \t 2041 \t 1 \t 0\n", + "1 \t 2186 \t 2041 \t 1 \t 145 \t 0 \t 1\n", + "2 \t 2041 \t 145 \t 14 \t 11 \t 1 \t -17\n", + "3 \t 145 \t 11 \t 13 \t 2 \t -1 \t 18\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 15 \t -269\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -196 \t 3515\n", + "\t\t\t\t\t 995 \t -17844\n", + "GCD(39203, 2186) = 1, with coefficients 995 and -17844 such that 1 = (995)*39203 + (-17844)*2186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2187 \t 17 \t 2024 \t 1 \t 0\n", + "1 \t 2187 \t 2024 \t 1 \t 163 \t 0 \t 1\n", + "2 \t 2024 \t 163 \t 12 \t 68 \t 1 \t -17\n", + "3 \t 163 \t 68 \t 2 \t 27 \t -1 \t 18\n", + "4 \t 68 \t 27 \t 2 \t 14 \t 13 \t -233\n", + "5 \t 27 \t 14 \t 1 \t 13 \t -27 \t 484\n", + "6 \t 14 \t 13 \t 1 \t 1 \t 67 \t -1201\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -94 \t 1685\n", + "\t\t\t\t\t 161 \t -2886\n", + "GCD(39203, 2187) = 1, with coefficients 161 and -2886 such that 1 = (161)*39203 + (-2886)*2187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2188 \t 17 \t 2007 \t 1 \t 0\n", + "1 \t 2188 \t 2007 \t 1 \t 181 \t 0 \t 1\n", + "2 \t 2007 \t 181 \t 11 \t 16 \t 1 \t -17\n", + "3 \t 181 \t 16 \t 11 \t 5 \t -1 \t 18\n", + "4 \t 16 \t 5 \t 3 \t 1 \t 12 \t -215\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -133 \t 2383\n", + "\t\t\t\t\t 411 \t -7364\n", + "GCD(39203, 2188) = 1, with coefficients 411 and -7364 such that 1 = (411)*39203 + (-7364)*2188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2189 \t 17 \t 1990 \t 1 \t 0\n", + "1 \t 2189 \t 1990 \t 1 \t 199 \t 0 \t 1\n", + "2 \t 1990 \t 199 \t 10 \t 0 \t 1 \t -17\n", + "\t\t\t\t\t -1 \t 18\n", + "GCD(39203, 2189) = 199, with coefficients -1 and 18 such that 199 = (-1)*39203 + (18)*2189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2190 \t 17 \t 1973 \t 1 \t 0\n", + "1 \t 2190 \t 1973 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 1973 \t 217 \t 9 \t 20 \t 1 \t -17\n", + "3 \t 217 \t 20 \t 10 \t 17 \t -1 \t 18\n", + "4 \t 20 \t 17 \t 1 \t 3 \t 10 \t -179\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -101 \t 1808\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 111 \t -1987\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -656 \t 11743\n", + "\t\t\t\t\t 767 \t -13730\n", + "GCD(39203, 2190) = 1, with coefficients 767 and -13730 such that 1 = (767)*39203 + (-13730)*2190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2191 \t 17 \t 1956 \t 1 \t 0\n", + "1 \t 2191 \t 1956 \t 1 \t 235 \t 0 \t 1\n", + "2 \t 1956 \t 235 \t 8 \t 76 \t 1 \t -17\n", + "3 \t 235 \t 76 \t 3 \t 7 \t -1 \t 18\n", + "4 \t 76 \t 7 \t 10 \t 6 \t 9 \t -161\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -28 \t 501\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 289 \t -5171\n", + "\t\t\t\t\t -317 \t 5672\n", + "GCD(39203, 2191) = 1, with coefficients -317 and 5672 such that 1 = (-317)*39203 + (5672)*2191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2192 \t 17 \t 1939 \t 1 \t 0\n", + "1 \t 2192 \t 1939 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 1939 \t 253 \t 7 \t 168 \t 1 \t -17\n", + "3 \t 253 \t 168 \t 1 \t 85 \t -1 \t 18\n", + "4 \t 168 \t 85 \t 1 \t 83 \t 8 \t -143\n", + "5 \t 85 \t 83 \t 1 \t 2 \t -9 \t 161\n", + "6 \t 83 \t 2 \t 41 \t 1 \t 17 \t -304\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -26 \t 465\n", + "\t\t\t\t\t 1083 \t -19369\n", + "GCD(39203, 2192) = 1, with coefficients 1083 and -19369 such that 1 = (1083)*39203 + (-19369)*2192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2193 \t 17 \t 1922 \t 1 \t 0\n", + "1 \t 2193 \t 1922 \t 1 \t 271 \t 0 \t 1\n", + "2 \t 1922 \t 271 \t 7 \t 25 \t 1 \t -17\n", + "3 \t 271 \t 25 \t 10 \t 21 \t -1 \t 18\n", + "4 \t 25 \t 21 \t 1 \t 4 \t 8 \t -143\n", + "5 \t 21 \t 4 \t 5 \t 1 \t -81 \t 1448\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 89 \t -1591\n", + "\t\t\t\t\t -526 \t 9403\n", + "GCD(39203, 2193) = 1, with coefficients -526 and 9403 such that 1 = (-526)*39203 + (9403)*2193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2194 \t 17 \t 1905 \t 1 \t 0\n", + "1 \t 2194 \t 1905 \t 1 \t 289 \t 0 \t 1\n", + "2 \t 1905 \t 289 \t 6 \t 171 \t 1 \t -17\n", + "3 \t 289 \t 171 \t 1 \t 118 \t -1 \t 18\n", + "4 \t 171 \t 118 \t 1 \t 53 \t 7 \t -125\n", + "5 \t 118 \t 53 \t 2 \t 12 \t -8 \t 143\n", + "6 \t 53 \t 12 \t 4 \t 5 \t 15 \t -268\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -38 \t 679\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 167 \t -2984\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -372 \t 6647\n", + "\t\t\t\t\t 911 \t -16278\n", + "GCD(39203, 2194) = 1, with coefficients 911 and -16278 such that 1 = (911)*39203 + (-16278)*2194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2195 \t 17 \t 1888 \t 1 \t 0\n", + "1 \t 2195 \t 1888 \t 1 \t 307 \t 0 \t 1\n", + "2 \t 1888 \t 307 \t 6 \t 46 \t 1 \t -17\n", + "3 \t 307 \t 46 \t 6 \t 31 \t -1 \t 18\n", + "4 \t 46 \t 31 \t 1 \t 15 \t 7 \t -125\n", + "5 \t 31 \t 15 \t 2 \t 1 \t -43 \t 768\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 50 \t -893\n", + "\t\t\t\t\t -143 \t 2554\n", + "GCD(39203, 2195) = 1, with coefficients -143 and 2554 such that 1 = (-143)*39203 + (2554)*2195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2196 \t 17 \t 1871 \t 1 \t 0\n", + "1 \t 2196 \t 1871 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 1871 \t 325 \t 5 \t 246 \t 1 \t -17\n", + "3 \t 325 \t 246 \t 1 \t 79 \t -1 \t 18\n", + "4 \t 246 \t 79 \t 3 \t 9 \t 6 \t -107\n", + "5 \t 79 \t 9 \t 8 \t 7 \t -7 \t 125\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 27 \t -482\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -223 \t 3981\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 250 \t -4463\n", + "\t\t\t\t\t -973 \t 17370\n", + "GCD(39203, 2196) = 1, with coefficients -973 and 17370 such that 1 = (-973)*39203 + (17370)*2196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2197 \t 17 \t 1854 \t 1 \t 0\n", + "1 \t 2197 \t 1854 \t 1 \t 343 \t 0 \t 1\n", + "2 \t 1854 \t 343 \t 5 \t 139 \t 1 \t -17\n", + "3 \t 343 \t 139 \t 2 \t 65 \t -1 \t 18\n", + "4 \t 139 \t 65 \t 2 \t 9 \t 6 \t -107\n", + "5 \t 65 \t 9 \t 7 \t 2 \t -13 \t 232\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 32 \t -571\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -237 \t 4229\n", + "\t\t\t\t\t 980 \t -17487\n", + "GCD(39203, 2197) = 1, with coefficients 980 and -17487 such that 1 = (980)*39203 + (-17487)*2197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2198 \t 17 \t 1837 \t 1 \t 0\n", + "1 \t 2198 \t 1837 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 1837 \t 361 \t 5 \t 32 \t 1 \t -17\n", + "3 \t 361 \t 32 \t 11 \t 9 \t -1 \t 18\n", + "4 \t 32 \t 9 \t 3 \t 5 \t 6 \t -107\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -67 \t 1195\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 207 \t -3692\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -274 \t 4887\n", + "\t\t\t\t\t 481 \t -8579\n", + "GCD(39203, 2198) = 1, with coefficients 481 and -8579 such that 1 = (481)*39203 + (-8579)*2198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2199 \t 17 \t 1820 \t 1 \t 0\n", + "1 \t 2199 \t 1820 \t 1 \t 379 \t 0 \t 1\n", + "2 \t 1820 \t 379 \t 4 \t 304 \t 1 \t -17\n", + "3 \t 379 \t 304 \t 1 \t 75 \t -1 \t 18\n", + "4 \t 304 \t 75 \t 4 \t 4 \t 5 \t -89\n", + "5 \t 75 \t 4 \t 18 \t 3 \t -6 \t 107\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 29 \t -517\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -528 \t 9413\n", + "\t\t\t\t\t 557 \t -9930\n", + "GCD(39203, 2199) = 1, with coefficients 557 and -9930 such that 1 = (557)*39203 + (-9930)*2199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2200 \t 17 \t 1803 \t 1 \t 0\n", + "1 \t 2200 \t 1803 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 1803 \t 397 \t 4 \t 215 \t 1 \t -17\n", + "3 \t 397 \t 215 \t 1 \t 182 \t -1 \t 18\n", + "4 \t 215 \t 182 \t 1 \t 33 \t 5 \t -89\n", + "5 \t 182 \t 33 \t 5 \t 17 \t -6 \t 107\n", + "6 \t 33 \t 17 \t 1 \t 16 \t 11 \t -196\n", + "7 \t 17 \t 16 \t 1 \t 1 \t -61 \t 1087\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 72 \t -1283\n", + "\t\t\t\t\t -133 \t 2370\n", + "GCD(39203, 2200) = 1, with coefficients -133 and 2370 such that 1 = (-133)*39203 + (2370)*2200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2201 \t 17 \t 1786 \t 1 \t 0\n", + "1 \t 2201 \t 1786 \t 1 \t 415 \t 0 \t 1\n", + "2 \t 1786 \t 415 \t 4 \t 126 \t 1 \t -17\n", + "3 \t 415 \t 126 \t 3 \t 37 \t -1 \t 18\n", + "4 \t 126 \t 37 \t 3 \t 15 \t 5 \t -89\n", + "5 \t 37 \t 15 \t 2 \t 7 \t -16 \t 285\n", + "6 \t 15 \t 7 \t 2 \t 1 \t 53 \t -944\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -122 \t 2173\n", + "\t\t\t\t\t 297 \t -5290\n", + "GCD(39203, 2201) = 1, with coefficients 297 and -5290 such that 1 = (297)*39203 + (-5290)*2201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2202 \t 17 \t 1769 \t 1 \t 0\n", + "1 \t 2202 \t 1769 \t 1 \t 433 \t 0 \t 1\n", + "2 \t 1769 \t 433 \t 4 \t 37 \t 1 \t -17\n", + "3 \t 433 \t 37 \t 11 \t 26 \t -1 \t 18\n", + "4 \t 37 \t 26 \t 1 \t 11 \t 5 \t -89\n", + "5 \t 26 \t 11 \t 2 \t 4 \t -56 \t 997\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 61 \t -1086\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -178 \t 3169\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 417 \t -7424\n", + "\t\t\t\t\t -595 \t 10593\n", + "GCD(39203, 2202) = 1, with coefficients -595 and 10593 such that 1 = (-595)*39203 + (10593)*2202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2203 \t 17 \t 1752 \t 1 \t 0\n", + "1 \t 2203 \t 1752 \t 1 \t 451 \t 0 \t 1\n", + "2 \t 1752 \t 451 \t 3 \t 399 \t 1 \t -17\n", + "3 \t 451 \t 399 \t 1 \t 52 \t -1 \t 18\n", + "4 \t 399 \t 52 \t 7 \t 35 \t 4 \t -71\n", + "5 \t 52 \t 35 \t 1 \t 17 \t -5 \t 89\n", + "6 \t 35 \t 17 \t 2 \t 1 \t 39 \t -694\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -44 \t 783\n", + "\t\t\t\t\t 127 \t -2260\n", + "GCD(39203, 2203) = 1, with coefficients 127 and -2260 such that 1 = (127)*39203 + (-2260)*2203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2204 \t 17 \t 1735 \t 1 \t 0\n", + "1 \t 2204 \t 1735 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 1735 \t 469 \t 3 \t 328 \t 1 \t -17\n", + "3 \t 469 \t 328 \t 1 \t 141 \t -1 \t 18\n", + "4 \t 328 \t 141 \t 2 \t 46 \t 4 \t -71\n", + "5 \t 141 \t 46 \t 3 \t 3 \t -5 \t 89\n", + "6 \t 46 \t 3 \t 15 \t 1 \t 14 \t -249\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -47 \t 836\n", + "\t\t\t\t\t 719 \t -12789\n", + "GCD(39203, 2204) = 1, with coefficients 719 and -12789 such that 1 = (719)*39203 + (-12789)*2204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2205 \t 17 \t 1718 \t 1 \t 0\n", + "1 \t 2205 \t 1718 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 1718 \t 487 \t 3 \t 257 \t 1 \t -17\n", + "3 \t 487 \t 257 \t 1 \t 230 \t -1 \t 18\n", + "4 \t 257 \t 230 \t 1 \t 27 \t 4 \t -71\n", + "5 \t 230 \t 27 \t 8 \t 14 \t -5 \t 89\n", + "6 \t 27 \t 14 \t 1 \t 13 \t 9 \t -160\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -77 \t 1369\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 86 \t -1529\n", + "\t\t\t\t\t -163 \t 2898\n", + "GCD(39203, 2205) = 1, with coefficients -163 and 2898 such that 1 = (-163)*39203 + (2898)*2205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2206 \t 17 \t 1701 \t 1 \t 0\n", + "1 \t 2206 \t 1701 \t 1 \t 505 \t 0 \t 1\n", + "2 \t 1701 \t 505 \t 3 \t 186 \t 1 \t -17\n", + "3 \t 505 \t 186 \t 2 \t 133 \t -1 \t 18\n", + "4 \t 186 \t 133 \t 1 \t 53 \t 4 \t -71\n", + "5 \t 133 \t 53 \t 2 \t 27 \t -9 \t 160\n", + "6 \t 53 \t 27 \t 1 \t 26 \t 13 \t -231\n", + "7 \t 27 \t 26 \t 1 \t 1 \t -35 \t 622\n", + "8 \t 26 \t 1 \t 26 \t 0 \t 48 \t -853\n", + "\t\t\t\t\t -83 \t 1475\n", + "GCD(39203, 2206) = 1, with coefficients -83 and 1475 such that 1 = (-83)*39203 + (1475)*2206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2207 \t 17 \t 1684 \t 1 \t 0\n", + "1 \t 2207 \t 1684 \t 1 \t 523 \t 0 \t 1\n", + "2 \t 1684 \t 523 \t 3 \t 115 \t 1 \t -17\n", + "3 \t 523 \t 115 \t 4 \t 63 \t -1 \t 18\n", + "4 \t 115 \t 63 \t 1 \t 52 \t 4 \t -71\n", + "5 \t 63 \t 52 \t 1 \t 11 \t -17 \t 302\n", + "6 \t 52 \t 11 \t 4 \t 8 \t 21 \t -373\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -38 \t 675\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 173 \t -3073\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -211 \t 3748\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 595 \t -10569\n", + "\t\t\t\t\t -806 \t 14317\n", + "GCD(39203, 2207) = 1, with coefficients -806 and 14317 such that 1 = (-806)*39203 + (14317)*2207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2208 \t 17 \t 1667 \t 1 \t 0\n", + "1 \t 2208 \t 1667 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 1667 \t 541 \t 3 \t 44 \t 1 \t -17\n", + "3 \t 541 \t 44 \t 12 \t 13 \t -1 \t 18\n", + "4 \t 44 \t 13 \t 3 \t 5 \t 4 \t -71\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -49 \t 870\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 151 \t -2681\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -351 \t 6232\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 502 \t -8913\n", + "\t\t\t\t\t -853 \t 15145\n", + "GCD(39203, 2208) = 1, with coefficients -853 and 15145 such that 1 = (-853)*39203 + (15145)*2208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2209 \t 17 \t 1650 \t 1 \t 0\n", + "1 \t 2209 \t 1650 \t 1 \t 559 \t 0 \t 1\n", + "2 \t 1650 \t 559 \t 2 \t 532 \t 1 \t -17\n", + "3 \t 559 \t 532 \t 1 \t 27 \t -1 \t 18\n", + "4 \t 532 \t 27 \t 19 \t 19 \t 3 \t -53\n", + "5 \t 27 \t 19 \t 1 \t 8 \t -4 \t 71\n", + "6 \t 19 \t 8 \t 2 \t 3 \t 79 \t -1402\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -83 \t 1473\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 245 \t -4348\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -573 \t 10169\n", + "\t\t\t\t\t 818 \t -14517\n", + "GCD(39203, 2209) = 1, with coefficients 818 and -14517 such that 1 = (818)*39203 + (-14517)*2209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2210 \t 17 \t 1633 \t 1 \t 0\n", + "1 \t 2210 \t 1633 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 1633 \t 577 \t 2 \t 479 \t 1 \t -17\n", + "3 \t 577 \t 479 \t 1 \t 98 \t -1 \t 18\n", + "4 \t 479 \t 98 \t 4 \t 87 \t 3 \t -53\n", + "5 \t 98 \t 87 \t 1 \t 11 \t -4 \t 71\n", + "6 \t 87 \t 11 \t 7 \t 10 \t 19 \t -337\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -23 \t 408\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 180 \t -3193\n", + "\t\t\t\t\t -203 \t 3601\n", + "GCD(39203, 2210) = 1, with coefficients -203 and 3601 such that 1 = (-203)*39203 + (3601)*2210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2211 \t 17 \t 1616 \t 1 \t 0\n", + "1 \t 2211 \t 1616 \t 1 \t 595 \t 0 \t 1\n", + "2 \t 1616 \t 595 \t 2 \t 426 \t 1 \t -17\n", + "3 \t 595 \t 426 \t 1 \t 169 \t -1 \t 18\n", + "4 \t 426 \t 169 \t 2 \t 88 \t 3 \t -53\n", + "5 \t 169 \t 88 \t 1 \t 81 \t -4 \t 71\n", + "6 \t 88 \t 81 \t 1 \t 7 \t 11 \t -195\n", + "7 \t 81 \t 7 \t 11 \t 4 \t -15 \t 266\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 26 \t -461\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -301 \t 5337\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 327 \t -5798\n", + "\t\t\t\t\t -628 \t 11135\n", + "GCD(39203, 2211) = 1, with coefficients -628 and 11135 such that 1 = (-628)*39203 + (11135)*2211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2212 \t 17 \t 1599 \t 1 \t 0\n", + "1 \t 2212 \t 1599 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 1599 \t 613 \t 2 \t 373 \t 1 \t -17\n", + "3 \t 613 \t 373 \t 1 \t 240 \t -1 \t 18\n", + "4 \t 373 \t 240 \t 1 \t 133 \t 3 \t -53\n", + "5 \t 240 \t 133 \t 1 \t 107 \t -4 \t 71\n", + "6 \t 133 \t 107 \t 1 \t 26 \t 7 \t -124\n", + "7 \t 107 \t 26 \t 4 \t 3 \t -11 \t 195\n", + "8 \t 26 \t 3 \t 8 \t 2 \t 18 \t -319\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -83 \t 1471\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 682 \t -12087\n", + "\t\t\t\t\t -765 \t 13558\n", + "GCD(39203, 2212) = 1, with coefficients -765 and 13558 such that 1 = (-765)*39203 + (13558)*2212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2213 \t 17 \t 1582 \t 1 \t 0\n", + "1 \t 2213 \t 1582 \t 1 \t 631 \t 0 \t 1\n", + "2 \t 1582 \t 631 \t 2 \t 320 \t 1 \t -17\n", + "3 \t 631 \t 320 \t 1 \t 311 \t -1 \t 18\n", + "4 \t 320 \t 311 \t 1 \t 9 \t 3 \t -53\n", + "5 \t 311 \t 9 \t 34 \t 5 \t -4 \t 71\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 7 \t -124\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -242 \t 4287\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 249 \t -4411\n", + "\t\t\t\t\t -491 \t 8698\n", + "GCD(39203, 2213) = 1, with coefficients -491 and 8698 such that 1 = (-491)*39203 + (8698)*2213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2214 \t 17 \t 1565 \t 1 \t 0\n", + "1 \t 2214 \t 1565 \t 1 \t 649 \t 0 \t 1\n", + "2 \t 1565 \t 649 \t 2 \t 267 \t 1 \t -17\n", + "3 \t 649 \t 267 \t 2 \t 115 \t -1 \t 18\n", + "4 \t 267 \t 115 \t 2 \t 37 \t 3 \t -53\n", + "5 \t 115 \t 37 \t 3 \t 4 \t -7 \t 124\n", + "6 \t 37 \t 4 \t 9 \t 1 \t 17 \t -301\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -58 \t 1027\n", + "\t\t\t\t\t 539 \t -9544\n", + "GCD(39203, 2214) = 1, with coefficients 539 and -9544 such that 1 = (539)*39203 + (-9544)*2214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2215 \t 17 \t 1548 \t 1 \t 0\n", + "1 \t 2215 \t 1548 \t 1 \t 667 \t 0 \t 1\n", + "2 \t 1548 \t 667 \t 2 \t 214 \t 1 \t -17\n", + "3 \t 667 \t 214 \t 3 \t 25 \t -1 \t 18\n", + "4 \t 214 \t 25 \t 8 \t 14 \t 3 \t -53\n", + "5 \t 25 \t 14 \t 1 \t 11 \t -10 \t 177\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 83 \t -1469\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -93 \t 1646\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 176 \t -3115\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -621 \t 10991\n", + "\t\t\t\t\t 797 \t -14106\n", + "GCD(39203, 2215) = 1, with coefficients 797 and -14106 such that 1 = (797)*39203 + (-14106)*2215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2216 \t 17 \t 1531 \t 1 \t 0\n", + "1 \t 2216 \t 1531 \t 1 \t 685 \t 0 \t 1\n", + "2 \t 1531 \t 685 \t 2 \t 161 \t 1 \t -17\n", + "3 \t 685 \t 161 \t 4 \t 41 \t -1 \t 18\n", + "4 \t 161 \t 41 \t 3 \t 38 \t 3 \t -53\n", + "5 \t 41 \t 38 \t 1 \t 3 \t -13 \t 230\n", + "6 \t 38 \t 3 \t 12 \t 2 \t 42 \t -743\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -55 \t 973\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 702 \t -12419\n", + "\t\t\t\t\t -757 \t 13392\n", + "GCD(39203, 2216) = 1, with coefficients -757 and 13392 such that 1 = (-757)*39203 + (13392)*2216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2217 \t 17 \t 1514 \t 1 \t 0\n", + "1 \t 2217 \t 1514 \t 1 \t 703 \t 0 \t 1\n", + "2 \t 1514 \t 703 \t 2 \t 108 \t 1 \t -17\n", + "3 \t 703 \t 108 \t 6 \t 55 \t -1 \t 18\n", + "4 \t 108 \t 55 \t 1 \t 53 \t 3 \t -53\n", + "5 \t 55 \t 53 \t 1 \t 2 \t -19 \t 336\n", + "6 \t 53 \t 2 \t 26 \t 1 \t 22 \t -389\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -41 \t 725\n", + "\t\t\t\t\t 1088 \t -19239\n", + "GCD(39203, 2217) = 1, with coefficients 1088 and -19239 such that 1 = (1088)*39203 + (-19239)*2217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2218 \t 17 \t 1497 \t 1 \t 0\n", + "1 \t 2218 \t 1497 \t 1 \t 721 \t 0 \t 1\n", + "2 \t 1497 \t 721 \t 2 \t 55 \t 1 \t -17\n", + "3 \t 721 \t 55 \t 13 \t 6 \t -1 \t 18\n", + "4 \t 55 \t 6 \t 9 \t 1 \t 3 \t -53\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -40 \t 707\n", + "\t\t\t\t\t 363 \t -6416\n", + "GCD(39203, 2218) = 1, with coefficients 363 and -6416 such that 1 = (363)*39203 + (-6416)*2218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2219 \t 17 \t 1480 \t 1 \t 0\n", + "1 \t 2219 \t 1480 \t 1 \t 739 \t 0 \t 1\n", + "2 \t 1480 \t 739 \t 2 \t 2 \t 1 \t -17\n", + "3 \t 739 \t 2 \t 369 \t 1 \t -1 \t 18\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 3 \t -53\n", + "\t\t\t\t\t -1108 \t 19575\n", + "GCD(39203, 2219) = 1, with coefficients -1108 and 19575 such that 1 = (-1108)*39203 + (19575)*2219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2220 \t 17 \t 1463 \t 1 \t 0\n", + "1 \t 2220 \t 1463 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 1463 \t 757 \t 1 \t 706 \t 1 \t -17\n", + "3 \t 757 \t 706 \t 1 \t 51 \t -1 \t 18\n", + "4 \t 706 \t 51 \t 13 \t 43 \t 2 \t -35\n", + "5 \t 51 \t 43 \t 1 \t 8 \t -3 \t 53\n", + "6 \t 43 \t 8 \t 5 \t 3 \t 41 \t -724\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -44 \t 777\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 261 \t -4609\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -566 \t 9995\n", + "\t\t\t\t\t 827 \t -14604\n", + "GCD(39203, 2220) = 1, with coefficients 827 and -14604 such that 1 = (827)*39203 + (-14604)*2220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2221 \t 17 \t 1446 \t 1 \t 0\n", + "1 \t 2221 \t 1446 \t 1 \t 775 \t 0 \t 1\n", + "2 \t 1446 \t 775 \t 1 \t 671 \t 1 \t -17\n", + "3 \t 775 \t 671 \t 1 \t 104 \t -1 \t 18\n", + "4 \t 671 \t 104 \t 6 \t 47 \t 2 \t -35\n", + "5 \t 104 \t 47 \t 2 \t 10 \t -3 \t 53\n", + "6 \t 47 \t 10 \t 4 \t 7 \t 20 \t -353\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -43 \t 759\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 192 \t -3389\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -235 \t 4148\n", + "\t\t\t\t\t 662 \t -11685\n", + "GCD(39203, 2221) = 1, with coefficients 662 and -11685 such that 1 = (662)*39203 + (-11685)*2221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2222 \t 17 \t 1429 \t 1 \t 0\n", + "1 \t 2222 \t 1429 \t 1 \t 793 \t 0 \t 1\n", + "2 \t 1429 \t 793 \t 1 \t 636 \t 1 \t -17\n", + "3 \t 793 \t 636 \t 1 \t 157 \t -1 \t 18\n", + "4 \t 636 \t 157 \t 4 \t 8 \t 2 \t -35\n", + "5 \t 157 \t 8 \t 19 \t 5 \t -3 \t 53\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 14 \t -247\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -269 \t 4746\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 283 \t -4993\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -552 \t 9739\n", + "\t\t\t\t\t 835 \t -14732\n", + "GCD(39203, 2222) = 1, with coefficients 835 and -14732 such that 1 = (835)*39203 + (-14732)*2222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2223 \t 17 \t 1412 \t 1 \t 0\n", + "1 \t 2223 \t 1412 \t 1 \t 811 \t 0 \t 1\n", + "2 \t 1412 \t 811 \t 1 \t 601 \t 1 \t -17\n", + "3 \t 811 \t 601 \t 1 \t 210 \t -1 \t 18\n", + "4 \t 601 \t 210 \t 2 \t 181 \t 2 \t -35\n", + "5 \t 210 \t 181 \t 1 \t 29 \t -3 \t 53\n", + "6 \t 181 \t 29 \t 6 \t 7 \t 8 \t -141\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -11 \t 194\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 74 \t -1305\n", + "\t\t\t\t\t -307 \t 5414\n", + "GCD(39203, 2223) = 1, with coefficients -307 and 5414 such that 1 = (-307)*39203 + (5414)*2223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2224 \t 17 \t 1395 \t 1 \t 0\n", + "1 \t 2224 \t 1395 \t 1 \t 829 \t 0 \t 1\n", + "2 \t 1395 \t 829 \t 1 \t 566 \t 1 \t -17\n", + "3 \t 829 \t 566 \t 1 \t 263 \t -1 \t 18\n", + "4 \t 566 \t 263 \t 2 \t 40 \t 2 \t -35\n", + "5 \t 263 \t 40 \t 6 \t 23 \t -3 \t 53\n", + "6 \t 40 \t 23 \t 1 \t 17 \t 8 \t -141\n", + "7 \t 23 \t 17 \t 1 \t 6 \t -51 \t 899\n", + "8 \t 17 \t 6 \t 2 \t 5 \t 59 \t -1040\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -110 \t 1939\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 279 \t -4918\n", + "\t\t\t\t\t -389 \t 6857\n", + "GCD(39203, 2224) = 1, with coefficients -389 and 6857 such that 1 = (-389)*39203 + (6857)*2224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2225 \t 17 \t 1378 \t 1 \t 0\n", + "1 \t 2225 \t 1378 \t 1 \t 847 \t 0 \t 1\n", + "2 \t 1378 \t 847 \t 1 \t 531 \t 1 \t -17\n", + "3 \t 847 \t 531 \t 1 \t 316 \t -1 \t 18\n", + "4 \t 531 \t 316 \t 1 \t 215 \t 2 \t -35\n", + "5 \t 316 \t 215 \t 1 \t 101 \t -3 \t 53\n", + "6 \t 215 \t 101 \t 2 \t 13 \t 5 \t -88\n", + "7 \t 101 \t 13 \t 7 \t 10 \t -8 \t 141\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 21 \t -370\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -155 \t 2731\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 176 \t -3101\n", + "\t\t\t\t\t -683 \t 12034\n", + "GCD(39203, 2225) = 1, with coefficients -683 and 12034 such that 1 = (-683)*39203 + (12034)*2225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2226 \t 17 \t 1361 \t 1 \t 0\n", + "1 \t 2226 \t 1361 \t 1 \t 865 \t 0 \t 1\n", + "2 \t 1361 \t 865 \t 1 \t 496 \t 1 \t -17\n", + "3 \t 865 \t 496 \t 1 \t 369 \t -1 \t 18\n", + "4 \t 496 \t 369 \t 1 \t 127 \t 2 \t -35\n", + "5 \t 369 \t 127 \t 2 \t 115 \t -3 \t 53\n", + "6 \t 127 \t 115 \t 1 \t 12 \t 5 \t -88\n", + "7 \t 115 \t 12 \t 9 \t 7 \t -13 \t 229\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 18 \t -317\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -175 \t 3082\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 193 \t -3399\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -368 \t 6481\n", + "\t\t\t\t\t 929 \t -16361\n", + "GCD(39203, 2226) = 1, with coefficients 929 and -16361 such that 1 = (929)*39203 + (-16361)*2226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2227 \t 17 \t 1344 \t 1 \t 0\n", + "1 \t 2227 \t 1344 \t 1 \t 883 \t 0 \t 1\n", + "2 \t 1344 \t 883 \t 1 \t 461 \t 1 \t -17\n", + "3 \t 883 \t 461 \t 1 \t 422 \t -1 \t 18\n", + "4 \t 461 \t 422 \t 1 \t 39 \t 2 \t -35\n", + "5 \t 422 \t 39 \t 10 \t 32 \t -3 \t 53\n", + "6 \t 39 \t 32 \t 1 \t 7 \t 5 \t -88\n", + "7 \t 32 \t 7 \t 4 \t 4 \t -53 \t 933\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 58 \t -1021\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -285 \t 5017\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 343 \t -6038\n", + "\t\t\t\t\t -628 \t 11055\n", + "GCD(39203, 2227) = 1, with coefficients -628 and 11055 such that 1 = (-628)*39203 + (11055)*2227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2228 \t 17 \t 1327 \t 1 \t 0\n", + "1 \t 2228 \t 1327 \t 1 \t 901 \t 0 \t 1\n", + "2 \t 1327 \t 901 \t 1 \t 426 \t 1 \t -17\n", + "3 \t 901 \t 426 \t 2 \t 49 \t -1 \t 18\n", + "4 \t 426 \t 49 \t 8 \t 34 \t 2 \t -35\n", + "5 \t 49 \t 34 \t 1 \t 15 \t -5 \t 88\n", + "6 \t 34 \t 15 \t 2 \t 4 \t 42 \t -739\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -47 \t 827\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 136 \t -2393\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -455 \t 8006\n", + "\t\t\t\t\t 591 \t -10399\n", + "GCD(39203, 2228) = 1, with coefficients 591 and -10399 such that 1 = (591)*39203 + (-10399)*2228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2229 \t 17 \t 1310 \t 1 \t 0\n", + "1 \t 2229 \t 1310 \t 1 \t 919 \t 0 \t 1\n", + "2 \t 1310 \t 919 \t 1 \t 391 \t 1 \t -17\n", + "3 \t 919 \t 391 \t 2 \t 137 \t -1 \t 18\n", + "4 \t 391 \t 137 \t 2 \t 117 \t 2 \t -35\n", + "5 \t 137 \t 117 \t 1 \t 20 \t -5 \t 88\n", + "6 \t 117 \t 20 \t 5 \t 17 \t 12 \t -211\n", + "7 \t 20 \t 17 \t 1 \t 3 \t -17 \t 299\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 97 \t -1706\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -114 \t 2005\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 667 \t -11731\n", + "\t\t\t\t\t -781 \t 13736\n", + "GCD(39203, 2229) = 1, with coefficients -781 and 13736 such that 1 = (-781)*39203 + (13736)*2229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2230 \t 17 \t 1293 \t 1 \t 0\n", + "1 \t 2230 \t 1293 \t 1 \t 937 \t 0 \t 1\n", + "2 \t 1293 \t 937 \t 1 \t 356 \t 1 \t -17\n", + "3 \t 937 \t 356 \t 2 \t 225 \t -1 \t 18\n", + "4 \t 356 \t 225 \t 1 \t 131 \t 2 \t -35\n", + "5 \t 225 \t 131 \t 1 \t 94 \t -5 \t 88\n", + "6 \t 131 \t 94 \t 1 \t 37 \t 7 \t -123\n", + "7 \t 94 \t 37 \t 2 \t 20 \t -12 \t 211\n", + "8 \t 37 \t 20 \t 1 \t 17 \t 19 \t -334\n", + "9 \t 20 \t 17 \t 1 \t 3 \t -50 \t 879\n", + "10 \t 17 \t 3 \t 5 \t 2 \t 69 \t -1213\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -119 \t 2092\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 664 \t -11673\n", + "\t\t\t\t\t -783 \t 13765\n", + "GCD(39203, 2230) = 1, with coefficients -783 and 13765 such that 1 = (-783)*39203 + (13765)*2230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2231 \t 17 \t 1276 \t 1 \t 0\n", + "1 \t 2231 \t 1276 \t 1 \t 955 \t 0 \t 1\n", + "2 \t 1276 \t 955 \t 1 \t 321 \t 1 \t -17\n", + "3 \t 955 \t 321 \t 2 \t 313 \t -1 \t 18\n", + "4 \t 321 \t 313 \t 1 \t 8 \t 2 \t -35\n", + "5 \t 313 \t 8 \t 39 \t 1 \t -5 \t 88\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 7 \t -123\n", + "\t\t\t\t\t -278 \t 4885\n", + "GCD(39203, 2231) = 1, with coefficients -278 and 4885 such that 1 = (-278)*39203 + (4885)*2231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2232 \t 17 \t 1259 \t 1 \t 0\n", + "1 \t 2232 \t 1259 \t 1 \t 973 \t 0 \t 1\n", + "2 \t 1259 \t 973 \t 1 \t 286 \t 1 \t -17\n", + "3 \t 973 \t 286 \t 3 \t 115 \t -1 \t 18\n", + "4 \t 286 \t 115 \t 2 \t 56 \t 2 \t -35\n", + "5 \t 115 \t 56 \t 2 \t 3 \t -7 \t 123\n", + "6 \t 56 \t 3 \t 18 \t 2 \t 16 \t -281\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -39 \t 685\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 718 \t -12611\n", + "\t\t\t\t\t -757 \t 13296\n", + "GCD(39203, 2232) = 1, with coefficients -757 and 13296 such that 1 = (-757)*39203 + (13296)*2232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2233 \t 17 \t 1242 \t 1 \t 0\n", + "1 \t 2233 \t 1242 \t 1 \t 991 \t 0 \t 1\n", + "2 \t 1242 \t 991 \t 1 \t 251 \t 1 \t -17\n", + "3 \t 991 \t 251 \t 3 \t 238 \t -1 \t 18\n", + "4 \t 251 \t 238 \t 1 \t 13 \t 2 \t -35\n", + "5 \t 238 \t 13 \t 18 \t 4 \t -7 \t 123\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 9 \t -158\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -169 \t 2967\n", + "\t\t\t\t\t 516 \t -9059\n", + "GCD(39203, 2233) = 1, with coefficients 516 and -9059 such that 1 = (516)*39203 + (-9059)*2233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2234 \t 17 \t 1225 \t 1 \t 0\n", + "1 \t 2234 \t 1225 \t 1 \t 1009 \t 0 \t 1\n", + "2 \t 1225 \t 1009 \t 1 \t 216 \t 1 \t -17\n", + "3 \t 1009 \t 216 \t 4 \t 145 \t -1 \t 18\n", + "4 \t 216 \t 145 \t 1 \t 71 \t 2 \t -35\n", + "5 \t 145 \t 71 \t 2 \t 3 \t -9 \t 158\n", + "6 \t 71 \t 3 \t 23 \t 2 \t 11 \t -193\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -31 \t 544\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 724 \t -12705\n", + "\t\t\t\t\t -755 \t 13249\n", + "GCD(39203, 2234) = 1, with coefficients -755 and 13249 such that 1 = (-755)*39203 + (13249)*2234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2235 \t 17 \t 1208 \t 1 \t 0\n", + "1 \t 2235 \t 1208 \t 1 \t 1027 \t 0 \t 1\n", + "2 \t 1208 \t 1027 \t 1 \t 181 \t 1 \t -17\n", + "3 \t 1027 \t 181 \t 5 \t 122 \t -1 \t 18\n", + "4 \t 181 \t 122 \t 1 \t 59 \t 2 \t -35\n", + "5 \t 122 \t 59 \t 2 \t 4 \t -11 \t 193\n", + "6 \t 59 \t 4 \t 14 \t 3 \t 13 \t -228\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -37 \t 649\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 531 \t -9314\n", + "\t\t\t\t\t -568 \t 9963\n", + "GCD(39203, 2235) = 1, with coefficients -568 and 9963 such that 1 = (-568)*39203 + (9963)*2235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2236 \t 17 \t 1191 \t 1 \t 0\n", + "1 \t 2236 \t 1191 \t 1 \t 1045 \t 0 \t 1\n", + "2 \t 1191 \t 1045 \t 1 \t 146 \t 1 \t -17\n", + "3 \t 1045 \t 146 \t 7 \t 23 \t -1 \t 18\n", + "4 \t 146 \t 23 \t 6 \t 8 \t 2 \t -35\n", + "5 \t 23 \t 8 \t 2 \t 7 \t -15 \t 263\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 92 \t -1613\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -199 \t 3489\n", + "\t\t\t\t\t 291 \t -5102\n", + "GCD(39203, 2236) = 1, with coefficients 291 and -5102 such that 1 = (291)*39203 + (-5102)*2236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2237 \t 17 \t 1174 \t 1 \t 0\n", + "1 \t 2237 \t 1174 \t 1 \t 1063 \t 0 \t 1\n", + "2 \t 1174 \t 1063 \t 1 \t 111 \t 1 \t -17\n", + "3 \t 1063 \t 111 \t 9 \t 64 \t -1 \t 18\n", + "4 \t 111 \t 64 \t 1 \t 47 \t 2 \t -35\n", + "5 \t 64 \t 47 \t 1 \t 17 \t -19 \t 333\n", + "6 \t 47 \t 17 \t 2 \t 13 \t 21 \t -368\n", + "7 \t 17 \t 13 \t 1 \t 4 \t -40 \t 701\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 101 \t -1770\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -141 \t 2471\n", + "\t\t\t\t\t 524 \t -9183\n", + "GCD(39203, 2237) = 1, with coefficients 524 and -9183 such that 1 = (524)*39203 + (-9183)*2237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2238 \t 17 \t 1157 \t 1 \t 0\n", + "1 \t 2238 \t 1157 \t 1 \t 1081 \t 0 \t 1\n", + "2 \t 1157 \t 1081 \t 1 \t 76 \t 1 \t -17\n", + "3 \t 1081 \t 76 \t 14 \t 17 \t -1 \t 18\n", + "4 \t 76 \t 17 \t 4 \t 8 \t 2 \t -35\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -29 \t 508\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 118 \t -2067\n", + "\t\t\t\t\t -265 \t 4642\n", + "GCD(39203, 2238) = 1, with coefficients -265 and 4642 such that 1 = (-265)*39203 + (4642)*2238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2239 \t 17 \t 1140 \t 1 \t 0\n", + "1 \t 2239 \t 1140 \t 1 \t 1099 \t 0 \t 1\n", + "2 \t 1140 \t 1099 \t 1 \t 41 \t 1 \t -17\n", + "3 \t 1099 \t 41 \t 26 \t 33 \t -1 \t 18\n", + "4 \t 41 \t 33 \t 1 \t 8 \t 2 \t -35\n", + "5 \t 33 \t 8 \t 4 \t 1 \t -53 \t 928\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 55 \t -963\n", + "\t\t\t\t\t -273 \t 4780\n", + "GCD(39203, 2239) = 1, with coefficients -273 and 4780 such that 1 = (-273)*39203 + (4780)*2239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2240 \t 17 \t 1123 \t 1 \t 0\n", + "1 \t 2240 \t 1123 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 1123 \t 1117 \t 1 \t 6 \t 1 \t -17\n", + "3 \t 1117 \t 6 \t 186 \t 1 \t -1 \t 18\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 2 \t -35\n", + "\t\t\t\t\t -373 \t 6528\n", + "GCD(39203, 2240) = 1, with coefficients -373 and 6528 such that 1 = (-373)*39203 + (6528)*2240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2241 \t 17 \t 1106 \t 1 \t 0\n", + "1 \t 2241 \t 1106 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 1106 \t 29 \t 38 \t 4 \t 1 \t -17\n", + "3 \t 29 \t 4 \t 7 \t 1 \t -2 \t 35\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 77 \t -1347\n", + "\t\t\t\t\t -541 \t 9464\n", + "GCD(39203, 2241) = 1, with coefficients -541 and 9464 such that 1 = (-541)*39203 + (9464)*2241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2242 \t 17 \t 1089 \t 1 \t 0\n", + "1 \t 2242 \t 1089 \t 2 \t 64 \t 0 \t 1\n", + "2 \t 1089 \t 64 \t 17 \t 1 \t 1 \t -17\n", + "3 \t 64 \t 1 \t 64 \t 0 \t -2 \t 35\n", + "\t\t\t\t\t 35 \t -612\n", + "GCD(39203, 2242) = 1, with coefficients 35 and -612 such that 1 = (35)*39203 + (-612)*2242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2243 \t 17 \t 1072 \t 1 \t 0\n", + "1 \t 2243 \t 1072 \t 2 \t 99 \t 0 \t 1\n", + "2 \t 1072 \t 99 \t 10 \t 82 \t 1 \t -17\n", + "3 \t 99 \t 82 \t 1 \t 17 \t -2 \t 35\n", + "4 \t 82 \t 17 \t 4 \t 14 \t 21 \t -367\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -23 \t 402\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 113 \t -1975\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -136 \t 2377\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 657 \t -11483\n", + "\t\t\t\t\t -793 \t 13860\n", + "GCD(39203, 2243) = 1, with coefficients -793 and 13860 such that 1 = (-793)*39203 + (13860)*2243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2244 \t 17 \t 1055 \t 1 \t 0\n", + "1 \t 2244 \t 1055 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 1055 \t 134 \t 7 \t 117 \t 1 \t -17\n", + "3 \t 134 \t 117 \t 1 \t 17 \t -2 \t 35\n", + "4 \t 117 \t 17 \t 6 \t 15 \t 15 \t -262\n", + "5 \t 17 \t 15 \t 1 \t 2 \t -17 \t 297\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 117 \t -2044\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -134 \t 2341\n", + "\t\t\t\t\t 1055 \t -18431\n", + "GCD(39203, 2244) = 1, with coefficients 1055 and -18431 such that 1 = (1055)*39203 + (-18431)*2244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2245 \t 17 \t 1038 \t 1 \t 0\n", + "1 \t 2245 \t 1038 \t 2 \t 169 \t 0 \t 1\n", + "2 \t 1038 \t 169 \t 6 \t 24 \t 1 \t -17\n", + "3 \t 169 \t 24 \t 7 \t 1 \t -2 \t 35\n", + "4 \t 24 \t 1 \t 24 \t 0 \t 13 \t -227\n", + "\t\t\t\t\t -93 \t 1624\n", + "GCD(39203, 2245) = 1, with coefficients -93 and 1624 such that 1 = (-93)*39203 + (1624)*2245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2246 \t 17 \t 1021 \t 1 \t 0\n", + "1 \t 2246 \t 1021 \t 2 \t 204 \t 0 \t 1\n", + "2 \t 1021 \t 204 \t 5 \t 1 \t 1 \t -17\n", + "3 \t 204 \t 1 \t 204 \t 0 \t -2 \t 35\n", + "\t\t\t\t\t 11 \t -192\n", + "GCD(39203, 2246) = 1, with coefficients 11 and -192 such that 1 = (11)*39203 + (-192)*2246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2247 \t 17 \t 1004 \t 1 \t 0\n", + "1 \t 2247 \t 1004 \t 2 \t 239 \t 0 \t 1\n", + "2 \t 1004 \t 239 \t 4 \t 48 \t 1 \t -17\n", + "3 \t 239 \t 48 \t 4 \t 47 \t -2 \t 35\n", + "4 \t 48 \t 47 \t 1 \t 1 \t 9 \t -157\n", + "5 \t 47 \t 1 \t 47 \t 0 \t -38 \t 663\n", + "\t\t\t\t\t 47 \t -820\n", + "GCD(39203, 2247) = 1, with coefficients 47 and -820 such that 1 = (47)*39203 + (-820)*2247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2248 \t 17 \t 987 \t 1 \t 0\n", + "1 \t 2248 \t 987 \t 2 \t 274 \t 0 \t 1\n", + "2 \t 987 \t 274 \t 3 \t 165 \t 1 \t -17\n", + "3 \t 274 \t 165 \t 1 \t 109 \t -2 \t 35\n", + "4 \t 165 \t 109 \t 1 \t 56 \t 7 \t -122\n", + "5 \t 109 \t 56 \t 1 \t 53 \t -9 \t 157\n", + "6 \t 56 \t 53 \t 1 \t 3 \t 16 \t -279\n", + "7 \t 53 \t 3 \t 17 \t 2 \t -25 \t 436\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 41 \t -715\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -722 \t 12591\n", + "\t\t\t\t\t 763 \t -13306\n", + "GCD(39203, 2248) = 1, with coefficients 763 and -13306 such that 1 = (763)*39203 + (-13306)*2248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2249 \t 17 \t 970 \t 1 \t 0\n", + "1 \t 2249 \t 970 \t 2 \t 309 \t 0 \t 1\n", + "2 \t 970 \t 309 \t 3 \t 43 \t 1 \t -17\n", + "3 \t 309 \t 43 \t 7 \t 8 \t -2 \t 35\n", + "4 \t 43 \t 8 \t 5 \t 3 \t 7 \t -122\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -51 \t 889\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 262 \t -4567\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -575 \t 10023\n", + "\t\t\t\t\t 837 \t -14590\n", + "GCD(39203, 2249) = 1, with coefficients 837 and -14590 such that 1 = (837)*39203 + (-14590)*2249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2250 \t 17 \t 953 \t 1 \t 0\n", + "1 \t 2250 \t 953 \t 2 \t 344 \t 0 \t 1\n", + "2 \t 953 \t 344 \t 2 \t 265 \t 1 \t -17\n", + "3 \t 344 \t 265 \t 1 \t 79 \t -2 \t 35\n", + "4 \t 265 \t 79 \t 3 \t 28 \t 5 \t -87\n", + "5 \t 79 \t 28 \t 2 \t 23 \t -7 \t 122\n", + "6 \t 28 \t 23 \t 1 \t 5 \t 26 \t -453\n", + "7 \t 23 \t 5 \t 4 \t 3 \t -59 \t 1028\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 85 \t -1481\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -399 \t 6952\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 484 \t -8433\n", + "\t\t\t\t\t -883 \t 15385\n", + "GCD(39203, 2250) = 1, with coefficients -883 and 15385 such that 1 = (-883)*39203 + (15385)*2250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2251 \t 17 \t 936 \t 1 \t 0\n", + "1 \t 2251 \t 936 \t 2 \t 379 \t 0 \t 1\n", + "2 \t 936 \t 379 \t 2 \t 178 \t 1 \t -17\n", + "3 \t 379 \t 178 \t 2 \t 23 \t -2 \t 35\n", + "4 \t 178 \t 23 \t 7 \t 17 \t 5 \t -87\n", + "5 \t 23 \t 17 \t 1 \t 6 \t -12 \t 209\n", + "6 \t 17 \t 6 \t 2 \t 5 \t 89 \t -1550\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -101 \t 1759\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 291 \t -5068\n", + "\t\t\t\t\t -392 \t 6827\n", + "GCD(39203, 2251) = 1, with coefficients -392 and 6827 such that 1 = (-392)*39203 + (6827)*2251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2252 \t 17 \t 919 \t 1 \t 0\n", + "1 \t 2252 \t 919 \t 2 \t 414 \t 0 \t 1\n", + "2 \t 919 \t 414 \t 2 \t 91 \t 1 \t -17\n", + "3 \t 414 \t 91 \t 4 \t 50 \t -2 \t 35\n", + "4 \t 91 \t 50 \t 1 \t 41 \t 5 \t -87\n", + "5 \t 50 \t 41 \t 1 \t 9 \t -22 \t 383\n", + "6 \t 41 \t 9 \t 4 \t 5 \t 27 \t -470\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -49 \t 853\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 223 \t -3882\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -272 \t 4735\n", + "\t\t\t\t\t 495 \t -8617\n", + "GCD(39203, 2252) = 1, with coefficients 495 and -8617 such that 1 = (495)*39203 + (-8617)*2252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2253 \t 17 \t 902 \t 1 \t 0\n", + "1 \t 2253 \t 902 \t 2 \t 449 \t 0 \t 1\n", + "2 \t 902 \t 449 \t 2 \t 4 \t 1 \t -17\n", + "3 \t 449 \t 4 \t 112 \t 1 \t -2 \t 35\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 5 \t -87\n", + "\t\t\t\t\t -562 \t 9779\n", + "GCD(39203, 2253) = 1, with coefficients -562 and 9779 such that 1 = (-562)*39203 + (9779)*2253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2254 \t 17 \t 885 \t 1 \t 0\n", + "1 \t 2254 \t 885 \t 2 \t 484 \t 0 \t 1\n", + "2 \t 885 \t 484 \t 1 \t 401 \t 1 \t -17\n", + "3 \t 484 \t 401 \t 1 \t 83 \t -2 \t 35\n", + "4 \t 401 \t 83 \t 4 \t 69 \t 3 \t -52\n", + "5 \t 83 \t 69 \t 1 \t 14 \t -5 \t 87\n", + "6 \t 69 \t 14 \t 4 \t 13 \t 23 \t -400\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -28 \t 487\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 135 \t -2348\n", + "\t\t\t\t\t -163 \t 2835\n", + "GCD(39203, 2254) = 1, with coefficients -163 and 2835 such that 1 = (-163)*39203 + (2835)*2254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2255 \t 17 \t 868 \t 1 \t 0\n", + "1 \t 2255 \t 868 \t 2 \t 519 \t 0 \t 1\n", + "2 \t 868 \t 519 \t 1 \t 349 \t 1 \t -17\n", + "3 \t 519 \t 349 \t 1 \t 170 \t -2 \t 35\n", + "4 \t 349 \t 170 \t 2 \t 9 \t 3 \t -52\n", + "5 \t 170 \t 9 \t 18 \t 8 \t -5 \t 87\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 13 \t -226\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -239 \t 4155\n", + "\t\t\t\t\t 252 \t -4381\n", + "GCD(39203, 2255) = 1, with coefficients 252 and -4381 such that 1 = (252)*39203 + (-4381)*2255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2256 \t 17 \t 851 \t 1 \t 0\n", + "1 \t 2256 \t 851 \t 2 \t 554 \t 0 \t 1\n", + "2 \t 851 \t 554 \t 1 \t 297 \t 1 \t -17\n", + "3 \t 554 \t 297 \t 1 \t 257 \t -2 \t 35\n", + "4 \t 297 \t 257 \t 1 \t 40 \t 3 \t -52\n", + "5 \t 257 \t 40 \t 6 \t 17 \t -5 \t 87\n", + "6 \t 40 \t 17 \t 2 \t 6 \t 8 \t -139\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -53 \t 921\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 114 \t -1981\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -281 \t 4883\n", + "\t\t\t\t\t 395 \t -6864\n", + "GCD(39203, 2256) = 1, with coefficients 395 and -6864 such that 1 = (395)*39203 + (-6864)*2256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2257 \t 17 \t 834 \t 1 \t 0\n", + "1 \t 2257 \t 834 \t 2 \t 589 \t 0 \t 1\n", + "2 \t 834 \t 589 \t 1 \t 245 \t 1 \t -17\n", + "3 \t 589 \t 245 \t 2 \t 99 \t -2 \t 35\n", + "4 \t 245 \t 99 \t 2 \t 47 \t 3 \t -52\n", + "5 \t 99 \t 47 \t 2 \t 5 \t -8 \t 139\n", + "6 \t 47 \t 5 \t 9 \t 2 \t 19 \t -330\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -46 \t 799\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 433 \t -7521\n", + "\t\t\t\t\t -912 \t 15841\n", + "GCD(39203, 2257) = 1, with coefficients -912 and 15841 such that 1 = (-912)*39203 + (15841)*2257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2258 \t 17 \t 817 \t 1 \t 0\n", + "1 \t 2258 \t 817 \t 2 \t 624 \t 0 \t 1\n", + "2 \t 817 \t 624 \t 1 \t 193 \t 1 \t -17\n", + "3 \t 624 \t 193 \t 3 \t 45 \t -2 \t 35\n", + "4 \t 193 \t 45 \t 4 \t 13 \t 3 \t -52\n", + "5 \t 45 \t 13 \t 3 \t 6 \t -11 \t 191\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 47 \t -816\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -152 \t 2639\n", + "\t\t\t\t\t 351 \t -6094\n", + "GCD(39203, 2258) = 1, with coefficients 351 and -6094 such that 1 = (351)*39203 + (-6094)*2258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2259 \t 17 \t 800 \t 1 \t 0\n", + "1 \t 2259 \t 800 \t 2 \t 659 \t 0 \t 1\n", + "2 \t 800 \t 659 \t 1 \t 141 \t 1 \t -17\n", + "3 \t 659 \t 141 \t 4 \t 95 \t -2 \t 35\n", + "4 \t 141 \t 95 \t 1 \t 46 \t 3 \t -52\n", + "5 \t 95 \t 46 \t 2 \t 3 \t -14 \t 243\n", + "6 \t 46 \t 3 \t 15 \t 1 \t 17 \t -295\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -48 \t 833\n", + "\t\t\t\t\t 737 \t -12790\n", + "GCD(39203, 2259) = 1, with coefficients 737 and -12790 such that 1 = (737)*39203 + (-12790)*2259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2260 \t 17 \t 783 \t 1 \t 0\n", + "1 \t 2260 \t 783 \t 2 \t 694 \t 0 \t 1\n", + "2 \t 783 \t 694 \t 1 \t 89 \t 1 \t -17\n", + "3 \t 694 \t 89 \t 7 \t 71 \t -2 \t 35\n", + "4 \t 89 \t 71 \t 1 \t 18 \t 3 \t -52\n", + "5 \t 71 \t 18 \t 3 \t 17 \t -23 \t 399\n", + "6 \t 18 \t 17 \t 1 \t 1 \t 26 \t -451\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -101 \t 1752\n", + "\t\t\t\t\t 127 \t -2203\n", + "GCD(39203, 2260) = 1, with coefficients 127 and -2203 such that 1 = (127)*39203 + (-2203)*2260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2261 \t 17 \t 766 \t 1 \t 0\n", + "1 \t 2261 \t 766 \t 2 \t 729 \t 0 \t 1\n", + "2 \t 766 \t 729 \t 1 \t 37 \t 1 \t -17\n", + "3 \t 729 \t 37 \t 19 \t 26 \t -2 \t 35\n", + "4 \t 37 \t 26 \t 1 \t 11 \t 3 \t -52\n", + "5 \t 26 \t 11 \t 2 \t 4 \t -59 \t 1023\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 62 \t -1075\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -183 \t 3173\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 428 \t -7421\n", + "\t\t\t\t\t -611 \t 10594\n", + "GCD(39203, 2261) = 1, with coefficients -611 and 10594 such that 1 = (-611)*39203 + (10594)*2261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2262 \t 17 \t 749 \t 1 \t 0\n", + "1 \t 2262 \t 749 \t 3 \t 15 \t 0 \t 1\n", + "2 \t 749 \t 15 \t 49 \t 14 \t 1 \t -17\n", + "3 \t 15 \t 14 \t 1 \t 1 \t -3 \t 52\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 148 \t -2565\n", + "\t\t\t\t\t -151 \t 2617\n", + "GCD(39203, 2262) = 1, with coefficients -151 and 2617 such that 1 = (-151)*39203 + (2617)*2262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2263 \t 17 \t 732 \t 1 \t 0\n", + "1 \t 2263 \t 732 \t 3 \t 67 \t 0 \t 1\n", + "2 \t 732 \t 67 \t 10 \t 62 \t 1 \t -17\n", + "3 \t 67 \t 62 \t 1 \t 5 \t -3 \t 52\n", + "4 \t 62 \t 5 \t 12 \t 2 \t 31 \t -537\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -34 \t 589\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 439 \t -7605\n", + "\t\t\t\t\t -912 \t 15799\n", + "GCD(39203, 2263) = 1, with coefficients -912 and 15799 such that 1 = (-912)*39203 + (15799)*2263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2264 \t 17 \t 715 \t 1 \t 0\n", + "1 \t 2264 \t 715 \t 3 \t 119 \t 0 \t 1\n", + "2 \t 715 \t 119 \t 6 \t 1 \t 1 \t -17\n", + "3 \t 119 \t 1 \t 119 \t 0 \t -3 \t 52\n", + "\t\t\t\t\t 19 \t -329\n", + "GCD(39203, 2264) = 1, with coefficients 19 and -329 such that 1 = (19)*39203 + (-329)*2264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2265 \t 17 \t 698 \t 1 \t 0\n", + "1 \t 2265 \t 698 \t 3 \t 171 \t 0 \t 1\n", + "2 \t 698 \t 171 \t 4 \t 14 \t 1 \t -17\n", + "3 \t 171 \t 14 \t 12 \t 3 \t -3 \t 52\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 13 \t -225\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -159 \t 2752\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 649 \t -11233\n", + "\t\t\t\t\t -808 \t 13985\n", + "GCD(39203, 2265) = 1, with coefficients -808 and 13985 such that 1 = (-808)*39203 + (13985)*2265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2266 \t 17 \t 681 \t 1 \t 0\n", + "1 \t 2266 \t 681 \t 3 \t 223 \t 0 \t 1\n", + "2 \t 681 \t 223 \t 3 \t 12 \t 1 \t -17\n", + "3 \t 223 \t 12 \t 18 \t 7 \t -3 \t 52\n", + "4 \t 12 \t 7 \t 1 \t 5 \t 10 \t -173\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -183 \t 3166\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 193 \t -3339\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -376 \t 6505\n", + "\t\t\t\t\t 945 \t -16349\n", + "GCD(39203, 2266) = 1, with coefficients 945 and -16349 such that 1 = (945)*39203 + (-16349)*2266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2267 \t 17 \t 664 \t 1 \t 0\n", + "1 \t 2267 \t 664 \t 3 \t 275 \t 0 \t 1\n", + "2 \t 664 \t 275 \t 2 \t 114 \t 1 \t -17\n", + "3 \t 275 \t 114 \t 2 \t 47 \t -3 \t 52\n", + "4 \t 114 \t 47 \t 2 \t 20 \t 7 \t -121\n", + "5 \t 47 \t 20 \t 2 \t 7 \t -17 \t 294\n", + "6 \t 20 \t 7 \t 2 \t 6 \t 41 \t -709\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -99 \t 1712\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 239 \t -4133\n", + "\t\t\t\t\t -338 \t 5845\n", + "GCD(39203, 2267) = 1, with coefficients -338 and 5845 such that 1 = (-338)*39203 + (5845)*2267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2268 \t 17 \t 647 \t 1 \t 0\n", + "1 \t 2268 \t 647 \t 3 \t 327 \t 0 \t 1\n", + "2 \t 647 \t 327 \t 1 \t 320 \t 1 \t -17\n", + "3 \t 327 \t 320 \t 1 \t 7 \t -3 \t 52\n", + "4 \t 320 \t 7 \t 45 \t 5 \t 4 \t -69\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -7 \t 121\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 319 \t -5514\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -326 \t 5635\n", + "\t\t\t\t\t 971 \t -16784\n", + "GCD(39203, 2268) = 1, with coefficients 971 and -16784 such that 1 = (971)*39203 + (-16784)*2268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2269 \t 17 \t 630 \t 1 \t 0\n", + "1 \t 2269 \t 630 \t 3 \t 379 \t 0 \t 1\n", + "2 \t 630 \t 379 \t 1 \t 251 \t 1 \t -17\n", + "3 \t 379 \t 251 \t 1 \t 128 \t -3 \t 52\n", + "4 \t 251 \t 128 \t 1 \t 123 \t 4 \t -69\n", + "5 \t 128 \t 123 \t 1 \t 5 \t -7 \t 121\n", + "6 \t 123 \t 5 \t 24 \t 3 \t 11 \t -190\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -18 \t 311\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 443 \t -7654\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -461 \t 7965\n", + "\t\t\t\t\t 904 \t -15619\n", + "GCD(39203, 2269) = 1, with coefficients 904 and -15619 such that 1 = (904)*39203 + (-15619)*2269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2270 \t 17 \t 613 \t 1 \t 0\n", + "1 \t 2270 \t 613 \t 3 \t 431 \t 0 \t 1\n", + "2 \t 613 \t 431 \t 1 \t 182 \t 1 \t -17\n", + "3 \t 431 \t 182 \t 2 \t 67 \t -3 \t 52\n", + "4 \t 182 \t 67 \t 2 \t 48 \t 4 \t -69\n", + "5 \t 67 \t 48 \t 1 \t 19 \t -11 \t 190\n", + "6 \t 48 \t 19 \t 2 \t 10 \t 26 \t -449\n", + "7 \t 19 \t 10 \t 1 \t 9 \t -37 \t 639\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 100 \t -1727\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -137 \t 2366\n", + "\t\t\t\t\t 237 \t -4093\n", + "GCD(39203, 2270) = 1, with coefficients 237 and -4093 such that 1 = (237)*39203 + (-4093)*2270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2271 \t 17 \t 596 \t 1 \t 0\n", + "1 \t 2271 \t 596 \t 3 \t 483 \t 0 \t 1\n", + "2 \t 596 \t 483 \t 1 \t 113 \t 1 \t -17\n", + "3 \t 483 \t 113 \t 4 \t 31 \t -3 \t 52\n", + "4 \t 113 \t 31 \t 3 \t 20 \t 4 \t -69\n", + "5 \t 31 \t 20 \t 1 \t 11 \t -19 \t 328\n", + "6 \t 20 \t 11 \t 1 \t 9 \t 61 \t -1053\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -80 \t 1381\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 141 \t -2434\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -221 \t 3815\n", + "\t\t\t\t\t 1025 \t -17694\n", + "GCD(39203, 2271) = 1, with coefficients 1025 and -17694 such that 1 = (1025)*39203 + (-17694)*2271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2272 \t 17 \t 579 \t 1 \t 0\n", + "1 \t 2272 \t 579 \t 3 \t 535 \t 0 \t 1\n", + "2 \t 579 \t 535 \t 1 \t 44 \t 1 \t -17\n", + "3 \t 535 \t 44 \t 12 \t 7 \t -3 \t 52\n", + "4 \t 44 \t 7 \t 6 \t 2 \t 4 \t -69\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -51 \t 880\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 310 \t -5349\n", + "\t\t\t\t\t -981 \t 16927\n", + "GCD(39203, 2272) = 1, with coefficients -981 and 16927 such that 1 = (-981)*39203 + (16927)*2272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2273 \t 17 \t 562 \t 1 \t 0\n", + "1 \t 2273 \t 562 \t 4 \t 25 \t 0 \t 1\n", + "2 \t 562 \t 25 \t 22 \t 12 \t 1 \t -17\n", + "3 \t 25 \t 12 \t 2 \t 1 \t -4 \t 69\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 89 \t -1535\n", + "\t\t\t\t\t -182 \t 3139\n", + "GCD(39203, 2273) = 1, with coefficients -182 and 3139 such that 1 = (-182)*39203 + (3139)*2273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2274 \t 17 \t 545 \t 1 \t 0\n", + "1 \t 2274 \t 545 \t 4 \t 94 \t 0 \t 1\n", + "2 \t 545 \t 94 \t 5 \t 75 \t 1 \t -17\n", + "3 \t 94 \t 75 \t 1 \t 19 \t -4 \t 69\n", + "4 \t 75 \t 19 \t 3 \t 18 \t 21 \t -362\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -25 \t 431\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 96 \t -1655\n", + "\t\t\t\t\t -121 \t 2086\n", + "GCD(39203, 2274) = 1, with coefficients -121 and 2086 such that 1 = (-121)*39203 + (2086)*2274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2275 \t 17 \t 528 \t 1 \t 0\n", + "1 \t 2275 \t 528 \t 4 \t 163 \t 0 \t 1\n", + "2 \t 528 \t 163 \t 3 \t 39 \t 1 \t -17\n", + "3 \t 163 \t 39 \t 4 \t 7 \t -4 \t 69\n", + "4 \t 39 \t 7 \t 5 \t 4 \t 13 \t -224\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -56 \t 965\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 293 \t -5049\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -349 \t 6014\n", + "\t\t\t\t\t 642 \t -11063\n", + "GCD(39203, 2275) = 1, with coefficients 642 and -11063 such that 1 = (642)*39203 + (-11063)*2275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2276 \t 17 \t 511 \t 1 \t 0\n", + "1 \t 2276 \t 511 \t 4 \t 232 \t 0 \t 1\n", + "2 \t 511 \t 232 \t 2 \t 47 \t 1 \t -17\n", + "3 \t 232 \t 47 \t 4 \t 44 \t -4 \t 69\n", + "4 \t 47 \t 44 \t 1 \t 3 \t 9 \t -155\n", + "5 \t 44 \t 3 \t 14 \t 2 \t -40 \t 689\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 49 \t -844\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -726 \t 12505\n", + "\t\t\t\t\t 775 \t -13349\n", + "GCD(39203, 2276) = 1, with coefficients 775 and -13349 such that 1 = (775)*39203 + (-13349)*2276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2277 \t 17 \t 494 \t 1 \t 0\n", + "1 \t 2277 \t 494 \t 4 \t 301 \t 0 \t 1\n", + "2 \t 494 \t 301 \t 1 \t 193 \t 1 \t -17\n", + "3 \t 301 \t 193 \t 1 \t 108 \t -4 \t 69\n", + "4 \t 193 \t 108 \t 1 \t 85 \t 5 \t -86\n", + "5 \t 108 \t 85 \t 1 \t 23 \t -9 \t 155\n", + "6 \t 85 \t 23 \t 3 \t 16 \t 14 \t -241\n", + "7 \t 23 \t 16 \t 1 \t 7 \t -23 \t 396\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 83 \t -1429\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -106 \t 1825\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 295 \t -5079\n", + "\t\t\t\t\t -991 \t 17062\n", + "GCD(39203, 2277) = 1, with coefficients -991 and 17062 such that 1 = (-991)*39203 + (17062)*2277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2278 \t 17 \t 477 \t 1 \t 0\n", + "1 \t 2278 \t 477 \t 4 \t 370 \t 0 \t 1\n", + "2 \t 477 \t 370 \t 1 \t 107 \t 1 \t -17\n", + "3 \t 370 \t 107 \t 3 \t 49 \t -4 \t 69\n", + "4 \t 107 \t 49 \t 2 \t 9 \t 5 \t -86\n", + "5 \t 49 \t 9 \t 5 \t 4 \t -19 \t 327\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 43 \t -740\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -234 \t 4027\n", + "\t\t\t\t\t 511 \t -8794\n", + "GCD(39203, 2278) = 1, with coefficients 511 and -8794 such that 1 = (511)*39203 + (-8794)*2278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2279 \t 17 \t 460 \t 1 \t 0\n", + "1 \t 2279 \t 460 \t 4 \t 439 \t 0 \t 1\n", + "2 \t 460 \t 439 \t 1 \t 21 \t 1 \t -17\n", + "3 \t 439 \t 21 \t 20 \t 19 \t -4 \t 69\n", + "4 \t 21 \t 19 \t 1 \t 2 \t 5 \t -86\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -104 \t 1789\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 109 \t -1875\n", + "\t\t\t\t\t -1085 \t 18664\n", + "GCD(39203, 2279) = 1, with coefficients -1085 and 18664 such that 1 = (-1085)*39203 + (18664)*2279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2280 \t 17 \t 443 \t 1 \t 0\n", + "1 \t 2280 \t 443 \t 5 \t 65 \t 0 \t 1\n", + "2 \t 443 \t 65 \t 6 \t 53 \t 1 \t -17\n", + "3 \t 65 \t 53 \t 1 \t 12 \t -5 \t 86\n", + "4 \t 53 \t 12 \t 4 \t 5 \t 31 \t -533\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -36 \t 619\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 175 \t -3009\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -386 \t 6637\n", + "\t\t\t\t\t 947 \t -16283\n", + "GCD(39203, 2280) = 1, with coefficients 947 and -16283 such that 1 = (947)*39203 + (-16283)*2280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2281 \t 17 \t 426 \t 1 \t 0\n", + "1 \t 2281 \t 426 \t 5 \t 151 \t 0 \t 1\n", + "2 \t 426 \t 151 \t 2 \t 124 \t 1 \t -17\n", + "3 \t 151 \t 124 \t 1 \t 27 \t -5 \t 86\n", + "4 \t 124 \t 27 \t 4 \t 16 \t 11 \t -189\n", + "5 \t 27 \t 16 \t 1 \t 11 \t -16 \t 275\n", + "6 \t 16 \t 11 \t 1 \t 5 \t 75 \t -1289\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -91 \t 1564\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 166 \t -2853\n", + "\t\t\t\t\t -423 \t 7270\n", + "GCD(39203, 2281) = 1, with coefficients -423 and 7270 such that 1 = (-423)*39203 + (7270)*2281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2282 \t 17 \t 409 \t 1 \t 0\n", + "1 \t 2282 \t 409 \t 5 \t 237 \t 0 \t 1\n", + "2 \t 409 \t 237 \t 1 \t 172 \t 1 \t -17\n", + "3 \t 237 \t 172 \t 1 \t 65 \t -5 \t 86\n", + "4 \t 172 \t 65 \t 2 \t 42 \t 6 \t -103\n", + "5 \t 65 \t 42 \t 1 \t 23 \t -11 \t 189\n", + "6 \t 42 \t 23 \t 1 \t 19 \t 28 \t -481\n", + "7 \t 23 \t 19 \t 1 \t 4 \t -39 \t 670\n", + "8 \t 19 \t 4 \t 4 \t 3 \t 67 \t -1151\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -106 \t 1821\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 491 \t -8435\n", + "\t\t\t\t\t -597 \t 10256\n", + "GCD(39203, 2282) = 1, with coefficients -597 and 10256 such that 1 = (-597)*39203 + (10256)*2282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2283 \t 17 \t 392 \t 1 \t 0\n", + "1 \t 2283 \t 392 \t 5 \t 323 \t 0 \t 1\n", + "2 \t 392 \t 323 \t 1 \t 69 \t 1 \t -17\n", + "3 \t 323 \t 69 \t 4 \t 47 \t -5 \t 86\n", + "4 \t 69 \t 47 \t 1 \t 22 \t 6 \t -103\n", + "5 \t 47 \t 22 \t 2 \t 3 \t -29 \t 498\n", + "6 \t 22 \t 3 \t 7 \t 1 \t 35 \t -601\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -99 \t 1700\n", + "\t\t\t\t\t 728 \t -12501\n", + "GCD(39203, 2283) = 1, with coefficients 728 and -12501 such that 1 = (728)*39203 + (-12501)*2283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2284 \t 17 \t 375 \t 1 \t 0\n", + "1 \t 2284 \t 375 \t 6 \t 34 \t 0 \t 1\n", + "2 \t 375 \t 34 \t 11 \t 1 \t 1 \t -17\n", + "3 \t 34 \t 1 \t 34 \t 0 \t -6 \t 103\n", + "\t\t\t\t\t 67 \t -1150\n", + "GCD(39203, 2284) = 1, with coefficients 67 and -1150 such that 1 = (67)*39203 + (-1150)*2284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2285 \t 17 \t 358 \t 1 \t 0\n", + "1 \t 2285 \t 358 \t 6 \t 137 \t 0 \t 1\n", + "2 \t 358 \t 137 \t 2 \t 84 \t 1 \t -17\n", + "3 \t 137 \t 84 \t 1 \t 53 \t -6 \t 103\n", + "4 \t 84 \t 53 \t 1 \t 31 \t 13 \t -223\n", + "5 \t 53 \t 31 \t 1 \t 22 \t -19 \t 326\n", + "6 \t 31 \t 22 \t 1 \t 9 \t 32 \t -549\n", + "7 \t 22 \t 9 \t 2 \t 4 \t -51 \t 875\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 83 \t -1424\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -217 \t 3723\n", + "\t\t\t\t\t 517 \t -8870\n", + "GCD(39203, 2285) = 1, with coefficients 517 and -8870 such that 1 = (517)*39203 + (-8870)*2285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2286 \t 17 \t 341 \t 1 \t 0\n", + "1 \t 2286 \t 341 \t 6 \t 240 \t 0 \t 1\n", + "2 \t 341 \t 240 \t 1 \t 101 \t 1 \t -17\n", + "3 \t 240 \t 101 \t 2 \t 38 \t -6 \t 103\n", + "4 \t 101 \t 38 \t 2 \t 25 \t 7 \t -120\n", + "5 \t 38 \t 25 \t 1 \t 13 \t -20 \t 343\n", + "6 \t 25 \t 13 \t 1 \t 12 \t 47 \t -806\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -67 \t 1149\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 114 \t -1955\n", + "\t\t\t\t\t -181 \t 3104\n", + "GCD(39203, 2286) = 1, with coefficients -181 and 3104 such that 1 = (-181)*39203 + (3104)*2286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2287 \t 17 \t 324 \t 1 \t 0\n", + "1 \t 2287 \t 324 \t 7 \t 19 \t 0 \t 1\n", + "2 \t 324 \t 19 \t 17 \t 1 \t 1 \t -17\n", + "3 \t 19 \t 1 \t 19 \t 0 \t -7 \t 120\n", + "\t\t\t\t\t 120 \t -2057\n", + "GCD(39203, 2287) = 1, with coefficients 120 and -2057 such that 1 = (120)*39203 + (-2057)*2287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2288 \t 17 \t 307 \t 1 \t 0\n", + "1 \t 2288 \t 307 \t 7 \t 139 \t 0 \t 1\n", + "2 \t 307 \t 139 \t 2 \t 29 \t 1 \t -17\n", + "3 \t 139 \t 29 \t 4 \t 23 \t -7 \t 120\n", + "4 \t 29 \t 23 \t 1 \t 6 \t 15 \t -257\n", + "5 \t 23 \t 6 \t 3 \t 5 \t -67 \t 1148\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 82 \t -1405\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -313 \t 5363\n", + "\t\t\t\t\t 395 \t -6768\n", + "GCD(39203, 2288) = 1, with coefficients 395 and -6768 such that 1 = (395)*39203 + (-6768)*2288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2289 \t 17 \t 290 \t 1 \t 0\n", + "1 \t 2289 \t 290 \t 7 \t 259 \t 0 \t 1\n", + "2 \t 290 \t 259 \t 1 \t 31 \t 1 \t -17\n", + "3 \t 259 \t 31 \t 8 \t 11 \t -7 \t 120\n", + "4 \t 31 \t 11 \t 2 \t 9 \t 8 \t -137\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -71 \t 1216\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 150 \t -2569\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -221 \t 3785\n", + "\t\t\t\t\t 1034 \t -17709\n", + "GCD(39203, 2289) = 1, with coefficients 1034 and -17709 such that 1 = (1034)*39203 + (-17709)*2289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2290 \t 17 \t 273 \t 1 \t 0\n", + "1 \t 2290 \t 273 \t 8 \t 106 \t 0 \t 1\n", + "2 \t 273 \t 106 \t 2 \t 61 \t 1 \t -17\n", + "3 \t 106 \t 61 \t 1 \t 45 \t -8 \t 137\n", + "4 \t 61 \t 45 \t 1 \t 16 \t 17 \t -291\n", + "5 \t 45 \t 16 \t 2 \t 13 \t -25 \t 428\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 42 \t -719\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -109 \t 1866\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 151 \t -2585\n", + "\t\t\t\t\t -713 \t 12206\n", + "GCD(39203, 2290) = 1, with coefficients -713 and 12206 such that 1 = (-713)*39203 + (12206)*2290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2291 \t 17 \t 256 \t 1 \t 0\n", + "1 \t 2291 \t 256 \t 8 \t 243 \t 0 \t 1\n", + "2 \t 256 \t 243 \t 1 \t 13 \t 1 \t -17\n", + "3 \t 243 \t 13 \t 18 \t 9 \t -8 \t 137\n", + "4 \t 13 \t 9 \t 1 \t 4 \t 9 \t -154\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -170 \t 2909\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 179 \t -3063\n", + "\t\t\t\t\t -528 \t 9035\n", + "GCD(39203, 2291) = 1, with coefficients -528 and 9035 such that 1 = (-528)*39203 + (9035)*2291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2292 \t 17 \t 239 \t 1 \t 0\n", + "1 \t 2292 \t 239 \t 9 \t 141 \t 0 \t 1\n", + "2 \t 239 \t 141 \t 1 \t 98 \t 1 \t -17\n", + "3 \t 141 \t 98 \t 1 \t 43 \t -9 \t 154\n", + "4 \t 98 \t 43 \t 2 \t 12 \t 10 \t -171\n", + "5 \t 43 \t 12 \t 3 \t 7 \t -19 \t 325\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 48 \t -821\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -163 \t 2788\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 211 \t -3609\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -374 \t 6397\n", + "\t\t\t\t\t 959 \t -16403\n", + "GCD(39203, 2292) = 1, with coefficients 959 and -16403 such that 1 = (959)*39203 + (-16403)*2292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2293 \t 17 \t 222 \t 1 \t 0\n", + "1 \t 2293 \t 222 \t 10 \t 73 \t 0 \t 1\n", + "2 \t 222 \t 73 \t 3 \t 3 \t 1 \t -17\n", + "3 \t 73 \t 3 \t 24 \t 1 \t -10 \t 171\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 31 \t -530\n", + "\t\t\t\t\t -754 \t 12891\n", + "GCD(39203, 2293) = 1, with coefficients -754 and 12891 such that 1 = (-754)*39203 + (12891)*2293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2294 \t 17 \t 205 \t 1 \t 0\n", + "1 \t 2294 \t 205 \t 11 \t 39 \t 0 \t 1\n", + "2 \t 205 \t 39 \t 5 \t 10 \t 1 \t -17\n", + "3 \t 39 \t 10 \t 3 \t 9 \t -11 \t 188\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 56 \t -957\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -179 \t 3059\n", + "\t\t\t\t\t 235 \t -4016\n", + "GCD(39203, 2294) = 1, with coefficients 235 and -4016 such that 1 = (235)*39203 + (-4016)*2294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2295 \t 17 \t 188 \t 1 \t 0\n", + "1 \t 2295 \t 188 \t 12 \t 39 \t 0 \t 1\n", + "2 \t 188 \t 39 \t 4 \t 32 \t 1 \t -17\n", + "3 \t 39 \t 32 \t 1 \t 7 \t -12 \t 205\n", + "4 \t 32 \t 7 \t 4 \t 4 \t 49 \t -837\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -61 \t 1042\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 293 \t -5005\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -354 \t 6047\n", + "\t\t\t\t\t 647 \t -11052\n", + "GCD(39203, 2295) = 1, with coefficients 647 and -11052 such that 1 = (647)*39203 + (-11052)*2295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2296 \t 17 \t 171 \t 1 \t 0\n", + "1 \t 2296 \t 171 \t 13 \t 73 \t 0 \t 1\n", + "2 \t 171 \t 73 \t 2 \t 25 \t 1 \t -17\n", + "3 \t 73 \t 25 \t 2 \t 23 \t -13 \t 222\n", + "4 \t 25 \t 23 \t 1 \t 2 \t 27 \t -461\n", + "5 \t 23 \t 2 \t 11 \t 1 \t -67 \t 1144\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 94 \t -1605\n", + "\t\t\t\t\t -1101 \t 18799\n", + "GCD(39203, 2296) = 1, with coefficients -1101 and 18799 such that 1 = (-1101)*39203 + (18799)*2296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2297 \t 17 \t 154 \t 1 \t 0\n", + "1 \t 2297 \t 154 \t 14 \t 141 \t 0 \t 1\n", + "2 \t 154 \t 141 \t 1 \t 13 \t 1 \t -17\n", + "3 \t 141 \t 13 \t 10 \t 11 \t -14 \t 239\n", + "4 \t 13 \t 11 \t 1 \t 2 \t 15 \t -256\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -164 \t 2799\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 179 \t -3055\n", + "\t\t\t\t\t -1059 \t 18074\n", + "GCD(39203, 2297) = 1, with coefficients -1059 and 18074 such that 1 = (-1059)*39203 + (18074)*2297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2298 \t 17 \t 137 \t 1 \t 0\n", + "1 \t 2298 \t 137 \t 16 \t 106 \t 0 \t 1\n", + "2 \t 137 \t 106 \t 1 \t 31 \t 1 \t -17\n", + "3 \t 106 \t 31 \t 3 \t 13 \t -16 \t 273\n", + "4 \t 31 \t 13 \t 2 \t 5 \t 17 \t -290\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -67 \t 1143\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 151 \t -2576\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -369 \t 6295\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 520 \t -8871\n", + "\t\t\t\t\t -889 \t 15166\n", + "GCD(39203, 2298) = 1, with coefficients -889 and 15166 such that 1 = (-889)*39203 + (15166)*2298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2299 \t 17 \t 120 \t 1 \t 0\n", + "1 \t 2299 \t 120 \t 19 \t 19 \t 0 \t 1\n", + "2 \t 120 \t 19 \t 6 \t 6 \t 1 \t -17\n", + "3 \t 19 \t 6 \t 3 \t 1 \t -19 \t 324\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 115 \t -1961\n", + "\t\t\t\t\t -364 \t 6207\n", + "GCD(39203, 2299) = 1, with coefficients -364 and 6207 such that 1 = (-364)*39203 + (6207)*2299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2300 \t 17 \t 103 \t 1 \t 0\n", + "1 \t 2300 \t 103 \t 22 \t 34 \t 0 \t 1\n", + "2 \t 103 \t 34 \t 3 \t 1 \t 1 \t -17\n", + "3 \t 34 \t 1 \t 34 \t 0 \t -22 \t 375\n", + "\t\t\t\t\t 67 \t -1142\n", + "GCD(39203, 2300) = 1, with coefficients 67 and -1142 such that 1 = (67)*39203 + (-1142)*2300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2301 \t 17 \t 86 \t 1 \t 0\n", + "1 \t 2301 \t 86 \t 26 \t 65 \t 0 \t 1\n", + "2 \t 86 \t 65 \t 1 \t 21 \t 1 \t -17\n", + "3 \t 65 \t 21 \t 3 \t 2 \t -26 \t 443\n", + "4 \t 21 \t 2 \t 10 \t 1 \t 27 \t -460\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -107 \t 1823\n", + "\t\t\t\t\t 1097 \t -18690\n", + "GCD(39203, 2301) = 1, with coefficients 1097 and -18690 such that 1 = (1097)*39203 + (-18690)*2301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2302 \t 17 \t 69 \t 1 \t 0\n", + "1 \t 2302 \t 69 \t 33 \t 25 \t 0 \t 1\n", + "2 \t 69 \t 25 \t 2 \t 19 \t 1 \t -17\n", + "3 \t 25 \t 19 \t 1 \t 6 \t -33 \t 562\n", + "4 \t 19 \t 6 \t 3 \t 1 \t 67 \t -1141\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -100 \t 1703\n", + "\t\t\t\t\t 367 \t -6250\n", + "GCD(39203, 2302) = 1, with coefficients 367 and -6250 such that 1 = (367)*39203 + (-6250)*2302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2303 \t 17 \t 52 \t 1 \t 0\n", + "1 \t 2303 \t 52 \t 44 \t 15 \t 0 \t 1\n", + "2 \t 52 \t 15 \t 3 \t 7 \t 1 \t -17\n", + "3 \t 15 \t 7 \t 2 \t 1 \t -44 \t 749\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 133 \t -2264\n", + "\t\t\t\t\t -310 \t 5277\n", + "GCD(39203, 2303) = 1, with coefficients -310 and 5277 such that 1 = (-310)*39203 + (5277)*2303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2304 \t 17 \t 35 \t 1 \t 0\n", + "1 \t 2304 \t 35 \t 65 \t 29 \t 0 \t 1\n", + "2 \t 35 \t 29 \t 1 \t 6 \t 1 \t -17\n", + "3 \t 29 \t 6 \t 4 \t 5 \t -65 \t 1106\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 66 \t -1123\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -329 \t 5598\n", + "\t\t\t\t\t 395 \t -6721\n", + "GCD(39203, 2304) = 1, with coefficients 395 and -6721 such that 1 = (395)*39203 + (-6721)*2304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2305 \t 17 \t 18 \t 1 \t 0\n", + "1 \t 2305 \t 18 \t 128 \t 1 \t 0 \t 1\n", + "2 \t 18 \t 1 \t 18 \t 0 \t 1 \t -17\n", + "\t\t\t\t\t -128 \t 2177\n", + "GCD(39203, 2305) = 1, with coefficients -128 and 2177 such that 1 = (-128)*39203 + (2177)*2305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2306 \t 17 \t 1 \t 1 \t 0\n", + "1 \t 2306 \t 1 \t 2306 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -17\n", + "GCD(39203, 2306) = 1, with coefficients 1 and -17 such that 1 = (1)*39203 + (-17)*2306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2307 \t 16 \t 2291 \t 1 \t 0\n", + "1 \t 2307 \t 2291 \t 1 \t 16 \t 0 \t 1\n", + "2 \t 2291 \t 16 \t 143 \t 3 \t 1 \t -16\n", + "3 \t 16 \t 3 \t 5 \t 1 \t -1 \t 17\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 144 \t -2447\n", + "\t\t\t\t\t -721 \t 12252\n", + "GCD(39203, 2307) = 1, with coefficients -721 and 12252 such that 1 = (-721)*39203 + (12252)*2307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2308 \t 16 \t 2275 \t 1 \t 0\n", + "1 \t 2308 \t 2275 \t 1 \t 33 \t 0 \t 1\n", + "2 \t 2275 \t 33 \t 68 \t 31 \t 1 \t -16\n", + "3 \t 33 \t 31 \t 1 \t 2 \t -1 \t 17\n", + "4 \t 31 \t 2 \t 15 \t 1 \t 69 \t -1172\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -70 \t 1189\n", + "\t\t\t\t\t 1119 \t -19007\n", + "GCD(39203, 2308) = 1, with coefficients 1119 and -19007 such that 1 = (1119)*39203 + (-19007)*2308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2309 \t 16 \t 2259 \t 1 \t 0\n", + "1 \t 2309 \t 2259 \t 1 \t 50 \t 0 \t 1\n", + "2 \t 2259 \t 50 \t 45 \t 9 \t 1 \t -16\n", + "3 \t 50 \t 9 \t 5 \t 5 \t -1 \t 17\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 46 \t -781\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -231 \t 3922\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 277 \t -4703\n", + "\t\t\t\t\t -508 \t 8625\n", + "GCD(39203, 2309) = 1, with coefficients -508 and 8625 such that 1 = (-508)*39203 + (8625)*2309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2310 \t 16 \t 2243 \t 1 \t 0\n", + "1 \t 2310 \t 2243 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 2243 \t 67 \t 33 \t 32 \t 1 \t -16\n", + "3 \t 67 \t 32 \t 2 \t 3 \t -1 \t 17\n", + "4 \t 32 \t 3 \t 10 \t 2 \t 34 \t -577\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -69 \t 1171\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 724 \t -12287\n", + "\t\t\t\t\t -793 \t 13458\n", + "GCD(39203, 2310) = 1, with coefficients -793 and 13458 such that 1 = (-793)*39203 + (13458)*2310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2311 \t 16 \t 2227 \t 1 \t 0\n", + "1 \t 2311 \t 2227 \t 1 \t 84 \t 0 \t 1\n", + "2 \t 2227 \t 84 \t 26 \t 43 \t 1 \t -16\n", + "3 \t 84 \t 43 \t 1 \t 41 \t -1 \t 17\n", + "4 \t 43 \t 41 \t 1 \t 2 \t 27 \t -458\n", + "5 \t 41 \t 2 \t 20 \t 1 \t -28 \t 475\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 55 \t -933\n", + "\t\t\t\t\t -1128 \t 19135\n", + "GCD(39203, 2311) = 1, with coefficients -1128 and 19135 such that 1 = (-1128)*39203 + (19135)*2311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2312 \t 16 \t 2211 \t 1 \t 0\n", + "1 \t 2312 \t 2211 \t 1 \t 101 \t 0 \t 1\n", + "2 \t 2211 \t 101 \t 21 \t 90 \t 1 \t -16\n", + "3 \t 101 \t 90 \t 1 \t 11 \t -1 \t 17\n", + "4 \t 90 \t 11 \t 8 \t 2 \t 22 \t -373\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -23 \t 390\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 206 \t -3493\n", + "\t\t\t\t\t -1053 \t 17855\n", + "GCD(39203, 2312) = 1, with coefficients -1053 and 17855 such that 1 = (-1053)*39203 + (17855)*2312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2313 \t 16 \t 2195 \t 1 \t 0\n", + "1 \t 2313 \t 2195 \t 1 \t 118 \t 0 \t 1\n", + "2 \t 2195 \t 118 \t 18 \t 71 \t 1 \t -16\n", + "3 \t 118 \t 71 \t 1 \t 47 \t -1 \t 17\n", + "4 \t 71 \t 47 \t 1 \t 24 \t 19 \t -322\n", + "5 \t 47 \t 24 \t 1 \t 23 \t -20 \t 339\n", + "6 \t 24 \t 23 \t 1 \t 1 \t 39 \t -661\n", + "7 \t 23 \t 1 \t 23 \t 0 \t -59 \t 1000\n", + "\t\t\t\t\t 98 \t -1661\n", + "GCD(39203, 2313) = 1, with coefficients 98 and -1661 such that 1 = (98)*39203 + (-1661)*2313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2314 \t 16 \t 2179 \t 1 \t 0\n", + "1 \t 2314 \t 2179 \t 1 \t 135 \t 0 \t 1\n", + "2 \t 2179 \t 135 \t 16 \t 19 \t 1 \t -16\n", + "3 \t 135 \t 19 \t 7 \t 2 \t -1 \t 17\n", + "4 \t 19 \t 2 \t 9 \t 1 \t 17 \t -288\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -120 \t 2033\n", + "\t\t\t\t\t 1097 \t -18585\n", + "GCD(39203, 2314) = 1, with coefficients 1097 and -18585 such that 1 = (1097)*39203 + (-18585)*2314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2315 \t 16 \t 2163 \t 1 \t 0\n", + "1 \t 2315 \t 2163 \t 1 \t 152 \t 0 \t 1\n", + "2 \t 2163 \t 152 \t 14 \t 35 \t 1 \t -16\n", + "3 \t 152 \t 35 \t 4 \t 12 \t -1 \t 17\n", + "4 \t 35 \t 12 \t 2 \t 11 \t 15 \t -254\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -61 \t 1033\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 137 \t -2320\n", + "\t\t\t\t\t -198 \t 3353\n", + "GCD(39203, 2315) = 1, with coefficients -198 and 3353 such that 1 = (-198)*39203 + (3353)*2315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2316 \t 16 \t 2147 \t 1 \t 0\n", + "1 \t 2316 \t 2147 \t 1 \t 169 \t 0 \t 1\n", + "2 \t 2147 \t 169 \t 12 \t 119 \t 1 \t -16\n", + "3 \t 169 \t 119 \t 1 \t 50 \t -1 \t 17\n", + "4 \t 119 \t 50 \t 2 \t 19 \t 13 \t -220\n", + "5 \t 50 \t 19 \t 2 \t 12 \t -14 \t 237\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 41 \t -694\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -96 \t 1625\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 137 \t -2319\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -233 \t 3944\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 370 \t -6263\n", + "\t\t\t\t\t -973 \t 16470\n", + "GCD(39203, 2316) = 1, with coefficients -973 and 16470 such that 1 = (-973)*39203 + (16470)*2316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2317 \t 16 \t 2131 \t 1 \t 0\n", + "1 \t 2317 \t 2131 \t 1 \t 186 \t 0 \t 1\n", + "2 \t 2131 \t 186 \t 11 \t 85 \t 1 \t -16\n", + "3 \t 186 \t 85 \t 2 \t 16 \t -1 \t 17\n", + "4 \t 85 \t 16 \t 5 \t 5 \t 12 \t -203\n", + "5 \t 16 \t 5 \t 3 \t 1 \t -25 \t 423\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 137 \t -2318\n", + "\t\t\t\t\t -436 \t 7377\n", + "GCD(39203, 2317) = 1, with coefficients -436 and 7377 such that 1 = (-436)*39203 + (7377)*2317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2318 \t 16 \t 2115 \t 1 \t 0\n", + "1 \t 2318 \t 2115 \t 1 \t 203 \t 0 \t 1\n", + "2 \t 2115 \t 203 \t 10 \t 85 \t 1 \t -16\n", + "3 \t 203 \t 85 \t 2 \t 33 \t -1 \t 17\n", + "4 \t 85 \t 33 \t 2 \t 19 \t 11 \t -186\n", + "5 \t 33 \t 19 \t 1 \t 14 \t -23 \t 389\n", + "6 \t 19 \t 14 \t 1 \t 5 \t 57 \t -964\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -80 \t 1353\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 137 \t -2317\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -354 \t 5987\n", + "\t\t\t\t\t 491 \t -8304\n", + "GCD(39203, 2318) = 1, with coefficients 491 and -8304 such that 1 = (491)*39203 + (-8304)*2318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2319 \t 16 \t 2099 \t 1 \t 0\n", + "1 \t 2319 \t 2099 \t 1 \t 220 \t 0 \t 1\n", + "2 \t 2099 \t 220 \t 9 \t 119 \t 1 \t -16\n", + "3 \t 220 \t 119 \t 1 \t 101 \t -1 \t 17\n", + "4 \t 119 \t 101 \t 1 \t 18 \t 10 \t -169\n", + "5 \t 101 \t 18 \t 5 \t 11 \t -11 \t 186\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 21 \t -355\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -116 \t 1961\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 137 \t -2316\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -253 \t 4277\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 390 \t -6593\n", + "\t\t\t\t\t -643 \t 10870\n", + "GCD(39203, 2319) = 1, with coefficients -643 and 10870 such that 1 = (-643)*39203 + (10870)*2319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2320 \t 16 \t 2083 \t 1 \t 0\n", + "1 \t 2320 \t 2083 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 2083 \t 237 \t 8 \t 187 \t 1 \t -16\n", + "3 \t 237 \t 187 \t 1 \t 50 \t -1 \t 17\n", + "4 \t 187 \t 50 \t 3 \t 37 \t 9 \t -152\n", + "5 \t 50 \t 37 \t 1 \t 13 \t -10 \t 169\n", + "6 \t 37 \t 13 \t 2 \t 11 \t 39 \t -659\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -49 \t 828\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 137 \t -2315\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -186 \t 3143\n", + "\t\t\t\t\t 1067 \t -18030\n", + "GCD(39203, 2320) = 1, with coefficients 1067 and -18030 such that 1 = (1067)*39203 + (-18030)*2320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2321 \t 16 \t 2067 \t 1 \t 0\n", + "1 \t 2321 \t 2067 \t 1 \t 254 \t 0 \t 1\n", + "2 \t 2067 \t 254 \t 8 \t 35 \t 1 \t -16\n", + "3 \t 254 \t 35 \t 7 \t 9 \t -1 \t 17\n", + "4 \t 35 \t 9 \t 3 \t 8 \t 9 \t -152\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -64 \t 1081\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 201 \t -3395\n", + "\t\t\t\t\t -265 \t 4476\n", + "GCD(39203, 2321) = 1, with coefficients -265 and 4476 such that 1 = (-265)*39203 + (4476)*2321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2322 \t 16 \t 2051 \t 1 \t 0\n", + "1 \t 2322 \t 2051 \t 1 \t 271 \t 0 \t 1\n", + "2 \t 2051 \t 271 \t 7 \t 154 \t 1 \t -16\n", + "3 \t 271 \t 154 \t 1 \t 117 \t -1 \t 17\n", + "4 \t 154 \t 117 \t 1 \t 37 \t 8 \t -135\n", + "5 \t 117 \t 37 \t 3 \t 6 \t -9 \t 152\n", + "6 \t 37 \t 6 \t 6 \t 1 \t 17 \t -287\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -60 \t 1013\n", + "\t\t\t\t\t 377 \t -6365\n", + "GCD(39203, 2322) = 1, with coefficients 377 and -6365 such that 1 = (377)*39203 + (-6365)*2322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2323 \t 16 \t 2035 \t 1 \t 0\n", + "1 \t 2323 \t 2035 \t 1 \t 288 \t 0 \t 1\n", + "2 \t 2035 \t 288 \t 7 \t 19 \t 1 \t -16\n", + "3 \t 288 \t 19 \t 15 \t 3 \t -1 \t 17\n", + "4 \t 19 \t 3 \t 6 \t 1 \t 8 \t -135\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -121 \t 2042\n", + "\t\t\t\t\t 734 \t -12387\n", + "GCD(39203, 2323) = 1, with coefficients 734 and -12387 such that 1 = (734)*39203 + (-12387)*2323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2324 \t 16 \t 2019 \t 1 \t 0\n", + "1 \t 2324 \t 2019 \t 1 \t 305 \t 0 \t 1\n", + "2 \t 2019 \t 305 \t 6 \t 189 \t 1 \t -16\n", + "3 \t 305 \t 189 \t 1 \t 116 \t -1 \t 17\n", + "4 \t 189 \t 116 \t 1 \t 73 \t 7 \t -118\n", + "5 \t 116 \t 73 \t 1 \t 43 \t -8 \t 135\n", + "6 \t 73 \t 43 \t 1 \t 30 \t 15 \t -253\n", + "7 \t 43 \t 30 \t 1 \t 13 \t -23 \t 388\n", + "8 \t 30 \t 13 \t 2 \t 4 \t 38 \t -641\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -61 \t 1029\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 160 \t -2699\n", + "\t\t\t\t\t -541 \t 9126\n", + "GCD(39203, 2324) = 1, with coefficients -541 and 9126 such that 1 = (-541)*39203 + (9126)*2324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2325 \t 16 \t 2003 \t 1 \t 0\n", + "1 \t 2325 \t 2003 \t 1 \t 322 \t 0 \t 1\n", + "2 \t 2003 \t 322 \t 6 \t 71 \t 1 \t -16\n", + "3 \t 322 \t 71 \t 4 \t 38 \t -1 \t 17\n", + "4 \t 71 \t 38 \t 1 \t 33 \t 7 \t -118\n", + "5 \t 38 \t 33 \t 1 \t 5 \t -29 \t 489\n", + "6 \t 33 \t 5 \t 6 \t 3 \t 36 \t -607\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -65 \t 1096\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 426 \t -7183\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -491 \t 8279\n", + "\t\t\t\t\t 917 \t -15462\n", + "GCD(39203, 2325) = 1, with coefficients 917 and -15462 such that 1 = (917)*39203 + (-15462)*2325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2326 \t 16 \t 1987 \t 1 \t 0\n", + "1 \t 2326 \t 1987 \t 1 \t 339 \t 0 \t 1\n", + "2 \t 1987 \t 339 \t 5 \t 292 \t 1 \t -16\n", + "3 \t 339 \t 292 \t 1 \t 47 \t -1 \t 17\n", + "4 \t 292 \t 47 \t 6 \t 10 \t 6 \t -101\n", + "5 \t 47 \t 10 \t 4 \t 7 \t -7 \t 118\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 48 \t -809\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -199 \t 3354\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 247 \t -4163\n", + "\t\t\t\t\t -693 \t 11680\n", + "GCD(39203, 2326) = 1, with coefficients -693 and 11680 such that 1 = (-693)*39203 + (11680)*2326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2327 \t 16 \t 1971 \t 1 \t 0\n", + "1 \t 2327 \t 1971 \t 1 \t 356 \t 0 \t 1\n", + "2 \t 1971 \t 356 \t 5 \t 191 \t 1 \t -16\n", + "3 \t 356 \t 191 \t 1 \t 165 \t -1 \t 17\n", + "4 \t 191 \t 165 \t 1 \t 26 \t 6 \t -101\n", + "5 \t 165 \t 26 \t 6 \t 9 \t -7 \t 118\n", + "6 \t 26 \t 9 \t 2 \t 8 \t 13 \t -219\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -85 \t 1432\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 183 \t -3083\n", + "\t\t\t\t\t -268 \t 4515\n", + "GCD(39203, 2327) = 1, with coefficients -268 and 4515 such that 1 = (-268)*39203 + (4515)*2327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2328 \t 16 \t 1955 \t 1 \t 0\n", + "1 \t 2328 \t 1955 \t 1 \t 373 \t 0 \t 1\n", + "2 \t 1955 \t 373 \t 5 \t 90 \t 1 \t -16\n", + "3 \t 373 \t 90 \t 4 \t 13 \t -1 \t 17\n", + "4 \t 90 \t 13 \t 6 \t 12 \t 6 \t -101\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -25 \t 421\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 156 \t -2627\n", + "\t\t\t\t\t -181 \t 3048\n", + "GCD(39203, 2328) = 1, with coefficients -181 and 3048 such that 1 = (-181)*39203 + (3048)*2328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2329 \t 16 \t 1939 \t 1 \t 0\n", + "1 \t 2329 \t 1939 \t 1 \t 390 \t 0 \t 1\n", + "2 \t 1939 \t 390 \t 4 \t 379 \t 1 \t -16\n", + "3 \t 390 \t 379 \t 1 \t 11 \t -1 \t 17\n", + "4 \t 379 \t 11 \t 34 \t 5 \t 5 \t -84\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -6 \t 101\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 209 \t -3518\n", + "\t\t\t\t\t -424 \t 7137\n", + "GCD(39203, 2329) = 1, with coefficients -424 and 7137 such that 1 = (-424)*39203 + (7137)*2329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2330 \t 16 \t 1923 \t 1 \t 0\n", + "1 \t 2330 \t 1923 \t 1 \t 407 \t 0 \t 1\n", + "2 \t 1923 \t 407 \t 4 \t 295 \t 1 \t -16\n", + "3 \t 407 \t 295 \t 1 \t 112 \t -1 \t 17\n", + "4 \t 295 \t 112 \t 2 \t 71 \t 5 \t -84\n", + "5 \t 112 \t 71 \t 1 \t 41 \t -6 \t 101\n", + "6 \t 71 \t 41 \t 1 \t 30 \t 17 \t -286\n", + "7 \t 41 \t 30 \t 1 \t 11 \t -23 \t 387\n", + "8 \t 30 \t 11 \t 2 \t 8 \t 40 \t -673\n", + "9 \t 11 \t 8 \t 1 \t 3 \t -63 \t 1060\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 166 \t -2793\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -229 \t 3853\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 624 \t -10499\n", + "\t\t\t\t\t -853 \t 14352\n", + "GCD(39203, 2330) = 1, with coefficients -853 and 14352 such that 1 = (-853)*39203 + (14352)*2330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2331 \t 16 \t 1907 \t 1 \t 0\n", + "1 \t 2331 \t 1907 \t 1 \t 424 \t 0 \t 1\n", + "2 \t 1907 \t 424 \t 4 \t 211 \t 1 \t -16\n", + "3 \t 424 \t 211 \t 2 \t 2 \t -1 \t 17\n", + "4 \t 211 \t 2 \t 105 \t 1 \t 5 \t -84\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 185\n", + "\t\t\t\t\t 1160 \t -19509\n", + "GCD(39203, 2331) = 1, with coefficients 1160 and -19509 such that 1 = (1160)*39203 + (-19509)*2331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2332 \t 16 \t 1891 \t 1 \t 0\n", + "1 \t 2332 \t 1891 \t 1 \t 441 \t 0 \t 1\n", + "2 \t 1891 \t 441 \t 4 \t 127 \t 1 \t -16\n", + "3 \t 441 \t 127 \t 3 \t 60 \t -1 \t 17\n", + "4 \t 127 \t 60 \t 2 \t 7 \t 5 \t -84\n", + "5 \t 60 \t 7 \t 8 \t 4 \t -16 \t 269\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 37 \t -622\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -312 \t 5245\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 349 \t -5867\n", + "\t\t\t\t\t -661 \t 11112\n", + "GCD(39203, 2332) = 1, with coefficients -661 and 11112 such that 1 = (-661)*39203 + (11112)*2332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2333 \t 16 \t 1875 \t 1 \t 0\n", + "1 \t 2333 \t 1875 \t 1 \t 458 \t 0 \t 1\n", + "2 \t 1875 \t 458 \t 4 \t 43 \t 1 \t -16\n", + "3 \t 458 \t 43 \t 10 \t 28 \t -1 \t 17\n", + "4 \t 43 \t 28 \t 1 \t 15 \t 5 \t -84\n", + "5 \t 28 \t 15 \t 1 \t 13 \t -51 \t 857\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 56 \t -941\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -107 \t 1798\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 163 \t -2739\n", + "\t\t\t\t\t -1085 \t 18232\n", + "GCD(39203, 2333) = 1, with coefficients -1085 and 18232 such that 1 = (-1085)*39203 + (18232)*2333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2334 \t 16 \t 1859 \t 1 \t 0\n", + "1 \t 2334 \t 1859 \t 1 \t 475 \t 0 \t 1\n", + "2 \t 1859 \t 475 \t 3 \t 434 \t 1 \t -16\n", + "3 \t 475 \t 434 \t 1 \t 41 \t -1 \t 17\n", + "4 \t 434 \t 41 \t 10 \t 24 \t 4 \t -67\n", + "5 \t 41 \t 24 \t 1 \t 17 \t -5 \t 84\n", + "6 \t 24 \t 17 \t 1 \t 7 \t 54 \t -907\n", + "7 \t 17 \t 7 \t 2 \t 3 \t -59 \t 991\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 113 \t -1898\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -285 \t 4787\n", + "\t\t\t\t\t 683 \t -11472\n", + "GCD(39203, 2334) = 1, with coefficients 683 and -11472 such that 1 = (683)*39203 + (-11472)*2334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2335 \t 16 \t 1843 \t 1 \t 0\n", + "1 \t 2335 \t 1843 \t 1 \t 492 \t 0 \t 1\n", + "2 \t 1843 \t 492 \t 3 \t 367 \t 1 \t -16\n", + "3 \t 492 \t 367 \t 1 \t 125 \t -1 \t 17\n", + "4 \t 367 \t 125 \t 2 \t 117 \t 4 \t -67\n", + "5 \t 125 \t 117 \t 1 \t 8 \t -5 \t 84\n", + "6 \t 117 \t 8 \t 14 \t 5 \t 14 \t -235\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -19 \t 319\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 280 \t -4701\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -299 \t 5020\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 579 \t -9721\n", + "\t\t\t\t\t -878 \t 14741\n", + "GCD(39203, 2335) = 1, with coefficients -878 and 14741 such that 1 = (-878)*39203 + (14741)*2335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2336 \t 16 \t 1827 \t 1 \t 0\n", + "1 \t 2336 \t 1827 \t 1 \t 509 \t 0 \t 1\n", + "2 \t 1827 \t 509 \t 3 \t 300 \t 1 \t -16\n", + "3 \t 509 \t 300 \t 1 \t 209 \t -1 \t 17\n", + "4 \t 300 \t 209 \t 1 \t 91 \t 4 \t -67\n", + "5 \t 209 \t 91 \t 2 \t 27 \t -5 \t 84\n", + "6 \t 91 \t 27 \t 3 \t 10 \t 9 \t -151\n", + "7 \t 27 \t 10 \t 2 \t 7 \t -23 \t 386\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 78 \t -1309\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -179 \t 3004\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 257 \t -4313\n", + "\t\t\t\t\t -693 \t 11630\n", + "GCD(39203, 2336) = 1, with coefficients -693 and 11630 such that 1 = (-693)*39203 + (11630)*2336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2337 \t 16 \t 1811 \t 1 \t 0\n", + "1 \t 2337 \t 1811 \t 1 \t 526 \t 0 \t 1\n", + "2 \t 1811 \t 526 \t 3 \t 233 \t 1 \t -16\n", + "3 \t 526 \t 233 \t 2 \t 60 \t -1 \t 17\n", + "4 \t 233 \t 60 \t 3 \t 53 \t 4 \t -67\n", + "5 \t 60 \t 53 \t 1 \t 7 \t -9 \t 151\n", + "6 \t 53 \t 7 \t 7 \t 4 \t 31 \t -520\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -40 \t 671\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 311 \t -5217\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -351 \t 5888\n", + "\t\t\t\t\t 662 \t -11105\n", + "GCD(39203, 2337) = 1, with coefficients 662 and -11105 such that 1 = (662)*39203 + (-11105)*2337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2338 \t 16 \t 1795 \t 1 \t 0\n", + "1 \t 2338 \t 1795 \t 1 \t 543 \t 0 \t 1\n", + "2 \t 1795 \t 543 \t 3 \t 166 \t 1 \t -16\n", + "3 \t 543 \t 166 \t 3 \t 45 \t -1 \t 17\n", + "4 \t 166 \t 45 \t 3 \t 31 \t 4 \t -67\n", + "5 \t 45 \t 31 \t 1 \t 14 \t -13 \t 218\n", + "6 \t 31 \t 14 \t 2 \t 3 \t 43 \t -721\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -56 \t 939\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 155 \t -2599\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -676 \t 11335\n", + "\t\t\t\t\t 831 \t -13934\n", + "GCD(39203, 2338) = 1, with coefficients 831 and -13934 such that 1 = (831)*39203 + (-13934)*2338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2339 \t 16 \t 1779 \t 1 \t 0\n", + "1 \t 2339 \t 1779 \t 1 \t 560 \t 0 \t 1\n", + "2 \t 1779 \t 560 \t 3 \t 99 \t 1 \t -16\n", + "3 \t 560 \t 99 \t 5 \t 65 \t -1 \t 17\n", + "4 \t 99 \t 65 \t 1 \t 34 \t 4 \t -67\n", + "5 \t 65 \t 34 \t 1 \t 31 \t -21 \t 352\n", + "6 \t 34 \t 31 \t 1 \t 3 \t 25 \t -419\n", + "7 \t 31 \t 3 \t 10 \t 1 \t -46 \t 771\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 71 \t -1190\n", + "\t\t\t\t\t -756 \t 12671\n", + "GCD(39203, 2339) = 1, with coefficients -756 and 12671 such that 1 = (-756)*39203 + (12671)*2339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2340 \t 16 \t 1763 \t 1 \t 0\n", + "1 \t 2340 \t 1763 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 1763 \t 577 \t 3 \t 32 \t 1 \t -16\n", + "3 \t 577 \t 32 \t 18 \t 1 \t -1 \t 17\n", + "4 \t 32 \t 1 \t 32 \t 0 \t 4 \t -67\n", + "\t\t\t\t\t -73 \t 1223\n", + "GCD(39203, 2340) = 1, with coefficients -73 and 1223 such that 1 = (-73)*39203 + (1223)*2340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2341 \t 16 \t 1747 \t 1 \t 0\n", + "1 \t 2341 \t 1747 \t 1 \t 594 \t 0 \t 1\n", + "2 \t 1747 \t 594 \t 2 \t 559 \t 1 \t -16\n", + "3 \t 594 \t 559 \t 1 \t 35 \t -1 \t 17\n", + "4 \t 559 \t 35 \t 15 \t 34 \t 3 \t -50\n", + "5 \t 35 \t 34 \t 1 \t 1 \t -4 \t 67\n", + "6 \t 34 \t 1 \t 34 \t 0 \t 63 \t -1055\n", + "\t\t\t\t\t -67 \t 1122\n", + "GCD(39203, 2341) = 1, with coefficients -67 and 1122 such that 1 = (-67)*39203 + (1122)*2341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2342 \t 16 \t 1731 \t 1 \t 0\n", + "1 \t 2342 \t 1731 \t 1 \t 611 \t 0 \t 1\n", + "2 \t 1731 \t 611 \t 2 \t 509 \t 1 \t -16\n", + "3 \t 611 \t 509 \t 1 \t 102 \t -1 \t 17\n", + "4 \t 509 \t 102 \t 4 \t 101 \t 3 \t -50\n", + "5 \t 102 \t 101 \t 1 \t 1 \t -4 \t 67\n", + "6 \t 101 \t 1 \t 101 \t 0 \t 19 \t -318\n", + "\t\t\t\t\t -23 \t 385\n", + "GCD(39203, 2342) = 1, with coefficients -23 and 385 such that 1 = (-23)*39203 + (385)*2342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2343 \t 16 \t 1715 \t 1 \t 0\n", + "1 \t 2343 \t 1715 \t 1 \t 628 \t 0 \t 1\n", + "2 \t 1715 \t 628 \t 2 \t 459 \t 1 \t -16\n", + "3 \t 628 \t 459 \t 1 \t 169 \t -1 \t 17\n", + "4 \t 459 \t 169 \t 2 \t 121 \t 3 \t -50\n", + "5 \t 169 \t 121 \t 1 \t 48 \t -4 \t 67\n", + "6 \t 121 \t 48 \t 2 \t 25 \t 11 \t -184\n", + "7 \t 48 \t 25 \t 1 \t 23 \t -15 \t 251\n", + "8 \t 25 \t 23 \t 1 \t 2 \t 41 \t -686\n", + "9 \t 23 \t 2 \t 11 \t 1 \t -56 \t 937\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 97 \t -1623\n", + "\t\t\t\t\t -1123 \t 18790\n", + "GCD(39203, 2343) = 1, with coefficients -1123 and 18790 such that 1 = (-1123)*39203 + (18790)*2343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2344 \t 16 \t 1699 \t 1 \t 0\n", + "1 \t 2344 \t 1699 \t 1 \t 645 \t 0 \t 1\n", + "2 \t 1699 \t 645 \t 2 \t 409 \t 1 \t -16\n", + "3 \t 645 \t 409 \t 1 \t 236 \t -1 \t 17\n", + "4 \t 409 \t 236 \t 1 \t 173 \t 3 \t -50\n", + "5 \t 236 \t 173 \t 1 \t 63 \t -4 \t 67\n", + "6 \t 173 \t 63 \t 2 \t 47 \t 7 \t -117\n", + "7 \t 63 \t 47 \t 1 \t 16 \t -11 \t 184\n", + "8 \t 47 \t 16 \t 2 \t 15 \t 29 \t -485\n", + "9 \t 16 \t 15 \t 1 \t 1 \t -40 \t 669\n", + "10 \t 15 \t 1 \t 15 \t 0 \t 109 \t -1823\n", + "\t\t\t\t\t -149 \t 2492\n", + "GCD(39203, 2344) = 1, with coefficients -149 and 2492 such that 1 = (-149)*39203 + (2492)*2344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2345 \t 16 \t 1683 \t 1 \t 0\n", + "1 \t 2345 \t 1683 \t 1 \t 662 \t 0 \t 1\n", + "2 \t 1683 \t 662 \t 2 \t 359 \t 1 \t -16\n", + "3 \t 662 \t 359 \t 1 \t 303 \t -1 \t 17\n", + "4 \t 359 \t 303 \t 1 \t 56 \t 3 \t -50\n", + "5 \t 303 \t 56 \t 5 \t 23 \t -4 \t 67\n", + "6 \t 56 \t 23 \t 2 \t 10 \t 7 \t -117\n", + "7 \t 23 \t 10 \t 2 \t 3 \t -39 \t 652\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 85 \t -1421\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -209 \t 3494\n", + "\t\t\t\t\t 712 \t -11903\n", + "GCD(39203, 2345) = 1, with coefficients 712 and -11903 such that 1 = (712)*39203 + (-11903)*2345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2346 \t 16 \t 1667 \t 1 \t 0\n", + "1 \t 2346 \t 1667 \t 1 \t 679 \t 0 \t 1\n", + "2 \t 1667 \t 679 \t 2 \t 309 \t 1 \t -16\n", + "3 \t 679 \t 309 \t 2 \t 61 \t -1 \t 17\n", + "4 \t 309 \t 61 \t 5 \t 4 \t 3 \t -50\n", + "5 \t 61 \t 4 \t 15 \t 1 \t -7 \t 117\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 38 \t -635\n", + "\t\t\t\t\t -577 \t 9642\n", + "GCD(39203, 2346) = 1, with coefficients -577 and 9642 such that 1 = (-577)*39203 + (9642)*2346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2347 \t 16 \t 1651 \t 1 \t 0\n", + "1 \t 2347 \t 1651 \t 1 \t 696 \t 0 \t 1\n", + "2 \t 1651 \t 696 \t 2 \t 259 \t 1 \t -16\n", + "3 \t 696 \t 259 \t 2 \t 178 \t -1 \t 17\n", + "4 \t 259 \t 178 \t 1 \t 81 \t 3 \t -50\n", + "5 \t 178 \t 81 \t 2 \t 16 \t -7 \t 117\n", + "6 \t 81 \t 16 \t 5 \t 1 \t 10 \t -167\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -27 \t 451\n", + "\t\t\t\t\t 145 \t -2422\n", + "GCD(39203, 2347) = 1, with coefficients 145 and -2422 such that 1 = (145)*39203 + (-2422)*2347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2348 \t 16 \t 1635 \t 1 \t 0\n", + "1 \t 2348 \t 1635 \t 1 \t 713 \t 0 \t 1\n", + "2 \t 1635 \t 713 \t 2 \t 209 \t 1 \t -16\n", + "3 \t 713 \t 209 \t 3 \t 86 \t -1 \t 17\n", + "4 \t 209 \t 86 \t 2 \t 37 \t 3 \t -50\n", + "5 \t 86 \t 37 \t 2 \t 12 \t -10 \t 167\n", + "6 \t 37 \t 12 \t 3 \t 1 \t 23 \t -384\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -56 \t 935\n", + "\t\t\t\t\t 191 \t -3189\n", + "GCD(39203, 2348) = 1, with coefficients 191 and -3189 such that 1 = (191)*39203 + (-3189)*2348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2349 \t 16 \t 1619 \t 1 \t 0\n", + "1 \t 2349 \t 1619 \t 1 \t 730 \t 0 \t 1\n", + "2 \t 1619 \t 730 \t 2 \t 159 \t 1 \t -16\n", + "3 \t 730 \t 159 \t 4 \t 94 \t -1 \t 17\n", + "4 \t 159 \t 94 \t 1 \t 65 \t 3 \t -50\n", + "5 \t 94 \t 65 \t 1 \t 29 \t -13 \t 217\n", + "6 \t 65 \t 29 \t 2 \t 7 \t 16 \t -267\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -29 \t 484\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 74 \t -1235\n", + "\t\t\t\t\t -325 \t 5424\n", + "GCD(39203, 2349) = 1, with coefficients -325 and 5424 such that 1 = (-325)*39203 + (5424)*2349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2350 \t 16 \t 1603 \t 1 \t 0\n", + "1 \t 2350 \t 1603 \t 1 \t 747 \t 0 \t 1\n", + "2 \t 1603 \t 747 \t 2 \t 109 \t 1 \t -16\n", + "3 \t 747 \t 109 \t 6 \t 93 \t -1 \t 17\n", + "4 \t 109 \t 93 \t 1 \t 16 \t 3 \t -50\n", + "5 \t 93 \t 16 \t 5 \t 13 \t -19 \t 317\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 22 \t -367\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -129 \t 2152\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 151 \t -2519\n", + "\t\t\t\t\t -733 \t 12228\n", + "GCD(39203, 2350) = 1, with coefficients -733 and 12228 such that 1 = (-733)*39203 + (12228)*2350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2351 \t 16 \t 1587 \t 1 \t 0\n", + "1 \t 2351 \t 1587 \t 1 \t 764 \t 0 \t 1\n", + "2 \t 1587 \t 764 \t 2 \t 59 \t 1 \t -16\n", + "3 \t 764 \t 59 \t 12 \t 56 \t -1 \t 17\n", + "4 \t 59 \t 56 \t 1 \t 3 \t 3 \t -50\n", + "5 \t 56 \t 3 \t 18 \t 2 \t -37 \t 617\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 40 \t -667\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -757 \t 12623\n", + "\t\t\t\t\t 797 \t -13290\n", + "GCD(39203, 2351) = 1, with coefficients 797 and -13290 such that 1 = (797)*39203 + (-13290)*2351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2352 \t 16 \t 1571 \t 1 \t 0\n", + "1 \t 2352 \t 1571 \t 1 \t 781 \t 0 \t 1\n", + "2 \t 1571 \t 781 \t 2 \t 9 \t 1 \t -16\n", + "3 \t 781 \t 9 \t 86 \t 7 \t -1 \t 17\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 3 \t -50\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -259 \t 4317\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 262 \t -4367\n", + "\t\t\t\t\t -1045 \t 17418\n", + "GCD(39203, 2352) = 1, with coefficients -1045 and 17418 such that 1 = (-1045)*39203 + (17418)*2352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2353 \t 16 \t 1555 \t 1 \t 0\n", + "1 \t 2353 \t 1555 \t 1 \t 798 \t 0 \t 1\n", + "2 \t 1555 \t 798 \t 1 \t 757 \t 1 \t -16\n", + "3 \t 798 \t 757 \t 1 \t 41 \t -1 \t 17\n", + "4 \t 757 \t 41 \t 18 \t 19 \t 2 \t -33\n", + "5 \t 41 \t 19 \t 2 \t 3 \t -3 \t 50\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 56 \t -933\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -115 \t 1916\n", + "\t\t\t\t\t 746 \t -12429\n", + "GCD(39203, 2353) = 1, with coefficients 746 and -12429 such that 1 = (746)*39203 + (-12429)*2353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2354 \t 16 \t 1539 \t 1 \t 0\n", + "1 \t 2354 \t 1539 \t 1 \t 815 \t 0 \t 1\n", + "2 \t 1539 \t 815 \t 1 \t 724 \t 1 \t -16\n", + "3 \t 815 \t 724 \t 1 \t 91 \t -1 \t 17\n", + "4 \t 724 \t 91 \t 7 \t 87 \t 2 \t -33\n", + "5 \t 91 \t 87 \t 1 \t 4 \t -3 \t 50\n", + "6 \t 87 \t 4 \t 21 \t 3 \t 23 \t -383\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -26 \t 433\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 569 \t -9476\n", + "\t\t\t\t\t -595 \t 9909\n", + "GCD(39203, 2354) = 1, with coefficients -595 and 9909 such that 1 = (-595)*39203 + (9909)*2354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2355 \t 16 \t 1523 \t 1 \t 0\n", + "1 \t 2355 \t 1523 \t 1 \t 832 \t 0 \t 1\n", + "2 \t 1523 \t 832 \t 1 \t 691 \t 1 \t -16\n", + "3 \t 832 \t 691 \t 1 \t 141 \t -1 \t 17\n", + "4 \t 691 \t 141 \t 4 \t 127 \t 2 \t -33\n", + "5 \t 141 \t 127 \t 1 \t 14 \t -3 \t 50\n", + "6 \t 127 \t 14 \t 9 \t 1 \t 14 \t -233\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -17 \t 283\n", + "\t\t\t\t\t 167 \t -2780\n", + "GCD(39203, 2355) = 1, with coefficients 167 and -2780 such that 1 = (167)*39203 + (-2780)*2355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2356 \t 16 \t 1507 \t 1 \t 0\n", + "1 \t 2356 \t 1507 \t 1 \t 849 \t 0 \t 1\n", + "2 \t 1507 \t 849 \t 1 \t 658 \t 1 \t -16\n", + "3 \t 849 \t 658 \t 1 \t 191 \t -1 \t 17\n", + "4 \t 658 \t 191 \t 3 \t 85 \t 2 \t -33\n", + "5 \t 191 \t 85 \t 2 \t 21 \t -3 \t 50\n", + "6 \t 85 \t 21 \t 4 \t 1 \t 11 \t -183\n", + "7 \t 21 \t 1 \t 21 \t 0 \t -25 \t 416\n", + "\t\t\t\t\t 111 \t -1847\n", + "GCD(39203, 2356) = 1, with coefficients 111 and -1847 such that 1 = (111)*39203 + (-1847)*2356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2357 \t 16 \t 1491 \t 1 \t 0\n", + "1 \t 2357 \t 1491 \t 1 \t 866 \t 0 \t 1\n", + "2 \t 1491 \t 866 \t 1 \t 625 \t 1 \t -16\n", + "3 \t 866 \t 625 \t 1 \t 241 \t -1 \t 17\n", + "4 \t 625 \t 241 \t 2 \t 143 \t 2 \t -33\n", + "5 \t 241 \t 143 \t 1 \t 98 \t -3 \t 50\n", + "6 \t 143 \t 98 \t 1 \t 45 \t 8 \t -133\n", + "7 \t 98 \t 45 \t 2 \t 8 \t -11 \t 183\n", + "8 \t 45 \t 8 \t 5 \t 5 \t 19 \t -316\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -49 \t 815\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 264 \t -4391\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -313 \t 5206\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 577 \t -9597\n", + "\t\t\t\t\t -890 \t 14803\n", + "GCD(39203, 2357) = 1, with coefficients -890 and 14803 such that 1 = (-890)*39203 + (14803)*2357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2358 \t 16 \t 1475 \t 1 \t 0\n", + "1 \t 2358 \t 1475 \t 1 \t 883 \t 0 \t 1\n", + "2 \t 1475 \t 883 \t 1 \t 592 \t 1 \t -16\n", + "3 \t 883 \t 592 \t 1 \t 291 \t -1 \t 17\n", + "4 \t 592 \t 291 \t 2 \t 10 \t 2 \t -33\n", + "5 \t 291 \t 10 \t 29 \t 1 \t -3 \t 50\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 8 \t -133\n", + "\t\t\t\t\t -235 \t 3907\n", + "GCD(39203, 2358) = 1, with coefficients -235 and 3907 such that 1 = (-235)*39203 + (3907)*2358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2359 \t 16 \t 1459 \t 1 \t 0\n", + "1 \t 2359 \t 1459 \t 1 \t 900 \t 0 \t 1\n", + "2 \t 1459 \t 900 \t 1 \t 559 \t 1 \t -16\n", + "3 \t 900 \t 559 \t 1 \t 341 \t -1 \t 17\n", + "4 \t 559 \t 341 \t 1 \t 218 \t 2 \t -33\n", + "5 \t 341 \t 218 \t 1 \t 123 \t -3 \t 50\n", + "6 \t 218 \t 123 \t 1 \t 95 \t 5 \t -83\n", + "7 \t 123 \t 95 \t 1 \t 28 \t -8 \t 133\n", + "8 \t 95 \t 28 \t 3 \t 11 \t 13 \t -216\n", + "9 \t 28 \t 11 \t 2 \t 6 \t -21 \t 349\n", + "10 \t 11 \t 6 \t 1 \t 5 \t 76 \t -1263\n", + "11 \t 6 \t 5 \t 1 \t 1 \t -173 \t 2875\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 249 \t -4138\n", + "\t\t\t\t\t -422 \t 7013\n", + "GCD(39203, 2359) = 1, with coefficients -422 and 7013 such that 1 = (-422)*39203 + (7013)*2359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2360 \t 16 \t 1443 \t 1 \t 0\n", + "1 \t 2360 \t 1443 \t 1 \t 917 \t 0 \t 1\n", + "2 \t 1443 \t 917 \t 1 \t 526 \t 1 \t -16\n", + "3 \t 917 \t 526 \t 1 \t 391 \t -1 \t 17\n", + "4 \t 526 \t 391 \t 1 \t 135 \t 2 \t -33\n", + "5 \t 391 \t 135 \t 2 \t 121 \t -3 \t 50\n", + "6 \t 135 \t 121 \t 1 \t 14 \t 5 \t -83\n", + "7 \t 121 \t 14 \t 8 \t 9 \t -13 \t 216\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 18 \t -299\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -157 \t 2608\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 175 \t -2907\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -332 \t 5515\n", + "\t\t\t\t\t 507 \t -8422\n", + "GCD(39203, 2360) = 1, with coefficients 507 and -8422 such that 1 = (507)*39203 + (-8422)*2360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2361 \t 16 \t 1427 \t 1 \t 0\n", + "1 \t 2361 \t 1427 \t 1 \t 934 \t 0 \t 1\n", + "2 \t 1427 \t 934 \t 1 \t 493 \t 1 \t -16\n", + "3 \t 934 \t 493 \t 1 \t 441 \t -1 \t 17\n", + "4 \t 493 \t 441 \t 1 \t 52 \t 2 \t -33\n", + "5 \t 441 \t 52 \t 8 \t 25 \t -3 \t 50\n", + "6 \t 52 \t 25 \t 2 \t 2 \t 5 \t -83\n", + "7 \t 25 \t 2 \t 12 \t 1 \t -43 \t 714\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 91 \t -1511\n", + "\t\t\t\t\t -1135 \t 18846\n", + "GCD(39203, 2361) = 1, with coefficients -1135 and 18846 such that 1 = (-1135)*39203 + (18846)*2361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2362 \t 16 \t 1411 \t 1 \t 0\n", + "1 \t 2362 \t 1411 \t 1 \t 951 \t 0 \t 1\n", + "2 \t 1411 \t 951 \t 1 \t 460 \t 1 \t -16\n", + "3 \t 951 \t 460 \t 2 \t 31 \t -1 \t 17\n", + "4 \t 460 \t 31 \t 14 \t 26 \t 2 \t -33\n", + "5 \t 31 \t 26 \t 1 \t 5 \t -5 \t 83\n", + "6 \t 26 \t 5 \t 5 \t 1 \t 72 \t -1195\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -77 \t 1278\n", + "\t\t\t\t\t 457 \t -7585\n", + "GCD(39203, 2362) = 1, with coefficients 457 and -7585 such that 1 = (457)*39203 + (-7585)*2362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2363 \t 16 \t 1395 \t 1 \t 0\n", + "1 \t 2363 \t 1395 \t 1 \t 968 \t 0 \t 1\n", + "2 \t 1395 \t 968 \t 1 \t 427 \t 1 \t -16\n", + "3 \t 968 \t 427 \t 2 \t 114 \t -1 \t 17\n", + "4 \t 427 \t 114 \t 3 \t 85 \t 2 \t -33\n", + "5 \t 114 \t 85 \t 1 \t 29 \t -5 \t 83\n", + "6 \t 85 \t 29 \t 2 \t 27 \t 17 \t -282\n", + "7 \t 29 \t 27 \t 1 \t 2 \t -22 \t 365\n", + "8 \t 27 \t 2 \t 13 \t 1 \t 61 \t -1012\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -83 \t 1377\n", + "\t\t\t\t\t 1140 \t -18913\n", + "GCD(39203, 2363) = 1, with coefficients 1140 and -18913 such that 1 = (1140)*39203 + (-18913)*2363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2364 \t 16 \t 1379 \t 1 \t 0\n", + "1 \t 2364 \t 1379 \t 1 \t 985 \t 0 \t 1\n", + "2 \t 1379 \t 985 \t 1 \t 394 \t 1 \t -16\n", + "3 \t 985 \t 394 \t 2 \t 197 \t -1 \t 17\n", + "4 \t 394 \t 197 \t 2 \t 0 \t 2 \t -33\n", + "\t\t\t\t\t -5 \t 83\n", + "GCD(39203, 2364) = 197, with coefficients -5 and 83 such that 197 = (-5)*39203 + (83)*2364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2365 \t 16 \t 1363 \t 1 \t 0\n", + "1 \t 2365 \t 1363 \t 1 \t 1002 \t 0 \t 1\n", + "2 \t 1363 \t 1002 \t 1 \t 361 \t 1 \t -16\n", + "3 \t 1002 \t 361 \t 2 \t 280 \t -1 \t 17\n", + "4 \t 361 \t 280 \t 1 \t 81 \t 2 \t -33\n", + "5 \t 280 \t 81 \t 3 \t 37 \t -5 \t 83\n", + "6 \t 81 \t 37 \t 2 \t 7 \t 7 \t -116\n", + "7 \t 37 \t 7 \t 5 \t 2 \t -26 \t 431\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 59 \t -978\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -321 \t 5321\n", + "\t\t\t\t\t 1022 \t -16941\n", + "GCD(39203, 2365) = 1, with coefficients 1022 and -16941 such that 1 = (1022)*39203 + (-16941)*2365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2366 \t 16 \t 1347 \t 1 \t 0\n", + "1 \t 2366 \t 1347 \t 1 \t 1019 \t 0 \t 1\n", + "2 \t 1347 \t 1019 \t 1 \t 328 \t 1 \t -16\n", + "3 \t 1019 \t 328 \t 3 \t 35 \t -1 \t 17\n", + "4 \t 328 \t 35 \t 9 \t 13 \t 2 \t -33\n", + "5 \t 35 \t 13 \t 2 \t 9 \t -7 \t 116\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 65 \t -1077\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -137 \t 2270\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 202 \t -3347\n", + "\t\t\t\t\t -541 \t 8964\n", + "GCD(39203, 2366) = 1, with coefficients -541 and 8964 such that 1 = (-541)*39203 + (8964)*2366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2367 \t 16 \t 1331 \t 1 \t 0\n", + "1 \t 2367 \t 1331 \t 1 \t 1036 \t 0 \t 1\n", + "2 \t 1331 \t 1036 \t 1 \t 295 \t 1 \t -16\n", + "3 \t 1036 \t 295 \t 3 \t 151 \t -1 \t 17\n", + "4 \t 295 \t 151 \t 1 \t 144 \t 2 \t -33\n", + "5 \t 151 \t 144 \t 1 \t 7 \t -7 \t 116\n", + "6 \t 144 \t 7 \t 20 \t 4 \t 9 \t -149\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -16 \t 265\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 329 \t -5449\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -345 \t 5714\n", + "\t\t\t\t\t 674 \t -11163\n", + "GCD(39203, 2367) = 1, with coefficients 674 and -11163 such that 1 = (674)*39203 + (-11163)*2367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2368 \t 16 \t 1315 \t 1 \t 0\n", + "1 \t 2368 \t 1315 \t 1 \t 1053 \t 0 \t 1\n", + "2 \t 1315 \t 1053 \t 1 \t 262 \t 1 \t -16\n", + "3 \t 1053 \t 262 \t 4 \t 5 \t -1 \t 17\n", + "4 \t 262 \t 5 \t 52 \t 2 \t 2 \t -33\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -9 \t 149\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 470 \t -7781\n", + "\t\t\t\t\t -949 \t 15711\n", + "GCD(39203, 2368) = 1, with coefficients -949 and 15711 such that 1 = (-949)*39203 + (15711)*2368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2369 \t 16 \t 1299 \t 1 \t 0\n", + "1 \t 2369 \t 1299 \t 1 \t 1070 \t 0 \t 1\n", + "2 \t 1299 \t 1070 \t 1 \t 229 \t 1 \t -16\n", + "3 \t 1070 \t 229 \t 4 \t 154 \t -1 \t 17\n", + "4 \t 229 \t 154 \t 1 \t 75 \t 2 \t -33\n", + "5 \t 154 \t 75 \t 2 \t 4 \t -9 \t 149\n", + "6 \t 75 \t 4 \t 18 \t 3 \t 11 \t -182\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -31 \t 513\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 569 \t -9416\n", + "\t\t\t\t\t -600 \t 9929\n", + "GCD(39203, 2369) = 1, with coefficients -600 and 9929 such that 1 = (-600)*39203 + (9929)*2369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2370 \t 16 \t 1283 \t 1 \t 0\n", + "1 \t 2370 \t 1283 \t 1 \t 1087 \t 0 \t 1\n", + "2 \t 1283 \t 1087 \t 1 \t 196 \t 1 \t -16\n", + "3 \t 1087 \t 196 \t 5 \t 107 \t -1 \t 17\n", + "4 \t 196 \t 107 \t 1 \t 89 \t 2 \t -33\n", + "5 \t 107 \t 89 \t 1 \t 18 \t -11 \t 182\n", + "6 \t 89 \t 18 \t 4 \t 17 \t 13 \t -215\n", + "7 \t 18 \t 17 \t 1 \t 1 \t -24 \t 397\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 109 \t -1803\n", + "\t\t\t\t\t -133 \t 2200\n", + "GCD(39203, 2370) = 1, with coefficients -133 and 2200 such that 1 = (-133)*39203 + (2200)*2370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2371 \t 16 \t 1267 \t 1 \t 0\n", + "1 \t 2371 \t 1267 \t 1 \t 1104 \t 0 \t 1\n", + "2 \t 1267 \t 1104 \t 1 \t 163 \t 1 \t -16\n", + "3 \t 1104 \t 163 \t 6 \t 126 \t -1 \t 17\n", + "4 \t 163 \t 126 \t 1 \t 37 \t 2 \t -33\n", + "5 \t 126 \t 37 \t 3 \t 15 \t -13 \t 215\n", + "6 \t 37 \t 15 \t 2 \t 7 \t 15 \t -248\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -58 \t 959\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 131 \t -2166\n", + "\t\t\t\t\t -320 \t 5291\n", + "GCD(39203, 2371) = 1, with coefficients -320 and 5291 such that 1 = (-320)*39203 + (5291)*2371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2372 \t 16 \t 1251 \t 1 \t 0\n", + "1 \t 2372 \t 1251 \t 1 \t 1121 \t 0 \t 1\n", + "2 \t 1251 \t 1121 \t 1 \t 130 \t 1 \t -16\n", + "3 \t 1121 \t 130 \t 8 \t 81 \t -1 \t 17\n", + "4 \t 130 \t 81 \t 1 \t 49 \t 2 \t -33\n", + "5 \t 81 \t 49 \t 1 \t 32 \t -17 \t 281\n", + "6 \t 49 \t 32 \t 1 \t 17 \t 19 \t -314\n", + "7 \t 32 \t 17 \t 1 \t 15 \t -36 \t 595\n", + "8 \t 17 \t 15 \t 1 \t 2 \t 55 \t -909\n", + "9 \t 15 \t 2 \t 7 \t 1 \t -91 \t 1504\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 146 \t -2413\n", + "\t\t\t\t\t -1113 \t 18395\n", + "GCD(39203, 2372) = 1, with coefficients -1113 and 18395 such that 1 = (-1113)*39203 + (18395)*2372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2373 \t 16 \t 1235 \t 1 \t 0\n", + "1 \t 2373 \t 1235 \t 1 \t 1138 \t 0 \t 1\n", + "2 \t 1235 \t 1138 \t 1 \t 97 \t 1 \t -16\n", + "3 \t 1138 \t 97 \t 11 \t 71 \t -1 \t 17\n", + "4 \t 97 \t 71 \t 1 \t 26 \t 2 \t -33\n", + "5 \t 71 \t 26 \t 2 \t 19 \t -23 \t 380\n", + "6 \t 26 \t 19 \t 1 \t 7 \t 25 \t -413\n", + "7 \t 19 \t 7 \t 2 \t 5 \t -73 \t 1206\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 98 \t -1619\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -269 \t 4444\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 367 \t -6063\n", + "\t\t\t\t\t -1003 \t 16570\n", + "GCD(39203, 2373) = 1, with coefficients -1003 and 16570 such that 1 = (-1003)*39203 + (16570)*2373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2374 \t 16 \t 1219 \t 1 \t 0\n", + "1 \t 2374 \t 1219 \t 1 \t 1155 \t 0 \t 1\n", + "2 \t 1219 \t 1155 \t 1 \t 64 \t 1 \t -16\n", + "3 \t 1155 \t 64 \t 18 \t 3 \t -1 \t 17\n", + "4 \t 64 \t 3 \t 21 \t 1 \t 2 \t -33\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -37 \t 611\n", + "\t\t\t\t\t 779 \t -12864\n", + "GCD(39203, 2374) = 1, with coefficients 779 and -12864 such that 1 = (779)*39203 + (-12864)*2374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2375 \t 16 \t 1203 \t 1 \t 0\n", + "1 \t 2375 \t 1203 \t 1 \t 1172 \t 0 \t 1\n", + "2 \t 1203 \t 1172 \t 1 \t 31 \t 1 \t -16\n", + "3 \t 1172 \t 31 \t 37 \t 25 \t -1 \t 17\n", + "4 \t 31 \t 25 \t 1 \t 6 \t 2 \t -33\n", + "5 \t 25 \t 6 \t 4 \t 1 \t -75 \t 1238\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 77 \t -1271\n", + "\t\t\t\t\t -383 \t 6322\n", + "GCD(39203, 2375) = 1, with coefficients -383 and 6322 such that 1 = (-383)*39203 + (6322)*2375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2376 \t 16 \t 1187 \t 1 \t 0\n", + "1 \t 2376 \t 1187 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 1187 \t 2 \t 593 \t 1 \t 1 \t -16\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 33\n", + "\t\t\t\t\t 1187 \t -19585\n", + "GCD(39203, 2376) = 1, with coefficients 1187 and -19585 such that 1 = (1187)*39203 + (-19585)*2376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2377 \t 16 \t 1171 \t 1 \t 0\n", + "1 \t 2377 \t 1171 \t 2 \t 35 \t 0 \t 1\n", + "2 \t 1171 \t 35 \t 33 \t 16 \t 1 \t -16\n", + "3 \t 35 \t 16 \t 2 \t 3 \t -2 \t 33\n", + "4 \t 16 \t 3 \t 5 \t 1 \t 67 \t -1105\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -136 \t 2243\n", + "\t\t\t\t\t 747 \t -12320\n", + "GCD(39203, 2377) = 1, with coefficients 747 and -12320 such that 1 = (747)*39203 + (-12320)*2377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2378 \t 16 \t 1155 \t 1 \t 0\n", + "1 \t 2378 \t 1155 \t 2 \t 68 \t 0 \t 1\n", + "2 \t 1155 \t 68 \t 16 \t 67 \t 1 \t -16\n", + "3 \t 68 \t 67 \t 1 \t 1 \t -2 \t 33\n", + "4 \t 67 \t 1 \t 67 \t 0 \t 33 \t -544\n", + "\t\t\t\t\t -35 \t 577\n", + "GCD(39203, 2378) = 1, with coefficients -35 and 577 such that 1 = (-35)*39203 + (577)*2378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2379 \t 16 \t 1139 \t 1 \t 0\n", + "1 \t 2379 \t 1139 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 1139 \t 101 \t 11 \t 28 \t 1 \t -16\n", + "3 \t 101 \t 28 \t 3 \t 17 \t -2 \t 33\n", + "4 \t 28 \t 17 \t 1 \t 11 \t 23 \t -379\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -71 \t 1170\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 94 \t -1549\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -165 \t 2719\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 259 \t -4268\n", + "\t\t\t\t\t -424 \t 6987\n", + "GCD(39203, 2379) = 1, with coefficients -424 and 6987 such that 1 = (-424)*39203 + (6987)*2379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2380 \t 16 \t 1123 \t 1 \t 0\n", + "1 \t 2380 \t 1123 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 1123 \t 134 \t 8 \t 51 \t 1 \t -16\n", + "3 \t 134 \t 51 \t 2 \t 32 \t -2 \t 33\n", + "4 \t 51 \t 32 \t 1 \t 19 \t 17 \t -280\n", + "5 \t 32 \t 19 \t 1 \t 13 \t -36 \t 593\n", + "6 \t 19 \t 13 \t 1 \t 6 \t 53 \t -873\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -89 \t 1466\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 142 \t -2339\n", + "\t\t\t\t\t -373 \t 6144\n", + "GCD(39203, 2380) = 1, with coefficients -373 and 6144 such that 1 = (-373)*39203 + (6144)*2380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2381 \t 16 \t 1107 \t 1 \t 0\n", + "1 \t 2381 \t 1107 \t 2 \t 167 \t 0 \t 1\n", + "2 \t 1107 \t 167 \t 6 \t 105 \t 1 \t -16\n", + "3 \t 167 \t 105 \t 1 \t 62 \t -2 \t 33\n", + "4 \t 105 \t 62 \t 1 \t 43 \t 13 \t -214\n", + "5 \t 62 \t 43 \t 1 \t 19 \t -15 \t 247\n", + "6 \t 43 \t 19 \t 2 \t 5 \t 28 \t -461\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -43 \t 708\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 114 \t -1877\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -385 \t 6339\n", + "\t\t\t\t\t 499 \t -8216\n", + "GCD(39203, 2381) = 1, with coefficients 499 and -8216 such that 1 = (499)*39203 + (-8216)*2381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2382 \t 16 \t 1091 \t 1 \t 0\n", + "1 \t 2382 \t 1091 \t 2 \t 200 \t 0 \t 1\n", + "2 \t 1091 \t 200 \t 5 \t 91 \t 1 \t -16\n", + "3 \t 200 \t 91 \t 2 \t 18 \t -2 \t 33\n", + "4 \t 91 \t 18 \t 5 \t 1 \t 11 \t -181\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -24 \t 395\n", + "\t\t\t\t\t 131 \t -2156\n", + "GCD(39203, 2382) = 1, with coefficients 131 and -2156 such that 1 = (131)*39203 + (-2156)*2382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2383 \t 16 \t 1075 \t 1 \t 0\n", + "1 \t 2383 \t 1075 \t 2 \t 233 \t 0 \t 1\n", + "2 \t 1075 \t 233 \t 4 \t 143 \t 1 \t -16\n", + "3 \t 233 \t 143 \t 1 \t 90 \t -2 \t 33\n", + "4 \t 143 \t 90 \t 1 \t 53 \t 9 \t -148\n", + "5 \t 90 \t 53 \t 1 \t 37 \t -11 \t 181\n", + "6 \t 53 \t 37 \t 1 \t 16 \t 20 \t -329\n", + "7 \t 37 \t 16 \t 2 \t 5 \t -31 \t 510\n", + "8 \t 16 \t 5 \t 3 \t 1 \t 51 \t -839\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -133 \t 2188\n", + "\t\t\t\t\t 450 \t -7403\n", + "GCD(39203, 2383) = 1, with coefficients 450 and -7403 such that 1 = (450)*39203 + (-7403)*2383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2384 \t 16 \t 1059 \t 1 \t 0\n", + "1 \t 2384 \t 1059 \t 2 \t 266 \t 0 \t 1\n", + "2 \t 1059 \t 266 \t 3 \t 261 \t 1 \t -16\n", + "3 \t 266 \t 261 \t 1 \t 5 \t -2 \t 33\n", + "4 \t 261 \t 5 \t 52 \t 1 \t 7 \t -115\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -9 \t 148\n", + "\t\t\t\t\t 475 \t -7811\n", + "GCD(39203, 2384) = 1, with coefficients 475 and -7811 such that 1 = (475)*39203 + (-7811)*2384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2385 \t 16 \t 1043 \t 1 \t 0\n", + "1 \t 2385 \t 1043 \t 2 \t 299 \t 0 \t 1\n", + "2 \t 1043 \t 299 \t 3 \t 146 \t 1 \t -16\n", + "3 \t 299 \t 146 \t 2 \t 7 \t -2 \t 33\n", + "4 \t 146 \t 7 \t 20 \t 6 \t 7 \t -115\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -16 \t 263\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 327 \t -5375\n", + "\t\t\t\t\t -343 \t 5638\n", + "GCD(39203, 2385) = 1, with coefficients -343 and 5638 such that 1 = (-343)*39203 + (5638)*2385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2386 \t 16 \t 1027 \t 1 \t 0\n", + "1 \t 2386 \t 1027 \t 2 \t 332 \t 0 \t 1\n", + "2 \t 1027 \t 332 \t 3 \t 31 \t 1 \t -16\n", + "3 \t 332 \t 31 \t 10 \t 22 \t -2 \t 33\n", + "4 \t 31 \t 22 \t 1 \t 9 \t 7 \t -115\n", + "5 \t 22 \t 9 \t 2 \t 4 \t -72 \t 1183\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 79 \t -1298\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -230 \t 3779\n", + "\t\t\t\t\t 539 \t -8856\n", + "GCD(39203, 2386) = 1, with coefficients 539 and -8856 such that 1 = (539)*39203 + (-8856)*2386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2387 \t 16 \t 1011 \t 1 \t 0\n", + "1 \t 2387 \t 1011 \t 2 \t 365 \t 0 \t 1\n", + "2 \t 1011 \t 365 \t 2 \t 281 \t 1 \t -16\n", + "3 \t 365 \t 281 \t 1 \t 84 \t -2 \t 33\n", + "4 \t 281 \t 84 \t 3 \t 29 \t 5 \t -82\n", + "5 \t 84 \t 29 \t 2 \t 26 \t -7 \t 115\n", + "6 \t 29 \t 26 \t 1 \t 3 \t 26 \t -427\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -59 \t 969\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 85 \t -1396\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -739 \t 12137\n", + "\t\t\t\t\t 824 \t -13533\n", + "GCD(39203, 2387) = 1, with coefficients 824 and -13533 such that 1 = (824)*39203 + (-13533)*2387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2388 \t 16 \t 995 \t 1 \t 0\n", + "1 \t 2388 \t 995 \t 2 \t 398 \t 0 \t 1\n", + "2 \t 995 \t 398 \t 2 \t 199 \t 1 \t -16\n", + "3 \t 398 \t 199 \t 2 \t 0 \t -2 \t 33\n", + "\t\t\t\t\t 5 \t -82\n", + "GCD(39203, 2388) = 199, with coefficients 5 and -82 such that 199 = (5)*39203 + (-82)*2388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2389 \t 16 \t 979 \t 1 \t 0\n", + "1 \t 2389 \t 979 \t 2 \t 431 \t 0 \t 1\n", + "2 \t 979 \t 431 \t 2 \t 117 \t 1 \t -16\n", + "3 \t 431 \t 117 \t 3 \t 80 \t -2 \t 33\n", + "4 \t 117 \t 80 \t 1 \t 37 \t 5 \t -82\n", + "5 \t 80 \t 37 \t 2 \t 6 \t -17 \t 279\n", + "6 \t 37 \t 6 \t 6 \t 1 \t 22 \t -361\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -61 \t 1001\n", + "\t\t\t\t\t 388 \t -6367\n", + "GCD(39203, 2389) = 1, with coefficients 388 and -6367 such that 1 = (388)*39203 + (-6367)*2389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2390 \t 16 \t 963 \t 1 \t 0\n", + "1 \t 2390 \t 963 \t 2 \t 464 \t 0 \t 1\n", + "2 \t 963 \t 464 \t 2 \t 35 \t 1 \t -16\n", + "3 \t 464 \t 35 \t 13 \t 9 \t -2 \t 33\n", + "4 \t 35 \t 9 \t 3 \t 8 \t 5 \t -82\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -67 \t 1099\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 206 \t -3379\n", + "\t\t\t\t\t -273 \t 4478\n", + "GCD(39203, 2390) = 1, with coefficients -273 and 4478 such that 1 = (-273)*39203 + (4478)*2390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2391 \t 16 \t 947 \t 1 \t 0\n", + "1 \t 2391 \t 947 \t 2 \t 497 \t 0 \t 1\n", + "2 \t 947 \t 497 \t 1 \t 450 \t 1 \t -16\n", + "3 \t 497 \t 450 \t 1 \t 47 \t -2 \t 33\n", + "4 \t 450 \t 47 \t 9 \t 27 \t 3 \t -49\n", + "5 \t 47 \t 27 \t 1 \t 20 \t -5 \t 82\n", + "6 \t 27 \t 20 \t 1 \t 7 \t 48 \t -787\n", + "7 \t 20 \t 7 \t 2 \t 6 \t -53 \t 869\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 101 \t -1656\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -255 \t 4181\n", + "\t\t\t\t\t 356 \t -5837\n", + "GCD(39203, 2391) = 1, with coefficients 356 and -5837 such that 1 = (356)*39203 + (-5837)*2391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2392 \t 16 \t 931 \t 1 \t 0\n", + "1 \t 2392 \t 931 \t 2 \t 530 \t 0 \t 1\n", + "2 \t 931 \t 530 \t 1 \t 401 \t 1 \t -16\n", + "3 \t 530 \t 401 \t 1 \t 129 \t -2 \t 33\n", + "4 \t 401 \t 129 \t 3 \t 14 \t 3 \t -49\n", + "5 \t 129 \t 14 \t 9 \t 3 \t -5 \t 82\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 18 \t -295\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -167 \t 2737\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 686 \t -11243\n", + "\t\t\t\t\t -853 \t 13980\n", + "GCD(39203, 2392) = 1, with coefficients -853 and 13980 such that 1 = (-853)*39203 + (13980)*2392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2393 \t 16 \t 915 \t 1 \t 0\n", + "1 \t 2393 \t 915 \t 2 \t 563 \t 0 \t 1\n", + "2 \t 915 \t 563 \t 1 \t 352 \t 1 \t -16\n", + "3 \t 563 \t 352 \t 1 \t 211 \t -2 \t 33\n", + "4 \t 352 \t 211 \t 1 \t 141 \t 3 \t -49\n", + "5 \t 211 \t 141 \t 1 \t 70 \t -5 \t 82\n", + "6 \t 141 \t 70 \t 2 \t 1 \t 8 \t -131\n", + "7 \t 70 \t 1 \t 70 \t 0 \t -13 \t 213\n", + "\t\t\t\t\t 34 \t -557\n", + "GCD(39203, 2393) = 1, with coefficients 34 and -557 such that 1 = (34)*39203 + (-557)*2393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2394 \t 16 \t 899 \t 1 \t 0\n", + "1 \t 2394 \t 899 \t 2 \t 596 \t 0 \t 1\n", + "2 \t 899 \t 596 \t 1 \t 303 \t 1 \t -16\n", + "3 \t 596 \t 303 \t 1 \t 293 \t -2 \t 33\n", + "4 \t 303 \t 293 \t 1 \t 10 \t 3 \t -49\n", + "5 \t 293 \t 10 \t 29 \t 3 \t -5 \t 82\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 8 \t -131\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -237 \t 3881\n", + "\t\t\t\t\t 719 \t -11774\n", + "GCD(39203, 2394) = 1, with coefficients 719 and -11774 such that 1 = (719)*39203 + (-11774)*2394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2395 \t 16 \t 883 \t 1 \t 0\n", + "1 \t 2395 \t 883 \t 2 \t 629 \t 0 \t 1\n", + "2 \t 883 \t 629 \t 1 \t 254 \t 1 \t -16\n", + "3 \t 629 \t 254 \t 2 \t 121 \t -2 \t 33\n", + "4 \t 254 \t 121 \t 2 \t 12 \t 3 \t -49\n", + "5 \t 121 \t 12 \t 10 \t 1 \t -8 \t 131\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 19 \t -311\n", + "\t\t\t\t\t -198 \t 3241\n", + "GCD(39203, 2395) = 1, with coefficients -198 and 3241 such that 1 = (-198)*39203 + (3241)*2395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2396 \t 16 \t 867 \t 1 \t 0\n", + "1 \t 2396 \t 867 \t 2 \t 662 \t 0 \t 1\n", + "2 \t 867 \t 662 \t 1 \t 205 \t 1 \t -16\n", + "3 \t 662 \t 205 \t 3 \t 47 \t -2 \t 33\n", + "4 \t 205 \t 47 \t 4 \t 17 \t 3 \t -49\n", + "5 \t 47 \t 17 \t 2 \t 13 \t -11 \t 180\n", + "6 \t 17 \t 13 \t 1 \t 4 \t 47 \t -769\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -105 \t 1718\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 152 \t -2487\n", + "\t\t\t\t\t -561 \t 9179\n", + "GCD(39203, 2396) = 1, with coefficients -561 and 9179 such that 1 = (-561)*39203 + (9179)*2396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2397 \t 16 \t 851 \t 1 \t 0\n", + "1 \t 2397 \t 851 \t 2 \t 695 \t 0 \t 1\n", + "2 \t 851 \t 695 \t 1 \t 156 \t 1 \t -16\n", + "3 \t 695 \t 156 \t 4 \t 71 \t -2 \t 33\n", + "4 \t 156 \t 71 \t 2 \t 14 \t 3 \t -49\n", + "5 \t 71 \t 14 \t 5 \t 1 \t -14 \t 229\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 31 \t -507\n", + "\t\t\t\t\t -169 \t 2764\n", + "GCD(39203, 2397) = 1, with coefficients -169 and 2764 such that 1 = (-169)*39203 + (2764)*2397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2398 \t 16 \t 835 \t 1 \t 0\n", + "1 \t 2398 \t 835 \t 2 \t 728 \t 0 \t 1\n", + "2 \t 835 \t 728 \t 1 \t 107 \t 1 \t -16\n", + "3 \t 728 \t 107 \t 6 \t 86 \t -2 \t 33\n", + "4 \t 107 \t 86 \t 1 \t 21 \t 3 \t -49\n", + "5 \t 86 \t 21 \t 4 \t 2 \t -20 \t 327\n", + "6 \t 21 \t 2 \t 10 \t 1 \t 23 \t -376\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -112 \t 1831\n", + "\t\t\t\t\t 1143 \t -18686\n", + "GCD(39203, 2398) = 1, with coefficients 1143 and -18686 such that 1 = (1143)*39203 + (-18686)*2398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2399 \t 16 \t 819 \t 1 \t 0\n", + "1 \t 2399 \t 819 \t 2 \t 761 \t 0 \t 1\n", + "2 \t 819 \t 761 \t 1 \t 58 \t 1 \t -16\n", + "3 \t 761 \t 58 \t 13 \t 7 \t -2 \t 33\n", + "4 \t 58 \t 7 \t 8 \t 2 \t 3 \t -49\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -41 \t 670\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 331 \t -5409\n", + "\t\t\t\t\t -1034 \t 16897\n", + "GCD(39203, 2399) = 1, with coefficients -1034 and 16897 such that 1 = (-1034)*39203 + (16897)*2399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2400 \t 16 \t 803 \t 1 \t 0\n", + "1 \t 2400 \t 803 \t 2 \t 794 \t 0 \t 1\n", + "2 \t 803 \t 794 \t 1 \t 9 \t 1 \t -16\n", + "3 \t 794 \t 9 \t 88 \t 2 \t -2 \t 33\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 3 \t -49\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -266 \t 4345\n", + "\t\t\t\t\t 1067 \t -17429\n", + "GCD(39203, 2400) = 1, with coefficients 1067 and -17429 such that 1 = (1067)*39203 + (-17429)*2400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2401 \t 16 \t 787 \t 1 \t 0\n", + "1 \t 2401 \t 787 \t 3 \t 40 \t 0 \t 1\n", + "2 \t 787 \t 40 \t 19 \t 27 \t 1 \t -16\n", + "3 \t 40 \t 27 \t 1 \t 13 \t -3 \t 49\n", + "4 \t 27 \t 13 \t 2 \t 1 \t 58 \t -947\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -61 \t 996\n", + "\t\t\t\t\t 180 \t -2939\n", + "GCD(39203, 2401) = 1, with coefficients 180 and -2939 such that 1 = (180)*39203 + (-2939)*2401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2402 \t 16 \t 771 \t 1 \t 0\n", + "1 \t 2402 \t 771 \t 3 \t 89 \t 0 \t 1\n", + "2 \t 771 \t 89 \t 8 \t 59 \t 1 \t -16\n", + "3 \t 89 \t 59 \t 1 \t 30 \t -3 \t 49\n", + "4 \t 59 \t 30 \t 1 \t 29 \t 25 \t -408\n", + "5 \t 30 \t 29 \t 1 \t 1 \t -28 \t 457\n", + "6 \t 29 \t 1 \t 29 \t 0 \t 53 \t -865\n", + "\t\t\t\t\t -81 \t 1322\n", + "GCD(39203, 2402) = 1, with coefficients -81 and 1322 such that 1 = (-81)*39203 + (1322)*2402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2403 \t 16 \t 755 \t 1 \t 0\n", + "1 \t 2403 \t 755 \t 3 \t 138 \t 0 \t 1\n", + "2 \t 755 \t 138 \t 5 \t 65 \t 1 \t -16\n", + "3 \t 138 \t 65 \t 2 \t 8 \t -3 \t 49\n", + "4 \t 65 \t 8 \t 8 \t 1 \t 16 \t -261\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -35 \t 571\n", + "\t\t\t\t\t 296 \t -4829\n", + "GCD(39203, 2403) = 1, with coefficients 296 and -4829 such that 1 = (296)*39203 + (-4829)*2403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2404 \t 16 \t 739 \t 1 \t 0\n", + "1 \t 2404 \t 739 \t 3 \t 187 \t 0 \t 1\n", + "2 \t 739 \t 187 \t 3 \t 178 \t 1 \t -16\n", + "3 \t 187 \t 178 \t 1 \t 9 \t -3 \t 49\n", + "4 \t 178 \t 9 \t 19 \t 7 \t 10 \t -163\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -13 \t 212\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 257 \t -4191\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -270 \t 4403\n", + "\t\t\t\t\t 1067 \t -17400\n", + "GCD(39203, 2404) = 1, with coefficients 1067 and -17400 such that 1 = (1067)*39203 + (-17400)*2404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2405 \t 16 \t 723 \t 1 \t 0\n", + "1 \t 2405 \t 723 \t 3 \t 236 \t 0 \t 1\n", + "2 \t 723 \t 236 \t 3 \t 15 \t 1 \t -16\n", + "3 \t 236 \t 15 \t 15 \t 11 \t -3 \t 49\n", + "4 \t 15 \t 11 \t 1 \t 4 \t 10 \t -163\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -153 \t 2494\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 163 \t -2657\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -479 \t 7808\n", + "\t\t\t\t\t 642 \t -10465\n", + "GCD(39203, 2405) = 1, with coefficients 642 and -10465 such that 1 = (642)*39203 + (-10465)*2405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2406 \t 16 \t 707 \t 1 \t 0\n", + "1 \t 2406 \t 707 \t 3 \t 285 \t 0 \t 1\n", + "2 \t 707 \t 285 \t 2 \t 137 \t 1 \t -16\n", + "3 \t 285 \t 137 \t 2 \t 11 \t -3 \t 49\n", + "4 \t 137 \t 11 \t 12 \t 5 \t 7 \t -114\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -17 \t 277\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 211 \t -3438\n", + "\t\t\t\t\t -439 \t 7153\n", + "GCD(39203, 2406) = 1, with coefficients -439 and 7153 such that 1 = (-439)*39203 + (7153)*2406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2407 \t 16 \t 691 \t 1 \t 0\n", + "1 \t 2407 \t 691 \t 3 \t 334 \t 0 \t 1\n", + "2 \t 691 \t 334 \t 2 \t 23 \t 1 \t -16\n", + "3 \t 334 \t 23 \t 14 \t 12 \t -3 \t 49\n", + "4 \t 23 \t 12 \t 1 \t 11 \t 7 \t -114\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -101 \t 1645\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 108 \t -1759\n", + "\t\t\t\t\t -209 \t 3404\n", + "GCD(39203, 2407) = 1, with coefficients -209 and 3404 such that 1 = (-209)*39203 + (3404)*2407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2408 \t 16 \t 675 \t 1 \t 0\n", + "1 \t 2408 \t 675 \t 3 \t 383 \t 0 \t 1\n", + "2 \t 675 \t 383 \t 1 \t 292 \t 1 \t -16\n", + "3 \t 383 \t 292 \t 1 \t 91 \t -3 \t 49\n", + "4 \t 292 \t 91 \t 3 \t 19 \t 4 \t -65\n", + "5 \t 91 \t 19 \t 4 \t 15 \t -7 \t 114\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 25 \t -407\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -107 \t 1742\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 132 \t -2149\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -503 \t 8189\n", + "\t\t\t\t\t 635 \t -10338\n", + "GCD(39203, 2408) = 1, with coefficients 635 and -10338 such that 1 = (635)*39203 + (-10338)*2408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2409 \t 16 \t 659 \t 1 \t 0\n", + "1 \t 2409 \t 659 \t 3 \t 432 \t 0 \t 1\n", + "2 \t 659 \t 432 \t 1 \t 227 \t 1 \t -16\n", + "3 \t 432 \t 227 \t 1 \t 205 \t -3 \t 49\n", + "4 \t 227 \t 205 \t 1 \t 22 \t 4 \t -65\n", + "5 \t 205 \t 22 \t 9 \t 7 \t -7 \t 114\n", + "6 \t 22 \t 7 \t 3 \t 1 \t 11 \t -179\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -106 \t 1725\n", + "\t\t\t\t\t 329 \t -5354\n", + "GCD(39203, 2409) = 1, with coefficients 329 and -5354 such that 1 = (329)*39203 + (-5354)*2409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2410 \t 16 \t 643 \t 1 \t 0\n", + "1 \t 2410 \t 643 \t 3 \t 481 \t 0 \t 1\n", + "2 \t 643 \t 481 \t 1 \t 162 \t 1 \t -16\n", + "3 \t 481 \t 162 \t 2 \t 157 \t -3 \t 49\n", + "4 \t 162 \t 157 \t 1 \t 5 \t 4 \t -65\n", + "5 \t 157 \t 5 \t 31 \t 2 \t -11 \t 179\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 15 \t -244\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -476 \t 7743\n", + "\t\t\t\t\t 967 \t -15730\n", + "GCD(39203, 2410) = 1, with coefficients 967 and -15730 such that 1 = (967)*39203 + (-15730)*2410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2411 \t 16 \t 627 \t 1 \t 0\n", + "1 \t 2411 \t 627 \t 3 \t 530 \t 0 \t 1\n", + "2 \t 627 \t 530 \t 1 \t 97 \t 1 \t -16\n", + "3 \t 530 \t 97 \t 5 \t 45 \t -3 \t 49\n", + "4 \t 97 \t 45 \t 2 \t 7 \t 4 \t -65\n", + "5 \t 45 \t 7 \t 6 \t 3 \t -23 \t 374\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 50 \t -813\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -323 \t 5252\n", + "\t\t\t\t\t 696 \t -11317\n", + "GCD(39203, 2411) = 1, with coefficients 696 and -11317 such that 1 = (696)*39203 + (-11317)*2411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2412 \t 16 \t 611 \t 1 \t 0\n", + "1 \t 2412 \t 611 \t 3 \t 579 \t 0 \t 1\n", + "2 \t 611 \t 579 \t 1 \t 32 \t 1 \t -16\n", + "3 \t 579 \t 32 \t 18 \t 3 \t -3 \t 49\n", + "4 \t 32 \t 3 \t 10 \t 2 \t 4 \t -65\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -75 \t 1219\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 754 \t -12255\n", + "\t\t\t\t\t -829 \t 13474\n", + "GCD(39203, 2412) = 1, with coefficients -829 and 13474 such that 1 = (-829)*39203 + (13474)*2412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2413 \t 16 \t 595 \t 1 \t 0\n", + "1 \t 2413 \t 595 \t 4 \t 33 \t 0 \t 1\n", + "2 \t 595 \t 33 \t 18 \t 1 \t 1 \t -16\n", + "3 \t 33 \t 1 \t 33 \t 0 \t -4 \t 65\n", + "\t\t\t\t\t 73 \t -1186\n", + "GCD(39203, 2413) = 1, with coefficients 73 and -1186 such that 1 = (73)*39203 + (-1186)*2413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2414 \t 16 \t 579 \t 1 \t 0\n", + "1 \t 2414 \t 579 \t 4 \t 98 \t 0 \t 1\n", + "2 \t 579 \t 98 \t 5 \t 89 \t 1 \t -16\n", + "3 \t 98 \t 89 \t 1 \t 9 \t -4 \t 65\n", + "4 \t 89 \t 9 \t 9 \t 8 \t 21 \t -341\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -25 \t 406\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 246 \t -3995\n", + "\t\t\t\t\t -271 \t 4401\n", + "GCD(39203, 2414) = 1, with coefficients -271 and 4401 such that 1 = (-271)*39203 + (4401)*2414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2415 \t 16 \t 563 \t 1 \t 0\n", + "1 \t 2415 \t 563 \t 4 \t 163 \t 0 \t 1\n", + "2 \t 563 \t 163 \t 3 \t 74 \t 1 \t -16\n", + "3 \t 163 \t 74 \t 2 \t 15 \t -4 \t 65\n", + "4 \t 74 \t 15 \t 4 \t 14 \t 13 \t -211\n", + "5 \t 15 \t 14 \t 1 \t 1 \t -30 \t 487\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 133 \t -2159\n", + "\t\t\t\t\t -163 \t 2646\n", + "GCD(39203, 2415) = 1, with coefficients -163 and 2646 such that 1 = (-163)*39203 + (2646)*2415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2416 \t 16 \t 547 \t 1 \t 0\n", + "1 \t 2416 \t 547 \t 4 \t 228 \t 0 \t 1\n", + "2 \t 547 \t 228 \t 2 \t 91 \t 1 \t -16\n", + "3 \t 228 \t 91 \t 2 \t 46 \t -4 \t 65\n", + "4 \t 91 \t 46 \t 1 \t 45 \t 9 \t -146\n", + "5 \t 46 \t 45 \t 1 \t 1 \t -22 \t 357\n", + "6 \t 45 \t 1 \t 45 \t 0 \t 31 \t -503\n", + "\t\t\t\t\t -53 \t 860\n", + "GCD(39203, 2416) = 1, with coefficients -53 and 860 such that 1 = (-53)*39203 + (860)*2416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2417 \t 16 \t 531 \t 1 \t 0\n", + "1 \t 2417 \t 531 \t 4 \t 293 \t 0 \t 1\n", + "2 \t 531 \t 293 \t 1 \t 238 \t 1 \t -16\n", + "3 \t 293 \t 238 \t 1 \t 55 \t -4 \t 65\n", + "4 \t 238 \t 55 \t 4 \t 18 \t 5 \t -81\n", + "5 \t 55 \t 18 \t 3 \t 1 \t -9 \t 146\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 41 \t -665\n", + "\t\t\t\t\t -132 \t 2141\n", + "GCD(39203, 2417) = 1, with coefficients -132 and 2141 such that 1 = (-132)*39203 + (2141)*2417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2418 \t 16 \t 515 \t 1 \t 0\n", + "1 \t 2418 \t 515 \t 4 \t 358 \t 0 \t 1\n", + "2 \t 515 \t 358 \t 1 \t 157 \t 1 \t -16\n", + "3 \t 358 \t 157 \t 2 \t 44 \t -4 \t 65\n", + "4 \t 157 \t 44 \t 3 \t 25 \t 5 \t -81\n", + "5 \t 44 \t 25 \t 1 \t 19 \t -14 \t 227\n", + "6 \t 25 \t 19 \t 1 \t 6 \t 47 \t -762\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -61 \t 989\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 108 \t -1751\n", + "\t\t\t\t\t -385 \t 6242\n", + "GCD(39203, 2418) = 1, with coefficients -385 and 6242 such that 1 = (-385)*39203 + (6242)*2418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2419 \t 16 \t 499 \t 1 \t 0\n", + "1 \t 2419 \t 499 \t 4 \t 423 \t 0 \t 1\n", + "2 \t 499 \t 423 \t 1 \t 76 \t 1 \t -16\n", + "3 \t 423 \t 76 \t 5 \t 43 \t -4 \t 65\n", + "4 \t 76 \t 43 \t 1 \t 33 \t 5 \t -81\n", + "5 \t 43 \t 33 \t 1 \t 10 \t -29 \t 470\n", + "6 \t 33 \t 10 \t 3 \t 3 \t 34 \t -551\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -63 \t 1021\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 223 \t -3614\n", + "\t\t\t\t\t -732 \t 11863\n", + "GCD(39203, 2419) = 1, with coefficients -732 and 11863 such that 1 = (-732)*39203 + (11863)*2419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2420 \t 16 \t 483 \t 1 \t 0\n", + "1 \t 2420 \t 483 \t 5 \t 5 \t 0 \t 1\n", + "2 \t 483 \t 5 \t 96 \t 3 \t 1 \t -16\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -5 \t 81\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 481 \t -7792\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -486 \t 7873\n", + "\t\t\t\t\t 967 \t -15665\n", + "GCD(39203, 2420) = 1, with coefficients 967 and -15665 such that 1 = (967)*39203 + (-15665)*2420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2421 \t 16 \t 467 \t 1 \t 0\n", + "1 \t 2421 \t 467 \t 5 \t 86 \t 0 \t 1\n", + "2 \t 467 \t 86 \t 5 \t 37 \t 1 \t -16\n", + "3 \t 86 \t 37 \t 2 \t 12 \t -5 \t 81\n", + "4 \t 37 \t 12 \t 3 \t 1 \t 26 \t -421\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -57 \t 923\n", + "\t\t\t\t\t 197 \t -3190\n", + "GCD(39203, 2421) = 1, with coefficients 197 and -3190 such that 1 = (197)*39203 + (-3190)*2421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2422 \t 16 \t 451 \t 1 \t 0\n", + "1 \t 2422 \t 451 \t 5 \t 167 \t 0 \t 1\n", + "2 \t 451 \t 167 \t 2 \t 117 \t 1 \t -16\n", + "3 \t 167 \t 117 \t 1 \t 50 \t -5 \t 81\n", + "4 \t 117 \t 50 \t 2 \t 17 \t 11 \t -178\n", + "5 \t 50 \t 17 \t 2 \t 16 \t -16 \t 259\n", + "6 \t 17 \t 16 \t 1 \t 1 \t 43 \t -696\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -102 \t 1651\n", + "\t\t\t\t\t 145 \t -2347\n", + "GCD(39203, 2422) = 1, with coefficients 145 and -2347 such that 1 = (145)*39203 + (-2347)*2422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2423 \t 16 \t 435 \t 1 \t 0\n", + "1 \t 2423 \t 435 \t 5 \t 248 \t 0 \t 1\n", + "2 \t 435 \t 248 \t 1 \t 187 \t 1 \t -16\n", + "3 \t 248 \t 187 \t 1 \t 61 \t -5 \t 81\n", + "4 \t 187 \t 61 \t 3 \t 4 \t 6 \t -97\n", + "5 \t 61 \t 4 \t 15 \t 1 \t -11 \t 178\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 39 \t -631\n", + "\t\t\t\t\t -596 \t 9643\n", + "GCD(39203, 2423) = 1, with coefficients -596 and 9643 such that 1 = (-596)*39203 + (9643)*2423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2424 \t 16 \t 419 \t 1 \t 0\n", + "1 \t 2424 \t 419 \t 5 \t 329 \t 0 \t 1\n", + "2 \t 419 \t 329 \t 1 \t 90 \t 1 \t -16\n", + "3 \t 329 \t 90 \t 3 \t 59 \t -5 \t 81\n", + "4 \t 90 \t 59 \t 1 \t 31 \t 6 \t -97\n", + "5 \t 59 \t 31 \t 1 \t 28 \t -23 \t 372\n", + "6 \t 31 \t 28 \t 1 \t 3 \t 29 \t -469\n", + "7 \t 28 \t 3 \t 9 \t 1 \t -52 \t 841\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 81 \t -1310\n", + "\t\t\t\t\t -781 \t 12631\n", + "GCD(39203, 2424) = 1, with coefficients -781 and 12631 such that 1 = (-781)*39203 + (12631)*2424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2425 \t 16 \t 403 \t 1 \t 0\n", + "1 \t 2425 \t 403 \t 6 \t 7 \t 0 \t 1\n", + "2 \t 403 \t 7 \t 57 \t 4 \t 1 \t -16\n", + "3 \t 7 \t 4 \t 1 \t 3 \t -6 \t 97\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 343 \t -5545\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -349 \t 5642\n", + "\t\t\t\t\t 692 \t -11187\n", + "GCD(39203, 2425) = 1, with coefficients 692 and -11187 such that 1 = (692)*39203 + (-11187)*2425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2426 \t 16 \t 387 \t 1 \t 0\n", + "1 \t 2426 \t 387 \t 6 \t 104 \t 0 \t 1\n", + "2 \t 387 \t 104 \t 3 \t 75 \t 1 \t -16\n", + "3 \t 104 \t 75 \t 1 \t 29 \t -6 \t 97\n", + "4 \t 75 \t 29 \t 2 \t 17 \t 19 \t -307\n", + "5 \t 29 \t 17 \t 1 \t 12 \t -25 \t 404\n", + "6 \t 17 \t 12 \t 1 \t 5 \t 69 \t -1115\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -94 \t 1519\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 163 \t -2634\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -420 \t 6787\n", + "\t\t\t\t\t 1003 \t -16208\n", + "GCD(39203, 2426) = 1, with coefficients 1003 and -16208 such that 1 = (1003)*39203 + (-16208)*2426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2427 \t 16 \t 371 \t 1 \t 0\n", + "1 \t 2427 \t 371 \t 6 \t 201 \t 0 \t 1\n", + "2 \t 371 \t 201 \t 1 \t 170 \t 1 \t -16\n", + "3 \t 201 \t 170 \t 1 \t 31 \t -6 \t 97\n", + "4 \t 170 \t 31 \t 5 \t 15 \t 7 \t -113\n", + "5 \t 31 \t 15 \t 2 \t 1 \t -13 \t 210\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 72 \t -1163\n", + "\t\t\t\t\t -157 \t 2536\n", + "GCD(39203, 2427) = 1, with coefficients -157 and 2536 such that 1 = (-157)*39203 + (2536)*2427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2428 \t 16 \t 355 \t 1 \t 0\n", + "1 \t 2428 \t 355 \t 6 \t 298 \t 0 \t 1\n", + "2 \t 355 \t 298 \t 1 \t 57 \t 1 \t -16\n", + "3 \t 298 \t 57 \t 5 \t 13 \t -6 \t 97\n", + "4 \t 57 \t 13 \t 4 \t 5 \t 7 \t -113\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -41 \t 662\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 171 \t -2761\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -383 \t 6184\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 554 \t -8945\n", + "\t\t\t\t\t -937 \t 15129\n", + "GCD(39203, 2428) = 1, with coefficients -937 and 15129 such that 1 = (-937)*39203 + (15129)*2428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2429 \t 16 \t 339 \t 1 \t 0\n", + "1 \t 2429 \t 339 \t 7 \t 56 \t 0 \t 1\n", + "2 \t 339 \t 56 \t 6 \t 3 \t 1 \t -16\n", + "3 \t 56 \t 3 \t 18 \t 2 \t -7 \t 113\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 43 \t -694\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -781 \t 12605\n", + "\t\t\t\t\t 824 \t -13299\n", + "GCD(39203, 2429) = 1, with coefficients 824 and -13299 such that 1 = (824)*39203 + (-13299)*2429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2430 \t 16 \t 323 \t 1 \t 0\n", + "1 \t 2430 \t 323 \t 7 \t 169 \t 0 \t 1\n", + "2 \t 323 \t 169 \t 1 \t 154 \t 1 \t -16\n", + "3 \t 169 \t 154 \t 1 \t 15 \t -7 \t 113\n", + "4 \t 154 \t 15 \t 10 \t 4 \t 8 \t -129\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -15 \t 242\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 158 \t -2549\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -489 \t 7889\n", + "\t\t\t\t\t 647 \t -10438\n", + "GCD(39203, 2430) = 1, with coefficients 647 and -10438 such that 1 = (647)*39203 + (-10438)*2430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2431 \t 16 \t 307 \t 1 \t 0\n", + "1 \t 2431 \t 307 \t 7 \t 282 \t 0 \t 1\n", + "2 \t 307 \t 282 \t 1 \t 25 \t 1 \t -16\n", + "3 \t 282 \t 25 \t 11 \t 7 \t -7 \t 113\n", + "4 \t 25 \t 7 \t 3 \t 4 \t 8 \t -129\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -95 \t 1532\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 293 \t -4725\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -388 \t 6257\n", + "\t\t\t\t\t 681 \t -10982\n", + "GCD(39203, 2431) = 1, with coefficients 681 and -10982 such that 1 = (681)*39203 + (-10982)*2431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2432 \t 16 \t 291 \t 1 \t 0\n", + "1 \t 2432 \t 291 \t 8 \t 104 \t 0 \t 1\n", + "2 \t 291 \t 104 \t 2 \t 83 \t 1 \t -16\n", + "3 \t 104 \t 83 \t 1 \t 21 \t -8 \t 129\n", + "4 \t 83 \t 21 \t 3 \t 20 \t 17 \t -274\n", + "5 \t 21 \t 20 \t 1 \t 1 \t -25 \t 403\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 92 \t -1483\n", + "\t\t\t\t\t -117 \t 1886\n", + "GCD(39203, 2432) = 1, with coefficients -117 and 1886 such that 1 = (-117)*39203 + (1886)*2432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2433 \t 16 \t 275 \t 1 \t 0\n", + "1 \t 2433 \t 275 \t 8 \t 233 \t 0 \t 1\n", + "2 \t 275 \t 233 \t 1 \t 42 \t 1 \t -16\n", + "3 \t 233 \t 42 \t 5 \t 23 \t -8 \t 129\n", + "4 \t 42 \t 23 \t 1 \t 19 \t 9 \t -145\n", + "5 \t 23 \t 19 \t 1 \t 4 \t -53 \t 854\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 62 \t -999\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -115 \t 1853\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 522 \t -8411\n", + "\t\t\t\t\t -637 \t 10264\n", + "GCD(39203, 2433) = 1, with coefficients -637 and 10264 such that 1 = (-637)*39203 + (10264)*2433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2434 \t 16 \t 259 \t 1 \t 0\n", + "1 \t 2434 \t 259 \t 9 \t 103 \t 0 \t 1\n", + "2 \t 259 \t 103 \t 2 \t 53 \t 1 \t -16\n", + "3 \t 103 \t 53 \t 1 \t 50 \t -9 \t 145\n", + "4 \t 53 \t 50 \t 1 \t 3 \t 19 \t -306\n", + "5 \t 50 \t 3 \t 16 \t 2 \t -28 \t 451\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 47 \t -757\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -780 \t 12563\n", + "\t\t\t\t\t 827 \t -13320\n", + "GCD(39203, 2434) = 1, with coefficients 827 and -13320 such that 1 = (827)*39203 + (-13320)*2434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2435 \t 16 \t 243 \t 1 \t 0\n", + "1 \t 2435 \t 243 \t 10 \t 5 \t 0 \t 1\n", + "2 \t 243 \t 5 \t 48 \t 3 \t 1 \t -16\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -10 \t 161\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 481 \t -7744\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -491 \t 7905\n", + "\t\t\t\t\t 972 \t -15649\n", + "GCD(39203, 2435) = 1, with coefficients 972 and -15649 such that 1 = (972)*39203 + (-15649)*2435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2436 \t 16 \t 227 \t 1 \t 0\n", + "1 \t 2436 \t 227 \t 10 \t 166 \t 0 \t 1\n", + "2 \t 227 \t 166 \t 1 \t 61 \t 1 \t -16\n", + "3 \t 166 \t 61 \t 2 \t 44 \t -10 \t 161\n", + "4 \t 61 \t 44 \t 1 \t 17 \t 11 \t -177\n", + "5 \t 44 \t 17 \t 2 \t 10 \t -32 \t 515\n", + "6 \t 17 \t 10 \t 1 \t 7 \t 43 \t -692\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -118 \t 1899\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 161 \t -2591\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -279 \t 4490\n", + "\t\t\t\t\t 719 \t -11571\n", + "GCD(39203, 2436) = 1, with coefficients 719 and -11571 such that 1 = (719)*39203 + (-11571)*2436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2437 \t 16 \t 211 \t 1 \t 0\n", + "1 \t 2437 \t 211 \t 11 \t 116 \t 0 \t 1\n", + "2 \t 211 \t 116 \t 1 \t 95 \t 1 \t -16\n", + "3 \t 116 \t 95 \t 1 \t 21 \t -11 \t 177\n", + "4 \t 95 \t 21 \t 4 \t 11 \t 12 \t -193\n", + "5 \t 21 \t 11 \t 1 \t 10 \t -23 \t 370\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 104 \t -1673\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -127 \t 2043\n", + "\t\t\t\t\t 231 \t -3716\n", + "GCD(39203, 2437) = 1, with coefficients 231 and -3716 such that 1 = (231)*39203 + (-3716)*2437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2438 \t 16 \t 195 \t 1 \t 0\n", + "1 \t 2438 \t 195 \t 12 \t 98 \t 0 \t 1\n", + "2 \t 195 \t 98 \t 1 \t 97 \t 1 \t -16\n", + "3 \t 98 \t 97 \t 1 \t 1 \t -12 \t 193\n", + "4 \t 97 \t 1 \t 97 \t 0 \t 13 \t -209\n", + "\t\t\t\t\t -25 \t 402\n", + "GCD(39203, 2438) = 1, with coefficients -25 and 402 such that 1 = (-25)*39203 + (402)*2438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2439 \t 16 \t 179 \t 1 \t 0\n", + "1 \t 2439 \t 179 \t 13 \t 112 \t 0 \t 1\n", + "2 \t 179 \t 112 \t 1 \t 67 \t 1 \t -16\n", + "3 \t 112 \t 67 \t 1 \t 45 \t -13 \t 209\n", + "4 \t 67 \t 45 \t 1 \t 22 \t 14 \t -225\n", + "5 \t 45 \t 22 \t 2 \t 1 \t -27 \t 434\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 41 \t -659\n", + "\t\t\t\t\t -109 \t 1752\n", + "GCD(39203, 2439) = 1, with coefficients -109 and 1752 such that 1 = (-109)*39203 + (1752)*2439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2440 \t 16 \t 163 \t 1 \t 0\n", + "1 \t 2440 \t 163 \t 14 \t 158 \t 0 \t 1\n", + "2 \t 163 \t 158 \t 1 \t 5 \t 1 \t -16\n", + "3 \t 158 \t 5 \t 31 \t 3 \t -14 \t 225\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 15 \t -241\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -479 \t 7696\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 494 \t -7937\n", + "\t\t\t\t\t -973 \t 15633\n", + "GCD(39203, 2440) = 1, with coefficients -973 and 15633 such that 1 = (-973)*39203 + (15633)*2440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2441 \t 16 \t 147 \t 1 \t 0\n", + "1 \t 2441 \t 147 \t 16 \t 89 \t 0 \t 1\n", + "2 \t 147 \t 89 \t 1 \t 58 \t 1 \t -16\n", + "3 \t 89 \t 58 \t 1 \t 31 \t -16 \t 257\n", + "4 \t 58 \t 31 \t 1 \t 27 \t 17 \t -273\n", + "5 \t 31 \t 27 \t 1 \t 4 \t -33 \t 530\n", + "6 \t 27 \t 4 \t 6 \t 3 \t 50 \t -803\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -83 \t 1333\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 548 \t -8801\n", + "\t\t\t\t\t -631 \t 10134\n", + "GCD(39203, 2441) = 1, with coefficients -631 and 10134 such that 1 = (-631)*39203 + (10134)*2441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2442 \t 16 \t 131 \t 1 \t 0\n", + "1 \t 2442 \t 131 \t 18 \t 84 \t 0 \t 1\n", + "2 \t 131 \t 84 \t 1 \t 47 \t 1 \t -16\n", + "3 \t 84 \t 47 \t 1 \t 37 \t -18 \t 289\n", + "4 \t 47 \t 37 \t 1 \t 10 \t 19 \t -305\n", + "5 \t 37 \t 10 \t 3 \t 7 \t -37 \t 594\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 56 \t -899\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -205 \t 3291\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 261 \t -4190\n", + "\t\t\t\t\t -727 \t 11671\n", + "GCD(39203, 2442) = 1, with coefficients -727 and 11671 such that 1 = (-727)*39203 + (11671)*2442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2443 \t 16 \t 115 \t 1 \t 0\n", + "1 \t 2443 \t 115 \t 21 \t 28 \t 0 \t 1\n", + "2 \t 115 \t 28 \t 4 \t 3 \t 1 \t -16\n", + "3 \t 28 \t 3 \t 9 \t 1 \t -21 \t 337\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 85 \t -1364\n", + "\t\t\t\t\t -786 \t 12613\n", + "GCD(39203, 2443) = 1, with coefficients -786 and 12613 such that 1 = (-786)*39203 + (12613)*2443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2444 \t 16 \t 99 \t 1 \t 0\n", + "1 \t 2444 \t 99 \t 24 \t 68 \t 0 \t 1\n", + "2 \t 99 \t 68 \t 1 \t 31 \t 1 \t -16\n", + "3 \t 68 \t 31 \t 2 \t 6 \t -24 \t 385\n", + "4 \t 31 \t 6 \t 5 \t 1 \t 25 \t -401\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -74 \t 1187\n", + "\t\t\t\t\t 395 \t -6336\n", + "GCD(39203, 2444) = 1, with coefficients 395 and -6336 such that 1 = (395)*39203 + (-6336)*2444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2445 \t 16 \t 83 \t 1 \t 0\n", + "1 \t 2445 \t 83 \t 29 \t 38 \t 0 \t 1\n", + "2 \t 83 \t 38 \t 2 \t 7 \t 1 \t -16\n", + "3 \t 38 \t 7 \t 5 \t 3 \t -29 \t 465\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 59 \t -946\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -324 \t 5195\n", + "\t\t\t\t\t 707 \t -11336\n", + "GCD(39203, 2445) = 1, with coefficients 707 and -11336 such that 1 = (707)*39203 + (-11336)*2445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2446 \t 16 \t 67 \t 1 \t 0\n", + "1 \t 2446 \t 67 \t 36 \t 34 \t 0 \t 1\n", + "2 \t 67 \t 34 \t 1 \t 33 \t 1 \t -16\n", + "3 \t 34 \t 33 \t 1 \t 1 \t -36 \t 577\n", + "4 \t 33 \t 1 \t 33 \t 0 \t 37 \t -593\n", + "\t\t\t\t\t -73 \t 1170\n", + "GCD(39203, 2446) = 1, with coefficients -73 and 1170 such that 1 = (-73)*39203 + (1170)*2446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2447 \t 16 \t 51 \t 1 \t 0\n", + "1 \t 2447 \t 51 \t 47 \t 50 \t 0 \t 1\n", + "2 \t 51 \t 50 \t 1 \t 1 \t 1 \t -16\n", + "3 \t 50 \t 1 \t 50 \t 0 \t -47 \t 753\n", + "\t\t\t\t\t 48 \t -769\n", + "GCD(39203, 2447) = 1, with coefficients 48 and -769 such that 1 = (48)*39203 + (-769)*2447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2448 \t 16 \t 35 \t 1 \t 0\n", + "1 \t 2448 \t 35 \t 69 \t 33 \t 0 \t 1\n", + "2 \t 35 \t 33 \t 1 \t 2 \t 1 \t -16\n", + "3 \t 33 \t 2 \t 16 \t 1 \t -69 \t 1105\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 70 \t -1121\n", + "\t\t\t\t\t -1189 \t 19041\n", + "GCD(39203, 2448) = 1, with coefficients -1189 and 19041 such that 1 = (-1189)*39203 + (19041)*2448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2449 \t 16 \t 19 \t 1 \t 0\n", + "1 \t 2449 \t 19 \t 128 \t 17 \t 0 \t 1\n", + "2 \t 19 \t 17 \t 1 \t 2 \t 1 \t -16\n", + "3 \t 17 \t 2 \t 8 \t 1 \t -128 \t 2049\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 129 \t -2065\n", + "\t\t\t\t\t -1160 \t 18569\n", + "GCD(39203, 2449) = 1, with coefficients -1160 and 18569 such that 1 = (-1160)*39203 + (18569)*2449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2450 \t 16 \t 3 \t 1 \t 0\n", + "1 \t 2450 \t 3 \t 816 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -16\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -816 \t 13057\n", + "\t\t\t\t\t 817 \t -13073\n", + "GCD(39203, 2450) = 1, with coefficients 817 and -13073 such that 1 = (817)*39203 + (-13073)*2450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2451 \t 15 \t 2438 \t 1 \t 0\n", + "1 \t 2451 \t 2438 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 2438 \t 13 \t 187 \t 7 \t 1 \t -15\n", + "3 \t 13 \t 7 \t 1 \t 6 \t -1 \t 16\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 188 \t -3007\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -189 \t 3023\n", + "\t\t\t\t\t 377 \t -6030\n", + "GCD(39203, 2451) = 1, with coefficients 377 and -6030 such that 1 = (377)*39203 + (-6030)*2451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2452 \t 15 \t 2423 \t 1 \t 0\n", + "1 \t 2452 \t 2423 \t 1 \t 29 \t 0 \t 1\n", + "2 \t 2423 \t 29 \t 83 \t 16 \t 1 \t -15\n", + "3 \t 29 \t 16 \t 1 \t 13 \t -1 \t 16\n", + "4 \t 16 \t 13 \t 1 \t 3 \t 84 \t -1343\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -85 \t 1359\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 169 \t -2702\n", + "\t\t\t\t\t -761 \t 12167\n", + "GCD(39203, 2452) = 1, with coefficients -761 and 12167 such that 1 = (-761)*39203 + (12167)*2452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2453 \t 15 \t 2408 \t 1 \t 0\n", + "1 \t 2453 \t 2408 \t 1 \t 45 \t 0 \t 1\n", + "2 \t 2408 \t 45 \t 53 \t 23 \t 1 \t -15\n", + "3 \t 45 \t 23 \t 1 \t 22 \t -1 \t 16\n", + "4 \t 23 \t 22 \t 1 \t 1 \t 54 \t -863\n", + "5 \t 22 \t 1 \t 22 \t 0 \t -55 \t 879\n", + "\t\t\t\t\t 109 \t -1742\n", + "GCD(39203, 2453) = 1, with coefficients 109 and -1742 such that 1 = (109)*39203 + (-1742)*2453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2454 \t 15 \t 2393 \t 1 \t 0\n", + "1 \t 2454 \t 2393 \t 1 \t 61 \t 0 \t 1\n", + "2 \t 2393 \t 61 \t 39 \t 14 \t 1 \t -15\n", + "3 \t 61 \t 14 \t 4 \t 5 \t -1 \t 16\n", + "4 \t 14 \t 5 \t 2 \t 4 \t 40 \t -639\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -161 \t 2572\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 362 \t -5783\n", + "\t\t\t\t\t -523 \t 8355\n", + "GCD(39203, 2454) = 1, with coefficients -523 and 8355 such that 1 = (-523)*39203 + (8355)*2454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2455 \t 15 \t 2378 \t 1 \t 0\n", + "1 \t 2455 \t 2378 \t 1 \t 77 \t 0 \t 1\n", + "2 \t 2378 \t 77 \t 30 \t 68 \t 1 \t -15\n", + "3 \t 77 \t 68 \t 1 \t 9 \t -1 \t 16\n", + "4 \t 68 \t 9 \t 7 \t 5 \t 31 \t -495\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -32 \t 511\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 255 \t -4072\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -287 \t 4583\n", + "\t\t\t\t\t 542 \t -8655\n", + "GCD(39203, 2455) = 1, with coefficients 542 and -8655 such that 1 = (542)*39203 + (-8655)*2455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2456 \t 15 \t 2363 \t 1 \t 0\n", + "1 \t 2456 \t 2363 \t 1 \t 93 \t 0 \t 1\n", + "2 \t 2363 \t 93 \t 25 \t 38 \t 1 \t -15\n", + "3 \t 93 \t 38 \t 2 \t 17 \t -1 \t 16\n", + "4 \t 38 \t 17 \t 2 \t 4 \t 26 \t -415\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -53 \t 846\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 132 \t -2107\n", + "\t\t\t\t\t -581 \t 9274\n", + "GCD(39203, 2456) = 1, with coefficients -581 and 9274 such that 1 = (-581)*39203 + (9274)*2456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2457 \t 15 \t 2348 \t 1 \t 0\n", + "1 \t 2457 \t 2348 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 2348 \t 109 \t 21 \t 59 \t 1 \t -15\n", + "3 \t 109 \t 59 \t 1 \t 50 \t -1 \t 16\n", + "4 \t 59 \t 50 \t 1 \t 9 \t 22 \t -351\n", + "5 \t 50 \t 9 \t 5 \t 5 \t -23 \t 367\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 45 \t -718\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -248 \t 3957\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 293 \t -4675\n", + "\t\t\t\t\t -541 \t 8632\n", + "GCD(39203, 2457) = 1, with coefficients -541 and 8632 such that 1 = (-541)*39203 + (8632)*2457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2458 \t 15 \t 2333 \t 1 \t 0\n", + "1 \t 2458 \t 2333 \t 1 \t 125 \t 0 \t 1\n", + "2 \t 2333 \t 125 \t 18 \t 83 \t 1 \t -15\n", + "3 \t 125 \t 83 \t 1 \t 42 \t -1 \t 16\n", + "4 \t 83 \t 42 \t 1 \t 41 \t 19 \t -303\n", + "5 \t 42 \t 41 \t 1 \t 1 \t -20 \t 319\n", + "6 \t 41 \t 1 \t 41 \t 0 \t 39 \t -622\n", + "\t\t\t\t\t -59 \t 941\n", + "GCD(39203, 2458) = 1, with coefficients -59 and 941 such that 1 = (-59)*39203 + (941)*2458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2459 \t 15 \t 2318 \t 1 \t 0\n", + "1 \t 2459 \t 2318 \t 1 \t 141 \t 0 \t 1\n", + "2 \t 2318 \t 141 \t 16 \t 62 \t 1 \t -15\n", + "3 \t 141 \t 62 \t 2 \t 17 \t -1 \t 16\n", + "4 \t 62 \t 17 \t 3 \t 11 \t 17 \t -271\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -35 \t 558\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 122 \t -1945\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -157 \t 2503\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 279 \t -4448\n", + "\t\t\t\t\t -436 \t 6951\n", + "GCD(39203, 2459) = 1, with coefficients -436 and 6951 such that 1 = (-436)*39203 + (6951)*2459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2460 \t 15 \t 2303 \t 1 \t 0\n", + "1 \t 2460 \t 2303 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 2303 \t 157 \t 14 \t 105 \t 1 \t -15\n", + "3 \t 157 \t 105 \t 1 \t 52 \t -1 \t 16\n", + "4 \t 105 \t 52 \t 2 \t 1 \t 15 \t -239\n", + "5 \t 52 \t 1 \t 52 \t 0 \t -16 \t 255\n", + "\t\t\t\t\t 47 \t -749\n", + "GCD(39203, 2460) = 1, with coefficients 47 and -749 such that 1 = (47)*39203 + (-749)*2460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2461 \t 15 \t 2288 \t 1 \t 0\n", + "1 \t 2461 \t 2288 \t 1 \t 173 \t 0 \t 1\n", + "2 \t 2288 \t 173 \t 13 \t 39 \t 1 \t -15\n", + "3 \t 173 \t 39 \t 4 \t 17 \t -1 \t 16\n", + "4 \t 39 \t 17 \t 2 \t 5 \t 14 \t -223\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -57 \t 908\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 128 \t -2039\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -441 \t 7025\n", + "\t\t\t\t\t 1010 \t -16089\n", + "GCD(39203, 2461) = 1, with coefficients 1010 and -16089 such that 1 = (1010)*39203 + (-16089)*2461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2462 \t 15 \t 2273 \t 1 \t 0\n", + "1 \t 2462 \t 2273 \t 1 \t 189 \t 0 \t 1\n", + "2 \t 2273 \t 189 \t 12 \t 5 \t 1 \t -15\n", + "3 \t 189 \t 5 \t 37 \t 4 \t -1 \t 16\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 13 \t -207\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -482 \t 7675\n", + "\t\t\t\t\t 495 \t -7882\n", + "GCD(39203, 2462) = 1, with coefficients 495 and -7882 such that 1 = (495)*39203 + (-7882)*2462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2463 \t 15 \t 2258 \t 1 \t 0\n", + "1 \t 2463 \t 2258 \t 1 \t 205 \t 0 \t 1\n", + "2 \t 2258 \t 205 \t 11 \t 3 \t 1 \t -15\n", + "3 \t 205 \t 3 \t 68 \t 1 \t -1 \t 16\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 12 \t -191\n", + "\t\t\t\t\t -817 \t 13004\n", + "GCD(39203, 2463) = 1, with coefficients -817 and 13004 such that 1 = (-817)*39203 + (13004)*2463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2464 \t 15 \t 2243 \t 1 \t 0\n", + "1 \t 2464 \t 2243 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 2243 \t 221 \t 10 \t 33 \t 1 \t -15\n", + "3 \t 221 \t 33 \t 6 \t 23 \t -1 \t 16\n", + "4 \t 33 \t 23 \t 1 \t 10 \t 11 \t -175\n", + "5 \t 23 \t 10 \t 2 \t 3 \t -67 \t 1066\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 78 \t -1241\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -223 \t 3548\n", + "\t\t\t\t\t 747 \t -11885\n", + "GCD(39203, 2464) = 1, with coefficients 747 and -11885 such that 1 = (747)*39203 + (-11885)*2464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2465 \t 15 \t 2228 \t 1 \t 0\n", + "1 \t 2465 \t 2228 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 2228 \t 237 \t 9 \t 95 \t 1 \t -15\n", + "3 \t 237 \t 95 \t 2 \t 47 \t -1 \t 16\n", + "4 \t 95 \t 47 \t 2 \t 1 \t 10 \t -159\n", + "5 \t 47 \t 1 \t 47 \t 0 \t -21 \t 334\n", + "\t\t\t\t\t 52 \t -827\n", + "GCD(39203, 2465) = 1, with coefficients 52 and -827 such that 1 = (52)*39203 + (-827)*2465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2466 \t 15 \t 2213 \t 1 \t 0\n", + "1 \t 2466 \t 2213 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 2213 \t 253 \t 8 \t 189 \t 1 \t -15\n", + "3 \t 253 \t 189 \t 1 \t 64 \t -1 \t 16\n", + "4 \t 189 \t 64 \t 2 \t 61 \t 9 \t -143\n", + "5 \t 64 \t 61 \t 1 \t 3 \t -10 \t 159\n", + "6 \t 61 \t 3 \t 20 \t 1 \t 29 \t -461\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -39 \t 620\n", + "\t\t\t\t\t 809 \t -12861\n", + "GCD(39203, 2466) = 1, with coefficients 809 and -12861 such that 1 = (809)*39203 + (-12861)*2466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2467 \t 15 \t 2198 \t 1 \t 0\n", + "1 \t 2467 \t 2198 \t 1 \t 269 \t 0 \t 1\n", + "2 \t 2198 \t 269 \t 8 \t 46 \t 1 \t -15\n", + "3 \t 269 \t 46 \t 5 \t 39 \t -1 \t 16\n", + "4 \t 46 \t 39 \t 1 \t 7 \t 9 \t -143\n", + "5 \t 39 \t 7 \t 5 \t 4 \t -46 \t 731\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 55 \t -874\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -321 \t 5101\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 376 \t -5975\n", + "\t\t\t\t\t -697 \t 11076\n", + "GCD(39203, 2467) = 1, with coefficients -697 and 11076 such that 1 = (-697)*39203 + (11076)*2467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2468 \t 15 \t 2183 \t 1 \t 0\n", + "1 \t 2468 \t 2183 \t 1 \t 285 \t 0 \t 1\n", + "2 \t 2183 \t 285 \t 7 \t 188 \t 1 \t -15\n", + "3 \t 285 \t 188 \t 1 \t 97 \t -1 \t 16\n", + "4 \t 188 \t 97 \t 1 \t 91 \t 8 \t -127\n", + "5 \t 97 \t 91 \t 1 \t 6 \t -9 \t 143\n", + "6 \t 91 \t 6 \t 15 \t 1 \t 17 \t -270\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -26 \t 413\n", + "\t\t\t\t\t 407 \t -6465\n", + "GCD(39203, 2468) = 1, with coefficients 407 and -6465 such that 1 = (407)*39203 + (-6465)*2468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2469 \t 15 \t 2168 \t 1 \t 0\n", + "1 \t 2469 \t 2168 \t 1 \t 301 \t 0 \t 1\n", + "2 \t 2168 \t 301 \t 7 \t 61 \t 1 \t -15\n", + "3 \t 301 \t 61 \t 4 \t 57 \t -1 \t 16\n", + "4 \t 61 \t 57 \t 1 \t 4 \t 8 \t -127\n", + "5 \t 57 \t 4 \t 14 \t 1 \t -33 \t 524\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 41 \t -651\n", + "\t\t\t\t\t -607 \t 9638\n", + "GCD(39203, 2469) = 1, with coefficients -607 and 9638 such that 1 = (-607)*39203 + (9638)*2469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2470 \t 15 \t 2153 \t 1 \t 0\n", + "1 \t 2470 \t 2153 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 2153 \t 317 \t 6 \t 251 \t 1 \t -15\n", + "3 \t 317 \t 251 \t 1 \t 66 \t -1 \t 16\n", + "4 \t 251 \t 66 \t 3 \t 53 \t 7 \t -111\n", + "5 \t 66 \t 53 \t 1 \t 13 \t -8 \t 127\n", + "6 \t 53 \t 13 \t 4 \t 1 \t 31 \t -492\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -39 \t 619\n", + "\t\t\t\t\t 187 \t -2968\n", + "GCD(39203, 2470) = 1, with coefficients 187 and -2968 such that 1 = (187)*39203 + (-2968)*2470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2471 \t 15 \t 2138 \t 1 \t 0\n", + "1 \t 2471 \t 2138 \t 1 \t 333 \t 0 \t 1\n", + "2 \t 2138 \t 333 \t 6 \t 140 \t 1 \t -15\n", + "3 \t 333 \t 140 \t 2 \t 53 \t -1 \t 16\n", + "4 \t 140 \t 53 \t 2 \t 34 \t 7 \t -111\n", + "5 \t 53 \t 34 \t 1 \t 19 \t -15 \t 238\n", + "6 \t 34 \t 19 \t 1 \t 15 \t 37 \t -587\n", + "7 \t 19 \t 15 \t 1 \t 4 \t -52 \t 825\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 89 \t -1412\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -141 \t 2237\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 512 \t -8123\n", + "\t\t\t\t\t -653 \t 10360\n", + "GCD(39203, 2471) = 1, with coefficients -653 and 10360 such that 1 = (-653)*39203 + (10360)*2471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2472 \t 15 \t 2123 \t 1 \t 0\n", + "1 \t 2472 \t 2123 \t 1 \t 349 \t 0 \t 1\n", + "2 \t 2123 \t 349 \t 6 \t 29 \t 1 \t -15\n", + "3 \t 349 \t 29 \t 12 \t 1 \t -1 \t 16\n", + "4 \t 29 \t 1 \t 29 \t 0 \t 7 \t -111\n", + "\t\t\t\t\t -85 \t 1348\n", + "GCD(39203, 2472) = 1, with coefficients -85 and 1348 such that 1 = (-85)*39203 + (1348)*2472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2473 \t 15 \t 2108 \t 1 \t 0\n", + "1 \t 2473 \t 2108 \t 1 \t 365 \t 0 \t 1\n", + "2 \t 2108 \t 365 \t 5 \t 283 \t 1 \t -15\n", + "3 \t 365 \t 283 \t 1 \t 82 \t -1 \t 16\n", + "4 \t 283 \t 82 \t 3 \t 37 \t 6 \t -95\n", + "5 \t 82 \t 37 \t 2 \t 8 \t -7 \t 111\n", + "6 \t 37 \t 8 \t 4 \t 5 \t 27 \t -428\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -61 \t 967\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 271 \t -4296\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -332 \t 5263\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 603 \t -9559\n", + "\t\t\t\t\t -935 \t 14822\n", + "GCD(39203, 2473) = 1, with coefficients -935 and 14822 such that 1 = (-935)*39203 + (14822)*2473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2474 \t 15 \t 2093 \t 1 \t 0\n", + "1 \t 2474 \t 2093 \t 1 \t 381 \t 0 \t 1\n", + "2 \t 2093 \t 381 \t 5 \t 188 \t 1 \t -15\n", + "3 \t 381 \t 188 \t 2 \t 5 \t -1 \t 16\n", + "4 \t 188 \t 5 \t 37 \t 3 \t 6 \t -95\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -13 \t 206\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 487 \t -7717\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -500 \t 7923\n", + "\t\t\t\t\t 987 \t -15640\n", + "GCD(39203, 2474) = 1, with coefficients 987 and -15640 such that 1 = (987)*39203 + (-15640)*2474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2475 \t 15 \t 2078 \t 1 \t 0\n", + "1 \t 2475 \t 2078 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 2078 \t 397 \t 5 \t 93 \t 1 \t -15\n", + "3 \t 397 \t 93 \t 4 \t 25 \t -1 \t 16\n", + "4 \t 93 \t 25 \t 3 \t 18 \t 6 \t -95\n", + "5 \t 25 \t 18 \t 1 \t 7 \t -25 \t 396\n", + "6 \t 18 \t 7 \t 2 \t 4 \t 81 \t -1283\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -106 \t 1679\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -4641\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -399 \t 6320\n", + "\t\t\t\t\t 692 \t -10961\n", + "GCD(39203, 2475) = 1, with coefficients 692 and -10961 such that 1 = (692)*39203 + (-10961)*2475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2476 \t 15 \t 2063 \t 1 \t 0\n", + "1 \t 2476 \t 2063 \t 1 \t 413 \t 0 \t 1\n", + "2 \t 2063 \t 413 \t 4 \t 411 \t 1 \t -15\n", + "3 \t 413 \t 411 \t 1 \t 2 \t -1 \t 16\n", + "4 \t 411 \t 2 \t 205 \t 1 \t 5 \t -79\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -6 \t 95\n", + "\t\t\t\t\t 1235 \t -19554\n", + "GCD(39203, 2476) = 1, with coefficients 1235 and -19554 such that 1 = (1235)*39203 + (-19554)*2476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2477 \t 15 \t 2048 \t 1 \t 0\n", + "1 \t 2477 \t 2048 \t 1 \t 429 \t 0 \t 1\n", + "2 \t 2048 \t 429 \t 4 \t 332 \t 1 \t -15\n", + "3 \t 429 \t 332 \t 1 \t 97 \t -1 \t 16\n", + "4 \t 332 \t 97 \t 3 \t 41 \t 5 \t -79\n", + "5 \t 97 \t 41 \t 2 \t 15 \t -6 \t 95\n", + "6 \t 41 \t 15 \t 2 \t 11 \t 23 \t -364\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -52 \t 823\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 127 \t -2010\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -179 \t 2833\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 485 \t -7676\n", + "\t\t\t\t\t -664 \t 10509\n", + "GCD(39203, 2477) = 1, with coefficients -664 and 10509 such that 1 = (-664)*39203 + (10509)*2477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2478 \t 15 \t 2033 \t 1 \t 0\n", + "1 \t 2478 \t 2033 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 2033 \t 445 \t 4 \t 253 \t 1 \t -15\n", + "3 \t 445 \t 253 \t 1 \t 192 \t -1 \t 16\n", + "4 \t 253 \t 192 \t 1 \t 61 \t 5 \t -79\n", + "5 \t 192 \t 61 \t 3 \t 9 \t -6 \t 95\n", + "6 \t 61 \t 9 \t 6 \t 7 \t 11 \t -174\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -39 \t 617\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 245 \t -3876\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -284 \t 4493\n", + "\t\t\t\t\t 1097 \t -17355\n", + "GCD(39203, 2478) = 1, with coefficients 1097 and -17355 such that 1 = (1097)*39203 + (-17355)*2478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2479 \t 15 \t 2018 \t 1 \t 0\n", + "1 \t 2479 \t 2018 \t 1 \t 461 \t 0 \t 1\n", + "2 \t 2018 \t 461 \t 4 \t 174 \t 1 \t -15\n", + "3 \t 461 \t 174 \t 2 \t 113 \t -1 \t 16\n", + "4 \t 174 \t 113 \t 1 \t 61 \t 5 \t -79\n", + "5 \t 113 \t 61 \t 1 \t 52 \t -11 \t 174\n", + "6 \t 61 \t 52 \t 1 \t 9 \t 16 \t -253\n", + "7 \t 52 \t 9 \t 5 \t 7 \t -27 \t 427\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 43 \t -680\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -242 \t 3827\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 285 \t -4507\n", + "\t\t\t\t\t -1097 \t 17348\n", + "GCD(39203, 2479) = 1, with coefficients -1097 and 17348 such that 1 = (-1097)*39203 + (17348)*2479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2480 \t 15 \t 2003 \t 1 \t 0\n", + "1 \t 2480 \t 2003 \t 1 \t 477 \t 0 \t 1\n", + "2 \t 2003 \t 477 \t 4 \t 95 \t 1 \t -15\n", + "3 \t 477 \t 95 \t 5 \t 2 \t -1 \t 16\n", + "4 \t 95 \t 2 \t 47 \t 1 \t 5 \t -79\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -26 \t 411\n", + "\t\t\t\t\t 1227 \t -19396\n", + "GCD(39203, 2480) = 1, with coefficients 1227 and -19396 such that 1 = (1227)*39203 + (-19396)*2480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2481 \t 15 \t 1988 \t 1 \t 0\n", + "1 \t 2481 \t 1988 \t 1 \t 493 \t 0 \t 1\n", + "2 \t 1988 \t 493 \t 4 \t 16 \t 1 \t -15\n", + "3 \t 493 \t 16 \t 30 \t 13 \t -1 \t 16\n", + "4 \t 16 \t 13 \t 1 \t 3 \t 5 \t -79\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -151 \t 2386\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 156 \t -2465\n", + "\t\t\t\t\t -775 \t 12246\n", + "GCD(39203, 2481) = 1, with coefficients -775 and 12246 such that 1 = (-775)*39203 + (12246)*2481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2482 \t 15 \t 1973 \t 1 \t 0\n", + "1 \t 2482 \t 1973 \t 1 \t 509 \t 0 \t 1\n", + "2 \t 1973 \t 509 \t 3 \t 446 \t 1 \t -15\n", + "3 \t 509 \t 446 \t 1 \t 63 \t -1 \t 16\n", + "4 \t 446 \t 63 \t 7 \t 5 \t 4 \t -63\n", + "5 \t 63 \t 5 \t 12 \t 3 \t -5 \t 79\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 39 \t -616\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -473 \t 7471\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 512 \t -8087\n", + "\t\t\t\t\t -985 \t 15558\n", + "GCD(39203, 2482) = 1, with coefficients -985 and 15558 such that 1 = (-985)*39203 + (15558)*2482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2483 \t 15 \t 1958 \t 1 \t 0\n", + "1 \t 2483 \t 1958 \t 1 \t 525 \t 0 \t 1\n", + "2 \t 1958 \t 525 \t 3 \t 383 \t 1 \t -15\n", + "3 \t 525 \t 383 \t 1 \t 142 \t -1 \t 16\n", + "4 \t 383 \t 142 \t 2 \t 99 \t 4 \t -63\n", + "5 \t 142 \t 99 \t 1 \t 43 \t -5 \t 79\n", + "6 \t 99 \t 43 \t 2 \t 13 \t 14 \t -221\n", + "7 \t 43 \t 13 \t 3 \t 4 \t -19 \t 300\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 52 \t -821\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -175 \t 2763\n", + "\t\t\t\t\t 577 \t -9110\n", + "GCD(39203, 2483) = 1, with coefficients 577 and -9110 such that 1 = (577)*39203 + (-9110)*2483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2484 \t 15 \t 1943 \t 1 \t 0\n", + "1 \t 2484 \t 1943 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 1943 \t 541 \t 3 \t 320 \t 1 \t -15\n", + "3 \t 541 \t 320 \t 1 \t 221 \t -1 \t 16\n", + "4 \t 320 \t 221 \t 1 \t 99 \t 4 \t -63\n", + "5 \t 221 \t 99 \t 2 \t 23 \t -5 \t 79\n", + "6 \t 99 \t 23 \t 4 \t 7 \t 9 \t -142\n", + "7 \t 23 \t 7 \t 3 \t 2 \t -23 \t 363\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 101 \t -1594\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -326 \t 5145\n", + "\t\t\t\t\t 1079 \t -17029\n", + "GCD(39203, 2484) = 1, with coefficients 1079 and -17029 such that 1 = (1079)*39203 + (-17029)*2484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2485 \t 15 \t 1928 \t 1 \t 0\n", + "1 \t 2485 \t 1928 \t 1 \t 557 \t 0 \t 1\n", + "2 \t 1928 \t 557 \t 3 \t 257 \t 1 \t -15\n", + "3 \t 557 \t 257 \t 2 \t 43 \t -1 \t 16\n", + "4 \t 257 \t 43 \t 5 \t 42 \t 4 \t -63\n", + "5 \t 43 \t 42 \t 1 \t 1 \t -9 \t 142\n", + "6 \t 42 \t 1 \t 42 \t 0 \t 49 \t -773\n", + "\t\t\t\t\t -58 \t 915\n", + "GCD(39203, 2485) = 1, with coefficients -58 and 915 such that 1 = (-58)*39203 + (915)*2485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2486 \t 15 \t 1913 \t 1 \t 0\n", + "1 \t 2486 \t 1913 \t 1 \t 573 \t 0 \t 1\n", + "2 \t 1913 \t 573 \t 3 \t 194 \t 1 \t -15\n", + "3 \t 573 \t 194 \t 2 \t 185 \t -1 \t 16\n", + "4 \t 194 \t 185 \t 1 \t 9 \t 4 \t -63\n", + "5 \t 185 \t 9 \t 20 \t 5 \t -9 \t 142\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 13 \t -205\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -269 \t 4242\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 282 \t -4447\n", + "\t\t\t\t\t -551 \t 8689\n", + "GCD(39203, 2486) = 1, with coefficients -551 and 8689 such that 1 = (-551)*39203 + (8689)*2486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2487 \t 15 \t 1898 \t 1 \t 0\n", + "1 \t 2487 \t 1898 \t 1 \t 589 \t 0 \t 1\n", + "2 \t 1898 \t 589 \t 3 \t 131 \t 1 \t -15\n", + "3 \t 589 \t 131 \t 4 \t 65 \t -1 \t 16\n", + "4 \t 131 \t 65 \t 2 \t 1 \t 4 \t -63\n", + "5 \t 65 \t 1 \t 65 \t 0 \t -17 \t 268\n", + "\t\t\t\t\t 38 \t -599\n", + "GCD(39203, 2487) = 1, with coefficients 38 and -599 such that 1 = (38)*39203 + (-599)*2487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2488 \t 15 \t 1883 \t 1 \t 0\n", + "1 \t 2488 \t 1883 \t 1 \t 605 \t 0 \t 1\n", + "2 \t 1883 \t 605 \t 3 \t 68 \t 1 \t -15\n", + "3 \t 605 \t 68 \t 8 \t 61 \t -1 \t 16\n", + "4 \t 68 \t 61 \t 1 \t 7 \t 4 \t -63\n", + "5 \t 61 \t 7 \t 8 \t 5 \t -33 \t 520\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 37 \t -583\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -329 \t 5184\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 366 \t -5767\n", + "\t\t\t\t\t -1061 \t 16718\n", + "GCD(39203, 2488) = 1, with coefficients -1061 and 16718 such that 1 = (-1061)*39203 + (16718)*2488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2489 \t 15 \t 1868 \t 1 \t 0\n", + "1 \t 2489 \t 1868 \t 1 \t 621 \t 0 \t 1\n", + "2 \t 1868 \t 621 \t 3 \t 5 \t 1 \t -15\n", + "3 \t 621 \t 5 \t 124 \t 1 \t -1 \t 16\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 4 \t -63\n", + "\t\t\t\t\t -497 \t 7828\n", + "GCD(39203, 2489) = 1, with coefficients -497 and 7828 such that 1 = (-497)*39203 + (7828)*2489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2490 \t 15 \t 1853 \t 1 \t 0\n", + "1 \t 2490 \t 1853 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 1853 \t 637 \t 2 \t 579 \t 1 \t -15\n", + "3 \t 637 \t 579 \t 1 \t 58 \t -1 \t 16\n", + "4 \t 579 \t 58 \t 9 \t 57 \t 3 \t -47\n", + "5 \t 58 \t 57 \t 1 \t 1 \t -4 \t 63\n", + "6 \t 57 \t 1 \t 57 \t 0 \t 39 \t -614\n", + "\t\t\t\t\t -43 \t 677\n", + "GCD(39203, 2490) = 1, with coefficients -43 and 677 such that 1 = (-43)*39203 + (677)*2490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2491 \t 15 \t 1838 \t 1 \t 0\n", + "1 \t 2491 \t 1838 \t 1 \t 653 \t 0 \t 1\n", + "2 \t 1838 \t 653 \t 2 \t 532 \t 1 \t -15\n", + "3 \t 653 \t 532 \t 1 \t 121 \t -1 \t 16\n", + "4 \t 532 \t 121 \t 4 \t 48 \t 3 \t -47\n", + "5 \t 121 \t 48 \t 2 \t 25 \t -4 \t 63\n", + "6 \t 48 \t 25 \t 1 \t 23 \t 19 \t -299\n", + "7 \t 25 \t 23 \t 1 \t 2 \t -42 \t 661\n", + "8 \t 23 \t 2 \t 11 \t 1 \t 61 \t -960\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -103 \t 1621\n", + "\t\t\t\t\t 1194 \t -18791\n", + "GCD(39203, 2491) = 1, with coefficients 1194 and -18791 such that 1 = (1194)*39203 + (-18791)*2491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2492 \t 15 \t 1823 \t 1 \t 0\n", + "1 \t 2492 \t 1823 \t 1 \t 669 \t 0 \t 1\n", + "2 \t 1823 \t 669 \t 2 \t 485 \t 1 \t -15\n", + "3 \t 669 \t 485 \t 1 \t 184 \t -1 \t 16\n", + "4 \t 485 \t 184 \t 2 \t 117 \t 3 \t -47\n", + "5 \t 184 \t 117 \t 1 \t 67 \t -4 \t 63\n", + "6 \t 117 \t 67 \t 1 \t 50 \t 11 \t -173\n", + "7 \t 67 \t 50 \t 1 \t 17 \t -15 \t 236\n", + "8 \t 50 \t 17 \t 2 \t 16 \t 26 \t -409\n", + "9 \t 17 \t 16 \t 1 \t 1 \t -41 \t 645\n", + "10 \t 16 \t 1 \t 16 \t 0 \t 108 \t -1699\n", + "\t\t\t\t\t -149 \t 2344\n", + "GCD(39203, 2492) = 1, with coefficients -149 and 2344 such that 1 = (-149)*39203 + (2344)*2492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2493 \t 15 \t 1808 \t 1 \t 0\n", + "1 \t 2493 \t 1808 \t 1 \t 685 \t 0 \t 1\n", + "2 \t 1808 \t 685 \t 2 \t 438 \t 1 \t -15\n", + "3 \t 685 \t 438 \t 1 \t 247 \t -1 \t 16\n", + "4 \t 438 \t 247 \t 1 \t 191 \t 3 \t -47\n", + "5 \t 247 \t 191 \t 1 \t 56 \t -4 \t 63\n", + "6 \t 191 \t 56 \t 3 \t 23 \t 7 \t -110\n", + "7 \t 56 \t 23 \t 2 \t 10 \t -11 \t 173\n", + "8 \t 23 \t 10 \t 2 \t 3 \t 40 \t -629\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -91 \t 1431\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 222 \t -3491\n", + "\t\t\t\t\t -757 \t 11904\n", + "GCD(39203, 2493) = 1, with coefficients -757 and 11904 such that 1 = (-757)*39203 + (11904)*2493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2494 \t 15 \t 1793 \t 1 \t 0\n", + "1 \t 2494 \t 1793 \t 1 \t 701 \t 0 \t 1\n", + "2 \t 1793 \t 701 \t 2 \t 391 \t 1 \t -15\n", + "3 \t 701 \t 391 \t 1 \t 310 \t -1 \t 16\n", + "4 \t 391 \t 310 \t 1 \t 81 \t 3 \t -47\n", + "5 \t 310 \t 81 \t 3 \t 67 \t -4 \t 63\n", + "6 \t 81 \t 67 \t 1 \t 14 \t 7 \t -110\n", + "7 \t 67 \t 14 \t 4 \t 11 \t -25 \t 393\n", + "8 \t 14 \t 11 \t 1 \t 3 \t 32 \t -503\n", + "9 \t 11 \t 3 \t 3 \t 2 \t -153 \t 2405\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 185 \t -2908\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -708 \t 11129\n", + "\t\t\t\t\t 893 \t -14037\n", + "GCD(39203, 2494) = 1, with coefficients 893 and -14037 such that 1 = (893)*39203 + (-14037)*2494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2495 \t 15 \t 1778 \t 1 \t 0\n", + "1 \t 2495 \t 1778 \t 1 \t 717 \t 0 \t 1\n", + "2 \t 1778 \t 717 \t 2 \t 344 \t 1 \t -15\n", + "3 \t 717 \t 344 \t 2 \t 29 \t -1 \t 16\n", + "4 \t 344 \t 29 \t 11 \t 25 \t 3 \t -47\n", + "5 \t 29 \t 25 \t 1 \t 4 \t -7 \t 110\n", + "6 \t 25 \t 4 \t 6 \t 1 \t 80 \t -1257\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -87 \t 1367\n", + "\t\t\t\t\t 602 \t -9459\n", + "GCD(39203, 2495) = 1, with coefficients 602 and -9459 such that 1 = (602)*39203 + (-9459)*2495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2496 \t 15 \t 1763 \t 1 \t 0\n", + "1 \t 2496 \t 1763 \t 1 \t 733 \t 0 \t 1\n", + "2 \t 1763 \t 733 \t 2 \t 297 \t 1 \t -15\n", + "3 \t 733 \t 297 \t 2 \t 139 \t -1 \t 16\n", + "4 \t 297 \t 139 \t 2 \t 19 \t 3 \t -47\n", + "5 \t 139 \t 19 \t 7 \t 6 \t -7 \t 110\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 17 \t -267\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -126 \t 1979\n", + "\t\t\t\t\t 395 \t -6204\n", + "GCD(39203, 2496) = 1, with coefficients 395 and -6204 such that 1 = (395)*39203 + (-6204)*2496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2497 \t 15 \t 1748 \t 1 \t 0\n", + "1 \t 2497 \t 1748 \t 1 \t 749 \t 0 \t 1\n", + "2 \t 1748 \t 749 \t 2 \t 250 \t 1 \t -15\n", + "3 \t 749 \t 250 \t 2 \t 249 \t -1 \t 16\n", + "4 \t 250 \t 249 \t 1 \t 1 \t 3 \t -47\n", + "5 \t 249 \t 1 \t 249 \t 0 \t -7 \t 110\n", + "\t\t\t\t\t 10 \t -157\n", + "GCD(39203, 2497) = 1, with coefficients 10 and -157 such that 1 = (10)*39203 + (-157)*2497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2498 \t 15 \t 1733 \t 1 \t 0\n", + "1 \t 2498 \t 1733 \t 1 \t 765 \t 0 \t 1\n", + "2 \t 1733 \t 765 \t 2 \t 203 \t 1 \t -15\n", + "3 \t 765 \t 203 \t 3 \t 156 \t -1 \t 16\n", + "4 \t 203 \t 156 \t 1 \t 47 \t 3 \t -47\n", + "5 \t 156 \t 47 \t 3 \t 15 \t -10 \t 157\n", + "6 \t 47 \t 15 \t 3 \t 2 \t 13 \t -204\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -49 \t 769\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 160 \t -2511\n", + "\t\t\t\t\t -1169 \t 18346\n", + "GCD(39203, 2498) = 1, with coefficients -1169 and 18346 such that 1 = (-1169)*39203 + (18346)*2498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2499 \t 15 \t 1718 \t 1 \t 0\n", + "1 \t 2499 \t 1718 \t 1 \t 781 \t 0 \t 1\n", + "2 \t 1718 \t 781 \t 2 \t 156 \t 1 \t -15\n", + "3 \t 781 \t 156 \t 5 \t 1 \t -1 \t 16\n", + "4 \t 156 \t 1 \t 156 \t 0 \t 3 \t -47\n", + "\t\t\t\t\t -16 \t 251\n", + "GCD(39203, 2499) = 1, with coefficients -16 and 251 such that 1 = (-16)*39203 + (251)*2499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2500 \t 15 \t 1703 \t 1 \t 0\n", + "1 \t 2500 \t 1703 \t 1 \t 797 \t 0 \t 1\n", + "2 \t 1703 \t 797 \t 2 \t 109 \t 1 \t -15\n", + "3 \t 797 \t 109 \t 7 \t 34 \t -1 \t 16\n", + "4 \t 109 \t 34 \t 3 \t 7 \t 3 \t -47\n", + "5 \t 34 \t 7 \t 4 \t 6 \t -22 \t 345\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 69 \t -1082\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -298 \t 4673\n", + "\t\t\t\t\t 367 \t -5755\n", + "GCD(39203, 2500) = 1, with coefficients 367 and -5755 such that 1 = (367)*39203 + (-5755)*2500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2501 \t 15 \t 1688 \t 1 \t 0\n", + "1 \t 2501 \t 1688 \t 1 \t 813 \t 0 \t 1\n", + "2 \t 1688 \t 813 \t 2 \t 62 \t 1 \t -15\n", + "3 \t 813 \t 62 \t 13 \t 7 \t -1 \t 16\n", + "4 \t 62 \t 7 \t 8 \t 6 \t 3 \t -47\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -40 \t 627\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 323 \t -5063\n", + "\t\t\t\t\t -363 \t 5690\n", + "GCD(39203, 2501) = 1, with coefficients -363 and 5690 such that 1 = (-363)*39203 + (5690)*2501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2502 \t 15 \t 1673 \t 1 \t 0\n", + "1 \t 2502 \t 1673 \t 1 \t 829 \t 0 \t 1\n", + "2 \t 1673 \t 829 \t 2 \t 15 \t 1 \t -15\n", + "3 \t 829 \t 15 \t 55 \t 4 \t -1 \t 16\n", + "4 \t 15 \t 4 \t 3 \t 3 \t 3 \t -47\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -166 \t 2601\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 501 \t -7850\n", + "\t\t\t\t\t -667 \t 10451\n", + "GCD(39203, 2502) = 1, with coefficients -667 and 10451 such that 1 = (-667)*39203 + (10451)*2502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2503 \t 15 \t 1658 \t 1 \t 0\n", + "1 \t 2503 \t 1658 \t 1 \t 845 \t 0 \t 1\n", + "2 \t 1658 \t 845 \t 1 \t 813 \t 1 \t -15\n", + "3 \t 845 \t 813 \t 1 \t 32 \t -1 \t 16\n", + "4 \t 813 \t 32 \t 25 \t 13 \t 2 \t -31\n", + "5 \t 32 \t 13 \t 2 \t 6 \t -3 \t 47\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 77 \t -1206\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -157 \t 2459\n", + "\t\t\t\t\t 391 \t -6124\n", + "GCD(39203, 2503) = 1, with coefficients 391 and -6124 such that 1 = (391)*39203 + (-6124)*2503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2504 \t 15 \t 1643 \t 1 \t 0\n", + "1 \t 2504 \t 1643 \t 1 \t 861 \t 0 \t 1\n", + "2 \t 1643 \t 861 \t 1 \t 782 \t 1 \t -15\n", + "3 \t 861 \t 782 \t 1 \t 79 \t -1 \t 16\n", + "4 \t 782 \t 79 \t 9 \t 71 \t 2 \t -31\n", + "5 \t 79 \t 71 \t 1 \t 8 \t -3 \t 47\n", + "6 \t 71 \t 8 \t 8 \t 7 \t 29 \t -454\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -32 \t 501\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 285 \t -4462\n", + "\t\t\t\t\t -317 \t 4963\n", + "GCD(39203, 2504) = 1, with coefficients -317 and 4963 such that 1 = (-317)*39203 + (4963)*2504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2505 \t 15 \t 1628 \t 1 \t 0\n", + "1 \t 2505 \t 1628 \t 1 \t 877 \t 0 \t 1\n", + "2 \t 1628 \t 877 \t 1 \t 751 \t 1 \t -15\n", + "3 \t 877 \t 751 \t 1 \t 126 \t -1 \t 16\n", + "4 \t 751 \t 126 \t 5 \t 121 \t 2 \t -31\n", + "5 \t 126 \t 121 \t 1 \t 5 \t -3 \t 47\n", + "6 \t 121 \t 5 \t 24 \t 1 \t 17 \t -266\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -20 \t 313\n", + "\t\t\t\t\t 497 \t -7778\n", + "GCD(39203, 2505) = 1, with coefficients 497 and -7778 such that 1 = (497)*39203 + (-7778)*2505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2506 \t 15 \t 1613 \t 1 \t 0\n", + "1 \t 2506 \t 1613 \t 1 \t 893 \t 0 \t 1\n", + "2 \t 1613 \t 893 \t 1 \t 720 \t 1 \t -15\n", + "3 \t 893 \t 720 \t 1 \t 173 \t -1 \t 16\n", + "4 \t 720 \t 173 \t 4 \t 28 \t 2 \t -31\n", + "5 \t 173 \t 28 \t 6 \t 5 \t -3 \t 47\n", + "6 \t 28 \t 5 \t 5 \t 3 \t 14 \t -219\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -87 \t 1361\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 449 \t -7024\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -536 \t 8385\n", + "\t\t\t\t\t 985 \t -15409\n", + "GCD(39203, 2506) = 1, with coefficients 985 and -15409 such that 1 = (985)*39203 + (-15409)*2506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2507 \t 15 \t 1598 \t 1 \t 0\n", + "1 \t 2507 \t 1598 \t 1 \t 909 \t 0 \t 1\n", + "2 \t 1598 \t 909 \t 1 \t 689 \t 1 \t -15\n", + "3 \t 909 \t 689 \t 1 \t 220 \t -1 \t 16\n", + "4 \t 689 \t 220 \t 3 \t 29 \t 2 \t -31\n", + "5 \t 220 \t 29 \t 7 \t 17 \t -3 \t 47\n", + "6 \t 29 \t 17 \t 1 \t 12 \t 11 \t -172\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -80 \t 1251\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 91 \t -1423\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -171 \t 2674\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 433 \t -6771\n", + "\t\t\t\t\t -1037 \t 16216\n", + "GCD(39203, 2507) = 1, with coefficients -1037 and 16216 such that 1 = (-1037)*39203 + (16216)*2507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2508 \t 15 \t 1583 \t 1 \t 0\n", + "1 \t 2508 \t 1583 \t 1 \t 925 \t 0 \t 1\n", + "2 \t 1583 \t 925 \t 1 \t 658 \t 1 \t -15\n", + "3 \t 925 \t 658 \t 1 \t 267 \t -1 \t 16\n", + "4 \t 658 \t 267 \t 2 \t 124 \t 2 \t -31\n", + "5 \t 267 \t 124 \t 2 \t 19 \t -3 \t 47\n", + "6 \t 124 \t 19 \t 6 \t 10 \t 8 \t -125\n", + "7 \t 19 \t 10 \t 1 \t 9 \t -19 \t 297\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 122 \t -1907\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -141 \t 2204\n", + "\t\t\t\t\t 263 \t -4111\n", + "GCD(39203, 2508) = 1, with coefficients 263 and -4111 such that 1 = (263)*39203 + (-4111)*2508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2509 \t 15 \t 1568 \t 1 \t 0\n", + "1 \t 2509 \t 1568 \t 1 \t 941 \t 0 \t 1\n", + "2 \t 1568 \t 941 \t 1 \t 627 \t 1 \t -15\n", + "3 \t 941 \t 627 \t 1 \t 314 \t -1 \t 16\n", + "4 \t 627 \t 314 \t 1 \t 313 \t 2 \t -31\n", + "5 \t 314 \t 313 \t 1 \t 1 \t -3 \t 47\n", + "6 \t 313 \t 1 \t 313 \t 0 \t 5 \t -78\n", + "\t\t\t\t\t -8 \t 125\n", + "GCD(39203, 2509) = 1, with coefficients -8 and 125 such that 1 = (-8)*39203 + (125)*2509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2510 \t 15 \t 1553 \t 1 \t 0\n", + "1 \t 2510 \t 1553 \t 1 \t 957 \t 0 \t 1\n", + "2 \t 1553 \t 957 \t 1 \t 596 \t 1 \t -15\n", + "3 \t 957 \t 596 \t 1 \t 361 \t -1 \t 16\n", + "4 \t 596 \t 361 \t 1 \t 235 \t 2 \t -31\n", + "5 \t 361 \t 235 \t 1 \t 126 \t -3 \t 47\n", + "6 \t 235 \t 126 \t 1 \t 109 \t 5 \t -78\n", + "7 \t 126 \t 109 \t 1 \t 17 \t -8 \t 125\n", + "8 \t 109 \t 17 \t 6 \t 7 \t 13 \t -203\n", + "9 \t 17 \t 7 \t 2 \t 3 \t -21 \t 328\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 139 \t -2171\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -299 \t 4670\n", + "\t\t\t\t\t 737 \t -11511\n", + "GCD(39203, 2510) = 1, with coefficients 737 and -11511 such that 1 = (737)*39203 + (-11511)*2510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2511 \t 15 \t 1538 \t 1 \t 0\n", + "1 \t 2511 \t 1538 \t 1 \t 973 \t 0 \t 1\n", + "2 \t 1538 \t 973 \t 1 \t 565 \t 1 \t -15\n", + "3 \t 973 \t 565 \t 1 \t 408 \t -1 \t 16\n", + "4 \t 565 \t 408 \t 1 \t 157 \t 2 \t -31\n", + "5 \t 408 \t 157 \t 2 \t 94 \t -3 \t 47\n", + "6 \t 157 \t 94 \t 1 \t 63 \t 5 \t -78\n", + "7 \t 94 \t 63 \t 1 \t 31 \t -13 \t 203\n", + "8 \t 63 \t 31 \t 2 \t 1 \t 18 \t -281\n", + "9 \t 31 \t 1 \t 31 \t 0 \t -31 \t 484\n", + "\t\t\t\t\t 80 \t -1249\n", + "GCD(39203, 2511) = 1, with coefficients 80 and -1249 such that 1 = (80)*39203 + (-1249)*2511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2512 \t 15 \t 1523 \t 1 \t 0\n", + "1 \t 2512 \t 1523 \t 1 \t 989 \t 0 \t 1\n", + "2 \t 1523 \t 989 \t 1 \t 534 \t 1 \t -15\n", + "3 \t 989 \t 534 \t 1 \t 455 \t -1 \t 16\n", + "4 \t 534 \t 455 \t 1 \t 79 \t 2 \t -31\n", + "5 \t 455 \t 79 \t 5 \t 60 \t -3 \t 47\n", + "6 \t 79 \t 60 \t 1 \t 19 \t 5 \t -78\n", + "7 \t 60 \t 19 \t 3 \t 3 \t -28 \t 437\n", + "8 \t 19 \t 3 \t 6 \t 1 \t 33 \t -515\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -127 \t 1982\n", + "\t\t\t\t\t 795 \t -12407\n", + "GCD(39203, 2512) = 1, with coefficients 795 and -12407 such that 1 = (795)*39203 + (-12407)*2512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2513 \t 15 \t 1508 \t 1 \t 0\n", + "1 \t 2513 \t 1508 \t 1 \t 1005 \t 0 \t 1\n", + "2 \t 1508 \t 1005 \t 1 \t 503 \t 1 \t -15\n", + "3 \t 1005 \t 503 \t 1 \t 502 \t -1 \t 16\n", + "4 \t 503 \t 502 \t 1 \t 1 \t 2 \t -31\n", + "5 \t 502 \t 1 \t 502 \t 0 \t -3 \t 47\n", + "\t\t\t\t\t 5 \t -78\n", + "GCD(39203, 2513) = 1, with coefficients 5 and -78 such that 1 = (5)*39203 + (-78)*2513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2514 \t 15 \t 1493 \t 1 \t 0\n", + "1 \t 2514 \t 1493 \t 1 \t 1021 \t 0 \t 1\n", + "2 \t 1493 \t 1021 \t 1 \t 472 \t 1 \t -15\n", + "3 \t 1021 \t 472 \t 2 \t 77 \t -1 \t 16\n", + "4 \t 472 \t 77 \t 6 \t 10 \t 2 \t -31\n", + "5 \t 77 \t 10 \t 7 \t 7 \t -5 \t 78\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 32 \t -499\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -229 \t 3571\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 261 \t -4070\n", + "\t\t\t\t\t -751 \t 11711\n", + "GCD(39203, 2514) = 1, with coefficients -751 and 11711 such that 1 = (-751)*39203 + (11711)*2514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2515 \t 15 \t 1478 \t 1 \t 0\n", + "1 \t 2515 \t 1478 \t 1 \t 1037 \t 0 \t 1\n", + "2 \t 1478 \t 1037 \t 1 \t 441 \t 1 \t -15\n", + "3 \t 1037 \t 441 \t 2 \t 155 \t -1 \t 16\n", + "4 \t 441 \t 155 \t 2 \t 131 \t 2 \t -31\n", + "5 \t 155 \t 131 \t 1 \t 24 \t -5 \t 78\n", + "6 \t 131 \t 24 \t 5 \t 11 \t 12 \t -187\n", + "7 \t 24 \t 11 \t 2 \t 2 \t -17 \t 265\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 97 \t -1512\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -211 \t 3289\n", + "\t\t\t\t\t 1152 \t -17957\n", + "GCD(39203, 2515) = 1, with coefficients 1152 and -17957 such that 1 = (1152)*39203 + (-17957)*2515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2516 \t 15 \t 1463 \t 1 \t 0\n", + "1 \t 2516 \t 1463 \t 1 \t 1053 \t 0 \t 1\n", + "2 \t 1463 \t 1053 \t 1 \t 410 \t 1 \t -15\n", + "3 \t 1053 \t 410 \t 2 \t 233 \t -1 \t 16\n", + "4 \t 410 \t 233 \t 1 \t 177 \t 2 \t -31\n", + "5 \t 233 \t 177 \t 1 \t 56 \t -5 \t 78\n", + "6 \t 177 \t 56 \t 3 \t 9 \t 7 \t -109\n", + "7 \t 56 \t 9 \t 6 \t 2 \t -12 \t 187\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 43 \t -670\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -270 \t 4207\n", + "\t\t\t\t\t 1123 \t -17498\n", + "GCD(39203, 2516) = 1, with coefficients 1123 and -17498 such that 1 = (1123)*39203 + (-17498)*2516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2517 \t 15 \t 1448 \t 1 \t 0\n", + "1 \t 2517 \t 1448 \t 1 \t 1069 \t 0 \t 1\n", + "2 \t 1448 \t 1069 \t 1 \t 379 \t 1 \t -15\n", + "3 \t 1069 \t 379 \t 2 \t 311 \t -1 \t 16\n", + "4 \t 379 \t 311 \t 1 \t 68 \t 2 \t -31\n", + "5 \t 311 \t 68 \t 4 \t 39 \t -5 \t 78\n", + "6 \t 68 \t 39 \t 1 \t 29 \t 7 \t -109\n", + "7 \t 39 \t 29 \t 1 \t 10 \t -33 \t 514\n", + "8 \t 29 \t 10 \t 2 \t 9 \t 40 \t -623\n", + "9 \t 10 \t 9 \t 1 \t 1 \t -73 \t 1137\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 186 \t -2897\n", + "\t\t\t\t\t -259 \t 4034\n", + "GCD(39203, 2517) = 1, with coefficients -259 and 4034 such that 1 = (-259)*39203 + (4034)*2517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2518 \t 15 \t 1433 \t 1 \t 0\n", + "1 \t 2518 \t 1433 \t 1 \t 1085 \t 0 \t 1\n", + "2 \t 1433 \t 1085 \t 1 \t 348 \t 1 \t -15\n", + "3 \t 1085 \t 348 \t 3 \t 41 \t -1 \t 16\n", + "4 \t 348 \t 41 \t 8 \t 20 \t 2 \t -31\n", + "5 \t 41 \t 20 \t 2 \t 1 \t -7 \t 109\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 58 \t -903\n", + "\t\t\t\t\t -123 \t 1915\n", + "GCD(39203, 2518) = 1, with coefficients -123 and 1915 such that 1 = (-123)*39203 + (1915)*2518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2519 \t 15 \t 1418 \t 1 \t 0\n", + "1 \t 2519 \t 1418 \t 1 \t 1101 \t 0 \t 1\n", + "2 \t 1418 \t 1101 \t 1 \t 317 \t 1 \t -15\n", + "3 \t 1101 \t 317 \t 3 \t 150 \t -1 \t 16\n", + "4 \t 317 \t 150 \t 2 \t 17 \t 2 \t -31\n", + "5 \t 150 \t 17 \t 8 \t 14 \t -7 \t 109\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 16 \t -249\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -135 \t 2101\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 151 \t -2350\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -739 \t 11501\n", + "\t\t\t\t\t 890 \t -13851\n", + "GCD(39203, 2519) = 1, with coefficients 890 and -13851 such that 1 = (890)*39203 + (-13851)*2519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2520 \t 15 \t 1403 \t 1 \t 0\n", + "1 \t 2520 \t 1403 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 1403 \t 1117 \t 1 \t 286 \t 1 \t -15\n", + "3 \t 1117 \t 286 \t 3 \t 259 \t -1 \t 16\n", + "4 \t 286 \t 259 \t 1 \t 27 \t 2 \t -31\n", + "5 \t 259 \t 27 \t 9 \t 16 \t -7 \t 109\n", + "6 \t 27 \t 16 \t 1 \t 11 \t 9 \t -140\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -88 \t 1369\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 97 \t -1509\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -185 \t 2878\n", + "\t\t\t\t\t 467 \t -7265\n", + "GCD(39203, 2520) = 1, with coefficients 467 and -7265 such that 1 = (467)*39203 + (-7265)*2520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2521 \t 15 \t 1388 \t 1 \t 0\n", + "1 \t 2521 \t 1388 \t 1 \t 1133 \t 0 \t 1\n", + "2 \t 1388 \t 1133 \t 1 \t 255 \t 1 \t -15\n", + "3 \t 1133 \t 255 \t 4 \t 113 \t -1 \t 16\n", + "4 \t 255 \t 113 \t 2 \t 29 \t 2 \t -31\n", + "5 \t 113 \t 29 \t 3 \t 26 \t -9 \t 140\n", + "6 \t 29 \t 26 \t 1 \t 3 \t 20 \t -311\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -69 \t 1073\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 89 \t -1384\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -781 \t 12145\n", + "\t\t\t\t\t 870 \t -13529\n", + "GCD(39203, 2521) = 1, with coefficients 870 and -13529 such that 1 = (870)*39203 + (-13529)*2521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2522 \t 15 \t 1373 \t 1 \t 0\n", + "1 \t 2522 \t 1373 \t 1 \t 1149 \t 0 \t 1\n", + "2 \t 1373 \t 1149 \t 1 \t 224 \t 1 \t -15\n", + "3 \t 1149 \t 224 \t 5 \t 29 \t -1 \t 16\n", + "4 \t 224 \t 29 \t 7 \t 21 \t 2 \t -31\n", + "5 \t 29 \t 21 \t 1 \t 8 \t -11 \t 171\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 79 \t -1228\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -90 \t 1399\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 259 \t -4026\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -349 \t 5425\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 608 \t -9451\n", + "\t\t\t\t\t -957 \t 14876\n", + "GCD(39203, 2522) = 1, with coefficients -957 and 14876 such that 1 = (-957)*39203 + (14876)*2522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2523 \t 15 \t 1358 \t 1 \t 0\n", + "1 \t 2523 \t 1358 \t 1 \t 1165 \t 0 \t 1\n", + "2 \t 1358 \t 1165 \t 1 \t 193 \t 1 \t -15\n", + "3 \t 1165 \t 193 \t 6 \t 7 \t -1 \t 16\n", + "4 \t 193 \t 7 \t 27 \t 4 \t 2 \t -31\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -13 \t 202\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 353 \t -5485\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -366 \t 5687\n", + "\t\t\t\t\t 719 \t -11172\n", + "GCD(39203, 2523) = 1, with coefficients 719 and -11172 such that 1 = (719)*39203 + (-11172)*2523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2524 \t 15 \t 1343 \t 1 \t 0\n", + "1 \t 2524 \t 1343 \t 1 \t 1181 \t 0 \t 1\n", + "2 \t 1343 \t 1181 \t 1 \t 162 \t 1 \t -15\n", + "3 \t 1181 \t 162 \t 7 \t 47 \t -1 \t 16\n", + "4 \t 162 \t 47 \t 3 \t 21 \t 2 \t -31\n", + "5 \t 47 \t 21 \t 2 \t 5 \t -15 \t 233\n", + "6 \t 21 \t 5 \t 4 \t 1 \t 47 \t -730\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -109 \t 1693\n", + "\t\t\t\t\t 483 \t -7502\n", + "GCD(39203, 2524) = 1, with coefficients 483 and -7502 such that 1 = (483)*39203 + (-7502)*2524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2525 \t 15 \t 1328 \t 1 \t 0\n", + "1 \t 2525 \t 1328 \t 1 \t 1197 \t 0 \t 1\n", + "2 \t 1328 \t 1197 \t 1 \t 131 \t 1 \t -15\n", + "3 \t 1197 \t 131 \t 9 \t 18 \t -1 \t 16\n", + "4 \t 131 \t 18 \t 7 \t 5 \t 2 \t -31\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -19 \t 295\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 135 \t -2096\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -424 \t 6583\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 559 \t -8679\n", + "\t\t\t\t\t -983 \t 15262\n", + "GCD(39203, 2525) = 1, with coefficients -983 and 15262 such that 1 = (-983)*39203 + (15262)*2525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2526 \t 15 \t 1313 \t 1 \t 0\n", + "1 \t 2526 \t 1313 \t 1 \t 1213 \t 0 \t 1\n", + "2 \t 1313 \t 1213 \t 1 \t 100 \t 1 \t -15\n", + "3 \t 1213 \t 100 \t 12 \t 13 \t -1 \t 16\n", + "4 \t 100 \t 13 \t 7 \t 9 \t 2 \t -31\n", + "5 \t 13 \t 9 \t 1 \t 4 \t -25 \t 388\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 177 \t -2747\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -202 \t 3135\n", + "\t\t\t\t\t 581 \t -9017\n", + "GCD(39203, 2526) = 1, with coefficients 581 and -9017 such that 1 = (581)*39203 + (-9017)*2526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2527 \t 15 \t 1298 \t 1 \t 0\n", + "1 \t 2527 \t 1298 \t 1 \t 1229 \t 0 \t 1\n", + "2 \t 1298 \t 1229 \t 1 \t 69 \t 1 \t -15\n", + "3 \t 1229 \t 69 \t 17 \t 56 \t -1 \t 16\n", + "4 \t 69 \t 56 \t 1 \t 13 \t 2 \t -31\n", + "5 \t 56 \t 13 \t 4 \t 4 \t -35 \t 543\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 37 \t -574\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -183 \t 2839\n", + "\t\t\t\t\t 586 \t -9091\n", + "GCD(39203, 2527) = 1, with coefficients 586 and -9091 such that 1 = (586)*39203 + (-9091)*2527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2528 \t 15 \t 1283 \t 1 \t 0\n", + "1 \t 2528 \t 1283 \t 1 \t 1245 \t 0 \t 1\n", + "2 \t 1283 \t 1245 \t 1 \t 38 \t 1 \t -15\n", + "3 \t 1245 \t 38 \t 32 \t 29 \t -1 \t 16\n", + "4 \t 38 \t 29 \t 1 \t 9 \t 2 \t -31\n", + "5 \t 29 \t 9 \t 3 \t 2 \t -65 \t 1008\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 67 \t -1039\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -266 \t 4125\n", + "\t\t\t\t\t 1131 \t -17539\n", + "GCD(39203, 2528) = 1, with coefficients 1131 and -17539 such that 1 = (1131)*39203 + (-17539)*2528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2529 \t 15 \t 1268 \t 1 \t 0\n", + "1 \t 2529 \t 1268 \t 1 \t 1261 \t 0 \t 1\n", + "2 \t 1268 \t 1261 \t 1 \t 7 \t 1 \t -15\n", + "3 \t 1261 \t 7 \t 180 \t 1 \t -1 \t 16\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 2 \t -31\n", + "\t\t\t\t\t -361 \t 5596\n", + "GCD(39203, 2529) = 1, with coefficients -361 and 5596 such that 1 = (-361)*39203 + (5596)*2529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2530 \t 15 \t 1253 \t 1 \t 0\n", + "1 \t 2530 \t 1253 \t 2 \t 24 \t 0 \t 1\n", + "2 \t 1253 \t 24 \t 52 \t 5 \t 1 \t -15\n", + "3 \t 24 \t 5 \t 4 \t 4 \t -2 \t 31\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 105 \t -1627\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -422 \t 6539\n", + "\t\t\t\t\t 527 \t -8166\n", + "GCD(39203, 2530) = 1, with coefficients 527 and -8166 such that 1 = (527)*39203 + (-8166)*2530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2531 \t 15 \t 1238 \t 1 \t 0\n", + "1 \t 2531 \t 1238 \t 2 \t 55 \t 0 \t 1\n", + "2 \t 1238 \t 55 \t 22 \t 28 \t 1 \t -15\n", + "3 \t 55 \t 28 \t 1 \t 27 \t -2 \t 31\n", + "4 \t 28 \t 27 \t 1 \t 1 \t 45 \t -697\n", + "5 \t 27 \t 1 \t 27 \t 0 \t -47 \t 728\n", + "\t\t\t\t\t 92 \t -1425\n", + "GCD(39203, 2531) = 1, with coefficients 92 and -1425 such that 1 = (92)*39203 + (-1425)*2531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2532 \t 15 \t 1223 \t 1 \t 0\n", + "1 \t 2532 \t 1223 \t 2 \t 86 \t 0 \t 1\n", + "2 \t 1223 \t 86 \t 14 \t 19 \t 1 \t -15\n", + "3 \t 86 \t 19 \t 4 \t 10 \t -2 \t 31\n", + "4 \t 19 \t 10 \t 1 \t 9 \t 29 \t -449\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -118 \t 1827\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 147 \t -2276\n", + "\t\t\t\t\t -265 \t 4103\n", + "GCD(39203, 2532) = 1, with coefficients -265 and 4103 such that 1 = (-265)*39203 + (4103)*2532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2533 \t 15 \t 1208 \t 1 \t 0\n", + "1 \t 2533 \t 1208 \t 2 \t 117 \t 0 \t 1\n", + "2 \t 1208 \t 117 \t 10 \t 38 \t 1 \t -15\n", + "3 \t 117 \t 38 \t 3 \t 3 \t -2 \t 31\n", + "4 \t 38 \t 3 \t 12 \t 2 \t 21 \t -325\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -65 \t 1006\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 801 \t -12397\n", + "\t\t\t\t\t -866 \t 13403\n", + "GCD(39203, 2533) = 1, with coefficients -866 and 13403 such that 1 = (-866)*39203 + (13403)*2533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2534 \t 15 \t 1193 \t 1 \t 0\n", + "1 \t 2534 \t 1193 \t 2 \t 148 \t 0 \t 1\n", + "2 \t 1193 \t 148 \t 8 \t 9 \t 1 \t -15\n", + "3 \t 148 \t 9 \t 16 \t 4 \t -2 \t 31\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 17 \t -263\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -274 \t 4239\n", + "\t\t\t\t\t 565 \t -8741\n", + "GCD(39203, 2534) = 1, with coefficients 565 and -8741 such that 1 = (565)*39203 + (-8741)*2534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2535 \t 15 \t 1178 \t 1 \t 0\n", + "1 \t 2535 \t 1178 \t 2 \t 179 \t 0 \t 1\n", + "2 \t 1178 \t 179 \t 6 \t 104 \t 1 \t -15\n", + "3 \t 179 \t 104 \t 1 \t 75 \t -2 \t 31\n", + "4 \t 104 \t 75 \t 1 \t 29 \t 13 \t -201\n", + "5 \t 75 \t 29 \t 2 \t 17 \t -15 \t 232\n", + "6 \t 29 \t 17 \t 1 \t 12 \t 28 \t -433\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -71 \t 1098\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 99 \t -1531\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -170 \t 2629\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 439 \t -6789\n", + "\t\t\t\t\t -1048 \t 16207\n", + "GCD(39203, 2535) = 1, with coefficients -1048 and 16207 such that 1 = (-1048)*39203 + (16207)*2535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2536 \t 15 \t 1163 \t 1 \t 0\n", + "1 \t 2536 \t 1163 \t 2 \t 210 \t 0 \t 1\n", + "2 \t 1163 \t 210 \t 5 \t 113 \t 1 \t -15\n", + "3 \t 210 \t 113 \t 1 \t 97 \t -2 \t 31\n", + "4 \t 113 \t 97 \t 1 \t 16 \t 11 \t -170\n", + "5 \t 97 \t 16 \t 6 \t 1 \t -13 \t 201\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 24 \t -371\n", + "\t\t\t\t\t -157 \t 2427\n", + "GCD(39203, 2536) = 1, with coefficients -157 and 2427 such that 1 = (-157)*39203 + (2427)*2536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2537 \t 15 \t 1148 \t 1 \t 0\n", + "1 \t 2537 \t 1148 \t 2 \t 241 \t 0 \t 1\n", + "2 \t 1148 \t 241 \t 4 \t 184 \t 1 \t -15\n", + "3 \t 241 \t 184 \t 1 \t 57 \t -2 \t 31\n", + "4 \t 184 \t 57 \t 3 \t 13 \t 9 \t -139\n", + "5 \t 57 \t 13 \t 4 \t 5 \t -11 \t 170\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 42 \t -649\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -179 \t 2766\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 400 \t -6181\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -579 \t 8947\n", + "\t\t\t\t\t 979 \t -15128\n", + "GCD(39203, 2537) = 1, with coefficients 979 and -15128 such that 1 = (979)*39203 + (-15128)*2537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2538 \t 15 \t 1133 \t 1 \t 0\n", + "1 \t 2538 \t 1133 \t 2 \t 272 \t 0 \t 1\n", + "2 \t 1133 \t 272 \t 4 \t 45 \t 1 \t -15\n", + "3 \t 272 \t 45 \t 6 \t 2 \t -2 \t 31\n", + "4 \t 45 \t 2 \t 22 \t 1 \t 9 \t -139\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -56 \t 865\n", + "\t\t\t\t\t 1241 \t -19169\n", + "GCD(39203, 2538) = 1, with coefficients 1241 and -19169 such that 1 = (1241)*39203 + (-19169)*2538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2539 \t 15 \t 1118 \t 1 \t 0\n", + "1 \t 2539 \t 1118 \t 2 \t 303 \t 0 \t 1\n", + "2 \t 1118 \t 303 \t 3 \t 209 \t 1 \t -15\n", + "3 \t 303 \t 209 \t 1 \t 94 \t -2 \t 31\n", + "4 \t 209 \t 94 \t 2 \t 21 \t 7 \t -108\n", + "5 \t 94 \t 21 \t 4 \t 10 \t -9 \t 139\n", + "6 \t 21 \t 10 \t 2 \t 1 \t 25 \t -386\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -109 \t 1683\n", + "\t\t\t\t\t 243 \t -3752\n", + "GCD(39203, 2539) = 1, with coefficients 243 and -3752 such that 1 = (243)*39203 + (-3752)*2539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2540 \t 15 \t 1103 \t 1 \t 0\n", + "1 \t 2540 \t 1103 \t 2 \t 334 \t 0 \t 1\n", + "2 \t 1103 \t 334 \t 3 \t 101 \t 1 \t -15\n", + "3 \t 334 \t 101 \t 3 \t 31 \t -2 \t 31\n", + "4 \t 101 \t 31 \t 3 \t 8 \t 7 \t -108\n", + "5 \t 31 \t 8 \t 3 \t 7 \t -23 \t 355\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 76 \t -1173\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -251 \t 3874\n", + "\t\t\t\t\t 327 \t -5047\n", + "GCD(39203, 2540) = 1, with coefficients 327 and -5047 such that 1 = (327)*39203 + (-5047)*2540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2541 \t 15 \t 1088 \t 1 \t 0\n", + "1 \t 2541 \t 1088 \t 2 \t 365 \t 0 \t 1\n", + "2 \t 1088 \t 365 \t 2 \t 358 \t 1 \t -15\n", + "3 \t 365 \t 358 \t 1 \t 7 \t -2 \t 31\n", + "4 \t 358 \t 7 \t 51 \t 1 \t 5 \t -77\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -7 \t 108\n", + "\t\t\t\t\t 362 \t -5585\n", + "GCD(39203, 2541) = 1, with coefficients 362 and -5585 such that 1 = (362)*39203 + (-5585)*2541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2542 \t 15 \t 1073 \t 1 \t 0\n", + "1 \t 2542 \t 1073 \t 2 \t 396 \t 0 \t 1\n", + "2 \t 1073 \t 396 \t 2 \t 281 \t 1 \t -15\n", + "3 \t 396 \t 281 \t 1 \t 115 \t -2 \t 31\n", + "4 \t 281 \t 115 \t 2 \t 51 \t 5 \t -77\n", + "5 \t 115 \t 51 \t 2 \t 13 \t -7 \t 108\n", + "6 \t 51 \t 13 \t 3 \t 12 \t 19 \t -293\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -45 \t 694\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 154 \t -2375\n", + "\t\t\t\t\t -199 \t 3069\n", + "GCD(39203, 2542) = 1, with coefficients -199 and 3069 such that 1 = (-199)*39203 + (3069)*2542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2543 \t 15 \t 1058 \t 1 \t 0\n", + "1 \t 2543 \t 1058 \t 2 \t 427 \t 0 \t 1\n", + "2 \t 1058 \t 427 \t 2 \t 204 \t 1 \t -15\n", + "3 \t 427 \t 204 \t 2 \t 19 \t -2 \t 31\n", + "4 \t 204 \t 19 \t 10 \t 14 \t 5 \t -77\n", + "5 \t 19 \t 14 \t 1 \t 5 \t -12 \t 185\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 125 \t -1927\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -137 \t 2112\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 399 \t -6151\n", + "\t\t\t\t\t -536 \t 8263\n", + "GCD(39203, 2543) = 1, with coefficients -536 and 8263 such that 1 = (-536)*39203 + (8263)*2543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2544 \t 15 \t 1043 \t 1 \t 0\n", + "1 \t 2544 \t 1043 \t 2 \t 458 \t 0 \t 1\n", + "2 \t 1043 \t 458 \t 2 \t 127 \t 1 \t -15\n", + "3 \t 458 \t 127 \t 3 \t 77 \t -2 \t 31\n", + "4 \t 127 \t 77 \t 1 \t 50 \t 5 \t -77\n", + "5 \t 77 \t 50 \t 1 \t 27 \t -17 \t 262\n", + "6 \t 50 \t 27 \t 1 \t 23 \t 22 \t -339\n", + "7 \t 27 \t 23 \t 1 \t 4 \t -39 \t 601\n", + "8 \t 23 \t 4 \t 5 \t 3 \t 61 \t -940\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -100 \t 1541\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 561 \t -8645\n", + "\t\t\t\t\t -661 \t 10186\n", + "GCD(39203, 2544) = 1, with coefficients -661 and 10186 such that 1 = (-661)*39203 + (10186)*2544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2545 \t 15 \t 1028 \t 1 \t 0\n", + "1 \t 2545 \t 1028 \t 2 \t 489 \t 0 \t 1\n", + "2 \t 1028 \t 489 \t 2 \t 50 \t 1 \t -15\n", + "3 \t 489 \t 50 \t 9 \t 39 \t -2 \t 31\n", + "4 \t 50 \t 39 \t 1 \t 11 \t 5 \t -77\n", + "5 \t 39 \t 11 \t 3 \t 6 \t -47 \t 724\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 52 \t -801\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -203 \t 3127\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 255 \t -3928\n", + "\t\t\t\t\t -458 \t 7055\n", + "GCD(39203, 2545) = 1, with coefficients -458 and 7055 such that 1 = (-458)*39203 + (7055)*2545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2546 \t 15 \t 1013 \t 1 \t 0\n", + "1 \t 2546 \t 1013 \t 2 \t 520 \t 0 \t 1\n", + "2 \t 1013 \t 520 \t 1 \t 493 \t 1 \t -15\n", + "3 \t 520 \t 493 \t 1 \t 27 \t -2 \t 31\n", + "4 \t 493 \t 27 \t 18 \t 7 \t 3 \t -46\n", + "5 \t 27 \t 7 \t 3 \t 6 \t -5 \t 77\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 93 \t -1432\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -284 \t 4373\n", + "\t\t\t\t\t 377 \t -5805\n", + "GCD(39203, 2546) = 1, with coefficients 377 and -5805 such that 1 = (377)*39203 + (-5805)*2546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2547 \t 15 \t 998 \t 1 \t 0\n", + "1 \t 2547 \t 998 \t 2 \t 551 \t 0 \t 1\n", + "2 \t 998 \t 551 \t 1 \t 447 \t 1 \t -15\n", + "3 \t 551 \t 447 \t 1 \t 104 \t -2 \t 31\n", + "4 \t 447 \t 104 \t 4 \t 31 \t 3 \t -46\n", + "5 \t 104 \t 31 \t 3 \t 11 \t -5 \t 77\n", + "6 \t 31 \t 11 \t 2 \t 9 \t 23 \t -354\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -74 \t 1139\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 171 \t -2632\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -245 \t 3771\n", + "\t\t\t\t\t 1151 \t -17716\n", + "GCD(39203, 2547) = 1, with coefficients 1151 and -17716 such that 1 = (1151)*39203 + (-17716)*2547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2548 \t 15 \t 983 \t 1 \t 0\n", + "1 \t 2548 \t 983 \t 2 \t 582 \t 0 \t 1\n", + "2 \t 983 \t 582 \t 1 \t 401 \t 1 \t -15\n", + "3 \t 582 \t 401 \t 1 \t 181 \t -2 \t 31\n", + "4 \t 401 \t 181 \t 2 \t 39 \t 3 \t -46\n", + "5 \t 181 \t 39 \t 4 \t 25 \t -5 \t 77\n", + "6 \t 39 \t 25 \t 1 \t 14 \t 13 \t -200\n", + "7 \t 25 \t 14 \t 1 \t 11 \t -57 \t 877\n", + "8 \t 14 \t 11 \t 1 \t 3 \t 70 \t -1077\n", + "9 \t 11 \t 3 \t 3 \t 2 \t -127 \t 1954\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 197 \t -3031\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -718 \t 11047\n", + "\t\t\t\t\t 915 \t -14078\n", + "GCD(39203, 2548) = 1, with coefficients 915 and -14078 such that 1 = (915)*39203 + (-14078)*2548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2549 \t 15 \t 968 \t 1 \t 0\n", + "1 \t 2549 \t 968 \t 2 \t 613 \t 0 \t 1\n", + "2 \t 968 \t 613 \t 1 \t 355 \t 1 \t -15\n", + "3 \t 613 \t 355 \t 1 \t 258 \t -2 \t 31\n", + "4 \t 355 \t 258 \t 1 \t 97 \t 3 \t -46\n", + "5 \t 258 \t 97 \t 2 \t 64 \t -5 \t 77\n", + "6 \t 97 \t 64 \t 1 \t 33 \t 8 \t -123\n", + "7 \t 64 \t 33 \t 1 \t 31 \t -21 \t 323\n", + "8 \t 33 \t 31 \t 1 \t 2 \t 29 \t -446\n", + "9 \t 31 \t 2 \t 15 \t 1 \t -50 \t 769\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 79 \t -1215\n", + "\t\t\t\t\t -1235 \t 18994\n", + "GCD(39203, 2549) = 1, with coefficients -1235 and 18994 such that 1 = (-1235)*39203 + (18994)*2549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2550 \t 15 \t 953 \t 1 \t 0\n", + "1 \t 2550 \t 953 \t 2 \t 644 \t 0 \t 1\n", + "2 \t 953 \t 644 \t 1 \t 309 \t 1 \t -15\n", + "3 \t 644 \t 309 \t 2 \t 26 \t -2 \t 31\n", + "4 \t 309 \t 26 \t 11 \t 23 \t 3 \t -46\n", + "5 \t 26 \t 23 \t 1 \t 3 \t -8 \t 123\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 91 \t -1399\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -99 \t 1522\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 784 \t -12053\n", + "\t\t\t\t\t -883 \t 13575\n", + "GCD(39203, 2550) = 1, with coefficients -883 and 13575 such that 1 = (-883)*39203 + (13575)*2550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2551 \t 15 \t 938 \t 1 \t 0\n", + "1 \t 2551 \t 938 \t 2 \t 675 \t 0 \t 1\n", + "2 \t 938 \t 675 \t 1 \t 263 \t 1 \t -15\n", + "3 \t 675 \t 263 \t 2 \t 149 \t -2 \t 31\n", + "4 \t 263 \t 149 \t 1 \t 114 \t 3 \t -46\n", + "5 \t 149 \t 114 \t 1 \t 35 \t -8 \t 123\n", + "6 \t 114 \t 35 \t 3 \t 9 \t 11 \t -169\n", + "7 \t 35 \t 9 \t 3 \t 8 \t -19 \t 292\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 68 \t -1045\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -223 \t 3427\n", + "\t\t\t\t\t 291 \t -4472\n", + "GCD(39203, 2551) = 1, with coefficients 291 and -4472 such that 1 = (291)*39203 + (-4472)*2551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2552 \t 15 \t 923 \t 1 \t 0\n", + "1 \t 2552 \t 923 \t 2 \t 706 \t 0 \t 1\n", + "2 \t 923 \t 706 \t 1 \t 217 \t 1 \t -15\n", + "3 \t 706 \t 217 \t 3 \t 55 \t -2 \t 31\n", + "4 \t 217 \t 55 \t 3 \t 52 \t 3 \t -46\n", + "5 \t 55 \t 52 \t 1 \t 3 \t -11 \t 169\n", + "6 \t 52 \t 3 \t 17 \t 1 \t 36 \t -553\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -47 \t 722\n", + "\t\t\t\t\t 835 \t -12827\n", + "GCD(39203, 2552) = 1, with coefficients 835 and -12827 such that 1 = (835)*39203 + (-12827)*2552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2553 \t 15 \t 908 \t 1 \t 0\n", + "1 \t 2553 \t 908 \t 2 \t 737 \t 0 \t 1\n", + "2 \t 908 \t 737 \t 1 \t 171 \t 1 \t -15\n", + "3 \t 737 \t 171 \t 4 \t 53 \t -2 \t 31\n", + "4 \t 171 \t 53 \t 3 \t 12 \t 3 \t -46\n", + "5 \t 53 \t 12 \t 4 \t 5 \t -14 \t 215\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 45 \t -691\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -194 \t 2979\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 433 \t -6649\n", + "\t\t\t\t\t -1060 \t 16277\n", + "GCD(39203, 2553) = 1, with coefficients -1060 and 16277 such that 1 = (-1060)*39203 + (16277)*2553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2554 \t 15 \t 893 \t 1 \t 0\n", + "1 \t 2554 \t 893 \t 2 \t 768 \t 0 \t 1\n", + "2 \t 893 \t 768 \t 1 \t 125 \t 1 \t -15\n", + "3 \t 768 \t 125 \t 6 \t 18 \t -2 \t 31\n", + "4 \t 125 \t 18 \t 6 \t 17 \t 3 \t -46\n", + "5 \t 18 \t 17 \t 1 \t 1 \t -20 \t 307\n", + "6 \t 17 \t 1 \t 17 \t 0 \t 123 \t -1888\n", + "\t\t\t\t\t -143 \t 2195\n", + "GCD(39203, 2554) = 1, with coefficients -143 and 2195 such that 1 = (-143)*39203 + (2195)*2554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2555 \t 15 \t 878 \t 1 \t 0\n", + "1 \t 2555 \t 878 \t 2 \t 799 \t 0 \t 1\n", + "2 \t 878 \t 799 \t 1 \t 79 \t 1 \t -15\n", + "3 \t 799 \t 79 \t 10 \t 9 \t -2 \t 31\n", + "4 \t 79 \t 9 \t 8 \t 7 \t 3 \t -46\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -32 \t 491\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 259 \t -3974\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -291 \t 4465\n", + "\t\t\t\t\t 1132 \t -17369\n", + "GCD(39203, 2555) = 1, with coefficients 1132 and -17369 such that 1 = (1132)*39203 + (-17369)*2555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2556 \t 15 \t 863 \t 1 \t 0\n", + "1 \t 2556 \t 863 \t 2 \t 830 \t 0 \t 1\n", + "2 \t 863 \t 830 \t 1 \t 33 \t 1 \t -15\n", + "3 \t 830 \t 33 \t 25 \t 5 \t -2 \t 31\n", + "4 \t 33 \t 5 \t 6 \t 3 \t 3 \t -46\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -77 \t 1181\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 465 \t -7132\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -542 \t 8313\n", + "\t\t\t\t\t 1007 \t -15445\n", + "GCD(39203, 2556) = 1, with coefficients 1007 and -15445 such that 1 = (1007)*39203 + (-15445)*2556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2557 \t 15 \t 848 \t 1 \t 0\n", + "1 \t 2557 \t 848 \t 3 \t 13 \t 0 \t 1\n", + "2 \t 848 \t 13 \t 65 \t 3 \t 1 \t -15\n", + "3 \t 13 \t 3 \t 4 \t 1 \t -3 \t 46\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 196 \t -3005\n", + "\t\t\t\t\t -787 \t 12066\n", + "GCD(39203, 2557) = 1, with coefficients -787 and 12066 such that 1 = (-787)*39203 + (12066)*2557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2558 \t 15 \t 833 \t 1 \t 0\n", + "1 \t 2558 \t 833 \t 3 \t 59 \t 0 \t 1\n", + "2 \t 833 \t 59 \t 14 \t 7 \t 1 \t -15\n", + "3 \t 59 \t 7 \t 8 \t 3 \t -3 \t 46\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 43 \t -659\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -347 \t 5318\n", + "\t\t\t\t\t 737 \t -11295\n", + "GCD(39203, 2558) = 1, with coefficients 737 and -11295 such that 1 = (737)*39203 + (-11295)*2558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2559 \t 15 \t 818 \t 1 \t 0\n", + "1 \t 2559 \t 818 \t 3 \t 105 \t 0 \t 1\n", + "2 \t 818 \t 105 \t 7 \t 83 \t 1 \t -15\n", + "3 \t 105 \t 83 \t 1 \t 22 \t -3 \t 46\n", + "4 \t 83 \t 22 \t 3 \t 17 \t 22 \t -337\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -25 \t 383\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 97 \t -1486\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -122 \t 1869\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 463 \t -7093\n", + "\t\t\t\t\t -1048 \t 16055\n", + "GCD(39203, 2559) = 1, with coefficients -1048 and 16055 such that 1 = (-1048)*39203 + (16055)*2559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2560 \t 15 \t 803 \t 1 \t 0\n", + "1 \t 2560 \t 803 \t 3 \t 151 \t 0 \t 1\n", + "2 \t 803 \t 151 \t 5 \t 48 \t 1 \t -15\n", + "3 \t 151 \t 48 \t 3 \t 7 \t -3 \t 46\n", + "4 \t 48 \t 7 \t 6 \t 6 \t 16 \t -245\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -51 \t 781\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 322 \t -4931\n", + "\t\t\t\t\t -373 \t 5712\n", + "GCD(39203, 2560) = 1, with coefficients -373 and 5712 such that 1 = (-373)*39203 + (5712)*2560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2561 \t 15 \t 788 \t 1 \t 0\n", + "1 \t 2561 \t 788 \t 3 \t 197 \t 0 \t 1\n", + "2 \t 788 \t 197 \t 4 \t 0 \t 1 \t -15\n", + "\t\t\t\t\t -3 \t 46\n", + "GCD(39203, 2561) = 197, with coefficients -3 and 46 such that 197 = (-3)*39203 + (46)*2561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2562 \t 15 \t 773 \t 1 \t 0\n", + "1 \t 2562 \t 773 \t 3 \t 243 \t 0 \t 1\n", + "2 \t 773 \t 243 \t 3 \t 44 \t 1 \t -15\n", + "3 \t 243 \t 44 \t 5 \t 23 \t -3 \t 46\n", + "4 \t 44 \t 23 \t 1 \t 21 \t 10 \t -153\n", + "5 \t 23 \t 21 \t 1 \t 2 \t -53 \t 811\n", + "6 \t 21 \t 2 \t 10 \t 1 \t 63 \t -964\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -116 \t 1775\n", + "\t\t\t\t\t 1223 \t -18714\n", + "GCD(39203, 2562) = 1, with coefficients 1223 and -18714 such that 1 = (1223)*39203 + (-18714)*2562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2563 \t 15 \t 758 \t 1 \t 0\n", + "1 \t 2563 \t 758 \t 3 \t 289 \t 0 \t 1\n", + "2 \t 758 \t 289 \t 2 \t 180 \t 1 \t -15\n", + "3 \t 289 \t 180 \t 1 \t 109 \t -3 \t 46\n", + "4 \t 180 \t 109 \t 1 \t 71 \t 7 \t -107\n", + "5 \t 109 \t 71 \t 1 \t 38 \t -10 \t 153\n", + "6 \t 71 \t 38 \t 1 \t 33 \t 17 \t -260\n", + "7 \t 38 \t 33 \t 1 \t 5 \t -27 \t 413\n", + "8 \t 33 \t 5 \t 6 \t 3 \t 44 \t -673\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -71 \t 1086\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 470 \t -7189\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -541 \t 8275\n", + "\t\t\t\t\t 1011 \t -15464\n", + "GCD(39203, 2563) = 1, with coefficients 1011 and -15464 such that 1 = (1011)*39203 + (-15464)*2563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2564 \t 15 \t 743 \t 1 \t 0\n", + "1 \t 2564 \t 743 \t 3 \t 335 \t 0 \t 1\n", + "2 \t 743 \t 335 \t 2 \t 73 \t 1 \t -15\n", + "3 \t 335 \t 73 \t 4 \t 43 \t -3 \t 46\n", + "4 \t 73 \t 43 \t 1 \t 30 \t 7 \t -107\n", + "5 \t 43 \t 30 \t 1 \t 13 \t -31 \t 474\n", + "6 \t 30 \t 13 \t 2 \t 4 \t 38 \t -581\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -69 \t 1055\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 176 \t -2691\n", + "\t\t\t\t\t -597 \t 9128\n", + "GCD(39203, 2564) = 1, with coefficients -597 and 9128 such that 1 = (-597)*39203 + (9128)*2564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2565 \t 15 \t 728 \t 1 \t 0\n", + "1 \t 2565 \t 728 \t 3 \t 381 \t 0 \t 1\n", + "2 \t 728 \t 381 \t 1 \t 347 \t 1 \t -15\n", + "3 \t 381 \t 347 \t 1 \t 34 \t -3 \t 46\n", + "4 \t 347 \t 34 \t 10 \t 7 \t 4 \t -61\n", + "5 \t 34 \t 7 \t 4 \t 6 \t -7 \t 107\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 74 \t -1131\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -303 \t 4631\n", + "\t\t\t\t\t 377 \t -5762\n", + "GCD(39203, 2565) = 1, with coefficients 377 and -5762 such that 1 = (377)*39203 + (-5762)*2565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2566 \t 15 \t 713 \t 1 \t 0\n", + "1 \t 2566 \t 713 \t 3 \t 427 \t 0 \t 1\n", + "2 \t 713 \t 427 \t 1 \t 286 \t 1 \t -15\n", + "3 \t 427 \t 286 \t 1 \t 141 \t -3 \t 46\n", + "4 \t 286 \t 141 \t 2 \t 4 \t 4 \t -61\n", + "5 \t 141 \t 4 \t 35 \t 1 \t -7 \t 107\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 18 \t -275\n", + "\t\t\t\t\t -637 \t 9732\n", + "GCD(39203, 2566) = 1, with coefficients -637 and 9732 such that 1 = (-637)*39203 + (9732)*2566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2567 \t 15 \t 698 \t 1 \t 0\n", + "1 \t 2567 \t 698 \t 3 \t 473 \t 0 \t 1\n", + "2 \t 698 \t 473 \t 1 \t 225 \t 1 \t -15\n", + "3 \t 473 \t 225 \t 2 \t 23 \t -3 \t 46\n", + "4 \t 225 \t 23 \t 9 \t 18 \t 4 \t -61\n", + "5 \t 23 \t 18 \t 1 \t 5 \t -11 \t 168\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 103 \t -1573\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -114 \t 1741\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 445 \t -6796\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -559 \t 8537\n", + "\t\t\t\t\t 1004 \t -15333\n", + "GCD(39203, 2567) = 1, with coefficients 1004 and -15333 such that 1 = (1004)*39203 + (-15333)*2567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2568 \t 15 \t 683 \t 1 \t 0\n", + "1 \t 2568 \t 683 \t 3 \t 519 \t 0 \t 1\n", + "2 \t 683 \t 519 \t 1 \t 164 \t 1 \t -15\n", + "3 \t 519 \t 164 \t 3 \t 27 \t -3 \t 46\n", + "4 \t 164 \t 27 \t 6 \t 2 \t 4 \t -61\n", + "5 \t 27 \t 2 \t 13 \t 1 \t -15 \t 229\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 94 \t -1435\n", + "\t\t\t\t\t -1237 \t 18884\n", + "GCD(39203, 2568) = 1, with coefficients -1237 and 18884 such that 1 = (-1237)*39203 + (18884)*2568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2569 \t 15 \t 668 \t 1 \t 0\n", + "1 \t 2569 \t 668 \t 3 \t 565 \t 0 \t 1\n", + "2 \t 668 \t 565 \t 1 \t 103 \t 1 \t -15\n", + "3 \t 565 \t 103 \t 5 \t 50 \t -3 \t 46\n", + "4 \t 103 \t 50 \t 2 \t 3 \t 4 \t -61\n", + "5 \t 50 \t 3 \t 16 \t 2 \t -23 \t 351\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 50 \t -763\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -823 \t 12559\n", + "\t\t\t\t\t 873 \t -13322\n", + "GCD(39203, 2569) = 1, with coefficients 873 and -13322 such that 1 = (873)*39203 + (-13322)*2569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2570 \t 15 \t 653 \t 1 \t 0\n", + "1 \t 2570 \t 653 \t 3 \t 611 \t 0 \t 1\n", + "2 \t 653 \t 611 \t 1 \t 42 \t 1 \t -15\n", + "3 \t 611 \t 42 \t 14 \t 23 \t -3 \t 46\n", + "4 \t 42 \t 23 \t 1 \t 19 \t 4 \t -61\n", + "5 \t 23 \t 19 \t 1 \t 4 \t -59 \t 900\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 63 \t -961\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -122 \t 1861\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 551 \t -8405\n", + "\t\t\t\t\t -673 \t 10266\n", + "GCD(39203, 2570) = 1, with coefficients -673 and 10266 such that 1 = (-673)*39203 + (10266)*2570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2571 \t 15 \t 638 \t 1 \t 0\n", + "1 \t 2571 \t 638 \t 4 \t 19 \t 0 \t 1\n", + "2 \t 638 \t 19 \t 33 \t 11 \t 1 \t -15\n", + "3 \t 19 \t 11 \t 1 \t 8 \t -4 \t 61\n", + "4 \t 11 \t 8 \t 1 \t 3 \t 133 \t -2028\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -137 \t 2089\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 270 \t -4117\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -677 \t 10323\n", + "\t\t\t\t\t 947 \t -14440\n", + "GCD(39203, 2571) = 1, with coefficients 947 and -14440 such that 1 = (947)*39203 + (-14440)*2571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2572 \t 15 \t 623 \t 1 \t 0\n", + "1 \t 2572 \t 623 \t 4 \t 80 \t 0 \t 1\n", + "2 \t 623 \t 80 \t 7 \t 63 \t 1 \t -15\n", + "3 \t 80 \t 63 \t 1 \t 17 \t -4 \t 61\n", + "4 \t 63 \t 17 \t 3 \t 12 \t 29 \t -442\n", + "5 \t 17 \t 12 \t 1 \t 5 \t -33 \t 503\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 128 \t -1951\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -161 \t 2454\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 450 \t -6859\n", + "\t\t\t\t\t -1061 \t 16172\n", + "GCD(39203, 2572) = 1, with coefficients -1061 and 16172 such that 1 = (-1061)*39203 + (16172)*2572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2573 \t 15 \t 608 \t 1 \t 0\n", + "1 \t 2573 \t 608 \t 4 \t 141 \t 0 \t 1\n", + "2 \t 608 \t 141 \t 4 \t 44 \t 1 \t -15\n", + "3 \t 141 \t 44 \t 3 \t 9 \t -4 \t 61\n", + "4 \t 44 \t 9 \t 4 \t 8 \t 17 \t -259\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -55 \t 838\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 237 \t -3611\n", + "\t\t\t\t\t -292 \t 4449\n", + "GCD(39203, 2573) = 1, with coefficients -292 and 4449 such that 1 = (-292)*39203 + (4449)*2573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2574 \t 15 \t 593 \t 1 \t 0\n", + "1 \t 2574 \t 593 \t 4 \t 202 \t 0 \t 1\n", + "2 \t 593 \t 202 \t 2 \t 189 \t 1 \t -15\n", + "3 \t 202 \t 189 \t 1 \t 13 \t -4 \t 61\n", + "4 \t 189 \t 13 \t 14 \t 7 \t 9 \t -137\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -13 \t 198\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 191 \t -2909\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -204 \t 3107\n", + "\t\t\t\t\t 395 \t -6016\n", + "GCD(39203, 2574) = 1, with coefficients 395 and -6016 such that 1 = (395)*39203 + (-6016)*2574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2575 \t 15 \t 578 \t 1 \t 0\n", + "1 \t 2575 \t 578 \t 4 \t 263 \t 0 \t 1\n", + "2 \t 578 \t 263 \t 2 \t 52 \t 1 \t -15\n", + "3 \t 263 \t 52 \t 5 \t 3 \t -4 \t 61\n", + "4 \t 52 \t 3 \t 17 \t 1 \t 9 \t -137\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -49 \t 746\n", + "\t\t\t\t\t 842 \t -12819\n", + "GCD(39203, 2575) = 1, with coefficients 842 and -12819 such that 1 = (842)*39203 + (-12819)*2575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2576 \t 15 \t 563 \t 1 \t 0\n", + "1 \t 2576 \t 563 \t 4 \t 324 \t 0 \t 1\n", + "2 \t 563 \t 324 \t 1 \t 239 \t 1 \t -15\n", + "3 \t 324 \t 239 \t 1 \t 85 \t -4 \t 61\n", + "4 \t 239 \t 85 \t 2 \t 69 \t 5 \t -76\n", + "5 \t 85 \t 69 \t 1 \t 16 \t -9 \t 137\n", + "6 \t 69 \t 16 \t 4 \t 5 \t 23 \t -350\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -32 \t 487\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 151 \t -2298\n", + "\t\t\t\t\t -485 \t 7381\n", + "GCD(39203, 2576) = 1, with coefficients -485 and 7381 such that 1 = (-485)*39203 + (7381)*2576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2577 \t 15 \t 548 \t 1 \t 0\n", + "1 \t 2577 \t 548 \t 4 \t 385 \t 0 \t 1\n", + "2 \t 548 \t 385 \t 1 \t 163 \t 1 \t -15\n", + "3 \t 385 \t 163 \t 2 \t 59 \t -4 \t 61\n", + "4 \t 163 \t 59 \t 2 \t 45 \t 5 \t -76\n", + "5 \t 59 \t 45 \t 1 \t 14 \t -14 \t 213\n", + "6 \t 45 \t 14 \t 3 \t 3 \t 33 \t -502\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -47 \t 715\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 174 \t -2647\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -743 \t 11303\n", + "\t\t\t\t\t 917 \t -13950\n", + "GCD(39203, 2577) = 1, with coefficients 917 and -13950 such that 1 = (917)*39203 + (-13950)*2577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2578 \t 15 \t 533 \t 1 \t 0\n", + "1 \t 2578 \t 533 \t 4 \t 446 \t 0 \t 1\n", + "2 \t 533 \t 446 \t 1 \t 87 \t 1 \t -15\n", + "3 \t 446 \t 87 \t 5 \t 11 \t -4 \t 61\n", + "4 \t 87 \t 11 \t 7 \t 10 \t 5 \t -76\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -29 \t 441\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 208 \t -3163\n", + "\t\t\t\t\t -237 \t 3604\n", + "GCD(39203, 2578) = 1, with coefficients -237 and 3604 such that 1 = (-237)*39203 + (3604)*2578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2579 \t 15 \t 518 \t 1 \t 0\n", + "1 \t 2579 \t 518 \t 4 \t 507 \t 0 \t 1\n", + "2 \t 518 \t 507 \t 1 \t 11 \t 1 \t -15\n", + "3 \t 507 \t 11 \t 46 \t 1 \t -4 \t 61\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 5 \t -76\n", + "\t\t\t\t\t -234 \t 3557\n", + "GCD(39203, 2579) = 1, with coefficients -234 and 3557 such that 1 = (-234)*39203 + (3557)*2579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2580 \t 15 \t 503 \t 1 \t 0\n", + "1 \t 2580 \t 503 \t 5 \t 65 \t 0 \t 1\n", + "2 \t 503 \t 65 \t 7 \t 48 \t 1 \t -15\n", + "3 \t 65 \t 48 \t 1 \t 17 \t -5 \t 76\n", + "4 \t 48 \t 17 \t 2 \t 14 \t 36 \t -547\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -41 \t 623\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 118 \t -1793\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -159 \t 2416\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 754 \t -11457\n", + "\t\t\t\t\t -913 \t 13873\n", + "GCD(39203, 2580) = 1, with coefficients -913 and 13873 such that 1 = (-913)*39203 + (13873)*2580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2581 \t 15 \t 488 \t 1 \t 0\n", + "1 \t 2581 \t 488 \t 5 \t 141 \t 0 \t 1\n", + "2 \t 488 \t 141 \t 3 \t 65 \t 1 \t -15\n", + "3 \t 141 \t 65 \t 2 \t 11 \t -5 \t 76\n", + "4 \t 65 \t 11 \t 5 \t 10 \t 16 \t -243\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -37 \t 562\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 201 \t -3053\n", + "\t\t\t\t\t -238 \t 3615\n", + "GCD(39203, 2581) = 1, with coefficients -238 and 3615 such that 1 = (-238)*39203 + (3615)*2581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2582 \t 15 \t 473 \t 1 \t 0\n", + "1 \t 2582 \t 473 \t 5 \t 217 \t 0 \t 1\n", + "2 \t 473 \t 217 \t 2 \t 39 \t 1 \t -15\n", + "3 \t 217 \t 39 \t 5 \t 22 \t -5 \t 76\n", + "4 \t 39 \t 22 \t 1 \t 17 \t 11 \t -167\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -60 \t 911\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 71 \t -1078\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -131 \t 1989\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 464 \t -7045\n", + "\t\t\t\t\t -1059 \t 16079\n", + "GCD(39203, 2582) = 1, with coefficients -1059 and 16079 such that 1 = (-1059)*39203 + (16079)*2582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2583 \t 15 \t 458 \t 1 \t 0\n", + "1 \t 2583 \t 458 \t 5 \t 293 \t 0 \t 1\n", + "2 \t 458 \t 293 \t 1 \t 165 \t 1 \t -15\n", + "3 \t 293 \t 165 \t 1 \t 128 \t -5 \t 76\n", + "4 \t 165 \t 128 \t 1 \t 37 \t 6 \t -91\n", + "5 \t 128 \t 37 \t 3 \t 17 \t -11 \t 167\n", + "6 \t 37 \t 17 \t 2 \t 3 \t 17 \t -258\n", + "7 \t 17 \t 3 \t 5 \t 2 \t -62 \t 941\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 141 \t -2140\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -767 \t 11641\n", + "\t\t\t\t\t 908 \t -13781\n", + "GCD(39203, 2583) = 1, with coefficients 908 and -13781 such that 1 = (908)*39203 + (-13781)*2583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2584 \t 15 \t 443 \t 1 \t 0\n", + "1 \t 2584 \t 443 \t 5 \t 369 \t 0 \t 1\n", + "2 \t 443 \t 369 \t 1 \t 74 \t 1 \t -15\n", + "3 \t 369 \t 74 \t 4 \t 73 \t -5 \t 76\n", + "4 \t 74 \t 73 \t 1 \t 1 \t 6 \t -91\n", + "5 \t 73 \t 1 \t 73 \t 0 \t -29 \t 440\n", + "\t\t\t\t\t 35 \t -531\n", + "GCD(39203, 2584) = 1, with coefficients 35 and -531 such that 1 = (35)*39203 + (-531)*2584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2585 \t 15 \t 428 \t 1 \t 0\n", + "1 \t 2585 \t 428 \t 6 \t 17 \t 0 \t 1\n", + "2 \t 428 \t 17 \t 25 \t 3 \t 1 \t -15\n", + "3 \t 17 \t 3 \t 5 \t 2 \t -6 \t 91\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 151 \t -2290\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -761 \t 11541\n", + "\t\t\t\t\t 912 \t -13831\n", + "GCD(39203, 2585) = 1, with coefficients 912 and -13831 such that 1 = (912)*39203 + (-13831)*2585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2586 \t 15 \t 413 \t 1 \t 0\n", + "1 \t 2586 \t 413 \t 6 \t 108 \t 0 \t 1\n", + "2 \t 413 \t 108 \t 3 \t 89 \t 1 \t -15\n", + "3 \t 108 \t 89 \t 1 \t 19 \t -6 \t 91\n", + "4 \t 89 \t 19 \t 4 \t 13 \t 19 \t -288\n", + "5 \t 19 \t 13 \t 1 \t 6 \t -25 \t 379\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 119 \t -1804\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -144 \t 2183\n", + "\t\t\t\t\t 407 \t -6170\n", + "GCD(39203, 2586) = 1, with coefficients 407 and -6170 such that 1 = (407)*39203 + (-6170)*2586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2587 \t 15 \t 398 \t 1 \t 0\n", + "1 \t 2587 \t 398 \t 6 \t 199 \t 0 \t 1\n", + "2 \t 398 \t 199 \t 2 \t 0 \t 1 \t -15\n", + "\t\t\t\t\t -6 \t 91\n", + "GCD(39203, 2587) = 199, with coefficients -6 and 91 such that 199 = (-6)*39203 + (91)*2587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2588 \t 15 \t 383 \t 1 \t 0\n", + "1 \t 2588 \t 383 \t 6 \t 290 \t 0 \t 1\n", + "2 \t 383 \t 290 \t 1 \t 93 \t 1 \t -15\n", + "3 \t 290 \t 93 \t 3 \t 11 \t -6 \t 91\n", + "4 \t 93 \t 11 \t 8 \t 5 \t 7 \t -106\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -27 \t 409\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 223 \t -3378\n", + "\t\t\t\t\t -473 \t 7165\n", + "GCD(39203, 2588) = 1, with coefficients -473 and 7165 such that 1 = (-473)*39203 + (7165)*2588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2589 \t 15 \t 368 \t 1 \t 0\n", + "1 \t 2589 \t 368 \t 7 \t 13 \t 0 \t 1\n", + "2 \t 368 \t 13 \t 28 \t 4 \t 1 \t -15\n", + "3 \t 13 \t 4 \t 3 \t 1 \t -7 \t 106\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 197 \t -2983\n", + "\t\t\t\t\t -598 \t 9055\n", + "GCD(39203, 2589) = 1, with coefficients -598 and 9055 such that 1 = (-598)*39203 + (9055)*2589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2590 \t 15 \t 353 \t 1 \t 0\n", + "1 \t 2590 \t 353 \t 7 \t 119 \t 0 \t 1\n", + "2 \t 353 \t 119 \t 2 \t 115 \t 1 \t -15\n", + "3 \t 119 \t 115 \t 1 \t 4 \t -7 \t 106\n", + "4 \t 115 \t 4 \t 28 \t 3 \t 15 \t -227\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -22 \t 333\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 631 \t -9551\n", + "\t\t\t\t\t -653 \t 9884\n", + "GCD(39203, 2590) = 1, with coefficients -653 and 9884 such that 1 = (-653)*39203 + (9884)*2590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2591 \t 15 \t 338 \t 1 \t 0\n", + "1 \t 2591 \t 338 \t 7 \t 225 \t 0 \t 1\n", + "2 \t 338 \t 225 \t 1 \t 113 \t 1 \t -15\n", + "3 \t 225 \t 113 \t 1 \t 112 \t -7 \t 106\n", + "4 \t 113 \t 112 \t 1 \t 1 \t 8 \t -121\n", + "5 \t 112 \t 1 \t 112 \t 0 \t -15 \t 227\n", + "\t\t\t\t\t 23 \t -348\n", + "GCD(39203, 2591) = 1, with coefficients 23 and -348 such that 1 = (23)*39203 + (-348)*2591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2592 \t 15 \t 323 \t 1 \t 0\n", + "1 \t 2592 \t 323 \t 8 \t 8 \t 0 \t 1\n", + "2 \t 323 \t 8 \t 40 \t 3 \t 1 \t -15\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -8 \t 121\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 321 \t -4855\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -650 \t 9831\n", + "\t\t\t\t\t 971 \t -14686\n", + "GCD(39203, 2592) = 1, with coefficients 971 and -14686 such that 1 = (971)*39203 + (-14686)*2592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2593 \t 15 \t 308 \t 1 \t 0\n", + "1 \t 2593 \t 308 \t 8 \t 129 \t 0 \t 1\n", + "2 \t 308 \t 129 \t 2 \t 50 \t 1 \t -15\n", + "3 \t 129 \t 50 \t 2 \t 29 \t -8 \t 121\n", + "4 \t 50 \t 29 \t 1 \t 21 \t 17 \t -257\n", + "5 \t 29 \t 21 \t 1 \t 8 \t -42 \t 635\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 59 \t -892\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -101 \t 1527\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 261 \t -3946\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -362 \t 5473\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 623 \t -9419\n", + "\t\t\t\t\t -985 \t 14892\n", + "GCD(39203, 2593) = 1, with coefficients -985 and 14892 such that 1 = (-985)*39203 + (14892)*2593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2594 \t 15 \t 293 \t 1 \t 0\n", + "1 \t 2594 \t 293 \t 8 \t 250 \t 0 \t 1\n", + "2 \t 293 \t 250 \t 1 \t 43 \t 1 \t -15\n", + "3 \t 250 \t 43 \t 5 \t 35 \t -8 \t 121\n", + "4 \t 43 \t 35 \t 1 \t 8 \t 9 \t -136\n", + "5 \t 35 \t 8 \t 4 \t 3 \t -53 \t 801\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 62 \t -937\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -301 \t 4549\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 664 \t -10035\n", + "\t\t\t\t\t -965 \t 14584\n", + "GCD(39203, 2594) = 1, with coefficients -965 and 14584 such that 1 = (-965)*39203 + (14584)*2594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2595 \t 15 \t 278 \t 1 \t 0\n", + "1 \t 2595 \t 278 \t 9 \t 93 \t 0 \t 1\n", + "2 \t 278 \t 93 \t 2 \t 92 \t 1 \t -15\n", + "3 \t 93 \t 92 \t 1 \t 1 \t -9 \t 136\n", + "4 \t 92 \t 1 \t 92 \t 0 \t 19 \t -287\n", + "\t\t\t\t\t -28 \t 423\n", + "GCD(39203, 2595) = 1, with coefficients -28 and 423 such that 1 = (-28)*39203 + (423)*2595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2596 \t 15 \t 263 \t 1 \t 0\n", + "1 \t 2596 \t 263 \t 9 \t 229 \t 0 \t 1\n", + "2 \t 263 \t 229 \t 1 \t 34 \t 1 \t -15\n", + "3 \t 229 \t 34 \t 6 \t 25 \t -9 \t 136\n", + "4 \t 34 \t 25 \t 1 \t 9 \t 10 \t -151\n", + "5 \t 25 \t 9 \t 2 \t 7 \t -69 \t 1042\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 79 \t -1193\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -227 \t 3428\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 306 \t -4621\n", + "\t\t\t\t\t -1145 \t 17291\n", + "GCD(39203, 2596) = 1, with coefficients -1145 and 17291 such that 1 = (-1145)*39203 + (17291)*2596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2597 \t 15 \t 248 \t 1 \t 0\n", + "1 \t 2597 \t 248 \t 10 \t 117 \t 0 \t 1\n", + "2 \t 248 \t 117 \t 2 \t 14 \t 1 \t -15\n", + "3 \t 117 \t 14 \t 8 \t 5 \t -10 \t 151\n", + "4 \t 14 \t 5 \t 2 \t 4 \t 21 \t -317\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -178 \t 2687\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 377 \t -5691\n", + "\t\t\t\t\t -555 \t 8378\n", + "GCD(39203, 2597) = 1, with coefficients -555 and 8378 such that 1 = (-555)*39203 + (8378)*2597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2598 \t 15 \t 233 \t 1 \t 0\n", + "1 \t 2598 \t 233 \t 11 \t 35 \t 0 \t 1\n", + "2 \t 233 \t 35 \t 6 \t 23 \t 1 \t -15\n", + "3 \t 35 \t 23 \t 1 \t 12 \t -11 \t 166\n", + "4 \t 23 \t 12 \t 1 \t 11 \t 67 \t -1011\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -78 \t 1177\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 145 \t -2188\n", + "\t\t\t\t\t -223 \t 3365\n", + "GCD(39203, 2598) = 1, with coefficients -223 and 3365 such that 1 = (-223)*39203 + (3365)*2598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2599 \t 15 \t 218 \t 1 \t 0\n", + "1 \t 2599 \t 218 \t 11 \t 201 \t 0 \t 1\n", + "2 \t 218 \t 201 \t 1 \t 17 \t 1 \t -15\n", + "3 \t 201 \t 17 \t 11 \t 14 \t -11 \t 166\n", + "4 \t 17 \t 14 \t 1 \t 3 \t 12 \t -181\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -143 \t 2157\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 155 \t -2338\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -763 \t 11509\n", + "\t\t\t\t\t 918 \t -13847\n", + "GCD(39203, 2599) = 1, with coefficients 918 and -13847 such that 1 = (918)*39203 + (-13847)*2599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2600 \t 15 \t 203 \t 1 \t 0\n", + "1 \t 2600 \t 203 \t 12 \t 164 \t 0 \t 1\n", + "2 \t 203 \t 164 \t 1 \t 39 \t 1 \t -15\n", + "3 \t 164 \t 39 \t 4 \t 8 \t -12 \t 181\n", + "4 \t 39 \t 8 \t 4 \t 7 \t 13 \t -196\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -64 \t 965\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 269 \t -4056\n", + "\t\t\t\t\t -333 \t 5021\n", + "GCD(39203, 2600) = 1, with coefficients -333 and 5021 such that 1 = (-333)*39203 + (5021)*2600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2601 \t 15 \t 188 \t 1 \t 0\n", + "1 \t 2601 \t 188 \t 13 \t 157 \t 0 \t 1\n", + "2 \t 188 \t 157 \t 1 \t 31 \t 1 \t -15\n", + "3 \t 157 \t 31 \t 5 \t 2 \t -13 \t 196\n", + "4 \t 31 \t 2 \t 15 \t 1 \t 14 \t -211\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -83 \t 1251\n", + "\t\t\t\t\t 1259 \t -18976\n", + "GCD(39203, 2601) = 1, with coefficients 1259 and -18976 such that 1 = (1259)*39203 + (-18976)*2601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2602 \t 15 \t 173 \t 1 \t 0\n", + "1 \t 2602 \t 173 \t 15 \t 7 \t 0 \t 1\n", + "2 \t 173 \t 7 \t 24 \t 5 \t 1 \t -15\n", + "3 \t 7 \t 5 \t 1 \t 2 \t -15 \t 226\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 361 \t -5439\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -376 \t 5665\n", + "\t\t\t\t\t 1113 \t -16769\n", + "GCD(39203, 2602) = 1, with coefficients 1113 and -16769 such that 1 = (1113)*39203 + (-16769)*2602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2603 \t 15 \t 158 \t 1 \t 0\n", + "1 \t 2603 \t 158 \t 16 \t 75 \t 0 \t 1\n", + "2 \t 158 \t 75 \t 2 \t 8 \t 1 \t -15\n", + "3 \t 75 \t 8 \t 9 \t 3 \t -16 \t 241\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 33 \t -497\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -313 \t 4714\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 659 \t -9925\n", + "\t\t\t\t\t -972 \t 14639\n", + "GCD(39203, 2603) = 1, with coefficients -972 and 14639 such that 1 = (-972)*39203 + (14639)*2603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2604 \t 15 \t 143 \t 1 \t 0\n", + "1 \t 2604 \t 143 \t 18 \t 30 \t 0 \t 1\n", + "2 \t 143 \t 30 \t 4 \t 23 \t 1 \t -15\n", + "3 \t 30 \t 23 \t 1 \t 7 \t -18 \t 271\n", + "4 \t 23 \t 7 \t 3 \t 2 \t 73 \t -1099\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -91 \t 1370\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 346 \t -5209\n", + "\t\t\t\t\t -1129 \t 16997\n", + "GCD(39203, 2604) = 1, with coefficients -1129 and 16997 such that 1 = (-1129)*39203 + (16997)*2604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2605 \t 15 \t 128 \t 1 \t 0\n", + "1 \t 2605 \t 128 \t 20 \t 45 \t 0 \t 1\n", + "2 \t 128 \t 45 \t 2 \t 38 \t 1 \t -15\n", + "3 \t 45 \t 38 \t 1 \t 7 \t -20 \t 301\n", + "4 \t 38 \t 7 \t 5 \t 3 \t 41 \t -617\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -61 \t 918\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 346 \t -5207\n", + "\t\t\t\t\t -753 \t 11332\n", + "GCD(39203, 2605) = 1, with coefficients -753 and 11332 such that 1 = (-753)*39203 + (11332)*2605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2606 \t 15 \t 113 \t 1 \t 0\n", + "1 \t 2606 \t 113 \t 23 \t 7 \t 0 \t 1\n", + "2 \t 113 \t 7 \t 16 \t 1 \t 1 \t -15\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -23 \t 346\n", + "\t\t\t\t\t 369 \t -5551\n", + "GCD(39203, 2606) = 1, with coefficients 369 and -5551 such that 1 = (369)*39203 + (-5551)*2606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2607 \t 15 \t 98 \t 1 \t 0\n", + "1 \t 2607 \t 98 \t 26 \t 59 \t 0 \t 1\n", + "2 \t 98 \t 59 \t 1 \t 39 \t 1 \t -15\n", + "3 \t 59 \t 39 \t 1 \t 20 \t -26 \t 391\n", + "4 \t 39 \t 20 \t 1 \t 19 \t 27 \t -406\n", + "5 \t 20 \t 19 \t 1 \t 1 \t -53 \t 797\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 80 \t -1203\n", + "\t\t\t\t\t -133 \t 2000\n", + "GCD(39203, 2607) = 1, with coefficients -133 and 2000 such that 1 = (-133)*39203 + (2000)*2607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2608 \t 15 \t 83 \t 1 \t 0\n", + "1 \t 2608 \t 83 \t 31 \t 35 \t 0 \t 1\n", + "2 \t 83 \t 35 \t 2 \t 13 \t 1 \t -15\n", + "3 \t 35 \t 13 \t 2 \t 9 \t -31 \t 466\n", + "4 \t 13 \t 9 \t 1 \t 4 \t 63 \t -947\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -157 \t 2360\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 220 \t -3307\n", + "\t\t\t\t\t -597 \t 8974\n", + "GCD(39203, 2608) = 1, with coefficients -597 and 8974 such that 1 = (-597)*39203 + (8974)*2608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2609 \t 15 \t 68 \t 1 \t 0\n", + "1 \t 2609 \t 68 \t 38 \t 25 \t 0 \t 1\n", + "2 \t 68 \t 25 \t 2 \t 18 \t 1 \t -15\n", + "3 \t 25 \t 18 \t 1 \t 7 \t -38 \t 571\n", + "4 \t 18 \t 7 \t 2 \t 4 \t 77 \t -1157\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -115 \t 1728\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 307 \t -4613\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -422 \t 6341\n", + "\t\t\t\t\t 729 \t -10954\n", + "GCD(39203, 2609) = 1, with coefficients 729 and -10954 such that 1 = (729)*39203 + (-10954)*2609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2610 \t 15 \t 53 \t 1 \t 0\n", + "1 \t 2610 \t 53 \t 49 \t 13 \t 0 \t 1\n", + "2 \t 53 \t 13 \t 4 \t 1 \t 1 \t -15\n", + "3 \t 13 \t 1 \t 13 \t 0 \t -49 \t 736\n", + "\t\t\t\t\t 197 \t -2959\n", + "GCD(39203, 2610) = 1, with coefficients 197 and -2959 such that 1 = (197)*39203 + (-2959)*2610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2611 \t 15 \t 38 \t 1 \t 0\n", + "1 \t 2611 \t 38 \t 68 \t 27 \t 0 \t 1\n", + "2 \t 38 \t 27 \t 1 \t 11 \t 1 \t -15\n", + "3 \t 27 \t 11 \t 2 \t 5 \t -68 \t 1021\n", + "4 \t 11 \t 5 \t 2 \t 1 \t 69 \t -1036\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -206 \t 3093\n", + "\t\t\t\t\t 481 \t -7222\n", + "GCD(39203, 2611) = 1, with coefficients 481 and -7222 such that 1 = (481)*39203 + (-7222)*2611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2612 \t 15 \t 23 \t 1 \t 0\n", + "1 \t 2612 \t 23 \t 113 \t 13 \t 0 \t 1\n", + "2 \t 23 \t 13 \t 1 \t 10 \t 1 \t -15\n", + "3 \t 13 \t 10 \t 1 \t 3 \t -113 \t 1696\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 114 \t -1711\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -227 \t 3407\n", + "\t\t\t\t\t 795 \t -11932\n", + "GCD(39203, 2612) = 1, with coefficients 795 and -11932 such that 1 = (795)*39203 + (-11932)*2612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2613 \t 15 \t 8 \t 1 \t 0\n", + "1 \t 2613 \t 8 \t 326 \t 5 \t 0 \t 1\n", + "2 \t 8 \t 5 \t 1 \t 3 \t 1 \t -15\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -326 \t 4891\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 327 \t -4906\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -653 \t 9797\n", + "\t\t\t\t\t 980 \t -14703\n", + "GCD(39203, 2613) = 1, with coefficients 980 and -14703 such that 1 = (980)*39203 + (-14703)*2613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2614 \t 14 \t 2607 \t 1 \t 0\n", + "1 \t 2614 \t 2607 \t 1 \t 7 \t 0 \t 1\n", + "2 \t 2607 \t 7 \t 372 \t 3 \t 1 \t -14\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -1 \t 15\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 373 \t -5594\n", + "\t\t\t\t\t -747 \t 11203\n", + "GCD(39203, 2614) = 1, with coefficients -747 and 11203 such that 1 = (-747)*39203 + (11203)*2614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2615 \t 14 \t 2593 \t 1 \t 0\n", + "1 \t 2615 \t 2593 \t 1 \t 22 \t 0 \t 1\n", + "2 \t 2593 \t 22 \t 117 \t 19 \t 1 \t -14\n", + "3 \t 22 \t 19 \t 1 \t 3 \t -1 \t 15\n", + "4 \t 19 \t 3 \t 6 \t 1 \t 118 \t -1769\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -119 \t 1784\n", + "\t\t\t\t\t 832 \t -12473\n", + "GCD(39203, 2615) = 1, with coefficients 832 and -12473 such that 1 = (832)*39203 + (-12473)*2615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2616 \t 14 \t 2579 \t 1 \t 0\n", + "1 \t 2616 \t 2579 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 2579 \t 37 \t 69 \t 26 \t 1 \t -14\n", + "3 \t 37 \t 26 \t 1 \t 11 \t -1 \t 15\n", + "4 \t 26 \t 11 \t 2 \t 4 \t 70 \t -1049\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -71 \t 1064\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 212 \t -3177\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -495 \t 7418\n", + "\t\t\t\t\t 707 \t -10595\n", + "GCD(39203, 2616) = 1, with coefficients 707 and -10595 such that 1 = (707)*39203 + (-10595)*2616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2617 \t 14 \t 2565 \t 1 \t 0\n", + "1 \t 2617 \t 2565 \t 1 \t 52 \t 0 \t 1\n", + "2 \t 2565 \t 52 \t 49 \t 17 \t 1 \t -14\n", + "3 \t 52 \t 17 \t 3 \t 1 \t -1 \t 15\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 50 \t -749\n", + "\t\t\t\t\t -151 \t 2262\n", + "GCD(39203, 2617) = 1, with coefficients -151 and 2262 such that 1 = (-151)*39203 + (2262)*2617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2618 \t 14 \t 2551 \t 1 \t 0\n", + "1 \t 2618 \t 2551 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 2551 \t 67 \t 38 \t 5 \t 1 \t -14\n", + "3 \t 67 \t 5 \t 13 \t 2 \t -1 \t 15\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 39 \t -584\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -508 \t 7607\n", + "\t\t\t\t\t 1055 \t -15798\n", + "GCD(39203, 2618) = 1, with coefficients 1055 and -15798 such that 1 = (1055)*39203 + (-15798)*2618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2619 \t 14 \t 2537 \t 1 \t 0\n", + "1 \t 2619 \t 2537 \t 1 \t 82 \t 0 \t 1\n", + "2 \t 2537 \t 82 \t 30 \t 77 \t 1 \t -14\n", + "3 \t 82 \t 77 \t 1 \t 5 \t -1 \t 15\n", + "4 \t 77 \t 5 \t 15 \t 2 \t 31 \t -464\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -32 \t 479\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 511 \t -7649\n", + "\t\t\t\t\t -1054 \t 15777\n", + "GCD(39203, 2619) = 1, with coefficients -1054 and 15777 such that 1 = (-1054)*39203 + (15777)*2619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2620 \t 14 \t 2523 \t 1 \t 0\n", + "1 \t 2620 \t 2523 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 2523 \t 97 \t 26 \t 1 \t 1 \t -14\n", + "3 \t 97 \t 1 \t 97 \t 0 \t -1 \t 15\n", + "\t\t\t\t\t 27 \t -404\n", + "GCD(39203, 2620) = 1, with coefficients 27 and -404 such that 1 = (27)*39203 + (-404)*2620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2621 \t 14 \t 2509 \t 1 \t 0\n", + "1 \t 2621 \t 2509 \t 1 \t 112 \t 0 \t 1\n", + "2 \t 2509 \t 112 \t 22 \t 45 \t 1 \t -14\n", + "3 \t 112 \t 45 \t 2 \t 22 \t -1 \t 15\n", + "4 \t 45 \t 22 \t 2 \t 1 \t 23 \t -344\n", + "5 \t 22 \t 1 \t 22 \t 0 \t -47 \t 703\n", + "\t\t\t\t\t 117 \t -1750\n", + "GCD(39203, 2621) = 1, with coefficients 117 and -1750 such that 1 = (117)*39203 + (-1750)*2621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2622 \t 14 \t 2495 \t 1 \t 0\n", + "1 \t 2622 \t 2495 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 2495 \t 127 \t 19 \t 82 \t 1 \t -14\n", + "3 \t 127 \t 82 \t 1 \t 45 \t -1 \t 15\n", + "4 \t 82 \t 45 \t 1 \t 37 \t 20 \t -299\n", + "5 \t 45 \t 37 \t 1 \t 8 \t -21 \t 314\n", + "6 \t 37 \t 8 \t 4 \t 5 \t 41 \t -613\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -62 \t 927\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 289 \t -4321\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -351 \t 5248\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 640 \t -9569\n", + "\t\t\t\t\t -991 \t 14817\n", + "GCD(39203, 2622) = 1, with coefficients -991 and 14817 such that 1 = (-991)*39203 + (14817)*2622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2623 \t 14 \t 2481 \t 1 \t 0\n", + "1 \t 2623 \t 2481 \t 1 \t 142 \t 0 \t 1\n", + "2 \t 2481 \t 142 \t 17 \t 67 \t 1 \t -14\n", + "3 \t 142 \t 67 \t 2 \t 8 \t -1 \t 15\n", + "4 \t 67 \t 8 \t 8 \t 3 \t 18 \t -269\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -37 \t 553\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 314 \t -4693\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -665 \t 9939\n", + "\t\t\t\t\t 979 \t -14632\n", + "GCD(39203, 2623) = 1, with coefficients 979 and -14632 such that 1 = (979)*39203 + (-14632)*2623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2624 \t 14 \t 2467 \t 1 \t 0\n", + "1 \t 2624 \t 2467 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 2467 \t 157 \t 15 \t 112 \t 1 \t -14\n", + "3 \t 157 \t 112 \t 1 \t 45 \t -1 \t 15\n", + "4 \t 112 \t 45 \t 2 \t 22 \t 16 \t -239\n", + "5 \t 45 \t 22 \t 2 \t 1 \t -17 \t 254\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 50 \t -747\n", + "\t\t\t\t\t -117 \t 1748\n", + "GCD(39203, 2624) = 1, with coefficients -117 and 1748 such that 1 = (-117)*39203 + (1748)*2624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2625 \t 14 \t 2453 \t 1 \t 0\n", + "1 \t 2625 \t 2453 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 2453 \t 172 \t 14 \t 45 \t 1 \t -14\n", + "3 \t 172 \t 45 \t 3 \t 37 \t -1 \t 15\n", + "4 \t 45 \t 37 \t 1 \t 8 \t 15 \t -224\n", + "5 \t 37 \t 8 \t 4 \t 5 \t -46 \t 687\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 61 \t -911\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -290 \t 4331\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 351 \t -5242\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -641 \t 9573\n", + "\t\t\t\t\t 992 \t -14815\n", + "GCD(39203, 2625) = 1, with coefficients 992 and -14815 such that 1 = (992)*39203 + (-14815)*2625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2626 \t 14 \t 2439 \t 1 \t 0\n", + "1 \t 2626 \t 2439 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 2439 \t 187 \t 13 \t 8 \t 1 \t -14\n", + "3 \t 187 \t 8 \t 23 \t 3 \t -1 \t 15\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 14 \t -209\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -323 \t 4822\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 660 \t -9853\n", + "\t\t\t\t\t -983 \t 14675\n", + "GCD(39203, 2626) = 1, with coefficients -983 and 14675 such that 1 = (-983)*39203 + (14675)*2626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2627 \t 14 \t 2425 \t 1 \t 0\n", + "1 \t 2627 \t 2425 \t 1 \t 202 \t 0 \t 1\n", + "2 \t 2425 \t 202 \t 12 \t 1 \t 1 \t -14\n", + "3 \t 202 \t 1 \t 202 \t 0 \t -1 \t 15\n", + "\t\t\t\t\t 13 \t -194\n", + "GCD(39203, 2627) = 1, with coefficients 13 and -194 such that 1 = (13)*39203 + (-194)*2627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2628 \t 14 \t 2411 \t 1 \t 0\n", + "1 \t 2628 \t 2411 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 2411 \t 217 \t 11 \t 24 \t 1 \t -14\n", + "3 \t 217 \t 24 \t 9 \t 1 \t -1 \t 15\n", + "4 \t 24 \t 1 \t 24 \t 0 \t 12 \t -179\n", + "\t\t\t\t\t -109 \t 1626\n", + "GCD(39203, 2628) = 1, with coefficients -109 and 1626 such that 1 = (-109)*39203 + (1626)*2628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2629 \t 14 \t 2397 \t 1 \t 0\n", + "1 \t 2629 \t 2397 \t 1 \t 232 \t 0 \t 1\n", + "2 \t 2397 \t 232 \t 10 \t 77 \t 1 \t -14\n", + "3 \t 232 \t 77 \t 3 \t 1 \t -1 \t 15\n", + "4 \t 77 \t 1 \t 77 \t 0 \t 11 \t -164\n", + "\t\t\t\t\t -34 \t 507\n", + "GCD(39203, 2629) = 1, with coefficients -34 and 507 such that 1 = (-34)*39203 + (507)*2629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2630 \t 14 \t 2383 \t 1 \t 0\n", + "1 \t 2630 \t 2383 \t 1 \t 247 \t 0 \t 1\n", + "2 \t 2383 \t 247 \t 9 \t 160 \t 1 \t -14\n", + "3 \t 247 \t 160 \t 1 \t 87 \t -1 \t 15\n", + "4 \t 160 \t 87 \t 1 \t 73 \t 10 \t -149\n", + "5 \t 87 \t 73 \t 1 \t 14 \t -11 \t 164\n", + "6 \t 73 \t 14 \t 5 \t 3 \t 21 \t -313\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -32 \t 477\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 181 \t -2698\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -756 \t 11269\n", + "\t\t\t\t\t 937 \t -13967\n", + "GCD(39203, 2630) = 1, with coefficients 937 and -13967 such that 1 = (937)*39203 + (-13967)*2630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2631 \t 14 \t 2369 \t 1 \t 0\n", + "1 \t 2631 \t 2369 \t 1 \t 262 \t 0 \t 1\n", + "2 \t 2369 \t 262 \t 9 \t 11 \t 1 \t -14\n", + "3 \t 262 \t 11 \t 23 \t 9 \t -1 \t 15\n", + "4 \t 11 \t 9 \t 1 \t 2 \t 10 \t -149\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -231 \t 3442\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 241 \t -3591\n", + "\t\t\t\t\t -1195 \t 17806\n", + "GCD(39203, 2631) = 1, with coefficients -1195 and 17806 such that 1 = (-1195)*39203 + (17806)*2631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2632 \t 14 \t 2355 \t 1 \t 0\n", + "1 \t 2632 \t 2355 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 2355 \t 277 \t 8 \t 139 \t 1 \t -14\n", + "3 \t 277 \t 139 \t 1 \t 138 \t -1 \t 15\n", + "4 \t 139 \t 138 \t 1 \t 1 \t 9 \t -134\n", + "5 \t 138 \t 1 \t 138 \t 0 \t -10 \t 149\n", + "\t\t\t\t\t 19 \t -283\n", + "GCD(39203, 2632) = 1, with coefficients 19 and -283 such that 1 = (19)*39203 + (-283)*2632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2633 \t 14 \t 2341 \t 1 \t 0\n", + "1 \t 2633 \t 2341 \t 1 \t 292 \t 0 \t 1\n", + "2 \t 2341 \t 292 \t 8 \t 5 \t 1 \t -14\n", + "3 \t 292 \t 5 \t 58 \t 2 \t -1 \t 15\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 9 \t -134\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -523 \t 7787\n", + "\t\t\t\t\t 1055 \t -15708\n", + "GCD(39203, 2633) = 1, with coefficients 1055 and -15708 such that 1 = (1055)*39203 + (-15708)*2633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2634 \t 14 \t 2327 \t 1 \t 0\n", + "1 \t 2634 \t 2327 \t 1 \t 307 \t 0 \t 1\n", + "2 \t 2327 \t 307 \t 7 \t 178 \t 1 \t -14\n", + "3 \t 307 \t 178 \t 1 \t 129 \t -1 \t 15\n", + "4 \t 178 \t 129 \t 1 \t 49 \t 8 \t -119\n", + "5 \t 129 \t 49 \t 2 \t 31 \t -9 \t 134\n", + "6 \t 49 \t 31 \t 1 \t 18 \t 17 \t -253\n", + "7 \t 31 \t 18 \t 1 \t 13 \t -43 \t 640\n", + "8 \t 18 \t 13 \t 1 \t 5 \t 60 \t -893\n", + "9 \t 13 \t 5 \t 2 \t 3 \t -103 \t 1533\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 163 \t -2426\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -429 \t 6385\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 592 \t -8811\n", + "\t\t\t\t\t -1021 \t 15196\n", + "GCD(39203, 2634) = 1, with coefficients -1021 and 15196 such that 1 = (-1021)*39203 + (15196)*2634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2635 \t 14 \t 2313 \t 1 \t 0\n", + "1 \t 2635 \t 2313 \t 1 \t 322 \t 0 \t 1\n", + "2 \t 2313 \t 322 \t 7 \t 59 \t 1 \t -14\n", + "3 \t 322 \t 59 \t 5 \t 27 \t -1 \t 15\n", + "4 \t 59 \t 27 \t 2 \t 5 \t 8 \t -119\n", + "5 \t 27 \t 5 \t 5 \t 2 \t -41 \t 610\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 90 \t -1339\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -491 \t 7305\n", + "\t\t\t\t\t 1072 \t -15949\n", + "GCD(39203, 2635) = 1, with coefficients 1072 and -15949 such that 1 = (1072)*39203 + (-15949)*2635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2636 \t 14 \t 2299 \t 1 \t 0\n", + "1 \t 2636 \t 2299 \t 1 \t 337 \t 0 \t 1\n", + "2 \t 2299 \t 337 \t 6 \t 277 \t 1 \t -14\n", + "3 \t 337 \t 277 \t 1 \t 60 \t -1 \t 15\n", + "4 \t 277 \t 60 \t 4 \t 37 \t 7 \t -104\n", + "5 \t 60 \t 37 \t 1 \t 23 \t -8 \t 119\n", + "6 \t 37 \t 23 \t 1 \t 14 \t 39 \t -580\n", + "7 \t 23 \t 14 \t 1 \t 9 \t -47 \t 699\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 86 \t -1279\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -133 \t 1978\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 219 \t -3257\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -352 \t 5235\n", + "\t\t\t\t\t 571 \t -8492\n", + "GCD(39203, 2636) = 1, with coefficients 571 and -8492 such that 1 = (571)*39203 + (-8492)*2636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2637 \t 14 \t 2285 \t 1 \t 0\n", + "1 \t 2637 \t 2285 \t 1 \t 352 \t 0 \t 1\n", + "2 \t 2285 \t 352 \t 6 \t 173 \t 1 \t -14\n", + "3 \t 352 \t 173 \t 2 \t 6 \t -1 \t 15\n", + "4 \t 173 \t 6 \t 28 \t 5 \t 7 \t -104\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -15 \t 223\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 427 \t -6348\n", + "\t\t\t\t\t -442 \t 6571\n", + "GCD(39203, 2637) = 1, with coefficients -442 and 6571 such that 1 = (-442)*39203 + (6571)*2637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2638 \t 14 \t 2271 \t 1 \t 0\n", + "1 \t 2638 \t 2271 \t 1 \t 367 \t 0 \t 1\n", + "2 \t 2271 \t 367 \t 6 \t 69 \t 1 \t -14\n", + "3 \t 367 \t 69 \t 5 \t 22 \t -1 \t 15\n", + "4 \t 69 \t 22 \t 3 \t 3 \t 7 \t -104\n", + "5 \t 22 \t 3 \t 7 \t 1 \t -36 \t 535\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 115 \t -1709\n", + "\t\t\t\t\t -841 \t 12498\n", + "GCD(39203, 2638) = 1, with coefficients -841 and 12498 such that 1 = (-841)*39203 + (12498)*2638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2639 \t 14 \t 2257 \t 1 \t 0\n", + "1 \t 2639 \t 2257 \t 1 \t 382 \t 0 \t 1\n", + "2 \t 2257 \t 382 \t 5 \t 347 \t 1 \t -14\n", + "3 \t 382 \t 347 \t 1 \t 35 \t -1 \t 15\n", + "4 \t 347 \t 35 \t 9 \t 32 \t 6 \t -89\n", + "5 \t 35 \t 32 \t 1 \t 3 \t -7 \t 104\n", + "6 \t 32 \t 3 \t 10 \t 2 \t 69 \t -1025\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -76 \t 1129\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 829 \t -12315\n", + "\t\t\t\t\t -905 \t 13444\n", + "GCD(39203, 2639) = 1, with coefficients -905 and 13444 such that 1 = (-905)*39203 + (13444)*2639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2640 \t 14 \t 2243 \t 1 \t 0\n", + "1 \t 2640 \t 2243 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 2243 \t 397 \t 5 \t 258 \t 1 \t -14\n", + "3 \t 397 \t 258 \t 1 \t 139 \t -1 \t 15\n", + "4 \t 258 \t 139 \t 1 \t 119 \t 6 \t -89\n", + "5 \t 139 \t 119 \t 1 \t 20 \t -7 \t 104\n", + "6 \t 119 \t 20 \t 5 \t 19 \t 13 \t -193\n", + "7 \t 20 \t 19 \t 1 \t 1 \t -20 \t 297\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 113 \t -1678\n", + "\t\t\t\t\t -133 \t 1975\n", + "GCD(39203, 2640) = 1, with coefficients -133 and 1975 such that 1 = (-133)*39203 + (1975)*2640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2641 \t 14 \t 2229 \t 1 \t 0\n", + "1 \t 2641 \t 2229 \t 1 \t 412 \t 0 \t 1\n", + "2 \t 2229 \t 412 \t 5 \t 169 \t 1 \t -14\n", + "3 \t 412 \t 169 \t 2 \t 74 \t -1 \t 15\n", + "4 \t 169 \t 74 \t 2 \t 21 \t 6 \t -89\n", + "5 \t 74 \t 21 \t 3 \t 11 \t -13 \t 193\n", + "6 \t 21 \t 11 \t 1 \t 10 \t 32 \t -475\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -109 \t 1618\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 141 \t -2093\n", + "\t\t\t\t\t -250 \t 3711\n", + "GCD(39203, 2641) = 1, with coefficients -250 and 3711 such that 1 = (-250)*39203 + (3711)*2641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2642 \t 14 \t 2215 \t 1 \t 0\n", + "1 \t 2642 \t 2215 \t 1 \t 427 \t 0 \t 1\n", + "2 \t 2215 \t 427 \t 5 \t 80 \t 1 \t -14\n", + "3 \t 427 \t 80 \t 5 \t 27 \t -1 \t 15\n", + "4 \t 80 \t 27 \t 2 \t 26 \t 6 \t -89\n", + "5 \t 27 \t 26 \t 1 \t 1 \t -31 \t 460\n", + "6 \t 26 \t 1 \t 26 \t 0 \t 68 \t -1009\n", + "\t\t\t\t\t -99 \t 1469\n", + "GCD(39203, 2642) = 1, with coefficients -99 and 1469 such that 1 = (-99)*39203 + (1469)*2642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2643 \t 14 \t 2201 \t 1 \t 0\n", + "1 \t 2643 \t 2201 \t 1 \t 442 \t 0 \t 1\n", + "2 \t 2201 \t 442 \t 4 \t 433 \t 1 \t -14\n", + "3 \t 442 \t 433 \t 1 \t 9 \t -1 \t 15\n", + "4 \t 433 \t 9 \t 48 \t 1 \t 5 \t -74\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -6 \t 89\n", + "\t\t\t\t\t 293 \t -4346\n", + "GCD(39203, 2643) = 1, with coefficients 293 and -4346 such that 1 = (293)*39203 + (-4346)*2643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2644 \t 14 \t 2187 \t 1 \t 0\n", + "1 \t 2644 \t 2187 \t 1 \t 457 \t 0 \t 1\n", + "2 \t 2187 \t 457 \t 4 \t 359 \t 1 \t -14\n", + "3 \t 457 \t 359 \t 1 \t 98 \t -1 \t 15\n", + "4 \t 359 \t 98 \t 3 \t 65 \t 5 \t -74\n", + "5 \t 98 \t 65 \t 1 \t 33 \t -6 \t 89\n", + "6 \t 65 \t 33 \t 1 \t 32 \t 23 \t -341\n", + "7 \t 33 \t 32 \t 1 \t 1 \t -29 \t 430\n", + "8 \t 32 \t 1 \t 32 \t 0 \t 52 \t -771\n", + "\t\t\t\t\t -81 \t 1201\n", + "GCD(39203, 2644) = 1, with coefficients -81 and 1201 such that 1 = (-81)*39203 + (1201)*2644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2645 \t 14 \t 2173 \t 1 \t 0\n", + "1 \t 2645 \t 2173 \t 1 \t 472 \t 0 \t 1\n", + "2 \t 2173 \t 472 \t 4 \t 285 \t 1 \t -14\n", + "3 \t 472 \t 285 \t 1 \t 187 \t -1 \t 15\n", + "4 \t 285 \t 187 \t 1 \t 98 \t 5 \t -74\n", + "5 \t 187 \t 98 \t 1 \t 89 \t -6 \t 89\n", + "6 \t 98 \t 89 \t 1 \t 9 \t 11 \t -163\n", + "7 \t 89 \t 9 \t 9 \t 8 \t -17 \t 252\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 28 \t -415\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -269 \t 3987\n", + "\t\t\t\t\t 297 \t -4402\n", + "GCD(39203, 2645) = 1, with coefficients 297 and -4402 such that 1 = (297)*39203 + (-4402)*2645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2646 \t 14 \t 2159 \t 1 \t 0\n", + "1 \t 2646 \t 2159 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 2159 \t 487 \t 4 \t 211 \t 1 \t -14\n", + "3 \t 487 \t 211 \t 2 \t 65 \t -1 \t 15\n", + "4 \t 211 \t 65 \t 3 \t 16 \t 5 \t -74\n", + "5 \t 65 \t 16 \t 4 \t 1 \t -11 \t 163\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 38 \t -563\n", + "\t\t\t\t\t -163 \t 2415\n", + "GCD(39203, 2646) = 1, with coefficients -163 and 2415 such that 1 = (-163)*39203 + (2415)*2646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2647 \t 14 \t 2145 \t 1 \t 0\n", + "1 \t 2647 \t 2145 \t 1 \t 502 \t 0 \t 1\n", + "2 \t 2145 \t 502 \t 4 \t 137 \t 1 \t -14\n", + "3 \t 502 \t 137 \t 3 \t 91 \t -1 \t 15\n", + "4 \t 137 \t 91 \t 1 \t 46 \t 5 \t -74\n", + "5 \t 91 \t 46 \t 1 \t 45 \t -16 \t 237\n", + "6 \t 46 \t 45 \t 1 \t 1 \t 21 \t -311\n", + "7 \t 45 \t 1 \t 45 \t 0 \t -37 \t 548\n", + "\t\t\t\t\t 58 \t -859\n", + "GCD(39203, 2647) = 1, with coefficients 58 and -859 such that 1 = (58)*39203 + (-859)*2647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2648 \t 14 \t 2131 \t 1 \t 0\n", + "1 \t 2648 \t 2131 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 2131 \t 517 \t 4 \t 63 \t 1 \t -14\n", + "3 \t 517 \t 63 \t 8 \t 13 \t -1 \t 15\n", + "4 \t 63 \t 13 \t 4 \t 11 \t 5 \t -74\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -41 \t 607\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 169 \t -2502\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -210 \t 3109\n", + "\t\t\t\t\t 1219 \t -18047\n", + "GCD(39203, 2648) = 1, with coefficients 1219 and -18047 such that 1 = (1219)*39203 + (-18047)*2648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2649 \t 14 \t 2117 \t 1 \t 0\n", + "1 \t 2649 \t 2117 \t 1 \t 532 \t 0 \t 1\n", + "2 \t 2117 \t 532 \t 3 \t 521 \t 1 \t -14\n", + "3 \t 532 \t 521 \t 1 \t 11 \t -1 \t 15\n", + "4 \t 521 \t 11 \t 47 \t 4 \t 4 \t -59\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -5 \t 74\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 239 \t -3537\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -483 \t 7148\n", + "\t\t\t\t\t 722 \t -10685\n", + "GCD(39203, 2649) = 1, with coefficients 722 and -10685 such that 1 = (722)*39203 + (-10685)*2649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2650 \t 14 \t 2103 \t 1 \t 0\n", + "1 \t 2650 \t 2103 \t 1 \t 547 \t 0 \t 1\n", + "2 \t 2103 \t 547 \t 3 \t 462 \t 1 \t -14\n", + "3 \t 547 \t 462 \t 1 \t 85 \t -1 \t 15\n", + "4 \t 462 \t 85 \t 5 \t 37 \t 4 \t -59\n", + "5 \t 85 \t 37 \t 2 \t 11 \t -5 \t 74\n", + "6 \t 37 \t 11 \t 3 \t 4 \t 29 \t -429\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -63 \t 932\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 218 \t -3225\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -499 \t 7382\n", + "\t\t\t\t\t 717 \t -10607\n", + "GCD(39203, 2650) = 1, with coefficients 717 and -10607 such that 1 = (717)*39203 + (-10607)*2650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2651 \t 14 \t 2089 \t 1 \t 0\n", + "1 \t 2651 \t 2089 \t 1 \t 562 \t 0 \t 1\n", + "2 \t 2089 \t 562 \t 3 \t 403 \t 1 \t -14\n", + "3 \t 562 \t 403 \t 1 \t 159 \t -1 \t 15\n", + "4 \t 403 \t 159 \t 2 \t 85 \t 4 \t -59\n", + "5 \t 159 \t 85 \t 1 \t 74 \t -5 \t 74\n", + "6 \t 85 \t 74 \t 1 \t 11 \t 14 \t -207\n", + "7 \t 74 \t 11 \t 6 \t 8 \t -19 \t 281\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 33 \t -488\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -217 \t 3209\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 250 \t -3697\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -717 \t 10603\n", + "\t\t\t\t\t 967 \t -14300\n", + "GCD(39203, 2651) = 1, with coefficients 967 and -14300 such that 1 = (967)*39203 + (-14300)*2651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2652 \t 14 \t 2075 \t 1 \t 0\n", + "1 \t 2652 \t 2075 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 2075 \t 577 \t 3 \t 344 \t 1 \t -14\n", + "3 \t 577 \t 344 \t 1 \t 233 \t -1 \t 15\n", + "4 \t 344 \t 233 \t 1 \t 111 \t 4 \t -59\n", + "5 \t 233 \t 111 \t 2 \t 11 \t -5 \t 74\n", + "6 \t 111 \t 11 \t 10 \t 1 \t 9 \t -133\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -23 \t 340\n", + "\t\t\t\t\t 239 \t -3533\n", + "GCD(39203, 2652) = 1, with coefficients 239 and -3533 such that 1 = (239)*39203 + (-3533)*2652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2653 \t 14 \t 2061 \t 1 \t 0\n", + "1 \t 2653 \t 2061 \t 1 \t 592 \t 0 \t 1\n", + "2 \t 2061 \t 592 \t 3 \t 285 \t 1 \t -14\n", + "3 \t 592 \t 285 \t 2 \t 22 \t -1 \t 15\n", + "4 \t 285 \t 22 \t 12 \t 21 \t 4 \t -59\n", + "5 \t 22 \t 21 \t 1 \t 1 \t -9 \t 133\n", + "6 \t 21 \t 1 \t 21 \t 0 \t 112 \t -1655\n", + "\t\t\t\t\t -121 \t 1788\n", + "GCD(39203, 2653) = 1, with coefficients -121 and 1788 such that 1 = (-121)*39203 + (1788)*2653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2654 \t 14 \t 2047 \t 1 \t 0\n", + "1 \t 2654 \t 2047 \t 1 \t 607 \t 0 \t 1\n", + "2 \t 2047 \t 607 \t 3 \t 226 \t 1 \t -14\n", + "3 \t 607 \t 226 \t 2 \t 155 \t -1 \t 15\n", + "4 \t 226 \t 155 \t 1 \t 71 \t 4 \t -59\n", + "5 \t 155 \t 71 \t 2 \t 13 \t -9 \t 133\n", + "6 \t 71 \t 13 \t 5 \t 6 \t 13 \t -192\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -35 \t 517\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 188 \t -2777\n", + "\t\t\t\t\t -411 \t 6071\n", + "GCD(39203, 2654) = 1, with coefficients -411 and 6071 such that 1 = (-411)*39203 + (6071)*2654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2655 \t 14 \t 2033 \t 1 \t 0\n", + "1 \t 2655 \t 2033 \t 1 \t 622 \t 0 \t 1\n", + "2 \t 2033 \t 622 \t 3 \t 167 \t 1 \t -14\n", + "3 \t 622 \t 167 \t 3 \t 121 \t -1 \t 15\n", + "4 \t 167 \t 121 \t 1 \t 46 \t 4 \t -59\n", + "5 \t 121 \t 46 \t 2 \t 29 \t -13 \t 192\n", + "6 \t 46 \t 29 \t 1 \t 17 \t 17 \t -251\n", + "7 \t 29 \t 17 \t 1 \t 12 \t -47 \t 694\n", + "8 \t 17 \t 12 \t 1 \t 5 \t 64 \t -945\n", + "9 \t 12 \t 5 \t 2 \t 2 \t -111 \t 1639\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 175 \t -2584\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -461 \t 6807\n", + "\t\t\t\t\t 1097 \t -16198\n", + "GCD(39203, 2655) = 1, with coefficients 1097 and -16198 such that 1 = (1097)*39203 + (-16198)*2655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2656 \t 14 \t 2019 \t 1 \t 0\n", + "1 \t 2656 \t 2019 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 2019 \t 637 \t 3 \t 108 \t 1 \t -14\n", + "3 \t 637 \t 108 \t 5 \t 97 \t -1 \t 15\n", + "4 \t 108 \t 97 \t 1 \t 11 \t 4 \t -59\n", + "5 \t 97 \t 11 \t 8 \t 9 \t -21 \t 310\n", + "6 \t 11 \t 9 \t 1 \t 2 \t 25 \t -369\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -221 \t 3262\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 246 \t -3631\n", + "\t\t\t\t\t -1205 \t 17786\n", + "GCD(39203, 2656) = 1, with coefficients -1205 and 17786 such that 1 = (-1205)*39203 + (17786)*2656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2657 \t 14 \t 2005 \t 1 \t 0\n", + "1 \t 2657 \t 2005 \t 1 \t 652 \t 0 \t 1\n", + "2 \t 2005 \t 652 \t 3 \t 49 \t 1 \t -14\n", + "3 \t 652 \t 49 \t 13 \t 15 \t -1 \t 15\n", + "4 \t 49 \t 15 \t 3 \t 4 \t 4 \t -59\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -53 \t 782\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 163 \t -2405\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -542 \t 7997\n", + "\t\t\t\t\t 705 \t -10402\n", + "GCD(39203, 2657) = 1, with coefficients 705 and -10402 such that 1 = (705)*39203 + (-10402)*2657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2658 \t 14 \t 1991 \t 1 \t 0\n", + "1 \t 2658 \t 1991 \t 1 \t 667 \t 0 \t 1\n", + "2 \t 1991 \t 667 \t 2 \t 657 \t 1 \t -14\n", + "3 \t 667 \t 657 \t 1 \t 10 \t -1 \t 15\n", + "4 \t 657 \t 10 \t 65 \t 7 \t 3 \t -44\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -4 \t 59\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 263 \t -3879\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -267 \t 3938\n", + "\t\t\t\t\t 797 \t -11755\n", + "GCD(39203, 2658) = 1, with coefficients 797 and -11755 such that 1 = (797)*39203 + (-11755)*2658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2659 \t 14 \t 1977 \t 1 \t 0\n", + "1 \t 2659 \t 1977 \t 1 \t 682 \t 0 \t 1\n", + "2 \t 1977 \t 682 \t 2 \t 613 \t 1 \t -14\n", + "3 \t 682 \t 613 \t 1 \t 69 \t -1 \t 15\n", + "4 \t 613 \t 69 \t 8 \t 61 \t 3 \t -44\n", + "5 \t 69 \t 61 \t 1 \t 8 \t -4 \t 59\n", + "6 \t 61 \t 8 \t 7 \t 5 \t 35 \t -516\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -39 \t 575\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 308 \t -4541\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -347 \t 5116\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 655 \t -9657\n", + "\t\t\t\t\t -1002 \t 14773\n", + "GCD(39203, 2659) = 1, with coefficients -1002 and 14773 such that 1 = (-1002)*39203 + (14773)*2659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2660 \t 14 \t 1963 \t 1 \t 0\n", + "1 \t 2660 \t 1963 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 1963 \t 697 \t 2 \t 569 \t 1 \t -14\n", + "3 \t 697 \t 569 \t 1 \t 128 \t -1 \t 15\n", + "4 \t 569 \t 128 \t 4 \t 57 \t 3 \t -44\n", + "5 \t 128 \t 57 \t 2 \t 14 \t -4 \t 59\n", + "6 \t 57 \t 14 \t 4 \t 1 \t 19 \t -280\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -42 \t 619\n", + "\t\t\t\t\t 187 \t -2756\n", + "GCD(39203, 2660) = 1, with coefficients 187 and -2756 such that 1 = (187)*39203 + (-2756)*2660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2661 \t 14 \t 1949 \t 1 \t 0\n", + "1 \t 2661 \t 1949 \t 1 \t 712 \t 0 \t 1\n", + "2 \t 1949 \t 712 \t 2 \t 525 \t 1 \t -14\n", + "3 \t 712 \t 525 \t 1 \t 187 \t -1 \t 15\n", + "4 \t 525 \t 187 \t 2 \t 151 \t 3 \t -44\n", + "5 \t 187 \t 151 \t 1 \t 36 \t -4 \t 59\n", + "6 \t 151 \t 36 \t 4 \t 7 \t 11 \t -162\n", + "7 \t 36 \t 7 \t 5 \t 1 \t -15 \t 221\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 71 \t -1046\n", + "\t\t\t\t\t -370 \t 5451\n", + "GCD(39203, 2661) = 1, with coefficients -370 and 5451 such that 1 = (-370)*39203 + (5451)*2661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2662 \t 14 \t 1935 \t 1 \t 0\n", + "1 \t 2662 \t 1935 \t 1 \t 727 \t 0 \t 1\n", + "2 \t 1935 \t 727 \t 2 \t 481 \t 1 \t -14\n", + "3 \t 727 \t 481 \t 1 \t 246 \t -1 \t 15\n", + "4 \t 481 \t 246 \t 1 \t 235 \t 3 \t -44\n", + "5 \t 246 \t 235 \t 1 \t 11 \t -4 \t 59\n", + "6 \t 235 \t 11 \t 21 \t 4 \t 7 \t -103\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -11 \t 162\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 238 \t -3505\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -487 \t 7172\n", + "\t\t\t\t\t 725 \t -10677\n", + "GCD(39203, 2662) = 1, with coefficients 725 and -10677 such that 1 = (725)*39203 + (-10677)*2662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2663 \t 14 \t 1921 \t 1 \t 0\n", + "1 \t 2663 \t 1921 \t 1 \t 742 \t 0 \t 1\n", + "2 \t 1921 \t 742 \t 2 \t 437 \t 1 \t -14\n", + "3 \t 742 \t 437 \t 1 \t 305 \t -1 \t 15\n", + "4 \t 437 \t 305 \t 1 \t 132 \t 3 \t -44\n", + "5 \t 305 \t 132 \t 2 \t 41 \t -4 \t 59\n", + "6 \t 132 \t 41 \t 3 \t 9 \t 7 \t -103\n", + "7 \t 41 \t 9 \t 4 \t 5 \t -18 \t 265\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 61 \t -898\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -262 \t 3857\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 323 \t -4755\n", + "\t\t\t\t\t -585 \t 8612\n", + "GCD(39203, 2663) = 1, with coefficients -585 and 8612 such that 1 = (-585)*39203 + (8612)*2663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2664 \t 14 \t 1907 \t 1 \t 0\n", + "1 \t 2664 \t 1907 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 1907 \t 757 \t 2 \t 393 \t 1 \t -14\n", + "3 \t 757 \t 393 \t 1 \t 364 \t -1 \t 15\n", + "4 \t 393 \t 364 \t 1 \t 29 \t 3 \t -44\n", + "5 \t 364 \t 29 \t 12 \t 16 \t -4 \t 59\n", + "6 \t 29 \t 16 \t 1 \t 13 \t 7 \t -103\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -88 \t 1295\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 95 \t -1398\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -183 \t 2693\n", + "\t\t\t\t\t 827 \t -12170\n", + "GCD(39203, 2664) = 1, with coefficients 827 and -12170 such that 1 = (827)*39203 + (-12170)*2664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2665 \t 14 \t 1893 \t 1 \t 0\n", + "1 \t 2665 \t 1893 \t 1 \t 772 \t 0 \t 1\n", + "2 \t 1893 \t 772 \t 2 \t 349 \t 1 \t -14\n", + "3 \t 772 \t 349 \t 2 \t 74 \t -1 \t 15\n", + "4 \t 349 \t 74 \t 4 \t 53 \t 3 \t -44\n", + "5 \t 74 \t 53 \t 1 \t 21 \t -7 \t 103\n", + "6 \t 53 \t 21 \t 2 \t 11 \t 31 \t -456\n", + "7 \t 21 \t 11 \t 1 \t 10 \t -38 \t 559\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 107 \t -1574\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -145 \t 2133\n", + "\t\t\t\t\t 252 \t -3707\n", + "GCD(39203, 2665) = 1, with coefficients 252 and -3707 such that 1 = (252)*39203 + (-3707)*2665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2666 \t 14 \t 1879 \t 1 \t 0\n", + "1 \t 2666 \t 1879 \t 1 \t 787 \t 0 \t 1\n", + "2 \t 1879 \t 787 \t 2 \t 305 \t 1 \t -14\n", + "3 \t 787 \t 305 \t 2 \t 177 \t -1 \t 15\n", + "4 \t 305 \t 177 \t 1 \t 128 \t 3 \t -44\n", + "5 \t 177 \t 128 \t 1 \t 49 \t -7 \t 103\n", + "6 \t 128 \t 49 \t 2 \t 30 \t 10 \t -147\n", + "7 \t 49 \t 30 \t 1 \t 19 \t -17 \t 250\n", + "8 \t 30 \t 19 \t 1 \t 11 \t 44 \t -647\n", + "9 \t 19 \t 11 \t 1 \t 8 \t -61 \t 897\n", + "10 \t 11 \t 8 \t 1 \t 3 \t 105 \t -1544\n", + "11 \t 8 \t 3 \t 2 \t 2 \t -166 \t 2441\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 271 \t -3985\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -708 \t 10411\n", + "\t\t\t\t\t 979 \t -14396\n", + "GCD(39203, 2666) = 1, with coefficients 979 and -14396 such that 1 = (979)*39203 + (-14396)*2666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2667 \t 14 \t 1865 \t 1 \t 0\n", + "1 \t 2667 \t 1865 \t 1 \t 802 \t 0 \t 1\n", + "2 \t 1865 \t 802 \t 2 \t 261 \t 1 \t -14\n", + "3 \t 802 \t 261 \t 3 \t 19 \t -1 \t 15\n", + "4 \t 261 \t 19 \t 13 \t 14 \t 3 \t -44\n", + "5 \t 19 \t 14 \t 1 \t 5 \t -10 \t 147\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 133 \t -1955\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -143 \t 2102\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 419 \t -6159\n", + "\t\t\t\t\t -562 \t 8261\n", + "GCD(39203, 2667) = 1, with coefficients -562 and 8261 such that 1 = (-562)*39203 + (8261)*2667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2668 \t 14 \t 1851 \t 1 \t 0\n", + "1 \t 2668 \t 1851 \t 1 \t 817 \t 0 \t 1\n", + "2 \t 1851 \t 817 \t 2 \t 217 \t 1 \t -14\n", + "3 \t 817 \t 217 \t 3 \t 166 \t -1 \t 15\n", + "4 \t 217 \t 166 \t 1 \t 51 \t 3 \t -44\n", + "5 \t 166 \t 51 \t 3 \t 13 \t -10 \t 147\n", + "6 \t 51 \t 13 \t 3 \t 12 \t 13 \t -191\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -49 \t 720\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 160 \t -2351\n", + "\t\t\t\t\t -209 \t 3071\n", + "GCD(39203, 2668) = 1, with coefficients -209 and 3071 such that 1 = (-209)*39203 + (3071)*2668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2669 \t 14 \t 1837 \t 1 \t 0\n", + "1 \t 2669 \t 1837 \t 1 \t 832 \t 0 \t 1\n", + "2 \t 1837 \t 832 \t 2 \t 173 \t 1 \t -14\n", + "3 \t 832 \t 173 \t 4 \t 140 \t -1 \t 15\n", + "4 \t 173 \t 140 \t 1 \t 33 \t 3 \t -44\n", + "5 \t 140 \t 33 \t 4 \t 8 \t -13 \t 191\n", + "6 \t 33 \t 8 \t 4 \t 1 \t 16 \t -235\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -77 \t 1131\n", + "\t\t\t\t\t 324 \t -4759\n", + "GCD(39203, 2669) = 1, with coefficients 324 and -4759 such that 1 = (324)*39203 + (-4759)*2669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2670 \t 14 \t 1823 \t 1 \t 0\n", + "1 \t 2670 \t 1823 \t 1 \t 847 \t 0 \t 1\n", + "2 \t 1823 \t 847 \t 2 \t 129 \t 1 \t -14\n", + "3 \t 847 \t 129 \t 6 \t 73 \t -1 \t 15\n", + "4 \t 129 \t 73 \t 1 \t 56 \t 3 \t -44\n", + "5 \t 73 \t 56 \t 1 \t 17 \t -19 \t 279\n", + "6 \t 56 \t 17 \t 3 \t 5 \t 22 \t -323\n", + "7 \t 17 \t 5 \t 3 \t 2 \t -41 \t 602\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 145 \t -2129\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -476 \t 6989\n", + "\t\t\t\t\t 1097 \t -16107\n", + "GCD(39203, 2670) = 1, with coefficients 1097 and -16107 such that 1 = (1097)*39203 + (-16107)*2670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2671 \t 14 \t 1809 \t 1 \t 0\n", + "1 \t 2671 \t 1809 \t 1 \t 862 \t 0 \t 1\n", + "2 \t 1809 \t 862 \t 2 \t 85 \t 1 \t -14\n", + "3 \t 862 \t 85 \t 10 \t 12 \t -1 \t 15\n", + "4 \t 85 \t 12 \t 7 \t 1 \t 3 \t -44\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -31 \t 455\n", + "\t\t\t\t\t 220 \t -3229\n", + "GCD(39203, 2671) = 1, with coefficients 220 and -3229 such that 1 = (220)*39203 + (-3229)*2671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2672 \t 14 \t 1795 \t 1 \t 0\n", + "1 \t 2672 \t 1795 \t 1 \t 877 \t 0 \t 1\n", + "2 \t 1795 \t 877 \t 2 \t 41 \t 1 \t -14\n", + "3 \t 877 \t 41 \t 21 \t 16 \t -1 \t 15\n", + "4 \t 41 \t 16 \t 2 \t 9 \t 3 \t -44\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -64 \t 939\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 131 \t -1922\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -195 \t 2861\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 326 \t -4783\n", + "\t\t\t\t\t -1173 \t 17210\n", + "GCD(39203, 2672) = 1, with coefficients -1173 and 17210 such that 1 = (-1173)*39203 + (17210)*2672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2673 \t 14 \t 1781 \t 1 \t 0\n", + "1 \t 2673 \t 1781 \t 1 \t 892 \t 0 \t 1\n", + "2 \t 1781 \t 892 \t 1 \t 889 \t 1 \t -14\n", + "3 \t 892 \t 889 \t 1 \t 3 \t -1 \t 15\n", + "4 \t 889 \t 3 \t 296 \t 1 \t 2 \t -29\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -3 \t 44\n", + "\t\t\t\t\t 890 \t -13053\n", + "GCD(39203, 2673) = 1, with coefficients 890 and -13053 such that 1 = (890)*39203 + (-13053)*2673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2674 \t 14 \t 1767 \t 1 \t 0\n", + "1 \t 2674 \t 1767 \t 1 \t 907 \t 0 \t 1\n", + "2 \t 1767 \t 907 \t 1 \t 860 \t 1 \t -14\n", + "3 \t 907 \t 860 \t 1 \t 47 \t -1 \t 15\n", + "4 \t 860 \t 47 \t 18 \t 14 \t 2 \t -29\n", + "5 \t 47 \t 14 \t 3 \t 5 \t -3 \t 44\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 56 \t -821\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -171 \t 2507\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 398 \t -5835\n", + "\t\t\t\t\t -569 \t 8342\n", + "GCD(39203, 2674) = 1, with coefficients -569 and 8342 such that 1 = (-569)*39203 + (8342)*2674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2675 \t 14 \t 1753 \t 1 \t 0\n", + "1 \t 2675 \t 1753 \t 1 \t 922 \t 0 \t 1\n", + "2 \t 1753 \t 922 \t 1 \t 831 \t 1 \t -14\n", + "3 \t 922 \t 831 \t 1 \t 91 \t -1 \t 15\n", + "4 \t 831 \t 91 \t 9 \t 12 \t 2 \t -29\n", + "5 \t 91 \t 12 \t 7 \t 7 \t -3 \t 44\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 29 \t -425\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -206 \t 3019\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 235 \t -3444\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -441 \t 6463\n", + "\t\t\t\t\t 1117 \t -16370\n", + "GCD(39203, 2675) = 1, with coefficients 1117 and -16370 such that 1 = (1117)*39203 + (-16370)*2675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2676 \t 14 \t 1739 \t 1 \t 0\n", + "1 \t 2676 \t 1739 \t 1 \t 937 \t 0 \t 1\n", + "2 \t 1739 \t 937 \t 1 \t 802 \t 1 \t -14\n", + "3 \t 937 \t 802 \t 1 \t 135 \t -1 \t 15\n", + "4 \t 802 \t 135 \t 5 \t 127 \t 2 \t -29\n", + "5 \t 135 \t 127 \t 1 \t 8 \t -3 \t 44\n", + "6 \t 127 \t 8 \t 15 \t 7 \t 17 \t -249\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -20 \t 293\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 317 \t -4644\n", + "\t\t\t\t\t -337 \t 4937\n", + "GCD(39203, 2676) = 1, with coefficients -337 and 4937 such that 1 = (-337)*39203 + (4937)*2676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2677 \t 14 \t 1725 \t 1 \t 0\n", + "1 \t 2677 \t 1725 \t 1 \t 952 \t 0 \t 1\n", + "2 \t 1725 \t 952 \t 1 \t 773 \t 1 \t -14\n", + "3 \t 952 \t 773 \t 1 \t 179 \t -1 \t 15\n", + "4 \t 773 \t 179 \t 4 \t 57 \t 2 \t -29\n", + "5 \t 179 \t 57 \t 3 \t 8 \t -3 \t 44\n", + "6 \t 57 \t 8 \t 7 \t 1 \t 14 \t -205\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -45 \t 659\n", + "\t\t\t\t\t 329 \t -4818\n", + "GCD(39203, 2677) = 1, with coefficients 329 and -4818 such that 1 = (329)*39203 + (-4818)*2677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2678 \t 14 \t 1711 \t 1 \t 0\n", + "1 \t 2678 \t 1711 \t 1 \t 967 \t 0 \t 1\n", + "2 \t 1711 \t 967 \t 1 \t 744 \t 1 \t -14\n", + "3 \t 967 \t 744 \t 1 \t 223 \t -1 \t 15\n", + "4 \t 744 \t 223 \t 3 \t 75 \t 2 \t -29\n", + "5 \t 223 \t 75 \t 2 \t 73 \t -3 \t 44\n", + "6 \t 75 \t 73 \t 1 \t 2 \t 11 \t -161\n", + "7 \t 73 \t 2 \t 36 \t 1 \t -25 \t 366\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 36 \t -527\n", + "\t\t\t\t\t -1321 \t 19338\n", + "GCD(39203, 2678) = 1, with coefficients -1321 and 19338 such that 1 = (-1321)*39203 + (19338)*2678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2679 \t 14 \t 1697 \t 1 \t 0\n", + "1 \t 2679 \t 1697 \t 1 \t 982 \t 0 \t 1\n", + "2 \t 1697 \t 982 \t 1 \t 715 \t 1 \t -14\n", + "3 \t 982 \t 715 \t 1 \t 267 \t -1 \t 15\n", + "4 \t 715 \t 267 \t 2 \t 181 \t 2 \t -29\n", + "5 \t 267 \t 181 \t 1 \t 86 \t -3 \t 44\n", + "6 \t 181 \t 86 \t 2 \t 9 \t 8 \t -117\n", + "7 \t 86 \t 9 \t 9 \t 5 \t -11 \t 161\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 30 \t -439\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -281 \t 4112\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 311 \t -4551\n", + "\t\t\t\t\t -592 \t 8663\n", + "GCD(39203, 2679) = 1, with coefficients -592 and 8663 such that 1 = (-592)*39203 + (8663)*2679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2680 \t 14 \t 1683 \t 1 \t 0\n", + "1 \t 2680 \t 1683 \t 1 \t 997 \t 0 \t 1\n", + "2 \t 1683 \t 997 \t 1 \t 686 \t 1 \t -14\n", + "3 \t 997 \t 686 \t 1 \t 311 \t -1 \t 15\n", + "4 \t 686 \t 311 \t 2 \t 64 \t 2 \t -29\n", + "5 \t 311 \t 64 \t 4 \t 55 \t -3 \t 44\n", + "6 \t 64 \t 55 \t 1 \t 9 \t 8 \t -117\n", + "7 \t 55 \t 9 \t 6 \t 1 \t -35 \t 512\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 43 \t -629\n", + "\t\t\t\t\t -293 \t 4286\n", + "GCD(39203, 2680) = 1, with coefficients -293 and 4286 such that 1 = (-293)*39203 + (4286)*2680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2681 \t 14 \t 1669 \t 1 \t 0\n", + "1 \t 2681 \t 1669 \t 1 \t 1012 \t 0 \t 1\n", + "2 \t 1669 \t 1012 \t 1 \t 657 \t 1 \t -14\n", + "3 \t 1012 \t 657 \t 1 \t 355 \t -1 \t 15\n", + "4 \t 657 \t 355 \t 1 \t 302 \t 2 \t -29\n", + "5 \t 355 \t 302 \t 1 \t 53 \t -3 \t 44\n", + "6 \t 302 \t 53 \t 5 \t 37 \t 5 \t -73\n", + "7 \t 53 \t 37 \t 1 \t 16 \t -8 \t 117\n", + "8 \t 37 \t 16 \t 2 \t 5 \t 45 \t -658\n", + "9 \t 16 \t 5 \t 3 \t 1 \t -53 \t 775\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 151 \t -2208\n", + "\t\t\t\t\t -506 \t 7399\n", + "GCD(39203, 2681) = 1, with coefficients -506 and 7399 such that 1 = (-506)*39203 + (7399)*2681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2682 \t 14 \t 1655 \t 1 \t 0\n", + "1 \t 2682 \t 1655 \t 1 \t 1027 \t 0 \t 1\n", + "2 \t 1655 \t 1027 \t 1 \t 628 \t 1 \t -14\n", + "3 \t 1027 \t 628 \t 1 \t 399 \t -1 \t 15\n", + "4 \t 628 \t 399 \t 1 \t 229 \t 2 \t -29\n", + "5 \t 399 \t 229 \t 1 \t 170 \t -3 \t 44\n", + "6 \t 229 \t 170 \t 1 \t 59 \t 5 \t -73\n", + "7 \t 170 \t 59 \t 2 \t 52 \t -8 \t 117\n", + "8 \t 59 \t 52 \t 1 \t 7 \t 13 \t -190\n", + "9 \t 52 \t 7 \t 7 \t 3 \t -34 \t 497\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 47 \t -687\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -363 \t 5306\n", + "\t\t\t\t\t 773 \t -11299\n", + "GCD(39203, 2682) = 1, with coefficients 773 and -11299 such that 1 = (773)*39203 + (-11299)*2682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2683 \t 14 \t 1641 \t 1 \t 0\n", + "1 \t 2683 \t 1641 \t 1 \t 1042 \t 0 \t 1\n", + "2 \t 1641 \t 1042 \t 1 \t 599 \t 1 \t -14\n", + "3 \t 1042 \t 599 \t 1 \t 443 \t -1 \t 15\n", + "4 \t 599 \t 443 \t 1 \t 156 \t 2 \t -29\n", + "5 \t 443 \t 156 \t 2 \t 131 \t -3 \t 44\n", + "6 \t 156 \t 131 \t 1 \t 25 \t 5 \t -73\n", + "7 \t 131 \t 25 \t 5 \t 6 \t -13 \t 190\n", + "8 \t 25 \t 6 \t 4 \t 1 \t 18 \t -263\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -103 \t 1505\n", + "\t\t\t\t\t 430 \t -6283\n", + "GCD(39203, 2683) = 1, with coefficients 430 and -6283 such that 1 = (430)*39203 + (-6283)*2683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2684 \t 14 \t 1627 \t 1 \t 0\n", + "1 \t 2684 \t 1627 \t 1 \t 1057 \t 0 \t 1\n", + "2 \t 1627 \t 1057 \t 1 \t 570 \t 1 \t -14\n", + "3 \t 1057 \t 570 \t 1 \t 487 \t -1 \t 15\n", + "4 \t 570 \t 487 \t 1 \t 83 \t 2 \t -29\n", + "5 \t 487 \t 83 \t 5 \t 72 \t -3 \t 44\n", + "6 \t 83 \t 72 \t 1 \t 11 \t 5 \t -73\n", + "7 \t 72 \t 11 \t 6 \t 6 \t -28 \t 409\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 33 \t -482\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -226 \t 3301\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 259 \t -3783\n", + "\t\t\t\t\t -485 \t 7084\n", + "GCD(39203, 2684) = 1, with coefficients -485 and 7084 such that 1 = (-485)*39203 + (7084)*2684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2685 \t 14 \t 1613 \t 1 \t 0\n", + "1 \t 2685 \t 1613 \t 1 \t 1072 \t 0 \t 1\n", + "2 \t 1613 \t 1072 \t 1 \t 541 \t 1 \t -14\n", + "3 \t 1072 \t 541 \t 1 \t 531 \t -1 \t 15\n", + "4 \t 541 \t 531 \t 1 \t 10 \t 2 \t -29\n", + "5 \t 531 \t 10 \t 53 \t 1 \t -3 \t 44\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 5 \t -73\n", + "\t\t\t\t\t -268 \t 3913\n", + "GCD(39203, 2685) = 1, with coefficients -268 and 3913 such that 1 = (-268)*39203 + (3913)*2685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2686 \t 14 \t 1599 \t 1 \t 0\n", + "1 \t 2686 \t 1599 \t 1 \t 1087 \t 0 \t 1\n", + "2 \t 1599 \t 1087 \t 1 \t 512 \t 1 \t -14\n", + "3 \t 1087 \t 512 \t 2 \t 63 \t -1 \t 15\n", + "4 \t 512 \t 63 \t 8 \t 8 \t 2 \t -29\n", + "5 \t 63 \t 8 \t 7 \t 7 \t -5 \t 73\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 42 \t -613\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -299 \t 4364\n", + "\t\t\t\t\t 341 \t -4977\n", + "GCD(39203, 2686) = 1, with coefficients 341 and -4977 such that 1 = (341)*39203 + (-4977)*2686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2687 \t 14 \t 1585 \t 1 \t 0\n", + "1 \t 2687 \t 1585 \t 1 \t 1102 \t 0 \t 1\n", + "2 \t 1585 \t 1102 \t 1 \t 483 \t 1 \t -14\n", + "3 \t 1102 \t 483 \t 2 \t 136 \t -1 \t 15\n", + "4 \t 483 \t 136 \t 3 \t 75 \t 2 \t -29\n", + "5 \t 136 \t 75 \t 1 \t 61 \t -5 \t 73\n", + "6 \t 75 \t 61 \t 1 \t 14 \t 17 \t -248\n", + "7 \t 61 \t 14 \t 4 \t 5 \t -22 \t 321\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 39 \t -569\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -178 \t 2597\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 395 \t -5763\n", + "\t\t\t\t\t -573 \t 8360\n", + "GCD(39203, 2687) = 1, with coefficients -573 and 8360 such that 1 = (-573)*39203 + (8360)*2687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2688 \t 14 \t 1571 \t 1 \t 0\n", + "1 \t 2688 \t 1571 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 1571 \t 1117 \t 1 \t 454 \t 1 \t -14\n", + "3 \t 1117 \t 454 \t 2 \t 209 \t -1 \t 15\n", + "4 \t 454 \t 209 \t 2 \t 36 \t 2 \t -29\n", + "5 \t 209 \t 36 \t 5 \t 29 \t -5 \t 73\n", + "6 \t 36 \t 29 \t 1 \t 7 \t 12 \t -175\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -65 \t 948\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 77 \t -1123\n", + "\t\t\t\t\t -373 \t 5440\n", + "GCD(39203, 2688) = 1, with coefficients -373 and 5440 such that 1 = (-373)*39203 + (5440)*2688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2689 \t 14 \t 1557 \t 1 \t 0\n", + "1 \t 2689 \t 1557 \t 1 \t 1132 \t 0 \t 1\n", + "2 \t 1557 \t 1132 \t 1 \t 425 \t 1 \t -14\n", + "3 \t 1132 \t 425 \t 2 \t 282 \t -1 \t 15\n", + "4 \t 425 \t 282 \t 1 \t 143 \t 2 \t -29\n", + "5 \t 282 \t 143 \t 1 \t 139 \t -5 \t 73\n", + "6 \t 143 \t 139 \t 1 \t 4 \t 7 \t -102\n", + "7 \t 139 \t 4 \t 34 \t 3 \t -12 \t 175\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 19 \t -277\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -658 \t 9593\n", + "\t\t\t\t\t 677 \t -9870\n", + "GCD(39203, 2689) = 1, with coefficients 677 and -9870 such that 1 = (677)*39203 + (-9870)*2689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2690 \t 14 \t 1543 \t 1 \t 0\n", + "1 \t 2690 \t 1543 \t 1 \t 1147 \t 0 \t 1\n", + "2 \t 1543 \t 1147 \t 1 \t 396 \t 1 \t -14\n", + "3 \t 1147 \t 396 \t 2 \t 355 \t -1 \t 15\n", + "4 \t 396 \t 355 \t 1 \t 41 \t 2 \t -29\n", + "5 \t 355 \t 41 \t 8 \t 27 \t -5 \t 73\n", + "6 \t 41 \t 27 \t 1 \t 14 \t 7 \t -102\n", + "7 \t 27 \t 14 \t 1 \t 13 \t -61 \t 889\n", + "8 \t 14 \t 13 \t 1 \t 1 \t 68 \t -991\n", + "9 \t 13 \t 1 \t 13 \t 0 \t -129 \t 1880\n", + "\t\t\t\t\t 197 \t -2871\n", + "GCD(39203, 2690) = 1, with coefficients 197 and -2871 such that 1 = (197)*39203 + (-2871)*2690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2691 \t 14 \t 1529 \t 1 \t 0\n", + "1 \t 2691 \t 1529 \t 1 \t 1162 \t 0 \t 1\n", + "2 \t 1529 \t 1162 \t 1 \t 367 \t 1 \t -14\n", + "3 \t 1162 \t 367 \t 3 \t 61 \t -1 \t 15\n", + "4 \t 367 \t 61 \t 6 \t 1 \t 2 \t -29\n", + "5 \t 61 \t 1 \t 61 \t 0 \t -7 \t 102\n", + "\t\t\t\t\t 44 \t -641\n", + "GCD(39203, 2691) = 1, with coefficients 44 and -641 such that 1 = (44)*39203 + (-641)*2691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2692 \t 14 \t 1515 \t 1 \t 0\n", + "1 \t 2692 \t 1515 \t 1 \t 1177 \t 0 \t 1\n", + "2 \t 1515 \t 1177 \t 1 \t 338 \t 1 \t -14\n", + "3 \t 1177 \t 338 \t 3 \t 163 \t -1 \t 15\n", + "4 \t 338 \t 163 \t 2 \t 12 \t 2 \t -29\n", + "5 \t 163 \t 12 \t 13 \t 7 \t -7 \t 102\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 16 \t -233\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -215 \t 3131\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 231 \t -3364\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -446 \t 6495\n", + "\t\t\t\t\t 1123 \t -16354\n", + "GCD(39203, 2692) = 1, with coefficients 1123 and -16354 such that 1 = (1123)*39203 + (-16354)*2692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2693 \t 14 \t 1501 \t 1 \t 0\n", + "1 \t 2693 \t 1501 \t 1 \t 1192 \t 0 \t 1\n", + "2 \t 1501 \t 1192 \t 1 \t 309 \t 1 \t -14\n", + "3 \t 1192 \t 309 \t 3 \t 265 \t -1 \t 15\n", + "4 \t 309 \t 265 \t 1 \t 44 \t 2 \t -29\n", + "5 \t 265 \t 44 \t 6 \t 1 \t -7 \t 102\n", + "6 \t 44 \t 1 \t 44 \t 0 \t 9 \t -131\n", + "\t\t\t\t\t -61 \t 888\n", + "GCD(39203, 2693) = 1, with coefficients -61 and 888 such that 1 = (-61)*39203 + (888)*2693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2694 \t 14 \t 1487 \t 1 \t 0\n", + "1 \t 2694 \t 1487 \t 1 \t 1207 \t 0 \t 1\n", + "2 \t 1487 \t 1207 \t 1 \t 280 \t 1 \t -14\n", + "3 \t 1207 \t 280 \t 4 \t 87 \t -1 \t 15\n", + "4 \t 280 \t 87 \t 3 \t 19 \t 2 \t -29\n", + "5 \t 87 \t 19 \t 4 \t 11 \t -9 \t 131\n", + "6 \t 19 \t 11 \t 1 \t 8 \t 29 \t -422\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -125 \t 1819\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 154 \t -2241\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -279 \t 4060\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 712 \t -10361\n", + "\t\t\t\t\t -991 \t 14421\n", + "GCD(39203, 2694) = 1, with coefficients -991 and 14421 such that 1 = (-991)*39203 + (14421)*2694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2695 \t 14 \t 1473 \t 1 \t 0\n", + "1 \t 2695 \t 1473 \t 1 \t 1222 \t 0 \t 1\n", + "2 \t 1473 \t 1222 \t 1 \t 251 \t 1 \t -14\n", + "3 \t 1222 \t 251 \t 4 \t 218 \t -1 \t 15\n", + "4 \t 251 \t 218 \t 1 \t 33 \t 2 \t -29\n", + "5 \t 218 \t 33 \t 6 \t 20 \t -9 \t 131\n", + "6 \t 33 \t 20 \t 1 \t 13 \t 11 \t -160\n", + "7 \t 20 \t 13 \t 1 \t 7 \t -75 \t 1091\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 86 \t -1251\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -161 \t 2342\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 247 \t -3593\n", + "\t\t\t\t\t -408 \t 5935\n", + "GCD(39203, 2695) = 1, with coefficients -408 and 5935 such that 1 = (-408)*39203 + (5935)*2695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2696 \t 14 \t 1459 \t 1 \t 0\n", + "1 \t 2696 \t 1459 \t 1 \t 1237 \t 0 \t 1\n", + "2 \t 1459 \t 1237 \t 1 \t 222 \t 1 \t -14\n", + "3 \t 1237 \t 222 \t 5 \t 127 \t -1 \t 15\n", + "4 \t 222 \t 127 \t 1 \t 95 \t 2 \t -29\n", + "5 \t 127 \t 95 \t 1 \t 32 \t -11 \t 160\n", + "6 \t 95 \t 32 \t 2 \t 31 \t 13 \t -189\n", + "7 \t 32 \t 31 \t 1 \t 1 \t -24 \t 349\n", + "8 \t 31 \t 1 \t 31 \t 0 \t 61 \t -887\n", + "\t\t\t\t\t -85 \t 1236\n", + "GCD(39203, 2696) = 1, with coefficients -85 and 1236 such that 1 = (-85)*39203 + (1236)*2696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2697 \t 14 \t 1445 \t 1 \t 0\n", + "1 \t 2697 \t 1445 \t 1 \t 1252 \t 0 \t 1\n", + "2 \t 1445 \t 1252 \t 1 \t 193 \t 1 \t -14\n", + "3 \t 1252 \t 193 \t 6 \t 94 \t -1 \t 15\n", + "4 \t 193 \t 94 \t 2 \t 5 \t 2 \t -29\n", + "5 \t 94 \t 5 \t 18 \t 4 \t -13 \t 189\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 28 \t -407\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -517 \t 7515\n", + "\t\t\t\t\t 545 \t -7922\n", + "GCD(39203, 2697) = 1, with coefficients 545 and -7922 such that 1 = (545)*39203 + (-7922)*2697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2698 \t 14 \t 1431 \t 1 \t 0\n", + "1 \t 2698 \t 1431 \t 1 \t 1267 \t 0 \t 1\n", + "2 \t 1431 \t 1267 \t 1 \t 164 \t 1 \t -14\n", + "3 \t 1267 \t 164 \t 7 \t 119 \t -1 \t 15\n", + "4 \t 164 \t 119 \t 1 \t 45 \t 2 \t -29\n", + "5 \t 119 \t 45 \t 2 \t 29 \t -15 \t 218\n", + "6 \t 45 \t 29 \t 1 \t 16 \t 17 \t -247\n", + "7 \t 29 \t 16 \t 1 \t 13 \t -49 \t 712\n", + "8 \t 16 \t 13 \t 1 \t 3 \t 66 \t -959\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -115 \t 1671\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 181 \t -2630\n", + "\t\t\t\t\t -839 \t 12191\n", + "GCD(39203, 2698) = 1, with coefficients -839 and 12191 such that 1 = (-839)*39203 + (12191)*2698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2699 \t 14 \t 1417 \t 1 \t 0\n", + "1 \t 2699 \t 1417 \t 1 \t 1282 \t 0 \t 1\n", + "2 \t 1417 \t 1282 \t 1 \t 135 \t 1 \t -14\n", + "3 \t 1282 \t 135 \t 9 \t 67 \t -1 \t 15\n", + "4 \t 135 \t 67 \t 2 \t 1 \t 2 \t -29\n", + "5 \t 67 \t 1 \t 67 \t 0 \t -19 \t 276\n", + "\t\t\t\t\t 40 \t -581\n", + "GCD(39203, 2699) = 1, with coefficients 40 and -581 such that 1 = (40)*39203 + (-581)*2699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2700 \t 14 \t 1403 \t 1 \t 0\n", + "1 \t 2700 \t 1403 \t 1 \t 1297 \t 0 \t 1\n", + "2 \t 1403 \t 1297 \t 1 \t 106 \t 1 \t -14\n", + "3 \t 1297 \t 106 \t 12 \t 25 \t -1 \t 15\n", + "4 \t 106 \t 25 \t 4 \t 6 \t 2 \t -29\n", + "5 \t 25 \t 6 \t 4 \t 1 \t -25 \t 363\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 102 \t -1481\n", + "\t\t\t\t\t -433 \t 6287\n", + "GCD(39203, 2700) = 1, with coefficients -433 and 6287 such that 1 = (-433)*39203 + (6287)*2700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2701 \t 14 \t 1389 \t 1 \t 0\n", + "1 \t 2701 \t 1389 \t 1 \t 1312 \t 0 \t 1\n", + "2 \t 1389 \t 1312 \t 1 \t 77 \t 1 \t -14\n", + "3 \t 1312 \t 77 \t 17 \t 3 \t -1 \t 15\n", + "4 \t 77 \t 3 \t 25 \t 2 \t 2 \t -29\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -35 \t 508\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 877 \t -12729\n", + "\t\t\t\t\t -912 \t 13237\n", + "GCD(39203, 2701) = 1, with coefficients -912 and 13237 such that 1 = (-912)*39203 + (13237)*2701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2702 \t 14 \t 1375 \t 1 \t 0\n", + "1 \t 2702 \t 1375 \t 1 \t 1327 \t 0 \t 1\n", + "2 \t 1375 \t 1327 \t 1 \t 48 \t 1 \t -14\n", + "3 \t 1327 \t 48 \t 27 \t 31 \t -1 \t 15\n", + "4 \t 48 \t 31 \t 1 \t 17 \t 2 \t -29\n", + "5 \t 31 \t 17 \t 1 \t 14 \t -55 \t 798\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 57 \t -827\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -112 \t 1625\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 169 \t -2452\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -788 \t 11433\n", + "\t\t\t\t\t 957 \t -13885\n", + "GCD(39203, 2702) = 1, with coefficients 957 and -13885 such that 1 = (957)*39203 + (-13885)*2702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2703 \t 14 \t 1361 \t 1 \t 0\n", + "1 \t 2703 \t 1361 \t 1 \t 1342 \t 0 \t 1\n", + "2 \t 1361 \t 1342 \t 1 \t 19 \t 1 \t -14\n", + "3 \t 1342 \t 19 \t 70 \t 12 \t -1 \t 15\n", + "4 \t 19 \t 12 \t 1 \t 7 \t 2 \t -29\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -141 \t 2045\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 143 \t -2074\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -284 \t 4119\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 427 \t -6193\n", + "\t\t\t\t\t -1138 \t 16505\n", + "GCD(39203, 2703) = 1, with coefficients -1138 and 16505 such that 1 = (-1138)*39203 + (16505)*2703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2704 \t 14 \t 1347 \t 1 \t 0\n", + "1 \t 2704 \t 1347 \t 2 \t 10 \t 0 \t 1\n", + "2 \t 1347 \t 10 \t 134 \t 7 \t 1 \t -14\n", + "3 \t 10 \t 7 \t 1 \t 3 \t -2 \t 29\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 269 \t -3900\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -271 \t 3929\n", + "\t\t\t\t\t 811 \t -11758\n", + "GCD(39203, 2704) = 1, with coefficients 811 and -11758 such that 1 = (811)*39203 + (-11758)*2704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2705 \t 14 \t 1333 \t 1 \t 0\n", + "1 \t 2705 \t 1333 \t 2 \t 39 \t 0 \t 1\n", + "2 \t 1333 \t 39 \t 34 \t 7 \t 1 \t -14\n", + "3 \t 39 \t 7 \t 5 \t 4 \t -2 \t 29\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 69 \t -1000\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -347 \t 5029\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 416 \t -6029\n", + "\t\t\t\t\t -763 \t 11058\n", + "GCD(39203, 2705) = 1, with coefficients -763 and 11058 such that 1 = (-763)*39203 + (11058)*2705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2706 \t 14 \t 1319 \t 1 \t 0\n", + "1 \t 2706 \t 1319 \t 2 \t 68 \t 0 \t 1\n", + "2 \t 1319 \t 68 \t 19 \t 27 \t 1 \t -14\n", + "3 \t 68 \t 27 \t 2 \t 14 \t -2 \t 29\n", + "4 \t 27 \t 14 \t 1 \t 13 \t 39 \t -565\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -80 \t 1159\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 119 \t -1724\n", + "\t\t\t\t\t -199 \t 2883\n", + "GCD(39203, 2706) = 1, with coefficients -199 and 2883 such that 1 = (-199)*39203 + (2883)*2706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2707 \t 14 \t 1305 \t 1 \t 0\n", + "1 \t 2707 \t 1305 \t 2 \t 97 \t 0 \t 1\n", + "2 \t 1305 \t 97 \t 13 \t 44 \t 1 \t -14\n", + "3 \t 97 \t 44 \t 2 \t 9 \t -2 \t 29\n", + "4 \t 44 \t 9 \t 4 \t 8 \t 27 \t -391\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -56 \t 811\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 251 \t -3635\n", + "\t\t\t\t\t -307 \t 4446\n", + "GCD(39203, 2707) = 1, with coefficients -307 and 4446 such that 1 = (-307)*39203 + (4446)*2707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2708 \t 14 \t 1291 \t 1 \t 0\n", + "1 \t 2708 \t 1291 \t 2 \t 126 \t 0 \t 1\n", + "2 \t 1291 \t 126 \t 10 \t 31 \t 1 \t -14\n", + "3 \t 126 \t 31 \t 4 \t 2 \t -2 \t 29\n", + "4 \t 31 \t 2 \t 15 \t 1 \t 21 \t -304\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -86 \t 1245\n", + "\t\t\t\t\t 1311 \t -18979\n", + "GCD(39203, 2708) = 1, with coefficients 1311 and -18979 such that 1 = (1311)*39203 + (-18979)*2708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2709 \t 14 \t 1277 \t 1 \t 0\n", + "1 \t 2709 \t 1277 \t 2 \t 155 \t 0 \t 1\n", + "2 \t 1277 \t 155 \t 8 \t 37 \t 1 \t -14\n", + "3 \t 155 \t 37 \t 4 \t 7 \t -2 \t 29\n", + "4 \t 37 \t 7 \t 5 \t 2 \t 17 \t -246\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -70 \t 1013\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 367 \t -5311\n", + "\t\t\t\t\t -1171 \t 16946\n", + "GCD(39203, 2709) = 1, with coefficients -1171 and 16946 such that 1 = (-1171)*39203 + (16946)*2709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2710 \t 14 \t 1263 \t 1 \t 0\n", + "1 \t 2710 \t 1263 \t 2 \t 184 \t 0 \t 1\n", + "2 \t 1263 \t 184 \t 6 \t 159 \t 1 \t -14\n", + "3 \t 184 \t 159 \t 1 \t 25 \t -2 \t 29\n", + "4 \t 159 \t 25 \t 6 \t 9 \t 13 \t -188\n", + "5 \t 25 \t 9 \t 2 \t 7 \t -15 \t 217\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 103 \t -1490\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -221 \t 3197\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 324 \t -4687\n", + "\t\t\t\t\t -1193 \t 17258\n", + "GCD(39203, 2710) = 1, with coefficients -1193 and 17258 such that 1 = (-1193)*39203 + (17258)*2710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2711 \t 14 \t 1249 \t 1 \t 0\n", + "1 \t 2711 \t 1249 \t 2 \t 213 \t 0 \t 1\n", + "2 \t 1249 \t 213 \t 5 \t 184 \t 1 \t -14\n", + "3 \t 213 \t 184 \t 1 \t 29 \t -2 \t 29\n", + "4 \t 184 \t 29 \t 6 \t 10 \t 11 \t -159\n", + "5 \t 29 \t 10 \t 2 \t 9 \t -13 \t 188\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 89 \t -1287\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -191 \t 2762\n", + "\t\t\t\t\t 280 \t -4049\n", + "GCD(39203, 2711) = 1, with coefficients 280 and -4049 such that 1 = (280)*39203 + (-4049)*2711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2712 \t 14 \t 1235 \t 1 \t 0\n", + "1 \t 2712 \t 1235 \t 2 \t 242 \t 0 \t 1\n", + "2 \t 1235 \t 242 \t 5 \t 25 \t 1 \t -14\n", + "3 \t 242 \t 25 \t 9 \t 17 \t -2 \t 29\n", + "4 \t 25 \t 17 \t 1 \t 8 \t 11 \t -159\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -101 \t 1460\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 112 \t -1619\n", + "\t\t\t\t\t -325 \t 4698\n", + "GCD(39203, 2712) = 1, with coefficients -325 and 4698 such that 1 = (-325)*39203 + (4698)*2712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2713 \t 14 \t 1221 \t 1 \t 0\n", + "1 \t 2713 \t 1221 \t 2 \t 271 \t 0 \t 1\n", + "2 \t 1221 \t 271 \t 4 \t 137 \t 1 \t -14\n", + "3 \t 271 \t 137 \t 1 \t 134 \t -2 \t 29\n", + "4 \t 137 \t 134 \t 1 \t 3 \t 9 \t -130\n", + "5 \t 134 \t 3 \t 44 \t 2 \t -11 \t 159\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 20 \t -289\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -891 \t 12875\n", + "\t\t\t\t\t 911 \t -13164\n", + "GCD(39203, 2713) = 1, with coefficients 911 and -13164 such that 1 = (911)*39203 + (-13164)*2713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2714 \t 14 \t 1207 \t 1 \t 0\n", + "1 \t 2714 \t 1207 \t 2 \t 300 \t 0 \t 1\n", + "2 \t 1207 \t 300 \t 4 \t 7 \t 1 \t -14\n", + "3 \t 300 \t 7 \t 42 \t 6 \t -2 \t 29\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 9 \t -130\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -380 \t 5489\n", + "\t\t\t\t\t 389 \t -5619\n", + "GCD(39203, 2714) = 1, with coefficients 389 and -5619 such that 1 = (389)*39203 + (-5619)*2714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2715 \t 14 \t 1193 \t 1 \t 0\n", + "1 \t 2715 \t 1193 \t 2 \t 329 \t 0 \t 1\n", + "2 \t 1193 \t 329 \t 3 \t 206 \t 1 \t -14\n", + "3 \t 329 \t 206 \t 1 \t 123 \t -2 \t 29\n", + "4 \t 206 \t 123 \t 1 \t 83 \t 7 \t -101\n", + "5 \t 123 \t 83 \t 1 \t 40 \t -9 \t 130\n", + "6 \t 83 \t 40 \t 2 \t 3 \t 16 \t -231\n", + "7 \t 40 \t 3 \t 13 \t 1 \t -25 \t 361\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 66 \t -953\n", + "\t\t\t\t\t -883 \t 12750\n", + "GCD(39203, 2715) = 1, with coefficients -883 and 12750 such that 1 = (-883)*39203 + (12750)*2715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2716 \t 14 \t 1179 \t 1 \t 0\n", + "1 \t 2716 \t 1179 \t 2 \t 358 \t 0 \t 1\n", + "2 \t 1179 \t 358 \t 3 \t 105 \t 1 \t -14\n", + "3 \t 358 \t 105 \t 3 \t 43 \t -2 \t 29\n", + "4 \t 105 \t 43 \t 2 \t 19 \t 7 \t -101\n", + "5 \t 43 \t 19 \t 2 \t 5 \t -23 \t 332\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 53 \t -765\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -129 \t 1862\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 440 \t -6351\n", + "\t\t\t\t\t -569 \t 8213\n", + "GCD(39203, 2716) = 1, with coefficients -569 and 8213 such that 1 = (-569)*39203 + (8213)*2716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2717 \t 14 \t 1165 \t 1 \t 0\n", + "1 \t 2717 \t 1165 \t 2 \t 387 \t 0 \t 1\n", + "2 \t 1165 \t 387 \t 3 \t 4 \t 1 \t -14\n", + "3 \t 387 \t 4 \t 96 \t 3 \t -2 \t 29\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 7 \t -101\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -674 \t 9725\n", + "\t\t\t\t\t 681 \t -9826\n", + "GCD(39203, 2717) = 1, with coefficients 681 and -9826 such that 1 = (681)*39203 + (-9826)*2717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2718 \t 14 \t 1151 \t 1 \t 0\n", + "1 \t 2718 \t 1151 \t 2 \t 416 \t 0 \t 1\n", + "2 \t 1151 \t 416 \t 2 \t 319 \t 1 \t -14\n", + "3 \t 416 \t 319 \t 1 \t 97 \t -2 \t 29\n", + "4 \t 319 \t 97 \t 3 \t 28 \t 5 \t -72\n", + "5 \t 97 \t 28 \t 3 \t 13 \t -7 \t 101\n", + "6 \t 28 \t 13 \t 2 \t 2 \t 26 \t -375\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -85 \t 1226\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 196 \t -2827\n", + "\t\t\t\t\t -1261 \t 18188\n", + "GCD(39203, 2718) = 1, with coefficients -1261 and 18188 such that 1 = (-1261)*39203 + (18188)*2718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2719 \t 14 \t 1137 \t 1 \t 0\n", + "1 \t 2719 \t 1137 \t 2 \t 445 \t 0 \t 1\n", + "2 \t 1137 \t 445 \t 2 \t 247 \t 1 \t -14\n", + "3 \t 445 \t 247 \t 1 \t 198 \t -2 \t 29\n", + "4 \t 247 \t 198 \t 1 \t 49 \t 5 \t -72\n", + "5 \t 198 \t 49 \t 4 \t 2 \t -7 \t 101\n", + "6 \t 49 \t 2 \t 24 \t 1 \t 12 \t -173\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -55 \t 793\n", + "\t\t\t\t\t 1332 \t -19205\n", + "GCD(39203, 2719) = 1, with coefficients 1332 and -19205 such that 1 = (1332)*39203 + (-19205)*2719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2720 \t 14 \t 1123 \t 1 \t 0\n", + "1 \t 2720 \t 1123 \t 2 \t 474 \t 0 \t 1\n", + "2 \t 1123 \t 474 \t 2 \t 175 \t 1 \t -14\n", + "3 \t 474 \t 175 \t 2 \t 124 \t -2 \t 29\n", + "4 \t 175 \t 124 \t 1 \t 51 \t 5 \t -72\n", + "5 \t 124 \t 51 \t 2 \t 22 \t -12 \t 173\n", + "6 \t 51 \t 22 \t 2 \t 7 \t 17 \t -245\n", + "7 \t 22 \t 7 \t 3 \t 1 \t -46 \t 663\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 109 \t -1571\n", + "\t\t\t\t\t -373 \t 5376\n", + "GCD(39203, 2720) = 1, with coefficients -373 and 5376 such that 1 = (-373)*39203 + (5376)*2720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2721 \t 14 \t 1109 \t 1 \t 0\n", + "1 \t 2721 \t 1109 \t 2 \t 503 \t 0 \t 1\n", + "2 \t 1109 \t 503 \t 2 \t 103 \t 1 \t -14\n", + "3 \t 503 \t 103 \t 4 \t 91 \t -2 \t 29\n", + "4 \t 103 \t 91 \t 1 \t 12 \t 5 \t -72\n", + "5 \t 91 \t 12 \t 7 \t 7 \t -22 \t 317\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 27 \t -389\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -211 \t 3040\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 238 \t -3429\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -449 \t 6469\n", + "\t\t\t\t\t 1136 \t -16367\n", + "GCD(39203, 2721) = 1, with coefficients 1136 and -16367 such that 1 = (1136)*39203 + (-16367)*2721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2722 \t 14 \t 1095 \t 1 \t 0\n", + "1 \t 2722 \t 1095 \t 2 \t 532 \t 0 \t 1\n", + "2 \t 1095 \t 532 \t 2 \t 31 \t 1 \t -14\n", + "3 \t 532 \t 31 \t 17 \t 5 \t -2 \t 29\n", + "4 \t 31 \t 5 \t 6 \t 1 \t 5 \t -72\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -87 \t 1253\n", + "\t\t\t\t\t 527 \t -7590\n", + "GCD(39203, 2722) = 1, with coefficients 527 and -7590 such that 1 = (527)*39203 + (-7590)*2722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2723 \t 14 \t 1081 \t 1 \t 0\n", + "1 \t 2723 \t 1081 \t 2 \t 561 \t 0 \t 1\n", + "2 \t 1081 \t 561 \t 1 \t 520 \t 1 \t -14\n", + "3 \t 561 \t 520 \t 1 \t 41 \t -2 \t 29\n", + "4 \t 520 \t 41 \t 12 \t 28 \t 3 \t -43\n", + "5 \t 41 \t 28 \t 1 \t 13 \t -5 \t 72\n", + "6 \t 28 \t 13 \t 2 \t 2 \t 63 \t -907\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -68 \t 979\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 199 \t -2865\n", + "\t\t\t\t\t -1262 \t 18169\n", + "GCD(39203, 2723) = 1, with coefficients -1262 and 18169 such that 1 = (-1262)*39203 + (18169)*2723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2724 \t 14 \t 1067 \t 1 \t 0\n", + "1 \t 2724 \t 1067 \t 2 \t 590 \t 0 \t 1\n", + "2 \t 1067 \t 590 \t 1 \t 477 \t 1 \t -14\n", + "3 \t 590 \t 477 \t 1 \t 113 \t -2 \t 29\n", + "4 \t 477 \t 113 \t 4 \t 25 \t 3 \t -43\n", + "5 \t 113 \t 25 \t 4 \t 13 \t -5 \t 72\n", + "6 \t 25 \t 13 \t 1 \t 12 \t 23 \t -331\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -97 \t 1396\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 120 \t -1727\n", + "\t\t\t\t\t -217 \t 3123\n", + "GCD(39203, 2724) = 1, with coefficients -217 and 3123 such that 1 = (-217)*39203 + (3123)*2724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2725 \t 14 \t 1053 \t 1 \t 0\n", + "1 \t 2725 \t 1053 \t 2 \t 619 \t 0 \t 1\n", + "2 \t 1053 \t 619 \t 1 \t 434 \t 1 \t -14\n", + "3 \t 619 \t 434 \t 1 \t 185 \t -2 \t 29\n", + "4 \t 434 \t 185 \t 2 \t 64 \t 3 \t -43\n", + "5 \t 185 \t 64 \t 2 \t 57 \t -5 \t 72\n", + "6 \t 64 \t 57 \t 1 \t 7 \t 13 \t -187\n", + "7 \t 57 \t 7 \t 8 \t 1 \t -31 \t 446\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 44 \t -633\n", + "\t\t\t\t\t -383 \t 5510\n", + "GCD(39203, 2725) = 1, with coefficients -383 and 5510 such that 1 = (-383)*39203 + (5510)*2725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2726 \t 14 \t 1039 \t 1 \t 0\n", + "1 \t 2726 \t 1039 \t 2 \t 648 \t 0 \t 1\n", + "2 \t 1039 \t 648 \t 1 \t 391 \t 1 \t -14\n", + "3 \t 648 \t 391 \t 1 \t 257 \t -2 \t 29\n", + "4 \t 391 \t 257 \t 1 \t 134 \t 3 \t -43\n", + "5 \t 257 \t 134 \t 1 \t 123 \t -5 \t 72\n", + "6 \t 134 \t 123 \t 1 \t 11 \t 8 \t -115\n", + "7 \t 123 \t 11 \t 11 \t 2 \t -13 \t 187\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 21 \t -302\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -244 \t 3509\n", + "\t\t\t\t\t 1241 \t -17847\n", + "GCD(39203, 2726) = 1, with coefficients 1241 and -17847 such that 1 = (1241)*39203 + (-17847)*2726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2727 \t 14 \t 1025 \t 1 \t 0\n", + "1 \t 2727 \t 1025 \t 2 \t 677 \t 0 \t 1\n", + "2 \t 1025 \t 677 \t 1 \t 348 \t 1 \t -14\n", + "3 \t 677 \t 348 \t 1 \t 329 \t -2 \t 29\n", + "4 \t 348 \t 329 \t 1 \t 19 \t 3 \t -43\n", + "5 \t 329 \t 19 \t 17 \t 6 \t -5 \t 72\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 8 \t -115\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -141 \t 2027\n", + "\t\t\t\t\t 431 \t -6196\n", + "GCD(39203, 2727) = 1, with coefficients 431 and -6196 such that 1 = (431)*39203 + (-6196)*2727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2728 \t 14 \t 1011 \t 1 \t 0\n", + "1 \t 2728 \t 1011 \t 2 \t 706 \t 0 \t 1\n", + "2 \t 1011 \t 706 \t 1 \t 305 \t 1 \t -14\n", + "3 \t 706 \t 305 \t 2 \t 96 \t -2 \t 29\n", + "4 \t 305 \t 96 \t 3 \t 17 \t 3 \t -43\n", + "5 \t 96 \t 17 \t 5 \t 11 \t -8 \t 115\n", + "6 \t 17 \t 11 \t 1 \t 6 \t 27 \t -388\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -143 \t 2055\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 170 \t -2443\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -313 \t 4498\n", + "\t\t\t\t\t 483 \t -6941\n", + "GCD(39203, 2728) = 1, with coefficients 483 and -6941 such that 1 = (483)*39203 + (-6941)*2728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2729 \t 14 \t 997 \t 1 \t 0\n", + "1 \t 2729 \t 997 \t 2 \t 735 \t 0 \t 1\n", + "2 \t 997 \t 735 \t 1 \t 262 \t 1 \t -14\n", + "3 \t 735 \t 262 \t 2 \t 211 \t -2 \t 29\n", + "4 \t 262 \t 211 \t 1 \t 51 \t 3 \t -43\n", + "5 \t 211 \t 51 \t 4 \t 7 \t -8 \t 115\n", + "6 \t 51 \t 7 \t 7 \t 2 \t 11 \t -158\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -52 \t 747\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 375 \t -5387\n", + "\t\t\t\t\t -1177 \t 16908\n", + "GCD(39203, 2729) = 1, with coefficients -1177 and 16908 such that 1 = (-1177)*39203 + (16908)*2729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2730 \t 14 \t 983 \t 1 \t 0\n", + "1 \t 2730 \t 983 \t 2 \t 764 \t 0 \t 1\n", + "2 \t 983 \t 764 \t 1 \t 219 \t 1 \t -14\n", + "3 \t 764 \t 219 \t 3 \t 107 \t -2 \t 29\n", + "4 \t 219 \t 107 \t 2 \t 5 \t 3 \t -43\n", + "5 \t 107 \t 5 \t 21 \t 2 \t -11 \t 158\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 25 \t -359\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -536 \t 7697\n", + "\t\t\t\t\t 1097 \t -15753\n", + "GCD(39203, 2730) = 1, with coefficients 1097 and -15753 such that 1 = (1097)*39203 + (-15753)*2730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2731 \t 14 \t 969 \t 1 \t 0\n", + "1 \t 2731 \t 969 \t 2 \t 793 \t 0 \t 1\n", + "2 \t 969 \t 793 \t 1 \t 176 \t 1 \t -14\n", + "3 \t 793 \t 176 \t 4 \t 89 \t -2 \t 29\n", + "4 \t 176 \t 89 \t 1 \t 87 \t 3 \t -43\n", + "5 \t 89 \t 87 \t 1 \t 2 \t -14 \t 201\n", + "6 \t 87 \t 2 \t 43 \t 1 \t 17 \t -244\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -31 \t 445\n", + "\t\t\t\t\t 1350 \t -19379\n", + "GCD(39203, 2731) = 1, with coefficients 1350 and -19379 such that 1 = (1350)*39203 + (-19379)*2731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2732 \t 14 \t 955 \t 1 \t 0\n", + "1 \t 2732 \t 955 \t 2 \t 822 \t 0 \t 1\n", + "2 \t 955 \t 822 \t 1 \t 133 \t 1 \t -14\n", + "3 \t 822 \t 133 \t 6 \t 24 \t -2 \t 29\n", + "4 \t 133 \t 24 \t 5 \t 13 \t 3 \t -43\n", + "5 \t 24 \t 13 \t 1 \t 11 \t -20 \t 287\n", + "6 \t 13 \t 11 \t 1 \t 2 \t 103 \t -1478\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -123 \t 1765\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 226 \t -3243\n", + "\t\t\t\t\t -1253 \t 17980\n", + "GCD(39203, 2732) = 1, with coefficients -1253 and 17980 such that 1 = (-1253)*39203 + (17980)*2732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2733 \t 14 \t 941 \t 1 \t 0\n", + "1 \t 2733 \t 941 \t 2 \t 851 \t 0 \t 1\n", + "2 \t 941 \t 851 \t 1 \t 90 \t 1 \t -14\n", + "3 \t 851 \t 90 \t 9 \t 41 \t -2 \t 29\n", + "4 \t 90 \t 41 \t 2 \t 8 \t 3 \t -43\n", + "5 \t 41 \t 8 \t 5 \t 1 \t -29 \t 416\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 61 \t -875\n", + "\t\t\t\t\t -334 \t 4791\n", + "GCD(39203, 2733) = 1, with coefficients -334 and 4791 such that 1 = (-334)*39203 + (4791)*2733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2734 \t 14 \t 927 \t 1 \t 0\n", + "1 \t 2734 \t 927 \t 2 \t 880 \t 0 \t 1\n", + "2 \t 927 \t 880 \t 1 \t 47 \t 1 \t -14\n", + "3 \t 880 \t 47 \t 18 \t 34 \t -2 \t 29\n", + "4 \t 47 \t 34 \t 1 \t 13 \t 3 \t -43\n", + "5 \t 34 \t 13 \t 2 \t 8 \t -56 \t 803\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 59 \t -846\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -174 \t 2495\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 233 \t -3341\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -407 \t 5836\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 640 \t -9177\n", + "\t\t\t\t\t -1047 \t 15013\n", + "GCD(39203, 2734) = 1, with coefficients -1047 and 15013 such that 1 = (-1047)*39203 + (15013)*2734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2735 \t 14 \t 913 \t 1 \t 0\n", + "1 \t 2735 \t 913 \t 2 \t 909 \t 0 \t 1\n", + "2 \t 913 \t 909 \t 1 \t 4 \t 1 \t -14\n", + "3 \t 909 \t 4 \t 227 \t 1 \t -2 \t 29\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 3 \t -43\n", + "\t\t\t\t\t -683 \t 9790\n", + "GCD(39203, 2735) = 1, with coefficients -683 and 9790 such that 1 = (-683)*39203 + (9790)*2735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2736 \t 14 \t 899 \t 1 \t 0\n", + "1 \t 2736 \t 899 \t 3 \t 39 \t 0 \t 1\n", + "2 \t 899 \t 39 \t 23 \t 2 \t 1 \t -14\n", + "3 \t 39 \t 2 \t 19 \t 1 \t -3 \t 43\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 70 \t -1003\n", + "\t\t\t\t\t -1333 \t 19100\n", + "GCD(39203, 2736) = 1, with coefficients -1333 and 19100 such that 1 = (-1333)*39203 + (19100)*2736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2737 \t 14 \t 885 \t 1 \t 0\n", + "1 \t 2737 \t 885 \t 3 \t 82 \t 0 \t 1\n", + "2 \t 885 \t 82 \t 10 \t 65 \t 1 \t -14\n", + "3 \t 82 \t 65 \t 1 \t 17 \t -3 \t 43\n", + "4 \t 65 \t 17 \t 3 \t 14 \t 31 \t -444\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -34 \t 487\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 133 \t -1905\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -167 \t 2392\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 801 \t -11473\n", + "\t\t\t\t\t -968 \t 13865\n", + "GCD(39203, 2737) = 1, with coefficients -968 and 13865 such that 1 = (-968)*39203 + (13865)*2737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2738 \t 14 \t 871 \t 1 \t 0\n", + "1 \t 2738 \t 871 \t 3 \t 125 \t 0 \t 1\n", + "2 \t 871 \t 125 \t 6 \t 121 \t 1 \t -14\n", + "3 \t 125 \t 121 \t 1 \t 4 \t -3 \t 43\n", + "4 \t 121 \t 4 \t 30 \t 1 \t 19 \t -272\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -22 \t 315\n", + "\t\t\t\t\t 679 \t -9722\n", + "GCD(39203, 2738) = 1, with coefficients 679 and -9722 such that 1 = (679)*39203 + (-9722)*2738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2739 \t 14 \t 857 \t 1 \t 0\n", + "1 \t 2739 \t 857 \t 3 \t 168 \t 0 \t 1\n", + "2 \t 857 \t 168 \t 5 \t 17 \t 1 \t -14\n", + "3 \t 168 \t 17 \t 9 \t 15 \t -3 \t 43\n", + "4 \t 17 \t 15 \t 1 \t 2 \t 16 \t -229\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -147 \t 2104\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 163 \t -2333\n", + "\t\t\t\t\t -1288 \t 18435\n", + "GCD(39203, 2739) = 1, with coefficients -1288 and 18435 such that 1 = (-1288)*39203 + (18435)*2739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2740 \t 14 \t 843 \t 1 \t 0\n", + "1 \t 2740 \t 843 \t 3 \t 211 \t 0 \t 1\n", + "2 \t 843 \t 211 \t 3 \t 210 \t 1 \t -14\n", + "3 \t 211 \t 210 \t 1 \t 1 \t -3 \t 43\n", + "4 \t 210 \t 1 \t 210 \t 0 \t 10 \t -143\n", + "\t\t\t\t\t -13 \t 186\n", + "GCD(39203, 2740) = 1, with coefficients -13 and 186 such that 1 = (-13)*39203 + (186)*2740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2741 \t 14 \t 829 \t 1 \t 0\n", + "1 \t 2741 \t 829 \t 3 \t 254 \t 0 \t 1\n", + "2 \t 829 \t 254 \t 3 \t 67 \t 1 \t -14\n", + "3 \t 254 \t 67 \t 3 \t 53 \t -3 \t 43\n", + "4 \t 67 \t 53 \t 1 \t 14 \t 10 \t -143\n", + "5 \t 53 \t 14 \t 3 \t 11 \t -33 \t 472\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 43 \t -615\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -162 \t 2317\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 205 \t -2932\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -777 \t 11113\n", + "\t\t\t\t\t 982 \t -14045\n", + "GCD(39203, 2741) = 1, with coefficients 982 and -14045 such that 1 = (982)*39203 + (-14045)*2741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2742 \t 14 \t 815 \t 1 \t 0\n", + "1 \t 2742 \t 815 \t 3 \t 297 \t 0 \t 1\n", + "2 \t 815 \t 297 \t 2 \t 221 \t 1 \t -14\n", + "3 \t 297 \t 221 \t 1 \t 76 \t -3 \t 43\n", + "4 \t 221 \t 76 \t 2 \t 69 \t 7 \t -100\n", + "5 \t 76 \t 69 \t 1 \t 7 \t -10 \t 143\n", + "6 \t 69 \t 7 \t 9 \t 6 \t 27 \t -386\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -37 \t 529\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 360 \t -5147\n", + "\t\t\t\t\t -397 \t 5676\n", + "GCD(39203, 2742) = 1, with coefficients -397 and 5676 such that 1 = (-397)*39203 + (5676)*2742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2743 \t 14 \t 801 \t 1 \t 0\n", + "1 \t 2743 \t 801 \t 3 \t 340 \t 0 \t 1\n", + "2 \t 801 \t 340 \t 2 \t 121 \t 1 \t -14\n", + "3 \t 340 \t 121 \t 2 \t 98 \t -3 \t 43\n", + "4 \t 121 \t 98 \t 1 \t 23 \t 7 \t -100\n", + "5 \t 98 \t 23 \t 4 \t 6 \t -17 \t 243\n", + "6 \t 23 \t 6 \t 3 \t 5 \t 24 \t -343\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -113 \t 1615\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 363 \t -5188\n", + "\t\t\t\t\t -476 \t 6803\n", + "GCD(39203, 2743) = 1, with coefficients -476 and 6803 such that 1 = (-476)*39203 + (6803)*2743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2744 \t 14 \t 787 \t 1 \t 0\n", + "1 \t 2744 \t 787 \t 3 \t 383 \t 0 \t 1\n", + "2 \t 787 \t 383 \t 2 \t 21 \t 1 \t -14\n", + "3 \t 383 \t 21 \t 18 \t 5 \t -3 \t 43\n", + "4 \t 21 \t 5 \t 4 \t 1 \t 7 \t -100\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -129 \t 1843\n", + "\t\t\t\t\t 523 \t -7472\n", + "GCD(39203, 2744) = 1, with coefficients 523 and -7472 such that 1 = (523)*39203 + (-7472)*2744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2745 \t 14 \t 773 \t 1 \t 0\n", + "1 \t 2745 \t 773 \t 3 \t 426 \t 0 \t 1\n", + "2 \t 773 \t 426 \t 1 \t 347 \t 1 \t -14\n", + "3 \t 426 \t 347 \t 1 \t 79 \t -3 \t 43\n", + "4 \t 347 \t 79 \t 4 \t 31 \t 4 \t -57\n", + "5 \t 79 \t 31 \t 2 \t 17 \t -7 \t 100\n", + "6 \t 31 \t 17 \t 1 \t 14 \t 32 \t -457\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -71 \t 1014\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 103 \t -1471\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -174 \t 2485\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 799 \t -11411\n", + "\t\t\t\t\t -973 \t 13896\n", + "GCD(39203, 2745) = 1, with coefficients -973 and 13896 such that 1 = (-973)*39203 + (13896)*2745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2746 \t 14 \t 759 \t 1 \t 0\n", + "1 \t 2746 \t 759 \t 3 \t 469 \t 0 \t 1\n", + "2 \t 759 \t 469 \t 1 \t 290 \t 1 \t -14\n", + "3 \t 469 \t 290 \t 1 \t 179 \t -3 \t 43\n", + "4 \t 290 \t 179 \t 1 \t 111 \t 4 \t -57\n", + "5 \t 179 \t 111 \t 1 \t 68 \t -7 \t 100\n", + "6 \t 111 \t 68 \t 1 \t 43 \t 11 \t -157\n", + "7 \t 68 \t 43 \t 1 \t 25 \t -18 \t 257\n", + "8 \t 43 \t 25 \t 1 \t 18 \t 29 \t -414\n", + "9 \t 25 \t 18 \t 1 \t 7 \t -47 \t 671\n", + "10 \t 18 \t 7 \t 2 \t 4 \t 76 \t -1085\n", + "11 \t 7 \t 4 \t 1 \t 3 \t -123 \t 1756\n", + "12 \t 4 \t 3 \t 1 \t 1 \t 322 \t -4597\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -445 \t 6353\n", + "\t\t\t\t\t 767 \t -10950\n", + "GCD(39203, 2746) = 1, with coefficients 767 and -10950 such that 1 = (767)*39203 + (-10950)*2746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2747 \t 14 \t 745 \t 1 \t 0\n", + "1 \t 2747 \t 745 \t 3 \t 512 \t 0 \t 1\n", + "2 \t 745 \t 512 \t 1 \t 233 \t 1 \t -14\n", + "3 \t 512 \t 233 \t 2 \t 46 \t -3 \t 43\n", + "4 \t 233 \t 46 \t 5 \t 3 \t 4 \t -57\n", + "5 \t 46 \t 3 \t 15 \t 1 \t -11 \t 157\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 59 \t -842\n", + "\t\t\t\t\t -896 \t 12787\n", + "GCD(39203, 2747) = 1, with coefficients -896 and 12787 such that 1 = (-896)*39203 + (12787)*2747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2748 \t 14 \t 731 \t 1 \t 0\n", + "1 \t 2748 \t 731 \t 3 \t 555 \t 0 \t 1\n", + "2 \t 731 \t 555 \t 1 \t 176 \t 1 \t -14\n", + "3 \t 555 \t 176 \t 3 \t 27 \t -3 \t 43\n", + "4 \t 176 \t 27 \t 6 \t 14 \t 4 \t -57\n", + "5 \t 27 \t 14 \t 1 \t 13 \t -15 \t 214\n", + "6 \t 14 \t 13 \t 1 \t 1 \t 94 \t -1341\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -109 \t 1555\n", + "\t\t\t\t\t 203 \t -2896\n", + "GCD(39203, 2748) = 1, with coefficients 203 and -2896 such that 1 = (203)*39203 + (-2896)*2748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2749 \t 14 \t 717 \t 1 \t 0\n", + "1 \t 2749 \t 717 \t 3 \t 598 \t 0 \t 1\n", + "2 \t 717 \t 598 \t 1 \t 119 \t 1 \t -14\n", + "3 \t 598 \t 119 \t 5 \t 3 \t -3 \t 43\n", + "4 \t 119 \t 3 \t 39 \t 2 \t 4 \t -57\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -23 \t 328\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 901 \t -12849\n", + "\t\t\t\t\t -924 \t 13177\n", + "GCD(39203, 2749) = 1, with coefficients -924 and 13177 such that 1 = (-924)*39203 + (13177)*2749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2750 \t 14 \t 703 \t 1 \t 0\n", + "1 \t 2750 \t 703 \t 3 \t 641 \t 0 \t 1\n", + "2 \t 703 \t 641 \t 1 \t 62 \t 1 \t -14\n", + "3 \t 641 \t 62 \t 10 \t 21 \t -3 \t 43\n", + "4 \t 62 \t 21 \t 2 \t 20 \t 4 \t -57\n", + "5 \t 21 \t 20 \t 1 \t 1 \t -43 \t 613\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 90 \t -1283\n", + "\t\t\t\t\t -133 \t 1896\n", + "GCD(39203, 2750) = 1, with coefficients -133 and 1896 such that 1 = (-133)*39203 + (1896)*2750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2751 \t 14 \t 689 \t 1 \t 0\n", + "1 \t 2751 \t 689 \t 3 \t 684 \t 0 \t 1\n", + "2 \t 689 \t 684 \t 1 \t 5 \t 1 \t -14\n", + "3 \t 684 \t 5 \t 136 \t 4 \t -3 \t 43\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 4 \t -57\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -547 \t 7795\n", + "\t\t\t\t\t 551 \t -7852\n", + "GCD(39203, 2751) = 1, with coefficients 551 and -7852 such that 1 = (551)*39203 + (-7852)*2751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2752 \t 14 \t 675 \t 1 \t 0\n", + "1 \t 2752 \t 675 \t 4 \t 52 \t 0 \t 1\n", + "2 \t 675 \t 52 \t 12 \t 51 \t 1 \t -14\n", + "3 \t 52 \t 51 \t 1 \t 1 \t -4 \t 57\n", + "4 \t 51 \t 1 \t 51 \t 0 \t 49 \t -698\n", + "\t\t\t\t\t -53 \t 755\n", + "GCD(39203, 2752) = 1, with coefficients -53 and 755 such that 1 = (-53)*39203 + (755)*2752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2753 \t 14 \t 661 \t 1 \t 0\n", + "1 \t 2753 \t 661 \t 4 \t 109 \t 0 \t 1\n", + "2 \t 661 \t 109 \t 6 \t 7 \t 1 \t -14\n", + "3 \t 109 \t 7 \t 15 \t 4 \t -4 \t 57\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 25 \t -356\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -379 \t 5397\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 404 \t -5753\n", + "\t\t\t\t\t -783 \t 11150\n", + "GCD(39203, 2753) = 1, with coefficients -783 and 11150 such that 1 = (-783)*39203 + (11150)*2753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2754 \t 14 \t 647 \t 1 \t 0\n", + "1 \t 2754 \t 647 \t 4 \t 166 \t 0 \t 1\n", + "2 \t 647 \t 166 \t 3 \t 149 \t 1 \t -14\n", + "3 \t 166 \t 149 \t 1 \t 17 \t -4 \t 57\n", + "4 \t 149 \t 17 \t 8 \t 13 \t 13 \t -185\n", + "5 \t 17 \t 13 \t 1 \t 4 \t -17 \t 242\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 149 \t -2121\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -166 \t 2363\n", + "\t\t\t\t\t 647 \t -9210\n", + "GCD(39203, 2754) = 1, with coefficients 647 and -9210 such that 1 = (647)*39203 + (-9210)*2754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2755 \t 14 \t 633 \t 1 \t 0\n", + "1 \t 2755 \t 633 \t 4 \t 223 \t 0 \t 1\n", + "2 \t 633 \t 223 \t 2 \t 187 \t 1 \t -14\n", + "3 \t 223 \t 187 \t 1 \t 36 \t -4 \t 57\n", + "4 \t 187 \t 36 \t 5 \t 7 \t 9 \t -128\n", + "5 \t 36 \t 7 \t 5 \t 1 \t -13 \t 185\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 74 \t -1053\n", + "\t\t\t\t\t -383 \t 5450\n", + "GCD(39203, 2755) = 1, with coefficients -383 and 5450 such that 1 = (-383)*39203 + (5450)*2755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2756 \t 14 \t 619 \t 1 \t 0\n", + "1 \t 2756 \t 619 \t 4 \t 280 \t 0 \t 1\n", + "2 \t 619 \t 280 \t 2 \t 59 \t 1 \t -14\n", + "3 \t 280 \t 59 \t 4 \t 44 \t -4 \t 57\n", + "4 \t 59 \t 44 \t 1 \t 15 \t 9 \t -128\n", + "5 \t 44 \t 15 \t 2 \t 14 \t -40 \t 569\n", + "6 \t 15 \t 14 \t 1 \t 1 \t 49 \t -697\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -138 \t 1963\n", + "\t\t\t\t\t 187 \t -2660\n", + "GCD(39203, 2756) = 1, with coefficients 187 and -2660 such that 1 = (187)*39203 + (-2660)*2756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2757 \t 14 \t 605 \t 1 \t 0\n", + "1 \t 2757 \t 605 \t 4 \t 337 \t 0 \t 1\n", + "2 \t 605 \t 337 \t 1 \t 268 \t 1 \t -14\n", + "3 \t 337 \t 268 \t 1 \t 69 \t -4 \t 57\n", + "4 \t 268 \t 69 \t 3 \t 61 \t 5 \t -71\n", + "5 \t 69 \t 61 \t 1 \t 8 \t -9 \t 128\n", + "6 \t 61 \t 8 \t 7 \t 5 \t 32 \t -455\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -41 \t 583\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 319 \t -4536\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -360 \t 5119\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 679 \t -9655\n", + "\t\t\t\t\t -1039 \t 14774\n", + "GCD(39203, 2757) = 1, with coefficients -1039 and 14774 such that 1 = (-1039)*39203 + (14774)*2757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2758 \t 14 \t 591 \t 1 \t 0\n", + "1 \t 2758 \t 591 \t 4 \t 394 \t 0 \t 1\n", + "2 \t 591 \t 394 \t 1 \t 197 \t 1 \t -14\n", + "3 \t 394 \t 197 \t 2 \t 0 \t -4 \t 57\n", + "\t\t\t\t\t 5 \t -71\n", + "GCD(39203, 2758) = 197, with coefficients 5 and -71 such that 197 = (5)*39203 + (-71)*2758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2759 \t 14 \t 577 \t 1 \t 0\n", + "1 \t 2759 \t 577 \t 4 \t 451 \t 0 \t 1\n", + "2 \t 577 \t 451 \t 1 \t 126 \t 1 \t -14\n", + "3 \t 451 \t 126 \t 3 \t 73 \t -4 \t 57\n", + "4 \t 126 \t 73 \t 1 \t 53 \t 5 \t -71\n", + "5 \t 73 \t 53 \t 1 \t 20 \t -19 \t 270\n", + "6 \t 53 \t 20 \t 2 \t 13 \t 24 \t -341\n", + "7 \t 20 \t 13 \t 1 \t 7 \t -43 \t 611\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 110 \t -1563\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -153 \t 2174\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 263 \t -3737\n", + "\t\t\t\t\t -416 \t 5911\n", + "GCD(39203, 2759) = 1, with coefficients -416 and 5911 such that 1 = (-416)*39203 + (5911)*2759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2760 \t 14 \t 563 \t 1 \t 0\n", + "1 \t 2760 \t 563 \t 4 \t 508 \t 0 \t 1\n", + "2 \t 563 \t 508 \t 1 \t 55 \t 1 \t -14\n", + "3 \t 508 \t 55 \t 9 \t 13 \t -4 \t 57\n", + "4 \t 55 \t 13 \t 4 \t 3 \t 5 \t -71\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -49 \t 696\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 201 \t -2855\n", + "\t\t\t\t\t -853 \t 12116\n", + "GCD(39203, 2760) = 1, with coefficients -853 and 12116 such that 1 = (-853)*39203 + (12116)*2760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2761 \t 14 \t 549 \t 1 \t 0\n", + "1 \t 2761 \t 549 \t 5 \t 16 \t 0 \t 1\n", + "2 \t 549 \t 16 \t 34 \t 5 \t 1 \t -14\n", + "3 \t 16 \t 5 \t 3 \t 1 \t -5 \t 71\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 171 \t -2428\n", + "\t\t\t\t\t -518 \t 7355\n", + "GCD(39203, 2761) = 1, with coefficients -518 and 7355 such that 1 = (-518)*39203 + (7355)*2761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2762 \t 14 \t 535 \t 1 \t 0\n", + "1 \t 2762 \t 535 \t 5 \t 87 \t 0 \t 1\n", + "2 \t 535 \t 87 \t 6 \t 13 \t 1 \t -14\n", + "3 \t 87 \t 13 \t 6 \t 9 \t -5 \t 71\n", + "4 \t 13 \t 9 \t 1 \t 4 \t 31 \t -440\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -191 \t 2711\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 222 \t -3151\n", + "\t\t\t\t\t -635 \t 9013\n", + "GCD(39203, 2762) = 1, with coefficients -635 and 9013 such that 1 = (-635)*39203 + (9013)*2762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2763 \t 14 \t 521 \t 1 \t 0\n", + "1 \t 2763 \t 521 \t 5 \t 158 \t 0 \t 1\n", + "2 \t 521 \t 158 \t 3 \t 47 \t 1 \t -14\n", + "3 \t 158 \t 47 \t 3 \t 17 \t -5 \t 71\n", + "4 \t 47 \t 17 \t 2 \t 13 \t 16 \t -227\n", + "5 \t 17 \t 13 \t 1 \t 4 \t -53 \t 752\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 122 \t -1731\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -175 \t 2483\n", + "\t\t\t\t\t 647 \t -9180\n", + "GCD(39203, 2763) = 1, with coefficients 647 and -9180 such that 1 = (647)*39203 + (-9180)*2763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2764 \t 14 \t 507 \t 1 \t 0\n", + "1 \t 2764 \t 507 \t 5 \t 229 \t 0 \t 1\n", + "2 \t 507 \t 229 \t 2 \t 49 \t 1 \t -14\n", + "3 \t 229 \t 49 \t 4 \t 33 \t -5 \t 71\n", + "4 \t 49 \t 33 \t 1 \t 16 \t 11 \t -156\n", + "5 \t 33 \t 16 \t 2 \t 1 \t -49 \t 695\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 60 \t -851\n", + "\t\t\t\t\t -169 \t 2397\n", + "GCD(39203, 2764) = 1, with coefficients -169 and 2397 such that 1 = (-169)*39203 + (2397)*2764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2765 \t 14 \t 493 \t 1 \t 0\n", + "1 \t 2765 \t 493 \t 5 \t 300 \t 0 \t 1\n", + "2 \t 493 \t 300 \t 1 \t 193 \t 1 \t -14\n", + "3 \t 300 \t 193 \t 1 \t 107 \t -5 \t 71\n", + "4 \t 193 \t 107 \t 1 \t 86 \t 6 \t -85\n", + "5 \t 107 \t 86 \t 1 \t 21 \t -11 \t 156\n", + "6 \t 86 \t 21 \t 4 \t 2 \t 17 \t -241\n", + "7 \t 21 \t 2 \t 10 \t 1 \t -28 \t 397\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 129 \t -1829\n", + "\t\t\t\t\t -1318 \t 18687\n", + "GCD(39203, 2765) = 1, with coefficients -1318 and 18687 such that 1 = (-1318)*39203 + (18687)*2765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2766 \t 14 \t 479 \t 1 \t 0\n", + "1 \t 2766 \t 479 \t 5 \t 371 \t 0 \t 1\n", + "2 \t 479 \t 371 \t 1 \t 108 \t 1 \t -14\n", + "3 \t 371 \t 108 \t 3 \t 47 \t -5 \t 71\n", + "4 \t 108 \t 47 \t 2 \t 14 \t 6 \t -85\n", + "5 \t 47 \t 14 \t 3 \t 5 \t -23 \t 326\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 52 \t -737\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -179 \t 2537\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 410 \t -5811\n", + "\t\t\t\t\t -589 \t 8348\n", + "GCD(39203, 2766) = 1, with coefficients -589 and 8348 such that 1 = (-589)*39203 + (8348)*2766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2767 \t 14 \t 465 \t 1 \t 0\n", + "1 \t 2767 \t 465 \t 5 \t 442 \t 0 \t 1\n", + "2 \t 465 \t 442 \t 1 \t 23 \t 1 \t -14\n", + "3 \t 442 \t 23 \t 19 \t 5 \t -5 \t 71\n", + "4 \t 23 \t 5 \t 4 \t 3 \t 6 \t -85\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -119 \t 1686\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 482 \t -6829\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -601 \t 8515\n", + "\t\t\t\t\t 1083 \t -15344\n", + "GCD(39203, 2767) = 1, with coefficients 1083 and -15344 such that 1 = (1083)*39203 + (-15344)*2767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2768 \t 14 \t 451 \t 1 \t 0\n", + "1 \t 2768 \t 451 \t 6 \t 62 \t 0 \t 1\n", + "2 \t 451 \t 62 \t 7 \t 17 \t 1 \t -14\n", + "3 \t 62 \t 17 \t 3 \t 11 \t -6 \t 85\n", + "4 \t 17 \t 11 \t 1 \t 6 \t 43 \t -609\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -135 \t 1912\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 178 \t -2521\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -313 \t 4433\n", + "\t\t\t\t\t 491 \t -6954\n", + "GCD(39203, 2768) = 1, with coefficients 491 and -6954 such that 1 = (491)*39203 + (-6954)*2768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2769 \t 14 \t 437 \t 1 \t 0\n", + "1 \t 2769 \t 437 \t 6 \t 147 \t 0 \t 1\n", + "2 \t 437 \t 147 \t 2 \t 143 \t 1 \t -14\n", + "3 \t 147 \t 143 \t 1 \t 4 \t -6 \t 85\n", + "4 \t 143 \t 4 \t 35 \t 3 \t 13 \t -184\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -19 \t 269\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 678 \t -9599\n", + "\t\t\t\t\t -697 \t 9868\n", + "GCD(39203, 2769) = 1, with coefficients -697 and 9868 such that 1 = (-697)*39203 + (9868)*2769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2770 \t 14 \t 423 \t 1 \t 0\n", + "1 \t 2770 \t 423 \t 6 \t 232 \t 0 \t 1\n", + "2 \t 423 \t 232 \t 1 \t 191 \t 1 \t -14\n", + "3 \t 232 \t 191 \t 1 \t 41 \t -6 \t 85\n", + "4 \t 191 \t 41 \t 4 \t 27 \t 7 \t -99\n", + "5 \t 41 \t 27 \t 1 \t 14 \t -13 \t 184\n", + "6 \t 27 \t 14 \t 1 \t 13 \t 59 \t -835\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -72 \t 1019\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 131 \t -1854\n", + "\t\t\t\t\t -203 \t 2873\n", + "GCD(39203, 2770) = 1, with coefficients -203 and 2873 such that 1 = (-203)*39203 + (2873)*2770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2771 \t 14 \t 409 \t 1 \t 0\n", + "1 \t 2771 \t 409 \t 6 \t 317 \t 0 \t 1\n", + "2 \t 409 \t 317 \t 1 \t 92 \t 1 \t -14\n", + "3 \t 317 \t 92 \t 3 \t 41 \t -6 \t 85\n", + "4 \t 92 \t 41 \t 2 \t 10 \t 7 \t -99\n", + "5 \t 41 \t 10 \t 4 \t 1 \t -27 \t 382\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 61 \t -863\n", + "\t\t\t\t\t -271 \t 3834\n", + "GCD(39203, 2771) = 1, with coefficients -271 and 3834 such that 1 = (-271)*39203 + (3834)*2771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2772 \t 14 \t 395 \t 1 \t 0\n", + "1 \t 2772 \t 395 \t 7 \t 7 \t 0 \t 1\n", + "2 \t 395 \t 7 \t 56 \t 3 \t 1 \t -14\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -7 \t 99\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 393 \t -5558\n", + "\t\t\t\t\t -793 \t 11215\n", + "GCD(39203, 2772) = 1, with coefficients -793 and 11215 such that 1 = (-793)*39203 + (11215)*2772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2773 \t 14 \t 381 \t 1 \t 0\n", + "1 \t 2773 \t 381 \t 7 \t 106 \t 0 \t 1\n", + "2 \t 381 \t 106 \t 3 \t 63 \t 1 \t -14\n", + "3 \t 106 \t 63 \t 1 \t 43 \t -7 \t 99\n", + "4 \t 63 \t 43 \t 1 \t 20 \t 22 \t -311\n", + "5 \t 43 \t 20 \t 2 \t 3 \t -29 \t 410\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 51 \t -721\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -131 \t 1852\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 837 \t -11833\n", + "\t\t\t\t\t -968 \t 13685\n", + "GCD(39203, 2773) = 1, with coefficients -968 and 13685 such that 1 = (-968)*39203 + (13685)*2773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2774 \t 14 \t 367 \t 1 \t 0\n", + "1 \t 2774 \t 367 \t 7 \t 205 \t 0 \t 1\n", + "2 \t 367 \t 205 \t 1 \t 162 \t 1 \t -14\n", + "3 \t 205 \t 162 \t 1 \t 43 \t -7 \t 99\n", + "4 \t 162 \t 43 \t 3 \t 33 \t 8 \t -113\n", + "5 \t 43 \t 33 \t 1 \t 10 \t -15 \t 212\n", + "6 \t 33 \t 10 \t 3 \t 3 \t 53 \t -749\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -68 \t 961\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 257 \t -3632\n", + "\t\t\t\t\t -839 \t 11857\n", + "GCD(39203, 2774) = 1, with coefficients -839 and 11857 such that 1 = (-839)*39203 + (11857)*2774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2775 \t 14 \t 353 \t 1 \t 0\n", + "1 \t 2775 \t 353 \t 7 \t 304 \t 0 \t 1\n", + "2 \t 353 \t 304 \t 1 \t 49 \t 1 \t -14\n", + "3 \t 304 \t 49 \t 6 \t 10 \t -7 \t 99\n", + "4 \t 49 \t 10 \t 4 \t 9 \t 8 \t -113\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -55 \t 777\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 228 \t -3221\n", + "\t\t\t\t\t -283 \t 3998\n", + "GCD(39203, 2775) = 1, with coefficients -283 and 3998 such that 1 = (-283)*39203 + (3998)*2775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2776 \t 14 \t 339 \t 1 \t 0\n", + "1 \t 2776 \t 339 \t 8 \t 64 \t 0 \t 1\n", + "2 \t 339 \t 64 \t 5 \t 19 \t 1 \t -14\n", + "3 \t 64 \t 19 \t 3 \t 7 \t -8 \t 113\n", + "4 \t 19 \t 7 \t 2 \t 5 \t 41 \t -579\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -131 \t 1850\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 303 \t -4279\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -434 \t 6129\n", + "\t\t\t\t\t 1171 \t -16537\n", + "GCD(39203, 2776) = 1, with coefficients 1171 and -16537 such that 1 = (1171)*39203 + (-16537)*2776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2777 \t 14 \t 325 \t 1 \t 0\n", + "1 \t 2777 \t 325 \t 8 \t 177 \t 0 \t 1\n", + "2 \t 325 \t 177 \t 1 \t 148 \t 1 \t -14\n", + "3 \t 177 \t 148 \t 1 \t 29 \t -8 \t 113\n", + "4 \t 148 \t 29 \t 5 \t 3 \t 9 \t -127\n", + "5 \t 29 \t 3 \t 9 \t 2 \t -17 \t 240\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 94 \t -1327\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -863 \t 12183\n", + "\t\t\t\t\t 957 \t -13510\n", + "GCD(39203, 2777) = 1, with coefficients 957 and -13510 such that 1 = (957)*39203 + (-13510)*2777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2778 \t 14 \t 311 \t 1 \t 0\n", + "1 \t 2778 \t 311 \t 8 \t 290 \t 0 \t 1\n", + "2 \t 311 \t 290 \t 1 \t 21 \t 1 \t -14\n", + "3 \t 290 \t 21 \t 13 \t 17 \t -8 \t 113\n", + "4 \t 21 \t 17 \t 1 \t 4 \t 9 \t -127\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -125 \t 1764\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 134 \t -1891\n", + "\t\t\t\t\t -661 \t 9328\n", + "GCD(39203, 2778) = 1, with coefficients -661 and 9328 such that 1 = (-661)*39203 + (9328)*2778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2779 \t 14 \t 297 \t 1 \t 0\n", + "1 \t 2779 \t 297 \t 9 \t 106 \t 0 \t 1\n", + "2 \t 297 \t 106 \t 2 \t 85 \t 1 \t -14\n", + "3 \t 106 \t 85 \t 1 \t 21 \t -9 \t 127\n", + "4 \t 85 \t 21 \t 4 \t 1 \t 19 \t -268\n", + "5 \t 21 \t 1 \t 21 \t 0 \t -28 \t 395\n", + "\t\t\t\t\t 131 \t -1848\n", + "GCD(39203, 2779) = 1, with coefficients 131 and -1848 such that 1 = (131)*39203 + (-1848)*2779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2780 \t 14 \t 283 \t 1 \t 0\n", + "1 \t 2780 \t 283 \t 9 \t 233 \t 0 \t 1\n", + "2 \t 283 \t 233 \t 1 \t 50 \t 1 \t -14\n", + "3 \t 233 \t 50 \t 4 \t 33 \t -9 \t 127\n", + "4 \t 50 \t 33 \t 1 \t 17 \t 10 \t -141\n", + "5 \t 33 \t 17 \t 1 \t 16 \t -49 \t 691\n", + "6 \t 17 \t 16 \t 1 \t 1 \t 59 \t -832\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -108 \t 1523\n", + "\t\t\t\t\t 167 \t -2355\n", + "GCD(39203, 2780) = 1, with coefficients 167 and -2355 such that 1 = (167)*39203 + (-2355)*2780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2781 \t 14 \t 269 \t 1 \t 0\n", + "1 \t 2781 \t 269 \t 10 \t 91 \t 0 \t 1\n", + "2 \t 269 \t 91 \t 2 \t 87 \t 1 \t -14\n", + "3 \t 91 \t 87 \t 1 \t 4 \t -10 \t 141\n", + "4 \t 87 \t 4 \t 21 \t 3 \t 21 \t -296\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -31 \t 437\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 672 \t -9473\n", + "\t\t\t\t\t -703 \t 9910\n", + "GCD(39203, 2781) = 1, with coefficients -703 and 9910 such that 1 = (-703)*39203 + (9910)*2781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2782 \t 14 \t 255 \t 1 \t 0\n", + "1 \t 2782 \t 255 \t 10 \t 232 \t 0 \t 1\n", + "2 \t 255 \t 232 \t 1 \t 23 \t 1 \t -14\n", + "3 \t 232 \t 23 \t 10 \t 2 \t -10 \t 141\n", + "4 \t 23 \t 2 \t 11 \t 1 \t 11 \t -155\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -120 \t 1691\n", + "\t\t\t\t\t 1331 \t -18756\n", + "GCD(39203, 2782) = 1, with coefficients 1331 and -18756 such that 1 = (1331)*39203 + (-18756)*2782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2783 \t 14 \t 241 \t 1 \t 0\n", + "1 \t 2783 \t 241 \t 11 \t 132 \t 0 \t 1\n", + "2 \t 241 \t 132 \t 1 \t 109 \t 1 \t -14\n", + "3 \t 132 \t 109 \t 1 \t 23 \t -11 \t 155\n", + "4 \t 109 \t 23 \t 4 \t 17 \t 12 \t -169\n", + "5 \t 23 \t 17 \t 1 \t 6 \t -23 \t 324\n", + "6 \t 17 \t 6 \t 2 \t 5 \t 104 \t -1465\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -127 \t 1789\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 358 \t -5043\n", + "\t\t\t\t\t -485 \t 6832\n", + "GCD(39203, 2783) = 1, with coefficients -485 and 6832 such that 1 = (-485)*39203 + (6832)*2783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2784 \t 14 \t 227 \t 1 \t 0\n", + "1 \t 2784 \t 227 \t 12 \t 60 \t 0 \t 1\n", + "2 \t 227 \t 60 \t 3 \t 47 \t 1 \t -14\n", + "3 \t 60 \t 47 \t 1 \t 13 \t -12 \t 169\n", + "4 \t 47 \t 13 \t 3 \t 8 \t 37 \t -521\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -49 \t 690\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 184 \t -2591\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -233 \t 3281\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 417 \t -5872\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -650 \t 9153\n", + "\t\t\t\t\t 1067 \t -15025\n", + "GCD(39203, 2784) = 1, with coefficients 1067 and -15025 such that 1 = (1067)*39203 + (-15025)*2784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2785 \t 14 \t 213 \t 1 \t 0\n", + "1 \t 2785 \t 213 \t 13 \t 16 \t 0 \t 1\n", + "2 \t 213 \t 16 \t 13 \t 5 \t 1 \t -14\n", + "3 \t 16 \t 5 \t 3 \t 1 \t -13 \t 183\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 170 \t -2393\n", + "\t\t\t\t\t -523 \t 7362\n", + "GCD(39203, 2785) = 1, with coefficients -523 and 7362 such that 1 = (-523)*39203 + (7362)*2785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2786 \t 14 \t 199 \t 1 \t 0\n", + "1 \t 2786 \t 199 \t 14 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -14\n", + "GCD(39203, 2786) = 199, with coefficients 1 and -14 such that 199 = (1)*39203 + (-14)*2786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2787 \t 14 \t 185 \t 1 \t 0\n", + "1 \t 2787 \t 185 \t 15 \t 12 \t 0 \t 1\n", + "2 \t 185 \t 12 \t 15 \t 5 \t 1 \t -14\n", + "3 \t 12 \t 5 \t 2 \t 2 \t -15 \t 211\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 226 \t -3179\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -467 \t 6569\n", + "\t\t\t\t\t 1160 \t -16317\n", + "GCD(39203, 2787) = 1, with coefficients 1160 and -16317 such that 1 = (1160)*39203 + (-16317)*2787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2788 \t 14 \t 171 \t 1 \t 0\n", + "1 \t 2788 \t 171 \t 16 \t 52 \t 0 \t 1\n", + "2 \t 171 \t 52 \t 3 \t 15 \t 1 \t -14\n", + "3 \t 52 \t 15 \t 3 \t 7 \t -16 \t 225\n", + "4 \t 15 \t 7 \t 2 \t 1 \t 49 \t -689\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -163 \t 2292\n", + "\t\t\t\t\t 375 \t -5273\n", + "GCD(39203, 2788) = 1, with coefficients 375 and -5273 such that 1 = (375)*39203 + (-5273)*2788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2789 \t 14 \t 157 \t 1 \t 0\n", + "1 \t 2789 \t 157 \t 17 \t 120 \t 0 \t 1\n", + "2 \t 157 \t 120 \t 1 \t 37 \t 1 \t -14\n", + "3 \t 120 \t 37 \t 3 \t 9 \t -17 \t 239\n", + "4 \t 37 \t 9 \t 4 \t 1 \t 18 \t -253\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -71 \t 998\n", + "\t\t\t\t\t 302 \t -4245\n", + "GCD(39203, 2789) = 1, with coefficients 302 and -4245 such that 1 = (302)*39203 + (-4245)*2789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2790 \t 14 \t 143 \t 1 \t 0\n", + "1 \t 2790 \t 143 \t 19 \t 73 \t 0 \t 1\n", + "2 \t 143 \t 73 \t 1 \t 70 \t 1 \t -14\n", + "3 \t 73 \t 70 \t 1 \t 3 \t -19 \t 267\n", + "4 \t 70 \t 3 \t 23 \t 1 \t 20 \t -281\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -39 \t 548\n", + "\t\t\t\t\t 917 \t -12885\n", + "GCD(39203, 2790) = 1, with coefficients 917 and -12885 such that 1 = (917)*39203 + (-12885)*2790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2791 \t 14 \t 129 \t 1 \t 0\n", + "1 \t 2791 \t 129 \t 21 \t 82 \t 0 \t 1\n", + "2 \t 129 \t 82 \t 1 \t 47 \t 1 \t -14\n", + "3 \t 82 \t 47 \t 1 \t 35 \t -21 \t 295\n", + "4 \t 47 \t 35 \t 1 \t 12 \t 22 \t -309\n", + "5 \t 35 \t 12 \t 2 \t 11 \t -43 \t 604\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 65 \t -913\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -173 \t 2430\n", + "\t\t\t\t\t 238 \t -3343\n", + "GCD(39203, 2791) = 1, with coefficients 238 and -3343 such that 1 = (238)*39203 + (-3343)*2791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2792 \t 14 \t 115 \t 1 \t 0\n", + "1 \t 2792 \t 115 \t 24 \t 32 \t 0 \t 1\n", + "2 \t 115 \t 32 \t 3 \t 19 \t 1 \t -14\n", + "3 \t 32 \t 19 \t 1 \t 13 \t -24 \t 337\n", + "4 \t 19 \t 13 \t 1 \t 6 \t 73 \t -1025\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -97 \t 1362\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 170 \t -2387\n", + "\t\t\t\t\t -437 \t 6136\n", + "GCD(39203, 2792) = 1, with coefficients -437 and 6136 such that 1 = (-437)*39203 + (6136)*2792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2793 \t 14 \t 101 \t 1 \t 0\n", + "1 \t 2793 \t 101 \t 27 \t 66 \t 0 \t 1\n", + "2 \t 101 \t 66 \t 1 \t 35 \t 1 \t -14\n", + "3 \t 66 \t 35 \t 1 \t 31 \t -27 \t 379\n", + "4 \t 35 \t 31 \t 1 \t 4 \t 28 \t -393\n", + "5 \t 31 \t 4 \t 7 \t 3 \t -55 \t 772\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 83 \t -1165\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -636 \t 8927\n", + "\t\t\t\t\t 719 \t -10092\n", + "GCD(39203, 2793) = 1, with coefficients 719 and -10092 such that 1 = (719)*39203 + (-10092)*2793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2794 \t 14 \t 87 \t 1 \t 0\n", + "1 \t 2794 \t 87 \t 32 \t 10 \t 0 \t 1\n", + "2 \t 87 \t 10 \t 8 \t 7 \t 1 \t -14\n", + "3 \t 10 \t 7 \t 1 \t 3 \t -32 \t 449\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 257 \t -3606\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -289 \t 4055\n", + "\t\t\t\t\t 835 \t -11716\n", + "GCD(39203, 2794) = 1, with coefficients 835 and -11716 such that 1 = (835)*39203 + (-11716)*2794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2795 \t 14 \t 73 \t 1 \t 0\n", + "1 \t 2795 \t 73 \t 38 \t 21 \t 0 \t 1\n", + "2 \t 73 \t 21 \t 3 \t 10 \t 1 \t -14\n", + "3 \t 21 \t 10 \t 2 \t 1 \t -38 \t 533\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 115 \t -1613\n", + "\t\t\t\t\t -268 \t 3759\n", + "GCD(39203, 2795) = 1, with coefficients -268 and 3759 such that 1 = (-268)*39203 + (3759)*2795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2796 \t 14 \t 59 \t 1 \t 0\n", + "1 \t 2796 \t 59 \t 47 \t 23 \t 0 \t 1\n", + "2 \t 59 \t 23 \t 2 \t 13 \t 1 \t -14\n", + "3 \t 23 \t 13 \t 1 \t 10 \t -47 \t 659\n", + "4 \t 13 \t 10 \t 1 \t 3 \t 95 \t -1332\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -142 \t 1991\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 237 \t -3323\n", + "\t\t\t\t\t -853 \t 11960\n", + "GCD(39203, 2796) = 1, with coefficients -853 and 11960 such that 1 = (-853)*39203 + (11960)*2796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2797 \t 14 \t 45 \t 1 \t 0\n", + "1 \t 2797 \t 45 \t 62 \t 7 \t 0 \t 1\n", + "2 \t 45 \t 7 \t 6 \t 3 \t 1 \t -14\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -62 \t 869\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 373 \t -5228\n", + "\t\t\t\t\t -808 \t 11325\n", + "GCD(39203, 2797) = 1, with coefficients -808 and 11325 such that 1 = (-808)*39203 + (11325)*2797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2798 \t 14 \t 31 \t 1 \t 0\n", + "1 \t 2798 \t 31 \t 90 \t 8 \t 0 \t 1\n", + "2 \t 31 \t 8 \t 3 \t 7 \t 1 \t -14\n", + "3 \t 8 \t 7 \t 1 \t 1 \t -90 \t 1261\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 271 \t -3797\n", + "\t\t\t\t\t -361 \t 5058\n", + "GCD(39203, 2798) = 1, with coefficients -361 and 5058 such that 1 = (-361)*39203 + (5058)*2798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2799 \t 14 \t 17 \t 1 \t 0\n", + "1 \t 2799 \t 17 \t 164 \t 11 \t 0 \t 1\n", + "2 \t 17 \t 11 \t 1 \t 6 \t 1 \t -14\n", + "3 \t 11 \t 6 \t 1 \t 5 \t -164 \t 2297\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 165 \t -2311\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -329 \t 4608\n", + "\t\t\t\t\t 494 \t -6919\n", + "GCD(39203, 2799) = 1, with coefficients 494 and -6919 such that 1 = (494)*39203 + (-6919)*2799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2800 \t 14 \t 3 \t 1 \t 0\n", + "1 \t 2800 \t 3 \t 933 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -14\n", + "\t\t\t\t\t -933 \t 13063\n", + "GCD(39203, 2800) = 1, with coefficients -933 and 13063 such that 1 = (-933)*39203 + (13063)*2800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2801 \t 13 \t 2790 \t 1 \t 0\n", + "1 \t 2801 \t 2790 \t 1 \t 11 \t 0 \t 1\n", + "2 \t 2790 \t 11 \t 253 \t 7 \t 1 \t -13\n", + "3 \t 11 \t 7 \t 1 \t 4 \t -1 \t 14\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 254 \t -3555\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -255 \t 3569\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 509 \t -7124\n", + "\t\t\t\t\t -764 \t 10693\n", + "GCD(39203, 2801) = 1, with coefficients -764 and 10693 such that 1 = (-764)*39203 + (10693)*2801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2802 \t 13 \t 2777 \t 1 \t 0\n", + "1 \t 2802 \t 2777 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 2777 \t 25 \t 111 \t 2 \t 1 \t -13\n", + "3 \t 25 \t 2 \t 12 \t 1 \t -1 \t 14\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 112 \t -1567\n", + "\t\t\t\t\t -1345 \t 18818\n", + "GCD(39203, 2802) = 1, with coefficients -1345 and 18818 such that 1 = (-1345)*39203 + (18818)*2802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2803 \t 13 \t 2764 \t 1 \t 0\n", + "1 \t 2803 \t 2764 \t 1 \t 39 \t 0 \t 1\n", + "2 \t 2764 \t 39 \t 70 \t 34 \t 1 \t -13\n", + "3 \t 39 \t 34 \t 1 \t 5 \t -1 \t 14\n", + "4 \t 34 \t 5 \t 6 \t 4 \t 71 \t -993\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -72 \t 1007\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 503 \t -7035\n", + "\t\t\t\t\t -575 \t 8042\n", + "GCD(39203, 2803) = 1, with coefficients -575 and 8042 such that 1 = (-575)*39203 + (8042)*2803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2804 \t 13 \t 2751 \t 1 \t 0\n", + "1 \t 2804 \t 2751 \t 1 \t 53 \t 0 \t 1\n", + "2 \t 2751 \t 53 \t 51 \t 48 \t 1 \t -13\n", + "3 \t 53 \t 48 \t 1 \t 5 \t -1 \t 14\n", + "4 \t 48 \t 5 \t 9 \t 3 \t 52 \t -727\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -53 \t 741\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 529 \t -7396\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -582 \t 8137\n", + "\t\t\t\t\t 1111 \t -15533\n", + "GCD(39203, 2804) = 1, with coefficients 1111 and -15533 such that 1 = (1111)*39203 + (-15533)*2804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2805 \t 13 \t 2738 \t 1 \t 0\n", + "1 \t 2805 \t 2738 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 2738 \t 67 \t 40 \t 58 \t 1 \t -13\n", + "3 \t 67 \t 58 \t 1 \t 9 \t -1 \t 14\n", + "4 \t 58 \t 9 \t 6 \t 4 \t 41 \t -573\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -42 \t 587\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 293 \t -4095\n", + "\t\t\t\t\t -628 \t 8777\n", + "GCD(39203, 2805) = 1, with coefficients -628 and 8777 such that 1 = (-628)*39203 + (8777)*2805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2806 \t 13 \t 2725 \t 1 \t 0\n", + "1 \t 2806 \t 2725 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 2725 \t 81 \t 33 \t 52 \t 1 \t -13\n", + "3 \t 81 \t 52 \t 1 \t 29 \t -1 \t 14\n", + "4 \t 52 \t 29 \t 1 \t 23 \t 34 \t -475\n", + "5 \t 29 \t 23 \t 1 \t 6 \t -35 \t 489\n", + "6 \t 23 \t 6 \t 3 \t 5 \t 69 \t -964\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -104 \t 1453\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 381 \t -5323\n", + "\t\t\t\t\t -485 \t 6776\n", + "GCD(39203, 2806) = 1, with coefficients -485 and 6776 such that 1 = (-485)*39203 + (6776)*2806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2807 \t 13 \t 2712 \t 1 \t 0\n", + "1 \t 2807 \t 2712 \t 1 \t 95 \t 0 \t 1\n", + "2 \t 2712 \t 95 \t 28 \t 52 \t 1 \t -13\n", + "3 \t 95 \t 52 \t 1 \t 43 \t -1 \t 14\n", + "4 \t 52 \t 43 \t 1 \t 9 \t 29 \t -405\n", + "5 \t 43 \t 9 \t 4 \t 7 \t -30 \t 419\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 59 \t -824\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -266 \t 3715\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 325 \t -4539\n", + "\t\t\t\t\t -1241 \t 17332\n", + "GCD(39203, 2807) = 1, with coefficients -1241 and 17332 such that 1 = (-1241)*39203 + (17332)*2807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2808 \t 13 \t 2699 \t 1 \t 0\n", + "1 \t 2808 \t 2699 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 2699 \t 109 \t 24 \t 83 \t 1 \t -13\n", + "3 \t 109 \t 83 \t 1 \t 26 \t -1 \t 14\n", + "4 \t 83 \t 26 \t 3 \t 5 \t 25 \t -349\n", + "5 \t 26 \t 5 \t 5 \t 1 \t -26 \t 363\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 103 \t -1438\n", + "\t\t\t\t\t -541 \t 7553\n", + "GCD(39203, 2808) = 1, with coefficients -541 and 7553 such that 1 = (-541)*39203 + (7553)*2808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2809 \t 13 \t 2686 \t 1 \t 0\n", + "1 \t 2809 \t 2686 \t 1 \t 123 \t 0 \t 1\n", + "2 \t 2686 \t 123 \t 21 \t 103 \t 1 \t -13\n", + "3 \t 123 \t 103 \t 1 \t 20 \t -1 \t 14\n", + "4 \t 103 \t 20 \t 5 \t 3 \t 22 \t -307\n", + "5 \t 20 \t 3 \t 6 \t 2 \t -23 \t 321\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 137 \t -1912\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -845 \t 11793\n", + "\t\t\t\t\t 982 \t -13705\n", + "GCD(39203, 2809) = 1, with coefficients 982 and -13705 such that 1 = (982)*39203 + (-13705)*2809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2810 \t 13 \t 2673 \t 1 \t 0\n", + "1 \t 2810 \t 2673 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 2673 \t 137 \t 19 \t 70 \t 1 \t -13\n", + "3 \t 137 \t 70 \t 1 \t 67 \t -1 \t 14\n", + "4 \t 70 \t 67 \t 1 \t 3 \t 20 \t -279\n", + "5 \t 67 \t 3 \t 22 \t 1 \t -21 \t 293\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 41 \t -572\n", + "\t\t\t\t\t -923 \t 12877\n", + "GCD(39203, 2810) = 1, with coefficients -923 and 12877 such that 1 = (-923)*39203 + (12877)*2810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2811 \t 13 \t 2660 \t 1 \t 0\n", + "1 \t 2811 \t 2660 \t 1 \t 151 \t 0 \t 1\n", + "2 \t 2660 \t 151 \t 17 \t 93 \t 1 \t -13\n", + "3 \t 151 \t 93 \t 1 \t 58 \t -1 \t 14\n", + "4 \t 93 \t 58 \t 1 \t 35 \t 18 \t -251\n", + "5 \t 58 \t 35 \t 1 \t 23 \t -19 \t 265\n", + "6 \t 35 \t 23 \t 1 \t 12 \t 37 \t -516\n", + "7 \t 23 \t 12 \t 1 \t 11 \t -56 \t 781\n", + "8 \t 12 \t 11 \t 1 \t 1 \t 93 \t -1297\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -149 \t 2078\n", + "\t\t\t\t\t 242 \t -3375\n", + "GCD(39203, 2811) = 1, with coefficients 242 and -3375 such that 1 = (242)*39203 + (-3375)*2811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2812 \t 13 \t 2647 \t 1 \t 0\n", + "1 \t 2812 \t 2647 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 2647 \t 165 \t 16 \t 7 \t 1 \t -13\n", + "3 \t 165 \t 7 \t 23 \t 4 \t -1 \t 14\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 17 \t -237\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -392 \t 5465\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 409 \t -5702\n", + "\t\t\t\t\t -801 \t 11167\n", + "GCD(39203, 2812) = 1, with coefficients -801 and 11167 such that 1 = (-801)*39203 + (11167)*2812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2813 \t 13 \t 2634 \t 1 \t 0\n", + "1 \t 2813 \t 2634 \t 1 \t 179 \t 0 \t 1\n", + "2 \t 2634 \t 179 \t 14 \t 128 \t 1 \t -13\n", + "3 \t 179 \t 128 \t 1 \t 51 \t -1 \t 14\n", + "4 \t 128 \t 51 \t 2 \t 26 \t 15 \t -209\n", + "5 \t 51 \t 26 \t 1 \t 25 \t -16 \t 223\n", + "6 \t 26 \t 25 \t 1 \t 1 \t 47 \t -655\n", + "7 \t 25 \t 1 \t 25 \t 0 \t -63 \t 878\n", + "\t\t\t\t\t 110 \t -1533\n", + "GCD(39203, 2813) = 1, with coefficients 110 and -1533 such that 1 = (110)*39203 + (-1533)*2813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2814 \t 13 \t 2621 \t 1 \t 0\n", + "1 \t 2814 \t 2621 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 2621 \t 193 \t 13 \t 112 \t 1 \t -13\n", + "3 \t 193 \t 112 \t 1 \t 81 \t -1 \t 14\n", + "4 \t 112 \t 81 \t 1 \t 31 \t 14 \t -195\n", + "5 \t 81 \t 31 \t 2 \t 19 \t -15 \t 209\n", + "6 \t 31 \t 19 \t 1 \t 12 \t 29 \t -404\n", + "7 \t 19 \t 12 \t 1 \t 7 \t -73 \t 1017\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 102 \t -1421\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -175 \t 2438\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 277 \t -3859\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -452 \t 6297\n", + "\t\t\t\t\t 1181 \t -16453\n", + "GCD(39203, 2814) = 1, with coefficients 1181 and -16453 such that 1 = (1181)*39203 + (-16453)*2814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2815 \t 13 \t 2608 \t 1 \t 0\n", + "1 \t 2815 \t 2608 \t 1 \t 207 \t 0 \t 1\n", + "2 \t 2608 \t 207 \t 12 \t 124 \t 1 \t -13\n", + "3 \t 207 \t 124 \t 1 \t 83 \t -1 \t 14\n", + "4 \t 124 \t 83 \t 1 \t 41 \t 13 \t -181\n", + "5 \t 83 \t 41 \t 2 \t 1 \t -14 \t 195\n", + "6 \t 41 \t 1 \t 41 \t 0 \t 27 \t -376\n", + "\t\t\t\t\t -68 \t 947\n", + "GCD(39203, 2815) = 1, with coefficients -68 and 947 such that 1 = (-68)*39203 + (947)*2815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2816 \t 13 \t 2595 \t 1 \t 0\n", + "1 \t 2816 \t 2595 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 2595 \t 221 \t 11 \t 164 \t 1 \t -13\n", + "3 \t 221 \t 164 \t 1 \t 57 \t -1 \t 14\n", + "4 \t 164 \t 57 \t 2 \t 50 \t 12 \t -167\n", + "5 \t 57 \t 50 \t 1 \t 7 \t -13 \t 181\n", + "6 \t 50 \t 7 \t 7 \t 1 \t 38 \t -529\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -51 \t 710\n", + "\t\t\t\t\t 395 \t -5499\n", + "GCD(39203, 2816) = 1, with coefficients 395 and -5499 such that 1 = (395)*39203 + (-5499)*2816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2817 \t 13 \t 2582 \t 1 \t 0\n", + "1 \t 2817 \t 2582 \t 1 \t 235 \t 0 \t 1\n", + "2 \t 2582 \t 235 \t 10 \t 232 \t 1 \t -13\n", + "3 \t 235 \t 232 \t 1 \t 3 \t -1 \t 14\n", + "4 \t 232 \t 3 \t 77 \t 1 \t 11 \t -153\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -12 \t 167\n", + "\t\t\t\t\t 935 \t -13012\n", + "GCD(39203, 2817) = 1, with coefficients 935 and -13012 such that 1 = (935)*39203 + (-13012)*2817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2818 \t 13 \t 2569 \t 1 \t 0\n", + "1 \t 2818 \t 2569 \t 1 \t 249 \t 0 \t 1\n", + "2 \t 2569 \t 249 \t 10 \t 79 \t 1 \t -13\n", + "3 \t 249 \t 79 \t 3 \t 12 \t -1 \t 14\n", + "4 \t 79 \t 12 \t 6 \t 7 \t 11 \t -153\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -34 \t 473\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 215 \t -2991\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -249 \t 3464\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 464 \t -6455\n", + "\t\t\t\t\t -1177 \t 16374\n", + "GCD(39203, 2818) = 1, with coefficients -1177 and 16374 such that 1 = (-1177)*39203 + (16374)*2818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2819 \t 13 \t 2556 \t 1 \t 0\n", + "1 \t 2819 \t 2556 \t 1 \t 263 \t 0 \t 1\n", + "2 \t 2556 \t 263 \t 9 \t 189 \t 1 \t -13\n", + "3 \t 263 \t 189 \t 1 \t 74 \t -1 \t 14\n", + "4 \t 189 \t 74 \t 2 \t 41 \t 10 \t -139\n", + "5 \t 74 \t 41 \t 1 \t 33 \t -11 \t 153\n", + "6 \t 41 \t 33 \t 1 \t 8 \t 32 \t -445\n", + "7 \t 33 \t 8 \t 4 \t 1 \t -43 \t 598\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 75 \t -1043\n", + "\t\t\t\t\t -343 \t 4770\n", + "GCD(39203, 2819) = 1, with coefficients -343 and 4770 such that 1 = (-343)*39203 + (4770)*2819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2820 \t 13 \t 2543 \t 1 \t 0\n", + "1 \t 2820 \t 2543 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 2543 \t 277 \t 9 \t 50 \t 1 \t -13\n", + "3 \t 277 \t 50 \t 5 \t 27 \t -1 \t 14\n", + "4 \t 50 \t 27 \t 1 \t 23 \t 10 \t -139\n", + "5 \t 27 \t 23 \t 1 \t 4 \t -51 \t 709\n", + "6 \t 23 \t 4 \t 5 \t 3 \t 61 \t -848\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -112 \t 1557\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 621 \t -8633\n", + "\t\t\t\t\t -733 \t 10190\n", + "GCD(39203, 2820) = 1, with coefficients -733 and 10190 such that 1 = (-733)*39203 + (10190)*2820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2821 \t 13 \t 2530 \t 1 \t 0\n", + "1 \t 2821 \t 2530 \t 1 \t 291 \t 0 \t 1\n", + "2 \t 2530 \t 291 \t 8 \t 202 \t 1 \t -13\n", + "3 \t 291 \t 202 \t 1 \t 89 \t -1 \t 14\n", + "4 \t 202 \t 89 \t 2 \t 24 \t 9 \t -125\n", + "5 \t 89 \t 24 \t 3 \t 17 \t -10 \t 139\n", + "6 \t 24 \t 17 \t 1 \t 7 \t 29 \t -403\n", + "7 \t 17 \t 7 \t 2 \t 3 \t -97 \t 1348\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 126 \t -1751\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -349 \t 4850\n", + "\t\t\t\t\t 824 \t -11451\n", + "GCD(39203, 2821) = 1, with coefficients 824 and -11451 such that 1 = (824)*39203 + (-11451)*2821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2822 \t 13 \t 2517 \t 1 \t 0\n", + "1 \t 2822 \t 2517 \t 1 \t 305 \t 0 \t 1\n", + "2 \t 2517 \t 305 \t 8 \t 77 \t 1 \t -13\n", + "3 \t 305 \t 77 \t 3 \t 74 \t -1 \t 14\n", + "4 \t 77 \t 74 \t 1 \t 3 \t 9 \t -125\n", + "5 \t 74 \t 3 \t 24 \t 2 \t -28 \t 389\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 37 \t -514\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -916 \t 12725\n", + "\t\t\t\t\t 953 \t -13239\n", + "GCD(39203, 2822) = 1, with coefficients 953 and -13239 such that 1 = (953)*39203 + (-13239)*2822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2823 \t 13 \t 2504 \t 1 \t 0\n", + "1 \t 2823 \t 2504 \t 1 \t 319 \t 0 \t 1\n", + "2 \t 2504 \t 319 \t 7 \t 271 \t 1 \t -13\n", + "3 \t 319 \t 271 \t 1 \t 48 \t -1 \t 14\n", + "4 \t 271 \t 48 \t 5 \t 31 \t 8 \t -111\n", + "5 \t 48 \t 31 \t 1 \t 17 \t -9 \t 125\n", + "6 \t 31 \t 17 \t 1 \t 14 \t 53 \t -736\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -62 \t 861\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 115 \t -1597\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -177 \t 2458\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 823 \t -11429\n", + "\t\t\t\t\t -1000 \t 13887\n", + "GCD(39203, 2823) = 1, with coefficients -1000 and 13887 such that 1 = (-1000)*39203 + (13887)*2823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2824 \t 13 \t 2491 \t 1 \t 0\n", + "1 \t 2824 \t 2491 \t 1 \t 333 \t 0 \t 1\n", + "2 \t 2491 \t 333 \t 7 \t 160 \t 1 \t -13\n", + "3 \t 333 \t 160 \t 2 \t 13 \t -1 \t 14\n", + "4 \t 160 \t 13 \t 12 \t 4 \t 8 \t -111\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -17 \t 236\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 212 \t -2943\n", + "\t\t\t\t\t -653 \t 9065\n", + "GCD(39203, 2824) = 1, with coefficients -653 and 9065 such that 1 = (-653)*39203 + (9065)*2824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2825 \t 13 \t 2478 \t 1 \t 0\n", + "1 \t 2825 \t 2478 \t 1 \t 347 \t 0 \t 1\n", + "2 \t 2478 \t 347 \t 7 \t 49 \t 1 \t -13\n", + "3 \t 347 \t 49 \t 7 \t 4 \t -1 \t 14\n", + "4 \t 49 \t 4 \t 12 \t 1 \t 8 \t -111\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -57 \t 791\n", + "\t\t\t\t\t 692 \t -9603\n", + "GCD(39203, 2825) = 1, with coefficients 692 and -9603 such that 1 = (692)*39203 + (-9603)*2825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2826 \t 13 \t 2465 \t 1 \t 0\n", + "1 \t 2826 \t 2465 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 2465 \t 361 \t 6 \t 299 \t 1 \t -13\n", + "3 \t 361 \t 299 \t 1 \t 62 \t -1 \t 14\n", + "4 \t 299 \t 62 \t 4 \t 51 \t 7 \t -97\n", + "5 \t 62 \t 51 \t 1 \t 11 \t -8 \t 111\n", + "6 \t 51 \t 11 \t 4 \t 7 \t 39 \t -541\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -47 \t 652\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 227 \t -3149\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -274 \t 3801\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 501 \t -6950\n", + "\t\t\t\t\t -775 \t 10751\n", + "GCD(39203, 2826) = 1, with coefficients -775 and 10751 such that 1 = (-775)*39203 + (10751)*2826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2827 \t 13 \t 2452 \t 1 \t 0\n", + "1 \t 2827 \t 2452 \t 1 \t 375 \t 0 \t 1\n", + "2 \t 2452 \t 375 \t 6 \t 202 \t 1 \t -13\n", + "3 \t 375 \t 202 \t 1 \t 173 \t -1 \t 14\n", + "4 \t 202 \t 173 \t 1 \t 29 \t 7 \t -97\n", + "5 \t 173 \t 29 \t 5 \t 28 \t -8 \t 111\n", + "6 \t 29 \t 28 \t 1 \t 1 \t 15 \t -208\n", + "7 \t 28 \t 1 \t 28 \t 0 \t -83 \t 1151\n", + "\t\t\t\t\t 98 \t -1359\n", + "GCD(39203, 2827) = 1, with coefficients 98 and -1359 such that 1 = (98)*39203 + (-1359)*2827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2828 \t 13 \t 2439 \t 1 \t 0\n", + "1 \t 2828 \t 2439 \t 1 \t 389 \t 0 \t 1\n", + "2 \t 2439 \t 389 \t 6 \t 105 \t 1 \t -13\n", + "3 \t 389 \t 105 \t 3 \t 74 \t -1 \t 14\n", + "4 \t 105 \t 74 \t 1 \t 31 \t 7 \t -97\n", + "5 \t 74 \t 31 \t 2 \t 12 \t -22 \t 305\n", + "6 \t 31 \t 12 \t 2 \t 7 \t 29 \t -402\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -80 \t 1109\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 189 \t -2620\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -269 \t 3729\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 458 \t -6349\n", + "\t\t\t\t\t -1185 \t 16427\n", + "GCD(39203, 2828) = 1, with coefficients -1185 and 16427 such that 1 = (-1185)*39203 + (16427)*2828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2829 \t 13 \t 2426 \t 1 \t 0\n", + "1 \t 2829 \t 2426 \t 1 \t 403 \t 0 \t 1\n", + "2 \t 2426 \t 403 \t 6 \t 8 \t 1 \t -13\n", + "3 \t 403 \t 8 \t 50 \t 3 \t -1 \t 14\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 7 \t -97\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -351 \t 4864\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 709 \t -9825\n", + "\t\t\t\t\t -1060 \t 14689\n", + "GCD(39203, 2829) = 1, with coefficients -1060 and 14689 such that 1 = (-1060)*39203 + (14689)*2829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2830 \t 13 \t 2413 \t 1 \t 0\n", + "1 \t 2830 \t 2413 \t 1 \t 417 \t 0 \t 1\n", + "2 \t 2413 \t 417 \t 5 \t 328 \t 1 \t -13\n", + "3 \t 417 \t 328 \t 1 \t 89 \t -1 \t 14\n", + "4 \t 328 \t 89 \t 3 \t 61 \t 6 \t -83\n", + "5 \t 89 \t 61 \t 1 \t 28 \t -7 \t 97\n", + "6 \t 61 \t 28 \t 2 \t 5 \t 27 \t -374\n", + "7 \t 28 \t 5 \t 5 \t 3 \t -34 \t 471\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 95 \t -1316\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -509 \t 7051\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 604 \t -8367\n", + "\t\t\t\t\t -1113 \t 15418\n", + "GCD(39203, 2830) = 1, with coefficients -1113 and 15418 such that 1 = (-1113)*39203 + (15418)*2830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2831 \t 13 \t 2400 \t 1 \t 0\n", + "1 \t 2831 \t 2400 \t 1 \t 431 \t 0 \t 1\n", + "2 \t 2400 \t 431 \t 5 \t 245 \t 1 \t -13\n", + "3 \t 431 \t 245 \t 1 \t 186 \t -1 \t 14\n", + "4 \t 245 \t 186 \t 1 \t 59 \t 6 \t -83\n", + "5 \t 186 \t 59 \t 3 \t 9 \t -7 \t 97\n", + "6 \t 59 \t 9 \t 6 \t 5 \t 13 \t -180\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -46 \t 637\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 289 \t -4002\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -335 \t 4639\n", + "\t\t\t\t\t 624 \t -8641\n", + "GCD(39203, 2831) = 1, with coefficients 624 and -8641 such that 1 = (624)*39203 + (-8641)*2831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2832 \t 13 \t 2387 \t 1 \t 0\n", + "1 \t 2832 \t 2387 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 2387 \t 445 \t 5 \t 162 \t 1 \t -13\n", + "3 \t 445 \t 162 \t 2 \t 121 \t -1 \t 14\n", + "4 \t 162 \t 121 \t 1 \t 41 \t 6 \t -83\n", + "5 \t 121 \t 41 \t 2 \t 39 \t -13 \t 180\n", + "6 \t 41 \t 39 \t 1 \t 2 \t 19 \t -263\n", + "7 \t 39 \t 2 \t 19 \t 1 \t -51 \t 706\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 70 \t -969\n", + "\t\t\t\t\t -1381 \t 19117\n", + "GCD(39203, 2832) = 1, with coefficients -1381 and 19117 such that 1 = (-1381)*39203 + (19117)*2832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2833 \t 13 \t 2374 \t 1 \t 0\n", + "1 \t 2833 \t 2374 \t 1 \t 459 \t 0 \t 1\n", + "2 \t 2374 \t 459 \t 5 \t 79 \t 1 \t -13\n", + "3 \t 459 \t 79 \t 5 \t 64 \t -1 \t 14\n", + "4 \t 79 \t 64 \t 1 \t 15 \t 6 \t -83\n", + "5 \t 64 \t 15 \t 4 \t 4 \t -31 \t 429\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 37 \t -512\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -179 \t 2477\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 574 \t -7943\n", + "\t\t\t\t\t -753 \t 10420\n", + "GCD(39203, 2833) = 1, with coefficients -753 and 10420 such that 1 = (-753)*39203 + (10420)*2833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2834 \t 13 \t 2361 \t 1 \t 0\n", + "1 \t 2834 \t 2361 \t 1 \t 473 \t 0 \t 1\n", + "2 \t 2361 \t 473 \t 4 \t 469 \t 1 \t -13\n", + "3 \t 473 \t 469 \t 1 \t 4 \t -1 \t 14\n", + "4 \t 469 \t 4 \t 117 \t 1 \t 5 \t -69\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -6 \t 83\n", + "\t\t\t\t\t 707 \t -9780\n", + "GCD(39203, 2834) = 1, with coefficients 707 and -9780 such that 1 = (707)*39203 + (-9780)*2834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2835 \t 13 \t 2348 \t 1 \t 0\n", + "1 \t 2835 \t 2348 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 2348 \t 487 \t 4 \t 400 \t 1 \t -13\n", + "3 \t 487 \t 400 \t 1 \t 87 \t -1 \t 14\n", + "4 \t 400 \t 87 \t 4 \t 52 \t 5 \t -69\n", + "5 \t 87 \t 52 \t 1 \t 35 \t -6 \t 83\n", + "6 \t 52 \t 35 \t 1 \t 17 \t 29 \t -401\n", + "7 \t 35 \t 17 \t 2 \t 1 \t -35 \t 484\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 64 \t -885\n", + "\t\t\t\t\t -163 \t 2254\n", + "GCD(39203, 2835) = 1, with coefficients -163 and 2254 such that 1 = (-163)*39203 + (2254)*2835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2836 \t 13 \t 2335 \t 1 \t 0\n", + "1 \t 2836 \t 2335 \t 1 \t 501 \t 0 \t 1\n", + "2 \t 2335 \t 501 \t 4 \t 331 \t 1 \t -13\n", + "3 \t 501 \t 331 \t 1 \t 170 \t -1 \t 14\n", + "4 \t 331 \t 170 \t 1 \t 161 \t 5 \t -69\n", + "5 \t 170 \t 161 \t 1 \t 9 \t -6 \t 83\n", + "6 \t 161 \t 9 \t 17 \t 8 \t 11 \t -152\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -17 \t 235\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 300 \t -4147\n", + "\t\t\t\t\t -317 \t 4382\n", + "GCD(39203, 2836) = 1, with coefficients -317 and 4382 such that 1 = (-317)*39203 + (4382)*2836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2837 \t 13 \t 2322 \t 1 \t 0\n", + "1 \t 2837 \t 2322 \t 1 \t 515 \t 0 \t 1\n", + "2 \t 2322 \t 515 \t 4 \t 262 \t 1 \t -13\n", + "3 \t 515 \t 262 \t 1 \t 253 \t -1 \t 14\n", + "4 \t 262 \t 253 \t 1 \t 9 \t 5 \t -69\n", + "5 \t 253 \t 9 \t 28 \t 1 \t -6 \t 83\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 11 \t -152\n", + "\t\t\t\t\t -314 \t 4339\n", + "GCD(39203, 2837) = 1, with coefficients -314 and 4339 such that 1 = (-314)*39203 + (4339)*2837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2838 \t 13 \t 2309 \t 1 \t 0\n", + "1 \t 2838 \t 2309 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 2309 \t 529 \t 4 \t 193 \t 1 \t -13\n", + "3 \t 529 \t 193 \t 2 \t 143 \t -1 \t 14\n", + "4 \t 193 \t 143 \t 1 \t 50 \t 5 \t -69\n", + "5 \t 143 \t 50 \t 2 \t 43 \t -11 \t 152\n", + "6 \t 50 \t 43 \t 1 \t 7 \t 16 \t -221\n", + "7 \t 43 \t 7 \t 6 \t 1 \t -43 \t 594\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 59 \t -815\n", + "\t\t\t\t\t -397 \t 5484\n", + "GCD(39203, 2838) = 1, with coefficients -397 and 5484 such that 1 = (-397)*39203 + (5484)*2838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2839 \t 13 \t 2296 \t 1 \t 0\n", + "1 \t 2839 \t 2296 \t 1 \t 543 \t 0 \t 1\n", + "2 \t 2296 \t 543 \t 4 \t 124 \t 1 \t -13\n", + "3 \t 543 \t 124 \t 4 \t 47 \t -1 \t 14\n", + "4 \t 124 \t 47 \t 2 \t 30 \t 5 \t -69\n", + "5 \t 47 \t 30 \t 1 \t 17 \t -21 \t 290\n", + "6 \t 30 \t 17 \t 1 \t 13 \t 47 \t -649\n", + "7 \t 17 \t 13 \t 1 \t 4 \t -68 \t 939\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 115 \t -1588\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -183 \t 2527\n", + "\t\t\t\t\t 664 \t -9169\n", + "GCD(39203, 2839) = 1, with coefficients 664 and -9169 such that 1 = (664)*39203 + (-9169)*2839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2840 \t 13 \t 2283 \t 1 \t 0\n", + "1 \t 2840 \t 2283 \t 1 \t 557 \t 0 \t 1\n", + "2 \t 2283 \t 557 \t 4 \t 55 \t 1 \t -13\n", + "3 \t 557 \t 55 \t 10 \t 7 \t -1 \t 14\n", + "4 \t 55 \t 7 \t 7 \t 6 \t 5 \t -69\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -51 \t 704\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 362 \t -4997\n", + "\t\t\t\t\t -413 \t 5701\n", + "GCD(39203, 2840) = 1, with coefficients -413 and 5701 such that 1 = (-413)*39203 + (5701)*2840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2841 \t 13 \t 2270 \t 1 \t 0\n", + "1 \t 2841 \t 2270 \t 1 \t 571 \t 0 \t 1\n", + "2 \t 2270 \t 571 \t 3 \t 557 \t 1 \t -13\n", + "3 \t 571 \t 557 \t 1 \t 14 \t -1 \t 14\n", + "4 \t 557 \t 14 \t 39 \t 11 \t 4 \t -55\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -5 \t 69\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 199 \t -2746\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -204 \t 2815\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 811 \t -11191\n", + "\t\t\t\t\t -1015 \t 14006\n", + "GCD(39203, 2841) = 1, with coefficients -1015 and 14006 such that 1 = (-1015)*39203 + (14006)*2841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2842 \t 13 \t 2257 \t 1 \t 0\n", + "1 \t 2842 \t 2257 \t 1 \t 585 \t 0 \t 1\n", + "2 \t 2257 \t 585 \t 3 \t 502 \t 1 \t -13\n", + "3 \t 585 \t 502 \t 1 \t 83 \t -1 \t 14\n", + "4 \t 502 \t 83 \t 6 \t 4 \t 4 \t -55\n", + "5 \t 83 \t 4 \t 20 \t 3 \t -5 \t 69\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 34 \t -469\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -685 \t 9449\n", + "\t\t\t\t\t 719 \t -9918\n", + "GCD(39203, 2842) = 1, with coefficients 719 and -9918 such that 1 = (719)*39203 + (-9918)*2842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2843 \t 13 \t 2244 \t 1 \t 0\n", + "1 \t 2843 \t 2244 \t 1 \t 599 \t 0 \t 1\n", + "2 \t 2244 \t 599 \t 3 \t 447 \t 1 \t -13\n", + "3 \t 599 \t 447 \t 1 \t 152 \t -1 \t 14\n", + "4 \t 447 \t 152 \t 2 \t 143 \t 4 \t -55\n", + "5 \t 152 \t 143 \t 1 \t 9 \t -5 \t 69\n", + "6 \t 143 \t 9 \t 15 \t 8 \t 14 \t -193\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -19 \t 262\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 299 \t -4123\n", + "\t\t\t\t\t -318 \t 4385\n", + "GCD(39203, 2843) = 1, with coefficients -318 and 4385 such that 1 = (-318)*39203 + (4385)*2843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2844 \t 13 \t 2231 \t 1 \t 0\n", + "1 \t 2844 \t 2231 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 2231 \t 613 \t 3 \t 392 \t 1 \t -13\n", + "3 \t 613 \t 392 \t 1 \t 221 \t -1 \t 14\n", + "4 \t 392 \t 221 \t 1 \t 171 \t 4 \t -55\n", + "5 \t 221 \t 171 \t 1 \t 50 \t -5 \t 69\n", + "6 \t 171 \t 50 \t 3 \t 21 \t 9 \t -124\n", + "7 \t 50 \t 21 \t 2 \t 8 \t -14 \t 193\n", + "8 \t 21 \t 8 \t 2 \t 5 \t 51 \t -703\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -116 \t 1599\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 283 \t -3901\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -399 \t 5500\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 682 \t -9401\n", + "\t\t\t\t\t -1081 \t 14901\n", + "GCD(39203, 2844) = 1, with coefficients -1081 and 14901 such that 1 = (-1081)*39203 + (14901)*2844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2845 \t 13 \t 2218 \t 1 \t 0\n", + "1 \t 2845 \t 2218 \t 1 \t 627 \t 0 \t 1\n", + "2 \t 2218 \t 627 \t 3 \t 337 \t 1 \t -13\n", + "3 \t 627 \t 337 \t 1 \t 290 \t -1 \t 14\n", + "4 \t 337 \t 290 \t 1 \t 47 \t 4 \t -55\n", + "5 \t 290 \t 47 \t 6 \t 8 \t -5 \t 69\n", + "6 \t 47 \t 8 \t 5 \t 7 \t 9 \t -124\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -59 \t 813\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 304 \t -4189\n", + "\t\t\t\t\t -363 \t 5002\n", + "GCD(39203, 2845) = 1, with coefficients -363 and 5002 such that 1 = (-363)*39203 + (5002)*2845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2846 \t 13 \t 2205 \t 1 \t 0\n", + "1 \t 2846 \t 2205 \t 1 \t 641 \t 0 \t 1\n", + "2 \t 2205 \t 641 \t 3 \t 282 \t 1 \t -13\n", + "3 \t 641 \t 282 \t 2 \t 77 \t -1 \t 14\n", + "4 \t 282 \t 77 \t 3 \t 51 \t 4 \t -55\n", + "5 \t 77 \t 51 \t 1 \t 26 \t -9 \t 124\n", + "6 \t 51 \t 26 \t 1 \t 25 \t 31 \t -427\n", + "7 \t 26 \t 25 \t 1 \t 1 \t -40 \t 551\n", + "8 \t 25 \t 1 \t 25 \t 0 \t 71 \t -978\n", + "\t\t\t\t\t -111 \t 1529\n", + "GCD(39203, 2846) = 1, with coefficients -111 and 1529 such that 1 = (-111)*39203 + (1529)*2846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2847 \t 13 \t 2192 \t 1 \t 0\n", + "1 \t 2847 \t 2192 \t 1 \t 655 \t 0 \t 1\n", + "2 \t 2192 \t 655 \t 3 \t 227 \t 1 \t -13\n", + "3 \t 655 \t 227 \t 2 \t 201 \t -1 \t 14\n", + "4 \t 227 \t 201 \t 1 \t 26 \t 4 \t -55\n", + "5 \t 201 \t 26 \t 7 \t 19 \t -9 \t 124\n", + "6 \t 26 \t 19 \t 1 \t 7 \t 13 \t -179\n", + "7 \t 19 \t 7 \t 2 \t 5 \t -100 \t 1377\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 113 \t -1556\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -326 \t 4489\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 439 \t -6045\n", + "\t\t\t\t\t -1204 \t 16579\n", + "GCD(39203, 2847) = 1, with coefficients -1204 and 16579 such that 1 = (-1204)*39203 + (16579)*2847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2848 \t 13 \t 2179 \t 1 \t 0\n", + "1 \t 2848 \t 2179 \t 1 \t 669 \t 0 \t 1\n", + "2 \t 2179 \t 669 \t 3 \t 172 \t 1 \t -13\n", + "3 \t 669 \t 172 \t 3 \t 153 \t -1 \t 14\n", + "4 \t 172 \t 153 \t 1 \t 19 \t 4 \t -55\n", + "5 \t 153 \t 19 \t 8 \t 1 \t -13 \t 179\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 17 \t -234\n", + "\t\t\t\t\t -149 \t 2051\n", + "GCD(39203, 2848) = 1, with coefficients -149 and 2051 such that 1 = (-149)*39203 + (2051)*2848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2849 \t 13 \t 2166 \t 1 \t 0\n", + "1 \t 2849 \t 2166 \t 1 \t 683 \t 0 \t 1\n", + "2 \t 2166 \t 683 \t 3 \t 117 \t 1 \t -13\n", + "3 \t 683 \t 117 \t 5 \t 98 \t -1 \t 14\n", + "4 \t 117 \t 98 \t 1 \t 19 \t 4 \t -55\n", + "5 \t 98 \t 19 \t 5 \t 3 \t -21 \t 289\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 25 \t -344\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -146 \t 2009\n", + "\t\t\t\t\t 901 \t -12398\n", + "GCD(39203, 2849) = 1, with coefficients 901 and -12398 such that 1 = (901)*39203 + (-12398)*2849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2850 \t 13 \t 2153 \t 1 \t 0\n", + "1 \t 2850 \t 2153 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 2153 \t 697 \t 3 \t 62 \t 1 \t -13\n", + "3 \t 697 \t 62 \t 11 \t 15 \t -1 \t 14\n", + "4 \t 62 \t 15 \t 4 \t 2 \t 4 \t -55\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -45 \t 619\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 184 \t -2531\n", + "\t\t\t\t\t -1333 \t 18336\n", + "GCD(39203, 2850) = 1, with coefficients -1333 and 18336 such that 1 = (-1333)*39203 + (18336)*2850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2851 \t 13 \t 2140 \t 1 \t 0\n", + "1 \t 2851 \t 2140 \t 1 \t 711 \t 0 \t 1\n", + "2 \t 2140 \t 711 \t 3 \t 7 \t 1 \t -13\n", + "3 \t 711 \t 7 \t 101 \t 4 \t -1 \t 14\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 4 \t -55\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -405 \t 5569\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 409 \t -5624\n", + "\t\t\t\t\t -814 \t 11193\n", + "GCD(39203, 2851) = 1, with coefficients -814 and 11193 such that 1 = (-814)*39203 + (11193)*2851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2852 \t 13 \t 2127 \t 1 \t 0\n", + "1 \t 2852 \t 2127 \t 1 \t 725 \t 0 \t 1\n", + "2 \t 2127 \t 725 \t 2 \t 677 \t 1 \t -13\n", + "3 \t 725 \t 677 \t 1 \t 48 \t -1 \t 14\n", + "4 \t 677 \t 48 \t 14 \t 5 \t 3 \t -41\n", + "5 \t 48 \t 5 \t 9 \t 3 \t -4 \t 55\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 59 \t -811\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -535 \t 7354\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 594 \t -8165\n", + "\t\t\t\t\t -1129 \t 15519\n", + "GCD(39203, 2852) = 1, with coefficients -1129 and 15519 such that 1 = (-1129)*39203 + (15519)*2852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2853 \t 13 \t 2114 \t 1 \t 0\n", + "1 \t 2853 \t 2114 \t 1 \t 739 \t 0 \t 1\n", + "2 \t 2114 \t 739 \t 2 \t 636 \t 1 \t -13\n", + "3 \t 739 \t 636 \t 1 \t 103 \t -1 \t 14\n", + "4 \t 636 \t 103 \t 6 \t 18 \t 3 \t -41\n", + "5 \t 103 \t 18 \t 5 \t 13 \t -4 \t 55\n", + "6 \t 18 \t 13 \t 1 \t 5 \t 27 \t -371\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -139 \t 1910\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 166 \t -2281\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -471 \t 6472\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 637 \t -8753\n", + "\t\t\t\t\t -1108 \t 15225\n", + "GCD(39203, 2853) = 1, with coefficients -1108 and 15225 such that 1 = (-1108)*39203 + (15225)*2853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2854 \t 13 \t 2101 \t 1 \t 0\n", + "1 \t 2854 \t 2101 \t 1 \t 753 \t 0 \t 1\n", + "2 \t 2101 \t 753 \t 2 \t 595 \t 1 \t -13\n", + "3 \t 753 \t 595 \t 1 \t 158 \t -1 \t 14\n", + "4 \t 595 \t 158 \t 3 \t 121 \t 3 \t -41\n", + "5 \t 158 \t 121 \t 1 \t 37 \t -4 \t 55\n", + "6 \t 121 \t 37 \t 3 \t 10 \t 15 \t -206\n", + "7 \t 37 \t 10 \t 3 \t 7 \t -19 \t 261\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 72 \t -989\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -235 \t 3228\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 307 \t -4217\n", + "\t\t\t\t\t -849 \t 11662\n", + "GCD(39203, 2854) = 1, with coefficients -849 and 11662 such that 1 = (-849)*39203 + (11662)*2854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2855 \t 13 \t 2088 \t 1 \t 0\n", + "1 \t 2855 \t 2088 \t 1 \t 767 \t 0 \t 1\n", + "2 \t 2088 \t 767 \t 2 \t 554 \t 1 \t -13\n", + "3 \t 767 \t 554 \t 1 \t 213 \t -1 \t 14\n", + "4 \t 554 \t 213 \t 2 \t 128 \t 3 \t -41\n", + "5 \t 213 \t 128 \t 1 \t 85 \t -4 \t 55\n", + "6 \t 128 \t 85 \t 1 \t 43 \t 11 \t -151\n", + "7 \t 85 \t 43 \t 1 \t 42 \t -15 \t 206\n", + "8 \t 43 \t 42 \t 1 \t 1 \t 26 \t -357\n", + "9 \t 42 \t 1 \t 42 \t 0 \t -41 \t 563\n", + "\t\t\t\t\t 67 \t -920\n", + "GCD(39203, 2855) = 1, with coefficients 67 and -920 such that 1 = (67)*39203 + (-920)*2855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2856 \t 13 \t 2075 \t 1 \t 0\n", + "1 \t 2856 \t 2075 \t 1 \t 781 \t 0 \t 1\n", + "2 \t 2075 \t 781 \t 2 \t 513 \t 1 \t -13\n", + "3 \t 781 \t 513 \t 1 \t 268 \t -1 \t 14\n", + "4 \t 513 \t 268 \t 1 \t 245 \t 3 \t -41\n", + "5 \t 268 \t 245 \t 1 \t 23 \t -4 \t 55\n", + "6 \t 245 \t 23 \t 10 \t 15 \t 7 \t -96\n", + "7 \t 23 \t 15 \t 1 \t 8 \t -11 \t 151\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 117 \t -1606\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -128 \t 1757\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 245 \t -3363\n", + "\t\t\t\t\t -373 \t 5120\n", + "GCD(39203, 2856) = 1, with coefficients -373 and 5120 such that 1 = (-373)*39203 + (5120)*2856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2857 \t 13 \t 2062 \t 1 \t 0\n", + "1 \t 2857 \t 2062 \t 1 \t 795 \t 0 \t 1\n", + "2 \t 2062 \t 795 \t 2 \t 472 \t 1 \t -13\n", + "3 \t 795 \t 472 \t 1 \t 323 \t -1 \t 14\n", + "4 \t 472 \t 323 \t 1 \t 149 \t 3 \t -41\n", + "5 \t 323 \t 149 \t 2 \t 25 \t -4 \t 55\n", + "6 \t 149 \t 25 \t 5 \t 24 \t 7 \t -96\n", + "7 \t 25 \t 24 \t 1 \t 1 \t -18 \t 247\n", + "8 \t 24 \t 1 \t 24 \t 0 \t 97 \t -1331\n", + "\t\t\t\t\t -115 \t 1578\n", + "GCD(39203, 2857) = 1, with coefficients -115 and 1578 such that 1 = (-115)*39203 + (1578)*2857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2858 \t 13 \t 2049 \t 1 \t 0\n", + "1 \t 2858 \t 2049 \t 1 \t 809 \t 0 \t 1\n", + "2 \t 2049 \t 809 \t 2 \t 431 \t 1 \t -13\n", + "3 \t 809 \t 431 \t 1 \t 378 \t -1 \t 14\n", + "4 \t 431 \t 378 \t 1 \t 53 \t 3 \t -41\n", + "5 \t 378 \t 53 \t 7 \t 7 \t -4 \t 55\n", + "6 \t 53 \t 7 \t 7 \t 4 \t 7 \t -96\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -53 \t 727\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 378 \t -5185\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -431 \t 5912\n", + "\t\t\t\t\t 809 \t -11097\n", + "GCD(39203, 2858) = 1, with coefficients 809 and -11097 such that 1 = (809)*39203 + (-11097)*2858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2859 \t 13 \t 2036 \t 1 \t 0\n", + "1 \t 2859 \t 2036 \t 1 \t 823 \t 0 \t 1\n", + "2 \t 2036 \t 823 \t 2 \t 390 \t 1 \t -13\n", + "3 \t 823 \t 390 \t 2 \t 43 \t -1 \t 14\n", + "4 \t 390 \t 43 \t 9 \t 3 \t 3 \t -41\n", + "5 \t 43 \t 3 \t 14 \t 1 \t -7 \t 96\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 66 \t -905\n", + "\t\t\t\t\t -931 \t 12766\n", + "GCD(39203, 2859) = 1, with coefficients -931 and 12766 such that 1 = (-931)*39203 + (12766)*2859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2860 \t 13 \t 2023 \t 1 \t 0\n", + "1 \t 2860 \t 2023 \t 1 \t 837 \t 0 \t 1\n", + "2 \t 2023 \t 837 \t 2 \t 349 \t 1 \t -13\n", + "3 \t 837 \t 349 \t 2 \t 139 \t -1 \t 14\n", + "4 \t 349 \t 139 \t 2 \t 71 \t 3 \t -41\n", + "5 \t 139 \t 71 \t 1 \t 68 \t -7 \t 96\n", + "6 \t 71 \t 68 \t 1 \t 3 \t 17 \t -233\n", + "7 \t 68 \t 3 \t 22 \t 2 \t -24 \t 329\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 41 \t -562\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -926 \t 12693\n", + "\t\t\t\t\t 967 \t -13255\n", + "GCD(39203, 2860) = 1, with coefficients 967 and -13255 such that 1 = (967)*39203 + (-13255)*2860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2861 \t 13 \t 2010 \t 1 \t 0\n", + "1 \t 2861 \t 2010 \t 1 \t 851 \t 0 \t 1\n", + "2 \t 2010 \t 851 \t 2 \t 308 \t 1 \t -13\n", + "3 \t 851 \t 308 \t 2 \t 235 \t -1 \t 14\n", + "4 \t 308 \t 235 \t 1 \t 73 \t 3 \t -41\n", + "5 \t 235 \t 73 \t 3 \t 16 \t -7 \t 96\n", + "6 \t 73 \t 16 \t 4 \t 9 \t 10 \t -137\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -37 \t 507\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 158 \t -2165\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -195 \t 2672\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 353 \t -4837\n", + "\t\t\t\t\t -1254 \t 17183\n", + "GCD(39203, 2861) = 1, with coefficients -1254 and 17183 such that 1 = (-1254)*39203 + (17183)*2861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2862 \t 13 \t 1997 \t 1 \t 0\n", + "1 \t 2862 \t 1997 \t 1 \t 865 \t 0 \t 1\n", + "2 \t 1997 \t 865 \t 2 \t 267 \t 1 \t -13\n", + "3 \t 865 \t 267 \t 3 \t 64 \t -1 \t 14\n", + "4 \t 267 \t 64 \t 4 \t 11 \t 3 \t -41\n", + "5 \t 64 \t 11 \t 5 \t 9 \t -10 \t 137\n", + "6 \t 11 \t 9 \t 1 \t 2 \t 43 \t -589\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -225 \t 3082\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 268 \t -3671\n", + "\t\t\t\t\t -1297 \t 17766\n", + "GCD(39203, 2862) = 1, with coefficients -1297 and 17766 such that 1 = (-1297)*39203 + (17766)*2862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2863 \t 13 \t 1984 \t 1 \t 0\n", + "1 \t 2863 \t 1984 \t 1 \t 879 \t 0 \t 1\n", + "2 \t 1984 \t 879 \t 2 \t 226 \t 1 \t -13\n", + "3 \t 879 \t 226 \t 3 \t 201 \t -1 \t 14\n", + "4 \t 226 \t 201 \t 1 \t 25 \t 3 \t -41\n", + "5 \t 201 \t 25 \t 8 \t 1 \t -10 \t 137\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 13 \t -178\n", + "\t\t\t\t\t -114 \t 1561\n", + "GCD(39203, 2863) = 1, with coefficients -114 and 1561 such that 1 = (-114)*39203 + (1561)*2863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2864 \t 13 \t 1971 \t 1 \t 0\n", + "1 \t 2864 \t 1971 \t 1 \t 893 \t 0 \t 1\n", + "2 \t 1971 \t 893 \t 2 \t 185 \t 1 \t -13\n", + "3 \t 893 \t 185 \t 4 \t 153 \t -1 \t 14\n", + "4 \t 185 \t 153 \t 1 \t 32 \t 3 \t -41\n", + "5 \t 153 \t 32 \t 4 \t 25 \t -13 \t 178\n", + "6 \t 32 \t 25 \t 1 \t 7 \t 16 \t -219\n", + "7 \t 25 \t 7 \t 3 \t 4 \t -77 \t 1054\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 93 \t -1273\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -356 \t 4873\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 449 \t -6146\n", + "\t\t\t\t\t -805 \t 11019\n", + "GCD(39203, 2864) = 1, with coefficients -805 and 11019 such that 1 = (-805)*39203 + (11019)*2864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2865 \t 13 \t 1958 \t 1 \t 0\n", + "1 \t 2865 \t 1958 \t 1 \t 907 \t 0 \t 1\n", + "2 \t 1958 \t 907 \t 2 \t 144 \t 1 \t -13\n", + "3 \t 907 \t 144 \t 6 \t 43 \t -1 \t 14\n", + "4 \t 144 \t 43 \t 3 \t 15 \t 3 \t -41\n", + "5 \t 43 \t 15 \t 2 \t 13 \t -19 \t 260\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 60 \t -821\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -139 \t 1902\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 199 \t -2723\n", + "\t\t\t\t\t -1333 \t 18240\n", + "GCD(39203, 2865) = 1, with coefficients -1333 and 18240 such that 1 = (-1333)*39203 + (18240)*2865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2866 \t 13 \t 1945 \t 1 \t 0\n", + "1 \t 2866 \t 1945 \t 1 \t 921 \t 0 \t 1\n", + "2 \t 1945 \t 921 \t 2 \t 103 \t 1 \t -13\n", + "3 \t 921 \t 103 \t 8 \t 97 \t -1 \t 14\n", + "4 \t 103 \t 97 \t 1 \t 6 \t 3 \t -41\n", + "5 \t 97 \t 6 \t 16 \t 1 \t -25 \t 342\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 28 \t -383\n", + "\t\t\t\t\t -473 \t 6470\n", + "GCD(39203, 2866) = 1, with coefficients -473 and 6470 such that 1 = (-473)*39203 + (6470)*2866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2867 \t 13 \t 1932 \t 1 \t 0\n", + "1 \t 2867 \t 1932 \t 1 \t 935 \t 0 \t 1\n", + "2 \t 1932 \t 935 \t 2 \t 62 \t 1 \t -13\n", + "3 \t 935 \t 62 \t 15 \t 5 \t -1 \t 14\n", + "4 \t 62 \t 5 \t 12 \t 2 \t 3 \t -41\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -46 \t 629\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 555 \t -7589\n", + "\t\t\t\t\t -1156 \t 15807\n", + "GCD(39203, 2867) = 1, with coefficients -1156 and 15807 such that 1 = (-1156)*39203 + (15807)*2867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2868 \t 13 \t 1919 \t 1 \t 0\n", + "1 \t 2868 \t 1919 \t 1 \t 949 \t 0 \t 1\n", + "2 \t 1919 \t 949 \t 2 \t 21 \t 1 \t -13\n", + "3 \t 949 \t 21 \t 45 \t 4 \t -1 \t 14\n", + "4 \t 21 \t 4 \t 5 \t 1 \t 3 \t -41\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -136 \t 1859\n", + "\t\t\t\t\t 683 \t -9336\n", + "GCD(39203, 2868) = 1, with coefficients 683 and -9336 such that 1 = (683)*39203 + (-9336)*2868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2869 \t 13 \t 1906 \t 1 \t 0\n", + "1 \t 2869 \t 1906 \t 1 \t 963 \t 0 \t 1\n", + "2 \t 1906 \t 963 \t 1 \t 943 \t 1 \t -13\n", + "3 \t 963 \t 943 \t 1 \t 20 \t -1 \t 14\n", + "4 \t 943 \t 20 \t 47 \t 3 \t 2 \t -27\n", + "5 \t 20 \t 3 \t 6 \t 2 \t -3 \t 41\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 143 \t -1954\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -861 \t 11765\n", + "\t\t\t\t\t 1004 \t -13719\n", + "GCD(39203, 2869) = 1, with coefficients 1004 and -13719 such that 1 = (1004)*39203 + (-13719)*2869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2870 \t 13 \t 1893 \t 1 \t 0\n", + "1 \t 2870 \t 1893 \t 1 \t 977 \t 0 \t 1\n", + "2 \t 1893 \t 977 \t 1 \t 916 \t 1 \t -13\n", + "3 \t 977 \t 916 \t 1 \t 61 \t -1 \t 14\n", + "4 \t 916 \t 61 \t 15 \t 1 \t 2 \t -27\n", + "5 \t 61 \t 1 \t 61 \t 0 \t -3 \t 41\n", + "\t\t\t\t\t 47 \t -642\n", + "GCD(39203, 2870) = 1, with coefficients 47 and -642 such that 1 = (47)*39203 + (-642)*2870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2871 \t 13 \t 1880 \t 1 \t 0\n", + "1 \t 2871 \t 1880 \t 1 \t 991 \t 0 \t 1\n", + "2 \t 1880 \t 991 \t 1 \t 889 \t 1 \t -13\n", + "3 \t 991 \t 889 \t 1 \t 102 \t -1 \t 14\n", + "4 \t 889 \t 102 \t 8 \t 73 \t 2 \t -27\n", + "5 \t 102 \t 73 \t 1 \t 29 \t -3 \t 41\n", + "6 \t 73 \t 29 \t 2 \t 15 \t 26 \t -355\n", + "7 \t 29 \t 15 \t 1 \t 14 \t -29 \t 396\n", + "8 \t 15 \t 14 \t 1 \t 1 \t 84 \t -1147\n", + "9 \t 14 \t 1 \t 14 \t 0 \t -113 \t 1543\n", + "\t\t\t\t\t 197 \t -2690\n", + "GCD(39203, 2871) = 1, with coefficients 197 and -2690 such that 1 = (197)*39203 + (-2690)*2871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2872 \t 13 \t 1867 \t 1 \t 0\n", + "1 \t 2872 \t 1867 \t 1 \t 1005 \t 0 \t 1\n", + "2 \t 1867 \t 1005 \t 1 \t 862 \t 1 \t -13\n", + "3 \t 1005 \t 862 \t 1 \t 143 \t -1 \t 14\n", + "4 \t 862 \t 143 \t 6 \t 4 \t 2 \t -27\n", + "5 \t 143 \t 4 \t 35 \t 3 \t -3 \t 41\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 20 \t -273\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -703 \t 9596\n", + "\t\t\t\t\t 723 \t -9869\n", + "GCD(39203, 2872) = 1, with coefficients 723 and -9869 such that 1 = (723)*39203 + (-9869)*2872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2873 \t 13 \t 1854 \t 1 \t 0\n", + "1 \t 2873 \t 1854 \t 1 \t 1019 \t 0 \t 1\n", + "2 \t 1854 \t 1019 \t 1 \t 835 \t 1 \t -13\n", + "3 \t 1019 \t 835 \t 1 \t 184 \t -1 \t 14\n", + "4 \t 835 \t 184 \t 4 \t 99 \t 2 \t -27\n", + "5 \t 184 \t 99 \t 1 \t 85 \t -3 \t 41\n", + "6 \t 99 \t 85 \t 1 \t 14 \t 14 \t -191\n", + "7 \t 85 \t 14 \t 6 \t 1 \t -17 \t 232\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 31 \t -423\n", + "\t\t\t\t\t -203 \t 2770\n", + "GCD(39203, 2873) = 1, with coefficients -203 and 2770 such that 1 = (-203)*39203 + (2770)*2873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2874 \t 13 \t 1841 \t 1 \t 0\n", + "1 \t 2874 \t 1841 \t 1 \t 1033 \t 0 \t 1\n", + "2 \t 1841 \t 1033 \t 1 \t 808 \t 1 \t -13\n", + "3 \t 1033 \t 808 \t 1 \t 225 \t -1 \t 14\n", + "4 \t 808 \t 225 \t 3 \t 133 \t 2 \t -27\n", + "5 \t 225 \t 133 \t 1 \t 92 \t -3 \t 41\n", + "6 \t 133 \t 92 \t 1 \t 41 \t 11 \t -150\n", + "7 \t 92 \t 41 \t 2 \t 10 \t -14 \t 191\n", + "8 \t 41 \t 10 \t 4 \t 1 \t 25 \t -341\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -64 \t 873\n", + "\t\t\t\t\t 281 \t -3833\n", + "GCD(39203, 2874) = 1, with coefficients 281 and -3833 such that 1 = (281)*39203 + (-3833)*2874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2875 \t 13 \t 1828 \t 1 \t 0\n", + "1 \t 2875 \t 1828 \t 1 \t 1047 \t 0 \t 1\n", + "2 \t 1828 \t 1047 \t 1 \t 781 \t 1 \t -13\n", + "3 \t 1047 \t 781 \t 1 \t 266 \t -1 \t 14\n", + "4 \t 781 \t 266 \t 2 \t 249 \t 2 \t -27\n", + "5 \t 266 \t 249 \t 1 \t 17 \t -3 \t 41\n", + "6 \t 249 \t 17 \t 14 \t 11 \t 8 \t -109\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -11 \t 150\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 162 \t -2209\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -173 \t 2359\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 335 \t -4568\n", + "\t\t\t\t\t -508 \t 6927\n", + "GCD(39203, 2875) = 1, with coefficients -508 and 6927 such that 1 = (-508)*39203 + (6927)*2875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2876 \t 13 \t 1815 \t 1 \t 0\n", + "1 \t 2876 \t 1815 \t 1 \t 1061 \t 0 \t 1\n", + "2 \t 1815 \t 1061 \t 1 \t 754 \t 1 \t -13\n", + "3 \t 1061 \t 754 \t 1 \t 307 \t -1 \t 14\n", + "4 \t 754 \t 307 \t 2 \t 140 \t 2 \t -27\n", + "5 \t 307 \t 140 \t 2 \t 27 \t -3 \t 41\n", + "6 \t 140 \t 27 \t 5 \t 5 \t 8 \t -109\n", + "7 \t 27 \t 5 \t 5 \t 2 \t -19 \t 259\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 103 \t -1404\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -534 \t 7279\n", + "\t\t\t\t\t 1171 \t -15962\n", + "GCD(39203, 2876) = 1, with coefficients 1171 and -15962 such that 1 = (1171)*39203 + (-15962)*2876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2877 \t 13 \t 1802 \t 1 \t 0\n", + "1 \t 2877 \t 1802 \t 1 \t 1075 \t 0 \t 1\n", + "2 \t 1802 \t 1075 \t 1 \t 727 \t 1 \t -13\n", + "3 \t 1075 \t 727 \t 1 \t 348 \t -1 \t 14\n", + "4 \t 727 \t 348 \t 2 \t 31 \t 2 \t -27\n", + "5 \t 348 \t 31 \t 11 \t 7 \t -3 \t 41\n", + "6 \t 31 \t 7 \t 4 \t 3 \t 8 \t -109\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -91 \t 1240\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 372 \t -5069\n", + "\t\t\t\t\t -835 \t 11378\n", + "GCD(39203, 2877) = 1, with coefficients -835 and 11378 such that 1 = (-835)*39203 + (11378)*2877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2878 \t 13 \t 1789 \t 1 \t 0\n", + "1 \t 2878 \t 1789 \t 1 \t 1089 \t 0 \t 1\n", + "2 \t 1789 \t 1089 \t 1 \t 700 \t 1 \t -13\n", + "3 \t 1089 \t 700 \t 1 \t 389 \t -1 \t 14\n", + "4 \t 700 \t 389 \t 1 \t 311 \t 2 \t -27\n", + "5 \t 389 \t 311 \t 1 \t 78 \t -3 \t 41\n", + "6 \t 311 \t 78 \t 3 \t 77 \t 5 \t -68\n", + "7 \t 78 \t 77 \t 1 \t 1 \t -8 \t 109\n", + "8 \t 77 \t 1 \t 77 \t 0 \t 29 \t -395\n", + "\t\t\t\t\t -37 \t 504\n", + "GCD(39203, 2878) = 1, with coefficients -37 and 504 such that 1 = (-37)*39203 + (504)*2878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2879 \t 13 \t 1776 \t 1 \t 0\n", + "1 \t 2879 \t 1776 \t 1 \t 1103 \t 0 \t 1\n", + "2 \t 1776 \t 1103 \t 1 \t 673 \t 1 \t -13\n", + "3 \t 1103 \t 673 \t 1 \t 430 \t -1 \t 14\n", + "4 \t 673 \t 430 \t 1 \t 243 \t 2 \t -27\n", + "5 \t 430 \t 243 \t 1 \t 187 \t -3 \t 41\n", + "6 \t 243 \t 187 \t 1 \t 56 \t 5 \t -68\n", + "7 \t 187 \t 56 \t 3 \t 19 \t -8 \t 109\n", + "8 \t 56 \t 19 \t 2 \t 18 \t 13 \t -177\n", + "9 \t 19 \t 18 \t 1 \t 1 \t -47 \t 640\n", + "10 \t 18 \t 1 \t 18 \t 0 \t 107 \t -1457\n", + "\t\t\t\t\t -154 \t 2097\n", + "GCD(39203, 2879) = 1, with coefficients -154 and 2097 such that 1 = (-154)*39203 + (2097)*2879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2880 \t 13 \t 1763 \t 1 \t 0\n", + "1 \t 2880 \t 1763 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 1763 \t 1117 \t 1 \t 646 \t 1 \t -13\n", + "3 \t 1117 \t 646 \t 1 \t 471 \t -1 \t 14\n", + "4 \t 646 \t 471 \t 1 \t 175 \t 2 \t -27\n", + "5 \t 471 \t 175 \t 2 \t 121 \t -3 \t 41\n", + "6 \t 175 \t 121 \t 1 \t 54 \t 5 \t -68\n", + "7 \t 121 \t 54 \t 2 \t 13 \t -13 \t 177\n", + "8 \t 54 \t 13 \t 4 \t 2 \t 18 \t -245\n", + "9 \t 13 \t 2 \t 6 \t 1 \t -49 \t 667\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 214 \t -2913\n", + "\t\t\t\t\t -1333 \t 18145\n", + "GCD(39203, 2880) = 1, with coefficients -1333 and 18145 such that 1 = (-1333)*39203 + (18145)*2880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2881 \t 13 \t 1750 \t 1 \t 0\n", + "1 \t 2881 \t 1750 \t 1 \t 1131 \t 0 \t 1\n", + "2 \t 1750 \t 1131 \t 1 \t 619 \t 1 \t -13\n", + "3 \t 1131 \t 619 \t 1 \t 512 \t -1 \t 14\n", + "4 \t 619 \t 512 \t 1 \t 107 \t 2 \t -27\n", + "5 \t 512 \t 107 \t 4 \t 84 \t -3 \t 41\n", + "6 \t 107 \t 84 \t 1 \t 23 \t 5 \t -68\n", + "7 \t 84 \t 23 \t 3 \t 15 \t -23 \t 313\n", + "8 \t 23 \t 15 \t 1 \t 8 \t 28 \t -381\n", + "9 \t 15 \t 8 \t 1 \t 7 \t -107 \t 1456\n", + "10 \t 8 \t 7 \t 1 \t 1 \t 135 \t -1837\n", + "11 \t 7 \t 1 \t 7 \t 0 \t -242 \t 3293\n", + "\t\t\t\t\t 377 \t -5130\n", + "GCD(39203, 2881) = 1, with coefficients 377 and -5130 such that 1 = (377)*39203 + (-5130)*2881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2882 \t 13 \t 1737 \t 1 \t 0\n", + "1 \t 2882 \t 1737 \t 1 \t 1145 \t 0 \t 1\n", + "2 \t 1737 \t 1145 \t 1 \t 592 \t 1 \t -13\n", + "3 \t 1145 \t 592 \t 1 \t 553 \t -1 \t 14\n", + "4 \t 592 \t 553 \t 1 \t 39 \t 2 \t -27\n", + "5 \t 553 \t 39 \t 14 \t 7 \t -3 \t 41\n", + "6 \t 39 \t 7 \t 5 \t 4 \t 5 \t -68\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -73 \t 993\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 370 \t -5033\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -443 \t 6026\n", + "\t\t\t\t\t 813 \t -11059\n", + "GCD(39203, 2882) = 1, with coefficients 813 and -11059 such that 1 = (813)*39203 + (-11059)*2882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2883 \t 13 \t 1724 \t 1 \t 0\n", + "1 \t 2883 \t 1724 \t 1 \t 1159 \t 0 \t 1\n", + "2 \t 1724 \t 1159 \t 1 \t 565 \t 1 \t -13\n", + "3 \t 1159 \t 565 \t 2 \t 29 \t -1 \t 14\n", + "4 \t 565 \t 29 \t 19 \t 14 \t 2 \t -27\n", + "5 \t 29 \t 14 \t 2 \t 1 \t -5 \t 68\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 97 \t -1319\n", + "\t\t\t\t\t -199 \t 2706\n", + "GCD(39203, 2883) = 1, with coefficients -199 and 2706 such that 1 = (-199)*39203 + (2706)*2883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2884 \t 13 \t 1711 \t 1 \t 0\n", + "1 \t 2884 \t 1711 \t 1 \t 1173 \t 0 \t 1\n", + "2 \t 1711 \t 1173 \t 1 \t 538 \t 1 \t -13\n", + "3 \t 1173 \t 538 \t 2 \t 97 \t -1 \t 14\n", + "4 \t 538 \t 97 \t 5 \t 53 \t 2 \t -27\n", + "5 \t 97 \t 53 \t 1 \t 44 \t -5 \t 68\n", + "6 \t 53 \t 44 \t 1 \t 9 \t 27 \t -367\n", + "7 \t 44 \t 9 \t 4 \t 8 \t -32 \t 435\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 59 \t -802\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -268 \t 3643\n", + "\t\t\t\t\t 327 \t -4445\n", + "GCD(39203, 2884) = 1, with coefficients 327 and -4445 such that 1 = (327)*39203 + (-4445)*2884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2885 \t 13 \t 1698 \t 1 \t 0\n", + "1 \t 2885 \t 1698 \t 1 \t 1187 \t 0 \t 1\n", + "2 \t 1698 \t 1187 \t 1 \t 511 \t 1 \t -13\n", + "3 \t 1187 \t 511 \t 2 \t 165 \t -1 \t 14\n", + "4 \t 511 \t 165 \t 3 \t 16 \t 2 \t -27\n", + "5 \t 165 \t 16 \t 10 \t 5 \t -5 \t 68\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 17 \t -231\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -175 \t 2378\n", + "\t\t\t\t\t 542 \t -7365\n", + "GCD(39203, 2885) = 1, with coefficients 542 and -7365 such that 1 = (542)*39203 + (-7365)*2885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2886 \t 13 \t 1685 \t 1 \t 0\n", + "1 \t 2886 \t 1685 \t 1 \t 1201 \t 0 \t 1\n", + "2 \t 1685 \t 1201 \t 1 \t 484 \t 1 \t -13\n", + "3 \t 1201 \t 484 \t 2 \t 233 \t -1 \t 14\n", + "4 \t 484 \t 233 \t 2 \t 18 \t 2 \t -27\n", + "5 \t 233 \t 18 \t 12 \t 17 \t -5 \t 68\n", + "6 \t 18 \t 17 \t 1 \t 1 \t 12 \t -163\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -149 \t 2024\n", + "\t\t\t\t\t 161 \t -2187\n", + "GCD(39203, 2886) = 1, with coefficients 161 and -2187 such that 1 = (161)*39203 + (-2187)*2886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2887 \t 13 \t 1672 \t 1 \t 0\n", + "1 \t 2887 \t 1672 \t 1 \t 1215 \t 0 \t 1\n", + "2 \t 1672 \t 1215 \t 1 \t 457 \t 1 \t -13\n", + "3 \t 1215 \t 457 \t 2 \t 301 \t -1 \t 14\n", + "4 \t 457 \t 301 \t 1 \t 156 \t 2 \t -27\n", + "5 \t 301 \t 156 \t 1 \t 145 \t -5 \t 68\n", + "6 \t 156 \t 145 \t 1 \t 11 \t 7 \t -95\n", + "7 \t 145 \t 11 \t 13 \t 2 \t -12 \t 163\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 19 \t -258\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -259 \t 3517\n", + "\t\t\t\t\t 1314 \t -17843\n", + "GCD(39203, 2887) = 1, with coefficients 1314 and -17843 such that 1 = (1314)*39203 + (-17843)*2887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2888 \t 13 \t 1659 \t 1 \t 0\n", + "1 \t 2888 \t 1659 \t 1 \t 1229 \t 0 \t 1\n", + "2 \t 1659 \t 1229 \t 1 \t 430 \t 1 \t -13\n", + "3 \t 1229 \t 430 \t 2 \t 369 \t -1 \t 14\n", + "4 \t 430 \t 369 \t 1 \t 61 \t 2 \t -27\n", + "5 \t 369 \t 61 \t 6 \t 3 \t -5 \t 68\n", + "6 \t 61 \t 3 \t 20 \t 1 \t 7 \t -95\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -47 \t 638\n", + "\t\t\t\t\t 947 \t -12855\n", + "GCD(39203, 2888) = 1, with coefficients 947 and -12855 such that 1 = (947)*39203 + (-12855)*2888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2889 \t 13 \t 1646 \t 1 \t 0\n", + "1 \t 2889 \t 1646 \t 1 \t 1243 \t 0 \t 1\n", + "2 \t 1646 \t 1243 \t 1 \t 403 \t 1 \t -13\n", + "3 \t 1243 \t 403 \t 3 \t 34 \t -1 \t 14\n", + "4 \t 403 \t 34 \t 11 \t 29 \t 2 \t -27\n", + "5 \t 34 \t 29 \t 1 \t 5 \t -7 \t 95\n", + "6 \t 29 \t 5 \t 5 \t 4 \t 79 \t -1072\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -86 \t 1167\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 509 \t -6907\n", + "\t\t\t\t\t -595 \t 8074\n", + "GCD(39203, 2889) = 1, with coefficients -595 and 8074 such that 1 = (-595)*39203 + (8074)*2889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2890 \t 13 \t 1633 \t 1 \t 0\n", + "1 \t 2890 \t 1633 \t 1 \t 1257 \t 0 \t 1\n", + "2 \t 1633 \t 1257 \t 1 \t 376 \t 1 \t -13\n", + "3 \t 1257 \t 376 \t 3 \t 129 \t -1 \t 14\n", + "4 \t 376 \t 129 \t 2 \t 118 \t 2 \t -27\n", + "5 \t 129 \t 118 \t 1 \t 11 \t -7 \t 95\n", + "6 \t 118 \t 11 \t 10 \t 8 \t 16 \t -217\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -23 \t 312\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 246 \t -3337\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -269 \t 3649\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 784 \t -10635\n", + "\t\t\t\t\t -1053 \t 14284\n", + "GCD(39203, 2890) = 1, with coefficients -1053 and 14284 such that 1 = (-1053)*39203 + (14284)*2890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2891 \t 13 \t 1620 \t 1 \t 0\n", + "1 \t 2891 \t 1620 \t 1 \t 1271 \t 0 \t 1\n", + "2 \t 1620 \t 1271 \t 1 \t 349 \t 1 \t -13\n", + "3 \t 1271 \t 349 \t 3 \t 224 \t -1 \t 14\n", + "4 \t 349 \t 224 \t 1 \t 125 \t 2 \t -27\n", + "5 \t 224 \t 125 \t 1 \t 99 \t -7 \t 95\n", + "6 \t 125 \t 99 \t 1 \t 26 \t 9 \t -122\n", + "7 \t 99 \t 26 \t 3 \t 21 \t -16 \t 217\n", + "8 \t 26 \t 21 \t 1 \t 5 \t 25 \t -339\n", + "9 \t 21 \t 5 \t 4 \t 1 \t -91 \t 1234\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 116 \t -1573\n", + "\t\t\t\t\t -555 \t 7526\n", + "GCD(39203, 2891) = 1, with coefficients -555 and 7526 such that 1 = (-555)*39203 + (7526)*2891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2892 \t 13 \t 1607 \t 1 \t 0\n", + "1 \t 2892 \t 1607 \t 1 \t 1285 \t 0 \t 1\n", + "2 \t 1607 \t 1285 \t 1 \t 322 \t 1 \t -13\n", + "3 \t 1285 \t 322 \t 3 \t 319 \t -1 \t 14\n", + "4 \t 322 \t 319 \t 1 \t 3 \t 2 \t -27\n", + "5 \t 319 \t 3 \t 106 \t 1 \t -7 \t 95\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 9 \t -122\n", + "\t\t\t\t\t -961 \t 13027\n", + "GCD(39203, 2892) = 1, with coefficients -961 and 13027 such that 1 = (-961)*39203 + (13027)*2892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2893 \t 13 \t 1594 \t 1 \t 0\n", + "1 \t 2893 \t 1594 \t 1 \t 1299 \t 0 \t 1\n", + "2 \t 1594 \t 1299 \t 1 \t 295 \t 1 \t -13\n", + "3 \t 1299 \t 295 \t 4 \t 119 \t -1 \t 14\n", + "4 \t 295 \t 119 \t 2 \t 57 \t 2 \t -27\n", + "5 \t 119 \t 57 \t 2 \t 5 \t -9 \t 122\n", + "6 \t 57 \t 5 \t 11 \t 2 \t 20 \t -271\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -49 \t 664\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 559 \t -7575\n", + "\t\t\t\t\t -1167 \t 15814\n", + "GCD(39203, 2893) = 1, with coefficients -1167 and 15814 such that 1 = (-1167)*39203 + (15814)*2893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2894 \t 13 \t 1581 \t 1 \t 0\n", + "1 \t 2894 \t 1581 \t 1 \t 1313 \t 0 \t 1\n", + "2 \t 1581 \t 1313 \t 1 \t 268 \t 1 \t -13\n", + "3 \t 1313 \t 268 \t 4 \t 241 \t -1 \t 14\n", + "4 \t 268 \t 241 \t 1 \t 27 \t 2 \t -27\n", + "5 \t 241 \t 27 \t 8 \t 25 \t -9 \t 122\n", + "6 \t 27 \t 25 \t 1 \t 2 \t 11 \t -149\n", + "7 \t 25 \t 2 \t 12 \t 1 \t -97 \t 1314\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 108 \t -1463\n", + "\t\t\t\t\t -1393 \t 18870\n", + "GCD(39203, 2894) = 1, with coefficients -1393 and 18870 such that 1 = (-1393)*39203 + (18870)*2894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2895 \t 13 \t 1568 \t 1 \t 0\n", + "1 \t 2895 \t 1568 \t 1 \t 1327 \t 0 \t 1\n", + "2 \t 1568 \t 1327 \t 1 \t 241 \t 1 \t -13\n", + "3 \t 1327 \t 241 \t 5 \t 122 \t -1 \t 14\n", + "4 \t 241 \t 122 \t 1 \t 119 \t 2 \t -27\n", + "5 \t 122 \t 119 \t 1 \t 3 \t -11 \t 149\n", + "6 \t 119 \t 3 \t 39 \t 2 \t 13 \t -176\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -24 \t 325\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 949 \t -12851\n", + "\t\t\t\t\t -973 \t 13176\n", + "GCD(39203, 2895) = 1, with coefficients -973 and 13176 such that 1 = (-973)*39203 + (13176)*2895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2896 \t 13 \t 1555 \t 1 \t 0\n", + "1 \t 2896 \t 1555 \t 1 \t 1341 \t 0 \t 1\n", + "2 \t 1555 \t 1341 \t 1 \t 214 \t 1 \t -13\n", + "3 \t 1341 \t 214 \t 6 \t 57 \t -1 \t 14\n", + "4 \t 214 \t 57 \t 3 \t 43 \t 2 \t -27\n", + "5 \t 57 \t 43 \t 1 \t 14 \t -13 \t 176\n", + "6 \t 43 \t 14 \t 3 \t 1 \t 41 \t -555\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -54 \t 731\n", + "\t\t\t\t\t 203 \t -2748\n", + "GCD(39203, 2896) = 1, with coefficients 203 and -2748 such that 1 = (203)*39203 + (-2748)*2896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2897 \t 13 \t 1542 \t 1 \t 0\n", + "1 \t 2897 \t 1542 \t 1 \t 1355 \t 0 \t 1\n", + "2 \t 1542 \t 1355 \t 1 \t 187 \t 1 \t -13\n", + "3 \t 1355 \t 187 \t 7 \t 46 \t -1 \t 14\n", + "4 \t 187 \t 46 \t 4 \t 3 \t 2 \t -27\n", + "5 \t 46 \t 3 \t 15 \t 1 \t -15 \t 203\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 62 \t -839\n", + "\t\t\t\t\t -945 \t 12788\n", + "GCD(39203, 2897) = 1, with coefficients -945 and 12788 such that 1 = (-945)*39203 + (12788)*2897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2898 \t 13 \t 1529 \t 1 \t 0\n", + "1 \t 2898 \t 1529 \t 1 \t 1369 \t 0 \t 1\n", + "2 \t 1529 \t 1369 \t 1 \t 160 \t 1 \t -13\n", + "3 \t 1369 \t 160 \t 8 \t 89 \t -1 \t 14\n", + "4 \t 160 \t 89 \t 1 \t 71 \t 2 \t -27\n", + "5 \t 89 \t 71 \t 1 \t 18 \t -17 \t 230\n", + "6 \t 71 \t 18 \t 3 \t 17 \t 19 \t -257\n", + "7 \t 18 \t 17 \t 1 \t 1 \t -36 \t 487\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 127 \t -1718\n", + "\t\t\t\t\t -163 \t 2205\n", + "GCD(39203, 2898) = 1, with coefficients -163 and 2205 such that 1 = (-163)*39203 + (2205)*2898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2899 \t 13 \t 1516 \t 1 \t 0\n", + "1 \t 2899 \t 1516 \t 1 \t 1383 \t 0 \t 1\n", + "2 \t 1516 \t 1383 \t 1 \t 133 \t 1 \t -13\n", + "3 \t 1383 \t 133 \t 10 \t 53 \t -1 \t 14\n", + "4 \t 133 \t 53 \t 2 \t 27 \t 2 \t -27\n", + "5 \t 53 \t 27 \t 1 \t 26 \t -21 \t 284\n", + "6 \t 27 \t 26 \t 1 \t 1 \t 44 \t -595\n", + "7 \t 26 \t 1 \t 26 \t 0 \t -65 \t 879\n", + "\t\t\t\t\t 109 \t -1474\n", + "GCD(39203, 2899) = 1, with coefficients 109 and -1474 such that 1 = (109)*39203 + (-1474)*2899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2900 \t 13 \t 1503 \t 1 \t 0\n", + "1 \t 2900 \t 1503 \t 1 \t 1397 \t 0 \t 1\n", + "2 \t 1503 \t 1397 \t 1 \t 106 \t 1 \t -13\n", + "3 \t 1397 \t 106 \t 13 \t 19 \t -1 \t 14\n", + "4 \t 106 \t 19 \t 5 \t 11 \t 2 \t -27\n", + "5 \t 19 \t 11 \t 1 \t 8 \t -27 \t 365\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 137 \t -1852\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -164 \t 2217\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 301 \t -4069\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -766 \t 10355\n", + "\t\t\t\t\t 1067 \t -14424\n", + "GCD(39203, 2900) = 1, with coefficients 1067 and -14424 such that 1 = (1067)*39203 + (-14424)*2900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2901 \t 13 \t 1490 \t 1 \t 0\n", + "1 \t 2901 \t 1490 \t 1 \t 1411 \t 0 \t 1\n", + "2 \t 1490 \t 1411 \t 1 \t 79 \t 1 \t -13\n", + "3 \t 1411 \t 79 \t 17 \t 68 \t -1 \t 14\n", + "4 \t 79 \t 68 \t 1 \t 11 \t 2 \t -27\n", + "5 \t 68 \t 11 \t 6 \t 2 \t -35 \t 473\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 37 \t -500\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -257 \t 3473\n", + "\t\t\t\t\t 1322 \t -17865\n", + "GCD(39203, 2901) = 1, with coefficients 1322 and -17865 such that 1 = (1322)*39203 + (-17865)*2901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2902 \t 13 \t 1477 \t 1 \t 0\n", + "1 \t 2902 \t 1477 \t 1 \t 1425 \t 0 \t 1\n", + "2 \t 1477 \t 1425 \t 1 \t 52 \t 1 \t -13\n", + "3 \t 1425 \t 52 \t 27 \t 21 \t -1 \t 14\n", + "4 \t 52 \t 21 \t 2 \t 10 \t 2 \t -27\n", + "5 \t 21 \t 10 \t 2 \t 1 \t -55 \t 743\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 112 \t -1513\n", + "\t\t\t\t\t -279 \t 3769\n", + "GCD(39203, 2902) = 1, with coefficients -279 and 3769 such that 1 = (-279)*39203 + (3769)*2902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2903 \t 13 \t 1464 \t 1 \t 0\n", + "1 \t 2903 \t 1464 \t 1 \t 1439 \t 0 \t 1\n", + "2 \t 1464 \t 1439 \t 1 \t 25 \t 1 \t -13\n", + "3 \t 1439 \t 25 \t 57 \t 14 \t -1 \t 14\n", + "4 \t 25 \t 14 \t 1 \t 11 \t 2 \t -27\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -115 \t 1553\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 117 \t -1580\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -232 \t 3133\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 813 \t -10979\n", + "\t\t\t\t\t -1045 \t 14112\n", + "GCD(39203, 2903) = 1, with coefficients -1045 and 14112 such that 1 = (-1045)*39203 + (14112)*2903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2904 \t 13 \t 1451 \t 1 \t 0\n", + "1 \t 2904 \t 1451 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 1451 \t 2 \t 725 \t 1 \t 1 \t -13\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 27\n", + "\t\t\t\t\t 1451 \t -19588\n", + "GCD(39203, 2904) = 1, with coefficients 1451 and -19588 such that 1 = (1451)*39203 + (-19588)*2904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2905 \t 13 \t 1438 \t 1 \t 0\n", + "1 \t 2905 \t 1438 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 1438 \t 29 \t 49 \t 17 \t 1 \t -13\n", + "3 \t 29 \t 17 \t 1 \t 12 \t -2 \t 27\n", + "4 \t 17 \t 12 \t 1 \t 5 \t 99 \t -1336\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -101 \t 1363\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 200 \t -2699\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -501 \t 6761\n", + "\t\t\t\t\t 1202 \t -16221\n", + "GCD(39203, 2905) = 1, with coefficients 1202 and -16221 such that 1 = (1202)*39203 + (-16221)*2905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2906 \t 13 \t 1425 \t 1 \t 0\n", + "1 \t 2906 \t 1425 \t 2 \t 56 \t 0 \t 1\n", + "2 \t 1425 \t 56 \t 25 \t 25 \t 1 \t -13\n", + "3 \t 56 \t 25 \t 2 \t 6 \t -2 \t 27\n", + "4 \t 25 \t 6 \t 4 \t 1 \t 51 \t -688\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -104 \t 1403\n", + "\t\t\t\t\t 467 \t -6300\n", + "GCD(39203, 2906) = 1, with coefficients 467 and -6300 such that 1 = (467)*39203 + (-6300)*2906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2907 \t 13 \t 1412 \t 1 \t 0\n", + "1 \t 2907 \t 1412 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 1412 \t 83 \t 17 \t 1 \t 1 \t -13\n", + "3 \t 83 \t 1 \t 83 \t 0 \t -2 \t 27\n", + "\t\t\t\t\t 35 \t -472\n", + "GCD(39203, 2907) = 1, with coefficients 35 and -472 such that 1 = (35)*39203 + (-472)*2907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2908 \t 13 \t 1399 \t 1 \t 0\n", + "1 \t 2908 \t 1399 \t 2 \t 110 \t 0 \t 1\n", + "2 \t 1399 \t 110 \t 12 \t 79 \t 1 \t -13\n", + "3 \t 110 \t 79 \t 1 \t 31 \t -2 \t 27\n", + "4 \t 79 \t 31 \t 2 \t 17 \t 25 \t -337\n", + "5 \t 31 \t 17 \t 1 \t 14 \t -27 \t 364\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 79 \t -1065\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -106 \t 1429\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 185 \t -2494\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -846 \t 11405\n", + "\t\t\t\t\t 1031 \t -13899\n", + "GCD(39203, 2908) = 1, with coefficients 1031 and -13899 such that 1 = (1031)*39203 + (-13899)*2908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2909 \t 13 \t 1386 \t 1 \t 0\n", + "1 \t 2909 \t 1386 \t 2 \t 137 \t 0 \t 1\n", + "2 \t 1386 \t 137 \t 10 \t 16 \t 1 \t -13\n", + "3 \t 137 \t 16 \t 8 \t 9 \t -2 \t 27\n", + "4 \t 16 \t 9 \t 1 \t 7 \t 21 \t -283\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -170 \t 2291\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 191 \t -2574\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -361 \t 4865\n", + "\t\t\t\t\t 1274 \t -17169\n", + "GCD(39203, 2909) = 1, with coefficients 1274 and -17169 such that 1 = (1274)*39203 + (-17169)*2909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2910 \t 13 \t 1373 \t 1 \t 0\n", + "1 \t 2910 \t 1373 \t 2 \t 164 \t 0 \t 1\n", + "2 \t 1373 \t 164 \t 8 \t 61 \t 1 \t -13\n", + "3 \t 164 \t 61 \t 2 \t 42 \t -2 \t 27\n", + "4 \t 61 \t 42 \t 1 \t 19 \t 17 \t -229\n", + "5 \t 42 \t 19 \t 2 \t 4 \t -36 \t 485\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 53 \t -714\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -142 \t 1913\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 621 \t -8366\n", + "\t\t\t\t\t -763 \t 10279\n", + "GCD(39203, 2910) = 1, with coefficients -763 and 10279 such that 1 = (-763)*39203 + (10279)*2910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2911 \t 13 \t 1360 \t 1 \t 0\n", + "1 \t 2911 \t 1360 \t 2 \t 191 \t 0 \t 1\n", + "2 \t 1360 \t 191 \t 7 \t 23 \t 1 \t -13\n", + "3 \t 191 \t 23 \t 8 \t 7 \t -2 \t 27\n", + "4 \t 23 \t 7 \t 3 \t 2 \t 15 \t -202\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -122 \t 1643\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 381 \t -5131\n", + "\t\t\t\t\t -1265 \t 17036\n", + "GCD(39203, 2911) = 1, with coefficients -1265 and 17036 such that 1 = (-1265)*39203 + (17036)*2911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2912 \t 13 \t 1347 \t 1 \t 0\n", + "1 \t 2912 \t 1347 \t 2 \t 218 \t 0 \t 1\n", + "2 \t 1347 \t 218 \t 6 \t 39 \t 1 \t -13\n", + "3 \t 218 \t 39 \t 5 \t 23 \t -2 \t 27\n", + "4 \t 39 \t 23 \t 1 \t 16 \t 13 \t -175\n", + "5 \t 23 \t 16 \t 1 \t 7 \t -67 \t 902\n", + "6 \t 16 \t 7 \t 2 \t 2 \t 80 \t -1077\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -147 \t 1979\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 374 \t -5035\n", + "\t\t\t\t\t -1269 \t 17084\n", + "GCD(39203, 2912) = 1, with coefficients -1269 and 17084 such that 1 = (-1269)*39203 + (17084)*2912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2913 \t 13 \t 1334 \t 1 \t 0\n", + "1 \t 2913 \t 1334 \t 2 \t 245 \t 0 \t 1\n", + "2 \t 1334 \t 245 \t 5 \t 109 \t 1 \t -13\n", + "3 \t 245 \t 109 \t 2 \t 27 \t -2 \t 27\n", + "4 \t 109 \t 27 \t 4 \t 1 \t 11 \t -148\n", + "5 \t 27 \t 1 \t 27 \t 0 \t -24 \t 323\n", + "\t\t\t\t\t 107 \t -1440\n", + "GCD(39203, 2913) = 1, with coefficients 107 and -1440 such that 1 = (107)*39203 + (-1440)*2913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2914 \t 13 \t 1321 \t 1 \t 0\n", + "1 \t 2914 \t 1321 \t 2 \t 272 \t 0 \t 1\n", + "2 \t 1321 \t 272 \t 4 \t 233 \t 1 \t -13\n", + "3 \t 272 \t 233 \t 1 \t 39 \t -2 \t 27\n", + "4 \t 233 \t 39 \t 5 \t 38 \t 9 \t -121\n", + "5 \t 39 \t 38 \t 1 \t 1 \t -11 \t 148\n", + "6 \t 38 \t 1 \t 38 \t 0 \t 64 \t -861\n", + "\t\t\t\t\t -75 \t 1009\n", + "GCD(39203, 2914) = 1, with coefficients -75 and 1009 such that 1 = (-75)*39203 + (1009)*2914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2915 \t 13 \t 1308 \t 1 \t 0\n", + "1 \t 2915 \t 1308 \t 2 \t 299 \t 0 \t 1\n", + "2 \t 1308 \t 299 \t 4 \t 112 \t 1 \t -13\n", + "3 \t 299 \t 112 \t 2 \t 75 \t -2 \t 27\n", + "4 \t 112 \t 75 \t 1 \t 37 \t 9 \t -121\n", + "5 \t 75 \t 37 \t 2 \t 1 \t -20 \t 269\n", + "6 \t 37 \t 1 \t 37 \t 0 \t 29 \t -390\n", + "\t\t\t\t\t -78 \t 1049\n", + "GCD(39203, 2915) = 1, with coefficients -78 and 1049 such that 1 = (-78)*39203 + (1049)*2915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2916 \t 13 \t 1295 \t 1 \t 0\n", + "1 \t 2916 \t 1295 \t 2 \t 326 \t 0 \t 1\n", + "2 \t 1295 \t 326 \t 3 \t 317 \t 1 \t -13\n", + "3 \t 326 \t 317 \t 1 \t 9 \t -2 \t 27\n", + "4 \t 317 \t 9 \t 35 \t 2 \t 7 \t -94\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -9 \t 121\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 322 \t -4329\n", + "\t\t\t\t\t -1297 \t 17437\n", + "GCD(39203, 2916) = 1, with coefficients -1297 and 17437 such that 1 = (-1297)*39203 + (17437)*2916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2917 \t 13 \t 1282 \t 1 \t 0\n", + "1 \t 2917 \t 1282 \t 2 \t 353 \t 0 \t 1\n", + "2 \t 1282 \t 353 \t 3 \t 223 \t 1 \t -13\n", + "3 \t 353 \t 223 \t 1 \t 130 \t -2 \t 27\n", + "4 \t 223 \t 130 \t 1 \t 93 \t 7 \t -94\n", + "5 \t 130 \t 93 \t 1 \t 37 \t -9 \t 121\n", + "6 \t 93 \t 37 \t 2 \t 19 \t 16 \t -215\n", + "7 \t 37 \t 19 \t 1 \t 18 \t -25 \t 336\n", + "8 \t 19 \t 18 \t 1 \t 1 \t 66 \t -887\n", + "9 \t 18 \t 1 \t 18 \t 0 \t -91 \t 1223\n", + "\t\t\t\t\t 157 \t -2110\n", + "GCD(39203, 2917) = 1, with coefficients 157 and -2110 such that 1 = (157)*39203 + (-2110)*2917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2918 \t 13 \t 1269 \t 1 \t 0\n", + "1 \t 2918 \t 1269 \t 2 \t 380 \t 0 \t 1\n", + "2 \t 1269 \t 380 \t 3 \t 129 \t 1 \t -13\n", + "3 \t 380 \t 129 \t 2 \t 122 \t -2 \t 27\n", + "4 \t 129 \t 122 \t 1 \t 7 \t 7 \t -94\n", + "5 \t 122 \t 7 \t 17 \t 3 \t -16 \t 215\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 23 \t -309\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -407 \t 5468\n", + "\t\t\t\t\t 837 \t -11245\n", + "GCD(39203, 2918) = 1, with coefficients 837 and -11245 such that 1 = (837)*39203 + (-11245)*2918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2919 \t 13 \t 1256 \t 1 \t 0\n", + "1 \t 2919 \t 1256 \t 2 \t 407 \t 0 \t 1\n", + "2 \t 1256 \t 407 \t 3 \t 35 \t 1 \t -13\n", + "3 \t 407 \t 35 \t 11 \t 22 \t -2 \t 27\n", + "4 \t 35 \t 22 \t 1 \t 13 \t 7 \t -94\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -79 \t 1061\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 86 \t -1155\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -165 \t 2216\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 251 \t -3371\n", + "\t\t\t\t\t -667 \t 8958\n", + "GCD(39203, 2919) = 1, with coefficients -667 and 8958 such that 1 = (-667)*39203 + (8958)*2919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2920 \t 13 \t 1243 \t 1 \t 0\n", + "1 \t 2920 \t 1243 \t 2 \t 434 \t 0 \t 1\n", + "2 \t 1243 \t 434 \t 2 \t 375 \t 1 \t -13\n", + "3 \t 434 \t 375 \t 1 \t 59 \t -2 \t 27\n", + "4 \t 375 \t 59 \t 6 \t 21 \t 5 \t -67\n", + "5 \t 59 \t 21 \t 2 \t 17 \t -7 \t 94\n", + "6 \t 21 \t 17 \t 1 \t 4 \t 47 \t -631\n", + "7 \t 17 \t 4 \t 4 \t 1 \t -101 \t 1356\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 148 \t -1987\n", + "\t\t\t\t\t -693 \t 9304\n", + "GCD(39203, 2920) = 1, with coefficients -693 and 9304 such that 1 = (-693)*39203 + (9304)*2920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2921 \t 13 \t 1230 \t 1 \t 0\n", + "1 \t 2921 \t 1230 \t 2 \t 461 \t 0 \t 1\n", + "2 \t 1230 \t 461 \t 2 \t 308 \t 1 \t -13\n", + "3 \t 461 \t 308 \t 1 \t 153 \t -2 \t 27\n", + "4 \t 308 \t 153 \t 2 \t 2 \t 5 \t -67\n", + "5 \t 153 \t 2 \t 76 \t 1 \t -7 \t 94\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -255\n", + "\t\t\t\t\t -1451 \t 19474\n", + "GCD(39203, 2921) = 1, with coefficients -1451 and 19474 such that 1 = (-1451)*39203 + (19474)*2921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2922 \t 13 \t 1217 \t 1 \t 0\n", + "1 \t 2922 \t 1217 \t 2 \t 488 \t 0 \t 1\n", + "2 \t 1217 \t 488 \t 2 \t 241 \t 1 \t -13\n", + "3 \t 488 \t 241 \t 2 \t 6 \t -2 \t 27\n", + "4 \t 241 \t 6 \t 40 \t 1 \t 5 \t -67\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -12 \t 161\n", + "\t\t\t\t\t 485 \t -6507\n", + "GCD(39203, 2922) = 1, with coefficients 485 and -6507 such that 1 = (485)*39203 + (-6507)*2922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2923 \t 13 \t 1204 \t 1 \t 0\n", + "1 \t 2923 \t 1204 \t 2 \t 515 \t 0 \t 1\n", + "2 \t 1204 \t 515 \t 2 \t 174 \t 1 \t -13\n", + "3 \t 515 \t 174 \t 2 \t 167 \t -2 \t 27\n", + "4 \t 174 \t 167 \t 1 \t 7 \t 5 \t -67\n", + "5 \t 167 \t 7 \t 23 \t 6 \t -12 \t 161\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 17 \t -228\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -403 \t 5405\n", + "\t\t\t\t\t 420 \t -5633\n", + "GCD(39203, 2923) = 1, with coefficients 420 and -5633 such that 1 = (420)*39203 + (-5633)*2923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2924 \t 13 \t 1191 \t 1 \t 0\n", + "1 \t 2924 \t 1191 \t 2 \t 542 \t 0 \t 1\n", + "2 \t 1191 \t 542 \t 2 \t 107 \t 1 \t -13\n", + "3 \t 542 \t 107 \t 5 \t 7 \t -2 \t 27\n", + "4 \t 107 \t 7 \t 15 \t 2 \t 5 \t -67\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -27 \t 362\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 410 \t -5497\n", + "\t\t\t\t\t -1257 \t 16853\n", + "GCD(39203, 2924) = 1, with coefficients -1257 and 16853 such that 1 = (-1257)*39203 + (16853)*2924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2925 \t 13 \t 1178 \t 1 \t 0\n", + "1 \t 2925 \t 1178 \t 2 \t 569 \t 0 \t 1\n", + "2 \t 1178 \t 569 \t 2 \t 40 \t 1 \t -13\n", + "3 \t 569 \t 40 \t 14 \t 9 \t -2 \t 27\n", + "4 \t 40 \t 9 \t 4 \t 4 \t 5 \t -67\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -72 \t 965\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 293 \t -3927\n", + "\t\t\t\t\t -658 \t 8819\n", + "GCD(39203, 2925) = 1, with coefficients -658 and 8819 such that 1 = (-658)*39203 + (8819)*2925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2926 \t 13 \t 1165 \t 1 \t 0\n", + "1 \t 2926 \t 1165 \t 2 \t 596 \t 0 \t 1\n", + "2 \t 1165 \t 596 \t 1 \t 569 \t 1 \t -13\n", + "3 \t 596 \t 569 \t 1 \t 27 \t -2 \t 27\n", + "4 \t 569 \t 27 \t 21 \t 2 \t 3 \t -40\n", + "5 \t 27 \t 2 \t 13 \t 1 \t -5 \t 67\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 108 \t -1447\n", + "\t\t\t\t\t -1409 \t 18878\n", + "GCD(39203, 2926) = 1, with coefficients -1409 and 18878 such that 1 = (-1409)*39203 + (18878)*2926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2927 \t 13 \t 1152 \t 1 \t 0\n", + "1 \t 2927 \t 1152 \t 2 \t 623 \t 0 \t 1\n", + "2 \t 1152 \t 623 \t 1 \t 529 \t 1 \t -13\n", + "3 \t 623 \t 529 \t 1 \t 94 \t -2 \t 27\n", + "4 \t 529 \t 94 \t 5 \t 59 \t 3 \t -40\n", + "5 \t 94 \t 59 \t 1 \t 35 \t -5 \t 67\n", + "6 \t 59 \t 35 \t 1 \t 24 \t 28 \t -375\n", + "7 \t 35 \t 24 \t 1 \t 11 \t -33 \t 442\n", + "8 \t 24 \t 11 \t 2 \t 2 \t 61 \t -817\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -94 \t 1259\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 249 \t -3335\n", + "\t\t\t\t\t -1339 \t 17934\n", + "GCD(39203, 2927) = 1, with coefficients -1339 and 17934 such that 1 = (-1339)*39203 + (17934)*2927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2928 \t 13 \t 1139 \t 1 \t 0\n", + "1 \t 2928 \t 1139 \t 2 \t 650 \t 0 \t 1\n", + "2 \t 1139 \t 650 \t 1 \t 489 \t 1 \t -13\n", + "3 \t 650 \t 489 \t 1 \t 161 \t -2 \t 27\n", + "4 \t 489 \t 161 \t 3 \t 6 \t 3 \t -40\n", + "5 \t 161 \t 6 \t 26 \t 5 \t -5 \t 67\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 18 \t -241\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -473 \t 6333\n", + "\t\t\t\t\t 491 \t -6574\n", + "GCD(39203, 2928) = 1, with coefficients 491 and -6574 such that 1 = (491)*39203 + (-6574)*2928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2929 \t 13 \t 1126 \t 1 \t 0\n", + "1 \t 2929 \t 1126 \t 2 \t 677 \t 0 \t 1\n", + "2 \t 1126 \t 677 \t 1 \t 449 \t 1 \t -13\n", + "3 \t 677 \t 449 \t 1 \t 228 \t -2 \t 27\n", + "4 \t 449 \t 228 \t 1 \t 221 \t 3 \t -40\n", + "5 \t 228 \t 221 \t 1 \t 7 \t -5 \t 67\n", + "6 \t 221 \t 7 \t 31 \t 4 \t 8 \t -107\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -13 \t 174\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 411 \t -5501\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -424 \t 5675\n", + "\t\t\t\t\t 835 \t -11176\n", + "GCD(39203, 2929) = 1, with coefficients 835 and -11176 such that 1 = (835)*39203 + (-11176)*2929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2930 \t 13 \t 1113 \t 1 \t 0\n", + "1 \t 2930 \t 1113 \t 2 \t 704 \t 0 \t 1\n", + "2 \t 1113 \t 704 \t 1 \t 409 \t 1 \t -13\n", + "3 \t 704 \t 409 \t 1 \t 295 \t -2 \t 27\n", + "4 \t 409 \t 295 \t 1 \t 114 \t 3 \t -40\n", + "5 \t 295 \t 114 \t 2 \t 67 \t -5 \t 67\n", + "6 \t 114 \t 67 \t 1 \t 47 \t 8 \t -107\n", + "7 \t 67 \t 47 \t 1 \t 20 \t -21 \t 281\n", + "8 \t 47 \t 20 \t 2 \t 7 \t 29 \t -388\n", + "9 \t 20 \t 7 \t 2 \t 6 \t -50 \t 669\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 129 \t -1726\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -308 \t 4121\n", + "\t\t\t\t\t 437 \t -5847\n", + "GCD(39203, 2930) = 1, with coefficients 437 and -5847 such that 1 = (437)*39203 + (-5847)*2930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2931 \t 13 \t 1100 \t 1 \t 0\n", + "1 \t 2931 \t 1100 \t 2 \t 731 \t 0 \t 1\n", + "2 \t 1100 \t 731 \t 1 \t 369 \t 1 \t -13\n", + "3 \t 731 \t 369 \t 1 \t 362 \t -2 \t 27\n", + "4 \t 369 \t 362 \t 1 \t 7 \t 3 \t -40\n", + "5 \t 362 \t 7 \t 51 \t 5 \t -5 \t 67\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 8 \t -107\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -413 \t 5524\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 421 \t -5631\n", + "\t\t\t\t\t -1255 \t 16786\n", + "GCD(39203, 2931) = 1, with coefficients -1255 and 16786 such that 1 = (-1255)*39203 + (16786)*2931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2932 \t 13 \t 1087 \t 1 \t 0\n", + "1 \t 2932 \t 1087 \t 2 \t 758 \t 0 \t 1\n", + "2 \t 1087 \t 758 \t 1 \t 329 \t 1 \t -13\n", + "3 \t 758 \t 329 \t 2 \t 100 \t -2 \t 27\n", + "4 \t 329 \t 100 \t 3 \t 29 \t 3 \t -40\n", + "5 \t 100 \t 29 \t 3 \t 13 \t -8 \t 107\n", + "6 \t 29 \t 13 \t 2 \t 3 \t 27 \t -361\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -89 \t 1190\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 205 \t -2741\n", + "\t\t\t\t\t -909 \t 12154\n", + "GCD(39203, 2932) = 1, with coefficients -909 and 12154 such that 1 = (-909)*39203 + (12154)*2932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2933 \t 13 \t 1074 \t 1 \t 0\n", + "1 \t 2933 \t 1074 \t 2 \t 785 \t 0 \t 1\n", + "2 \t 1074 \t 785 \t 1 \t 289 \t 1 \t -13\n", + "3 \t 785 \t 289 \t 2 \t 207 \t -2 \t 27\n", + "4 \t 289 \t 207 \t 1 \t 82 \t 3 \t -40\n", + "5 \t 207 \t 82 \t 2 \t 43 \t -8 \t 107\n", + "6 \t 82 \t 43 \t 1 \t 39 \t 11 \t -147\n", + "7 \t 43 \t 39 \t 1 \t 4 \t -30 \t 401\n", + "8 \t 39 \t 4 \t 9 \t 3 \t 41 \t -548\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -71 \t 949\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 680 \t -9089\n", + "\t\t\t\t\t -751 \t 10038\n", + "GCD(39203, 2933) = 1, with coefficients -751 and 10038 such that 1 = (-751)*39203 + (10038)*2933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2934 \t 13 \t 1061 \t 1 \t 0\n", + "1 \t 2934 \t 1061 \t 2 \t 812 \t 0 \t 1\n", + "2 \t 1061 \t 812 \t 1 \t 249 \t 1 \t -13\n", + "3 \t 812 \t 249 \t 3 \t 65 \t -2 \t 27\n", + "4 \t 249 \t 65 \t 3 \t 54 \t 3 \t -40\n", + "5 \t 65 \t 54 \t 1 \t 11 \t -11 \t 147\n", + "6 \t 54 \t 11 \t 4 \t 10 \t 36 \t -481\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -47 \t 628\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 224 \t -2993\n", + "\t\t\t\t\t -271 \t 3621\n", + "GCD(39203, 2934) = 1, with coefficients -271 and 3621 such that 1 = (-271)*39203 + (3621)*2934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2935 \t 13 \t 1048 \t 1 \t 0\n", + "1 \t 2935 \t 1048 \t 2 \t 839 \t 0 \t 1\n", + "2 \t 1048 \t 839 \t 1 \t 209 \t 1 \t -13\n", + "3 \t 839 \t 209 \t 4 \t 3 \t -2 \t 27\n", + "4 \t 209 \t 3 \t 69 \t 2 \t 3 \t -40\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -14 \t 187\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 969 \t -12943\n", + "\t\t\t\t\t -983 \t 13130\n", + "GCD(39203, 2935) = 1, with coefficients -983 and 13130 such that 1 = (-983)*39203 + (13130)*2935\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2936 \t 13 \t 1035 \t 1 \t 0\n", + "1 \t 2936 \t 1035 \t 2 \t 866 \t 0 \t 1\n", + "2 \t 1035 \t 866 \t 1 \t 169 \t 1 \t -13\n", + "3 \t 866 \t 169 \t 5 \t 21 \t -2 \t 27\n", + "4 \t 169 \t 21 \t 8 \t 1 \t 3 \t -40\n", + "5 \t 21 \t 1 \t 21 \t 0 \t -17 \t 227\n", + "\t\t\t\t\t 139 \t -1856\n", + "GCD(39203, 2936) = 1, with coefficients 139 and -1856 such that 1 = (139)*39203 + (-1856)*2936\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2937 \t 13 \t 1022 \t 1 \t 0\n", + "1 \t 2937 \t 1022 \t 2 \t 893 \t 0 \t 1\n", + "2 \t 1022 \t 893 \t 1 \t 129 \t 1 \t -13\n", + "3 \t 893 \t 129 \t 6 \t 119 \t -2 \t 27\n", + "4 \t 129 \t 119 \t 1 \t 10 \t 3 \t -40\n", + "5 \t 119 \t 10 \t 11 \t 9 \t -20 \t 267\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 23 \t -307\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -273 \t 3644\n", + "\t\t\t\t\t 296 \t -3951\n", + "GCD(39203, 2937) = 1, with coefficients 296 and -3951 such that 1 = (296)*39203 + (-3951)*2937\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2938 \t 13 \t 1009 \t 1 \t 0\n", + "1 \t 2938 \t 1009 \t 2 \t 920 \t 0 \t 1\n", + "2 \t 1009 \t 920 \t 1 \t 89 \t 1 \t -13\n", + "3 \t 920 \t 89 \t 10 \t 30 \t -2 \t 27\n", + "4 \t 89 \t 30 \t 2 \t 29 \t 3 \t -40\n", + "5 \t 30 \t 29 \t 1 \t 1 \t -32 \t 427\n", + "6 \t 29 \t 1 \t 29 \t 0 \t 67 \t -894\n", + "\t\t\t\t\t -99 \t 1321\n", + "GCD(39203, 2938) = 1, with coefficients -99 and 1321 such that 1 = (-99)*39203 + (1321)*2938\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2939 \t 13 \t 996 \t 1 \t 0\n", + "1 \t 2939 \t 996 \t 2 \t 947 \t 0 \t 1\n", + "2 \t 996 \t 947 \t 1 \t 49 \t 1 \t -13\n", + "3 \t 947 \t 49 \t 19 \t 16 \t -2 \t 27\n", + "4 \t 49 \t 16 \t 3 \t 1 \t 3 \t -40\n", + "5 \t 16 \t 1 \t 16 \t 0 \t -59 \t 787\n", + "\t\t\t\t\t 180 \t -2401\n", + "GCD(39203, 2939) = 1, with coefficients 180 and -2401 such that 1 = (180)*39203 + (-2401)*2939\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2940 \t 13 \t 983 \t 1 \t 0\n", + "1 \t 2940 \t 983 \t 2 \t 974 \t 0 \t 1\n", + "2 \t 983 \t 974 \t 1 \t 9 \t 1 \t -13\n", + "3 \t 974 \t 9 \t 108 \t 2 \t -2 \t 27\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 3 \t -40\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -326 \t 4347\n", + "\t\t\t\t\t 1307 \t -17428\n", + "GCD(39203, 2940) = 1, with coefficients 1307 and -17428 such that 1 = (1307)*39203 + (-17428)*2940\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2941 \t 13 \t 970 \t 1 \t 0\n", + "1 \t 2941 \t 970 \t 3 \t 31 \t 0 \t 1\n", + "2 \t 970 \t 31 \t 31 \t 9 \t 1 \t -13\n", + "3 \t 31 \t 9 \t 3 \t 4 \t -3 \t 40\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 94 \t -1253\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -285 \t 3799\n", + "\t\t\t\t\t 664 \t -8851\n", + "GCD(39203, 2941) = 1, with coefficients 664 and -8851 such that 1 = (664)*39203 + (-8851)*2941\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2942 \t 13 \t 957 \t 1 \t 0\n", + "1 \t 2942 \t 957 \t 3 \t 71 \t 0 \t 1\n", + "2 \t 957 \t 71 \t 13 \t 34 \t 1 \t -13\n", + "3 \t 71 \t 34 \t 2 \t 3 \t -3 \t 40\n", + "4 \t 34 \t 3 \t 11 \t 1 \t 40 \t -533\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -83 \t 1106\n", + "\t\t\t\t\t 953 \t -12699\n", + "GCD(39203, 2942) = 1, with coefficients 953 and -12699 such that 1 = (953)*39203 + (-12699)*2942\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2943 \t 13 \t 944 \t 1 \t 0\n", + "1 \t 2943 \t 944 \t 3 \t 111 \t 0 \t 1\n", + "2 \t 944 \t 111 \t 8 \t 56 \t 1 \t -13\n", + "3 \t 111 \t 56 \t 1 \t 55 \t -3 \t 40\n", + "4 \t 56 \t 55 \t 1 \t 1 \t 25 \t -333\n", + "5 \t 55 \t 1 \t 55 \t 0 \t -28 \t 373\n", + "\t\t\t\t\t 53 \t -706\n", + "GCD(39203, 2943) = 1, with coefficients 53 and -706 such that 1 = (53)*39203 + (-706)*2943\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2944 \t 13 \t 931 \t 1 \t 0\n", + "1 \t 2944 \t 931 \t 3 \t 151 \t 0 \t 1\n", + "2 \t 931 \t 151 \t 6 \t 25 \t 1 \t -13\n", + "3 \t 151 \t 25 \t 6 \t 1 \t -3 \t 40\n", + "4 \t 25 \t 1 \t 25 \t 0 \t 19 \t -253\n", + "\t\t\t\t\t -117 \t 1558\n", + "GCD(39203, 2944) = 1, with coefficients -117 and 1558 such that 1 = (-117)*39203 + (1558)*2944\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2945 \t 13 \t 918 \t 1 \t 0\n", + "1 \t 2945 \t 918 \t 3 \t 191 \t 0 \t 1\n", + "2 \t 918 \t 191 \t 4 \t 154 \t 1 \t -13\n", + "3 \t 191 \t 154 \t 1 \t 37 \t -3 \t 40\n", + "4 \t 154 \t 37 \t 4 \t 6 \t 13 \t -173\n", + "5 \t 37 \t 6 \t 6 \t 1 \t -16 \t 213\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 77 \t -1025\n", + "\t\t\t\t\t -478 \t 6363\n", + "GCD(39203, 2945) = 1, with coefficients -478 and 6363 such that 1 = (-478)*39203 + (6363)*2945\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2946 \t 13 \t 905 \t 1 \t 0\n", + "1 \t 2946 \t 905 \t 3 \t 231 \t 0 \t 1\n", + "2 \t 905 \t 231 \t 3 \t 212 \t 1 \t -13\n", + "3 \t 231 \t 212 \t 1 \t 19 \t -3 \t 40\n", + "4 \t 212 \t 19 \t 11 \t 3 \t 10 \t -133\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -13 \t 173\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 153 \t -2036\n", + "\t\t\t\t\t -931 \t 12389\n", + "GCD(39203, 2946) = 1, with coefficients -931 and 12389 such that 1 = (-931)*39203 + (12389)*2946\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2947 \t 13 \t 892 \t 1 \t 0\n", + "1 \t 2947 \t 892 \t 3 \t 271 \t 0 \t 1\n", + "2 \t 892 \t 271 \t 3 \t 79 \t 1 \t -13\n", + "3 \t 271 \t 79 \t 3 \t 34 \t -3 \t 40\n", + "4 \t 79 \t 34 \t 2 \t 11 \t 10 \t -133\n", + "5 \t 34 \t 11 \t 3 \t 1 \t -33 \t 439\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 76 \t -1011\n", + "\t\t\t\t\t -261 \t 3472\n", + "GCD(39203, 2947) = 1, with coefficients -261 and 3472 such that 1 = (-261)*39203 + (3472)*2947\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2948 \t 13 \t 879 \t 1 \t 0\n", + "1 \t 2948 \t 879 \t 3 \t 311 \t 0 \t 1\n", + "2 \t 879 \t 311 \t 2 \t 257 \t 1 \t -13\n", + "3 \t 311 \t 257 \t 1 \t 54 \t -3 \t 40\n", + "4 \t 257 \t 54 \t 4 \t 41 \t 7 \t -93\n", + "5 \t 54 \t 41 \t 1 \t 13 \t -10 \t 133\n", + "6 \t 41 \t 13 \t 3 \t 2 \t 47 \t -625\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -57 \t 758\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 218 \t -2899\n", + "\t\t\t\t\t -1365 \t 18152\n", + "GCD(39203, 2948) = 1, with coefficients -1365 and 18152 such that 1 = (-1365)*39203 + (18152)*2948\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2949 \t 13 \t 866 \t 1 \t 0\n", + "1 \t 2949 \t 866 \t 3 \t 351 \t 0 \t 1\n", + "2 \t 866 \t 351 \t 2 \t 164 \t 1 \t -13\n", + "3 \t 351 \t 164 \t 2 \t 23 \t -3 \t 40\n", + "4 \t 164 \t 23 \t 7 \t 3 \t 7 \t -93\n", + "5 \t 23 \t 3 \t 7 \t 2 \t -17 \t 226\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 126 \t -1675\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -899 \t 11951\n", + "\t\t\t\t\t 1025 \t -13626\n", + "GCD(39203, 2949) = 1, with coefficients 1025 and -13626 such that 1 = (1025)*39203 + (-13626)*2949\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2950 \t 13 \t 853 \t 1 \t 0\n", + "1 \t 2950 \t 853 \t 3 \t 391 \t 0 \t 1\n", + "2 \t 853 \t 391 \t 2 \t 71 \t 1 \t -13\n", + "3 \t 391 \t 71 \t 5 \t 36 \t -3 \t 40\n", + "4 \t 71 \t 36 \t 1 \t 35 \t 7 \t -93\n", + "5 \t 36 \t 35 \t 1 \t 1 \t -38 \t 505\n", + "6 \t 35 \t 1 \t 35 \t 0 \t 45 \t -598\n", + "\t\t\t\t\t -83 \t 1103\n", + "GCD(39203, 2950) = 1, with coefficients -83 and 1103 such that 1 = (-83)*39203 + (1103)*2950\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2951 \t 13 \t 840 \t 1 \t 0\n", + "1 \t 2951 \t 840 \t 3 \t 431 \t 0 \t 1\n", + "2 \t 840 \t 431 \t 1 \t 409 \t 1 \t -13\n", + "3 \t 431 \t 409 \t 1 \t 22 \t -3 \t 40\n", + "4 \t 409 \t 22 \t 18 \t 13 \t 4 \t -53\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -7 \t 93\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 130 \t -1727\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -137 \t 1820\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 267 \t -3547\n", + "\t\t\t\t\t -671 \t 8914\n", + "GCD(39203, 2951) = 1, with coefficients -671 and 8914 such that 1 = (-671)*39203 + (8914)*2951\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2952 \t 13 \t 827 \t 1 \t 0\n", + "1 \t 2952 \t 827 \t 3 \t 471 \t 0 \t 1\n", + "2 \t 827 \t 471 \t 1 \t 356 \t 1 \t -13\n", + "3 \t 471 \t 356 \t 1 \t 115 \t -3 \t 40\n", + "4 \t 356 \t 115 \t 3 \t 11 \t 4 \t -53\n", + "5 \t 115 \t 11 \t 10 \t 5 \t -7 \t 93\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 25 \t -332\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -257 \t 3413\n", + "\t\t\t\t\t 539 \t -7158\n", + "GCD(39203, 2952) = 1, with coefficients 539 and -7158 such that 1 = (539)*39203 + (-7158)*2952\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2953 \t 13 \t 814 \t 1 \t 0\n", + "1 \t 2953 \t 814 \t 3 \t 511 \t 0 \t 1\n", + "2 \t 814 \t 511 \t 1 \t 303 \t 1 \t -13\n", + "3 \t 511 \t 303 \t 1 \t 208 \t -3 \t 40\n", + "4 \t 303 \t 208 \t 1 \t 95 \t 4 \t -53\n", + "5 \t 208 \t 95 \t 2 \t 18 \t -7 \t 93\n", + "6 \t 95 \t 18 \t 5 \t 5 \t 11 \t -146\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -29 \t 385\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 156 \t -2071\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -497 \t 6598\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 653 \t -8669\n", + "\t\t\t\t\t -1150 \t 15267\n", + "GCD(39203, 2953) = 1, with coefficients -1150 and 15267 such that 1 = (-1150)*39203 + (15267)*2953\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2954 \t 13 \t 801 \t 1 \t 0\n", + "1 \t 2954 \t 801 \t 3 \t 551 \t 0 \t 1\n", + "2 \t 801 \t 551 \t 1 \t 250 \t 1 \t -13\n", + "3 \t 551 \t 250 \t 2 \t 51 \t -3 \t 40\n", + "4 \t 250 \t 51 \t 4 \t 46 \t 4 \t -53\n", + "5 \t 51 \t 46 \t 1 \t 5 \t -11 \t 146\n", + "6 \t 46 \t 5 \t 9 \t 1 \t 48 \t -637\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -59 \t 783\n", + "\t\t\t\t\t 579 \t -7684\n", + "GCD(39203, 2954) = 1, with coefficients 579 and -7684 such that 1 = (579)*39203 + (-7684)*2954\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2955 \t 13 \t 788 \t 1 \t 0\n", + "1 \t 2955 \t 788 \t 3 \t 591 \t 0 \t 1\n", + "2 \t 788 \t 591 \t 1 \t 197 \t 1 \t -13\n", + "3 \t 591 \t 197 \t 3 \t 0 \t -3 \t 40\n", + "\t\t\t\t\t 4 \t -53\n", + "GCD(39203, 2955) = 197, with coefficients 4 and -53 such that 197 = (4)*39203 + (-53)*2955\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2956 \t 13 \t 775 \t 1 \t 0\n", + "1 \t 2956 \t 775 \t 3 \t 631 \t 0 \t 1\n", + "2 \t 775 \t 631 \t 1 \t 144 \t 1 \t -13\n", + "3 \t 631 \t 144 \t 4 \t 55 \t -3 \t 40\n", + "4 \t 144 \t 55 \t 2 \t 34 \t 4 \t -53\n", + "5 \t 55 \t 34 \t 1 \t 21 \t -19 \t 252\n", + "6 \t 34 \t 21 \t 1 \t 13 \t 42 \t -557\n", + "7 \t 21 \t 13 \t 1 \t 8 \t -61 \t 809\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 103 \t -1366\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -164 \t 2175\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 267 \t -3541\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -431 \t 5716\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 698 \t -9257\n", + "\t\t\t\t\t -1129 \t 14973\n", + "GCD(39203, 2956) = 1, with coefficients -1129 and 14973 such that 1 = (-1129)*39203 + (14973)*2956\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2957 \t 13 \t 762 \t 1 \t 0\n", + "1 \t 2957 \t 762 \t 3 \t 671 \t 0 \t 1\n", + "2 \t 762 \t 671 \t 1 \t 91 \t 1 \t -13\n", + "3 \t 671 \t 91 \t 7 \t 34 \t -3 \t 40\n", + "4 \t 91 \t 34 \t 2 \t 23 \t 4 \t -53\n", + "5 \t 34 \t 23 \t 1 \t 11 \t -31 \t 411\n", + "6 \t 23 \t 11 \t 2 \t 1 \t 66 \t -875\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -97 \t 1286\n", + "\t\t\t\t\t 260 \t -3447\n", + "GCD(39203, 2957) = 1, with coefficients 260 and -3447 such that 1 = (260)*39203 + (-3447)*2957\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2958 \t 13 \t 749 \t 1 \t 0\n", + "1 \t 2958 \t 749 \t 3 \t 711 \t 0 \t 1\n", + "2 \t 749 \t 711 \t 1 \t 38 \t 1 \t -13\n", + "3 \t 711 \t 38 \t 18 \t 27 \t -3 \t 40\n", + "4 \t 38 \t 27 \t 1 \t 11 \t 4 \t -53\n", + "5 \t 27 \t 11 \t 2 \t 5 \t -75 \t 994\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 79 \t -1047\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -233 \t 3088\n", + "\t\t\t\t\t 545 \t -7223\n", + "GCD(39203, 2958) = 1, with coefficients 545 and -7223 such that 1 = (545)*39203 + (-7223)*2958\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2959 \t 13 \t 736 \t 1 \t 0\n", + "1 \t 2959 \t 736 \t 4 \t 15 \t 0 \t 1\n", + "2 \t 736 \t 15 \t 49 \t 1 \t 1 \t -13\n", + "3 \t 15 \t 1 \t 15 \t 0 \t -4 \t 53\n", + "\t\t\t\t\t 197 \t -2610\n", + "GCD(39203, 2959) = 1, with coefficients 197 and -2610 such that 1 = (197)*39203 + (-2610)*2959\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2960 \t 13 \t 723 \t 1 \t 0\n", + "1 \t 2960 \t 723 \t 4 \t 68 \t 0 \t 1\n", + "2 \t 723 \t 68 \t 10 \t 43 \t 1 \t -13\n", + "3 \t 68 \t 43 \t 1 \t 25 \t -4 \t 53\n", + "4 \t 43 \t 25 \t 1 \t 18 \t 41 \t -543\n", + "5 \t 25 \t 18 \t 1 \t 7 \t -45 \t 596\n", + "6 \t 18 \t 7 \t 2 \t 4 \t 86 \t -1139\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -131 \t 1735\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 348 \t -4609\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -479 \t 6344\n", + "\t\t\t\t\t 827 \t -10953\n", + "GCD(39203, 2960) = 1, with coefficients 827 and -10953 such that 1 = (827)*39203 + (-10953)*2960\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2961 \t 13 \t 710 \t 1 \t 0\n", + "1 \t 2961 \t 710 \t 4 \t 121 \t 0 \t 1\n", + "2 \t 710 \t 121 \t 5 \t 105 \t 1 \t -13\n", + "3 \t 121 \t 105 \t 1 \t 16 \t -4 \t 53\n", + "4 \t 105 \t 16 \t 6 \t 9 \t 21 \t -278\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -25 \t 331\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 171 \t -2264\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -196 \t 2595\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 367 \t -4859\n", + "\t\t\t\t\t -1297 \t 17172\n", + "GCD(39203, 2961) = 1, with coefficients -1297 and 17172 such that 1 = (-1297)*39203 + (17172)*2961\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2962 \t 13 \t 697 \t 1 \t 0\n", + "1 \t 2962 \t 697 \t 4 \t 174 \t 0 \t 1\n", + "2 \t 697 \t 174 \t 4 \t 1 \t 1 \t -13\n", + "3 \t 174 \t 1 \t 174 \t 0 \t -4 \t 53\n", + "\t\t\t\t\t 17 \t -225\n", + "GCD(39203, 2962) = 1, with coefficients 17 and -225 such that 1 = (17)*39203 + (-225)*2962\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2963 \t 13 \t 684 \t 1 \t 0\n", + "1 \t 2963 \t 684 \t 4 \t 227 \t 0 \t 1\n", + "2 \t 684 \t 227 \t 3 \t 3 \t 1 \t -13\n", + "3 \t 227 \t 3 \t 75 \t 2 \t -4 \t 53\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 13 \t -172\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -979 \t 12953\n", + "\t\t\t\t\t 992 \t -13125\n", + "GCD(39203, 2963) = 1, with coefficients 992 and -13125 such that 1 = (992)*39203 + (-13125)*2963\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2964 \t 13 \t 671 \t 1 \t 0\n", + "1 \t 2964 \t 671 \t 4 \t 280 \t 0 \t 1\n", + "2 \t 671 \t 280 \t 2 \t 111 \t 1 \t -13\n", + "3 \t 280 \t 111 \t 2 \t 58 \t -4 \t 53\n", + "4 \t 111 \t 58 \t 1 \t 53 \t 9 \t -119\n", + "5 \t 58 \t 53 \t 1 \t 5 \t -22 \t 291\n", + "6 \t 53 \t 5 \t 10 \t 3 \t 31 \t -410\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -53 \t 701\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 561 \t -7420\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -614 \t 8121\n", + "\t\t\t\t\t 1175 \t -15541\n", + "GCD(39203, 2964) = 1, with coefficients 1175 and -15541 such that 1 = (1175)*39203 + (-15541)*2964\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2965 \t 13 \t 658 \t 1 \t 0\n", + "1 \t 2965 \t 658 \t 4 \t 333 \t 0 \t 1\n", + "2 \t 658 \t 333 \t 1 \t 325 \t 1 \t -13\n", + "3 \t 333 \t 325 \t 1 \t 8 \t -4 \t 53\n", + "4 \t 325 \t 8 \t 40 \t 5 \t 5 \t -66\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -9 \t 119\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 365 \t -4826\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -374 \t 4945\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 739 \t -9771\n", + "\t\t\t\t\t -1113 \t 14716\n", + "GCD(39203, 2965) = 1, with coefficients -1113 and 14716 such that 1 = (-1113)*39203 + (14716)*2965\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2966 \t 13 \t 645 \t 1 \t 0\n", + "1 \t 2966 \t 645 \t 4 \t 386 \t 0 \t 1\n", + "2 \t 645 \t 386 \t 1 \t 259 \t 1 \t -13\n", + "3 \t 386 \t 259 \t 1 \t 127 \t -4 \t 53\n", + "4 \t 259 \t 127 \t 2 \t 5 \t 5 \t -66\n", + "5 \t 127 \t 5 \t 25 \t 2 \t -9 \t 119\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 23 \t -304\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -584 \t 7719\n", + "\t\t\t\t\t 1191 \t -15742\n", + "GCD(39203, 2966) = 1, with coefficients 1191 and -15742 such that 1 = (1191)*39203 + (-15742)*2966\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2967 \t 13 \t 632 \t 1 \t 0\n", + "1 \t 2967 \t 632 \t 4 \t 439 \t 0 \t 1\n", + "2 \t 632 \t 439 \t 1 \t 193 \t 1 \t -13\n", + "3 \t 439 \t 193 \t 2 \t 53 \t -4 \t 53\n", + "4 \t 193 \t 53 \t 3 \t 34 \t 5 \t -66\n", + "5 \t 53 \t 34 \t 1 \t 19 \t -14 \t 185\n", + "6 \t 34 \t 19 \t 1 \t 15 \t 47 \t -621\n", + "7 \t 19 \t 15 \t 1 \t 4 \t -61 \t 806\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 108 \t -1427\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -169 \t 2233\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 615 \t -8126\n", + "\t\t\t\t\t -784 \t 10359\n", + "GCD(39203, 2967) = 1, with coefficients -784 and 10359 such that 1 = (-784)*39203 + (10359)*2967\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2968 \t 13 \t 619 \t 1 \t 0\n", + "1 \t 2968 \t 619 \t 4 \t 492 \t 0 \t 1\n", + "2 \t 619 \t 492 \t 1 \t 127 \t 1 \t -13\n", + "3 \t 492 \t 127 \t 3 \t 111 \t -4 \t 53\n", + "4 \t 127 \t 111 \t 1 \t 16 \t 5 \t -66\n", + "5 \t 111 \t 16 \t 6 \t 15 \t -19 \t 251\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 24 \t -317\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -163 \t 2153\n", + "\t\t\t\t\t 187 \t -2470\n", + "GCD(39203, 2968) = 1, with coefficients 187 and -2470 such that 1 = (187)*39203 + (-2470)*2968\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2969 \t 13 \t 606 \t 1 \t 0\n", + "1 \t 2969 \t 606 \t 4 \t 545 \t 0 \t 1\n", + "2 \t 606 \t 545 \t 1 \t 61 \t 1 \t -13\n", + "3 \t 545 \t 61 \t 8 \t 57 \t -4 \t 53\n", + "4 \t 61 \t 57 \t 1 \t 4 \t 5 \t -66\n", + "5 \t 57 \t 4 \t 14 \t 1 \t -44 \t 581\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 49 \t -647\n", + "\t\t\t\t\t -730 \t 9639\n", + "GCD(39203, 2969) = 1, with coefficients -730 and 9639 such that 1 = (-730)*39203 + (9639)*2969\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2970 \t 13 \t 593 \t 1 \t 0\n", + "1 \t 2970 \t 593 \t 5 \t 5 \t 0 \t 1\n", + "2 \t 593 \t 5 \t 118 \t 3 \t 1 \t -13\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -5 \t 66\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 591 \t -7801\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -596 \t 7867\n", + "\t\t\t\t\t 1187 \t -15668\n", + "GCD(39203, 2970) = 1, with coefficients 1187 and -15668 such that 1 = (1187)*39203 + (-15668)*2970\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2971 \t 13 \t 580 \t 1 \t 0\n", + "1 \t 2971 \t 580 \t 5 \t 71 \t 0 \t 1\n", + "2 \t 580 \t 71 \t 8 \t 12 \t 1 \t -13\n", + "3 \t 71 \t 12 \t 5 \t 11 \t -5 \t 66\n", + "4 \t 12 \t 11 \t 1 \t 1 \t 41 \t -541\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -210 \t 2771\n", + "\t\t\t\t\t 251 \t -3312\n", + "GCD(39203, 2971) = 1, with coefficients 251 and -3312 such that 1 = (251)*39203 + (-3312)*2971\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2972 \t 13 \t 567 \t 1 \t 0\n", + "1 \t 2972 \t 567 \t 5 \t 137 \t 0 \t 1\n", + "2 \t 567 \t 137 \t 4 \t 19 \t 1 \t -13\n", + "3 \t 137 \t 19 \t 7 \t 4 \t -5 \t 66\n", + "4 \t 19 \t 4 \t 4 \t 3 \t 21 \t -277\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -152 \t 2005\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 629 \t -8297\n", + "\t\t\t\t\t -781 \t 10302\n", + "GCD(39203, 2972) = 1, with coefficients -781 and 10302 such that 1 = (-781)*39203 + (10302)*2972\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2973 \t 13 \t 554 \t 1 \t 0\n", + "1 \t 2973 \t 554 \t 5 \t 203 \t 0 \t 1\n", + "2 \t 554 \t 203 \t 2 \t 148 \t 1 \t -13\n", + "3 \t 203 \t 148 \t 1 \t 55 \t -5 \t 66\n", + "4 \t 148 \t 55 \t 2 \t 38 \t 11 \t -145\n", + "5 \t 55 \t 38 \t 1 \t 17 \t -16 \t 211\n", + "6 \t 38 \t 17 \t 2 \t 4 \t 43 \t -567\n", + "7 \t 17 \t 4 \t 4 \t 1 \t -59 \t 778\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 161 \t -2123\n", + "\t\t\t\t\t -703 \t 9270\n", + "GCD(39203, 2973) = 1, with coefficients -703 and 9270 such that 1 = (-703)*39203 + (9270)*2973\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2974 \t 13 \t 541 \t 1 \t 0\n", + "1 \t 2974 \t 541 \t 5 \t 269 \t 0 \t 1\n", + "2 \t 541 \t 269 \t 2 \t 3 \t 1 \t -13\n", + "3 \t 269 \t 3 \t 89 \t 2 \t -5 \t 66\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 11 \t -145\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -984 \t 12971\n", + "\t\t\t\t\t 995 \t -13116\n", + "GCD(39203, 2974) = 1, with coefficients 995 and -13116 such that 1 = (995)*39203 + (-13116)*2974\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2975 \t 13 \t 528 \t 1 \t 0\n", + "1 \t 2975 \t 528 \t 5 \t 335 \t 0 \t 1\n", + "2 \t 528 \t 335 \t 1 \t 193 \t 1 \t -13\n", + "3 \t 335 \t 193 \t 1 \t 142 \t -5 \t 66\n", + "4 \t 193 \t 142 \t 1 \t 51 \t 6 \t -79\n", + "5 \t 142 \t 51 \t 2 \t 40 \t -11 \t 145\n", + "6 \t 51 \t 40 \t 1 \t 11 \t 17 \t -224\n", + "7 \t 40 \t 11 \t 3 \t 7 \t -45 \t 593\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 62 \t -817\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -231 \t 3044\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 293 \t -3861\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -524 \t 6905\n", + "\t\t\t\t\t 817 \t -10766\n", + "GCD(39203, 2975) = 1, with coefficients 817 and -10766 such that 1 = (817)*39203 + (-10766)*2975\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2976 \t 13 \t 515 \t 1 \t 0\n", + "1 \t 2976 \t 515 \t 5 \t 401 \t 0 \t 1\n", + "2 \t 515 \t 401 \t 1 \t 114 \t 1 \t -13\n", + "3 \t 401 \t 114 \t 3 \t 59 \t -5 \t 66\n", + "4 \t 114 \t 59 \t 1 \t 55 \t 6 \t -79\n", + "5 \t 59 \t 55 \t 1 \t 4 \t -23 \t 303\n", + "6 \t 55 \t 4 \t 13 \t 3 \t 29 \t -382\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -52 \t 685\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 705 \t -9287\n", + "\t\t\t\t\t -757 \t 9972\n", + "GCD(39203, 2976) = 1, with coefficients -757 and 9972 such that 1 = (-757)*39203 + (9972)*2976\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2977 \t 13 \t 502 \t 1 \t 0\n", + "1 \t 2977 \t 502 \t 5 \t 467 \t 0 \t 1\n", + "2 \t 502 \t 467 \t 1 \t 35 \t 1 \t -13\n", + "3 \t 467 \t 35 \t 13 \t 12 \t -5 \t 66\n", + "4 \t 35 \t 12 \t 2 \t 11 \t 6 \t -79\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -83 \t 1093\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 172 \t -2265\n", + "\t\t\t\t\t -255 \t 3358\n", + "GCD(39203, 2977) = 1, with coefficients -255 and 3358 such that 1 = (-255)*39203 + (3358)*2977\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2978 \t 13 \t 489 \t 1 \t 0\n", + "1 \t 2978 \t 489 \t 6 \t 44 \t 0 \t 1\n", + "2 \t 489 \t 44 \t 11 \t 5 \t 1 \t -13\n", + "3 \t 44 \t 5 \t 8 \t 4 \t -6 \t 79\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 67 \t -882\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -542 \t 7135\n", + "\t\t\t\t\t 609 \t -8017\n", + "GCD(39203, 2978) = 1, with coefficients 609 and -8017 such that 1 = (609)*39203 + (-8017)*2978\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2979 \t 13 \t 476 \t 1 \t 0\n", + "1 \t 2979 \t 476 \t 6 \t 123 \t 0 \t 1\n", + "2 \t 476 \t 123 \t 3 \t 107 \t 1 \t -13\n", + "3 \t 123 \t 107 \t 1 \t 16 \t -6 \t 79\n", + "4 \t 107 \t 16 \t 6 \t 11 \t 19 \t -250\n", + "5 \t 16 \t 11 \t 1 \t 5 \t -25 \t 329\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 169 \t -2224\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -194 \t 2553\n", + "\t\t\t\t\t 557 \t -7330\n", + "GCD(39203, 2979) = 1, with coefficients 557 and -7330 such that 1 = (557)*39203 + (-7330)*2979\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2980 \t 13 \t 463 \t 1 \t 0\n", + "1 \t 2980 \t 463 \t 6 \t 202 \t 0 \t 1\n", + "2 \t 463 \t 202 \t 2 \t 59 \t 1 \t -13\n", + "3 \t 202 \t 59 \t 3 \t 25 \t -6 \t 79\n", + "4 \t 59 \t 25 \t 2 \t 9 \t 13 \t -171\n", + "5 \t 25 \t 9 \t 2 \t 7 \t -45 \t 592\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 103 \t -1355\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -251 \t 3302\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 354 \t -4657\n", + "\t\t\t\t\t -1313 \t 17273\n", + "GCD(39203, 2980) = 1, with coefficients -1313 and 17273 such that 1 = (-1313)*39203 + (17273)*2980\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2981 \t 13 \t 450 \t 1 \t 0\n", + "1 \t 2981 \t 450 \t 6 \t 281 \t 0 \t 1\n", + "2 \t 450 \t 281 \t 1 \t 169 \t 1 \t -13\n", + "3 \t 281 \t 169 \t 1 \t 112 \t -6 \t 79\n", + "4 \t 169 \t 112 \t 1 \t 57 \t 7 \t -92\n", + "5 \t 112 \t 57 \t 1 \t 55 \t -13 \t 171\n", + "6 \t 57 \t 55 \t 1 \t 2 \t 20 \t -263\n", + "7 \t 55 \t 2 \t 27 \t 1 \t -33 \t 434\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 53 \t -697\n", + "\t\t\t\t\t -1464 \t 19253\n", + "GCD(39203, 2981) = 1, with coefficients -1464 and 19253 such that 1 = (-1464)*39203 + (19253)*2981\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2982 \t 13 \t 437 \t 1 \t 0\n", + "1 \t 2982 \t 437 \t 6 \t 360 \t 0 \t 1\n", + "2 \t 437 \t 360 \t 1 \t 77 \t 1 \t -13\n", + "3 \t 360 \t 77 \t 4 \t 52 \t -6 \t 79\n", + "4 \t 77 \t 52 \t 1 \t 25 \t 7 \t -92\n", + "5 \t 52 \t 25 \t 2 \t 2 \t -34 \t 447\n", + "6 \t 25 \t 2 \t 12 \t 1 \t 41 \t -539\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -116 \t 1525\n", + "\t\t\t\t\t 1433 \t -18839\n", + "GCD(39203, 2982) = 1, with coefficients 1433 and -18839 such that 1 = (1433)*39203 + (-18839)*2982\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2983 \t 13 \t 424 \t 1 \t 0\n", + "1 \t 2983 \t 424 \t 7 \t 15 \t 0 \t 1\n", + "2 \t 424 \t 15 \t 28 \t 4 \t 1 \t -13\n", + "3 \t 15 \t 4 \t 3 \t 3 \t -7 \t 92\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 197 \t -2589\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -598 \t 7859\n", + "\t\t\t\t\t 795 \t -10448\n", + "GCD(39203, 2983) = 1, with coefficients 795 and -10448 such that 1 = (795)*39203 + (-10448)*2983\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2984 \t 13 \t 411 \t 1 \t 0\n", + "1 \t 2984 \t 411 \t 7 \t 107 \t 0 \t 1\n", + "2 \t 411 \t 107 \t 3 \t 90 \t 1 \t -13\n", + "3 \t 107 \t 90 \t 1 \t 17 \t -7 \t 92\n", + "4 \t 90 \t 17 \t 5 \t 5 \t 22 \t -289\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -29 \t 381\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 167 \t -2194\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -530 \t 6963\n", + "\t\t\t\t\t 1227 \t -16120\n", + "GCD(39203, 2984) = 1, with coefficients 1227 and -16120 such that 1 = (1227)*39203 + (-16120)*2984\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2985 \t 13 \t 398 \t 1 \t 0\n", + "1 \t 2985 \t 398 \t 7 \t 199 \t 0 \t 1\n", + "2 \t 398 \t 199 \t 2 \t 0 \t 1 \t -13\n", + "\t\t\t\t\t -7 \t 92\n", + "GCD(39203, 2985) = 199, with coefficients -7 and 92 such that 199 = (-7)*39203 + (92)*2985\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2986 \t 13 \t 385 \t 1 \t 0\n", + "1 \t 2986 \t 385 \t 7 \t 291 \t 0 \t 1\n", + "2 \t 385 \t 291 \t 1 \t 94 \t 1 \t -13\n", + "3 \t 291 \t 94 \t 3 \t 9 \t -7 \t 92\n", + "4 \t 94 \t 9 \t 10 \t 4 \t 8 \t -105\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -31 \t 407\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 318 \t -4175\n", + "\t\t\t\t\t -667 \t 8757\n", + "GCD(39203, 2986) = 1, with coefficients -667 and 8757 such that 1 = (-667)*39203 + (8757)*2986\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2987 \t 13 \t 372 \t 1 \t 0\n", + "1 \t 2987 \t 372 \t 8 \t 11 \t 0 \t 1\n", + "2 \t 372 \t 11 \t 33 \t 9 \t 1 \t -13\n", + "3 \t 11 \t 9 \t 1 \t 2 \t -8 \t 105\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 265 \t -3478\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -273 \t 3583\n", + "\t\t\t\t\t 1357 \t -17810\n", + "GCD(39203, 2987) = 1, with coefficients 1357 and -17810 such that 1 = (1357)*39203 + (-17810)*2987\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2988 \t 13 \t 359 \t 1 \t 0\n", + "1 \t 2988 \t 359 \t 8 \t 116 \t 0 \t 1\n", + "2 \t 359 \t 116 \t 3 \t 11 \t 1 \t -13\n", + "3 \t 116 \t 11 \t 10 \t 6 \t -8 \t 105\n", + "4 \t 11 \t 6 \t 1 \t 5 \t 25 \t -328\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -258 \t 3385\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 283 \t -3713\n", + "\t\t\t\t\t -541 \t 7098\n", + "GCD(39203, 2988) = 1, with coefficients -541 and 7098 such that 1 = (-541)*39203 + (7098)*2988\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2989 \t 13 \t 346 \t 1 \t 0\n", + "1 \t 2989 \t 346 \t 8 \t 221 \t 0 \t 1\n", + "2 \t 346 \t 221 \t 1 \t 125 \t 1 \t -13\n", + "3 \t 221 \t 125 \t 1 \t 96 \t -8 \t 105\n", + "4 \t 125 \t 96 \t 1 \t 29 \t 9 \t -118\n", + "5 \t 96 \t 29 \t 3 \t 9 \t -17 \t 223\n", + "6 \t 29 \t 9 \t 3 \t 2 \t 26 \t -341\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -95 \t 1246\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 311 \t -4079\n", + "\t\t\t\t\t -1339 \t 17562\n", + "GCD(39203, 2989) = 1, with coefficients -1339 and 17562 such that 1 = (-1339)*39203 + (17562)*2989\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2990 \t 13 \t 333 \t 1 \t 0\n", + "1 \t 2990 \t 333 \t 8 \t 326 \t 0 \t 1\n", + "2 \t 333 \t 326 \t 1 \t 7 \t 1 \t -13\n", + "3 \t 326 \t 7 \t 46 \t 4 \t -8 \t 105\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 9 \t -118\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -422 \t 5533\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 431 \t -5651\n", + "\t\t\t\t\t -853 \t 11184\n", + "GCD(39203, 2990) = 1, with coefficients -853 and 11184 such that 1 = (-853)*39203 + (11184)*2990\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2991 \t 13 \t 320 \t 1 \t 0\n", + "1 \t 2991 \t 320 \t 9 \t 111 \t 0 \t 1\n", + "2 \t 320 \t 111 \t 2 \t 98 \t 1 \t -13\n", + "3 \t 111 \t 98 \t 1 \t 13 \t -9 \t 118\n", + "4 \t 98 \t 13 \t 7 \t 7 \t 19 \t -249\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -28 \t 367\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 215 \t -2818\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -243 \t 3185\n", + "\t\t\t\t\t 458 \t -6003\n", + "GCD(39203, 2991) = 1, with coefficients 458 and -6003 such that 1 = (458)*39203 + (-6003)*2991\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2992 \t 13 \t 307 \t 1 \t 0\n", + "1 \t 2992 \t 307 \t 9 \t 229 \t 0 \t 1\n", + "2 \t 307 \t 229 \t 1 \t 78 \t 1 \t -13\n", + "3 \t 229 \t 78 \t 2 \t 73 \t -9 \t 118\n", + "4 \t 78 \t 73 \t 1 \t 5 \t 10 \t -131\n", + "5 \t 73 \t 5 \t 14 \t 3 \t -29 \t 380\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 39 \t -511\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -575 \t 7534\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 614 \t -8045\n", + "\t\t\t\t\t -1189 \t 15579\n", + "GCD(39203, 2992) = 1, with coefficients -1189 and 15579 such that 1 = (-1189)*39203 + (15579)*2992\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2993 \t 13 \t 294 \t 1 \t 0\n", + "1 \t 2993 \t 294 \t 10 \t 53 \t 0 \t 1\n", + "2 \t 294 \t 53 \t 5 \t 29 \t 1 \t -13\n", + "3 \t 53 \t 29 \t 1 \t 24 \t -10 \t 131\n", + "4 \t 29 \t 24 \t 1 \t 5 \t 51 \t -668\n", + "5 \t 24 \t 5 \t 4 \t 4 \t -61 \t 799\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 112 \t -1467\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -509 \t 6667\n", + "\t\t\t\t\t 621 \t -8134\n", + "GCD(39203, 2993) = 1, with coefficients 621 and -8134 such that 1 = (621)*39203 + (-8134)*2993\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2994 \t 13 \t 281 \t 1 \t 0\n", + "1 \t 2994 \t 281 \t 10 \t 184 \t 0 \t 1\n", + "2 \t 281 \t 184 \t 1 \t 97 \t 1 \t -13\n", + "3 \t 184 \t 97 \t 1 \t 87 \t -10 \t 131\n", + "4 \t 97 \t 87 \t 1 \t 10 \t 11 \t -144\n", + "5 \t 87 \t 10 \t 8 \t 7 \t -21 \t 275\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 32 \t -419\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -277 \t 3627\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 309 \t -4046\n", + "\t\t\t\t\t -895 \t 11719\n", + "GCD(39203, 2994) = 1, with coefficients -895 and 11719 such that 1 = (-895)*39203 + (11719)*2994\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2995 \t 13 \t 268 \t 1 \t 0\n", + "1 \t 2995 \t 268 \t 11 \t 47 \t 0 \t 1\n", + "2 \t 268 \t 47 \t 5 \t 33 \t 1 \t -13\n", + "3 \t 47 \t 33 \t 1 \t 14 \t -11 \t 144\n", + "4 \t 33 \t 14 \t 2 \t 5 \t 56 \t -733\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -67 \t 877\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 190 \t -2487\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -447 \t 5851\n", + "\t\t\t\t\t 637 \t -8338\n", + "GCD(39203, 2995) = 1, with coefficients 637 and -8338 such that 1 = (637)*39203 + (-8338)*2995\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2996 \t 13 \t 255 \t 1 \t 0\n", + "1 \t 2996 \t 255 \t 11 \t 191 \t 0 \t 1\n", + "2 \t 255 \t 191 \t 1 \t 64 \t 1 \t -13\n", + "3 \t 191 \t 64 \t 2 \t 63 \t -11 \t 144\n", + "4 \t 64 \t 63 \t 1 \t 1 \t 12 \t -157\n", + "5 \t 63 \t 1 \t 63 \t 0 \t -35 \t 458\n", + "\t\t\t\t\t 47 \t -615\n", + "GCD(39203, 2996) = 1, with coefficients 47 and -615 such that 1 = (47)*39203 + (-615)*2996\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2997 \t 13 \t 242 \t 1 \t 0\n", + "1 \t 2997 \t 242 \t 12 \t 93 \t 0 \t 1\n", + "2 \t 242 \t 93 \t 2 \t 56 \t 1 \t -13\n", + "3 \t 93 \t 56 \t 1 \t 37 \t -12 \t 157\n", + "4 \t 56 \t 37 \t 1 \t 19 \t 25 \t -327\n", + "5 \t 37 \t 19 \t 1 \t 18 \t -37 \t 484\n", + "6 \t 19 \t 18 \t 1 \t 1 \t 62 \t -811\n", + "7 \t 18 \t 1 \t 18 \t 0 \t -99 \t 1295\n", + "\t\t\t\t\t 161 \t -2106\n", + "GCD(39203, 2997) = 1, with coefficients 161 and -2106 such that 1 = (161)*39203 + (-2106)*2997\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2998 \t 13 \t 229 \t 1 \t 0\n", + "1 \t 2998 \t 229 \t 13 \t 21 \t 0 \t 1\n", + "2 \t 229 \t 21 \t 10 \t 19 \t 1 \t -13\n", + "3 \t 21 \t 19 \t 1 \t 2 \t -13 \t 170\n", + "4 \t 19 \t 2 \t 9 \t 1 \t 131 \t -1713\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -144 \t 1883\n", + "\t\t\t\t\t 1427 \t -18660\n", + "GCD(39203, 2998) = 1, with coefficients 1427 and -18660 such that 1 = (1427)*39203 + (-18660)*2998\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 2999 \t 13 \t 216 \t 1 \t 0\n", + "1 \t 2999 \t 216 \t 13 \t 191 \t 0 \t 1\n", + "2 \t 216 \t 191 \t 1 \t 25 \t 1 \t -13\n", + "3 \t 191 \t 25 \t 7 \t 16 \t -13 \t 170\n", + "4 \t 25 \t 16 \t 1 \t 9 \t 14 \t -183\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -111 \t 1451\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 125 \t -1634\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -236 \t 3085\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 361 \t -4719\n", + "\t\t\t\t\t -1319 \t 17242\n", + "GCD(39203, 2999) = 1, with coefficients -1319 and 17242 such that 1 = (-1319)*39203 + (17242)*2999\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3000 \t 13 \t 203 \t 1 \t 0\n", + "1 \t 3000 \t 203 \t 14 \t 158 \t 0 \t 1\n", + "2 \t 203 \t 158 \t 1 \t 45 \t 1 \t -13\n", + "3 \t 158 \t 45 \t 3 \t 23 \t -14 \t 183\n", + "4 \t 45 \t 23 \t 1 \t 22 \t 15 \t -196\n", + "5 \t 23 \t 22 \t 1 \t 1 \t -59 \t 771\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 74 \t -967\n", + "\t\t\t\t\t -133 \t 1738\n", + "GCD(39203, 3000) = 1, with coefficients -133 and 1738 such that 1 = (-133)*39203 + (1738)*3000\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3001 \t 13 \t 190 \t 1 \t 0\n", + "1 \t 3001 \t 190 \t 15 \t 151 \t 0 \t 1\n", + "2 \t 190 \t 151 \t 1 \t 39 \t 1 \t -13\n", + "3 \t 151 \t 39 \t 3 \t 34 \t -15 \t 196\n", + "4 \t 39 \t 34 \t 1 \t 5 \t 16 \t -209\n", + "5 \t 34 \t 5 \t 6 \t 4 \t -63 \t 823\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 79 \t -1032\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -537 \t 7015\n", + "\t\t\t\t\t 616 \t -8047\n", + "GCD(39203, 3001) = 1, with coefficients 616 and -8047 such that 1 = (616)*39203 + (-8047)*3001\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3002 \t 13 \t 177 \t 1 \t 0\n", + "1 \t 3002 \t 177 \t 16 \t 170 \t 0 \t 1\n", + "2 \t 177 \t 170 \t 1 \t 7 \t 1 \t -13\n", + "3 \t 170 \t 7 \t 24 \t 2 \t -16 \t 209\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 17 \t -222\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -424 \t 5537\n", + "\t\t\t\t\t 1289 \t -16833\n", + "GCD(39203, 3002) = 1, with coefficients 1289 and -16833 such that 1 = (1289)*39203 + (-16833)*3002\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3003 \t 13 \t 164 \t 1 \t 0\n", + "1 \t 3003 \t 164 \t 18 \t 51 \t 0 \t 1\n", + "2 \t 164 \t 51 \t 3 \t 11 \t 1 \t -13\n", + "3 \t 51 \t 11 \t 4 \t 7 \t -18 \t 235\n", + "4 \t 11 \t 7 \t 1 \t 4 \t 55 \t -718\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -238 \t 3107\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 293 \t -3825\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -531 \t 6932\n", + "\t\t\t\t\t 824 \t -10757\n", + "GCD(39203, 3003) = 1, with coefficients 824 and -10757 such that 1 = (824)*39203 + (-10757)*3003\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3004 \t 13 \t 151 \t 1 \t 0\n", + "1 \t 3004 \t 151 \t 19 \t 135 \t 0 \t 1\n", + "2 \t 151 \t 135 \t 1 \t 16 \t 1 \t -13\n", + "3 \t 135 \t 16 \t 8 \t 7 \t -19 \t 248\n", + "4 \t 16 \t 7 \t 2 \t 2 \t 20 \t -261\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -179 \t 2336\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 378 \t -4933\n", + "\t\t\t\t\t -1313 \t 17135\n", + "GCD(39203, 3004) = 1, with coefficients -1313 and 17135 such that 1 = (-1313)*39203 + (17135)*3004\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3005 \t 13 \t 138 \t 1 \t 0\n", + "1 \t 3005 \t 138 \t 21 \t 107 \t 0 \t 1\n", + "2 \t 138 \t 107 \t 1 \t 31 \t 1 \t -13\n", + "3 \t 107 \t 31 \t 3 \t 14 \t -21 \t 274\n", + "4 \t 31 \t 14 \t 2 \t 3 \t 22 \t -287\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -87 \t 1135\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 196 \t -2557\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -871 \t 11363\n", + "\t\t\t\t\t 1067 \t -13920\n", + "GCD(39203, 3005) = 1, with coefficients 1067 and -13920 such that 1 = (1067)*39203 + (-13920)*3005\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3006 \t 13 \t 125 \t 1 \t 0\n", + "1 \t 3006 \t 125 \t 24 \t 6 \t 0 \t 1\n", + "2 \t 125 \t 6 \t 20 \t 5 \t 1 \t -13\n", + "3 \t 6 \t 5 \t 1 \t 1 \t -24 \t 313\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 481 \t -6273\n", + "\t\t\t\t\t -505 \t 6586\n", + "GCD(39203, 3006) = 1, with coefficients -505 and 6586 such that 1 = (-505)*39203 + (6586)*3006\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3007 \t 13 \t 112 \t 1 \t 0\n", + "1 \t 3007 \t 112 \t 26 \t 95 \t 0 \t 1\n", + "2 \t 112 \t 95 \t 1 \t 17 \t 1 \t -13\n", + "3 \t 95 \t 17 \t 5 \t 10 \t -26 \t 339\n", + "4 \t 17 \t 10 \t 1 \t 7 \t 27 \t -352\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -161 \t 2099\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 188 \t -2451\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -349 \t 4550\n", + "\t\t\t\t\t 886 \t -11551\n", + "GCD(39203, 3007) = 1, with coefficients 886 and -11551 such that 1 = (886)*39203 + (-11551)*3007\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3008 \t 13 \t 99 \t 1 \t 0\n", + "1 \t 3008 \t 99 \t 30 \t 38 \t 0 \t 1\n", + "2 \t 99 \t 38 \t 2 \t 23 \t 1 \t -13\n", + "3 \t 38 \t 23 \t 1 \t 15 \t -30 \t 391\n", + "4 \t 23 \t 15 \t 1 \t 8 \t 61 \t -795\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -91 \t 1186\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 152 \t -1981\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -243 \t 3167\n", + "\t\t\t\t\t 395 \t -5148\n", + "GCD(39203, 3008) = 1, with coefficients 395 and -5148 such that 1 = (395)*39203 + (-5148)*3008\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3009 \t 13 \t 86 \t 1 \t 0\n", + "1 \t 3009 \t 86 \t 34 \t 85 \t 0 \t 1\n", + "2 \t 86 \t 85 \t 1 \t 1 \t 1 \t -13\n", + "3 \t 85 \t 1 \t 85 \t 0 \t -34 \t 443\n", + "\t\t\t\t\t 35 \t -456\n", + "GCD(39203, 3009) = 1, with coefficients 35 and -456 such that 1 = (35)*39203 + (-456)*3009\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3010 \t 13 \t 73 \t 1 \t 0\n", + "1 \t 3010 \t 73 \t 41 \t 17 \t 0 \t 1\n", + "2 \t 73 \t 17 \t 4 \t 5 \t 1 \t -13\n", + "3 \t 17 \t 5 \t 3 \t 2 \t -41 \t 534\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 165 \t -2149\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -536 \t 6981\n", + "\t\t\t\t\t 1237 \t -16111\n", + "GCD(39203, 3010) = 1, with coefficients 1237 and -16111 such that 1 = (1237)*39203 + (-16111)*3010\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3011 \t 13 \t 60 \t 1 \t 0\n", + "1 \t 3011 \t 60 \t 50 \t 11 \t 0 \t 1\n", + "2 \t 60 \t 11 \t 5 \t 5 \t 1 \t -13\n", + "3 \t 11 \t 5 \t 2 \t 1 \t -50 \t 651\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 251 \t -3268\n", + "\t\t\t\t\t -552 \t 7187\n", + "GCD(39203, 3011) = 1, with coefficients -552 and 7187 such that 1 = (-552)*39203 + (7187)*3011\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3012 \t 13 \t 47 \t 1 \t 0\n", + "1 \t 3012 \t 47 \t 64 \t 4 \t 0 \t 1\n", + "2 \t 47 \t 4 \t 11 \t 3 \t 1 \t -13\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -64 \t 833\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 705 \t -9176\n", + "\t\t\t\t\t -769 \t 10009\n", + "GCD(39203, 3012) = 1, with coefficients -769 and 10009 such that 1 = (-769)*39203 + (10009)*3012\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3013 \t 13 \t 34 \t 1 \t 0\n", + "1 \t 3013 \t 34 \t 88 \t 21 \t 0 \t 1\n", + "2 \t 34 \t 21 \t 1 \t 13 \t 1 \t -13\n", + "3 \t 21 \t 13 \t 1 \t 8 \t -88 \t 1145\n", + "4 \t 13 \t 8 \t 1 \t 5 \t 89 \t -1158\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -177 \t 2303\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 266 \t -3461\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -443 \t 5764\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 709 \t -9225\n", + "\t\t\t\t\t -1152 \t 14989\n", + "GCD(39203, 3013) = 1, with coefficients -1152 and 14989 such that 1 = (-1152)*39203 + (14989)*3013\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3014 \t 13 \t 21 \t 1 \t 0\n", + "1 \t 3014 \t 21 \t 143 \t 11 \t 0 \t 1\n", + "2 \t 21 \t 11 \t 1 \t 10 \t 1 \t -13\n", + "3 \t 11 \t 10 \t 1 \t 1 \t -143 \t 1860\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 144 \t -1873\n", + "\t\t\t\t\t -287 \t 3733\n", + "GCD(39203, 3014) = 1, with coefficients -287 and 3733 such that 1 = (-287)*39203 + (3733)*3014\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3015 \t 13 \t 8 \t 1 \t 0\n", + "1 \t 3015 \t 8 \t 376 \t 7 \t 0 \t 1\n", + "2 \t 8 \t 7 \t 1 \t 1 \t 1 \t -13\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -376 \t 4889\n", + "\t\t\t\t\t 377 \t -4902\n", + "GCD(39203, 3015) = 1, with coefficients 377 and -4902 such that 1 = (377)*39203 + (-4902)*3015\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3016 \t 12 \t 3011 \t 1 \t 0\n", + "1 \t 3016 \t 3011 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 3011 \t 5 \t 602 \t 1 \t 1 \t -12\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -1 \t 13\n", + "\t\t\t\t\t 603 \t -7838\n", + "GCD(39203, 3016) = 1, with coefficients 603 and -7838 such that 1 = (603)*39203 + (-7838)*3016\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3017 \t 12 \t 2999 \t 1 \t 0\n", + "1 \t 3017 \t 2999 \t 1 \t 18 \t 0 \t 1\n", + "2 \t 2999 \t 18 \t 166 \t 11 \t 1 \t -12\n", + "3 \t 18 \t 11 \t 1 \t 7 \t -1 \t 13\n", + "4 \t 11 \t 7 \t 1 \t 4 \t 167 \t -2170\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -168 \t 2183\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 335 \t -4353\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -503 \t 6536\n", + "\t\t\t\t\t 838 \t -10889\n", + "GCD(39203, 3017) = 1, with coefficients 838 and -10889 such that 1 = (838)*39203 + (-10889)*3017\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3018 \t 12 \t 2987 \t 1 \t 0\n", + "1 \t 3018 \t 2987 \t 1 \t 31 \t 0 \t 1\n", + "2 \t 2987 \t 31 \t 96 \t 11 \t 1 \t -12\n", + "3 \t 31 \t 11 \t 2 \t 9 \t -1 \t 13\n", + "4 \t 11 \t 9 \t 1 \t 2 \t 97 \t -1260\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -195 \t 2533\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 292 \t -3793\n", + "\t\t\t\t\t -1363 \t 17705\n", + "GCD(39203, 3018) = 1, with coefficients -1363 and 17705 such that 1 = (-1363)*39203 + (17705)*3018\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3019 \t 12 \t 2975 \t 1 \t 0\n", + "1 \t 3019 \t 2975 \t 1 \t 44 \t 0 \t 1\n", + "2 \t 2975 \t 44 \t 67 \t 27 \t 1 \t -12\n", + "3 \t 44 \t 27 \t 1 \t 17 \t -1 \t 13\n", + "4 \t 27 \t 17 \t 1 \t 10 \t 68 \t -883\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -69 \t 896\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 137 \t -1779\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -206 \t 2675\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 343 \t -4454\n", + "\t\t\t\t\t -892 \t 11583\n", + "GCD(39203, 3019) = 1, with coefficients -892 and 11583 such that 1 = (-892)*39203 + (11583)*3019\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3020 \t 12 \t 2963 \t 1 \t 0\n", + "1 \t 3020 \t 2963 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 2963 \t 57 \t 51 \t 56 \t 1 \t -12\n", + "3 \t 57 \t 56 \t 1 \t 1 \t -1 \t 13\n", + "4 \t 56 \t 1 \t 56 \t 0 \t 52 \t -675\n", + "\t\t\t\t\t -53 \t 688\n", + "GCD(39203, 3020) = 1, with coefficients -53 and 688 such that 1 = (-53)*39203 + (688)*3020\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3021 \t 12 \t 2951 \t 1 \t 0\n", + "1 \t 3021 \t 2951 \t 1 \t 70 \t 0 \t 1\n", + "2 \t 2951 \t 70 \t 42 \t 11 \t 1 \t -12\n", + "3 \t 70 \t 11 \t 6 \t 4 \t -1 \t 13\n", + "4 \t 11 \t 4 \t 2 \t 3 \t 43 \t -558\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -259 \t 3361\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 561 \t -7280\n", + "\t\t\t\t\t -820 \t 10641\n", + "GCD(39203, 3021) = 1, with coefficients -820 and 10641 such that 1 = (-820)*39203 + (10641)*3021\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3022 \t 12 \t 2939 \t 1 \t 0\n", + "1 \t 3022 \t 2939 \t 1 \t 83 \t 0 \t 1\n", + "2 \t 2939 \t 83 \t 35 \t 34 \t 1 \t -12\n", + "3 \t 83 \t 34 \t 2 \t 15 \t -1 \t 13\n", + "4 \t 34 \t 15 \t 2 \t 4 \t 36 \t -467\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -73 \t 947\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 182 \t -2361\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -619 \t 8030\n", + "\t\t\t\t\t 801 \t -10391\n", + "GCD(39203, 3022) = 1, with coefficients 801 and -10391 such that 1 = (801)*39203 + (-10391)*3022\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3023 \t 12 \t 2927 \t 1 \t 0\n", + "1 \t 3023 \t 2927 \t 1 \t 96 \t 0 \t 1\n", + "2 \t 2927 \t 96 \t 30 \t 47 \t 1 \t -12\n", + "3 \t 96 \t 47 \t 2 \t 2 \t -1 \t 13\n", + "4 \t 47 \t 2 \t 23 \t 1 \t 31 \t -402\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -63 \t 817\n", + "\t\t\t\t\t 1480 \t -19193\n", + "GCD(39203, 3023) = 1, with coefficients 1480 and -19193 such that 1 = (1480)*39203 + (-19193)*3023\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3024 \t 12 \t 2915 \t 1 \t 0\n", + "1 \t 3024 \t 2915 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 2915 \t 109 \t 26 \t 81 \t 1 \t -12\n", + "3 \t 109 \t 81 \t 1 \t 28 \t -1 \t 13\n", + "4 \t 81 \t 28 \t 2 \t 25 \t 27 \t -350\n", + "5 \t 28 \t 25 \t 1 \t 3 \t -28 \t 363\n", + "6 \t 25 \t 3 \t 8 \t 1 \t 83 \t -1076\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -111 \t 1439\n", + "\t\t\t\t\t 971 \t -12588\n", + "GCD(39203, 3024) = 1, with coefficients 971 and -12588 such that 1 = (971)*39203 + (-12588)*3024\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3025 \t 12 \t 2903 \t 1 \t 0\n", + "1 \t 3025 \t 2903 \t 1 \t 122 \t 0 \t 1\n", + "2 \t 2903 \t 122 \t 23 \t 97 \t 1 \t -12\n", + "3 \t 122 \t 97 \t 1 \t 25 \t -1 \t 13\n", + "4 \t 97 \t 25 \t 3 \t 22 \t 24 \t -311\n", + "5 \t 25 \t 22 \t 1 \t 3 \t -25 \t 324\n", + "6 \t 22 \t 3 \t 7 \t 1 \t 99 \t -1283\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -124 \t 1607\n", + "\t\t\t\t\t 967 \t -12532\n", + "GCD(39203, 3025) = 1, with coefficients 967 and -12532 such that 1 = (967)*39203 + (-12532)*3025\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3026 \t 12 \t 2891 \t 1 \t 0\n", + "1 \t 3026 \t 2891 \t 1 \t 135 \t 0 \t 1\n", + "2 \t 2891 \t 135 \t 21 \t 56 \t 1 \t -12\n", + "3 \t 135 \t 56 \t 2 \t 23 \t -1 \t 13\n", + "4 \t 56 \t 23 \t 2 \t 10 \t 22 \t -285\n", + "5 \t 23 \t 10 \t 2 \t 3 \t -45 \t 583\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 112 \t -1451\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -269 \t 3485\n", + "\t\t\t\t\t 919 \t -11906\n", + "GCD(39203, 3026) = 1, with coefficients 919 and -11906 such that 1 = (919)*39203 + (-11906)*3026\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3027 \t 12 \t 2879 \t 1 \t 0\n", + "1 \t 3027 \t 2879 \t 1 \t 148 \t 0 \t 1\n", + "2 \t 2879 \t 148 \t 19 \t 67 \t 1 \t -12\n", + "3 \t 148 \t 67 \t 2 \t 14 \t -1 \t 13\n", + "4 \t 67 \t 14 \t 4 \t 11 \t 20 \t -259\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -41 \t 531\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 184 \t -2383\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -225 \t 2914\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 859 \t -11125\n", + "\t\t\t\t\t -1084 \t 14039\n", + "GCD(39203, 3027) = 1, with coefficients -1084 and 14039 such that 1 = (-1084)*39203 + (14039)*3027\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3028 \t 12 \t 2867 \t 1 \t 0\n", + "1 \t 3028 \t 2867 \t 1 \t 161 \t 0 \t 1\n", + "2 \t 2867 \t 161 \t 17 \t 130 \t 1 \t -12\n", + "3 \t 161 \t 130 \t 1 \t 31 \t -1 \t 13\n", + "4 \t 130 \t 31 \t 4 \t 6 \t 18 \t -233\n", + "5 \t 31 \t 6 \t 5 \t 1 \t -19 \t 246\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 94 \t -1217\n", + "\t\t\t\t\t -489 \t 6331\n", + "GCD(39203, 3028) = 1, with coefficients -489 and 6331 such that 1 = (-489)*39203 + (6331)*3028\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3029 \t 12 \t 2855 \t 1 \t 0\n", + "1 \t 3029 \t 2855 \t 1 \t 174 \t 0 \t 1\n", + "2 \t 2855 \t 174 \t 16 \t 71 \t 1 \t -12\n", + "3 \t 174 \t 71 \t 2 \t 32 \t -1 \t 13\n", + "4 \t 71 \t 32 \t 2 \t 7 \t 17 \t -220\n", + "5 \t 32 \t 7 \t 4 \t 4 \t -35 \t 453\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 87 \t -1126\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -383 \t 4957\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 470 \t -6083\n", + "\t\t\t\t\t -853 \t 11040\n", + "GCD(39203, 3029) = 1, with coefficients -853 and 11040 such that 1 = (-853)*39203 + (11040)*3029\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3030 \t 12 \t 2843 \t 1 \t 0\n", + "1 \t 3030 \t 2843 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 2843 \t 187 \t 15 \t 38 \t 1 \t -12\n", + "3 \t 187 \t 38 \t 4 \t 35 \t -1 \t 13\n", + "4 \t 38 \t 35 \t 1 \t 3 \t 16 \t -207\n", + "5 \t 35 \t 3 \t 11 \t 2 \t -65 \t 841\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 81 \t -1048\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -956 \t 12369\n", + "\t\t\t\t\t 1037 \t -13417\n", + "GCD(39203, 3030) = 1, with coefficients 1037 and -13417 such that 1 = (1037)*39203 + (-13417)*3030\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3031 \t 12 \t 2831 \t 1 \t 0\n", + "1 \t 3031 \t 2831 \t 1 \t 200 \t 0 \t 1\n", + "2 \t 2831 \t 200 \t 14 \t 31 \t 1 \t -12\n", + "3 \t 200 \t 31 \t 6 \t 14 \t -1 \t 13\n", + "4 \t 31 \t 14 \t 2 \t 3 \t 15 \t -194\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -91 \t 1177\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 197 \t -2548\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -879 \t 11369\n", + "\t\t\t\t\t 1076 \t -13917\n", + "GCD(39203, 3031) = 1, with coefficients 1076 and -13917 such that 1 = (1076)*39203 + (-13917)*3031\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3032 \t 12 \t 2819 \t 1 \t 0\n", + "1 \t 3032 \t 2819 \t 1 \t 213 \t 0 \t 1\n", + "2 \t 2819 \t 213 \t 13 \t 50 \t 1 \t -12\n", + "3 \t 213 \t 50 \t 4 \t 13 \t -1 \t 13\n", + "4 \t 50 \t 13 \t 3 \t 11 \t 14 \t -181\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -57 \t 737\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 185 \t -2392\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -242 \t 3129\n", + "\t\t\t\t\t 1395 \t -18037\n", + "GCD(39203, 3032) = 1, with coefficients 1395 and -18037 such that 1 = (1395)*39203 + (-18037)*3032\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3033 \t 12 \t 2807 \t 1 \t 0\n", + "1 \t 3033 \t 2807 \t 1 \t 226 \t 0 \t 1\n", + "2 \t 2807 \t 226 \t 12 \t 95 \t 1 \t -12\n", + "3 \t 226 \t 95 \t 2 \t 36 \t -1 \t 13\n", + "4 \t 95 \t 36 \t 2 \t 23 \t 13 \t -168\n", + "5 \t 36 \t 23 \t 1 \t 13 \t -27 \t 349\n", + "6 \t 23 \t 13 \t 1 \t 10 \t 67 \t -866\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -94 \t 1215\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 161 \t -2081\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -255 \t 3296\n", + "\t\t\t\t\t 926 \t -11969\n", + "GCD(39203, 3033) = 1, with coefficients 926 and -11969 such that 1 = (926)*39203 + (-11969)*3033\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3034 \t 12 \t 2795 \t 1 \t 0\n", + "1 \t 3034 \t 2795 \t 1 \t 239 \t 0 \t 1\n", + "2 \t 2795 \t 239 \t 11 \t 166 \t 1 \t -12\n", + "3 \t 239 \t 166 \t 1 \t 73 \t -1 \t 13\n", + "4 \t 166 \t 73 \t 2 \t 20 \t 12 \t -155\n", + "5 \t 73 \t 20 \t 3 \t 13 \t -13 \t 168\n", + "6 \t 20 \t 13 \t 1 \t 7 \t 38 \t -491\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -127 \t 1641\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 165 \t -2132\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -292 \t 3773\n", + "\t\t\t\t\t 457 \t -5905\n", + "GCD(39203, 3034) = 1, with coefficients 457 and -5905 such that 1 = (457)*39203 + (-5905)*3034\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3035 \t 12 \t 2783 \t 1 \t 0\n", + "1 \t 3035 \t 2783 \t 1 \t 252 \t 0 \t 1\n", + "2 \t 2783 \t 252 \t 11 \t 11 \t 1 \t -12\n", + "3 \t 252 \t 11 \t 22 \t 10 \t -1 \t 13\n", + "4 \t 11 \t 10 \t 1 \t 1 \t 12 \t -155\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -265 \t 3423\n", + "\t\t\t\t\t 277 \t -3578\n", + "GCD(39203, 3035) = 1, with coefficients 277 and -3578 such that 1 = (277)*39203 + (-3578)*3035\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3036 \t 12 \t 2771 \t 1 \t 0\n", + "1 \t 3036 \t 2771 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 2771 \t 265 \t 10 \t 121 \t 1 \t -12\n", + "3 \t 265 \t 121 \t 2 \t 23 \t -1 \t 13\n", + "4 \t 121 \t 23 \t 5 \t 6 \t 11 \t -142\n", + "5 \t 23 \t 6 \t 3 \t 5 \t -23 \t 297\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 126 \t -1627\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -401 \t 5178\n", + "\t\t\t\t\t 527 \t -6805\n", + "GCD(39203, 3036) = 1, with coefficients 527 and -6805 such that 1 = (527)*39203 + (-6805)*3036\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3037 \t 12 \t 2759 \t 1 \t 0\n", + "1 \t 3037 \t 2759 \t 1 \t 278 \t 0 \t 1\n", + "2 \t 2759 \t 278 \t 9 \t 257 \t 1 \t -12\n", + "3 \t 278 \t 257 \t 1 \t 21 \t -1 \t 13\n", + "4 \t 257 \t 21 \t 12 \t 5 \t 10 \t -129\n", + "5 \t 21 \t 5 \t 4 \t 1 \t -11 \t 142\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 142 \t -1833\n", + "\t\t\t\t\t -579 \t 7474\n", + "GCD(39203, 3037) = 1, with coefficients -579 and 7474 such that 1 = (-579)*39203 + (7474)*3037\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3038 \t 12 \t 2747 \t 1 \t 0\n", + "1 \t 3038 \t 2747 \t 1 \t 291 \t 0 \t 1\n", + "2 \t 2747 \t 291 \t 9 \t 128 \t 1 \t -12\n", + "3 \t 291 \t 128 \t 2 \t 35 \t -1 \t 13\n", + "4 \t 128 \t 35 \t 3 \t 23 \t 10 \t -129\n", + "5 \t 35 \t 23 \t 1 \t 12 \t -21 \t 271\n", + "6 \t 23 \t 12 \t 1 \t 11 \t 73 \t -942\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -94 \t 1213\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 167 \t -2155\n", + "\t\t\t\t\t -261 \t 3368\n", + "GCD(39203, 3038) = 1, with coefficients -261 and 3368 such that 1 = (-261)*39203 + (3368)*3038\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3039 \t 12 \t 2735 \t 1 \t 0\n", + "1 \t 3039 \t 2735 \t 1 \t 304 \t 0 \t 1\n", + "2 \t 2735 \t 304 \t 8 \t 303 \t 1 \t -12\n", + "3 \t 304 \t 303 \t 1 \t 1 \t -1 \t 13\n", + "4 \t 303 \t 1 \t 303 \t 0 \t 9 \t -116\n", + "\t\t\t\t\t -10 \t 129\n", + "GCD(39203, 3039) = 1, with coefficients -10 and 129 such that 1 = (-10)*39203 + (129)*3039\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3040 \t 12 \t 2723 \t 1 \t 0\n", + "1 \t 3040 \t 2723 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 2723 \t 317 \t 8 \t 187 \t 1 \t -12\n", + "3 \t 317 \t 187 \t 1 \t 130 \t -1 \t 13\n", + "4 \t 187 \t 130 \t 1 \t 57 \t 9 \t -116\n", + "5 \t 130 \t 57 \t 2 \t 16 \t -10 \t 129\n", + "6 \t 57 \t 16 \t 3 \t 9 \t 19 \t -245\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -48 \t 619\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 163 \t -2102\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -211 \t 2721\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 374 \t -4823\n", + "\t\t\t\t\t -1333 \t 17190\n", + "GCD(39203, 3040) = 1, with coefficients -1333 and 17190 such that 1 = (-1333)*39203 + (17190)*3040\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3041 \t 12 \t 2711 \t 1 \t 0\n", + "1 \t 3041 \t 2711 \t 1 \t 330 \t 0 \t 1\n", + "2 \t 2711 \t 330 \t 8 \t 71 \t 1 \t -12\n", + "3 \t 330 \t 71 \t 4 \t 46 \t -1 \t 13\n", + "4 \t 71 \t 46 \t 1 \t 25 \t 9 \t -116\n", + "5 \t 46 \t 25 \t 1 \t 21 \t -37 \t 477\n", + "6 \t 25 \t 21 \t 1 \t 4 \t 46 \t -593\n", + "7 \t 21 \t 4 \t 5 \t 1 \t -83 \t 1070\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 129 \t -1663\n", + "\t\t\t\t\t -728 \t 9385\n", + "GCD(39203, 3041) = 1, with coefficients -728 and 9385 such that 1 = (-728)*39203 + (9385)*3041\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3042 \t 12 \t 2699 \t 1 \t 0\n", + "1 \t 3042 \t 2699 \t 1 \t 343 \t 0 \t 1\n", + "2 \t 2699 \t 343 \t 7 \t 298 \t 1 \t -12\n", + "3 \t 343 \t 298 \t 1 \t 45 \t -1 \t 13\n", + "4 \t 298 \t 45 \t 6 \t 28 \t 8 \t -103\n", + "5 \t 45 \t 28 \t 1 \t 17 \t -9 \t 116\n", + "6 \t 28 \t 17 \t 1 \t 11 \t 62 \t -799\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -71 \t 915\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 133 \t -1714\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -204 \t 2629\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 337 \t -4343\n", + "\t\t\t\t\t -541 \t 6972\n", + "GCD(39203, 3042) = 1, with coefficients -541 and 6972 such that 1 = (-541)*39203 + (6972)*3042\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3043 \t 12 \t 2687 \t 1 \t 0\n", + "1 \t 3043 \t 2687 \t 1 \t 356 \t 0 \t 1\n", + "2 \t 2687 \t 356 \t 7 \t 195 \t 1 \t -12\n", + "3 \t 356 \t 195 \t 1 \t 161 \t -1 \t 13\n", + "4 \t 195 \t 161 \t 1 \t 34 \t 8 \t -103\n", + "5 \t 161 \t 34 \t 4 \t 25 \t -9 \t 116\n", + "6 \t 34 \t 25 \t 1 \t 9 \t 17 \t -219\n", + "7 \t 25 \t 9 \t 2 \t 7 \t -77 \t 992\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 94 \t -1211\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -265 \t 3414\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 359 \t -4625\n", + "\t\t\t\t\t -1342 \t 17289\n", + "GCD(39203, 3043) = 1, with coefficients -1342 and 17289 such that 1 = (-1342)*39203 + (17289)*3043\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3044 \t 12 \t 2675 \t 1 \t 0\n", + "1 \t 3044 \t 2675 \t 1 \t 369 \t 0 \t 1\n", + "2 \t 2675 \t 369 \t 7 \t 92 \t 1 \t -12\n", + "3 \t 369 \t 92 \t 4 \t 1 \t -1 \t 13\n", + "4 \t 92 \t 1 \t 92 \t 0 \t 8 \t -103\n", + "\t\t\t\t\t -33 \t 425\n", + "GCD(39203, 3044) = 1, with coefficients -33 and 425 such that 1 = (-33)*39203 + (425)*3044\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3045 \t 12 \t 2663 \t 1 \t 0\n", + "1 \t 3045 \t 2663 \t 1 \t 382 \t 0 \t 1\n", + "2 \t 2663 \t 382 \t 6 \t 371 \t 1 \t -12\n", + "3 \t 382 \t 371 \t 1 \t 11 \t -1 \t 13\n", + "4 \t 371 \t 11 \t 33 \t 8 \t 7 \t -90\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -8 \t 103\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 271 \t -3489\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -279 \t 3592\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 829 \t -10673\n", + "\t\t\t\t\t -1108 \t 14265\n", + "GCD(39203, 3045) = 1, with coefficients -1108 and 14265 such that 1 = (-1108)*39203 + (14265)*3045\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3046 \t 12 \t 2651 \t 1 \t 0\n", + "1 \t 3046 \t 2651 \t 1 \t 395 \t 0 \t 1\n", + "2 \t 2651 \t 395 \t 6 \t 281 \t 1 \t -12\n", + "3 \t 395 \t 281 \t 1 \t 114 \t -1 \t 13\n", + "4 \t 281 \t 114 \t 2 \t 53 \t 7 \t -90\n", + "5 \t 114 \t 53 \t 2 \t 8 \t -8 \t 103\n", + "6 \t 53 \t 8 \t 6 \t 5 \t 23 \t -296\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -54 \t 695\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 347 \t -4466\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -401 \t 5161\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 748 \t -9627\n", + "\t\t\t\t\t -1149 \t 14788\n", + "GCD(39203, 3046) = 1, with coefficients -1149 and 14788 such that 1 = (-1149)*39203 + (14788)*3046\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3047 \t 12 \t 2639 \t 1 \t 0\n", + "1 \t 3047 \t 2639 \t 1 \t 408 \t 0 \t 1\n", + "2 \t 2639 \t 408 \t 6 \t 191 \t 1 \t -12\n", + "3 \t 408 \t 191 \t 2 \t 26 \t -1 \t 13\n", + "4 \t 191 \t 26 \t 7 \t 9 \t 7 \t -90\n", + "5 \t 26 \t 9 \t 2 \t 8 \t -15 \t 193\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 112 \t -1441\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -239 \t 3075\n", + "\t\t\t\t\t 351 \t -4516\n", + "GCD(39203, 3047) = 1, with coefficients 351 and -4516 such that 1 = (351)*39203 + (-4516)*3047\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3048 \t 12 \t 2627 \t 1 \t 0\n", + "1 \t 3048 \t 2627 \t 1 \t 421 \t 0 \t 1\n", + "2 \t 2627 \t 421 \t 6 \t 101 \t 1 \t -12\n", + "3 \t 421 \t 101 \t 4 \t 17 \t -1 \t 13\n", + "4 \t 101 \t 17 \t 5 \t 16 \t 7 \t -90\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -29 \t 373\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 152 \t -1955\n", + "\t\t\t\t\t -181 \t 2328\n", + "GCD(39203, 3048) = 1, with coefficients -181 and 2328 such that 1 = (-181)*39203 + (2328)*3048\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3049 \t 12 \t 2615 \t 1 \t 0\n", + "1 \t 3049 \t 2615 \t 1 \t 434 \t 0 \t 1\n", + "2 \t 2615 \t 434 \t 6 \t 11 \t 1 \t -12\n", + "3 \t 434 \t 11 \t 39 \t 5 \t -1 \t 13\n", + "4 \t 11 \t 5 \t 2 \t 1 \t 7 \t -90\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -274 \t 3523\n", + "\t\t\t\t\t 555 \t -7136\n", + "GCD(39203, 3049) = 1, with coefficients 555 and -7136 such that 1 = (555)*39203 + (-7136)*3049\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3050 \t 12 \t 2603 \t 1 \t 0\n", + "1 \t 3050 \t 2603 \t 1 \t 447 \t 0 \t 1\n", + "2 \t 2603 \t 447 \t 5 \t 368 \t 1 \t -12\n", + "3 \t 447 \t 368 \t 1 \t 79 \t -1 \t 13\n", + "4 \t 368 \t 79 \t 4 \t 52 \t 6 \t -77\n", + "5 \t 79 \t 52 \t 1 \t 27 \t -7 \t 90\n", + "6 \t 52 \t 27 \t 1 \t 25 \t 34 \t -437\n", + "7 \t 27 \t 25 \t 1 \t 2 \t -41 \t 527\n", + "8 \t 25 \t 2 \t 12 \t 1 \t 75 \t -964\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -116 \t 1491\n", + "\t\t\t\t\t 1467 \t -18856\n", + "GCD(39203, 3050) = 1, with coefficients 1467 and -18856 such that 1 = (1467)*39203 + (-18856)*3050\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3051 \t 12 \t 2591 \t 1 \t 0\n", + "1 \t 3051 \t 2591 \t 1 \t 460 \t 0 \t 1\n", + "2 \t 2591 \t 460 \t 5 \t 291 \t 1 \t -12\n", + "3 \t 460 \t 291 \t 1 \t 169 \t -1 \t 13\n", + "4 \t 291 \t 169 \t 1 \t 122 \t 6 \t -77\n", + "5 \t 169 \t 122 \t 1 \t 47 \t -7 \t 90\n", + "6 \t 122 \t 47 \t 2 \t 28 \t 13 \t -167\n", + "7 \t 47 \t 28 \t 1 \t 19 \t -20 \t 257\n", + "8 \t 28 \t 19 \t 1 \t 9 \t 53 \t -681\n", + "9 \t 19 \t 9 \t 2 \t 1 \t -73 \t 938\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 126 \t -1619\n", + "\t\t\t\t\t -325 \t 4176\n", + "GCD(39203, 3051) = 1, with coefficients -325 and 4176 such that 1 = (-325)*39203 + (4176)*3051\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3052 \t 12 \t 2579 \t 1 \t 0\n", + "1 \t 3052 \t 2579 \t 1 \t 473 \t 0 \t 1\n", + "2 \t 2579 \t 473 \t 5 \t 214 \t 1 \t -12\n", + "3 \t 473 \t 214 \t 2 \t 45 \t -1 \t 13\n", + "4 \t 214 \t 45 \t 4 \t 34 \t 6 \t -77\n", + "5 \t 45 \t 34 \t 1 \t 11 \t -13 \t 167\n", + "6 \t 34 \t 11 \t 3 \t 1 \t 58 \t -745\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -71 \t 912\n", + "\t\t\t\t\t 271 \t -3481\n", + "GCD(39203, 3052) = 1, with coefficients 271 and -3481 such that 1 = (271)*39203 + (-3481)*3052\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3053 \t 12 \t 2567 \t 1 \t 0\n", + "1 \t 3053 \t 2567 \t 1 \t 486 \t 0 \t 1\n", + "2 \t 2567 \t 486 \t 5 \t 137 \t 1 \t -12\n", + "3 \t 486 \t 137 \t 3 \t 75 \t -1 \t 13\n", + "4 \t 137 \t 75 \t 1 \t 62 \t 6 \t -77\n", + "5 \t 75 \t 62 \t 1 \t 13 \t -19 \t 244\n", + "6 \t 62 \t 13 \t 4 \t 10 \t 25 \t -321\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -44 \t 565\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 201 \t -2581\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -245 \t 3146\n", + "\t\t\t\t\t 936 \t -12019\n", + "GCD(39203, 3053) = 1, with coefficients 936 and -12019 such that 1 = (936)*39203 + (-12019)*3053\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3054 \t 12 \t 2555 \t 1 \t 0\n", + "1 \t 3054 \t 2555 \t 1 \t 499 \t 0 \t 1\n", + "2 \t 2555 \t 499 \t 5 \t 60 \t 1 \t -12\n", + "3 \t 499 \t 60 \t 8 \t 19 \t -1 \t 13\n", + "4 \t 60 \t 19 \t 3 \t 3 \t 6 \t -77\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -49 \t 629\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 153 \t -1964\n", + "\t\t\t\t\t -967 \t 12413\n", + "GCD(39203, 3054) = 1, with coefficients -967 and 12413 such that 1 = (-967)*39203 + (12413)*3054\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3055 \t 12 \t 2543 \t 1 \t 0\n", + "1 \t 3055 \t 2543 \t 1 \t 512 \t 0 \t 1\n", + "2 \t 2543 \t 512 \t 4 \t 495 \t 1 \t -12\n", + "3 \t 512 \t 495 \t 1 \t 17 \t -1 \t 13\n", + "4 \t 495 \t 17 \t 29 \t 2 \t 5 \t -64\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -6 \t 77\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 179 \t -2297\n", + "\t\t\t\t\t -1438 \t 18453\n", + "GCD(39203, 3055) = 1, with coefficients -1438 and 18453 such that 1 = (-1438)*39203 + (18453)*3055\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3056 \t 12 \t 2531 \t 1 \t 0\n", + "1 \t 3056 \t 2531 \t 1 \t 525 \t 0 \t 1\n", + "2 \t 2531 \t 525 \t 4 \t 431 \t 1 \t -12\n", + "3 \t 525 \t 431 \t 1 \t 94 \t -1 \t 13\n", + "4 \t 431 \t 94 \t 4 \t 55 \t 5 \t -64\n", + "5 \t 94 \t 55 \t 1 \t 39 \t -6 \t 77\n", + "6 \t 55 \t 39 \t 1 \t 16 \t 29 \t -372\n", + "7 \t 39 \t 16 \t 2 \t 7 \t -35 \t 449\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 64 \t -821\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -163 \t 2091\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 390 \t -5003\n", + "\t\t\t\t\t -1333 \t 17100\n", + "GCD(39203, 3056) = 1, with coefficients -1333 and 17100 such that 1 = (-1333)*39203 + (17100)*3056\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3057 \t 12 \t 2519 \t 1 \t 0\n", + "1 \t 3057 \t 2519 \t 1 \t 538 \t 0 \t 1\n", + "2 \t 2519 \t 538 \t 4 \t 367 \t 1 \t -12\n", + "3 \t 538 \t 367 \t 1 \t 171 \t -1 \t 13\n", + "4 \t 367 \t 171 \t 2 \t 25 \t 5 \t -64\n", + "5 \t 171 \t 25 \t 6 \t 21 \t -6 \t 77\n", + "6 \t 25 \t 21 \t 1 \t 4 \t 17 \t -218\n", + "7 \t 21 \t 4 \t 5 \t 1 \t -108 \t 1385\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 125 \t -1603\n", + "\t\t\t\t\t -733 \t 9400\n", + "GCD(39203, 3057) = 1, with coefficients -733 and 9400 such that 1 = (-733)*39203 + (9400)*3057\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3058 \t 12 \t 2507 \t 1 \t 0\n", + "1 \t 3058 \t 2507 \t 1 \t 551 \t 0 \t 1\n", + "2 \t 2507 \t 551 \t 4 \t 303 \t 1 \t -12\n", + "3 \t 551 \t 303 \t 1 \t 248 \t -1 \t 13\n", + "4 \t 303 \t 248 \t 1 \t 55 \t 5 \t -64\n", + "5 \t 248 \t 55 \t 4 \t 28 \t -6 \t 77\n", + "6 \t 55 \t 28 \t 1 \t 27 \t 11 \t -141\n", + "7 \t 28 \t 27 \t 1 \t 1 \t -50 \t 641\n", + "8 \t 27 \t 1 \t 27 \t 0 \t 61 \t -782\n", + "\t\t\t\t\t -111 \t 1423\n", + "GCD(39203, 3058) = 1, with coefficients -111 and 1423 such that 1 = (-111)*39203 + (1423)*3058\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3059 \t 12 \t 2495 \t 1 \t 0\n", + "1 \t 3059 \t 2495 \t 1 \t 564 \t 0 \t 1\n", + "2 \t 2495 \t 564 \t 4 \t 239 \t 1 \t -12\n", + "3 \t 564 \t 239 \t 2 \t 86 \t -1 \t 13\n", + "4 \t 239 \t 86 \t 2 \t 67 \t 5 \t -64\n", + "5 \t 86 \t 67 \t 1 \t 19 \t -11 \t 141\n", + "6 \t 67 \t 19 \t 3 \t 10 \t 27 \t -346\n", + "7 \t 19 \t 10 \t 1 \t 9 \t -38 \t 487\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 141 \t -1807\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -179 \t 2294\n", + "\t\t\t\t\t 320 \t -4101\n", + "GCD(39203, 3059) = 1, with coefficients 320 and -4101 such that 1 = (320)*39203 + (-4101)*3059\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3060 \t 12 \t 2483 \t 1 \t 0\n", + "1 \t 3060 \t 2483 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 2483 \t 577 \t 4 \t 175 \t 1 \t -12\n", + "3 \t 577 \t 175 \t 3 \t 52 \t -1 \t 13\n", + "4 \t 175 \t 52 \t 3 \t 19 \t 5 \t -64\n", + "5 \t 52 \t 19 \t 2 \t 14 \t -16 \t 205\n", + "6 \t 19 \t 14 \t 1 \t 5 \t 53 \t -679\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -122 \t 1563\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 175 \t -2242\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -472 \t 6047\n", + "\t\t\t\t\t 647 \t -8289\n", + "GCD(39203, 3060) = 1, with coefficients 647 and -8289 such that 1 = (647)*39203 + (-8289)*3060\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3061 \t 12 \t 2471 \t 1 \t 0\n", + "1 \t 3061 \t 2471 \t 1 \t 590 \t 0 \t 1\n", + "2 \t 2471 \t 590 \t 4 \t 111 \t 1 \t -12\n", + "3 \t 590 \t 111 \t 5 \t 35 \t -1 \t 13\n", + "4 \t 111 \t 35 \t 3 \t 6 \t 5 \t -64\n", + "5 \t 35 \t 6 \t 5 \t 5 \t -26 \t 333\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 83 \t -1063\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -441 \t 5648\n", + "\t\t\t\t\t 524 \t -6711\n", + "GCD(39203, 3061) = 1, with coefficients 524 and -6711 such that 1 = (524)*39203 + (-6711)*3061\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3062 \t 12 \t 2459 \t 1 \t 0\n", + "1 \t 3062 \t 2459 \t 1 \t 603 \t 0 \t 1\n", + "2 \t 2459 \t 603 \t 4 \t 47 \t 1 \t -12\n", + "3 \t 603 \t 47 \t 12 \t 39 \t -1 \t 13\n", + "4 \t 47 \t 39 \t 1 \t 8 \t 5 \t -64\n", + "5 \t 39 \t 8 \t 4 \t 7 \t -61 \t 781\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 66 \t -845\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -325 \t 4161\n", + "\t\t\t\t\t 391 \t -5006\n", + "GCD(39203, 3062) = 1, with coefficients 391 and -5006 such that 1 = (391)*39203 + (-5006)*3062\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3063 \t 12 \t 2447 \t 1 \t 0\n", + "1 \t 3063 \t 2447 \t 1 \t 616 \t 0 \t 1\n", + "2 \t 2447 \t 616 \t 3 \t 599 \t 1 \t -12\n", + "3 \t 616 \t 599 \t 1 \t 17 \t -1 \t 13\n", + "4 \t 599 \t 17 \t 35 \t 4 \t 4 \t -51\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -5 \t 64\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 179 \t -2291\n", + "\t\t\t\t\t -721 \t 9228\n", + "GCD(39203, 3063) = 1, with coefficients -721 and 9228 such that 1 = (-721)*39203 + (9228)*3063\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3064 \t 12 \t 2435 \t 1 \t 0\n", + "1 \t 3064 \t 2435 \t 1 \t 629 \t 0 \t 1\n", + "2 \t 2435 \t 629 \t 3 \t 548 \t 1 \t -12\n", + "3 \t 629 \t 548 \t 1 \t 81 \t -1 \t 13\n", + "4 \t 548 \t 81 \t 6 \t 62 \t 4 \t -51\n", + "5 \t 81 \t 62 \t 1 \t 19 \t -5 \t 64\n", + "6 \t 62 \t 19 \t 3 \t 5 \t 34 \t -435\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -39 \t 499\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 151 \t -1932\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -492 \t 6295\n", + "\t\t\t\t\t 643 \t -8227\n", + "GCD(39203, 3064) = 1, with coefficients 643 and -8227 such that 1 = (643)*39203 + (-8227)*3064\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3065 \t 12 \t 2423 \t 1 \t 0\n", + "1 \t 3065 \t 2423 \t 1 \t 642 \t 0 \t 1\n", + "2 \t 2423 \t 642 \t 3 \t 497 \t 1 \t -12\n", + "3 \t 642 \t 497 \t 1 \t 145 \t -1 \t 13\n", + "4 \t 497 \t 145 \t 3 \t 62 \t 4 \t -51\n", + "5 \t 145 \t 62 \t 2 \t 21 \t -5 \t 64\n", + "6 \t 62 \t 21 \t 2 \t 20 \t 19 \t -243\n", + "7 \t 21 \t 20 \t 1 \t 1 \t -43 \t 550\n", + "8 \t 20 \t 1 \t 20 \t 0 \t 105 \t -1343\n", + "\t\t\t\t\t -148 \t 1893\n", + "GCD(39203, 3065) = 1, with coefficients -148 and 1893 such that 1 = (-148)*39203 + (1893)*3065\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3066 \t 12 \t 2411 \t 1 \t 0\n", + "1 \t 3066 \t 2411 \t 1 \t 655 \t 0 \t 1\n", + "2 \t 2411 \t 655 \t 3 \t 446 \t 1 \t -12\n", + "3 \t 655 \t 446 \t 1 \t 209 \t -1 \t 13\n", + "4 \t 446 \t 209 \t 2 \t 28 \t 4 \t -51\n", + "5 \t 209 \t 28 \t 7 \t 13 \t -5 \t 64\n", + "6 \t 28 \t 13 \t 2 \t 2 \t 14 \t -179\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -103 \t 1317\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 220 \t -2813\n", + "\t\t\t\t\t -1423 \t 18195\n", + "GCD(39203, 3066) = 1, with coefficients -1423 and 18195 such that 1 = (-1423)*39203 + (18195)*3066\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3067 \t 12 \t 2399 \t 1 \t 0\n", + "1 \t 3067 \t 2399 \t 1 \t 668 \t 0 \t 1\n", + "2 \t 2399 \t 668 \t 3 \t 395 \t 1 \t -12\n", + "3 \t 668 \t 395 \t 1 \t 273 \t -1 \t 13\n", + "4 \t 395 \t 273 \t 1 \t 122 \t 4 \t -51\n", + "5 \t 273 \t 122 \t 2 \t 29 \t -5 \t 64\n", + "6 \t 122 \t 29 \t 4 \t 6 \t 9 \t -115\n", + "7 \t 29 \t 6 \t 4 \t 5 \t -23 \t 294\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 101 \t -1291\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -427 \t 5458\n", + "\t\t\t\t\t 528 \t -6749\n", + "GCD(39203, 3067) = 1, with coefficients 528 and -6749 such that 1 = (528)*39203 + (-6749)*3067\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3068 \t 12 \t 2387 \t 1 \t 0\n", + "1 \t 3068 \t 2387 \t 1 \t 681 \t 0 \t 1\n", + "2 \t 2387 \t 681 \t 3 \t 344 \t 1 \t -12\n", + "3 \t 681 \t 344 \t 1 \t 337 \t -1 \t 13\n", + "4 \t 344 \t 337 \t 1 \t 7 \t 4 \t -51\n", + "5 \t 337 \t 7 \t 48 \t 1 \t -5 \t 64\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 9 \t -115\n", + "\t\t\t\t\t -437 \t 5584\n", + "GCD(39203, 3068) = 1, with coefficients -437 and 5584 such that 1 = (-437)*39203 + (5584)*3068\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3069 \t 12 \t 2375 \t 1 \t 0\n", + "1 \t 3069 \t 2375 \t 1 \t 694 \t 0 \t 1\n", + "2 \t 2375 \t 694 \t 3 \t 293 \t 1 \t -12\n", + "3 \t 694 \t 293 \t 2 \t 108 \t -1 \t 13\n", + "4 \t 293 \t 108 \t 2 \t 77 \t 4 \t -51\n", + "5 \t 108 \t 77 \t 1 \t 31 \t -9 \t 115\n", + "6 \t 77 \t 31 \t 2 \t 15 \t 22 \t -281\n", + "7 \t 31 \t 15 \t 2 \t 1 \t -31 \t 396\n", + "8 \t 15 \t 1 \t 15 \t 0 \t 84 \t -1073\n", + "\t\t\t\t\t -199 \t 2542\n", + "GCD(39203, 3069) = 1, with coefficients -199 and 2542 such that 1 = (-199)*39203 + (2542)*3069\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3070 \t 12 \t 2363 \t 1 \t 0\n", + "1 \t 3070 \t 2363 \t 1 \t 707 \t 0 \t 1\n", + "2 \t 2363 \t 707 \t 3 \t 242 \t 1 \t -12\n", + "3 \t 707 \t 242 \t 2 \t 223 \t -1 \t 13\n", + "4 \t 242 \t 223 \t 1 \t 19 \t 4 \t -51\n", + "5 \t 223 \t 19 \t 11 \t 14 \t -9 \t 115\n", + "6 \t 19 \t 14 \t 1 \t 5 \t 13 \t -166\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -152 \t 1941\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 165 \t -2107\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -482 \t 6155\n", + "\t\t\t\t\t 647 \t -8262\n", + "GCD(39203, 3070) = 1, with coefficients 647 and -8262 such that 1 = (647)*39203 + (-8262)*3070\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3071 \t 12 \t 2351 \t 1 \t 0\n", + "1 \t 3071 \t 2351 \t 1 \t 720 \t 0 \t 1\n", + "2 \t 2351 \t 720 \t 3 \t 191 \t 1 \t -12\n", + "3 \t 720 \t 191 \t 3 \t 147 \t -1 \t 13\n", + "4 \t 191 \t 147 \t 1 \t 44 \t 4 \t -51\n", + "5 \t 147 \t 44 \t 3 \t 15 \t -13 \t 166\n", + "6 \t 44 \t 15 \t 2 \t 14 \t 17 \t -217\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -64 \t 817\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 145 \t -1851\n", + "\t\t\t\t\t -209 \t 2668\n", + "GCD(39203, 3071) = 1, with coefficients -209 and 2668 such that 1 = (-209)*39203 + (2668)*3071\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3072 \t 12 \t 2339 \t 1 \t 0\n", + "1 \t 3072 \t 2339 \t 1 \t 733 \t 0 \t 1\n", + "2 \t 2339 \t 733 \t 3 \t 140 \t 1 \t -12\n", + "3 \t 733 \t 140 \t 5 \t 33 \t -1 \t 13\n", + "4 \t 140 \t 33 \t 4 \t 8 \t 4 \t -51\n", + "5 \t 33 \t 8 \t 4 \t 1 \t -21 \t 268\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 88 \t -1123\n", + "\t\t\t\t\t -373 \t 4760\n", + "GCD(39203, 3072) = 1, with coefficients -373 and 4760 such that 1 = (-373)*39203 + (4760)*3072\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3073 \t 12 \t 2327 \t 1 \t 0\n", + "1 \t 3073 \t 2327 \t 1 \t 746 \t 0 \t 1\n", + "2 \t 2327 \t 746 \t 3 \t 89 \t 1 \t -12\n", + "3 \t 746 \t 89 \t 8 \t 34 \t -1 \t 13\n", + "4 \t 89 \t 34 \t 2 \t 21 \t 4 \t -51\n", + "5 \t 34 \t 21 \t 1 \t 13 \t -33 \t 421\n", + "6 \t 21 \t 13 \t 1 \t 8 \t 70 \t -893\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -103 \t 1314\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 173 \t -2207\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -276 \t 3521\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 449 \t -5728\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -725 \t 9249\n", + "\t\t\t\t\t 1174 \t -14977\n", + "GCD(39203, 3073) = 1, with coefficients 1174 and -14977 such that 1 = (1174)*39203 + (-14977)*3073\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3074 \t 12 \t 2315 \t 1 \t 0\n", + "1 \t 3074 \t 2315 \t 1 \t 759 \t 0 \t 1\n", + "2 \t 2315 \t 759 \t 3 \t 38 \t 1 \t -12\n", + "3 \t 759 \t 38 \t 19 \t 37 \t -1 \t 13\n", + "4 \t 38 \t 37 \t 1 \t 1 \t 4 \t -51\n", + "5 \t 37 \t 1 \t 37 \t 0 \t -77 \t 982\n", + "\t\t\t\t\t 81 \t -1033\n", + "GCD(39203, 3074) = 1, with coefficients 81 and -1033 such that 1 = (81)*39203 + (-1033)*3074\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3075 \t 12 \t 2303 \t 1 \t 0\n", + "1 \t 3075 \t 2303 \t 1 \t 772 \t 0 \t 1\n", + "2 \t 2303 \t 772 \t 2 \t 759 \t 1 \t -12\n", + "3 \t 772 \t 759 \t 1 \t 13 \t -1 \t 13\n", + "4 \t 759 \t 13 \t 58 \t 5 \t 3 \t -38\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -4 \t 51\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 235 \t -2996\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -474 \t 6043\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 709 \t -9039\n", + "\t\t\t\t\t -1183 \t 15082\n", + "GCD(39203, 3075) = 1, with coefficients -1183 and 15082 such that 1 = (-1183)*39203 + (15082)*3075\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3076 \t 12 \t 2291 \t 1 \t 0\n", + "1 \t 3076 \t 2291 \t 1 \t 785 \t 0 \t 1\n", + "2 \t 2291 \t 785 \t 2 \t 721 \t 1 \t -12\n", + "3 \t 785 \t 721 \t 1 \t 64 \t -1 \t 13\n", + "4 \t 721 \t 64 \t 11 \t 17 \t 3 \t -38\n", + "5 \t 64 \t 17 \t 3 \t 13 \t -4 \t 51\n", + "6 \t 17 \t 13 \t 1 \t 4 \t 47 \t -599\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -145 \t 1848\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 192 \t -2447\n", + "\t\t\t\t\t -721 \t 9189\n", + "GCD(39203, 3076) = 1, with coefficients -721 and 9189 such that 1 = (-721)*39203 + (9189)*3076\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3077 \t 12 \t 2279 \t 1 \t 0\n", + "1 \t 3077 \t 2279 \t 1 \t 798 \t 0 \t 1\n", + "2 \t 2279 \t 798 \t 2 \t 683 \t 1 \t -12\n", + "3 \t 798 \t 683 \t 1 \t 115 \t -1 \t 13\n", + "4 \t 683 \t 115 \t 5 \t 108 \t 3 \t -38\n", + "5 \t 115 \t 108 \t 1 \t 7 \t -4 \t 51\n", + "6 \t 108 \t 7 \t 15 \t 3 \t 23 \t -293\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -27 \t 344\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 428 \t -5453\n", + "\t\t\t\t\t -883 \t 11250\n", + "GCD(39203, 3077) = 1, with coefficients -883 and 11250 such that 1 = (-883)*39203 + (11250)*3077\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3078 \t 12 \t 2267 \t 1 \t 0\n", + "1 \t 3078 \t 2267 \t 1 \t 811 \t 0 \t 1\n", + "2 \t 2267 \t 811 \t 2 \t 645 \t 1 \t -12\n", + "3 \t 811 \t 645 \t 1 \t 166 \t -1 \t 13\n", + "4 \t 645 \t 166 \t 3 \t 147 \t 3 \t -38\n", + "5 \t 166 \t 147 \t 1 \t 19 \t -4 \t 51\n", + "6 \t 147 \t 19 \t 7 \t 14 \t 15 \t -191\n", + "7 \t 19 \t 14 \t 1 \t 5 \t -19 \t 242\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 148 \t -1885\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -167 \t 2127\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 482 \t -6139\n", + "\t\t\t\t\t -649 \t 8266\n", + "GCD(39203, 3078) = 1, with coefficients -649 and 8266 such that 1 = (-649)*39203 + (8266)*3078\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3079 \t 12 \t 2255 \t 1 \t 0\n", + "1 \t 3079 \t 2255 \t 1 \t 824 \t 0 \t 1\n", + "2 \t 2255 \t 824 \t 2 \t 607 \t 1 \t -12\n", + "3 \t 824 \t 607 \t 1 \t 217 \t -1 \t 13\n", + "4 \t 607 \t 217 \t 2 \t 173 \t 3 \t -38\n", + "5 \t 217 \t 173 \t 1 \t 44 \t -4 \t 51\n", + "6 \t 173 \t 44 \t 3 \t 41 \t 11 \t -140\n", + "7 \t 44 \t 41 \t 1 \t 3 \t -15 \t 191\n", + "8 \t 41 \t 3 \t 13 \t 2 \t 56 \t -713\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -71 \t 904\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 979 \t -12465\n", + "\t\t\t\t\t -1050 \t 13369\n", + "GCD(39203, 3079) = 1, with coefficients -1050 and 13369 such that 1 = (-1050)*39203 + (13369)*3079\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3080 \t 12 \t 2243 \t 1 \t 0\n", + "1 \t 3080 \t 2243 \t 1 \t 837 \t 0 \t 1\n", + "2 \t 2243 \t 837 \t 2 \t 569 \t 1 \t -12\n", + "3 \t 837 \t 569 \t 1 \t 268 \t -1 \t 13\n", + "4 \t 569 \t 268 \t 2 \t 33 \t 3 \t -38\n", + "5 \t 268 \t 33 \t 8 \t 4 \t -4 \t 51\n", + "6 \t 33 \t 4 \t 8 \t 1 \t 11 \t -140\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -92 \t 1171\n", + "\t\t\t\t\t 747 \t -9508\n", + "GCD(39203, 3080) = 1, with coefficients 747 and -9508 such that 1 = (747)*39203 + (-9508)*3080\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3081 \t 12 \t 2231 \t 1 \t 0\n", + "1 \t 3081 \t 2231 \t 1 \t 850 \t 0 \t 1\n", + "2 \t 2231 \t 850 \t 2 \t 531 \t 1 \t -12\n", + "3 \t 850 \t 531 \t 1 \t 319 \t -1 \t 13\n", + "4 \t 531 \t 319 \t 1 \t 212 \t 3 \t -38\n", + "5 \t 319 \t 212 \t 1 \t 107 \t -4 \t 51\n", + "6 \t 212 \t 107 \t 1 \t 105 \t 7 \t -89\n", + "7 \t 107 \t 105 \t 1 \t 2 \t -11 \t 140\n", + "8 \t 105 \t 2 \t 52 \t 1 \t 18 \t -229\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -29 \t 369\n", + "\t\t\t\t\t 1526 \t -19417\n", + "GCD(39203, 3081) = 1, with coefficients 1526 and -19417 such that 1 = (1526)*39203 + (-19417)*3081\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3082 \t 12 \t 2219 \t 1 \t 0\n", + "1 \t 3082 \t 2219 \t 1 \t 863 \t 0 \t 1\n", + "2 \t 2219 \t 863 \t 2 \t 493 \t 1 \t -12\n", + "3 \t 863 \t 493 \t 1 \t 370 \t -1 \t 13\n", + "4 \t 493 \t 370 \t 1 \t 123 \t 3 \t -38\n", + "5 \t 370 \t 123 \t 3 \t 1 \t -4 \t 51\n", + "6 \t 123 \t 1 \t 123 \t 0 \t 7 \t -89\n", + "\t\t\t\t\t -25 \t 318\n", + "GCD(39203, 3082) = 1, with coefficients -25 and 318 such that 1 = (-25)*39203 + (318)*3082\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3083 \t 12 \t 2207 \t 1 \t 0\n", + "1 \t 3083 \t 2207 \t 1 \t 876 \t 0 \t 1\n", + "2 \t 2207 \t 876 \t 2 \t 455 \t 1 \t -12\n", + "3 \t 876 \t 455 \t 1 \t 421 \t -1 \t 13\n", + "4 \t 455 \t 421 \t 1 \t 34 \t 3 \t -38\n", + "5 \t 421 \t 34 \t 12 \t 13 \t -4 \t 51\n", + "6 \t 34 \t 13 \t 2 \t 8 \t 7 \t -89\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -88 \t 1119\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 183 \t -2327\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -271 \t 3446\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 454 \t -5773\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -725 \t 9219\n", + "\t\t\t\t\t 1179 \t -14992\n", + "GCD(39203, 3083) = 1, with coefficients 1179 and -14992 such that 1 = (1179)*39203 + (-14992)*3083\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3084 \t 12 \t 2195 \t 1 \t 0\n", + "1 \t 3084 \t 2195 \t 1 \t 889 \t 0 \t 1\n", + "2 \t 2195 \t 889 \t 2 \t 417 \t 1 \t -12\n", + "3 \t 889 \t 417 \t 2 \t 55 \t -1 \t 13\n", + "4 \t 417 \t 55 \t 7 \t 32 \t 3 \t -38\n", + "5 \t 55 \t 32 \t 1 \t 23 \t -7 \t 89\n", + "6 \t 32 \t 23 \t 1 \t 9 \t 52 \t -661\n", + "7 \t 23 \t 9 \t 2 \t 5 \t -59 \t 750\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 111 \t -1411\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -281 \t 3572\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 392 \t -4983\n", + "\t\t\t\t\t -673 \t 8555\n", + "GCD(39203, 3084) = 1, with coefficients -673 and 8555 such that 1 = (-673)*39203 + (8555)*3084\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3085 \t 12 \t 2183 \t 1 \t 0\n", + "1 \t 3085 \t 2183 \t 1 \t 902 \t 0 \t 1\n", + "2 \t 2183 \t 902 \t 2 \t 379 \t 1 \t -12\n", + "3 \t 902 \t 379 \t 2 \t 144 \t -1 \t 13\n", + "4 \t 379 \t 144 \t 2 \t 91 \t 3 \t -38\n", + "5 \t 144 \t 91 \t 1 \t 53 \t -7 \t 89\n", + "6 \t 91 \t 53 \t 1 \t 38 \t 17 \t -216\n", + "7 \t 53 \t 38 \t 1 \t 15 \t -24 \t 305\n", + "8 \t 38 \t 15 \t 2 \t 8 \t 41 \t -521\n", + "9 \t 15 \t 8 \t 1 \t 7 \t -65 \t 826\n", + "10 \t 8 \t 7 \t 1 \t 1 \t 171 \t -2173\n", + "11 \t 7 \t 1 \t 7 \t 0 \t -236 \t 2999\n", + "\t\t\t\t\t 407 \t -5172\n", + "GCD(39203, 3085) = 1, with coefficients 407 and -5172 such that 1 = (407)*39203 + (-5172)*3085\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3086 \t 12 \t 2171 \t 1 \t 0\n", + "1 \t 3086 \t 2171 \t 1 \t 915 \t 0 \t 1\n", + "2 \t 2171 \t 915 \t 2 \t 341 \t 1 \t -12\n", + "3 \t 915 \t 341 \t 2 \t 233 \t -1 \t 13\n", + "4 \t 341 \t 233 \t 1 \t 108 \t 3 \t -38\n", + "5 \t 233 \t 108 \t 2 \t 17 \t -7 \t 89\n", + "6 \t 108 \t 17 \t 6 \t 6 \t 10 \t -127\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -27 \t 343\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 172 \t -2185\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -371 \t 4713\n", + "\t\t\t\t\t 543 \t -6898\n", + "GCD(39203, 3086) = 1, with coefficients 543 and -6898 such that 1 = (543)*39203 + (-6898)*3086\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3087 \t 12 \t 2159 \t 1 \t 0\n", + "1 \t 3087 \t 2159 \t 1 \t 928 \t 0 \t 1\n", + "2 \t 2159 \t 928 \t 2 \t 303 \t 1 \t -12\n", + "3 \t 928 \t 303 \t 3 \t 19 \t -1 \t 13\n", + "4 \t 303 \t 19 \t 15 \t 18 \t 3 \t -38\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -10 \t 127\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 153 \t -1943\n", + "\t\t\t\t\t -163 \t 2070\n", + "GCD(39203, 3087) = 1, with coefficients -163 and 2070 such that 1 = (-163)*39203 + (2070)*3087\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3088 \t 12 \t 2147 \t 1 \t 0\n", + "1 \t 3088 \t 2147 \t 1 \t 941 \t 0 \t 1\n", + "2 \t 2147 \t 941 \t 2 \t 265 \t 1 \t -12\n", + "3 \t 941 \t 265 \t 3 \t 146 \t -1 \t 13\n", + "4 \t 265 \t 146 \t 1 \t 119 \t 3 \t -38\n", + "5 \t 146 \t 119 \t 1 \t 27 \t -10 \t 127\n", + "6 \t 119 \t 27 \t 4 \t 11 \t 13 \t -165\n", + "7 \t 27 \t 11 \t 2 \t 5 \t -23 \t 292\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 105 \t -1333\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -233 \t 2958\n", + "\t\t\t\t\t 571 \t -7249\n", + "GCD(39203, 3088) = 1, with coefficients 571 and -7249 such that 1 = (571)*39203 + (-7249)*3088\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3089 \t 12 \t 2135 \t 1 \t 0\n", + "1 \t 3089 \t 2135 \t 1 \t 954 \t 0 \t 1\n", + "2 \t 2135 \t 954 \t 2 \t 227 \t 1 \t -12\n", + "3 \t 954 \t 227 \t 4 \t 46 \t -1 \t 13\n", + "4 \t 227 \t 46 \t 4 \t 43 \t 3 \t -38\n", + "5 \t 46 \t 43 \t 1 \t 3 \t -13 \t 165\n", + "6 \t 43 \t 3 \t 14 \t 1 \t 55 \t -698\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -68 \t 863\n", + "\t\t\t\t\t 1007 \t -12780\n", + "GCD(39203, 3089) = 1, with coefficients 1007 and -12780 such that 1 = (1007)*39203 + (-12780)*3089\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3090 \t 12 \t 2123 \t 1 \t 0\n", + "1 \t 3090 \t 2123 \t 1 \t 967 \t 0 \t 1\n", + "2 \t 2123 \t 967 \t 2 \t 189 \t 1 \t -12\n", + "3 \t 967 \t 189 \t 5 \t 22 \t -1 \t 13\n", + "4 \t 189 \t 22 \t 8 \t 13 \t 3 \t -38\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -16 \t 203\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 131 \t -1662\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -147 \t 1865\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 278 \t -3527\n", + "\t\t\t\t\t -703 \t 8919\n", + "GCD(39203, 3090) = 1, with coefficients -703 and 8919 such that 1 = (-703)*39203 + (8919)*3090\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3091 \t 12 \t 2111 \t 1 \t 0\n", + "1 \t 3091 \t 2111 \t 1 \t 980 \t 0 \t 1\n", + "2 \t 2111 \t 980 \t 2 \t 151 \t 1 \t -12\n", + "3 \t 980 \t 151 \t 6 \t 74 \t -1 \t 13\n", + "4 \t 151 \t 74 \t 2 \t 3 \t 3 \t -38\n", + "5 \t 74 \t 3 \t 24 \t 2 \t -19 \t 241\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 41 \t -520\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1003 \t 12721\n", + "\t\t\t\t\t 1044 \t -13241\n", + "GCD(39203, 3091) = 1, with coefficients 1044 and -13241 such that 1 = (1044)*39203 + (-13241)*3091\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3092 \t 12 \t 2099 \t 1 \t 0\n", + "1 \t 3092 \t 2099 \t 1 \t 993 \t 0 \t 1\n", + "2 \t 2099 \t 993 \t 2 \t 113 \t 1 \t -12\n", + "3 \t 993 \t 113 \t 8 \t 89 \t -1 \t 13\n", + "4 \t 113 \t 89 \t 1 \t 24 \t 3 \t -38\n", + "5 \t 89 \t 24 \t 3 \t 17 \t -25 \t 317\n", + "6 \t 24 \t 17 \t 1 \t 7 \t 28 \t -355\n", + "7 \t 17 \t 7 \t 2 \t 3 \t -109 \t 1382\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 137 \t -1737\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -383 \t 4856\n", + "\t\t\t\t\t 903 \t -11449\n", + "GCD(39203, 3092) = 1, with coefficients 903 and -11449 such that 1 = (903)*39203 + (-11449)*3092\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3093 \t 12 \t 2087 \t 1 \t 0\n", + "1 \t 3093 \t 2087 \t 1 \t 1006 \t 0 \t 1\n", + "2 \t 2087 \t 1006 \t 2 \t 75 \t 1 \t -12\n", + "3 \t 1006 \t 75 \t 13 \t 31 \t -1 \t 13\n", + "4 \t 75 \t 31 \t 2 \t 13 \t 3 \t -38\n", + "5 \t 31 \t 13 \t 2 \t 5 \t -40 \t 507\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 83 \t -1052\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -206 \t 2611\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 495 \t -6274\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -701 \t 8885\n", + "\t\t\t\t\t 1196 \t -15159\n", + "GCD(39203, 3093) = 1, with coefficients 1196 and -15159 such that 1 = (1196)*39203 + (-15159)*3093\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3094 \t 12 \t 2075 \t 1 \t 0\n", + "1 \t 3094 \t 2075 \t 1 \t 1019 \t 0 \t 1\n", + "2 \t 2075 \t 1019 \t 2 \t 37 \t 1 \t -12\n", + "3 \t 1019 \t 37 \t 27 \t 20 \t -1 \t 13\n", + "4 \t 37 \t 20 \t 1 \t 17 \t 3 \t -38\n", + "5 \t 20 \t 17 \t 1 \t 3 \t -82 \t 1039\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 85 \t -1077\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -167 \t 2116\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 920 \t -11657\n", + "\t\t\t\t\t -1087 \t 13773\n", + "GCD(39203, 3094) = 1, with coefficients -1087 and 13773 such that 1 = (-1087)*39203 + (13773)*3094\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3095 \t 12 \t 2063 \t 1 \t 0\n", + "1 \t 3095 \t 2063 \t 1 \t 1032 \t 0 \t 1\n", + "2 \t 2063 \t 1032 \t 1 \t 1031 \t 1 \t -12\n", + "3 \t 1032 \t 1031 \t 1 \t 1 \t -1 \t 13\n", + "4 \t 1031 \t 1 \t 1031 \t 0 \t 2 \t -25\n", + "\t\t\t\t\t -3 \t 38\n", + "GCD(39203, 3095) = 1, with coefficients -3 and 38 such that 1 = (-3)*39203 + (38)*3095\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3096 \t 12 \t 2051 \t 1 \t 0\n", + "1 \t 3096 \t 2051 \t 1 \t 1045 \t 0 \t 1\n", + "2 \t 2051 \t 1045 \t 1 \t 1006 \t 1 \t -12\n", + "3 \t 1045 \t 1006 \t 1 \t 39 \t -1 \t 13\n", + "4 \t 1006 \t 39 \t 25 \t 31 \t 2 \t -25\n", + "5 \t 39 \t 31 \t 1 \t 8 \t -3 \t 38\n", + "6 \t 31 \t 8 \t 3 \t 7 \t 77 \t -975\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -80 \t 1013\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 317 \t -4014\n", + "\t\t\t\t\t -397 \t 5027\n", + "GCD(39203, 3096) = 1, with coefficients -397 and 5027 such that 1 = (-397)*39203 + (5027)*3096\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3097 \t 12 \t 2039 \t 1 \t 0\n", + "1 \t 3097 \t 2039 \t 1 \t 1058 \t 0 \t 1\n", + "2 \t 2039 \t 1058 \t 1 \t 981 \t 1 \t -12\n", + "3 \t 1058 \t 981 \t 1 \t 77 \t -1 \t 13\n", + "4 \t 981 \t 77 \t 12 \t 57 \t 2 \t -25\n", + "5 \t 77 \t 57 \t 1 \t 20 \t -3 \t 38\n", + "6 \t 57 \t 20 \t 2 \t 17 \t 38 \t -481\n", + "7 \t 20 \t 17 \t 1 \t 3 \t -41 \t 519\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 120 \t -1519\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -161 \t 2038\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 925 \t -11709\n", + "\t\t\t\t\t -1086 \t 13747\n", + "GCD(39203, 3097) = 1, with coefficients -1086 and 13747 such that 1 = (-1086)*39203 + (13747)*3097\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3098 \t 12 \t 2027 \t 1 \t 0\n", + "1 \t 3098 \t 2027 \t 1 \t 1071 \t 0 \t 1\n", + "2 \t 2027 \t 1071 \t 1 \t 956 \t 1 \t -12\n", + "3 \t 1071 \t 956 \t 1 \t 115 \t -1 \t 13\n", + "4 \t 956 \t 115 \t 8 \t 36 \t 2 \t -25\n", + "5 \t 115 \t 36 \t 3 \t 7 \t -3 \t 38\n", + "6 \t 36 \t 7 \t 5 \t 1 \t 26 \t -329\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -81 \t 1025\n", + "\t\t\t\t\t 431 \t -5454\n", + "GCD(39203, 3098) = 1, with coefficients 431 and -5454 such that 1 = (431)*39203 + (-5454)*3098\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3099 \t 12 \t 2015 \t 1 \t 0\n", + "1 \t 3099 \t 2015 \t 1 \t 1084 \t 0 \t 1\n", + "2 \t 2015 \t 1084 \t 1 \t 931 \t 1 \t -12\n", + "3 \t 1084 \t 931 \t 1 \t 153 \t -1 \t 13\n", + "4 \t 931 \t 153 \t 6 \t 13 \t 2 \t -25\n", + "5 \t 153 \t 13 \t 11 \t 10 \t -3 \t 38\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 20 \t -253\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -223 \t 2821\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 243 \t -3074\n", + "\t\t\t\t\t -952 \t 12043\n", + "GCD(39203, 3099) = 1, with coefficients -952 and 12043 such that 1 = (-952)*39203 + (12043)*3099\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3100 \t 12 \t 2003 \t 1 \t 0\n", + "1 \t 3100 \t 2003 \t 1 \t 1097 \t 0 \t 1\n", + "2 \t 2003 \t 1097 \t 1 \t 906 \t 1 \t -12\n", + "3 \t 1097 \t 906 \t 1 \t 191 \t -1 \t 13\n", + "4 \t 906 \t 191 \t 4 \t 142 \t 2 \t -25\n", + "5 \t 191 \t 142 \t 1 \t 49 \t -3 \t 38\n", + "6 \t 142 \t 49 \t 2 \t 44 \t 14 \t -177\n", + "7 \t 49 \t 44 \t 1 \t 5 \t -17 \t 215\n", + "8 \t 44 \t 5 \t 8 \t 4 \t 48 \t -607\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -65 \t 822\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 568 \t -7183\n", + "\t\t\t\t\t -633 \t 8005\n", + "GCD(39203, 3100) = 1, with coefficients -633 and 8005 such that 1 = (-633)*39203 + (8005)*3100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3101 \t 12 \t 1991 \t 1 \t 0\n", + "1 \t 3101 \t 1991 \t 1 \t 1110 \t 0 \t 1\n", + "2 \t 1991 \t 1110 \t 1 \t 881 \t 1 \t -12\n", + "3 \t 1110 \t 881 \t 1 \t 229 \t -1 \t 13\n", + "4 \t 881 \t 229 \t 3 \t 194 \t 2 \t -25\n", + "5 \t 229 \t 194 \t 1 \t 35 \t -3 \t 38\n", + "6 \t 194 \t 35 \t 5 \t 19 \t 11 \t -139\n", + "7 \t 35 \t 19 \t 1 \t 16 \t -14 \t 177\n", + "8 \t 19 \t 16 \t 1 \t 3 \t 81 \t -1024\n", + "9 \t 16 \t 3 \t 5 \t 1 \t -95 \t 1201\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 176 \t -2225\n", + "\t\t\t\t\t -975 \t 12326\n", + "GCD(39203, 3101) = 1, with coefficients -975 and 12326 such that 1 = (-975)*39203 + (12326)*3101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3102 \t 12 \t 1979 \t 1 \t 0\n", + "1 \t 3102 \t 1979 \t 1 \t 1123 \t 0 \t 1\n", + "2 \t 1979 \t 1123 \t 1 \t 856 \t 1 \t -12\n", + "3 \t 1123 \t 856 \t 1 \t 267 \t -1 \t 13\n", + "4 \t 856 \t 267 \t 3 \t 55 \t 2 \t -25\n", + "5 \t 267 \t 55 \t 4 \t 47 \t -3 \t 38\n", + "6 \t 55 \t 47 \t 1 \t 8 \t 11 \t -139\n", + "7 \t 47 \t 8 \t 5 \t 7 \t -47 \t 594\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 58 \t -733\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -337 \t 4259\n", + "\t\t\t\t\t 395 \t -4992\n", + "GCD(39203, 3102) = 1, with coefficients 395 and -4992 such that 1 = (395)*39203 + (-4992)*3102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3103 \t 12 \t 1967 \t 1 \t 0\n", + "1 \t 3103 \t 1967 \t 1 \t 1136 \t 0 \t 1\n", + "2 \t 1967 \t 1136 \t 1 \t 831 \t 1 \t -12\n", + "3 \t 1136 \t 831 \t 1 \t 305 \t -1 \t 13\n", + "4 \t 831 \t 305 \t 2 \t 221 \t 2 \t -25\n", + "5 \t 305 \t 221 \t 1 \t 84 \t -3 \t 38\n", + "6 \t 221 \t 84 \t 2 \t 53 \t 8 \t -101\n", + "7 \t 84 \t 53 \t 1 \t 31 \t -11 \t 139\n", + "8 \t 53 \t 31 \t 1 \t 22 \t 30 \t -379\n", + "9 \t 31 \t 22 \t 1 \t 9 \t -41 \t 518\n", + "10 \t 22 \t 9 \t 2 \t 4 \t 71 \t -897\n", + "11 \t 9 \t 4 \t 2 \t 1 \t -112 \t 1415\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 295 \t -3727\n", + "\t\t\t\t\t -702 \t 8869\n", + "GCD(39203, 3103) = 1, with coefficients -702 and 8869 such that 1 = (-702)*39203 + (8869)*3103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3104 \t 12 \t 1955 \t 1 \t 0\n", + "1 \t 3104 \t 1955 \t 1 \t 1149 \t 0 \t 1\n", + "2 \t 1955 \t 1149 \t 1 \t 806 \t 1 \t -12\n", + "3 \t 1149 \t 806 \t 1 \t 343 \t -1 \t 13\n", + "4 \t 806 \t 343 \t 2 \t 120 \t 2 \t -25\n", + "5 \t 343 \t 120 \t 2 \t 103 \t -3 \t 38\n", + "6 \t 120 \t 103 \t 1 \t 17 \t 8 \t -101\n", + "7 \t 103 \t 17 \t 6 \t 1 \t -19 \t 240\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 27 \t -341\n", + "\t\t\t\t\t -181 \t 2286\n", + "GCD(39203, 3104) = 1, with coefficients -181 and 2286 such that 1 = (-181)*39203 + (2286)*3104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3105 \t 12 \t 1943 \t 1 \t 0\n", + "1 \t 3105 \t 1943 \t 1 \t 1162 \t 0 \t 1\n", + "2 \t 1943 \t 1162 \t 1 \t 781 \t 1 \t -12\n", + "3 \t 1162 \t 781 \t 1 \t 381 \t -1 \t 13\n", + "4 \t 781 \t 381 \t 2 \t 19 \t 2 \t -25\n", + "5 \t 381 \t 19 \t 20 \t 1 \t -3 \t 38\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 8 \t -101\n", + "\t\t\t\t\t -163 \t 2058\n", + "GCD(39203, 3105) = 1, with coefficients -163 and 2058 such that 1 = (-163)*39203 + (2058)*3105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3106 \t 12 \t 1931 \t 1 \t 0\n", + "1 \t 3106 \t 1931 \t 1 \t 1175 \t 0 \t 1\n", + "2 \t 1931 \t 1175 \t 1 \t 756 \t 1 \t -12\n", + "3 \t 1175 \t 756 \t 1 \t 419 \t -1 \t 13\n", + "4 \t 756 \t 419 \t 1 \t 337 \t 2 \t -25\n", + "5 \t 419 \t 337 \t 1 \t 82 \t -3 \t 38\n", + "6 \t 337 \t 82 \t 4 \t 9 \t 5 \t -63\n", + "7 \t 82 \t 9 \t 9 \t 1 \t -8 \t 101\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 37 \t -467\n", + "\t\t\t\t\t -341 \t 4304\n", + "GCD(39203, 3106) = 1, with coefficients -341 and 4304 such that 1 = (-341)*39203 + (4304)*3106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3107 \t 12 \t 1919 \t 1 \t 0\n", + "1 \t 3107 \t 1919 \t 1 \t 1188 \t 0 \t 1\n", + "2 \t 1919 \t 1188 \t 1 \t 731 \t 1 \t -12\n", + "3 \t 1188 \t 731 \t 1 \t 457 \t -1 \t 13\n", + "4 \t 731 \t 457 \t 1 \t 274 \t 2 \t -25\n", + "5 \t 457 \t 274 \t 1 \t 183 \t -3 \t 38\n", + "6 \t 274 \t 183 \t 1 \t 91 \t 5 \t -63\n", + "7 \t 183 \t 91 \t 2 \t 1 \t -8 \t 101\n", + "8 \t 91 \t 1 \t 91 \t 0 \t 13 \t -164\n", + "\t\t\t\t\t -34 \t 429\n", + "GCD(39203, 3107) = 1, with coefficients -34 and 429 such that 1 = (-34)*39203 + (429)*3107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3108 \t 12 \t 1907 \t 1 \t 0\n", + "1 \t 3108 \t 1907 \t 1 \t 1201 \t 0 \t 1\n", + "2 \t 1907 \t 1201 \t 1 \t 706 \t 1 \t -12\n", + "3 \t 1201 \t 706 \t 1 \t 495 \t -1 \t 13\n", + "4 \t 706 \t 495 \t 1 \t 211 \t 2 \t -25\n", + "5 \t 495 \t 211 \t 2 \t 73 \t -3 \t 38\n", + "6 \t 211 \t 73 \t 2 \t 65 \t 5 \t -63\n", + "7 \t 73 \t 65 \t 1 \t 8 \t -13 \t 164\n", + "8 \t 65 \t 8 \t 8 \t 1 \t 31 \t -391\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -44 \t 555\n", + "\t\t\t\t\t 383 \t -4831\n", + "GCD(39203, 3108) = 1, with coefficients 383 and -4831 such that 1 = (383)*39203 + (-4831)*3108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3109 \t 12 \t 1895 \t 1 \t 0\n", + "1 \t 3109 \t 1895 \t 1 \t 1214 \t 0 \t 1\n", + "2 \t 1895 \t 1214 \t 1 \t 681 \t 1 \t -12\n", + "3 \t 1214 \t 681 \t 1 \t 533 \t -1 \t 13\n", + "4 \t 681 \t 533 \t 1 \t 148 \t 2 \t -25\n", + "5 \t 533 \t 148 \t 3 \t 89 \t -3 \t 38\n", + "6 \t 148 \t 89 \t 1 \t 59 \t 5 \t -63\n", + "7 \t 89 \t 59 \t 1 \t 30 \t -18 \t 227\n", + "8 \t 59 \t 30 \t 1 \t 29 \t 23 \t -290\n", + "9 \t 30 \t 29 \t 1 \t 1 \t -41 \t 517\n", + "10 \t 29 \t 1 \t 29 \t 0 \t 64 \t -807\n", + "\t\t\t\t\t -105 \t 1324\n", + "GCD(39203, 3109) = 1, with coefficients -105 and 1324 such that 1 = (-105)*39203 + (1324)*3109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3110 \t 12 \t 1883 \t 1 \t 0\n", + "1 \t 3110 \t 1883 \t 1 \t 1227 \t 0 \t 1\n", + "2 \t 1883 \t 1227 \t 1 \t 656 \t 1 \t -12\n", + "3 \t 1227 \t 656 \t 1 \t 571 \t -1 \t 13\n", + "4 \t 656 \t 571 \t 1 \t 85 \t 2 \t -25\n", + "5 \t 571 \t 85 \t 6 \t 61 \t -3 \t 38\n", + "6 \t 85 \t 61 \t 1 \t 24 \t 5 \t -63\n", + "7 \t 61 \t 24 \t 2 \t 13 \t -33 \t 416\n", + "8 \t 24 \t 13 \t 1 \t 11 \t 38 \t -479\n", + "9 \t 13 \t 11 \t 1 \t 2 \t -109 \t 1374\n", + "10 \t 11 \t 2 \t 5 \t 1 \t 147 \t -1853\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -256 \t 3227\n", + "\t\t\t\t\t 1427 \t -17988\n", + "GCD(39203, 3110) = 1, with coefficients 1427 and -17988 such that 1 = (1427)*39203 + (-17988)*3110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3111 \t 12 \t 1871 \t 1 \t 0\n", + "1 \t 3111 \t 1871 \t 1 \t 1240 \t 0 \t 1\n", + "2 \t 1871 \t 1240 \t 1 \t 631 \t 1 \t -12\n", + "3 \t 1240 \t 631 \t 1 \t 609 \t -1 \t 13\n", + "4 \t 631 \t 609 \t 1 \t 22 \t 2 \t -25\n", + "5 \t 609 \t 22 \t 27 \t 15 \t -3 \t 38\n", + "6 \t 22 \t 15 \t 1 \t 7 \t 5 \t -63\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -138 \t 1739\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 143 \t -1802\n", + "\t\t\t\t\t -424 \t 5343\n", + "GCD(39203, 3111) = 1, with coefficients -424 and 5343 such that 1 = (-424)*39203 + (5343)*3111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3112 \t 12 \t 1859 \t 1 \t 0\n", + "1 \t 3112 \t 1859 \t 1 \t 1253 \t 0 \t 1\n", + "2 \t 1859 \t 1253 \t 1 \t 606 \t 1 \t -12\n", + "3 \t 1253 \t 606 \t 2 \t 41 \t -1 \t 13\n", + "4 \t 606 \t 41 \t 14 \t 32 \t 2 \t -25\n", + "5 \t 41 \t 32 \t 1 \t 9 \t -5 \t 63\n", + "6 \t 32 \t 9 \t 3 \t 5 \t 72 \t -907\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -77 \t 970\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 303 \t -3817\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -380 \t 4787\n", + "\t\t\t\t\t 683 \t -8604\n", + "GCD(39203, 3112) = 1, with coefficients 683 and -8604 such that 1 = (683)*39203 + (-8604)*3112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3113 \t 12 \t 1847 \t 1 \t 0\n", + "1 \t 3113 \t 1847 \t 1 \t 1266 \t 0 \t 1\n", + "2 \t 1847 \t 1266 \t 1 \t 581 \t 1 \t -12\n", + "3 \t 1266 \t 581 \t 2 \t 104 \t -1 \t 13\n", + "4 \t 581 \t 104 \t 5 \t 61 \t 2 \t -25\n", + "5 \t 104 \t 61 \t 1 \t 43 \t -5 \t 63\n", + "6 \t 61 \t 43 \t 1 \t 18 \t 27 \t -340\n", + "7 \t 43 \t 18 \t 2 \t 7 \t -32 \t 403\n", + "8 \t 18 \t 7 \t 2 \t 4 \t 59 \t -743\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -150 \t 1889\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 359 \t -4521\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -509 \t 6410\n", + "\t\t\t\t\t 868 \t -10931\n", + "GCD(39203, 3113) = 1, with coefficients 868 and -10931 such that 1 = (868)*39203 + (-10931)*3113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3114 \t 12 \t 1835 \t 1 \t 0\n", + "1 \t 3114 \t 1835 \t 1 \t 1279 \t 0 \t 1\n", + "2 \t 1835 \t 1279 \t 1 \t 556 \t 1 \t -12\n", + "3 \t 1279 \t 556 \t 2 \t 167 \t -1 \t 13\n", + "4 \t 556 \t 167 \t 3 \t 55 \t 2 \t -25\n", + "5 \t 167 \t 55 \t 3 \t 2 \t -5 \t 63\n", + "6 \t 55 \t 2 \t 27 \t 1 \t 17 \t -214\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -56 \t 705\n", + "\t\t\t\t\t 1529 \t -19249\n", + "GCD(39203, 3114) = 1, with coefficients 1529 and -19249 such that 1 = (1529)*39203 + (-19249)*3114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3115 \t 12 \t 1823 \t 1 \t 0\n", + "1 \t 3115 \t 1823 \t 1 \t 1292 \t 0 \t 1\n", + "2 \t 1823 \t 1292 \t 1 \t 531 \t 1 \t -12\n", + "3 \t 1292 \t 531 \t 2 \t 230 \t -1 \t 13\n", + "4 \t 531 \t 230 \t 2 \t 71 \t 2 \t -25\n", + "5 \t 230 \t 71 \t 3 \t 17 \t -5 \t 63\n", + "6 \t 71 \t 17 \t 4 \t 3 \t 12 \t -151\n", + "7 \t 17 \t 3 \t 5 \t 2 \t -41 \t 516\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 176 \t -2215\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -921 \t 11591\n", + "\t\t\t\t\t 1097 \t -13806\n", + "GCD(39203, 3115) = 1, with coefficients 1097 and -13806 such that 1 = (1097)*39203 + (-13806)*3115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3116 \t 12 \t 1811 \t 1 \t 0\n", + "1 \t 3116 \t 1811 \t 1 \t 1305 \t 0 \t 1\n", + "2 \t 1811 \t 1305 \t 1 \t 506 \t 1 \t -12\n", + "3 \t 1305 \t 506 \t 2 \t 293 \t -1 \t 13\n", + "4 \t 506 \t 293 \t 1 \t 213 \t 2 \t -25\n", + "5 \t 293 \t 213 \t 1 \t 80 \t -5 \t 63\n", + "6 \t 213 \t 80 \t 2 \t 53 \t 7 \t -88\n", + "7 \t 80 \t 53 \t 1 \t 27 \t -12 \t 151\n", + "8 \t 53 \t 27 \t 1 \t 26 \t 31 \t -390\n", + "9 \t 27 \t 26 \t 1 \t 1 \t -43 \t 541\n", + "10 \t 26 \t 1 \t 26 \t 0 \t 74 \t -931\n", + "\t\t\t\t\t -117 \t 1472\n", + "GCD(39203, 3116) = 1, with coefficients -117 and 1472 such that 1 = (-117)*39203 + (1472)*3116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3117 \t 12 \t 1799 \t 1 \t 0\n", + "1 \t 3117 \t 1799 \t 1 \t 1318 \t 0 \t 1\n", + "2 \t 1799 \t 1318 \t 1 \t 481 \t 1 \t -12\n", + "3 \t 1318 \t 481 \t 2 \t 356 \t -1 \t 13\n", + "4 \t 481 \t 356 \t 1 \t 125 \t 2 \t -25\n", + "5 \t 356 \t 125 \t 2 \t 106 \t -5 \t 63\n", + "6 \t 125 \t 106 \t 1 \t 19 \t 7 \t -88\n", + "7 \t 106 \t 19 \t 5 \t 11 \t -19 \t 239\n", + "8 \t 19 \t 11 \t 1 \t 8 \t 26 \t -327\n", + "9 \t 11 \t 8 \t 1 \t 3 \t -149 \t 1874\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 175 \t -2201\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -324 \t 4075\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 823 \t -10351\n", + "\t\t\t\t\t -1147 \t 14426\n", + "GCD(39203, 3117) = 1, with coefficients -1147 and 14426 such that 1 = (-1147)*39203 + (14426)*3117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3118 \t 12 \t 1787 \t 1 \t 0\n", + "1 \t 3118 \t 1787 \t 1 \t 1331 \t 0 \t 1\n", + "2 \t 1787 \t 1331 \t 1 \t 456 \t 1 \t -12\n", + "3 \t 1331 \t 456 \t 2 \t 419 \t -1 \t 13\n", + "4 \t 456 \t 419 \t 1 \t 37 \t 2 \t -25\n", + "5 \t 419 \t 37 \t 11 \t 12 \t -5 \t 63\n", + "6 \t 37 \t 12 \t 3 \t 1 \t 7 \t -88\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -82 \t 1031\n", + "\t\t\t\t\t 253 \t -3181\n", + "GCD(39203, 3118) = 1, with coefficients 253 and -3181 such that 1 = (253)*39203 + (-3181)*3118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3119 \t 12 \t 1775 \t 1 \t 0\n", + "1 \t 3119 \t 1775 \t 1 \t 1344 \t 0 \t 1\n", + "2 \t 1775 \t 1344 \t 1 \t 431 \t 1 \t -12\n", + "3 \t 1344 \t 431 \t 3 \t 51 \t -1 \t 13\n", + "4 \t 431 \t 51 \t 8 \t 23 \t 2 \t -25\n", + "5 \t 51 \t 23 \t 2 \t 5 \t -7 \t 88\n", + "6 \t 23 \t 5 \t 4 \t 3 \t 58 \t -729\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -123 \t 1546\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 550 \t -6913\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -673 \t 8459\n", + "\t\t\t\t\t 1223 \t -15372\n", + "GCD(39203, 3119) = 1, with coefficients 1223 and -15372 such that 1 = (1223)*39203 + (-15372)*3119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3120 \t 12 \t 1763 \t 1 \t 0\n", + "1 \t 3120 \t 1763 \t 1 \t 1357 \t 0 \t 1\n", + "2 \t 1763 \t 1357 \t 1 \t 406 \t 1 \t -12\n", + "3 \t 1357 \t 406 \t 3 \t 139 \t -1 \t 13\n", + "4 \t 406 \t 139 \t 2 \t 128 \t 2 \t -25\n", + "5 \t 139 \t 128 \t 1 \t 11 \t -7 \t 88\n", + "6 \t 128 \t 11 \t 11 \t 7 \t 16 \t -201\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -23 \t 289\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 269 \t -3380\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -292 \t 3669\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 561 \t -7049\n", + "\t\t\t\t\t -853 \t 10718\n", + "GCD(39203, 3120) = 1, with coefficients -853 and 10718 such that 1 = (-853)*39203 + (10718)*3120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3121 \t 12 \t 1751 \t 1 \t 0\n", + "1 \t 3121 \t 1751 \t 1 \t 1370 \t 0 \t 1\n", + "2 \t 1751 \t 1370 \t 1 \t 381 \t 1 \t -12\n", + "3 \t 1370 \t 381 \t 3 \t 227 \t -1 \t 13\n", + "4 \t 381 \t 227 \t 1 \t 154 \t 2 \t -25\n", + "5 \t 227 \t 154 \t 1 \t 73 \t -7 \t 88\n", + "6 \t 154 \t 73 \t 2 \t 8 \t 9 \t -113\n", + "7 \t 73 \t 8 \t 9 \t 1 \t -16 \t 201\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 41 \t -515\n", + "\t\t\t\t\t -385 \t 4836\n", + "GCD(39203, 3121) = 1, with coefficients -385 and 4836 such that 1 = (-385)*39203 + (4836)*3121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3122 \t 12 \t 1739 \t 1 \t 0\n", + "1 \t 3122 \t 1739 \t 1 \t 1383 \t 0 \t 1\n", + "2 \t 1739 \t 1383 \t 1 \t 356 \t 1 \t -12\n", + "3 \t 1383 \t 356 \t 3 \t 315 \t -1 \t 13\n", + "4 \t 356 \t 315 \t 1 \t 41 \t 2 \t -25\n", + "5 \t 315 \t 41 \t 7 \t 28 \t -7 \t 88\n", + "6 \t 41 \t 28 \t 1 \t 13 \t 9 \t -113\n", + "7 \t 28 \t 13 \t 2 \t 2 \t -70 \t 879\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 79 \t -992\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -228 \t 2863\n", + "\t\t\t\t\t 1447 \t -18170\n", + "GCD(39203, 3122) = 1, with coefficients 1447 and -18170 such that 1 = (1447)*39203 + (-18170)*3122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3123 \t 12 \t 1727 \t 1 \t 0\n", + "1 \t 3123 \t 1727 \t 1 \t 1396 \t 0 \t 1\n", + "2 \t 1727 \t 1396 \t 1 \t 331 \t 1 \t -12\n", + "3 \t 1396 \t 331 \t 4 \t 72 \t -1 \t 13\n", + "4 \t 331 \t 72 \t 4 \t 43 \t 2 \t -25\n", + "5 \t 72 \t 43 \t 1 \t 29 \t -9 \t 113\n", + "6 \t 43 \t 29 \t 1 \t 14 \t 38 \t -477\n", + "7 \t 29 \t 14 \t 2 \t 1 \t -47 \t 590\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 85 \t -1067\n", + "\t\t\t\t\t -217 \t 2724\n", + "GCD(39203, 3123) = 1, with coefficients -217 and 2724 such that 1 = (-217)*39203 + (2724)*3123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3124 \t 12 \t 1715 \t 1 \t 0\n", + "1 \t 3124 \t 1715 \t 1 \t 1409 \t 0 \t 1\n", + "2 \t 1715 \t 1409 \t 1 \t 306 \t 1 \t -12\n", + "3 \t 1409 \t 306 \t 4 \t 185 \t -1 \t 13\n", + "4 \t 306 \t 185 \t 1 \t 121 \t 2 \t -25\n", + "5 \t 185 \t 121 \t 1 \t 64 \t -9 \t 113\n", + "6 \t 121 \t 64 \t 1 \t 57 \t 11 \t -138\n", + "7 \t 64 \t 57 \t 1 \t 7 \t -20 \t 251\n", + "8 \t 57 \t 7 \t 8 \t 1 \t 31 \t -389\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -51 \t 640\n", + "\t\t\t\t\t 439 \t -5509\n", + "GCD(39203, 3124) = 1, with coefficients 439 and -5509 such that 1 = (439)*39203 + (-5509)*3124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3125 \t 12 \t 1703 \t 1 \t 0\n", + "1 \t 3125 \t 1703 \t 1 \t 1422 \t 0 \t 1\n", + "2 \t 1703 \t 1422 \t 1 \t 281 \t 1 \t -12\n", + "3 \t 1422 \t 281 \t 5 \t 17 \t -1 \t 13\n", + "4 \t 281 \t 17 \t 16 \t 9 \t 2 \t -25\n", + "5 \t 17 \t 9 \t 1 \t 8 \t -11 \t 138\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 178 \t -2233\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -189 \t 2371\n", + "\t\t\t\t\t 367 \t -4604\n", + "GCD(39203, 3125) = 1, with coefficients 367 and -4604 such that 1 = (367)*39203 + (-4604)*3125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3126 \t 12 \t 1691 \t 1 \t 0\n", + "1 \t 3126 \t 1691 \t 1 \t 1435 \t 0 \t 1\n", + "2 \t 1691 \t 1435 \t 1 \t 256 \t 1 \t -12\n", + "3 \t 1435 \t 256 \t 5 \t 155 \t -1 \t 13\n", + "4 \t 256 \t 155 \t 1 \t 101 \t 2 \t -25\n", + "5 \t 155 \t 101 \t 1 \t 54 \t -11 \t 138\n", + "6 \t 101 \t 54 \t 1 \t 47 \t 13 \t -163\n", + "7 \t 54 \t 47 \t 1 \t 7 \t -24 \t 301\n", + "8 \t 47 \t 7 \t 6 \t 5 \t 37 \t -464\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -61 \t 765\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 403 \t -5054\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -464 \t 5819\n", + "\t\t\t\t\t 1331 \t -16692\n", + "GCD(39203, 3126) = 1, with coefficients 1331 and -16692 such that 1 = (1331)*39203 + (-16692)*3126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3127 \t 12 \t 1679 \t 1 \t 0\n", + "1 \t 3127 \t 1679 \t 1 \t 1448 \t 0 \t 1\n", + "2 \t 1679 \t 1448 \t 1 \t 231 \t 1 \t -12\n", + "3 \t 1448 \t 231 \t 6 \t 62 \t -1 \t 13\n", + "4 \t 231 \t 62 \t 3 \t 45 \t 2 \t -25\n", + "5 \t 62 \t 45 \t 1 \t 17 \t -13 \t 163\n", + "6 \t 45 \t 17 \t 2 \t 11 \t 41 \t -514\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -54 \t 677\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 149 \t -1868\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -203 \t 2545\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 352 \t -4413\n", + "\t\t\t\t\t -555 \t 6958\n", + "GCD(39203, 3127) = 1, with coefficients -555 and 6958 such that 1 = (-555)*39203 + (6958)*3127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3128 \t 12 \t 1667 \t 1 \t 0\n", + "1 \t 3128 \t 1667 \t 1 \t 1461 \t 0 \t 1\n", + "2 \t 1667 \t 1461 \t 1 \t 206 \t 1 \t -12\n", + "3 \t 1461 \t 206 \t 7 \t 19 \t -1 \t 13\n", + "4 \t 206 \t 19 \t 10 \t 16 \t 2 \t -25\n", + "5 \t 19 \t 16 \t 1 \t 3 \t -15 \t 188\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 152 \t -1905\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 2093\n", + "\t\t\t\t\t 987 \t -12370\n", + "GCD(39203, 3128) = 1, with coefficients 987 and -12370 such that 1 = (987)*39203 + (-12370)*3128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3129 \t 12 \t 1655 \t 1 \t 0\n", + "1 \t 3129 \t 1655 \t 1 \t 1474 \t 0 \t 1\n", + "2 \t 1655 \t 1474 \t 1 \t 181 \t 1 \t -12\n", + "3 \t 1474 \t 181 \t 8 \t 26 \t -1 \t 13\n", + "4 \t 181 \t 26 \t 6 \t 25 \t 2 \t -25\n", + "5 \t 26 \t 25 \t 1 \t 1 \t -17 \t 213\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 104 \t -1303\n", + "\t\t\t\t\t -121 \t 1516\n", + "GCD(39203, 3129) = 1, with coefficients -121 and 1516 such that 1 = (-121)*39203 + (1516)*3129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3130 \t 12 \t 1643 \t 1 \t 0\n", + "1 \t 3130 \t 1643 \t 1 \t 1487 \t 0 \t 1\n", + "2 \t 1643 \t 1487 \t 1 \t 156 \t 1 \t -12\n", + "3 \t 1487 \t 156 \t 9 \t 83 \t -1 \t 13\n", + "4 \t 156 \t 83 \t 1 \t 73 \t 2 \t -25\n", + "5 \t 83 \t 73 \t 1 \t 10 \t -19 \t 238\n", + "6 \t 73 \t 10 \t 7 \t 3 \t 21 \t -263\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -40 \t 501\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 301 \t -3770\n", + "\t\t\t\t\t -943 \t 11811\n", + "GCD(39203, 3130) = 1, with coefficients -943 and 11811 such that 1 = (-943)*39203 + (11811)*3130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3131 \t 12 \t 1631 \t 1 \t 0\n", + "1 \t 3131 \t 1631 \t 1 \t 1500 \t 0 \t 1\n", + "2 \t 1631 \t 1500 \t 1 \t 131 \t 1 \t -12\n", + "3 \t 1500 \t 131 \t 11 \t 59 \t -1 \t 13\n", + "4 \t 131 \t 59 \t 2 \t 13 \t 2 \t -25\n", + "5 \t 59 \t 13 \t 4 \t 7 \t -23 \t 288\n", + "6 \t 13 \t 7 \t 1 \t 6 \t 48 \t -601\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -215 \t 2692\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 263 \t -3293\n", + "\t\t\t\t\t -478 \t 5985\n", + "GCD(39203, 3131) = 1, with coefficients -478 and 5985 such that 1 = (-478)*39203 + (5985)*3131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3132 \t 12 \t 1619 \t 1 \t 0\n", + "1 \t 3132 \t 1619 \t 1 \t 1513 \t 0 \t 1\n", + "2 \t 1619 \t 1513 \t 1 \t 106 \t 1 \t -12\n", + "3 \t 1513 \t 106 \t 14 \t 29 \t -1 \t 13\n", + "4 \t 106 \t 29 \t 3 \t 19 \t 2 \t -25\n", + "5 \t 29 \t 19 \t 1 \t 10 \t -29 \t 363\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 89 \t -1114\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -118 \t 1477\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 207 \t -2591\n", + "\t\t\t\t\t -325 \t 4068\n", + "GCD(39203, 3132) = 1, with coefficients -325 and 4068 such that 1 = (-325)*39203 + (4068)*3132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3133 \t 12 \t 1607 \t 1 \t 0\n", + "1 \t 3133 \t 1607 \t 1 \t 1526 \t 0 \t 1\n", + "2 \t 1607 \t 1526 \t 1 \t 81 \t 1 \t -12\n", + "3 \t 1526 \t 81 \t 18 \t 68 \t -1 \t 13\n", + "4 \t 81 \t 68 \t 1 \t 13 \t 2 \t -25\n", + "5 \t 68 \t 13 \t 5 \t 3 \t -37 \t 463\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 39 \t -488\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -232 \t 2903\n", + "\t\t\t\t\t 967 \t -12100\n", + "GCD(39203, 3133) = 1, with coefficients 967 and -12100 such that 1 = (967)*39203 + (-12100)*3133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3134 \t 12 \t 1595 \t 1 \t 0\n", + "1 \t 3134 \t 1595 \t 1 \t 1539 \t 0 \t 1\n", + "2 \t 1595 \t 1539 \t 1 \t 56 \t 1 \t -12\n", + "3 \t 1539 \t 56 \t 27 \t 27 \t -1 \t 13\n", + "4 \t 56 \t 27 \t 2 \t 2 \t 2 \t -25\n", + "5 \t 27 \t 2 \t 13 \t 1 \t -55 \t 688\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 112 \t -1401\n", + "\t\t\t\t\t -1511 \t 18901\n", + "GCD(39203, 3134) = 1, with coefficients -1511 and 18901 such that 1 = (-1511)*39203 + (18901)*3134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3135 \t 12 \t 1583 \t 1 \t 0\n", + "1 \t 3135 \t 1583 \t 1 \t 1552 \t 0 \t 1\n", + "2 \t 1583 \t 1552 \t 1 \t 31 \t 1 \t -12\n", + "3 \t 1552 \t 31 \t 50 \t 2 \t -1 \t 13\n", + "4 \t 31 \t 2 \t 15 \t 1 \t 2 \t -25\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -101 \t 1263\n", + "\t\t\t\t\t 1517 \t -18970\n", + "GCD(39203, 3135) = 1, with coefficients 1517 and -18970 such that 1 = (1517)*39203 + (-18970)*3135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3136 \t 12 \t 1571 \t 1 \t 0\n", + "1 \t 3136 \t 1571 \t 1 \t 1565 \t 0 \t 1\n", + "2 \t 1571 \t 1565 \t 1 \t 6 \t 1 \t -12\n", + "3 \t 1565 \t 6 \t 260 \t 5 \t -1 \t 13\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 2 \t -25\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -521 \t 6513\n", + "\t\t\t\t\t 523 \t -6538\n", + "GCD(39203, 3136) = 1, with coefficients 523 and -6538 such that 1 = (523)*39203 + (-6538)*3136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3137 \t 12 \t 1559 \t 1 \t 0\n", + "1 \t 3137 \t 1559 \t 2 \t 19 \t 0 \t 1\n", + "2 \t 1559 \t 19 \t 82 \t 1 \t 1 \t -12\n", + "3 \t 19 \t 1 \t 19 \t 0 \t -2 \t 25\n", + "\t\t\t\t\t 165 \t -2062\n", + "GCD(39203, 3137) = 1, with coefficients 165 and -2062 such that 1 = (165)*39203 + (-2062)*3137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3138 \t 12 \t 1547 \t 1 \t 0\n", + "1 \t 3138 \t 1547 \t 2 \t 44 \t 0 \t 1\n", + "2 \t 1547 \t 44 \t 35 \t 7 \t 1 \t -12\n", + "3 \t 44 \t 7 \t 6 \t 2 \t -2 \t 25\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 71 \t -887\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -428 \t 5347\n", + "\t\t\t\t\t 1355 \t -16928\n", + "GCD(39203, 3138) = 1, with coefficients 1355 and -16928 such that 1 = (1355)*39203 + (-16928)*3138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3139 \t 12 \t 1535 \t 1 \t 0\n", + "1 \t 3139 \t 1535 \t 2 \t 69 \t 0 \t 1\n", + "2 \t 1535 \t 69 \t 22 \t 17 \t 1 \t -12\n", + "3 \t 69 \t 17 \t 4 \t 1 \t -2 \t 25\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 45 \t -562\n", + "\t\t\t\t\t -182 \t 2273\n", + "GCD(39203, 3139) = 1, with coefficients -182 and 2273 such that 1 = (-182)*39203 + (2273)*3139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3140 \t 12 \t 1523 \t 1 \t 0\n", + "1 \t 3140 \t 1523 \t 2 \t 94 \t 0 \t 1\n", + "2 \t 1523 \t 94 \t 16 \t 19 \t 1 \t -12\n", + "3 \t 94 \t 19 \t 4 \t 18 \t -2 \t 25\n", + "4 \t 19 \t 18 \t 1 \t 1 \t 33 \t -412\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -134 \t 1673\n", + "\t\t\t\t\t 167 \t -2085\n", + "GCD(39203, 3140) = 1, with coefficients 167 and -2085 such that 1 = (167)*39203 + (-2085)*3140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3141 \t 12 \t 1511 \t 1 \t 0\n", + "1 \t 3141 \t 1511 \t 2 \t 119 \t 0 \t 1\n", + "2 \t 1511 \t 119 \t 12 \t 83 \t 1 \t -12\n", + "3 \t 119 \t 83 \t 1 \t 36 \t -2 \t 25\n", + "4 \t 83 \t 36 \t 2 \t 11 \t 25 \t -312\n", + "5 \t 36 \t 11 \t 3 \t 3 \t -27 \t 337\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 79 \t -986\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -264 \t 3295\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 871 \t -10871\n", + "\t\t\t\t\t -1135 \t 14166\n", + "GCD(39203, 3141) = 1, with coefficients -1135 and 14166 such that 1 = (-1135)*39203 + (14166)*3141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3142 \t 12 \t 1499 \t 1 \t 0\n", + "1 \t 3142 \t 1499 \t 2 \t 144 \t 0 \t 1\n", + "2 \t 1499 \t 144 \t 10 \t 59 \t 1 \t -12\n", + "3 \t 144 \t 59 \t 2 \t 26 \t -2 \t 25\n", + "4 \t 59 \t 26 \t 2 \t 7 \t 21 \t -262\n", + "5 \t 26 \t 7 \t 3 \t 5 \t -44 \t 549\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 109 \t -1360\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -371 \t 4629\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 480 \t -5989\n", + "\t\t\t\t\t -1331 \t 16607\n", + "GCD(39203, 3142) = 1, with coefficients -1331 and 16607 such that 1 = (-1331)*39203 + (16607)*3142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3143 \t 12 \t 1487 \t 1 \t 0\n", + "1 \t 3143 \t 1487 \t 2 \t 169 \t 0 \t 1\n", + "2 \t 1487 \t 169 \t 8 \t 135 \t 1 \t -12\n", + "3 \t 169 \t 135 \t 1 \t 34 \t -2 \t 25\n", + "4 \t 135 \t 34 \t 3 \t 33 \t 17 \t -212\n", + "5 \t 34 \t 33 \t 1 \t 1 \t -19 \t 237\n", + "6 \t 33 \t 1 \t 33 \t 0 \t 74 \t -923\n", + "\t\t\t\t\t -93 \t 1160\n", + "GCD(39203, 3143) = 1, with coefficients -93 and 1160 such that 1 = (-93)*39203 + (1160)*3143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3144 \t 12 \t 1475 \t 1 \t 0\n", + "1 \t 3144 \t 1475 \t 2 \t 194 \t 0 \t 1\n", + "2 \t 1475 \t 194 \t 7 \t 117 \t 1 \t -12\n", + "3 \t 194 \t 117 \t 1 \t 77 \t -2 \t 25\n", + "4 \t 117 \t 77 \t 1 \t 40 \t 15 \t -187\n", + "5 \t 77 \t 40 \t 1 \t 37 \t -17 \t 212\n", + "6 \t 40 \t 37 \t 1 \t 3 \t 32 \t -399\n", + "7 \t 37 \t 3 \t 12 \t 1 \t -49 \t 611\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 81 \t -1010\n", + "\t\t\t\t\t -1021 \t 12731\n", + "GCD(39203, 3144) = 1, with coefficients -1021 and 12731 such that 1 = (-1021)*39203 + (12731)*3144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3145 \t 12 \t 1463 \t 1 \t 0\n", + "1 \t 3145 \t 1463 \t 2 \t 219 \t 0 \t 1\n", + "2 \t 1463 \t 219 \t 6 \t 149 \t 1 \t -12\n", + "3 \t 219 \t 149 \t 1 \t 70 \t -2 \t 25\n", + "4 \t 149 \t 70 \t 2 \t 9 \t 13 \t -162\n", + "5 \t 70 \t 9 \t 7 \t 7 \t -15 \t 187\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 43 \t -536\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -316 \t 3939\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 359 \t -4475\n", + "\t\t\t\t\t -1393 \t 17364\n", + "GCD(39203, 3145) = 1, with coefficients -1393 and 17364 such that 1 = (-1393)*39203 + (17364)*3145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3146 \t 12 \t 1451 \t 1 \t 0\n", + "1 \t 3146 \t 1451 \t 2 \t 244 \t 0 \t 1\n", + "2 \t 1451 \t 244 \t 5 \t 231 \t 1 \t -12\n", + "3 \t 244 \t 231 \t 1 \t 13 \t -2 \t 25\n", + "4 \t 231 \t 13 \t 17 \t 10 \t 11 \t -137\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -13 \t 162\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 232 \t -2891\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -245 \t 3053\n", + "\t\t\t\t\t 967 \t -12050\n", + "GCD(39203, 3146) = 1, with coefficients 967 and -12050 such that 1 = (967)*39203 + (-12050)*3146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3147 \t 12 \t 1439 \t 1 \t 0\n", + "1 \t 3147 \t 1439 \t 2 \t 269 \t 0 \t 1\n", + "2 \t 1439 \t 269 \t 5 \t 94 \t 1 \t -12\n", + "3 \t 269 \t 94 \t 2 \t 81 \t -2 \t 25\n", + "4 \t 94 \t 81 \t 1 \t 13 \t 11 \t -137\n", + "5 \t 81 \t 13 \t 6 \t 3 \t -24 \t 299\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 35 \t -436\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -234 \t 2915\n", + "\t\t\t\t\t 971 \t -12096\n", + "GCD(39203, 3147) = 1, with coefficients 971 and -12096 such that 1 = (971)*39203 + (-12096)*3147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3148 \t 12 \t 1427 \t 1 \t 0\n", + "1 \t 3148 \t 1427 \t 2 \t 294 \t 0 \t 1\n", + "2 \t 1427 \t 294 \t 4 \t 251 \t 1 \t -12\n", + "3 \t 294 \t 251 \t 1 \t 43 \t -2 \t 25\n", + "4 \t 251 \t 43 \t 5 \t 36 \t 9 \t -112\n", + "5 \t 43 \t 36 \t 1 \t 7 \t -11 \t 137\n", + "6 \t 36 \t 7 \t 5 \t 1 \t 64 \t -797\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -75 \t 934\n", + "\t\t\t\t\t 439 \t -5467\n", + "GCD(39203, 3148) = 1, with coefficients 439 and -5467 such that 1 = (439)*39203 + (-5467)*3148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3149 \t 12 \t 1415 \t 1 \t 0\n", + "1 \t 3149 \t 1415 \t 2 \t 319 \t 0 \t 1\n", + "2 \t 1415 \t 319 \t 4 \t 139 \t 1 \t -12\n", + "3 \t 319 \t 139 \t 2 \t 41 \t -2 \t 25\n", + "4 \t 139 \t 41 \t 3 \t 16 \t 9 \t -112\n", + "5 \t 41 \t 16 \t 2 \t 9 \t -20 \t 249\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 69 \t -859\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -158 \t 1967\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 227 \t -2826\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -385 \t 4793\n", + "\t\t\t\t\t 1382 \t -17205\n", + "GCD(39203, 3149) = 1, with coefficients 1382 and -17205 such that 1 = (1382)*39203 + (-17205)*3149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3150 \t 12 \t 1403 \t 1 \t 0\n", + "1 \t 3150 \t 1403 \t 2 \t 344 \t 0 \t 1\n", + "2 \t 1403 \t 344 \t 4 \t 27 \t 1 \t -12\n", + "3 \t 344 \t 27 \t 12 \t 20 \t -2 \t 25\n", + "4 \t 27 \t 20 \t 1 \t 7 \t 9 \t -112\n", + "5 \t 20 \t 7 \t 2 \t 6 \t -110 \t 1369\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 119 \t -1481\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -348 \t 4331\n", + "\t\t\t\t\t 467 \t -5812\n", + "GCD(39203, 3150) = 1, with coefficients 467 and -5812 such that 1 = (467)*39203 + (-5812)*3150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3151 \t 12 \t 1391 \t 1 \t 0\n", + "1 \t 3151 \t 1391 \t 2 \t 369 \t 0 \t 1\n", + "2 \t 1391 \t 369 \t 3 \t 284 \t 1 \t -12\n", + "3 \t 369 \t 284 \t 1 \t 85 \t -2 \t 25\n", + "4 \t 284 \t 85 \t 3 \t 29 \t 7 \t -87\n", + "5 \t 85 \t 29 \t 2 \t 27 \t -9 \t 112\n", + "6 \t 29 \t 27 \t 1 \t 2 \t 34 \t -423\n", + "7 \t 27 \t 2 \t 13 \t 1 \t -77 \t 958\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 111 \t -1381\n", + "\t\t\t\t\t -1520 \t 18911\n", + "GCD(39203, 3151) = 1, with coefficients -1520 and 18911 such that 1 = (-1520)*39203 + (18911)*3151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3152 \t 12 \t 1379 \t 1 \t 0\n", + "1 \t 3152 \t 1379 \t 2 \t 394 \t 0 \t 1\n", + "2 \t 1379 \t 394 \t 3 \t 197 \t 1 \t -12\n", + "3 \t 394 \t 197 \t 2 \t 0 \t -2 \t 25\n", + "\t\t\t\t\t 7 \t -87\n", + "GCD(39203, 3152) = 197, with coefficients 7 and -87 such that 197 = (7)*39203 + (-87)*3152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3153 \t 12 \t 1367 \t 1 \t 0\n", + "1 \t 3153 \t 1367 \t 2 \t 419 \t 0 \t 1\n", + "2 \t 1367 \t 419 \t 3 \t 110 \t 1 \t -12\n", + "3 \t 419 \t 110 \t 3 \t 89 \t -2 \t 25\n", + "4 \t 110 \t 89 \t 1 \t 21 \t 7 \t -87\n", + "5 \t 89 \t 21 \t 4 \t 5 \t -23 \t 286\n", + "6 \t 21 \t 5 \t 4 \t 1 \t 30 \t -373\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -143 \t 1778\n", + "\t\t\t\t\t 602 \t -7485\n", + "GCD(39203, 3153) = 1, with coefficients 602 and -7485 such that 1 = (602)*39203 + (-7485)*3153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3154 \t 12 \t 1355 \t 1 \t 0\n", + "1 \t 3154 \t 1355 \t 2 \t 444 \t 0 \t 1\n", + "2 \t 1355 \t 444 \t 3 \t 23 \t 1 \t -12\n", + "3 \t 444 \t 23 \t 19 \t 7 \t -2 \t 25\n", + "4 \t 23 \t 7 \t 3 \t 2 \t 7 \t -87\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -135 \t 1678\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 412 \t -5121\n", + "\t\t\t\t\t -1371 \t 17041\n", + "GCD(39203, 3154) = 1, with coefficients -1371 and 17041 such that 1 = (-1371)*39203 + (17041)*3154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3155 \t 12 \t 1343 \t 1 \t 0\n", + "1 \t 3155 \t 1343 \t 2 \t 469 \t 0 \t 1\n", + "2 \t 1343 \t 469 \t 2 \t 405 \t 1 \t -12\n", + "3 \t 469 \t 405 \t 1 \t 64 \t -2 \t 25\n", + "4 \t 405 \t 64 \t 6 \t 21 \t 5 \t -62\n", + "5 \t 64 \t 21 \t 3 \t 1 \t -7 \t 87\n", + "6 \t 21 \t 1 \t 21 \t 0 \t 47 \t -584\n", + "\t\t\t\t\t -148 \t 1839\n", + "GCD(39203, 3155) = 1, with coefficients -148 and 1839 such that 1 = (-148)*39203 + (1839)*3155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3156 \t 12 \t 1331 \t 1 \t 0\n", + "1 \t 3156 \t 1331 \t 2 \t 494 \t 0 \t 1\n", + "2 \t 1331 \t 494 \t 2 \t 343 \t 1 \t -12\n", + "3 \t 494 \t 343 \t 1 \t 151 \t -2 \t 25\n", + "4 \t 343 \t 151 \t 2 \t 41 \t 5 \t -62\n", + "5 \t 151 \t 41 \t 3 \t 28 \t -7 \t 87\n", + "6 \t 41 \t 28 \t 1 \t 13 \t 19 \t -236\n", + "7 \t 28 \t 13 \t 2 \t 2 \t -64 \t 795\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 83 \t -1031\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -230 \t 2857\n", + "\t\t\t\t\t 1463 \t -18173\n", + "GCD(39203, 3156) = 1, with coefficients 1463 and -18173 such that 1 = (1463)*39203 + (-18173)*3156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3157 \t 12 \t 1319 \t 1 \t 0\n", + "1 \t 3157 \t 1319 \t 2 \t 519 \t 0 \t 1\n", + "2 \t 1319 \t 519 \t 2 \t 281 \t 1 \t -12\n", + "3 \t 519 \t 281 \t 1 \t 238 \t -2 \t 25\n", + "4 \t 281 \t 238 \t 1 \t 43 \t 5 \t -62\n", + "5 \t 238 \t 43 \t 5 \t 23 \t -7 \t 87\n", + "6 \t 43 \t 23 \t 1 \t 20 \t 12 \t -149\n", + "7 \t 23 \t 20 \t 1 \t 3 \t -67 \t 832\n", + "8 \t 20 \t 3 \t 6 \t 2 \t 79 \t -981\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -146 \t 1813\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 955 \t -11859\n", + "\t\t\t\t\t -1101 \t 13672\n", + "GCD(39203, 3157) = 1, with coefficients -1101 and 13672 such that 1 = (-1101)*39203 + (13672)*3157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3158 \t 12 \t 1307 \t 1 \t 0\n", + "1 \t 3158 \t 1307 \t 2 \t 544 \t 0 \t 1\n", + "2 \t 1307 \t 544 \t 2 \t 219 \t 1 \t -12\n", + "3 \t 544 \t 219 \t 2 \t 106 \t -2 \t 25\n", + "4 \t 219 \t 106 \t 2 \t 7 \t 5 \t -62\n", + "5 \t 106 \t 7 \t 15 \t 1 \t -12 \t 149\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 29 \t -360\n", + "\t\t\t\t\t -447 \t 5549\n", + "GCD(39203, 3158) = 1, with coefficients -447 and 5549 such that 1 = (-447)*39203 + (5549)*3158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3159 \t 12 \t 1295 \t 1 \t 0\n", + "1 \t 3159 \t 1295 \t 2 \t 569 \t 0 \t 1\n", + "2 \t 1295 \t 569 \t 2 \t 157 \t 1 \t -12\n", + "3 \t 569 \t 157 \t 3 \t 98 \t -2 \t 25\n", + "4 \t 157 \t 98 \t 1 \t 59 \t 5 \t -62\n", + "5 \t 98 \t 59 \t 1 \t 39 \t -17 \t 211\n", + "6 \t 59 \t 39 \t 1 \t 20 \t 22 \t -273\n", + "7 \t 39 \t 20 \t 1 \t 19 \t -39 \t 484\n", + "8 \t 20 \t 19 \t 1 \t 1 \t 61 \t -757\n", + "9 \t 19 \t 1 \t 19 \t 0 \t -100 \t 1241\n", + "\t\t\t\t\t 161 \t -1998\n", + "GCD(39203, 3159) = 1, with coefficients 161 and -1998 such that 1 = (161)*39203 + (-1998)*3159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3160 \t 12 \t 1283 \t 1 \t 0\n", + "1 \t 3160 \t 1283 \t 2 \t 594 \t 0 \t 1\n", + "2 \t 1283 \t 594 \t 2 \t 95 \t 1 \t -12\n", + "3 \t 594 \t 95 \t 6 \t 24 \t -2 \t 25\n", + "4 \t 95 \t 24 \t 3 \t 23 \t 5 \t -62\n", + "5 \t 24 \t 23 \t 1 \t 1 \t -32 \t 397\n", + "6 \t 23 \t 1 \t 23 \t 0 \t 101 \t -1253\n", + "\t\t\t\t\t -133 \t 1650\n", + "GCD(39203, 3160) = 1, with coefficients -133 and 1650 such that 1 = (-133)*39203 + (1650)*3160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3161 \t 12 \t 1271 \t 1 \t 0\n", + "1 \t 3161 \t 1271 \t 2 \t 619 \t 0 \t 1\n", + "2 \t 1271 \t 619 \t 2 \t 33 \t 1 \t -12\n", + "3 \t 619 \t 33 \t 18 \t 25 \t -2 \t 25\n", + "4 \t 33 \t 25 \t 1 \t 8 \t 5 \t -62\n", + "5 \t 25 \t 8 \t 3 \t 1 \t -92 \t 1141\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 97 \t -1203\n", + "\t\t\t\t\t -383 \t 4750\n", + "GCD(39203, 3161) = 1, with coefficients -383 and 4750 such that 1 = (-383)*39203 + (4750)*3161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3162 \t 12 \t 1259 \t 1 \t 0\n", + "1 \t 3162 \t 1259 \t 2 \t 644 \t 0 \t 1\n", + "2 \t 1259 \t 644 \t 1 \t 615 \t 1 \t -12\n", + "3 \t 644 \t 615 \t 1 \t 29 \t -2 \t 25\n", + "4 \t 615 \t 29 \t 21 \t 6 \t 3 \t -37\n", + "5 \t 29 \t 6 \t 4 \t 5 \t -5 \t 62\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 108 \t -1339\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -437 \t 5418\n", + "\t\t\t\t\t 545 \t -6757\n", + "GCD(39203, 3162) = 1, with coefficients 545 and -6757 such that 1 = (545)*39203 + (-6757)*3162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3163 \t 12 \t 1247 \t 1 \t 0\n", + "1 \t 3163 \t 1247 \t 2 \t 669 \t 0 \t 1\n", + "2 \t 1247 \t 669 \t 1 \t 578 \t 1 \t -12\n", + "3 \t 669 \t 578 \t 1 \t 91 \t -2 \t 25\n", + "4 \t 578 \t 91 \t 6 \t 32 \t 3 \t -37\n", + "5 \t 91 \t 32 \t 2 \t 27 \t -5 \t 62\n", + "6 \t 32 \t 27 \t 1 \t 5 \t 33 \t -409\n", + "7 \t 27 \t 5 \t 5 \t 2 \t -71 \t 880\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 104 \t -1289\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -591 \t 7325\n", + "\t\t\t\t\t 1286 \t -15939\n", + "GCD(39203, 3163) = 1, with coefficients 1286 and -15939 such that 1 = (1286)*39203 + (-15939)*3163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3164 \t 12 \t 1235 \t 1 \t 0\n", + "1 \t 3164 \t 1235 \t 2 \t 694 \t 0 \t 1\n", + "2 \t 1235 \t 694 \t 1 \t 541 \t 1 \t -12\n", + "3 \t 694 \t 541 \t 1 \t 153 \t -2 \t 25\n", + "4 \t 541 \t 153 \t 3 \t 82 \t 3 \t -37\n", + "5 \t 153 \t 82 \t 1 \t 71 \t -5 \t 62\n", + "6 \t 82 \t 71 \t 1 \t 11 \t 18 \t -223\n", + "7 \t 71 \t 11 \t 6 \t 5 \t -23 \t 285\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 41 \t -508\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -269 \t 3333\n", + "\t\t\t\t\t 579 \t -7174\n", + "GCD(39203, 3164) = 1, with coefficients 579 and -7174 such that 1 = (579)*39203 + (-7174)*3164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3165 \t 12 \t 1223 \t 1 \t 0\n", + "1 \t 3165 \t 1223 \t 2 \t 719 \t 0 \t 1\n", + "2 \t 1223 \t 719 \t 1 \t 504 \t 1 \t -12\n", + "3 \t 719 \t 504 \t 1 \t 215 \t -2 \t 25\n", + "4 \t 504 \t 215 \t 2 \t 74 \t 3 \t -37\n", + "5 \t 215 \t 74 \t 2 \t 67 \t -5 \t 62\n", + "6 \t 74 \t 67 \t 1 \t 7 \t 13 \t -161\n", + "7 \t 67 \t 7 \t 9 \t 4 \t -31 \t 384\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 44 \t -545\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -427 \t 5289\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 471 \t -5834\n", + "\t\t\t\t\t -898 \t 11123\n", + "GCD(39203, 3165) = 1, with coefficients -898 and 11123 such that 1 = (-898)*39203 + (11123)*3165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3166 \t 12 \t 1211 \t 1 \t 0\n", + "1 \t 3166 \t 1211 \t 2 \t 744 \t 0 \t 1\n", + "2 \t 1211 \t 744 \t 1 \t 467 \t 1 \t -12\n", + "3 \t 744 \t 467 \t 1 \t 277 \t -2 \t 25\n", + "4 \t 467 \t 277 \t 1 \t 190 \t 3 \t -37\n", + "5 \t 277 \t 190 \t 1 \t 87 \t -5 \t 62\n", + "6 \t 190 \t 87 \t 2 \t 16 \t 8 \t -99\n", + "7 \t 87 \t 16 \t 5 \t 7 \t -13 \t 161\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 34 \t -421\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -183 \t 2266\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 400 \t -4953\n", + "\t\t\t\t\t -1383 \t 17125\n", + "GCD(39203, 3166) = 1, with coefficients -1383 and 17125 such that 1 = (-1383)*39203 + (17125)*3166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3167 \t 12 \t 1199 \t 1 \t 0\n", + "1 \t 3167 \t 1199 \t 2 \t 769 \t 0 \t 1\n", + "2 \t 1199 \t 769 \t 1 \t 430 \t 1 \t -12\n", + "3 \t 769 \t 430 \t 1 \t 339 \t -2 \t 25\n", + "4 \t 430 \t 339 \t 1 \t 91 \t 3 \t -37\n", + "5 \t 339 \t 91 \t 3 \t 66 \t -5 \t 62\n", + "6 \t 91 \t 66 \t 1 \t 25 \t 8 \t -99\n", + "7 \t 66 \t 25 \t 2 \t 16 \t -29 \t 359\n", + "8 \t 25 \t 16 \t 1 \t 9 \t 37 \t -458\n", + "9 \t 16 \t 9 \t 1 \t 7 \t -103 \t 1275\n", + "10 \t 9 \t 7 \t 1 \t 2 \t 140 \t -1733\n", + "11 \t 7 \t 2 \t 3 \t 1 \t -243 \t 3008\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 383 \t -4741\n", + "\t\t\t\t\t -1392 \t 17231\n", + "GCD(39203, 3167) = 1, with coefficients -1392 and 17231 such that 1 = (-1392)*39203 + (17231)*3167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3168 \t 12 \t 1187 \t 1 \t 0\n", + "1 \t 3168 \t 1187 \t 2 \t 794 \t 0 \t 1\n", + "2 \t 1187 \t 794 \t 1 \t 393 \t 1 \t -12\n", + "3 \t 794 \t 393 \t 2 \t 8 \t -2 \t 25\n", + "4 \t 393 \t 8 \t 49 \t 1 \t 3 \t -37\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -8 \t 99\n", + "\t\t\t\t\t 395 \t -4888\n", + "GCD(39203, 3168) = 1, with coefficients 395 and -4888 such that 1 = (395)*39203 + (-4888)*3168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3169 \t 12 \t 1175 \t 1 \t 0\n", + "1 \t 3169 \t 1175 \t 2 \t 819 \t 0 \t 1\n", + "2 \t 1175 \t 819 \t 1 \t 356 \t 1 \t -12\n", + "3 \t 819 \t 356 \t 2 \t 107 \t -2 \t 25\n", + "4 \t 356 \t 107 \t 3 \t 35 \t 3 \t -37\n", + "5 \t 107 \t 35 \t 3 \t 2 \t -8 \t 99\n", + "6 \t 35 \t 2 \t 17 \t 1 \t 27 \t -334\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -89 \t 1101\n", + "\t\t\t\t\t 1540 \t -19051\n", + "GCD(39203, 3169) = 1, with coefficients 1540 and -19051 such that 1 = (1540)*39203 + (-19051)*3169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3170 \t 12 \t 1163 \t 1 \t 0\n", + "1 \t 3170 \t 1163 \t 2 \t 844 \t 0 \t 1\n", + "2 \t 1163 \t 844 \t 1 \t 319 \t 1 \t -12\n", + "3 \t 844 \t 319 \t 2 \t 206 \t -2 \t 25\n", + "4 \t 319 \t 206 \t 1 \t 113 \t 3 \t -37\n", + "5 \t 206 \t 113 \t 1 \t 93 \t -8 \t 99\n", + "6 \t 113 \t 93 \t 1 \t 20 \t 11 \t -136\n", + "7 \t 93 \t 20 \t 4 \t 13 \t -19 \t 235\n", + "8 \t 20 \t 13 \t 1 \t 7 \t 30 \t -371\n", + "9 \t 13 \t 7 \t 1 \t 6 \t -139 \t 1719\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 169 \t -2090\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -308 \t 3809\n", + "\t\t\t\t\t 477 \t -5899\n", + "GCD(39203, 3170) = 1, with coefficients 477 and -5899 such that 1 = (477)*39203 + (-5899)*3170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3171 \t 12 \t 1151 \t 1 \t 0\n", + "1 \t 3171 \t 1151 \t 2 \t 869 \t 0 \t 1\n", + "2 \t 1151 \t 869 \t 1 \t 282 \t 1 \t -12\n", + "3 \t 869 \t 282 \t 3 \t 23 \t -2 \t 25\n", + "4 \t 282 \t 23 \t 12 \t 6 \t 3 \t -37\n", + "5 \t 23 \t 6 \t 3 \t 5 \t -11 \t 136\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 135 \t -1669\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -416 \t 5143\n", + "\t\t\t\t\t 551 \t -6812\n", + "GCD(39203, 3171) = 1, with coefficients 551 and -6812 such that 1 = (551)*39203 + (-6812)*3171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3172 \t 12 \t 1139 \t 1 \t 0\n", + "1 \t 3172 \t 1139 \t 2 \t 894 \t 0 \t 1\n", + "2 \t 1139 \t 894 \t 1 \t 245 \t 1 \t -12\n", + "3 \t 894 \t 245 \t 3 \t 159 \t -2 \t 25\n", + "4 \t 245 \t 159 \t 1 \t 86 \t 3 \t -37\n", + "5 \t 159 \t 86 \t 1 \t 73 \t -11 \t 136\n", + "6 \t 86 \t 73 \t 1 \t 13 \t 14 \t -173\n", + "7 \t 73 \t 13 \t 5 \t 8 \t -25 \t 309\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 39 \t -482\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -220 \t 2719\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 259 \t -3201\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -479 \t 5920\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 738 \t -9121\n", + "\t\t\t\t\t -1217 \t 15041\n", + "GCD(39203, 3172) = 1, with coefficients -1217 and 15041 such that 1 = (-1217)*39203 + (15041)*3172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3173 \t 12 \t 1127 \t 1 \t 0\n", + "1 \t 3173 \t 1127 \t 2 \t 919 \t 0 \t 1\n", + "2 \t 1127 \t 919 \t 1 \t 208 \t 1 \t -12\n", + "3 \t 919 \t 208 \t 4 \t 87 \t -2 \t 25\n", + "4 \t 208 \t 87 \t 2 \t 34 \t 3 \t -37\n", + "5 \t 87 \t 34 \t 2 \t 19 \t -14 \t 173\n", + "6 \t 34 \t 19 \t 1 \t 15 \t 31 \t -383\n", + "7 \t 19 \t 15 \t 1 \t 4 \t -76 \t 939\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 107 \t -1322\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -183 \t 2261\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 656 \t -8105\n", + "\t\t\t\t\t -839 \t 10366\n", + "GCD(39203, 3173) = 1, with coefficients -839 and 10366 such that 1 = (-839)*39203 + (10366)*3173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3174 \t 12 \t 1115 \t 1 \t 0\n", + "1 \t 3174 \t 1115 \t 2 \t 944 \t 0 \t 1\n", + "2 \t 1115 \t 944 \t 1 \t 171 \t 1 \t -12\n", + "3 \t 944 \t 171 \t 5 \t 89 \t -2 \t 25\n", + "4 \t 171 \t 89 \t 1 \t 82 \t 3 \t -37\n", + "5 \t 89 \t 82 \t 1 \t 7 \t -17 \t 210\n", + "6 \t 82 \t 7 \t 11 \t 5 \t 20 \t -247\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -37 \t 457\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 427 \t -5274\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -464 \t 5731\n", + "\t\t\t\t\t 1355 \t -16736\n", + "GCD(39203, 3174) = 1, with coefficients 1355 and -16736 such that 1 = (1355)*39203 + (-16736)*3174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3175 \t 12 \t 1103 \t 1 \t 0\n", + "1 \t 3175 \t 1103 \t 2 \t 969 \t 0 \t 1\n", + "2 \t 1103 \t 969 \t 1 \t 134 \t 1 \t -12\n", + "3 \t 969 \t 134 \t 7 \t 31 \t -2 \t 25\n", + "4 \t 134 \t 31 \t 4 \t 10 \t 3 \t -37\n", + "5 \t 31 \t 10 \t 3 \t 1 \t -23 \t 284\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 95 \t -1173\n", + "\t\t\t\t\t -308 \t 3803\n", + "GCD(39203, 3175) = 1, with coefficients -308 and 3803 such that 1 = (-308)*39203 + (3803)*3175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3176 \t 12 \t 1091 \t 1 \t 0\n", + "1 \t 3176 \t 1091 \t 2 \t 994 \t 0 \t 1\n", + "2 \t 1091 \t 994 \t 1 \t 97 \t 1 \t -12\n", + "3 \t 994 \t 97 \t 10 \t 24 \t -2 \t 25\n", + "4 \t 97 \t 24 \t 4 \t 1 \t 3 \t -37\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -32 \t 395\n", + "\t\t\t\t\t 131 \t -1617\n", + "GCD(39203, 3176) = 1, with coefficients 131 and -1617 such that 1 = (131)*39203 + (-1617)*3176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3177 \t 12 \t 1079 \t 1 \t 0\n", + "1 \t 3177 \t 1079 \t 2 \t 1019 \t 0 \t 1\n", + "2 \t 1079 \t 1019 \t 1 \t 60 \t 1 \t -12\n", + "3 \t 1019 \t 60 \t 16 \t 59 \t -2 \t 25\n", + "4 \t 60 \t 59 \t 1 \t 1 \t 3 \t -37\n", + "5 \t 59 \t 1 \t 59 \t 0 \t -50 \t 617\n", + "\t\t\t\t\t 53 \t -654\n", + "GCD(39203, 3177) = 1, with coefficients 53 and -654 such that 1 = (53)*39203 + (-654)*3177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3178 \t 12 \t 1067 \t 1 \t 0\n", + "1 \t 3178 \t 1067 \t 2 \t 1044 \t 0 \t 1\n", + "2 \t 1067 \t 1044 \t 1 \t 23 \t 1 \t -12\n", + "3 \t 1044 \t 23 \t 45 \t 9 \t -2 \t 25\n", + "4 \t 23 \t 9 \t 2 \t 5 \t 3 \t -37\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -137 \t 1690\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 277 \t -3417\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -414 \t 5107\n", + "\t\t\t\t\t 691 \t -8524\n", + "GCD(39203, 3178) = 1, with coefficients 691 and -8524 such that 1 = (691)*39203 + (-8524)*3178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3179 \t 12 \t 1055 \t 1 \t 0\n", + "1 \t 3179 \t 1055 \t 3 \t 14 \t 0 \t 1\n", + "2 \t 1055 \t 14 \t 75 \t 5 \t 1 \t -12\n", + "3 \t 14 \t 5 \t 2 \t 4 \t -3 \t 37\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 226 \t -2787\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -455 \t 5611\n", + "\t\t\t\t\t 681 \t -8398\n", + "GCD(39203, 3179) = 1, with coefficients 681 and -8398 such that 1 = (681)*39203 + (-8398)*3179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3180 \t 12 \t 1043 \t 1 \t 0\n", + "1 \t 3180 \t 1043 \t 3 \t 51 \t 0 \t 1\n", + "2 \t 1043 \t 51 \t 20 \t 23 \t 1 \t -12\n", + "3 \t 51 \t 23 \t 2 \t 5 \t -3 \t 37\n", + "4 \t 23 \t 5 \t 4 \t 3 \t 61 \t -752\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -125 \t 1541\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 561 \t -6916\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -686 \t 8457\n", + "\t\t\t\t\t 1247 \t -15373\n", + "GCD(39203, 3180) = 1, with coefficients 1247 and -15373 such that 1 = (1247)*39203 + (-15373)*3180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3181 \t 12 \t 1031 \t 1 \t 0\n", + "1 \t 3181 \t 1031 \t 3 \t 88 \t 0 \t 1\n", + "2 \t 1031 \t 88 \t 11 \t 63 \t 1 \t -12\n", + "3 \t 88 \t 63 \t 1 \t 25 \t -3 \t 37\n", + "4 \t 63 \t 25 \t 2 \t 13 \t 34 \t -419\n", + "5 \t 25 \t 13 \t 1 \t 12 \t -37 \t 456\n", + "6 \t 13 \t 12 \t 1 \t 1 \t 108 \t -1331\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -145 \t 1787\n", + "\t\t\t\t\t 253 \t -3118\n", + "GCD(39203, 3181) = 1, with coefficients 253 and -3118 such that 1 = (253)*39203 + (-3118)*3181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3182 \t 12 \t 1019 \t 1 \t 0\n", + "1 \t 3182 \t 1019 \t 3 \t 125 \t 0 \t 1\n", + "2 \t 1019 \t 125 \t 8 \t 19 \t 1 \t -12\n", + "3 \t 125 \t 19 \t 6 \t 11 \t -3 \t 37\n", + "4 \t 19 \t 11 \t 1 \t 8 \t 25 \t -308\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -153 \t 1885\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 178 \t -2193\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -331 \t 4078\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 840 \t -10349\n", + "\t\t\t\t\t -1171 \t 14427\n", + "GCD(39203, 3182) = 1, with coefficients -1171 and 14427 such that 1 = (-1171)*39203 + (14427)*3182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3183 \t 12 \t 1007 \t 1 \t 0\n", + "1 \t 3183 \t 1007 \t 3 \t 162 \t 0 \t 1\n", + "2 \t 1007 \t 162 \t 6 \t 35 \t 1 \t -12\n", + "3 \t 162 \t 35 \t 4 \t 22 \t -3 \t 37\n", + "4 \t 35 \t 22 \t 1 \t 13 \t 19 \t -234\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -79 \t 973\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 98 \t -1207\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -177 \t 2180\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 275 \t -3387\n", + "\t\t\t\t\t -727 \t 8954\n", + "GCD(39203, 3183) = 1, with coefficients -727 and 8954 such that 1 = (-727)*39203 + (8954)*3183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3184 \t 12 \t 995 \t 1 \t 0\n", + "1 \t 3184 \t 995 \t 3 \t 199 \t 0 \t 1\n", + "2 \t 995 \t 199 \t 5 \t 0 \t 1 \t -12\n", + "\t\t\t\t\t -3 \t 37\n", + "GCD(39203, 3184) = 199, with coefficients -3 and 37 such that 199 = (-3)*39203 + (37)*3184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3185 \t 12 \t 983 \t 1 \t 0\n", + "1 \t 3185 \t 983 \t 3 \t 236 \t 0 \t 1\n", + "2 \t 983 \t 236 \t 4 \t 39 \t 1 \t -12\n", + "3 \t 236 \t 39 \t 6 \t 2 \t -3 \t 37\n", + "4 \t 39 \t 2 \t 19 \t 1 \t 13 \t -160\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -81 \t 997\n", + "\t\t\t\t\t 1552 \t -19103\n", + "GCD(39203, 3185) = 1, with coefficients 1552 and -19103 such that 1 = (1552)*39203 + (-19103)*3185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3186 \t 12 \t 971 \t 1 \t 0\n", + "1 \t 3186 \t 971 \t 3 \t 273 \t 0 \t 1\n", + "2 \t 971 \t 273 \t 3 \t 152 \t 1 \t -12\n", + "3 \t 273 \t 152 \t 1 \t 121 \t -3 \t 37\n", + "4 \t 152 \t 121 \t 1 \t 31 \t 10 \t -123\n", + "5 \t 121 \t 31 \t 3 \t 28 \t -13 \t 160\n", + "6 \t 31 \t 28 \t 1 \t 3 \t 23 \t -283\n", + "7 \t 28 \t 3 \t 9 \t 1 \t -82 \t 1009\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 105 \t -1292\n", + "\t\t\t\t\t -1027 \t 12637\n", + "GCD(39203, 3186) = 1, with coefficients -1027 and 12637 such that 1 = (-1027)*39203 + (12637)*3186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3187 \t 12 \t 959 \t 1 \t 0\n", + "1 \t 3187 \t 959 \t 3 \t 310 \t 0 \t 1\n", + "2 \t 959 \t 310 \t 3 \t 29 \t 1 \t -12\n", + "3 \t 310 \t 29 \t 10 \t 20 \t -3 \t 37\n", + "4 \t 29 \t 20 \t 1 \t 9 \t 10 \t -123\n", + "5 \t 20 \t 9 \t 2 \t 2 \t -103 \t 1267\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 113 \t -1390\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -329 \t 4047\n", + "\t\t\t\t\t 1429 \t -17578\n", + "GCD(39203, 3187) = 1, with coefficients 1429 and -17578 such that 1 = (1429)*39203 + (-17578)*3187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3188 \t 12 \t 947 \t 1 \t 0\n", + "1 \t 3188 \t 947 \t 3 \t 347 \t 0 \t 1\n", + "2 \t 947 \t 347 \t 2 \t 253 \t 1 \t -12\n", + "3 \t 347 \t 253 \t 1 \t 94 \t -3 \t 37\n", + "4 \t 253 \t 94 \t 2 \t 65 \t 7 \t -86\n", + "5 \t 94 \t 65 \t 1 \t 29 \t -10 \t 123\n", + "6 \t 65 \t 29 \t 2 \t 7 \t 27 \t -332\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -37 \t 455\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 101 \t -1242\n", + "\t\t\t\t\t -441 \t 5423\n", + "GCD(39203, 3188) = 1, with coefficients -441 and 5423 such that 1 = (-441)*39203 + (5423)*3188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3189 \t 12 \t 935 \t 1 \t 0\n", + "1 \t 3189 \t 935 \t 3 \t 384 \t 0 \t 1\n", + "2 \t 935 \t 384 \t 2 \t 167 \t 1 \t -12\n", + "3 \t 384 \t 167 \t 2 \t 50 \t -3 \t 37\n", + "4 \t 167 \t 50 \t 3 \t 17 \t 7 \t -86\n", + "5 \t 50 \t 17 \t 2 \t 16 \t -17 \t 209\n", + "6 \t 17 \t 16 \t 1 \t 1 \t 58 \t -713\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -133 \t 1635\n", + "\t\t\t\t\t 191 \t -2348\n", + "GCD(39203, 3189) = 1, with coefficients 191 and -2348 such that 1 = (191)*39203 + (-2348)*3189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3190 \t 12 \t 923 \t 1 \t 0\n", + "1 \t 3190 \t 923 \t 3 \t 421 \t 0 \t 1\n", + "2 \t 923 \t 421 \t 2 \t 81 \t 1 \t -12\n", + "3 \t 421 \t 81 \t 5 \t 16 \t -3 \t 37\n", + "4 \t 81 \t 16 \t 5 \t 1 \t 7 \t -86\n", + "5 \t 16 \t 1 \t 16 \t 0 \t -38 \t 467\n", + "\t\t\t\t\t 197 \t -2421\n", + "GCD(39203, 3190) = 1, with coefficients 197 and -2421 such that 1 = (197)*39203 + (-2421)*3190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3191 \t 12 \t 911 \t 1 \t 0\n", + "1 \t 3191 \t 911 \t 3 \t 458 \t 0 \t 1\n", + "2 \t 911 \t 458 \t 1 \t 453 \t 1 \t -12\n", + "3 \t 458 \t 453 \t 1 \t 5 \t -3 \t 37\n", + "4 \t 453 \t 5 \t 90 \t 3 \t 4 \t -49\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -7 \t 86\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 634 \t -7789\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -641 \t 7875\n", + "\t\t\t\t\t 1275 \t -15664\n", + "GCD(39203, 3191) = 1, with coefficients 1275 and -15664 such that 1 = (1275)*39203 + (-15664)*3191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3192 \t 12 \t 899 \t 1 \t 0\n", + "1 \t 3192 \t 899 \t 3 \t 495 \t 0 \t 1\n", + "2 \t 899 \t 495 \t 1 \t 404 \t 1 \t -12\n", + "3 \t 495 \t 404 \t 1 \t 91 \t -3 \t 37\n", + "4 \t 404 \t 91 \t 4 \t 40 \t 4 \t -49\n", + "5 \t 91 \t 40 \t 2 \t 11 \t -7 \t 86\n", + "6 \t 40 \t 11 \t 3 \t 7 \t 32 \t -393\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -71 \t 872\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 245 \t -3009\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -316 \t 3881\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 561 \t -6890\n", + "\t\t\t\t\t -877 \t 10771\n", + "GCD(39203, 3192) = 1, with coefficients -877 and 10771 such that 1 = (-877)*39203 + (10771)*3192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3193 \t 12 \t 887 \t 1 \t 0\n", + "1 \t 3193 \t 887 \t 3 \t 532 \t 0 \t 1\n", + "2 \t 887 \t 532 \t 1 \t 355 \t 1 \t -12\n", + "3 \t 532 \t 355 \t 1 \t 177 \t -3 \t 37\n", + "4 \t 355 \t 177 \t 2 \t 1 \t 4 \t -49\n", + "5 \t 177 \t 1 \t 177 \t 0 \t -7 \t 86\n", + "\t\t\t\t\t 18 \t -221\n", + "GCD(39203, 3193) = 1, with coefficients 18 and -221 such that 1 = (18)*39203 + (-221)*3193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3194 \t 12 \t 875 \t 1 \t 0\n", + "1 \t 3194 \t 875 \t 3 \t 569 \t 0 \t 1\n", + "2 \t 875 \t 569 \t 1 \t 306 \t 1 \t -12\n", + "3 \t 569 \t 306 \t 1 \t 263 \t -3 \t 37\n", + "4 \t 306 \t 263 \t 1 \t 43 \t 4 \t -49\n", + "5 \t 263 \t 43 \t 6 \t 5 \t -7 \t 86\n", + "6 \t 43 \t 5 \t 8 \t 3 \t 11 \t -135\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -73 \t 896\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 595 \t -7303\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -668 \t 8199\n", + "\t\t\t\t\t 1263 \t -15502\n", + "GCD(39203, 3194) = 1, with coefficients 1263 and -15502 such that 1 = (1263)*39203 + (-15502)*3194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3195 \t 12 \t 863 \t 1 \t 0\n", + "1 \t 3195 \t 863 \t 3 \t 606 \t 0 \t 1\n", + "2 \t 863 \t 606 \t 1 \t 257 \t 1 \t -12\n", + "3 \t 606 \t 257 \t 2 \t 92 \t -3 \t 37\n", + "4 \t 257 \t 92 \t 2 \t 73 \t 4 \t -49\n", + "5 \t 92 \t 73 \t 1 \t 19 \t -11 \t 135\n", + "6 \t 73 \t 19 \t 3 \t 16 \t 26 \t -319\n", + "7 \t 19 \t 16 \t 1 \t 3 \t -37 \t 454\n", + "8 \t 16 \t 3 \t 5 \t 1 \t 137 \t -1681\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -174 \t 2135\n", + "\t\t\t\t\t 1007 \t -12356\n", + "GCD(39203, 3195) = 1, with coefficients 1007 and -12356 such that 1 = (1007)*39203 + (-12356)*3195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3196 \t 12 \t 851 \t 1 \t 0\n", + "1 \t 3196 \t 851 \t 3 \t 643 \t 0 \t 1\n", + "2 \t 851 \t 643 \t 1 \t 208 \t 1 \t -12\n", + "3 \t 643 \t 208 \t 3 \t 19 \t -3 \t 37\n", + "4 \t 208 \t 19 \t 10 \t 18 \t 4 \t -49\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -15 \t 184\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 154 \t -1889\n", + "\t\t\t\t\t -169 \t 2073\n", + "GCD(39203, 3196) = 1, with coefficients -169 and 2073 such that 1 = (-169)*39203 + (2073)*3196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3197 \t 12 \t 839 \t 1 \t 0\n", + "1 \t 3197 \t 839 \t 3 \t 680 \t 0 \t 1\n", + "2 \t 839 \t 680 \t 1 \t 159 \t 1 \t -12\n", + "3 \t 680 \t 159 \t 4 \t 44 \t -3 \t 37\n", + "4 \t 159 \t 44 \t 3 \t 27 \t 4 \t -49\n", + "5 \t 44 \t 27 \t 1 \t 17 \t -19 \t 233\n", + "6 \t 27 \t 17 \t 1 \t 10 \t 61 \t -748\n", + "7 \t 17 \t 10 \t 1 \t 7 \t -80 \t 981\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 141 \t -1729\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -221 \t 2710\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 362 \t -4439\n", + "\t\t\t\t\t -945 \t 11588\n", + "GCD(39203, 3197) = 1, with coefficients -945 and 11588 such that 1 = (-945)*39203 + (11588)*3197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3198 \t 12 \t 827 \t 1 \t 0\n", + "1 \t 3198 \t 827 \t 3 \t 717 \t 0 \t 1\n", + "2 \t 827 \t 717 \t 1 \t 110 \t 1 \t -12\n", + "3 \t 717 \t 110 \t 6 \t 57 \t -3 \t 37\n", + "4 \t 110 \t 57 \t 1 \t 53 \t 4 \t -49\n", + "5 \t 57 \t 53 \t 1 \t 4 \t -27 \t 331\n", + "6 \t 53 \t 4 \t 13 \t 1 \t 31 \t -380\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -58 \t 711\n", + "\t\t\t\t\t 785 \t -9623\n", + "GCD(39203, 3198) = 1, with coefficients 785 and -9623 such that 1 = (785)*39203 + (-9623)*3198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3199 \t 12 \t 815 \t 1 \t 0\n", + "1 \t 3199 \t 815 \t 3 \t 754 \t 0 \t 1\n", + "2 \t 815 \t 754 \t 1 \t 61 \t 1 \t -12\n", + "3 \t 754 \t 61 \t 12 \t 22 \t -3 \t 37\n", + "4 \t 61 \t 22 \t 2 \t 17 \t 4 \t -49\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -51 \t 625\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 106 \t -1299\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -157 \t 1924\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 577 \t -7071\n", + "\t\t\t\t\t -1311 \t 16066\n", + "GCD(39203, 3199) = 1, with coefficients -1311 and 16066 such that 1 = (-1311)*39203 + (16066)*3199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3200 \t 12 \t 803 \t 1 \t 0\n", + "1 \t 3200 \t 803 \t 3 \t 791 \t 0 \t 1\n", + "2 \t 803 \t 791 \t 1 \t 12 \t 1 \t -12\n", + "3 \t 791 \t 12 \t 65 \t 11 \t -3 \t 37\n", + "4 \t 12 \t 11 \t 1 \t 1 \t 4 \t -49\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -263 \t 3222\n", + "\t\t\t\t\t 267 \t -3271\n", + "GCD(39203, 3200) = 1, with coefficients 267 and -3271 such that 1 = (267)*39203 + (-3271)*3200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3201 \t 12 \t 791 \t 1 \t 0\n", + "1 \t 3201 \t 791 \t 4 \t 37 \t 0 \t 1\n", + "2 \t 791 \t 37 \t 21 \t 14 \t 1 \t -12\n", + "3 \t 37 \t 14 \t 2 \t 9 \t -4 \t 49\n", + "4 \t 14 \t 9 \t 1 \t 5 \t 85 \t -1041\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -174 \t 2131\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 259 \t -3172\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -433 \t 5303\n", + "\t\t\t\t\t 692 \t -8475\n", + "GCD(39203, 3201) = 1, with coefficients 692 and -8475 such that 1 = (692)*39203 + (-8475)*3201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3202 \t 12 \t 779 \t 1 \t 0\n", + "1 \t 3202 \t 779 \t 4 \t 86 \t 0 \t 1\n", + "2 \t 779 \t 86 \t 9 \t 5 \t 1 \t -12\n", + "3 \t 86 \t 5 \t 17 \t 1 \t -4 \t 49\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 37 \t -453\n", + "\t\t\t\t\t -633 \t 7750\n", + "GCD(39203, 3202) = 1, with coefficients -633 and 7750 such that 1 = (-633)*39203 + (7750)*3202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3203 \t 12 \t 767 \t 1 \t 0\n", + "1 \t 3203 \t 767 \t 4 \t 135 \t 0 \t 1\n", + "2 \t 767 \t 135 \t 5 \t 92 \t 1 \t -12\n", + "3 \t 135 \t 92 \t 1 \t 43 \t -4 \t 49\n", + "4 \t 92 \t 43 \t 2 \t 6 \t 21 \t -257\n", + "5 \t 43 \t 6 \t 7 \t 1 \t -25 \t 306\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 71 \t -869\n", + "\t\t\t\t\t -522 \t 6389\n", + "GCD(39203, 3203) = 1, with coefficients -522 and 6389 such that 1 = (-522)*39203 + (6389)*3203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3204 \t 12 \t 755 \t 1 \t 0\n", + "1 \t 3204 \t 755 \t 4 \t 184 \t 0 \t 1\n", + "2 \t 755 \t 184 \t 4 \t 19 \t 1 \t -12\n", + "3 \t 184 \t 19 \t 9 \t 13 \t -4 \t 49\n", + "4 \t 19 \t 13 \t 1 \t 6 \t 17 \t -208\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -157 \t 1921\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 174 \t -2129\n", + "\t\t\t\t\t -505 \t 6179\n", + "GCD(39203, 3204) = 1, with coefficients -505 and 6179 such that 1 = (-505)*39203 + (6179)*3204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3205 \t 12 \t 743 \t 1 \t 0\n", + "1 \t 3205 \t 743 \t 4 \t 233 \t 0 \t 1\n", + "2 \t 743 \t 233 \t 3 \t 44 \t 1 \t -12\n", + "3 \t 233 \t 44 \t 5 \t 13 \t -4 \t 49\n", + "4 \t 44 \t 13 \t 3 \t 5 \t 13 \t -159\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -69 \t 844\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 220 \t -2691\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -509 \t 6226\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 729 \t -8917\n", + "\t\t\t\t\t -1238 \t 15143\n", + "GCD(39203, 3205) = 1, with coefficients -1238 and 15143 such that 1 = (-1238)*39203 + (15143)*3205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3206 \t 12 \t 731 \t 1 \t 0\n", + "1 \t 3206 \t 731 \t 4 \t 282 \t 0 \t 1\n", + "2 \t 731 \t 282 \t 2 \t 167 \t 1 \t -12\n", + "3 \t 282 \t 167 \t 1 \t 115 \t -4 \t 49\n", + "4 \t 167 \t 115 \t 1 \t 52 \t 9 \t -110\n", + "5 \t 115 \t 52 \t 2 \t 11 \t -13 \t 159\n", + "6 \t 52 \t 11 \t 4 \t 8 \t 22 \t -269\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -57 \t 697\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 250 \t -3057\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -307 \t 3754\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 864 \t -10565\n", + "\t\t\t\t\t -1171 \t 14319\n", + "GCD(39203, 3206) = 1, with coefficients -1171 and 14319 such that 1 = (-1171)*39203 + (14319)*3206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3207 \t 12 \t 719 \t 1 \t 0\n", + "1 \t 3207 \t 719 \t 4 \t 331 \t 0 \t 1\n", + "2 \t 719 \t 331 \t 2 \t 57 \t 1 \t -12\n", + "3 \t 331 \t 57 \t 5 \t 46 \t -4 \t 49\n", + "4 \t 57 \t 46 \t 1 \t 11 \t 9 \t -110\n", + "5 \t 46 \t 11 \t 4 \t 2 \t -49 \t 599\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 58 \t -709\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -281 \t 3435\n", + "\t\t\t\t\t 1463 \t -17884\n", + "GCD(39203, 3207) = 1, with coefficients 1463 and -17884 such that 1 = (1463)*39203 + (-17884)*3207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3208 \t 12 \t 707 \t 1 \t 0\n", + "1 \t 3208 \t 707 \t 4 \t 380 \t 0 \t 1\n", + "2 \t 707 \t 380 \t 1 \t 327 \t 1 \t -12\n", + "3 \t 380 \t 327 \t 1 \t 53 \t -4 \t 49\n", + "4 \t 327 \t 53 \t 6 \t 9 \t 5 \t -61\n", + "5 \t 53 \t 9 \t 5 \t 8 \t -9 \t 110\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 59 \t -721\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -304 \t 3715\n", + "\t\t\t\t\t 363 \t -4436\n", + "GCD(39203, 3208) = 1, with coefficients 363 and -4436 such that 1 = (363)*39203 + (-4436)*3208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3209 \t 12 \t 695 \t 1 \t 0\n", + "1 \t 3209 \t 695 \t 4 \t 429 \t 0 \t 1\n", + "2 \t 695 \t 429 \t 1 \t 266 \t 1 \t -12\n", + "3 \t 429 \t 266 \t 1 \t 163 \t -4 \t 49\n", + "4 \t 266 \t 163 \t 1 \t 103 \t 5 \t -61\n", + "5 \t 163 \t 103 \t 1 \t 60 \t -9 \t 110\n", + "6 \t 103 \t 60 \t 1 \t 43 \t 14 \t -171\n", + "7 \t 60 \t 43 \t 1 \t 17 \t -23 \t 281\n", + "8 \t 43 \t 17 \t 2 \t 9 \t 37 \t -452\n", + "9 \t 17 \t 9 \t 1 \t 8 \t -60 \t 733\n", + "10 \t 9 \t 8 \t 1 \t 1 \t 157 \t -1918\n", + "11 \t 8 \t 1 \t 8 \t 0 \t -217 \t 2651\n", + "\t\t\t\t\t 374 \t -4569\n", + "GCD(39203, 3209) = 1, with coefficients 374 and -4569 such that 1 = (374)*39203 + (-4569)*3209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3210 \t 12 \t 683 \t 1 \t 0\n", + "1 \t 3210 \t 683 \t 4 \t 478 \t 0 \t 1\n", + "2 \t 683 \t 478 \t 1 \t 205 \t 1 \t -12\n", + "3 \t 478 \t 205 \t 2 \t 68 \t -4 \t 49\n", + "4 \t 205 \t 68 \t 3 \t 1 \t 5 \t -61\n", + "5 \t 68 \t 1 \t 68 \t 0 \t -14 \t 171\n", + "\t\t\t\t\t 47 \t -574\n", + "GCD(39203, 3210) = 1, with coefficients 47 and -574 such that 1 = (47)*39203 + (-574)*3210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3211 \t 12 \t 671 \t 1 \t 0\n", + "1 \t 3211 \t 671 \t 4 \t 527 \t 0 \t 1\n", + "2 \t 671 \t 527 \t 1 \t 144 \t 1 \t -12\n", + "3 \t 527 \t 144 \t 3 \t 95 \t -4 \t 49\n", + "4 \t 144 \t 95 \t 1 \t 49 \t 5 \t -61\n", + "5 \t 95 \t 49 \t 1 \t 46 \t -19 \t 232\n", + "6 \t 49 \t 46 \t 1 \t 3 \t 24 \t -293\n", + "7 \t 46 \t 3 \t 15 \t 1 \t -43 \t 525\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 67 \t -818\n", + "\t\t\t\t\t -1048 \t 12795\n", + "GCD(39203, 3211) = 1, with coefficients -1048 and 12795 such that 1 = (-1048)*39203 + (12795)*3211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3212 \t 12 \t 659 \t 1 \t 0\n", + "1 \t 3212 \t 659 \t 4 \t 576 \t 0 \t 1\n", + "2 \t 659 \t 576 \t 1 \t 83 \t 1 \t -12\n", + "3 \t 576 \t 83 \t 6 \t 78 \t -4 \t 49\n", + "4 \t 83 \t 78 \t 1 \t 5 \t 5 \t -61\n", + "5 \t 78 \t 5 \t 15 \t 3 \t -34 \t 415\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 39 \t -476\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -619 \t 7555\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 658 \t -8031\n", + "\t\t\t\t\t -1277 \t 15586\n", + "GCD(39203, 3212) = 1, with coefficients -1277 and 15586 such that 1 = (-1277)*39203 + (15586)*3212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3213 \t 12 \t 647 \t 1 \t 0\n", + "1 \t 3213 \t 647 \t 4 \t 625 \t 0 \t 1\n", + "2 \t 647 \t 625 \t 1 \t 22 \t 1 \t -12\n", + "3 \t 625 \t 22 \t 28 \t 9 \t -4 \t 49\n", + "4 \t 22 \t 9 \t 2 \t 4 \t 5 \t -61\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -144 \t 1757\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 293 \t -3575\n", + "\t\t\t\t\t -730 \t 8907\n", + "GCD(39203, 3213) = 1, with coefficients -730 and 8907 such that 1 = (-730)*39203 + (8907)*3213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3214 \t 12 \t 635 \t 1 \t 0\n", + "1 \t 3214 \t 635 \t 5 \t 39 \t 0 \t 1\n", + "2 \t 635 \t 39 \t 16 \t 11 \t 1 \t -12\n", + "3 \t 39 \t 11 \t 3 \t 6 \t -5 \t 61\n", + "4 \t 11 \t 6 \t 1 \t 5 \t 81 \t -988\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -248 \t 3025\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 329 \t -4013\n", + "\t\t\t\t\t -577 \t 7038\n", + "GCD(39203, 3214) = 1, with coefficients -577 and 7038 such that 1 = (-577)*39203 + (7038)*3214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3215 \t 12 \t 623 \t 1 \t 0\n", + "1 \t 3215 \t 623 \t 5 \t 100 \t 0 \t 1\n", + "2 \t 623 \t 100 \t 6 \t 23 \t 1 \t -12\n", + "3 \t 100 \t 23 \t 4 \t 8 \t -5 \t 61\n", + "4 \t 23 \t 8 \t 2 \t 7 \t 31 \t -378\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -129 \t 1573\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 289 \t -3524\n", + "\t\t\t\t\t -418 \t 5097\n", + "GCD(39203, 3215) = 1, with coefficients -418 and 5097 such that 1 = (-418)*39203 + (5097)*3215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3216 \t 12 \t 611 \t 1 \t 0\n", + "1 \t 3216 \t 611 \t 5 \t 161 \t 0 \t 1\n", + "2 \t 611 \t 161 \t 3 \t 128 \t 1 \t -12\n", + "3 \t 161 \t 128 \t 1 \t 33 \t -5 \t 61\n", + "4 \t 128 \t 33 \t 3 \t 29 \t 16 \t -195\n", + "5 \t 33 \t 29 \t 1 \t 4 \t -21 \t 256\n", + "6 \t 29 \t 4 \t 7 \t 1 \t 79 \t -963\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -100 \t 1219\n", + "\t\t\t\t\t 779 \t -9496\n", + "GCD(39203, 3216) = 1, with coefficients 779 and -9496 such that 1 = (779)*39203 + (-9496)*3216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3217 \t 12 \t 599 \t 1 \t 0\n", + "1 \t 3217 \t 599 \t 5 \t 222 \t 0 \t 1\n", + "2 \t 599 \t 222 \t 2 \t 155 \t 1 \t -12\n", + "3 \t 222 \t 155 \t 1 \t 67 \t -5 \t 61\n", + "4 \t 155 \t 67 \t 2 \t 21 \t 11 \t -134\n", + "5 \t 67 \t 21 \t 3 \t 4 \t -16 \t 195\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 43 \t -524\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -145 \t 1767\n", + "\t\t\t\t\t 768 \t -9359\n", + "GCD(39203, 3217) = 1, with coefficients 768 and -9359 such that 1 = (768)*39203 + (-9359)*3217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3218 \t 12 \t 587 \t 1 \t 0\n", + "1 \t 3218 \t 587 \t 5 \t 283 \t 0 \t 1\n", + "2 \t 587 \t 283 \t 2 \t 21 \t 1 \t -12\n", + "3 \t 283 \t 21 \t 13 \t 10 \t -5 \t 61\n", + "4 \t 21 \t 10 \t 2 \t 1 \t 11 \t -134\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -148 \t 1803\n", + "\t\t\t\t\t 307 \t -3740\n", + "GCD(39203, 3218) = 1, with coefficients 307 and -3740 such that 1 = (307)*39203 + (-3740)*3218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3219 \t 12 \t 575 \t 1 \t 0\n", + "1 \t 3219 \t 575 \t 5 \t 344 \t 0 \t 1\n", + "2 \t 575 \t 344 \t 1 \t 231 \t 1 \t -12\n", + "3 \t 344 \t 231 \t 1 \t 113 \t -5 \t 61\n", + "4 \t 231 \t 113 \t 2 \t 5 \t 6 \t -73\n", + "5 \t 113 \t 5 \t 22 \t 3 \t -11 \t 134\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 28 \t -341\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -627 \t 7636\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 655 \t -7977\n", + "\t\t\t\t\t -1282 \t 15613\n", + "GCD(39203, 3219) = 1, with coefficients -1282 and 15613 such that 1 = (-1282)*39203 + (15613)*3219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3220 \t 12 \t 563 \t 1 \t 0\n", + "1 \t 3220 \t 563 \t 5 \t 405 \t 0 \t 1\n", + "2 \t 563 \t 405 \t 1 \t 158 \t 1 \t -12\n", + "3 \t 405 \t 158 \t 2 \t 89 \t -5 \t 61\n", + "4 \t 158 \t 89 \t 1 \t 69 \t 6 \t -73\n", + "5 \t 89 \t 69 \t 1 \t 20 \t -17 \t 207\n", + "6 \t 69 \t 20 \t 3 \t 9 \t 23 \t -280\n", + "7 \t 20 \t 9 \t 2 \t 2 \t -40 \t 487\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 143 \t -1741\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -326 \t 3969\n", + "\t\t\t\t\t 1447 \t -17617\n", + "GCD(39203, 3220) = 1, with coefficients 1447 and -17617 such that 1 = (1447)*39203 + (-17617)*3220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3221 \t 12 \t 551 \t 1 \t 0\n", + "1 \t 3221 \t 551 \t 5 \t 466 \t 0 \t 1\n", + "2 \t 551 \t 466 \t 1 \t 85 \t 1 \t -12\n", + "3 \t 466 \t 85 \t 5 \t 41 \t -5 \t 61\n", + "4 \t 85 \t 41 \t 2 \t 3 \t 6 \t -73\n", + "5 \t 41 \t 3 \t 13 \t 2 \t -35 \t 426\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 76 \t -925\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1023 \t 12451\n", + "\t\t\t\t\t 1099 \t -13376\n", + "GCD(39203, 3221) = 1, with coefficients 1099 and -13376 such that 1 = (1099)*39203 + (-13376)*3221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3222 \t 12 \t 539 \t 1 \t 0\n", + "1 \t 3222 \t 539 \t 5 \t 527 \t 0 \t 1\n", + "2 \t 539 \t 527 \t 1 \t 12 \t 1 \t -12\n", + "3 \t 527 \t 12 \t 43 \t 11 \t -5 \t 61\n", + "4 \t 12 \t 11 \t 1 \t 1 \t 6 \t -73\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -263 \t 3200\n", + "\t\t\t\t\t 269 \t -3273\n", + "GCD(39203, 3222) = 1, with coefficients 269 and -3273 such that 1 = (269)*39203 + (-3273)*3222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3223 \t 12 \t 527 \t 1 \t 0\n", + "1 \t 3223 \t 527 \t 6 \t 61 \t 0 \t 1\n", + "2 \t 527 \t 61 \t 8 \t 39 \t 1 \t -12\n", + "3 \t 61 \t 39 \t 1 \t 22 \t -6 \t 73\n", + "4 \t 39 \t 22 \t 1 \t 17 \t 49 \t -596\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -55 \t 669\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 104 \t -1265\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -159 \t 1934\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 581 \t -7067\n", + "\t\t\t\t\t -1321 \t 16068\n", + "GCD(39203, 3223) = 1, with coefficients -1321 and 16068 such that 1 = (-1321)*39203 + (16068)*3223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3224 \t 12 \t 515 \t 1 \t 0\n", + "1 \t 3224 \t 515 \t 6 \t 134 \t 0 \t 1\n", + "2 \t 515 \t 134 \t 3 \t 113 \t 1 \t -12\n", + "3 \t 134 \t 113 \t 1 \t 21 \t -6 \t 73\n", + "4 \t 113 \t 21 \t 5 \t 8 \t 19 \t -231\n", + "5 \t 21 \t 8 \t 2 \t 5 \t -25 \t 304\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 144 \t -1751\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -313 \t 3806\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 457 \t -5557\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -770 \t 9363\n", + "\t\t\t\t\t 1227 \t -14920\n", + "GCD(39203, 3224) = 1, with coefficients 1227 and -14920 such that 1 = (1227)*39203 + (-14920)*3224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3225 \t 12 \t 503 \t 1 \t 0\n", + "1 \t 3225 \t 503 \t 6 \t 207 \t 0 \t 1\n", + "2 \t 503 \t 207 \t 2 \t 89 \t 1 \t -12\n", + "3 \t 207 \t 89 \t 2 \t 29 \t -6 \t 73\n", + "4 \t 89 \t 29 \t 3 \t 2 \t 13 \t -158\n", + "5 \t 29 \t 2 \t 14 \t 1 \t -32 \t 389\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 109 \t -1325\n", + "\t\t\t\t\t -1558 \t 18939\n", + "GCD(39203, 3225) = 1, with coefficients -1558 and 18939 such that 1 = (-1558)*39203 + (18939)*3225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3226 \t 12 \t 491 \t 1 \t 0\n", + "1 \t 3226 \t 491 \t 6 \t 280 \t 0 \t 1\n", + "2 \t 491 \t 280 \t 1 \t 211 \t 1 \t -12\n", + "3 \t 280 \t 211 \t 1 \t 69 \t -6 \t 73\n", + "4 \t 211 \t 69 \t 3 \t 4 \t 7 \t -85\n", + "5 \t 69 \t 4 \t 17 \t 1 \t -13 \t 158\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 46 \t -559\n", + "\t\t\t\t\t -795 \t 9661\n", + "GCD(39203, 3226) = 1, with coefficients -795 and 9661 such that 1 = (-795)*39203 + (9661)*3226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3227 \t 12 \t 479 \t 1 \t 0\n", + "1 \t 3227 \t 479 \t 6 \t 353 \t 0 \t 1\n", + "2 \t 479 \t 353 \t 1 \t 126 \t 1 \t -12\n", + "3 \t 353 \t 126 \t 2 \t 101 \t -6 \t 73\n", + "4 \t 126 \t 101 \t 1 \t 25 \t 7 \t -85\n", + "5 \t 101 \t 25 \t 4 \t 1 \t -20 \t 243\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 27 \t -328\n", + "\t\t\t\t\t -128 \t 1555\n", + "GCD(39203, 3227) = 1, with coefficients -128 and 1555 such that 1 = (-128)*39203 + (1555)*3227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3228 \t 12 \t 467 \t 1 \t 0\n", + "1 \t 3228 \t 467 \t 6 \t 426 \t 0 \t 1\n", + "2 \t 467 \t 426 \t 1 \t 41 \t 1 \t -12\n", + "3 \t 426 \t 41 \t 10 \t 16 \t -6 \t 73\n", + "4 \t 41 \t 16 \t 2 \t 9 \t 7 \t -85\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -76 \t 923\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 159 \t -1931\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -235 \t 2854\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 394 \t -4785\n", + "\t\t\t\t\t -1417 \t 17209\n", + "GCD(39203, 3228) = 1, with coefficients -1417 and 17209 such that 1 = (-1417)*39203 + (17209)*3228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3229 \t 12 \t 455 \t 1 \t 0\n", + "1 \t 3229 \t 455 \t 7 \t 44 \t 0 \t 1\n", + "2 \t 455 \t 44 \t 10 \t 15 \t 1 \t -12\n", + "3 \t 44 \t 15 \t 2 \t 14 \t -7 \t 85\n", + "4 \t 15 \t 14 \t 1 \t 1 \t 71 \t -862\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -149 \t 1809\n", + "\t\t\t\t\t 220 \t -2671\n", + "GCD(39203, 3229) = 1, with coefficients 220 and -2671 such that 1 = (220)*39203 + (-2671)*3229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3230 \t 12 \t 443 \t 1 \t 0\n", + "1 \t 3230 \t 443 \t 7 \t 129 \t 0 \t 1\n", + "2 \t 443 \t 129 \t 3 \t 56 \t 1 \t -12\n", + "3 \t 129 \t 56 \t 2 \t 17 \t -7 \t 85\n", + "4 \t 56 \t 17 \t 3 \t 5 \t 22 \t -267\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -51 \t 619\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 175 \t -2124\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -576 \t 6991\n", + "\t\t\t\t\t 1327 \t -16106\n", + "GCD(39203, 3230) = 1, with coefficients 1327 and -16106 such that 1 = (1327)*39203 + (-16106)*3230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3231 \t 12 \t 431 \t 1 \t 0\n", + "1 \t 3231 \t 431 \t 7 \t 214 \t 0 \t 1\n", + "2 \t 431 \t 214 \t 2 \t 3 \t 1 \t -12\n", + "3 \t 214 \t 3 \t 71 \t 1 \t -7 \t 85\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 15 \t -182\n", + "\t\t\t\t\t -1072 \t 13007\n", + "GCD(39203, 3231) = 1, with coefficients -1072 and 13007 such that 1 = (-1072)*39203 + (13007)*3231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3232 \t 12 \t 419 \t 1 \t 0\n", + "1 \t 3232 \t 419 \t 7 \t 299 \t 0 \t 1\n", + "2 \t 419 \t 299 \t 1 \t 120 \t 1 \t -12\n", + "3 \t 299 \t 120 \t 2 \t 59 \t -7 \t 85\n", + "4 \t 120 \t 59 \t 2 \t 2 \t 8 \t -97\n", + "5 \t 59 \t 2 \t 29 \t 1 \t -23 \t 279\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 54 \t -655\n", + "\t\t\t\t\t -1589 \t 19274\n", + "GCD(39203, 3232) = 1, with coefficients -1589 and 19274 such that 1 = (-1589)*39203 + (19274)*3232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3233 \t 12 \t 407 \t 1 \t 0\n", + "1 \t 3233 \t 407 \t 7 \t 384 \t 0 \t 1\n", + "2 \t 407 \t 384 \t 1 \t 23 \t 1 \t -12\n", + "3 \t 384 \t 23 \t 16 \t 16 \t -7 \t 85\n", + "4 \t 23 \t 16 \t 1 \t 7 \t 8 \t -97\n", + "5 \t 16 \t 7 \t 2 \t 2 \t -135 \t 1637\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 143 \t -1734\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -421 \t 5105\n", + "\t\t\t\t\t 1406 \t -17049\n", + "GCD(39203, 3233) = 1, with coefficients 1406 and -17049 such that 1 = (1406)*39203 + (-17049)*3233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3234 \t 12 \t 395 \t 1 \t 0\n", + "1 \t 3234 \t 395 \t 8 \t 74 \t 0 \t 1\n", + "2 \t 395 \t 74 \t 5 \t 25 \t 1 \t -12\n", + "3 \t 74 \t 25 \t 2 \t 24 \t -8 \t 97\n", + "4 \t 25 \t 24 \t 1 \t 1 \t 41 \t -497\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -90 \t 1091\n", + "\t\t\t\t\t 131 \t -1588\n", + "GCD(39203, 3234) = 1, with coefficients 131 and -1588 such that 1 = (131)*39203 + (-1588)*3234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3235 \t 12 \t 383 \t 1 \t 0\n", + "1 \t 3235 \t 383 \t 8 \t 171 \t 0 \t 1\n", + "2 \t 383 \t 171 \t 2 \t 41 \t 1 \t -12\n", + "3 \t 171 \t 41 \t 4 \t 7 \t -8 \t 97\n", + "4 \t 41 \t 7 \t 5 \t 6 \t 17 \t -206\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -76 \t 921\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 397 \t -4811\n", + "\t\t\t\t\t -473 \t 5732\n", + "GCD(39203, 3235) = 1, with coefficients -473 and 5732 such that 1 = (-473)*39203 + (5732)*3235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3236 \t 12 \t 371 \t 1 \t 0\n", + "1 \t 3236 \t 371 \t 8 \t 268 \t 0 \t 1\n", + "2 \t 371 \t 268 \t 1 \t 103 \t 1 \t -12\n", + "3 \t 268 \t 103 \t 2 \t 62 \t -8 \t 97\n", + "4 \t 103 \t 62 \t 1 \t 41 \t 9 \t -109\n", + "5 \t 62 \t 41 \t 1 \t 21 \t -26 \t 315\n", + "6 \t 41 \t 21 \t 1 \t 20 \t 35 \t -424\n", + "7 \t 21 \t 20 \t 1 \t 1 \t -61 \t 739\n", + "8 \t 20 \t 1 \t 20 \t 0 \t 96 \t -1163\n", + "\t\t\t\t\t -157 \t 1902\n", + "GCD(39203, 3236) = 1, with coefficients -157 and 1902 such that 1 = (-157)*39203 + (1902)*3236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3237 \t 12 \t 359 \t 1 \t 0\n", + "1 \t 3237 \t 359 \t 9 \t 6 \t 0 \t 1\n", + "2 \t 359 \t 6 \t 59 \t 5 \t 1 \t -12\n", + "3 \t 6 \t 5 \t 1 \t 1 \t -9 \t 109\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 532 \t -6443\n", + "\t\t\t\t\t -541 \t 6552\n", + "GCD(39203, 3237) = 1, with coefficients -541 and 6552 such that 1 = (-541)*39203 + (6552)*3237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3238 \t 12 \t 347 \t 1 \t 0\n", + "1 \t 3238 \t 347 \t 9 \t 115 \t 0 \t 1\n", + "2 \t 347 \t 115 \t 3 \t 2 \t 1 \t -12\n", + "3 \t 115 \t 2 \t 57 \t 1 \t -9 \t 109\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 28 \t -339\n", + "\t\t\t\t\t -1605 \t 19432\n", + "GCD(39203, 3238) = 1, with coefficients -1605 and 19432 such that 1 = (-1605)*39203 + (19432)*3238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3239 \t 12 \t 335 \t 1 \t 0\n", + "1 \t 3239 \t 335 \t 9 \t 224 \t 0 \t 1\n", + "2 \t 335 \t 224 \t 1 \t 111 \t 1 \t -12\n", + "3 \t 224 \t 111 \t 2 \t 2 \t -9 \t 109\n", + "4 \t 111 \t 2 \t 55 \t 1 \t 10 \t -121\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -29 \t 351\n", + "\t\t\t\t\t 1605 \t -19426\n", + "GCD(39203, 3239) = 1, with coefficients 1605 and -19426 such that 1 = (1605)*39203 + (-19426)*3239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3240 \t 12 \t 323 \t 1 \t 0\n", + "1 \t 3240 \t 323 \t 10 \t 10 \t 0 \t 1\n", + "2 \t 323 \t 10 \t 32 \t 3 \t 1 \t -12\n", + "3 \t 10 \t 3 \t 3 \t 1 \t -10 \t 121\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 321 \t -3884\n", + "\t\t\t\t\t -973 \t 11773\n", + "GCD(39203, 3240) = 1, with coefficients -973 and 11773 such that 1 = (-973)*39203 + (11773)*3240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3241 \t 12 \t 311 \t 1 \t 0\n", + "1 \t 3241 \t 311 \t 10 \t 131 \t 0 \t 1\n", + "2 \t 311 \t 131 \t 2 \t 49 \t 1 \t -12\n", + "3 \t 131 \t 49 \t 2 \t 33 \t -10 \t 121\n", + "4 \t 49 \t 33 \t 1 \t 16 \t 21 \t -254\n", + "5 \t 33 \t 16 \t 2 \t 1 \t -52 \t 629\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 73 \t -883\n", + "\t\t\t\t\t -198 \t 2395\n", + "GCD(39203, 3241) = 1, with coefficients -198 and 2395 such that 1 = (-198)*39203 + (2395)*3241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3242 \t 12 \t 299 \t 1 \t 0\n", + "1 \t 3242 \t 299 \t 10 \t 252 \t 0 \t 1\n", + "2 \t 299 \t 252 \t 1 \t 47 \t 1 \t -12\n", + "3 \t 252 \t 47 \t 5 \t 17 \t -10 \t 121\n", + "4 \t 47 \t 17 \t 2 \t 13 \t 11 \t -133\n", + "5 \t 17 \t 13 \t 1 \t 4 \t -65 \t 786\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 141 \t -1705\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -206 \t 2491\n", + "\t\t\t\t\t 759 \t -9178\n", + "GCD(39203, 3242) = 1, with coefficients 759 and -9178 such that 1 = (759)*39203 + (-9178)*3242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3243 \t 12 \t 287 \t 1 \t 0\n", + "1 \t 3243 \t 287 \t 11 \t 86 \t 0 \t 1\n", + "2 \t 287 \t 86 \t 3 \t 29 \t 1 \t -12\n", + "3 \t 86 \t 29 \t 2 \t 28 \t -11 \t 133\n", + "4 \t 29 \t 28 \t 1 \t 1 \t 34 \t -411\n", + "5 \t 28 \t 1 \t 28 \t 0 \t -79 \t 955\n", + "\t\t\t\t\t 113 \t -1366\n", + "GCD(39203, 3243) = 1, with coefficients 113 and -1366 such that 1 = (113)*39203 + (-1366)*3243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3244 \t 12 \t 275 \t 1 \t 0\n", + "1 \t 3244 \t 275 \t 11 \t 219 \t 0 \t 1\n", + "2 \t 275 \t 219 \t 1 \t 56 \t 1 \t -12\n", + "3 \t 219 \t 56 \t 3 \t 51 \t -11 \t 133\n", + "4 \t 56 \t 51 \t 1 \t 5 \t 12 \t -145\n", + "5 \t 51 \t 5 \t 10 \t 1 \t -47 \t 568\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 59 \t -713\n", + "\t\t\t\t\t -637 \t 7698\n", + "GCD(39203, 3244) = 1, with coefficients -637 and 7698 such that 1 = (-637)*39203 + (7698)*3244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3245 \t 12 \t 263 \t 1 \t 0\n", + "1 \t 3245 \t 263 \t 12 \t 89 \t 0 \t 1\n", + "2 \t 263 \t 89 \t 2 \t 85 \t 1 \t -12\n", + "3 \t 89 \t 85 \t 1 \t 4 \t -12 \t 145\n", + "4 \t 85 \t 4 \t 21 \t 1 \t 25 \t -302\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -37 \t 447\n", + "\t\t\t\t\t 802 \t -9689\n", + "GCD(39203, 3245) = 1, with coefficients 802 and -9689 such that 1 = (802)*39203 + (-9689)*3245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3246 \t 12 \t 251 \t 1 \t 0\n", + "1 \t 3246 \t 251 \t 12 \t 234 \t 0 \t 1\n", + "2 \t 251 \t 234 \t 1 \t 17 \t 1 \t -12\n", + "3 \t 234 \t 17 \t 13 \t 13 \t -12 \t 145\n", + "4 \t 17 \t 13 \t 1 \t 4 \t 13 \t -157\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -181 \t 2186\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 194 \t -2343\n", + "\t\t\t\t\t -763 \t 9215\n", + "GCD(39203, 3246) = 1, with coefficients -763 and 9215 such that 1 = (-763)*39203 + (9215)*3246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3247 \t 12 \t 239 \t 1 \t 0\n", + "1 \t 3247 \t 239 \t 13 \t 140 \t 0 \t 1\n", + "2 \t 239 \t 140 \t 1 \t 99 \t 1 \t -12\n", + "3 \t 140 \t 99 \t 1 \t 41 \t -13 \t 157\n", + "4 \t 99 \t 41 \t 2 \t 17 \t 14 \t -169\n", + "5 \t 41 \t 17 \t 2 \t 7 \t -27 \t 326\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 68 \t -821\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -163 \t 1968\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 394 \t -4757\n", + "\t\t\t\t\t -951 \t 11482\n", + "GCD(39203, 3247) = 1, with coefficients -951 and 11482 such that 1 = (-951)*39203 + (11482)*3247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3248 \t 12 \t 227 \t 1 \t 0\n", + "1 \t 3248 \t 227 \t 14 \t 70 \t 0 \t 1\n", + "2 \t 227 \t 70 \t 3 \t 17 \t 1 \t -12\n", + "3 \t 70 \t 17 \t 4 \t 2 \t -14 \t 169\n", + "4 \t 17 \t 2 \t 8 \t 1 \t 43 \t -519\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -186 \t 2245\n", + "\t\t\t\t\t 1531 \t -18479\n", + "GCD(39203, 3248) = 1, with coefficients 1531 and -18479 such that 1 = (1531)*39203 + (-18479)*3248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3249 \t 12 \t 215 \t 1 \t 0\n", + "1 \t 3249 \t 215 \t 15 \t 24 \t 0 \t 1\n", + "2 \t 215 \t 24 \t 8 \t 23 \t 1 \t -12\n", + "3 \t 24 \t 23 \t 1 \t 1 \t -15 \t 181\n", + "4 \t 23 \t 1 \t 23 \t 0 \t 121 \t -1460\n", + "\t\t\t\t\t -136 \t 1641\n", + "GCD(39203, 3249) = 1, with coefficients -136 and 1641 such that 1 = (-136)*39203 + (1641)*3249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3250 \t 12 \t 203 \t 1 \t 0\n", + "1 \t 3250 \t 203 \t 16 \t 2 \t 0 \t 1\n", + "2 \t 203 \t 2 \t 101 \t 1 \t 1 \t -12\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -16 \t 193\n", + "\t\t\t\t\t 1617 \t -19505\n", + "GCD(39203, 3250) = 1, with coefficients 1617 and -19505 such that 1 = (1617)*39203 + (-19505)*3250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3251 \t 12 \t 191 \t 1 \t 0\n", + "1 \t 3251 \t 191 \t 17 \t 4 \t 0 \t 1\n", + "2 \t 191 \t 4 \t 47 \t 3 \t 1 \t -12\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -17 \t 205\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 800 \t -9647\n", + "\t\t\t\t\t -817 \t 9852\n", + "GCD(39203, 3251) = 1, with coefficients -817 and 9852 such that 1 = (-817)*39203 + (9852)*3251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3252 \t 12 \t 179 \t 1 \t 0\n", + "1 \t 3252 \t 179 \t 18 \t 30 \t 0 \t 1\n", + "2 \t 179 \t 30 \t 5 \t 29 \t 1 \t -12\n", + "3 \t 30 \t 29 \t 1 \t 1 \t -18 \t 217\n", + "4 \t 29 \t 1 \t 29 \t 0 \t 91 \t -1097\n", + "\t\t\t\t\t -109 \t 1314\n", + "GCD(39203, 3252) = 1, with coefficients -109 and 1314 such that 1 = (-109)*39203 + (1314)*3252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3253 \t 12 \t 167 \t 1 \t 0\n", + "1 \t 3253 \t 167 \t 19 \t 80 \t 0 \t 1\n", + "2 \t 167 \t 80 \t 2 \t 7 \t 1 \t -12\n", + "3 \t 80 \t 7 \t 11 \t 3 \t -19 \t 229\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 39 \t -470\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -448 \t 5399\n", + "\t\t\t\t\t 935 \t -11268\n", + "GCD(39203, 3253) = 1, with coefficients 935 and -11268 such that 1 = (935)*39203 + (-11268)*3253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3254 \t 12 \t 155 \t 1 \t 0\n", + "1 \t 3254 \t 155 \t 20 \t 154 \t 0 \t 1\n", + "2 \t 155 \t 154 \t 1 \t 1 \t 1 \t -12\n", + "3 \t 154 \t 1 \t 154 \t 0 \t -20 \t 241\n", + "\t\t\t\t\t 21 \t -253\n", + "GCD(39203, 3254) = 1, with coefficients 21 and -253 such that 1 = (21)*39203 + (-253)*3254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3255 \t 12 \t 143 \t 1 \t 0\n", + "1 \t 3255 \t 143 \t 22 \t 109 \t 0 \t 1\n", + "2 \t 143 \t 109 \t 1 \t 34 \t 1 \t -12\n", + "3 \t 109 \t 34 \t 3 \t 7 \t -22 \t 265\n", + "4 \t 34 \t 7 \t 4 \t 6 \t 23 \t -277\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -91 \t 1096\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 387 \t -4661\n", + "\t\t\t\t\t -478 \t 5757\n", + "GCD(39203, 3255) = 1, with coefficients -478 and 5757 such that 1 = (-478)*39203 + (5757)*3255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3256 \t 12 \t 131 \t 1 \t 0\n", + "1 \t 3256 \t 131 \t 24 \t 112 \t 0 \t 1\n", + "2 \t 131 \t 112 \t 1 \t 19 \t 1 \t -12\n", + "3 \t 112 \t 19 \t 5 \t 17 \t -24 \t 289\n", + "4 \t 19 \t 17 \t 1 \t 2 \t 25 \t -301\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -149 \t 1794\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 174 \t -2095\n", + "\t\t\t\t\t -1541 \t 18554\n", + "GCD(39203, 3256) = 1, with coefficients -1541 and 18554 such that 1 = (-1541)*39203 + (18554)*3256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3257 \t 12 \t 119 \t 1 \t 0\n", + "1 \t 3257 \t 119 \t 27 \t 44 \t 0 \t 1\n", + "2 \t 119 \t 44 \t 2 \t 31 \t 1 \t -12\n", + "3 \t 44 \t 31 \t 1 \t 13 \t -27 \t 325\n", + "4 \t 31 \t 13 \t 2 \t 5 \t 55 \t -662\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -82 \t 987\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 219 \t -2636\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -520 \t 6259\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 739 \t -8895\n", + "\t\t\t\t\t -1259 \t 15154\n", + "GCD(39203, 3257) = 1, with coefficients -1259 and 15154 such that 1 = (-1259)*39203 + (15154)*3257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3258 \t 12 \t 107 \t 1 \t 0\n", + "1 \t 3258 \t 107 \t 30 \t 48 \t 0 \t 1\n", + "2 \t 107 \t 48 \t 2 \t 11 \t 1 \t -12\n", + "3 \t 48 \t 11 \t 4 \t 4 \t -30 \t 361\n", + "4 \t 11 \t 4 \t 2 \t 3 \t 61 \t -734\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -274 \t 3297\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 609 \t -7328\n", + "\t\t\t\t\t -883 \t 10625\n", + "GCD(39203, 3258) = 1, with coefficients -883 and 10625 such that 1 = (-883)*39203 + (10625)*3258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3259 \t 12 \t 95 \t 1 \t 0\n", + "1 \t 3259 \t 95 \t 34 \t 29 \t 0 \t 1\n", + "2 \t 95 \t 29 \t 3 \t 8 \t 1 \t -12\n", + "3 \t 29 \t 8 \t 3 \t 5 \t -34 \t 409\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 103 \t -1239\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -343 \t 4126\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 446 \t -5365\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -789 \t 9491\n", + "\t\t\t\t\t 1235 \t -14856\n", + "GCD(39203, 3259) = 1, with coefficients 1235 and -14856 such that 1 = (1235)*39203 + (-14856)*3259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3260 \t 12 \t 83 \t 1 \t 0\n", + "1 \t 3260 \t 83 \t 39 \t 23 \t 0 \t 1\n", + "2 \t 83 \t 23 \t 3 \t 14 \t 1 \t -12\n", + "3 \t 23 \t 14 \t 1 \t 9 \t -39 \t 469\n", + "4 \t 14 \t 9 \t 1 \t 5 \t 118 \t -1419\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -157 \t 1888\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 275 \t -3307\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -432 \t 5195\n", + "\t\t\t\t\t 707 \t -8502\n", + "GCD(39203, 3260) = 1, with coefficients 707 and -8502 such that 1 = (707)*39203 + (-8502)*3260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3261 \t 12 \t 71 \t 1 \t 0\n", + "1 \t 3261 \t 71 \t 45 \t 66 \t 0 \t 1\n", + "2 \t 71 \t 66 \t 1 \t 5 \t 1 \t -12\n", + "3 \t 66 \t 5 \t 13 \t 1 \t -45 \t 541\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 46 \t -553\n", + "\t\t\t\t\t -643 \t 7730\n", + "GCD(39203, 3261) = 1, with coefficients -643 and 7730 such that 1 = (-643)*39203 + (7730)*3261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3262 \t 12 \t 59 \t 1 \t 0\n", + "1 \t 3262 \t 59 \t 55 \t 17 \t 0 \t 1\n", + "2 \t 59 \t 17 \t 3 \t 8 \t 1 \t -12\n", + "3 \t 17 \t 8 \t 2 \t 1 \t -55 \t 661\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 166 \t -1995\n", + "\t\t\t\t\t -387 \t 4651\n", + "GCD(39203, 3262) = 1, with coefficients -387 and 4651 such that 1 = (-387)*39203 + (4651)*3262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3263 \t 12 \t 47 \t 1 \t 0\n", + "1 \t 3263 \t 47 \t 69 \t 20 \t 0 \t 1\n", + "2 \t 47 \t 20 \t 2 \t 7 \t 1 \t -12\n", + "3 \t 20 \t 7 \t 2 \t 6 \t -69 \t 829\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 139 \t -1670\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -347 \t 4169\n", + "\t\t\t\t\t 486 \t -5839\n", + "GCD(39203, 3263) = 1, with coefficients 486 and -5839 such that 1 = (486)*39203 + (-5839)*3263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3264 \t 12 \t 35 \t 1 \t 0\n", + "1 \t 3264 \t 35 \t 93 \t 9 \t 0 \t 1\n", + "2 \t 35 \t 9 \t 3 \t 8 \t 1 \t -12\n", + "3 \t 9 \t 8 \t 1 \t 1 \t -93 \t 1117\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 280 \t -3363\n", + "\t\t\t\t\t -373 \t 4480\n", + "GCD(39203, 3264) = 1, with coefficients -373 and 4480 such that 1 = (-373)*39203 + (4480)*3264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3265 \t 12 \t 23 \t 1 \t 0\n", + "1 \t 3265 \t 23 \t 141 \t 22 \t 0 \t 1\n", + "2 \t 23 \t 22 \t 1 \t 1 \t 1 \t -12\n", + "3 \t 22 \t 1 \t 22 \t 0 \t -141 \t 1693\n", + "\t\t\t\t\t 142 \t -1705\n", + "GCD(39203, 3265) = 1, with coefficients 142 and -1705 such that 1 = (142)*39203 + (-1705)*3265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3266 \t 12 \t 11 \t 1 \t 0\n", + "1 \t 3266 \t 11 \t 296 \t 10 \t 0 \t 1\n", + "2 \t 11 \t 10 \t 1 \t 1 \t 1 \t -12\n", + "3 \t 10 \t 1 \t 10 \t 0 \t -296 \t 3553\n", + "\t\t\t\t\t 297 \t -3565\n", + "GCD(39203, 3266) = 1, with coefficients 297 and -3565 such that 1 = (297)*39203 + (-3565)*3266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3267 \t 11 \t 3266 \t 1 \t 0\n", + "1 \t 3267 \t 3266 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 3266 \t 1 \t 3266 \t 0 \t 1 \t -11\n", + "\t\t\t\t\t -1 \t 12\n", + "GCD(39203, 3267) = 1, with coefficients -1 and 12 such that 1 = (-1)*39203 + (12)*3267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3268 \t 11 \t 3255 \t 1 \t 0\n", + "1 \t 3268 \t 3255 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 3255 \t 13 \t 250 \t 5 \t 1 \t -11\n", + "3 \t 13 \t 5 \t 2 \t 3 \t -1 \t 12\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 251 \t -3011\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -503 \t 6034\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 754 \t -9045\n", + "\t\t\t\t\t -1257 \t 15079\n", + "GCD(39203, 3268) = 1, with coefficients -1257 and 15079 such that 1 = (-1257)*39203 + (15079)*3268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3269 \t 11 \t 3244 \t 1 \t 0\n", + "1 \t 3269 \t 3244 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 3244 \t 25 \t 129 \t 19 \t 1 \t -11\n", + "3 \t 25 \t 19 \t 1 \t 6 \t -1 \t 12\n", + "4 \t 19 \t 6 \t 3 \t 1 \t 130 \t -1559\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -131 \t 1571\n", + "\t\t\t\t\t 523 \t -6272\n", + "GCD(39203, 3269) = 1, with coefficients 523 and -6272 such that 1 = (523)*39203 + (-6272)*3269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3270 \t 11 \t 3233 \t 1 \t 0\n", + "1 \t 3270 \t 3233 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 3233 \t 37 \t 87 \t 14 \t 1 \t -11\n", + "3 \t 37 \t 14 \t 2 \t 9 \t -1 \t 12\n", + "4 \t 14 \t 9 \t 1 \t 5 \t 88 \t -1055\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -177 \t 2122\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 265 \t -3177\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -442 \t 5299\n", + "\t\t\t\t\t 707 \t -8476\n", + "GCD(39203, 3270) = 1, with coefficients 707 and -8476 such that 1 = (707)*39203 + (-8476)*3270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3271 \t 11 \t 3222 \t 1 \t 0\n", + "1 \t 3271 \t 3222 \t 1 \t 49 \t 0 \t 1\n", + "2 \t 3222 \t 49 \t 65 \t 37 \t 1 \t -11\n", + "3 \t 49 \t 37 \t 1 \t 12 \t -1 \t 12\n", + "4 \t 37 \t 12 \t 3 \t 1 \t 66 \t -791\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -67 \t 803\n", + "\t\t\t\t\t 267 \t -3200\n", + "GCD(39203, 3271) = 1, with coefficients 267 and -3200 such that 1 = (267)*39203 + (-3200)*3271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3272 \t 11 \t 3211 \t 1 \t 0\n", + "1 \t 3272 \t 3211 \t 1 \t 61 \t 0 \t 1\n", + "2 \t 3211 \t 61 \t 52 \t 39 \t 1 \t -11\n", + "3 \t 61 \t 39 \t 1 \t 22 \t -1 \t 12\n", + "4 \t 39 \t 22 \t 1 \t 17 \t 53 \t -635\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -54 \t 647\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 107 \t -1282\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -161 \t 1929\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 590 \t -7069\n", + "\t\t\t\t\t -1341 \t 16067\n", + "GCD(39203, 3272) = 1, with coefficients -1341 and 16067 such that 1 = (-1341)*39203 + (16067)*3272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3273 \t 11 \t 3200 \t 1 \t 0\n", + "1 \t 3273 \t 3200 \t 1 \t 73 \t 0 \t 1\n", + "2 \t 3200 \t 73 \t 43 \t 61 \t 1 \t -11\n", + "3 \t 73 \t 61 \t 1 \t 12 \t -1 \t 12\n", + "4 \t 61 \t 12 \t 5 \t 1 \t 44 \t -527\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -45 \t 539\n", + "\t\t\t\t\t 269 \t -3222\n", + "GCD(39203, 3273) = 1, with coefficients 269 and -3222 such that 1 = (269)*39203 + (-3222)*3273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3274 \t 11 \t 3189 \t 1 \t 0\n", + "1 \t 3274 \t 3189 \t 1 \t 85 \t 0 \t 1\n", + "2 \t 3189 \t 85 \t 37 \t 44 \t 1 \t -11\n", + "3 \t 85 \t 44 \t 1 \t 41 \t -1 \t 12\n", + "4 \t 44 \t 41 \t 1 \t 3 \t 38 \t -455\n", + "5 \t 41 \t 3 \t 13 \t 2 \t -39 \t 467\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 77 \t -922\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1040 \t 12453\n", + "\t\t\t\t\t 1117 \t -13375\n", + "GCD(39203, 3274) = 1, with coefficients 1117 and -13375 such that 1 = (1117)*39203 + (-13375)*3274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3275 \t 11 \t 3178 \t 1 \t 0\n", + "1 \t 3275 \t 3178 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 3178 \t 97 \t 32 \t 74 \t 1 \t -11\n", + "3 \t 97 \t 74 \t 1 \t 23 \t -1 \t 12\n", + "4 \t 74 \t 23 \t 3 \t 5 \t 33 \t -395\n", + "5 \t 23 \t 5 \t 4 \t 3 \t -34 \t 407\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 135 \t -1616\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -574 \t 6871\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 709 \t -8487\n", + "\t\t\t\t\t -1283 \t 15358\n", + "GCD(39203, 3275) = 1, with coefficients -1283 and 15358 such that 1 = (-1283)*39203 + (15358)*3275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3276 \t 11 \t 3167 \t 1 \t 0\n", + "1 \t 3276 \t 3167 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 3167 \t 109 \t 29 \t 6 \t 1 \t -11\n", + "3 \t 109 \t 6 \t 18 \t 1 \t -1 \t 12\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 30 \t -359\n", + "\t\t\t\t\t -541 \t 6474\n", + "GCD(39203, 3276) = 1, with coefficients -541 and 6474 such that 1 = (-541)*39203 + (6474)*3276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3277 \t 11 \t 3156 \t 1 \t 0\n", + "1 \t 3277 \t 3156 \t 1 \t 121 \t 0 \t 1\n", + "2 \t 3156 \t 121 \t 26 \t 10 \t 1 \t -11\n", + "3 \t 121 \t 10 \t 12 \t 1 \t -1 \t 12\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 27 \t -323\n", + "\t\t\t\t\t -325 \t 3888\n", + "GCD(39203, 3277) = 1, with coefficients -325 and 3888 such that 1 = (-325)*39203 + (3888)*3277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3278 \t 11 \t 3145 \t 1 \t 0\n", + "1 \t 3278 \t 3145 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 3145 \t 133 \t 23 \t 86 \t 1 \t -11\n", + "3 \t 133 \t 86 \t 1 \t 47 \t -1 \t 12\n", + "4 \t 86 \t 47 \t 1 \t 39 \t 24 \t -287\n", + "5 \t 47 \t 39 \t 1 \t 8 \t -25 \t 299\n", + "6 \t 39 \t 8 \t 4 \t 7 \t 49 \t -586\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -74 \t 885\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 345 \t -4126\n", + "\t\t\t\t\t -419 \t 5011\n", + "GCD(39203, 3278) = 1, with coefficients -419 and 5011 such that 1 = (-419)*39203 + (5011)*3278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3279 \t 11 \t 3134 \t 1 \t 0\n", + "1 \t 3279 \t 3134 \t 1 \t 145 \t 0 \t 1\n", + "2 \t 3134 \t 145 \t 21 \t 89 \t 1 \t -11\n", + "3 \t 145 \t 89 \t 1 \t 56 \t -1 \t 12\n", + "4 \t 89 \t 56 \t 1 \t 33 \t 22 \t -263\n", + "5 \t 56 \t 33 \t 1 \t 23 \t -23 \t 275\n", + "6 \t 33 \t 23 \t 1 \t 10 \t 45 \t -538\n", + "7 \t 23 \t 10 \t 2 \t 3 \t -68 \t 813\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 113 \t -1351\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -294 \t 3515\n", + "\t\t\t\t\t 995 \t -11896\n", + "GCD(39203, 3279) = 1, with coefficients 995 and -11896 such that 1 = (995)*39203 + (-11896)*3279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3280 \t 11 \t 3123 \t 1 \t 0\n", + "1 \t 3280 \t 3123 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 3123 \t 157 \t 19 \t 140 \t 1 \t -11\n", + "3 \t 157 \t 140 \t 1 \t 17 \t -1 \t 12\n", + "4 \t 140 \t 17 \t 8 \t 4 \t 20 \t -239\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -21 \t 251\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 188 \t -2247\n", + "\t\t\t\t\t -773 \t 9239\n", + "GCD(39203, 3280) = 1, with coefficients -773 and 9239 such that 1 = (-773)*39203 + (9239)*3280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3281 \t 11 \t 3112 \t 1 \t 0\n", + "1 \t 3281 \t 3112 \t 1 \t 169 \t 0 \t 1\n", + "2 \t 3112 \t 169 \t 18 \t 70 \t 1 \t -11\n", + "3 \t 169 \t 70 \t 2 \t 29 \t -1 \t 12\n", + "4 \t 70 \t 29 \t 2 \t 12 \t 19 \t -227\n", + "5 \t 29 \t 12 \t 2 \t 5 \t -39 \t 466\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 97 \t -1159\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -233 \t 2784\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 563 \t -6727\n", + "\t\t\t\t\t -1359 \t 16238\n", + "GCD(39203, 3281) = 1, with coefficients -1359 and 16238 such that 1 = (-1359)*39203 + (16238)*3281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3282 \t 11 \t 3101 \t 1 \t 0\n", + "1 \t 3282 \t 3101 \t 1 \t 181 \t 0 \t 1\n", + "2 \t 3101 \t 181 \t 17 \t 24 \t 1 \t -11\n", + "3 \t 181 \t 24 \t 7 \t 13 \t -1 \t 12\n", + "4 \t 24 \t 13 \t 1 \t 11 \t 18 \t -215\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -127 \t 1517\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 145 \t -1732\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -272 \t 3249\n", + "\t\t\t\t\t 1505 \t -17977\n", + "GCD(39203, 3282) = 1, with coefficients 1505 and -17977 such that 1 = (1505)*39203 + (-17977)*3282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3283 \t 11 \t 3090 \t 1 \t 0\n", + "1 \t 3283 \t 3090 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 3090 \t 193 \t 16 \t 2 \t 1 \t -11\n", + "3 \t 193 \t 2 \t 96 \t 1 \t -1 \t 12\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 17 \t -203\n", + "\t\t\t\t\t -1633 \t 19500\n", + "GCD(39203, 3283) = 1, with coefficients -1633 and 19500 such that 1 = (-1633)*39203 + (19500)*3283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3284 \t 11 \t 3079 \t 1 \t 0\n", + "1 \t 3284 \t 3079 \t 1 \t 205 \t 0 \t 1\n", + "2 \t 3079 \t 205 \t 15 \t 4 \t 1 \t -11\n", + "3 \t 205 \t 4 \t 51 \t 1 \t -1 \t 12\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 16 \t -191\n", + "\t\t\t\t\t -817 \t 9753\n", + "GCD(39203, 3284) = 1, with coefficients -817 and 9753 such that 1 = (-817)*39203 + (9753)*3284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3285 \t 11 \t 3068 \t 1 \t 0\n", + "1 \t 3285 \t 3068 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 3068 \t 217 \t 14 \t 30 \t 1 \t -11\n", + "3 \t 217 \t 30 \t 7 \t 7 \t -1 \t 12\n", + "4 \t 30 \t 7 \t 4 \t 2 \t 15 \t -179\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -106 \t 1265\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 439 \t -5239\n", + "\t\t\t\t\t -1423 \t 16982\n", + "GCD(39203, 3285) = 1, with coefficients -1423 and 16982 such that 1 = (-1423)*39203 + (16982)*3285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3286 \t 11 \t 3057 \t 1 \t 0\n", + "1 \t 3286 \t 3057 \t 1 \t 229 \t 0 \t 1\n", + "2 \t 3057 \t 229 \t 13 \t 80 \t 1 \t -11\n", + "3 \t 229 \t 80 \t 2 \t 69 \t -1 \t 12\n", + "4 \t 80 \t 69 \t 1 \t 11 \t 14 \t -167\n", + "5 \t 69 \t 11 \t 6 \t 3 \t -29 \t 346\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 43 \t -513\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -287 \t 3424\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 904 \t -10785\n", + "\t\t\t\t\t -1191 \t 14209\n", + "GCD(39203, 3286) = 1, with coefficients -1191 and 14209 such that 1 = (-1191)*39203 + (14209)*3286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3287 \t 11 \t 3046 \t 1 \t 0\n", + "1 \t 3287 \t 3046 \t 1 \t 241 \t 0 \t 1\n", + "2 \t 3046 \t 241 \t 12 \t 154 \t 1 \t -11\n", + "3 \t 241 \t 154 \t 1 \t 87 \t -1 \t 12\n", + "4 \t 154 \t 87 \t 1 \t 67 \t 13 \t -155\n", + "5 \t 87 \t 67 \t 1 \t 20 \t -14 \t 167\n", + "6 \t 67 \t 20 \t 3 \t 7 \t 27 \t -322\n", + "7 \t 20 \t 7 \t 2 \t 6 \t -41 \t 489\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 150 \t -1789\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -341 \t 4067\n", + "\t\t\t\t\t 491 \t -5856\n", + "GCD(39203, 3287) = 1, with coefficients 491 and -5856 such that 1 = (491)*39203 + (-5856)*3287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3288 \t 11 \t 3035 \t 1 \t 0\n", + "1 \t 3288 \t 3035 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 3035 \t 253 \t 11 \t 252 \t 1 \t -11\n", + "3 \t 253 \t 252 \t 1 \t 1 \t -1 \t 12\n", + "4 \t 252 \t 1 \t 252 \t 0 \t 12 \t -143\n", + "\t\t\t\t\t -13 \t 155\n", + "GCD(39203, 3288) = 1, with coefficients -13 and 155 such that 1 = (-13)*39203 + (155)*3288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3289 \t 11 \t 3024 \t 1 \t 0\n", + "1 \t 3289 \t 3024 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 3024 \t 265 \t 11 \t 109 \t 1 \t -11\n", + "3 \t 265 \t 109 \t 2 \t 47 \t -1 \t 12\n", + "4 \t 109 \t 47 \t 2 \t 15 \t 12 \t -143\n", + "5 \t 47 \t 15 \t 3 \t 2 \t -25 \t 298\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 62 \t -739\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -211 \t 2515\n", + "\t\t\t\t\t 1539 \t -18344\n", + "GCD(39203, 3289) = 1, with coefficients 1539 and -18344 such that 1 = (1539)*39203 + (-18344)*3289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3290 \t 11 \t 3013 \t 1 \t 0\n", + "1 \t 3290 \t 3013 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 3013 \t 277 \t 10 \t 243 \t 1 \t -11\n", + "3 \t 277 \t 243 \t 1 \t 34 \t -1 \t 12\n", + "4 \t 243 \t 34 \t 7 \t 5 \t 11 \t -131\n", + "5 \t 34 \t 5 \t 6 \t 4 \t -12 \t 143\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 95 \t -1132\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -582 \t 6935\n", + "\t\t\t\t\t 677 \t -8067\n", + "GCD(39203, 3290) = 1, with coefficients 677 and -8067 such that 1 = (677)*39203 + (-8067)*3290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3291 \t 11 \t 3002 \t 1 \t 0\n", + "1 \t 3291 \t 3002 \t 1 \t 289 \t 0 \t 1\n", + "2 \t 3002 \t 289 \t 10 \t 112 \t 1 \t -11\n", + "3 \t 289 \t 112 \t 2 \t 65 \t -1 \t 12\n", + "4 \t 112 \t 65 \t 1 \t 47 \t 11 \t -131\n", + "5 \t 65 \t 47 \t 1 \t 18 \t -23 \t 274\n", + "6 \t 47 \t 18 \t 2 \t 11 \t 34 \t -405\n", + "7 \t 18 \t 11 \t 1 \t 7 \t -57 \t 679\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 148 \t -1763\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -205 \t 2442\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 353 \t -4205\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -558 \t 6647\n", + "\t\t\t\t\t 911 \t -10852\n", + "GCD(39203, 3291) = 1, with coefficients 911 and -10852 such that 1 = (911)*39203 + (-10852)*3291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3292 \t 11 \t 2991 \t 1 \t 0\n", + "1 \t 3292 \t 2991 \t 1 \t 301 \t 0 \t 1\n", + "2 \t 2991 \t 301 \t 9 \t 282 \t 1 \t -11\n", + "3 \t 301 \t 282 \t 1 \t 19 \t -1 \t 12\n", + "4 \t 282 \t 19 \t 14 \t 16 \t 10 \t -119\n", + "5 \t 19 \t 16 \t 1 \t 3 \t -11 \t 131\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 164 \t -1953\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -175 \t 2084\n", + "\t\t\t\t\t 1039 \t -12373\n", + "GCD(39203, 3292) = 1, with coefficients 1039 and -12373 such that 1 = (1039)*39203 + (-12373)*3292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3293 \t 11 \t 2980 \t 1 \t 0\n", + "1 \t 3293 \t 2980 \t 1 \t 313 \t 0 \t 1\n", + "2 \t 2980 \t 313 \t 9 \t 163 \t 1 \t -11\n", + "3 \t 313 \t 163 \t 1 \t 150 \t -1 \t 12\n", + "4 \t 163 \t 150 \t 1 \t 13 \t 10 \t -119\n", + "5 \t 150 \t 13 \t 11 \t 7 \t -11 \t 131\n", + "6 \t 13 \t 7 \t 1 \t 6 \t 21 \t -250\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -242 \t 2881\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 263 \t -3131\n", + "\t\t\t\t\t -505 \t 6012\n", + "GCD(39203, 3293) = 1, with coefficients -505 and 6012 such that 1 = (-505)*39203 + (6012)*3293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3294 \t 11 \t 2969 \t 1 \t 0\n", + "1 \t 3294 \t 2969 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 2969 \t 325 \t 9 \t 44 \t 1 \t -11\n", + "3 \t 325 \t 44 \t 7 \t 17 \t -1 \t 12\n", + "4 \t 44 \t 17 \t 2 \t 10 \t 10 \t -119\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -71 \t 845\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 152 \t -1809\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -223 \t 2654\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 375 \t -4463\n", + "\t\t\t\t\t -973 \t 11580\n", + "GCD(39203, 3294) = 1, with coefficients -973 and 11580 such that 1 = (-973)*39203 + (11580)*3294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3295 \t 11 \t 2958 \t 1 \t 0\n", + "1 \t 3295 \t 2958 \t 1 \t 337 \t 0 \t 1\n", + "2 \t 2958 \t 337 \t 8 \t 262 \t 1 \t -11\n", + "3 \t 337 \t 262 \t 1 \t 75 \t -1 \t 12\n", + "4 \t 262 \t 75 \t 3 \t 37 \t 9 \t -107\n", + "5 \t 75 \t 37 \t 2 \t 1 \t -10 \t 119\n", + "6 \t 37 \t 1 \t 37 \t 0 \t 39 \t -464\n", + "\t\t\t\t\t -88 \t 1047\n", + "GCD(39203, 3295) = 1, with coefficients -88 and 1047 such that 1 = (-88)*39203 + (1047)*3295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3296 \t 11 \t 2947 \t 1 \t 0\n", + "1 \t 3296 \t 2947 \t 1 \t 349 \t 0 \t 1\n", + "2 \t 2947 \t 349 \t 8 \t 155 \t 1 \t -11\n", + "3 \t 349 \t 155 \t 2 \t 39 \t -1 \t 12\n", + "4 \t 155 \t 39 \t 3 \t 38 \t 9 \t -107\n", + "5 \t 39 \t 38 \t 1 \t 1 \t -19 \t 226\n", + "6 \t 38 \t 1 \t 38 \t 0 \t 66 \t -785\n", + "\t\t\t\t\t -85 \t 1011\n", + "GCD(39203, 3296) = 1, with coefficients -85 and 1011 such that 1 = (-85)*39203 + (1011)*3296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3297 \t 11 \t 2936 \t 1 \t 0\n", + "1 \t 3297 \t 2936 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 2936 \t 361 \t 8 \t 48 \t 1 \t -11\n", + "3 \t 361 \t 48 \t 7 \t 25 \t -1 \t 12\n", + "4 \t 48 \t 25 \t 1 \t 23 \t 9 \t -107\n", + "5 \t 25 \t 23 \t 1 \t 2 \t -64 \t 761\n", + "6 \t 23 \t 2 \t 11 \t 1 \t 73 \t -868\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -137 \t 1629\n", + "\t\t\t\t\t 1580 \t -18787\n", + "GCD(39203, 3297) = 1, with coefficients 1580 and -18787 such that 1 = (1580)*39203 + (-18787)*3297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3298 \t 11 \t 2925 \t 1 \t 0\n", + "1 \t 3298 \t 2925 \t 1 \t 373 \t 0 \t 1\n", + "2 \t 2925 \t 373 \t 7 \t 314 \t 1 \t -11\n", + "3 \t 373 \t 314 \t 1 \t 59 \t -1 \t 12\n", + "4 \t 314 \t 59 \t 5 \t 19 \t 8 \t -95\n", + "5 \t 59 \t 19 \t 3 \t 2 \t -9 \t 107\n", + "6 \t 19 \t 2 \t 9 \t 1 \t 53 \t -630\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -168 \t 1997\n", + "\t\t\t\t\t 1565 \t -18603\n", + "GCD(39203, 3298) = 1, with coefficients 1565 and -18603 such that 1 = (1565)*39203 + (-18603)*3298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3299 \t 11 \t 2914 \t 1 \t 0\n", + "1 \t 3299 \t 2914 \t 1 \t 385 \t 0 \t 1\n", + "2 \t 2914 \t 385 \t 7 \t 219 \t 1 \t -11\n", + "3 \t 385 \t 219 \t 1 \t 166 \t -1 \t 12\n", + "4 \t 219 \t 166 \t 1 \t 53 \t 8 \t -95\n", + "5 \t 166 \t 53 \t 3 \t 7 \t -9 \t 107\n", + "6 \t 53 \t 7 \t 7 \t 4 \t 17 \t -202\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -60 \t 713\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 437 \t -5193\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -497 \t 5906\n", + "\t\t\t\t\t 934 \t -11099\n", + "GCD(39203, 3299) = 1, with coefficients 934 and -11099 such that 1 = (934)*39203 + (-11099)*3299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3300 \t 11 \t 2903 \t 1 \t 0\n", + "1 \t 3300 \t 2903 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 2903 \t 397 \t 7 \t 124 \t 1 \t -11\n", + "3 \t 397 \t 124 \t 3 \t 25 \t -1 \t 12\n", + "4 \t 124 \t 25 \t 4 \t 24 \t 8 \t -95\n", + "5 \t 25 \t 24 \t 1 \t 1 \t -25 \t 297\n", + "6 \t 24 \t 1 \t 24 \t 0 \t 108 \t -1283\n", + "\t\t\t\t\t -133 \t 1580\n", + "GCD(39203, 3300) = 1, with coefficients -133 and 1580 such that 1 = (-133)*39203 + (1580)*3300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3301 \t 11 \t 2892 \t 1 \t 0\n", + "1 \t 3301 \t 2892 \t 1 \t 409 \t 0 \t 1\n", + "2 \t 2892 \t 409 \t 7 \t 29 \t 1 \t -11\n", + "3 \t 409 \t 29 \t 14 \t 3 \t -1 \t 12\n", + "4 \t 29 \t 3 \t 9 \t 2 \t 8 \t -95\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -113 \t 1342\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1025 \t -12173\n", + "\t\t\t\t\t -1138 \t 13515\n", + "GCD(39203, 3301) = 1, with coefficients -1138 and 13515 such that 1 = (-1138)*39203 + (13515)*3301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3302 \t 11 \t 2881 \t 1 \t 0\n", + "1 \t 3302 \t 2881 \t 1 \t 421 \t 0 \t 1\n", + "2 \t 2881 \t 421 \t 6 \t 355 \t 1 \t -11\n", + "3 \t 421 \t 355 \t 1 \t 66 \t -1 \t 12\n", + "4 \t 355 \t 66 \t 5 \t 25 \t 7 \t -83\n", + "5 \t 66 \t 25 \t 2 \t 16 \t -8 \t 95\n", + "6 \t 25 \t 16 \t 1 \t 9 \t 47 \t -558\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -102 \t 1211\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 149 \t -1769\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -251 \t 2980\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 400 \t -4749\n", + "\t\t\t\t\t -1451 \t 17227\n", + "GCD(39203, 3302) = 1, with coefficients -1451 and 17227 such that 1 = (-1451)*39203 + (17227)*3302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3303 \t 11 \t 2870 \t 1 \t 0\n", + "1 \t 3303 \t 2870 \t 1 \t 433 \t 0 \t 1\n", + "2 \t 2870 \t 433 \t 6 \t 272 \t 1 \t -11\n", + "3 \t 433 \t 272 \t 1 \t 161 \t -1 \t 12\n", + "4 \t 272 \t 161 \t 1 \t 111 \t 7 \t -83\n", + "5 \t 161 \t 111 \t 1 \t 50 \t -8 \t 95\n", + "6 \t 111 \t 50 \t 2 \t 11 \t 15 \t -178\n", + "7 \t 50 \t 11 \t 4 \t 6 \t -23 \t 273\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 61 \t -724\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -267 \t 3169\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 328 \t -3893\n", + "\t\t\t\t\t -595 \t 7062\n", + "GCD(39203, 3303) = 1, with coefficients -595 and 7062 such that 1 = (-595)*39203 + (7062)*3303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3304 \t 11 \t 2859 \t 1 \t 0\n", + "1 \t 3304 \t 2859 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 2859 \t 445 \t 6 \t 189 \t 1 \t -11\n", + "3 \t 445 \t 189 \t 2 \t 67 \t -1 \t 12\n", + "4 \t 189 \t 67 \t 2 \t 55 \t 7 \t -83\n", + "5 \t 67 \t 55 \t 1 \t 12 \t -15 \t 178\n", + "6 \t 55 \t 12 \t 4 \t 7 \t 37 \t -439\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -52 \t 617\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 245 \t -2907\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -297 \t 3524\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 542 \t -6431\n", + "\t\t\t\t\t -1381 \t 16386\n", + "GCD(39203, 3304) = 1, with coefficients -1381 and 16386 such that 1 = (-1381)*39203 + (16386)*3304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3305 \t 11 \t 2848 \t 1 \t 0\n", + "1 \t 3305 \t 2848 \t 1 \t 457 \t 0 \t 1\n", + "2 \t 2848 \t 457 \t 6 \t 106 \t 1 \t -11\n", + "3 \t 457 \t 106 \t 4 \t 33 \t -1 \t 12\n", + "4 \t 106 \t 33 \t 3 \t 7 \t 7 \t -83\n", + "5 \t 33 \t 7 \t 4 \t 5 \t -29 \t 344\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 94 \t -1115\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -405 \t 4804\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 499 \t -5919\n", + "\t\t\t\t\t -1403 \t 16642\n", + "GCD(39203, 3305) = 1, with coefficients -1403 and 16642 such that 1 = (-1403)*39203 + (16642)*3305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3306 \t 11 \t 2837 \t 1 \t 0\n", + "1 \t 3306 \t 2837 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 2837 \t 469 \t 6 \t 23 \t 1 \t -11\n", + "3 \t 469 \t 23 \t 20 \t 9 \t -1 \t 12\n", + "4 \t 23 \t 9 \t 2 \t 5 \t 7 \t -83\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -141 \t 1672\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 289 \t -3427\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -430 \t 5099\n", + "\t\t\t\t\t 719 \t -8526\n", + "GCD(39203, 3306) = 1, with coefficients 719 and -8526 such that 1 = (719)*39203 + (-8526)*3306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3307 \t 11 \t 2826 \t 1 \t 0\n", + "1 \t 3307 \t 2826 \t 1 \t 481 \t 0 \t 1\n", + "2 \t 2826 \t 481 \t 5 \t 421 \t 1 \t -11\n", + "3 \t 481 \t 421 \t 1 \t 60 \t -1 \t 12\n", + "4 \t 421 \t 60 \t 7 \t 1 \t 6 \t -71\n", + "5 \t 60 \t 1 \t 60 \t 0 \t -7 \t 83\n", + "\t\t\t\t\t 55 \t -652\n", + "GCD(39203, 3307) = 1, with coefficients 55 and -652 such that 1 = (55)*39203 + (-652)*3307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3308 \t 11 \t 2815 \t 1 \t 0\n", + "1 \t 3308 \t 2815 \t 1 \t 493 \t 0 \t 1\n", + "2 \t 2815 \t 493 \t 5 \t 350 \t 1 \t -11\n", + "3 \t 493 \t 350 \t 1 \t 143 \t -1 \t 12\n", + "4 \t 350 \t 143 \t 2 \t 64 \t 6 \t -71\n", + "5 \t 143 \t 64 \t 2 \t 15 \t -7 \t 83\n", + "6 \t 64 \t 15 \t 4 \t 4 \t 20 \t -237\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -47 \t 557\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 208 \t -2465\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -671 \t 7952\n", + "\t\t\t\t\t 879 \t -10417\n", + "GCD(39203, 3308) = 1, with coefficients 879 and -10417 such that 1 = (879)*39203 + (-10417)*3308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3309 \t 11 \t 2804 \t 1 \t 0\n", + "1 \t 3309 \t 2804 \t 1 \t 505 \t 0 \t 1\n", + "2 \t 2804 \t 505 \t 5 \t 279 \t 1 \t -11\n", + "3 \t 505 \t 279 \t 1 \t 226 \t -1 \t 12\n", + "4 \t 279 \t 226 \t 1 \t 53 \t 6 \t -71\n", + "5 \t 226 \t 53 \t 4 \t 14 \t -7 \t 83\n", + "6 \t 53 \t 14 \t 3 \t 11 \t 13 \t -154\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -59 \t 699\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 190 \t -2251\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -249 \t 2950\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 937 \t -11101\n", + "\t\t\t\t\t -1186 \t 14051\n", + "GCD(39203, 3309) = 1, with coefficients -1186 and 14051 such that 1 = (-1186)*39203 + (14051)*3309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3310 \t 11 \t 2793 \t 1 \t 0\n", + "1 \t 3310 \t 2793 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 2793 \t 517 \t 5 \t 208 \t 1 \t -11\n", + "3 \t 517 \t 208 \t 2 \t 101 \t -1 \t 12\n", + "4 \t 208 \t 101 \t 2 \t 6 \t 6 \t -71\n", + "5 \t 101 \t 6 \t 16 \t 5 \t -13 \t 154\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 32 \t -379\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -525 \t 6218\n", + "\t\t\t\t\t 557 \t -6597\n", + "GCD(39203, 3310) = 1, with coefficients 557 and -6597 such that 1 = (557)*39203 + (-6597)*3310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3311 \t 11 \t 2782 \t 1 \t 0\n", + "1 \t 3311 \t 2782 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 2782 \t 529 \t 5 \t 137 \t 1 \t -11\n", + "3 \t 529 \t 137 \t 3 \t 118 \t -1 \t 12\n", + "4 \t 137 \t 118 \t 1 \t 19 \t 6 \t -71\n", + "5 \t 118 \t 19 \t 6 \t 4 \t -19 \t 225\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 25 \t -296\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -169 \t 2001\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 701 \t -8300\n", + "\t\t\t\t\t -870 \t 10301\n", + "GCD(39203, 3311) = 1, with coefficients -870 and 10301 such that 1 = (-870)*39203 + (10301)*3311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3312 \t 11 \t 2771 \t 1 \t 0\n", + "1 \t 3312 \t 2771 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 2771 \t 541 \t 5 \t 66 \t 1 \t -11\n", + "3 \t 541 \t 66 \t 8 \t 13 \t -1 \t 12\n", + "4 \t 66 \t 13 \t 5 \t 1 \t 6 \t -71\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -49 \t 580\n", + "\t\t\t\t\t 251 \t -2971\n", + "GCD(39203, 3312) = 1, with coefficients 251 and -2971 such that 1 = (251)*39203 + (-2971)*3312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3313 \t 11 \t 2760 \t 1 \t 0\n", + "1 \t 3313 \t 2760 \t 1 \t 553 \t 0 \t 1\n", + "2 \t 2760 \t 553 \t 4 \t 548 \t 1 \t -11\n", + "3 \t 553 \t 548 \t 1 \t 5 \t -1 \t 12\n", + "4 \t 548 \t 5 \t 109 \t 3 \t 5 \t -59\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -6 \t 71\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 659 \t -7798\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -665 \t 7869\n", + "\t\t\t\t\t 1324 \t -15667\n", + "GCD(39203, 3313) = 1, with coefficients 1324 and -15667 such that 1 = (1324)*39203 + (-15667)*3313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3314 \t 11 \t 2749 \t 1 \t 0\n", + "1 \t 3314 \t 2749 \t 1 \t 565 \t 0 \t 1\n", + "2 \t 2749 \t 565 \t 4 \t 489 \t 1 \t -11\n", + "3 \t 565 \t 489 \t 1 \t 76 \t -1 \t 12\n", + "4 \t 489 \t 76 \t 6 \t 33 \t 5 \t -59\n", + "5 \t 76 \t 33 \t 2 \t 10 \t -6 \t 71\n", + "6 \t 33 \t 10 \t 3 \t 3 \t 41 \t -485\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -88 \t 1041\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 305 \t -3608\n", + "\t\t\t\t\t -1003 \t 11865\n", + "GCD(39203, 3314) = 1, with coefficients -1003 and 11865 such that 1 = (-1003)*39203 + (11865)*3314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3315 \t 11 \t 2738 \t 1 \t 0\n", + "1 \t 3315 \t 2738 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 2738 \t 577 \t 4 \t 430 \t 1 \t -11\n", + "3 \t 577 \t 430 \t 1 \t 147 \t -1 \t 12\n", + "4 \t 430 \t 147 \t 2 \t 136 \t 5 \t -59\n", + "5 \t 147 \t 136 \t 1 \t 11 \t -6 \t 71\n", + "6 \t 136 \t 11 \t 12 \t 4 \t 17 \t -201\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -23 \t 272\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -3465\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -609 \t 7202\n", + "\t\t\t\t\t 902 \t -10667\n", + "GCD(39203, 3315) = 1, with coefficients 902 and -10667 such that 1 = (902)*39203 + (-10667)*3315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3316 \t 11 \t 2727 \t 1 \t 0\n", + "1 \t 3316 \t 2727 \t 1 \t 589 \t 0 \t 1\n", + "2 \t 2727 \t 589 \t 4 \t 371 \t 1 \t -11\n", + "3 \t 589 \t 371 \t 1 \t 218 \t -1 \t 12\n", + "4 \t 371 \t 218 \t 1 \t 153 \t 5 \t -59\n", + "5 \t 218 \t 153 \t 1 \t 65 \t -6 \t 71\n", + "6 \t 153 \t 65 \t 2 \t 23 \t 11 \t -130\n", + "7 \t 65 \t 23 \t 2 \t 19 \t -17 \t 201\n", + "8 \t 23 \t 19 \t 1 \t 4 \t 45 \t -532\n", + "9 \t 19 \t 4 \t 4 \t 3 \t -107 \t 1265\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 152 \t -1797\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -715 \t 8453\n", + "\t\t\t\t\t 867 \t -10250\n", + "GCD(39203, 3316) = 1, with coefficients 867 and -10250 such that 1 = (867)*39203 + (-10250)*3316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3317 \t 11 \t 2716 \t 1 \t 0\n", + "1 \t 3317 \t 2716 \t 1 \t 601 \t 0 \t 1\n", + "2 \t 2716 \t 601 \t 4 \t 312 \t 1 \t -11\n", + "3 \t 601 \t 312 \t 1 \t 289 \t -1 \t 12\n", + "4 \t 312 \t 289 \t 1 \t 23 \t 5 \t -59\n", + "5 \t 289 \t 23 \t 12 \t 13 \t -6 \t 71\n", + "6 \t 23 \t 13 \t 1 \t 10 \t 11 \t -130\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -138 \t 1631\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 149 \t -1761\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -287 \t 3392\n", + "\t\t\t\t\t 1010 \t -11937\n", + "GCD(39203, 3317) = 1, with coefficients 1010 and -11937 such that 1 = (1010)*39203 + (-11937)*3317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3318 \t 11 \t 2705 \t 1 \t 0\n", + "1 \t 3318 \t 2705 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 2705 \t 613 \t 4 \t 253 \t 1 \t -11\n", + "3 \t 613 \t 253 \t 2 \t 107 \t -1 \t 12\n", + "4 \t 253 \t 107 \t 2 \t 39 \t 5 \t -59\n", + "5 \t 107 \t 39 \t 2 \t 29 \t -11 \t 130\n", + "6 \t 39 \t 29 \t 1 \t 10 \t 27 \t -319\n", + "7 \t 29 \t 10 \t 2 \t 9 \t -65 \t 768\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 92 \t -1087\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -249 \t 2942\n", + "\t\t\t\t\t 341 \t -4029\n", + "GCD(39203, 3318) = 1, with coefficients 341 and -4029 such that 1 = (341)*39203 + (-4029)*3318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3319 \t 11 \t 2694 \t 1 \t 0\n", + "1 \t 3319 \t 2694 \t 1 \t 625 \t 0 \t 1\n", + "2 \t 2694 \t 625 \t 4 \t 194 \t 1 \t -11\n", + "3 \t 625 \t 194 \t 3 \t 43 \t -1 \t 12\n", + "4 \t 194 \t 43 \t 4 \t 22 \t 5 \t -59\n", + "5 \t 43 \t 22 \t 1 \t 21 \t -16 \t 189\n", + "6 \t 22 \t 21 \t 1 \t 1 \t 69 \t -815\n", + "7 \t 21 \t 1 \t 21 \t 0 \t -85 \t 1004\n", + "\t\t\t\t\t 154 \t -1819\n", + "GCD(39203, 3319) = 1, with coefficients 154 and -1819 such that 1 = (154)*39203 + (-1819)*3319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3320 \t 11 \t 2683 \t 1 \t 0\n", + "1 \t 3320 \t 2683 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 2683 \t 637 \t 4 \t 135 \t 1 \t -11\n", + "3 \t 637 \t 135 \t 4 \t 97 \t -1 \t 12\n", + "4 \t 135 \t 97 \t 1 \t 38 \t 5 \t -59\n", + "5 \t 97 \t 38 \t 2 \t 21 \t -21 \t 248\n", + "6 \t 38 \t 21 \t 1 \t 17 \t 26 \t -307\n", + "7 \t 21 \t 17 \t 1 \t 4 \t -73 \t 862\n", + "8 \t 17 \t 4 \t 4 \t 1 \t 99 \t -1169\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -172 \t 2031\n", + "\t\t\t\t\t 787 \t -9293\n", + "GCD(39203, 3320) = 1, with coefficients 787 and -9293 such that 1 = (787)*39203 + (-9293)*3320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3321 \t 11 \t 2672 \t 1 \t 0\n", + "1 \t 3321 \t 2672 \t 1 \t 649 \t 0 \t 1\n", + "2 \t 2672 \t 649 \t 4 \t 76 \t 1 \t -11\n", + "3 \t 649 \t 76 \t 8 \t 41 \t -1 \t 12\n", + "4 \t 76 \t 41 \t 1 \t 35 \t 5 \t -59\n", + "5 \t 41 \t 35 \t 1 \t 6 \t -41 \t 484\n", + "6 \t 35 \t 6 \t 5 \t 5 \t 46 \t -543\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -87 \t 1027\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 481 \t -5678\n", + "\t\t\t\t\t -568 \t 6705\n", + "GCD(39203, 3321) = 1, with coefficients -568 and 6705 such that 1 = (-568)*39203 + (6705)*3321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3322 \t 11 \t 2661 \t 1 \t 0\n", + "1 \t 3322 \t 2661 \t 1 \t 661 \t 0 \t 1\n", + "2 \t 2661 \t 661 \t 4 \t 17 \t 1 \t -11\n", + "3 \t 661 \t 17 \t 38 \t 15 \t -1 \t 12\n", + "4 \t 17 \t 15 \t 1 \t 2 \t 5 \t -59\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -191 \t 2254\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 196 \t -2313\n", + "\t\t\t\t\t -1563 \t 18445\n", + "GCD(39203, 3322) = 1, with coefficients -1563 and 18445 such that 1 = (-1563)*39203 + (18445)*3322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3323 \t 11 \t 2650 \t 1 \t 0\n", + "1 \t 3323 \t 2650 \t 1 \t 673 \t 0 \t 1\n", + "2 \t 2650 \t 673 \t 3 \t 631 \t 1 \t -11\n", + "3 \t 673 \t 631 \t 1 \t 42 \t -1 \t 12\n", + "4 \t 631 \t 42 \t 15 \t 1 \t 4 \t -47\n", + "5 \t 42 \t 1 \t 42 \t 0 \t -5 \t 59\n", + "\t\t\t\t\t 79 \t -932\n", + "GCD(39203, 3323) = 1, with coefficients 79 and -932 such that 1 = (79)*39203 + (-932)*3323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3324 \t 11 \t 2639 \t 1 \t 0\n", + "1 \t 3324 \t 2639 \t 1 \t 685 \t 0 \t 1\n", + "2 \t 2639 \t 685 \t 3 \t 584 \t 1 \t -11\n", + "3 \t 685 \t 584 \t 1 \t 101 \t -1 \t 12\n", + "4 \t 584 \t 101 \t 5 \t 79 \t 4 \t -47\n", + "5 \t 101 \t 79 \t 1 \t 22 \t -5 \t 59\n", + "6 \t 79 \t 22 \t 3 \t 13 \t 29 \t -342\n", + "7 \t 22 \t 13 \t 1 \t 9 \t -34 \t 401\n", + "8 \t 13 \t 9 \t 1 \t 4 \t 131 \t -1545\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -165 \t 1946\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 296 \t -3491\n", + "\t\t\t\t\t -757 \t 8928\n", + "GCD(39203, 3324) = 1, with coefficients -757 and 8928 such that 1 = (-757)*39203 + (8928)*3324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3325 \t 11 \t 2628 \t 1 \t 0\n", + "1 \t 3325 \t 2628 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 2628 \t 697 \t 3 \t 537 \t 1 \t -11\n", + "3 \t 697 \t 537 \t 1 \t 160 \t -1 \t 12\n", + "4 \t 537 \t 160 \t 3 \t 57 \t 4 \t -47\n", + "5 \t 160 \t 57 \t 2 \t 46 \t -5 \t 59\n", + "6 \t 57 \t 46 \t 1 \t 11 \t 19 \t -224\n", + "7 \t 46 \t 11 \t 4 \t 2 \t -43 \t 507\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 62 \t -731\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -291 \t 3431\n", + "\t\t\t\t\t 1517 \t -17886\n", + "GCD(39203, 3325) = 1, with coefficients 1517 and -17886 such that 1 = (1517)*39203 + (-17886)*3325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3326 \t 11 \t 2617 \t 1 \t 0\n", + "1 \t 3326 \t 2617 \t 1 \t 709 \t 0 \t 1\n", + "2 \t 2617 \t 709 \t 3 \t 490 \t 1 \t -11\n", + "3 \t 709 \t 490 \t 1 \t 219 \t -1 \t 12\n", + "4 \t 490 \t 219 \t 2 \t 52 \t 4 \t -47\n", + "5 \t 219 \t 52 \t 4 \t 11 \t -5 \t 59\n", + "6 \t 52 \t 11 \t 4 \t 8 \t 14 \t -165\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -61 \t 719\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 258 \t -3041\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -319 \t 3760\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 896 \t -10561\n", + "\t\t\t\t\t -1215 \t 14321\n", + "GCD(39203, 3326) = 1, with coefficients -1215 and 14321 such that 1 = (-1215)*39203 + (14321)*3326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3327 \t 11 \t 2606 \t 1 \t 0\n", + "1 \t 3327 \t 2606 \t 1 \t 721 \t 0 \t 1\n", + "2 \t 2606 \t 721 \t 3 \t 443 \t 1 \t -11\n", + "3 \t 721 \t 443 \t 1 \t 278 \t -1 \t 12\n", + "4 \t 443 \t 278 \t 1 \t 165 \t 4 \t -47\n", + "5 \t 278 \t 165 \t 1 \t 113 \t -5 \t 59\n", + "6 \t 165 \t 113 \t 1 \t 52 \t 9 \t -106\n", + "7 \t 113 \t 52 \t 2 \t 9 \t -14 \t 165\n", + "8 \t 52 \t 9 \t 5 \t 7 \t 23 \t -271\n", + "9 \t 9 \t 7 \t 1 \t 2 \t -60 \t 707\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 323 \t -3806\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -383 \t 4513\n", + "\t\t\t\t\t 1472 \t -17345\n", + "GCD(39203, 3327) = 1, with coefficients 1472 and -17345 such that 1 = (1472)*39203 + (-17345)*3327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3328 \t 11 \t 2595 \t 1 \t 0\n", + "1 \t 3328 \t 2595 \t 1 \t 733 \t 0 \t 1\n", + "2 \t 2595 \t 733 \t 3 \t 396 \t 1 \t -11\n", + "3 \t 733 \t 396 \t 1 \t 337 \t -1 \t 12\n", + "4 \t 396 \t 337 \t 1 \t 59 \t 4 \t -47\n", + "5 \t 337 \t 59 \t 5 \t 42 \t -5 \t 59\n", + "6 \t 59 \t 42 \t 1 \t 17 \t 9 \t -106\n", + "7 \t 42 \t 17 \t 2 \t 8 \t -50 \t 589\n", + "8 \t 17 \t 8 \t 2 \t 1 \t 59 \t -695\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -168 \t 1979\n", + "\t\t\t\t\t 395 \t -4653\n", + "GCD(39203, 3328) = 1, with coefficients 395 and -4653 such that 1 = (395)*39203 + (-4653)*3328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3329 \t 11 \t 2584 \t 1 \t 0\n", + "1 \t 3329 \t 2584 \t 1 \t 745 \t 0 \t 1\n", + "2 \t 2584 \t 745 \t 3 \t 349 \t 1 \t -11\n", + "3 \t 745 \t 349 \t 2 \t 47 \t -1 \t 12\n", + "4 \t 349 \t 47 \t 7 \t 20 \t 4 \t -47\n", + "5 \t 47 \t 20 \t 2 \t 7 \t -9 \t 106\n", + "6 \t 20 \t 7 \t 2 \t 6 \t 67 \t -789\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -143 \t 1684\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 353 \t -4157\n", + "\t\t\t\t\t -496 \t 5841\n", + "GCD(39203, 3329) = 1, with coefficients -496 and 5841 such that 1 = (-496)*39203 + (5841)*3329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3330 \t 11 \t 2573 \t 1 \t 0\n", + "1 \t 3330 \t 2573 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 2573 \t 757 \t 3 \t 302 \t 1 \t -11\n", + "3 \t 757 \t 302 \t 2 \t 153 \t -1 \t 12\n", + "4 \t 302 \t 153 \t 1 \t 149 \t 4 \t -47\n", + "5 \t 153 \t 149 \t 1 \t 4 \t -9 \t 106\n", + "6 \t 149 \t 4 \t 37 \t 1 \t 13 \t -153\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -22 \t 259\n", + "\t\t\t\t\t 827 \t -9736\n", + "GCD(39203, 3330) = 1, with coefficients 827 and -9736 such that 1 = (827)*39203 + (-9736)*3330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3331 \t 11 \t 2562 \t 1 \t 0\n", + "1 \t 3331 \t 2562 \t 1 \t 769 \t 0 \t 1\n", + "2 \t 2562 \t 769 \t 3 \t 255 \t 1 \t -11\n", + "3 \t 769 \t 255 \t 3 \t 4 \t -1 \t 12\n", + "4 \t 255 \t 4 \t 63 \t 3 \t 4 \t -47\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -13 \t 153\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 823 \t -9686\n", + "\t\t\t\t\t -836 \t 9839\n", + "GCD(39203, 3331) = 1, with coefficients -836 and 9839 such that 1 = (-836)*39203 + (9839)*3331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3332 \t 11 \t 2551 \t 1 \t 0\n", + "1 \t 3332 \t 2551 \t 1 \t 781 \t 0 \t 1\n", + "2 \t 2551 \t 781 \t 3 \t 208 \t 1 \t -11\n", + "3 \t 781 \t 208 \t 3 \t 157 \t -1 \t 12\n", + "4 \t 208 \t 157 \t 1 \t 51 \t 4 \t -47\n", + "5 \t 157 \t 51 \t 3 \t 4 \t -13 \t 153\n", + "6 \t 51 \t 4 \t 12 \t 3 \t 17 \t -200\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -64 \t 753\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 785 \t -9236\n", + "\t\t\t\t\t -849 \t 9989\n", + "GCD(39203, 3332) = 1, with coefficients -849 and 9989 such that 1 = (-849)*39203 + (9989)*3332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3333 \t 11 \t 2540 \t 1 \t 0\n", + "1 \t 3333 \t 2540 \t 1 \t 793 \t 0 \t 1\n", + "2 \t 2540 \t 793 \t 3 \t 161 \t 1 \t -11\n", + "3 \t 793 \t 161 \t 4 \t 149 \t -1 \t 12\n", + "4 \t 161 \t 149 \t 1 \t 12 \t 4 \t -47\n", + "5 \t 149 \t 12 \t 12 \t 5 \t -17 \t 200\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 21 \t -247\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -269 \t 3164\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 559 \t -6575\n", + "\t\t\t\t\t -1387 \t 16314\n", + "GCD(39203, 3333) = 1, with coefficients -1387 and 16314 such that 1 = (-1387)*39203 + (16314)*3333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3334 \t 11 \t 2529 \t 1 \t 0\n", + "1 \t 3334 \t 2529 \t 1 \t 805 \t 0 \t 1\n", + "2 \t 2529 \t 805 \t 3 \t 114 \t 1 \t -11\n", + "3 \t 805 \t 114 \t 7 \t 7 \t -1 \t 12\n", + "4 \t 114 \t 7 \t 16 \t 2 \t 4 \t -47\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -29 \t 341\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 468 \t -5503\n", + "\t\t\t\t\t -1433 \t 16850\n", + "GCD(39203, 3334) = 1, with coefficients -1433 and 16850 such that 1 = (-1433)*39203 + (16850)*3334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3335 \t 11 \t 2518 \t 1 \t 0\n", + "1 \t 3335 \t 2518 \t 1 \t 817 \t 0 \t 1\n", + "2 \t 2518 \t 817 \t 3 \t 67 \t 1 \t -11\n", + "3 \t 817 \t 67 \t 12 \t 13 \t -1 \t 12\n", + "4 \t 67 \t 13 \t 5 \t 2 \t 4 \t -47\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -49 \t 576\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 249 \t -2927\n", + "\t\t\t\t\t -1543 \t 18138\n", + "GCD(39203, 3335) = 1, with coefficients -1543 and 18138 such that 1 = (-1543)*39203 + (18138)*3335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3336 \t 11 \t 2507 \t 1 \t 0\n", + "1 \t 3336 \t 2507 \t 1 \t 829 \t 0 \t 1\n", + "2 \t 2507 \t 829 \t 3 \t 20 \t 1 \t -11\n", + "3 \t 829 \t 20 \t 41 \t 9 \t -1 \t 12\n", + "4 \t 20 \t 9 \t 2 \t 2 \t 4 \t -47\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -165 \t 1939\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 334 \t -3925\n", + "\t\t\t\t\t -1501 \t 17639\n", + "GCD(39203, 3336) = 1, with coefficients -1501 and 17639 such that 1 = (-1501)*39203 + (17639)*3336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3337 \t 11 \t 2496 \t 1 \t 0\n", + "1 \t 3337 \t 2496 \t 1 \t 841 \t 0 \t 1\n", + "2 \t 2496 \t 841 \t 2 \t 814 \t 1 \t -11\n", + "3 \t 841 \t 814 \t 1 \t 27 \t -1 \t 12\n", + "4 \t 814 \t 27 \t 30 \t 4 \t 3 \t -35\n", + "5 \t 27 \t 4 \t 6 \t 3 \t -4 \t 47\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 123 \t -1445\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -742 \t 8717\n", + "\t\t\t\t\t 865 \t -10162\n", + "GCD(39203, 3337) = 1, with coefficients 865 and -10162 such that 1 = (865)*39203 + (-10162)*3337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3338 \t 11 \t 2485 \t 1 \t 0\n", + "1 \t 3338 \t 2485 \t 1 \t 853 \t 0 \t 1\n", + "2 \t 2485 \t 853 \t 2 \t 779 \t 1 \t -11\n", + "3 \t 853 \t 779 \t 1 \t 74 \t -1 \t 12\n", + "4 \t 779 \t 74 \t 10 \t 39 \t 3 \t -35\n", + "5 \t 74 \t 39 \t 1 \t 35 \t -4 \t 47\n", + "6 \t 39 \t 35 \t 1 \t 4 \t 43 \t -505\n", + "7 \t 35 \t 4 \t 8 \t 3 \t -47 \t 552\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 90 \t -1057\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -767 \t 9008\n", + "\t\t\t\t\t 857 \t -10065\n", + "GCD(39203, 3338) = 1, with coefficients 857 and -10065 such that 1 = (857)*39203 + (-10065)*3338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3339 \t 11 \t 2474 \t 1 \t 0\n", + "1 \t 3339 \t 2474 \t 1 \t 865 \t 0 \t 1\n", + "2 \t 2474 \t 865 \t 2 \t 744 \t 1 \t -11\n", + "3 \t 865 \t 744 \t 1 \t 121 \t -1 \t 12\n", + "4 \t 744 \t 121 \t 6 \t 18 \t 3 \t -35\n", + "5 \t 121 \t 18 \t 6 \t 13 \t -4 \t 47\n", + "6 \t 18 \t 13 \t 1 \t 5 \t 27 \t -317\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -166 \t 1949\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 193 \t -2266\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -552 \t 6481\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 745 \t -8747\n", + "\t\t\t\t\t -1297 \t 15228\n", + "GCD(39203, 3339) = 1, with coefficients -1297 and 15228 such that 1 = (-1297)*39203 + (15228)*3339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3340 \t 11 \t 2463 \t 1 \t 0\n", + "1 \t 3340 \t 2463 \t 1 \t 877 \t 0 \t 1\n", + "2 \t 2463 \t 877 \t 2 \t 709 \t 1 \t -11\n", + "3 \t 877 \t 709 \t 1 \t 168 \t -1 \t 12\n", + "4 \t 709 \t 168 \t 4 \t 37 \t 3 \t -35\n", + "5 \t 168 \t 37 \t 4 \t 20 \t -4 \t 47\n", + "6 \t 37 \t 20 \t 1 \t 17 \t 19 \t -223\n", + "7 \t 20 \t 17 \t 1 \t 3 \t -80 \t 939\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 99 \t -1162\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -179 \t 2101\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 994 \t -11667\n", + "\t\t\t\t\t -1173 \t 13768\n", + "GCD(39203, 3340) = 1, with coefficients -1173 and 13768 such that 1 = (-1173)*39203 + (13768)*3340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3341 \t 11 \t 2452 \t 1 \t 0\n", + "1 \t 3341 \t 2452 \t 1 \t 889 \t 0 \t 1\n", + "2 \t 2452 \t 889 \t 2 \t 674 \t 1 \t -11\n", + "3 \t 889 \t 674 \t 1 \t 215 \t -1 \t 12\n", + "4 \t 674 \t 215 \t 3 \t 29 \t 3 \t -35\n", + "5 \t 215 \t 29 \t 7 \t 12 \t -4 \t 47\n", + "6 \t 29 \t 12 \t 2 \t 5 \t 15 \t -176\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -109 \t 1279\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 233 \t -2734\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -575 \t 6747\n", + "\t\t\t\t\t 1383 \t -16228\n", + "GCD(39203, 3341) = 1, with coefficients 1383 and -16228 such that 1 = (1383)*39203 + (-16228)*3341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3342 \t 11 \t 2441 \t 1 \t 0\n", + "1 \t 3342 \t 2441 \t 1 \t 901 \t 0 \t 1\n", + "2 \t 2441 \t 901 \t 2 \t 639 \t 1 \t -11\n", + "3 \t 901 \t 639 \t 1 \t 262 \t -1 \t 12\n", + "4 \t 639 \t 262 \t 2 \t 115 \t 3 \t -35\n", + "5 \t 262 \t 115 \t 2 \t 32 \t -4 \t 47\n", + "6 \t 115 \t 32 \t 3 \t 19 \t 11 \t -129\n", + "7 \t 32 \t 19 \t 1 \t 13 \t -26 \t 305\n", + "8 \t 19 \t 13 \t 1 \t 6 \t 89 \t -1044\n", + "9 \t 13 \t 6 \t 2 \t 1 \t -115 \t 1349\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 204 \t -2393\n", + "\t\t\t\t\t -523 \t 6135\n", + "GCD(39203, 3342) = 1, with coefficients -523 and 6135 such that 1 = (-523)*39203 + (6135)*3342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3343 \t 11 \t 2430 \t 1 \t 0\n", + "1 \t 3343 \t 2430 \t 1 \t 913 \t 0 \t 1\n", + "2 \t 2430 \t 913 \t 2 \t 604 \t 1 \t -11\n", + "3 \t 913 \t 604 \t 1 \t 309 \t -1 \t 12\n", + "4 \t 604 \t 309 \t 1 \t 295 \t 3 \t -35\n", + "5 \t 309 \t 295 \t 1 \t 14 \t -4 \t 47\n", + "6 \t 295 \t 14 \t 21 \t 1 \t 7 \t -82\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -11 \t 129\n", + "\t\t\t\t\t 238 \t -2791\n", + "GCD(39203, 3343) = 1, with coefficients 238 and -2791 such that 1 = (238)*39203 + (-2791)*3343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3344 \t 11 \t 2419 \t 1 \t 0\n", + "1 \t 3344 \t 2419 \t 1 \t 925 \t 0 \t 1\n", + "2 \t 2419 \t 925 \t 2 \t 569 \t 1 \t -11\n", + "3 \t 925 \t 569 \t 1 \t 356 \t -1 \t 12\n", + "4 \t 569 \t 356 \t 1 \t 213 \t 3 \t -35\n", + "5 \t 356 \t 213 \t 1 \t 143 \t -4 \t 47\n", + "6 \t 213 \t 143 \t 1 \t 70 \t 7 \t -82\n", + "7 \t 143 \t 70 \t 2 \t 3 \t -11 \t 129\n", + "8 \t 70 \t 3 \t 23 \t 1 \t 18 \t -211\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -47 \t 551\n", + "\t\t\t\t\t 1099 \t -12884\n", + "GCD(39203, 3344) = 1, with coefficients 1099 and -12884 such that 1 = (1099)*39203 + (-12884)*3344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3345 \t 11 \t 2408 \t 1 \t 0\n", + "1 \t 3345 \t 2408 \t 1 \t 937 \t 0 \t 1\n", + "2 \t 2408 \t 937 \t 2 \t 534 \t 1 \t -11\n", + "3 \t 937 \t 534 \t 1 \t 403 \t -1 \t 12\n", + "4 \t 534 \t 403 \t 1 \t 131 \t 3 \t -35\n", + "5 \t 403 \t 131 \t 3 \t 10 \t -4 \t 47\n", + "6 \t 131 \t 10 \t 13 \t 1 \t 7 \t -82\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -25 \t 293\n", + "\t\t\t\t\t 332 \t -3891\n", + "GCD(39203, 3345) = 1, with coefficients 332 and -3891 such that 1 = (332)*39203 + (-3891)*3345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3346 \t 11 \t 2397 \t 1 \t 0\n", + "1 \t 3346 \t 2397 \t 1 \t 949 \t 0 \t 1\n", + "2 \t 2397 \t 949 \t 2 \t 499 \t 1 \t -11\n", + "3 \t 949 \t 499 \t 1 \t 450 \t -1 \t 12\n", + "4 \t 499 \t 450 \t 1 \t 49 \t 3 \t -35\n", + "5 \t 450 \t 49 \t 9 \t 9 \t -4 \t 47\n", + "6 \t 49 \t 9 \t 5 \t 4 \t 7 \t -82\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -67 \t 785\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 342 \t -4007\n", + "\t\t\t\t\t -751 \t 8799\n", + "GCD(39203, 3346) = 1, with coefficients -751 and 8799 such that 1 = (-751)*39203 + (8799)*3346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3347 \t 11 \t 2386 \t 1 \t 0\n", + "1 \t 3347 \t 2386 \t 1 \t 961 \t 0 \t 1\n", + "2 \t 2386 \t 961 \t 2 \t 464 \t 1 \t -11\n", + "3 \t 961 \t 464 \t 2 \t 33 \t -1 \t 12\n", + "4 \t 464 \t 33 \t 14 \t 2 \t 3 \t -35\n", + "5 \t 33 \t 2 \t 16 \t 1 \t -7 \t 82\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 101 \t -1183\n", + "\t\t\t\t\t -1623 \t 19010\n", + "GCD(39203, 3347) = 1, with coefficients -1623 and 19010 such that 1 = (-1623)*39203 + (19010)*3347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3348 \t 11 \t 2375 \t 1 \t 0\n", + "1 \t 3348 \t 2375 \t 1 \t 973 \t 0 \t 1\n", + "2 \t 2375 \t 973 \t 2 \t 429 \t 1 \t -11\n", + "3 \t 973 \t 429 \t 2 \t 115 \t -1 \t 12\n", + "4 \t 429 \t 115 \t 3 \t 84 \t 3 \t -35\n", + "5 \t 115 \t 84 \t 1 \t 31 \t -7 \t 82\n", + "6 \t 84 \t 31 \t 2 \t 22 \t 24 \t -281\n", + "7 \t 31 \t 22 \t 1 \t 9 \t -31 \t 363\n", + "8 \t 22 \t 9 \t 2 \t 4 \t 86 \t -1007\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -117 \t 1370\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 320 \t -3747\n", + "\t\t\t\t\t -757 \t 8864\n", + "GCD(39203, 3348) = 1, with coefficients -757 and 8864 such that 1 = (-757)*39203 + (8864)*3348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3349 \t 11 \t 2364 \t 1 \t 0\n", + "1 \t 3349 \t 2364 \t 1 \t 985 \t 0 \t 1\n", + "2 \t 2364 \t 985 \t 2 \t 394 \t 1 \t -11\n", + "3 \t 985 \t 394 \t 2 \t 197 \t -1 \t 12\n", + "4 \t 394 \t 197 \t 2 \t 0 \t 3 \t -35\n", + "\t\t\t\t\t -7 \t 82\n", + "GCD(39203, 3349) = 197, with coefficients -7 and 82 such that 197 = (-7)*39203 + (82)*3349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3350 \t 11 \t 2353 \t 1 \t 0\n", + "1 \t 3350 \t 2353 \t 1 \t 997 \t 0 \t 1\n", + "2 \t 2353 \t 997 \t 2 \t 359 \t 1 \t -11\n", + "3 \t 997 \t 359 \t 2 \t 279 \t -1 \t 12\n", + "4 \t 359 \t 279 \t 1 \t 80 \t 3 \t -35\n", + "5 \t 279 \t 80 \t 3 \t 39 \t -7 \t 82\n", + "6 \t 80 \t 39 \t 2 \t 2 \t 10 \t -117\n", + "7 \t 39 \t 2 \t 19 \t 1 \t -37 \t 433\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 84 \t -983\n", + "\t\t\t\t\t -1633 \t 19110\n", + "GCD(39203, 3350) = 1, with coefficients -1633 and 19110 such that 1 = (-1633)*39203 + (19110)*3350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3351 \t 11 \t 2342 \t 1 \t 0\n", + "1 \t 3351 \t 2342 \t 1 \t 1009 \t 0 \t 1\n", + "2 \t 2342 \t 1009 \t 2 \t 324 \t 1 \t -11\n", + "3 \t 1009 \t 324 \t 3 \t 37 \t -1 \t 12\n", + "4 \t 324 \t 37 \t 8 \t 28 \t 3 \t -35\n", + "5 \t 37 \t 28 \t 1 \t 9 \t -10 \t 117\n", + "6 \t 28 \t 9 \t 3 \t 1 \t 83 \t -971\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -93 \t 1088\n", + "\t\t\t\t\t 362 \t -4235\n", + "GCD(39203, 3351) = 1, with coefficients 362 and -4235 such that 1 = (362)*39203 + (-4235)*3351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3352 \t 11 \t 2331 \t 1 \t 0\n", + "1 \t 3352 \t 2331 \t 1 \t 1021 \t 0 \t 1\n", + "2 \t 2331 \t 1021 \t 2 \t 289 \t 1 \t -11\n", + "3 \t 1021 \t 289 \t 3 \t 154 \t -1 \t 12\n", + "4 \t 289 \t 154 \t 1 \t 135 \t 3 \t -35\n", + "5 \t 154 \t 135 \t 1 \t 19 \t -10 \t 117\n", + "6 \t 135 \t 19 \t 7 \t 2 \t 13 \t -152\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -23 \t 269\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 174 \t -2035\n", + "\t\t\t\t\t -1589 \t 18584\n", + "GCD(39203, 3352) = 1, with coefficients -1589 and 18584 such that 1 = (-1589)*39203 + (18584)*3352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3353 \t 11 \t 2320 \t 1 \t 0\n", + "1 \t 3353 \t 2320 \t 1 \t 1033 \t 0 \t 1\n", + "2 \t 2320 \t 1033 \t 2 \t 254 \t 1 \t -11\n", + "3 \t 1033 \t 254 \t 4 \t 17 \t -1 \t 12\n", + "4 \t 254 \t 17 \t 14 \t 16 \t 3 \t -35\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -13 \t 152\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 185 \t -2163\n", + "\t\t\t\t\t -198 \t 2315\n", + "GCD(39203, 3353) = 1, with coefficients -198 and 2315 such that 1 = (-198)*39203 + (2315)*3353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3354 \t 11 \t 2309 \t 1 \t 0\n", + "1 \t 3354 \t 2309 \t 1 \t 1045 \t 0 \t 1\n", + "2 \t 2309 \t 1045 \t 2 \t 219 \t 1 \t -11\n", + "3 \t 1045 \t 219 \t 4 \t 169 \t -1 \t 12\n", + "4 \t 219 \t 169 \t 1 \t 50 \t 3 \t -35\n", + "5 \t 169 \t 50 \t 3 \t 19 \t -13 \t 152\n", + "6 \t 50 \t 19 \t 2 \t 12 \t 16 \t -187\n", + "7 \t 19 \t 12 \t 1 \t 7 \t -61 \t 713\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 138 \t -1613\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -199 \t 2326\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 337 \t -3939\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -536 \t 6265\n", + "\t\t\t\t\t 1409 \t -16469\n", + "GCD(39203, 3354) = 1, with coefficients 1409 and -16469 such that 1 = (1409)*39203 + (-16469)*3354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3355 \t 11 \t 2298 \t 1 \t 0\n", + "1 \t 3355 \t 2298 \t 1 \t 1057 \t 0 \t 1\n", + "2 \t 2298 \t 1057 \t 2 \t 184 \t 1 \t -11\n", + "3 \t 1057 \t 184 \t 5 \t 137 \t -1 \t 12\n", + "4 \t 184 \t 137 \t 1 \t 47 \t 3 \t -35\n", + "5 \t 137 \t 47 \t 2 \t 43 \t -16 \t 187\n", + "6 \t 47 \t 43 \t 1 \t 4 \t 19 \t -222\n", + "7 \t 43 \t 4 \t 10 \t 3 \t -54 \t 631\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 73 \t -853\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -784 \t 9161\n", + "\t\t\t\t\t 857 \t -10014\n", + "GCD(39203, 3355) = 1, with coefficients 857 and -10014 such that 1 = (857)*39203 + (-10014)*3355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3356 \t 11 \t 2287 \t 1 \t 0\n", + "1 \t 3356 \t 2287 \t 1 \t 1069 \t 0 \t 1\n", + "2 \t 2287 \t 1069 \t 2 \t 149 \t 1 \t -11\n", + "3 \t 1069 \t 149 \t 7 \t 26 \t -1 \t 12\n", + "4 \t 149 \t 26 \t 5 \t 19 \t 3 \t -35\n", + "5 \t 26 \t 19 \t 1 \t 7 \t -22 \t 257\n", + "6 \t 19 \t 7 \t 2 \t 5 \t 113 \t -1320\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -135 \t 1577\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 383 \t -4474\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -518 \t 6051\n", + "\t\t\t\t\t 1419 \t -16576\n", + "GCD(39203, 3356) = 1, with coefficients 1419 and -16576 such that 1 = (1419)*39203 + (-16576)*3356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3357 \t 11 \t 2276 \t 1 \t 0\n", + "1 \t 3357 \t 2276 \t 1 \t 1081 \t 0 \t 1\n", + "2 \t 2276 \t 1081 \t 2 \t 114 \t 1 \t -11\n", + "3 \t 1081 \t 114 \t 9 \t 55 \t -1 \t 12\n", + "4 \t 114 \t 55 \t 2 \t 4 \t 3 \t -35\n", + "5 \t 55 \t 4 \t 13 \t 3 \t -28 \t 327\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 59 \t -689\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -795 \t 9284\n", + "\t\t\t\t\t 854 \t -9973\n", + "GCD(39203, 3357) = 1, with coefficients 854 and -9973 such that 1 = (854)*39203 + (-9973)*3357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3358 \t 11 \t 2265 \t 1 \t 0\n", + "1 \t 3358 \t 2265 \t 1 \t 1093 \t 0 \t 1\n", + "2 \t 2265 \t 1093 \t 2 \t 79 \t 1 \t -11\n", + "3 \t 1093 \t 79 \t 13 \t 66 \t -1 \t 12\n", + "4 \t 79 \t 66 \t 1 \t 13 \t 3 \t -35\n", + "5 \t 66 \t 13 \t 5 \t 1 \t -40 \t 467\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 43 \t -502\n", + "\t\t\t\t\t -255 \t 2977\n", + "GCD(39203, 3358) = 1, with coefficients -255 and 2977 such that 1 = (-255)*39203 + (2977)*3358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3359 \t 11 \t 2254 \t 1 \t 0\n", + "1 \t 3359 \t 2254 \t 1 \t 1105 \t 0 \t 1\n", + "2 \t 2254 \t 1105 \t 2 \t 44 \t 1 \t -11\n", + "3 \t 1105 \t 44 \t 25 \t 5 \t -1 \t 12\n", + "4 \t 44 \t 5 \t 8 \t 4 \t 3 \t -35\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -76 \t 887\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 611 \t -7131\n", + "\t\t\t\t\t -687 \t 8018\n", + "GCD(39203, 3359) = 1, with coefficients -687 and 8018 such that 1 = (-687)*39203 + (8018)*3359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3360 \t 11 \t 2243 \t 1 \t 0\n", + "1 \t 3360 \t 2243 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 2243 \t 1117 \t 2 \t 9 \t 1 \t -11\n", + "3 \t 1117 \t 9 \t 124 \t 1 \t -1 \t 12\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 3 \t -35\n", + "\t\t\t\t\t -373 \t 4352\n", + "GCD(39203, 3360) = 1, with coefficients -373 and 4352 such that 1 = (-373)*39203 + (4352)*3360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3361 \t 11 \t 2232 \t 1 \t 0\n", + "1 \t 3361 \t 2232 \t 1 \t 1129 \t 0 \t 1\n", + "2 \t 2232 \t 1129 \t 1 \t 1103 \t 1 \t -11\n", + "3 \t 1129 \t 1103 \t 1 \t 26 \t -1 \t 12\n", + "4 \t 1103 \t 26 \t 42 \t 11 \t 2 \t -23\n", + "5 \t 26 \t 11 \t 2 \t 4 \t -3 \t 35\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 128 \t -1493\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -259 \t 3021\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 646 \t -7535\n", + "\t\t\t\t\t -905 \t 10556\n", + "GCD(39203, 3361) = 1, with coefficients -905 and 10556 such that 1 = (-905)*39203 + (10556)*3361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3362 \t 11 \t 2221 \t 1 \t 0\n", + "1 \t 3362 \t 2221 \t 1 \t 1141 \t 0 \t 1\n", + "2 \t 2221 \t 1141 \t 1 \t 1080 \t 1 \t -11\n", + "3 \t 1141 \t 1080 \t 1 \t 61 \t -1 \t 12\n", + "4 \t 1080 \t 61 \t 17 \t 43 \t 2 \t -23\n", + "5 \t 61 \t 43 \t 1 \t 18 \t -3 \t 35\n", + "6 \t 43 \t 18 \t 2 \t 7 \t 53 \t -618\n", + "7 \t 18 \t 7 \t 2 \t 4 \t -56 \t 653\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 165 \t -1924\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -386 \t 4501\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 551 \t -6425\n", + "\t\t\t\t\t -937 \t 10926\n", + "GCD(39203, 3362) = 1, with coefficients -937 and 10926 such that 1 = (-937)*39203 + (10926)*3362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3363 \t 11 \t 2210 \t 1 \t 0\n", + "1 \t 3363 \t 2210 \t 1 \t 1153 \t 0 \t 1\n", + "2 \t 2210 \t 1153 \t 1 \t 1057 \t 1 \t -11\n", + "3 \t 1153 \t 1057 \t 1 \t 96 \t -1 \t 12\n", + "4 \t 1057 \t 96 \t 11 \t 1 \t 2 \t -23\n", + "5 \t 96 \t 1 \t 96 \t 0 \t -3 \t 35\n", + "\t\t\t\t\t 35 \t -408\n", + "GCD(39203, 3363) = 1, with coefficients 35 and -408 such that 1 = (35)*39203 + (-408)*3363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3364 \t 11 \t 2199 \t 1 \t 0\n", + "1 \t 3364 \t 2199 \t 1 \t 1165 \t 0 \t 1\n", + "2 \t 2199 \t 1165 \t 1 \t 1034 \t 1 \t -11\n", + "3 \t 1165 \t 1034 \t 1 \t 131 \t -1 \t 12\n", + "4 \t 1034 \t 131 \t 7 \t 117 \t 2 \t -23\n", + "5 \t 131 \t 117 \t 1 \t 14 \t -3 \t 35\n", + "6 \t 117 \t 14 \t 8 \t 5 \t 23 \t -268\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -26 \t 303\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 231 \t -2692\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -488 \t 5687\n", + "\t\t\t\t\t 719 \t -8379\n", + "GCD(39203, 3364) = 1, with coefficients 719 and -8379 such that 1 = (719)*39203 + (-8379)*3364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3365 \t 11 \t 2188 \t 1 \t 0\n", + "1 \t 3365 \t 2188 \t 1 \t 1177 \t 0 \t 1\n", + "2 \t 2188 \t 1177 \t 1 \t 1011 \t 1 \t -11\n", + "3 \t 1177 \t 1011 \t 1 \t 166 \t -1 \t 12\n", + "4 \t 1011 \t 166 \t 6 \t 15 \t 2 \t -23\n", + "5 \t 166 \t 15 \t 11 \t 1 \t -3 \t 35\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 20 \t -233\n", + "\t\t\t\t\t -223 \t 2598\n", + "GCD(39203, 3365) = 1, with coefficients -223 and 2598 such that 1 = (-223)*39203 + (2598)*3365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3366 \t 11 \t 2177 \t 1 \t 0\n", + "1 \t 3366 \t 2177 \t 1 \t 1189 \t 0 \t 1\n", + "2 \t 2177 \t 1189 \t 1 \t 988 \t 1 \t -11\n", + "3 \t 1189 \t 988 \t 1 \t 201 \t -1 \t 12\n", + "4 \t 988 \t 201 \t 4 \t 184 \t 2 \t -23\n", + "5 \t 201 \t 184 \t 1 \t 17 \t -3 \t 35\n", + "6 \t 184 \t 17 \t 10 \t 14 \t 14 \t -163\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -17 \t 198\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 184 \t -2143\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -201 \t 2341\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 988 \t -11507\n", + "\t\t\t\t\t -1189 \t 13848\n", + "GCD(39203, 3366) = 1, with coefficients -1189 and 13848 such that 1 = (-1189)*39203 + (13848)*3366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3367 \t 11 \t 2166 \t 1 \t 0\n", + "1 \t 3367 \t 2166 \t 1 \t 1201 \t 0 \t 1\n", + "2 \t 2166 \t 1201 \t 1 \t 965 \t 1 \t -11\n", + "3 \t 1201 \t 965 \t 1 \t 236 \t -1 \t 12\n", + "4 \t 965 \t 236 \t 4 \t 21 \t 2 \t -23\n", + "5 \t 236 \t 21 \t 11 \t 5 \t -3 \t 35\n", + "6 \t 21 \t 5 \t 4 \t 1 \t 14 \t -163\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -157 \t 1828\n", + "\t\t\t\t\t 642 \t -7475\n", + "GCD(39203, 3367) = 1, with coefficients 642 and -7475 such that 1 = (642)*39203 + (-7475)*3367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3368 \t 11 \t 2155 \t 1 \t 0\n", + "1 \t 3368 \t 2155 \t 1 \t 1213 \t 0 \t 1\n", + "2 \t 2155 \t 1213 \t 1 \t 942 \t 1 \t -11\n", + "3 \t 1213 \t 942 \t 1 \t 271 \t -1 \t 12\n", + "4 \t 942 \t 271 \t 3 \t 129 \t 2 \t -23\n", + "5 \t 271 \t 129 \t 2 \t 13 \t -3 \t 35\n", + "6 \t 129 \t 13 \t 9 \t 12 \t 11 \t -128\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -25 \t 291\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 236 \t -2747\n", + "\t\t\t\t\t -261 \t 3038\n", + "GCD(39203, 3368) = 1, with coefficients -261 and 3038 such that 1 = (-261)*39203 + (3038)*3368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3369 \t 11 \t 2144 \t 1 \t 0\n", + "1 \t 3369 \t 2144 \t 1 \t 1225 \t 0 \t 1\n", + "2 \t 2144 \t 1225 \t 1 \t 919 \t 1 \t -11\n", + "3 \t 1225 \t 919 \t 1 \t 306 \t -1 \t 12\n", + "4 \t 919 \t 306 \t 3 \t 1 \t 2 \t -23\n", + "5 \t 306 \t 1 \t 306 \t 0 \t -3 \t 35\n", + "\t\t\t\t\t 11 \t -128\n", + "GCD(39203, 3369) = 1, with coefficients 11 and -128 such that 1 = (11)*39203 + (-128)*3369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3370 \t 11 \t 2133 \t 1 \t 0\n", + "1 \t 3370 \t 2133 \t 1 \t 1237 \t 0 \t 1\n", + "2 \t 2133 \t 1237 \t 1 \t 896 \t 1 \t -11\n", + "3 \t 1237 \t 896 \t 1 \t 341 \t -1 \t 12\n", + "4 \t 896 \t 341 \t 2 \t 214 \t 2 \t -23\n", + "5 \t 341 \t 214 \t 1 \t 127 \t -3 \t 35\n", + "6 \t 214 \t 127 \t 1 \t 87 \t 8 \t -93\n", + "7 \t 127 \t 87 \t 1 \t 40 \t -11 \t 128\n", + "8 \t 87 \t 40 \t 2 \t 7 \t 19 \t -221\n", + "9 \t 40 \t 7 \t 5 \t 5 \t -30 \t 349\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 79 \t -919\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -425 \t 4944\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 504 \t -5863\n", + "\t\t\t\t\t -1433 \t 16670\n", + "GCD(39203, 3370) = 1, with coefficients -1433 and 16670 such that 1 = (-1433)*39203 + (16670)*3370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3371 \t 11 \t 2122 \t 1 \t 0\n", + "1 \t 3371 \t 2122 \t 1 \t 1249 \t 0 \t 1\n", + "2 \t 2122 \t 1249 \t 1 \t 873 \t 1 \t -11\n", + "3 \t 1249 \t 873 \t 1 \t 376 \t -1 \t 12\n", + "4 \t 873 \t 376 \t 2 \t 121 \t 2 \t -23\n", + "5 \t 376 \t 121 \t 3 \t 13 \t -3 \t 35\n", + "6 \t 121 \t 13 \t 9 \t 4 \t 8 \t -93\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -27 \t 314\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 251 \t -2919\n", + "\t\t\t\t\t -780 \t 9071\n", + "GCD(39203, 3371) = 1, with coefficients -780 and 9071 such that 1 = (-780)*39203 + (9071)*3371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3372 \t 11 \t 2111 \t 1 \t 0\n", + "1 \t 3372 \t 2111 \t 1 \t 1261 \t 0 \t 1\n", + "2 \t 2111 \t 1261 \t 1 \t 850 \t 1 \t -11\n", + "3 \t 1261 \t 850 \t 1 \t 411 \t -1 \t 12\n", + "4 \t 850 \t 411 \t 2 \t 28 \t 2 \t -23\n", + "5 \t 411 \t 28 \t 14 \t 19 \t -3 \t 35\n", + "6 \t 28 \t 19 \t 1 \t 9 \t 8 \t -93\n", + "7 \t 19 \t 9 \t 2 \t 1 \t -115 \t 1337\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 123 \t -1430\n", + "\t\t\t\t\t -361 \t 4197\n", + "GCD(39203, 3372) = 1, with coefficients -361 and 4197 such that 1 = (-361)*39203 + (4197)*3372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3373 \t 11 \t 2100 \t 1 \t 0\n", + "1 \t 3373 \t 2100 \t 1 \t 1273 \t 0 \t 1\n", + "2 \t 2100 \t 1273 \t 1 \t 827 \t 1 \t -11\n", + "3 \t 1273 \t 827 \t 1 \t 446 \t -1 \t 12\n", + "4 \t 827 \t 446 \t 1 \t 381 \t 2 \t -23\n", + "5 \t 446 \t 381 \t 1 \t 65 \t -3 \t 35\n", + "6 \t 381 \t 65 \t 5 \t 56 \t 5 \t -58\n", + "7 \t 65 \t 56 \t 1 \t 9 \t -8 \t 93\n", + "8 \t 56 \t 9 \t 6 \t 2 \t 45 \t -523\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -53 \t 616\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 363 \t -4219\n", + "\t\t\t\t\t -1505 \t 17492\n", + "GCD(39203, 3373) = 1, with coefficients -1505 and 17492 such that 1 = (-1505)*39203 + (17492)*3373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3374 \t 11 \t 2089 \t 1 \t 0\n", + "1 \t 3374 \t 2089 \t 1 \t 1285 \t 0 \t 1\n", + "2 \t 2089 \t 1285 \t 1 \t 804 \t 1 \t -11\n", + "3 \t 1285 \t 804 \t 1 \t 481 \t -1 \t 12\n", + "4 \t 804 \t 481 \t 1 \t 323 \t 2 \t -23\n", + "5 \t 481 \t 323 \t 1 \t 158 \t -3 \t 35\n", + "6 \t 323 \t 158 \t 2 \t 7 \t 5 \t -58\n", + "7 \t 158 \t 7 \t 22 \t 4 \t -8 \t 93\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 21 \t -244\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -470 \t 5461\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 491 \t -5705\n", + "\t\t\t\t\t -961 \t 11166\n", + "GCD(39203, 3374) = 1, with coefficients -961 and 11166 such that 1 = (-961)*39203 + (11166)*3374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3375 \t 11 \t 2078 \t 1 \t 0\n", + "1 \t 3375 \t 2078 \t 1 \t 1297 \t 0 \t 1\n", + "2 \t 2078 \t 1297 \t 1 \t 781 \t 1 \t -11\n", + "3 \t 1297 \t 781 \t 1 \t 516 \t -1 \t 12\n", + "4 \t 781 \t 516 \t 1 \t 265 \t 2 \t -23\n", + "5 \t 516 \t 265 \t 1 \t 251 \t -3 \t 35\n", + "6 \t 265 \t 251 \t 1 \t 14 \t 5 \t -58\n", + "7 \t 251 \t 14 \t 17 \t 13 \t -8 \t 93\n", + "8 \t 14 \t 13 \t 1 \t 1 \t 13 \t -151\n", + "9 \t 13 \t 1 \t 13 \t 0 \t -229 \t 2660\n", + "\t\t\t\t\t 242 \t -2811\n", + "GCD(39203, 3375) = 1, with coefficients 242 and -2811 such that 1 = (242)*39203 + (-2811)*3375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3376 \t 11 \t 2067 \t 1 \t 0\n", + "1 \t 3376 \t 2067 \t 1 \t 1309 \t 0 \t 1\n", + "2 \t 2067 \t 1309 \t 1 \t 758 \t 1 \t -11\n", + "3 \t 1309 \t 758 \t 1 \t 551 \t -1 \t 12\n", + "4 \t 758 \t 551 \t 1 \t 207 \t 2 \t -23\n", + "5 \t 551 \t 207 \t 2 \t 137 \t -3 \t 35\n", + "6 \t 207 \t 137 \t 1 \t 70 \t 5 \t -58\n", + "7 \t 137 \t 70 \t 1 \t 67 \t -13 \t 151\n", + "8 \t 70 \t 67 \t 1 \t 3 \t 18 \t -209\n", + "9 \t 67 \t 3 \t 22 \t 1 \t -31 \t 360\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 49 \t -569\n", + "\t\t\t\t\t -1109 \t 12878\n", + "GCD(39203, 3376) = 1, with coefficients -1109 and 12878 such that 1 = (-1109)*39203 + (12878)*3376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3377 \t 11 \t 2056 \t 1 \t 0\n", + "1 \t 3377 \t 2056 \t 1 \t 1321 \t 0 \t 1\n", + "2 \t 2056 \t 1321 \t 1 \t 735 \t 1 \t -11\n", + "3 \t 1321 \t 735 \t 1 \t 586 \t -1 \t 12\n", + "4 \t 735 \t 586 \t 1 \t 149 \t 2 \t -23\n", + "5 \t 586 \t 149 \t 3 \t 139 \t -3 \t 35\n", + "6 \t 149 \t 139 \t 1 \t 10 \t 5 \t -58\n", + "7 \t 139 \t 10 \t 13 \t 9 \t -18 \t 209\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 23 \t -267\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -317 \t 3680\n", + "\t\t\t\t\t 340 \t -3947\n", + "GCD(39203, 3377) = 1, with coefficients 340 and -3947 such that 1 = (340)*39203 + (-3947)*3377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3378 \t 11 \t 2045 \t 1 \t 0\n", + "1 \t 3378 \t 2045 \t 1 \t 1333 \t 0 \t 1\n", + "2 \t 2045 \t 1333 \t 1 \t 712 \t 1 \t -11\n", + "3 \t 1333 \t 712 \t 1 \t 621 \t -1 \t 12\n", + "4 \t 712 \t 621 \t 1 \t 91 \t 2 \t -23\n", + "5 \t 621 \t 91 \t 6 \t 75 \t -3 \t 35\n", + "6 \t 91 \t 75 \t 1 \t 16 \t 5 \t -58\n", + "7 \t 75 \t 16 \t 4 \t 11 \t -33 \t 383\n", + "8 \t 16 \t 11 \t 1 \t 5 \t 38 \t -441\n", + "9 \t 11 \t 5 \t 2 \t 1 \t -185 \t 2147\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 223 \t -2588\n", + "\t\t\t\t\t -631 \t 7323\n", + "GCD(39203, 3378) = 1, with coefficients -631 and 7323 such that 1 = (-631)*39203 + (7323)*3378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3379 \t 11 \t 2034 \t 1 \t 0\n", + "1 \t 3379 \t 2034 \t 1 \t 1345 \t 0 \t 1\n", + "2 \t 2034 \t 1345 \t 1 \t 689 \t 1 \t -11\n", + "3 \t 1345 \t 689 \t 1 \t 656 \t -1 \t 12\n", + "4 \t 689 \t 656 \t 1 \t 33 \t 2 \t -23\n", + "5 \t 656 \t 33 \t 19 \t 29 \t -3 \t 35\n", + "6 \t 33 \t 29 \t 1 \t 4 \t 5 \t -58\n", + "7 \t 29 \t 4 \t 7 \t 1 \t -98 \t 1137\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 103 \t -1195\n", + "\t\t\t\t\t -819 \t 9502\n", + "GCD(39203, 3379) = 1, with coefficients -819 and 9502 such that 1 = (-819)*39203 + (9502)*3379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3380 \t 11 \t 2023 \t 1 \t 0\n", + "1 \t 3380 \t 2023 \t 1 \t 1357 \t 0 \t 1\n", + "2 \t 2023 \t 1357 \t 1 \t 666 \t 1 \t -11\n", + "3 \t 1357 \t 666 \t 2 \t 25 \t -1 \t 12\n", + "4 \t 666 \t 25 \t 26 \t 16 \t 2 \t -23\n", + "5 \t 25 \t 16 \t 1 \t 9 \t -5 \t 58\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 132 \t -1531\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -137 \t 1589\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 269 \t -3120\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -406 \t 4709\n", + "\t\t\t\t\t 1487 \t -17247\n", + "GCD(39203, 3380) = 1, with coefficients 1487 and -17247 such that 1 = (1487)*39203 + (-17247)*3380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3381 \t 11 \t 2012 \t 1 \t 0\n", + "1 \t 3381 \t 2012 \t 1 \t 1369 \t 0 \t 1\n", + "2 \t 2012 \t 1369 \t 1 \t 643 \t 1 \t -11\n", + "3 \t 1369 \t 643 \t 2 \t 83 \t -1 \t 12\n", + "4 \t 643 \t 83 \t 7 \t 62 \t 2 \t -23\n", + "5 \t 83 \t 62 \t 1 \t 21 \t -5 \t 58\n", + "6 \t 62 \t 21 \t 2 \t 20 \t 37 \t -429\n", + "7 \t 21 \t 20 \t 1 \t 1 \t -42 \t 487\n", + "8 \t 20 \t 1 \t 20 \t 0 \t 121 \t -1403\n", + "\t\t\t\t\t -163 \t 1890\n", + "GCD(39203, 3381) = 1, with coefficients -163 and 1890 such that 1 = (-163)*39203 + (1890)*3381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3382 \t 11 \t 2001 \t 1 \t 0\n", + "1 \t 3382 \t 2001 \t 1 \t 1381 \t 0 \t 1\n", + "2 \t 2001 \t 1381 \t 1 \t 620 \t 1 \t -11\n", + "3 \t 1381 \t 620 \t 2 \t 141 \t -1 \t 12\n", + "4 \t 620 \t 141 \t 4 \t 56 \t 2 \t -23\n", + "5 \t 141 \t 56 \t 2 \t 29 \t -5 \t 58\n", + "6 \t 56 \t 29 \t 1 \t 27 \t 22 \t -255\n", + "7 \t 29 \t 27 \t 1 \t 2 \t -49 \t 568\n", + "8 \t 27 \t 2 \t 13 \t 1 \t 71 \t -823\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -120 \t 1391\n", + "\t\t\t\t\t 1631 \t -18906\n", + "GCD(39203, 3382) = 1, with coefficients 1631 and -18906 such that 1 = (1631)*39203 + (-18906)*3382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3383 \t 11 \t 1990 \t 1 \t 0\n", + "1 \t 3383 \t 1990 \t 1 \t 1393 \t 0 \t 1\n", + "2 \t 1990 \t 1393 \t 1 \t 597 \t 1 \t -11\n", + "3 \t 1393 \t 597 \t 2 \t 199 \t -1 \t 12\n", + "4 \t 597 \t 199 \t 3 \t 0 \t 2 \t -23\n", + "\t\t\t\t\t -5 \t 58\n", + "GCD(39203, 3383) = 199, with coefficients -5 and 58 such that 199 = (-5)*39203 + (58)*3383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3384 \t 11 \t 1979 \t 1 \t 0\n", + "1 \t 3384 \t 1979 \t 1 \t 1405 \t 0 \t 1\n", + "2 \t 1979 \t 1405 \t 1 \t 574 \t 1 \t -11\n", + "3 \t 1405 \t 574 \t 2 \t 257 \t -1 \t 12\n", + "4 \t 574 \t 257 \t 2 \t 60 \t 2 \t -23\n", + "5 \t 257 \t 60 \t 4 \t 17 \t -5 \t 58\n", + "6 \t 60 \t 17 \t 3 \t 9 \t 12 \t -139\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -53 \t 614\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 171 \t -1981\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -224 \t 2595\n", + "\t\t\t\t\t 395 \t -4576\n", + "GCD(39203, 3384) = 1, with coefficients 395 and -4576 such that 1 = (395)*39203 + (-4576)*3384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3385 \t 11 \t 1968 \t 1 \t 0\n", + "1 \t 3385 \t 1968 \t 1 \t 1417 \t 0 \t 1\n", + "2 \t 1968 \t 1417 \t 1 \t 551 \t 1 \t -11\n", + "3 \t 1417 \t 551 \t 2 \t 315 \t -1 \t 12\n", + "4 \t 551 \t 315 \t 1 \t 236 \t 2 \t -23\n", + "5 \t 315 \t 236 \t 1 \t 79 \t -5 \t 58\n", + "6 \t 236 \t 79 \t 2 \t 78 \t 7 \t -81\n", + "7 \t 79 \t 78 \t 1 \t 1 \t -12 \t 139\n", + "8 \t 78 \t 1 \t 78 \t 0 \t 31 \t -359\n", + "\t\t\t\t\t -43 \t 498\n", + "GCD(39203, 3385) = 1, with coefficients -43 and 498 such that 1 = (-43)*39203 + (498)*3385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3386 \t 11 \t 1957 \t 1 \t 0\n", + "1 \t 3386 \t 1957 \t 1 \t 1429 \t 0 \t 1\n", + "2 \t 1957 \t 1429 \t 1 \t 528 \t 1 \t -11\n", + "3 \t 1429 \t 528 \t 2 \t 373 \t -1 \t 12\n", + "4 \t 528 \t 373 \t 1 \t 155 \t 2 \t -23\n", + "5 \t 373 \t 155 \t 2 \t 63 \t -5 \t 58\n", + "6 \t 155 \t 63 \t 2 \t 29 \t 7 \t -81\n", + "7 \t 63 \t 29 \t 2 \t 5 \t -19 \t 220\n", + "8 \t 29 \t 5 \t 5 \t 4 \t 45 \t -521\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -109 \t 1262\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 590 \t -6831\n", + "\t\t\t\t\t -699 \t 8093\n", + "GCD(39203, 3386) = 1, with coefficients -699 and 8093 such that 1 = (-699)*39203 + (8093)*3386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3387 \t 11 \t 1946 \t 1 \t 0\n", + "1 \t 3387 \t 1946 \t 1 \t 1441 \t 0 \t 1\n", + "2 \t 1946 \t 1441 \t 1 \t 505 \t 1 \t -11\n", + "3 \t 1441 \t 505 \t 2 \t 431 \t -1 \t 12\n", + "4 \t 505 \t 431 \t 1 \t 74 \t 2 \t -23\n", + "5 \t 431 \t 74 \t 5 \t 61 \t -5 \t 58\n", + "6 \t 74 \t 61 \t 1 \t 13 \t 7 \t -81\n", + "7 \t 61 \t 13 \t 4 \t 9 \t -40 \t 463\n", + "8 \t 13 \t 9 \t 1 \t 4 \t 47 \t -544\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -228 \t 2639\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 275 \t -3183\n", + "\t\t\t\t\t -778 \t 9005\n", + "GCD(39203, 3387) = 1, with coefficients -778 and 9005 such that 1 = (-778)*39203 + (9005)*3387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3388 \t 11 \t 1935 \t 1 \t 0\n", + "1 \t 3388 \t 1935 \t 1 \t 1453 \t 0 \t 1\n", + "2 \t 1935 \t 1453 \t 1 \t 482 \t 1 \t -11\n", + "3 \t 1453 \t 482 \t 3 \t 7 \t -1 \t 12\n", + "4 \t 482 \t 7 \t 68 \t 6 \t 2 \t -23\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -7 \t 81\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 478 \t -5531\n", + "\t\t\t\t\t -485 \t 5612\n", + "GCD(39203, 3388) = 1, with coefficients -485 and 5612 such that 1 = (-485)*39203 + (5612)*3388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3389 \t 11 \t 1924 \t 1 \t 0\n", + "1 \t 3389 \t 1924 \t 1 \t 1465 \t 0 \t 1\n", + "2 \t 1924 \t 1465 \t 1 \t 459 \t 1 \t -11\n", + "3 \t 1465 \t 459 \t 3 \t 88 \t -1 \t 12\n", + "4 \t 459 \t 88 \t 5 \t 19 \t 2 \t -23\n", + "5 \t 88 \t 19 \t 4 \t 12 \t -7 \t 81\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 37 \t -428\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -155 \t 1793\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 192 \t -2221\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -347 \t 4014\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 539 \t -6235\n", + "\t\t\t\t\t -1425 \t 16484\n", + "GCD(39203, 3389) = 1, with coefficients -1425 and 16484 such that 1 = (-1425)*39203 + (16484)*3389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3390 \t 11 \t 1913 \t 1 \t 0\n", + "1 \t 3390 \t 1913 \t 1 \t 1477 \t 0 \t 1\n", + "2 \t 1913 \t 1477 \t 1 \t 436 \t 1 \t -11\n", + "3 \t 1477 \t 436 \t 3 \t 169 \t -1 \t 12\n", + "4 \t 436 \t 169 \t 2 \t 98 \t 2 \t -23\n", + "5 \t 169 \t 98 \t 1 \t 71 \t -7 \t 81\n", + "6 \t 98 \t 71 \t 1 \t 27 \t 16 \t -185\n", + "7 \t 71 \t 27 \t 2 \t 17 \t -23 \t 266\n", + "8 \t 27 \t 17 \t 1 \t 10 \t 39 \t -451\n", + "9 \t 17 \t 10 \t 1 \t 7 \t -101 \t 1168\n", + "10 \t 10 \t 7 \t 1 \t 3 \t 140 \t -1619\n", + "11 \t 7 \t 3 \t 2 \t 1 \t -241 \t 2787\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 381 \t -4406\n", + "\t\t\t\t\t -1003 \t 11599\n", + "GCD(39203, 3390) = 1, with coefficients -1003 and 11599 such that 1 = (-1003)*39203 + (11599)*3390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3391 \t 11 \t 1902 \t 1 \t 0\n", + "1 \t 3391 \t 1902 \t 1 \t 1489 \t 0 \t 1\n", + "2 \t 1902 \t 1489 \t 1 \t 413 \t 1 \t -11\n", + "3 \t 1489 \t 413 \t 3 \t 250 \t -1 \t 12\n", + "4 \t 413 \t 250 \t 1 \t 163 \t 2 \t -23\n", + "5 \t 250 \t 163 \t 1 \t 87 \t -7 \t 81\n", + "6 \t 163 \t 87 \t 1 \t 76 \t 9 \t -104\n", + "7 \t 87 \t 76 \t 1 \t 11 \t -16 \t 185\n", + "8 \t 76 \t 11 \t 6 \t 10 \t 25 \t -289\n", + "9 \t 11 \t 10 \t 1 \t 1 \t -41 \t 474\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 271 \t -3133\n", + "\t\t\t\t\t -312 \t 3607\n", + "GCD(39203, 3391) = 1, with coefficients -312 and 3607 such that 1 = (-312)*39203 + (3607)*3391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3392 \t 11 \t 1891 \t 1 \t 0\n", + "1 \t 3392 \t 1891 \t 1 \t 1501 \t 0 \t 1\n", + "2 \t 1891 \t 1501 \t 1 \t 390 \t 1 \t -11\n", + "3 \t 1501 \t 390 \t 3 \t 331 \t -1 \t 12\n", + "4 \t 390 \t 331 \t 1 \t 59 \t 2 \t -23\n", + "5 \t 331 \t 59 \t 5 \t 36 \t -7 \t 81\n", + "6 \t 59 \t 36 \t 1 \t 23 \t 9 \t -104\n", + "7 \t 36 \t 23 \t 1 \t 13 \t -52 \t 601\n", + "8 \t 23 \t 13 \t 1 \t 10 \t 61 \t -705\n", + "9 \t 13 \t 10 \t 1 \t 3 \t -113 \t 1306\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 174 \t -2011\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -287 \t 3317\n", + "\t\t\t\t\t 1035 \t -11962\n", + "GCD(39203, 3392) = 1, with coefficients 1035 and -11962 such that 1 = (1035)*39203 + (-11962)*3392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3393 \t 11 \t 1880 \t 1 \t 0\n", + "1 \t 3393 \t 1880 \t 1 \t 1513 \t 0 \t 1\n", + "2 \t 1880 \t 1513 \t 1 \t 367 \t 1 \t -11\n", + "3 \t 1513 \t 367 \t 4 \t 45 \t -1 \t 12\n", + "4 \t 367 \t 45 \t 8 \t 7 \t 2 \t -23\n", + "5 \t 45 \t 7 \t 6 \t 3 \t -9 \t 104\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 74 \t -855\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -453 \t 5234\n", + "\t\t\t\t\t 980 \t -11323\n", + "GCD(39203, 3393) = 1, with coefficients 980 and -11323 such that 1 = (980)*39203 + (-11323)*3393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3394 \t 11 \t 1869 \t 1 \t 0\n", + "1 \t 3394 \t 1869 \t 1 \t 1525 \t 0 \t 1\n", + "2 \t 1869 \t 1525 \t 1 \t 344 \t 1 \t -11\n", + "3 \t 1525 \t 344 \t 4 \t 149 \t -1 \t 12\n", + "4 \t 344 \t 149 \t 2 \t 46 \t 2 \t -23\n", + "5 \t 149 \t 46 \t 3 \t 11 \t -9 \t 104\n", + "6 \t 46 \t 11 \t 4 \t 2 \t 20 \t -231\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -69 \t 797\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 296 \t -3419\n", + "\t\t\t\t\t -1549 \t 17892\n", + "GCD(39203, 3394) = 1, with coefficients -1549 and 17892 such that 1 = (-1549)*39203 + (17892)*3394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3395 \t 11 \t 1858 \t 1 \t 0\n", + "1 \t 3395 \t 1858 \t 1 \t 1537 \t 0 \t 1\n", + "2 \t 1858 \t 1537 \t 1 \t 321 \t 1 \t -11\n", + "3 \t 1537 \t 321 \t 4 \t 253 \t -1 \t 12\n", + "4 \t 321 \t 253 \t 1 \t 68 \t 2 \t -23\n", + "5 \t 253 \t 68 \t 3 \t 49 \t -9 \t 104\n", + "6 \t 68 \t 49 \t 1 \t 19 \t 11 \t -127\n", + "7 \t 49 \t 19 \t 2 \t 11 \t -42 \t 485\n", + "8 \t 19 \t 11 \t 1 \t 8 \t 53 \t -612\n", + "9 \t 11 \t 8 \t 1 \t 3 \t -148 \t 1709\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 201 \t -2321\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -349 \t 4030\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 899 \t -10381\n", + "\t\t\t\t\t -1248 \t 14411\n", + "GCD(39203, 3395) = 1, with coefficients -1248 and 14411 such that 1 = (-1248)*39203 + (14411)*3395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3396 \t 11 \t 1847 \t 1 \t 0\n", + "1 \t 3396 \t 1847 \t 1 \t 1549 \t 0 \t 1\n", + "2 \t 1847 \t 1549 \t 1 \t 298 \t 1 \t -11\n", + "3 \t 1549 \t 298 \t 5 \t 59 \t -1 \t 12\n", + "4 \t 298 \t 59 \t 5 \t 3 \t 2 \t -23\n", + "5 \t 59 \t 3 \t 19 \t 2 \t -11 \t 127\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 57 \t -658\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1094 \t 12629\n", + "\t\t\t\t\t 1151 \t -13287\n", + "GCD(39203, 3396) = 1, with coefficients 1151 and -13287 such that 1 = (1151)*39203 + (-13287)*3396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3397 \t 11 \t 1836 \t 1 \t 0\n", + "1 \t 3397 \t 1836 \t 1 \t 1561 \t 0 \t 1\n", + "2 \t 1836 \t 1561 \t 1 \t 275 \t 1 \t -11\n", + "3 \t 1561 \t 275 \t 5 \t 186 \t -1 \t 12\n", + "4 \t 275 \t 186 \t 1 \t 89 \t 2 \t -23\n", + "5 \t 186 \t 89 \t 2 \t 8 \t -11 \t 127\n", + "6 \t 89 \t 8 \t 11 \t 1 \t 13 \t -150\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -37 \t 427\n", + "\t\t\t\t\t 420 \t -4847\n", + "GCD(39203, 3397) = 1, with coefficients 420 and -4847 such that 1 = (420)*39203 + (-4847)*3397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3398 \t 11 \t 1825 \t 1 \t 0\n", + "1 \t 3398 \t 1825 \t 1 \t 1573 \t 0 \t 1\n", + "2 \t 1825 \t 1573 \t 1 \t 252 \t 1 \t -11\n", + "3 \t 1573 \t 252 \t 6 \t 61 \t -1 \t 12\n", + "4 \t 252 \t 61 \t 4 \t 8 \t 2 \t -23\n", + "5 \t 61 \t 8 \t 7 \t 5 \t -13 \t 150\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 54 \t -623\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -391 \t 4511\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 445 \t -5134\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -836 \t 9645\n", + "\t\t\t\t\t 1281 \t -14779\n", + "GCD(39203, 3398) = 1, with coefficients 1281 and -14779 such that 1 = (1281)*39203 + (-14779)*3398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3399 \t 11 \t 1814 \t 1 \t 0\n", + "1 \t 3399 \t 1814 \t 1 \t 1585 \t 0 \t 1\n", + "2 \t 1814 \t 1585 \t 1 \t 229 \t 1 \t -11\n", + "3 \t 1585 \t 229 \t 6 \t 211 \t -1 \t 12\n", + "4 \t 229 \t 211 \t 1 \t 18 \t 2 \t -23\n", + "5 \t 211 \t 18 \t 11 \t 13 \t -13 \t 150\n", + "6 \t 18 \t 13 \t 1 \t 5 \t 15 \t -173\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -178 \t 2053\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 193 \t -2226\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -564 \t 6505\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 757 \t -8731\n", + "\t\t\t\t\t -1321 \t 15236\n", + "GCD(39203, 3399) = 1, with coefficients -1321 and 15236 such that 1 = (-1321)*39203 + (15236)*3399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3400 \t 11 \t 1803 \t 1 \t 0\n", + "1 \t 3400 \t 1803 \t 1 \t 1597 \t 0 \t 1\n", + "2 \t 1803 \t 1597 \t 1 \t 206 \t 1 \t -11\n", + "3 \t 1597 \t 206 \t 7 \t 155 \t -1 \t 12\n", + "4 \t 206 \t 155 \t 1 \t 51 \t 2 \t -23\n", + "5 \t 155 \t 51 \t 3 \t 2 \t -15 \t 173\n", + "6 \t 51 \t 2 \t 25 \t 1 \t 17 \t -196\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -66 \t 761\n", + "\t\t\t\t\t 1667 \t -19221\n", + "GCD(39203, 3400) = 1, with coefficients 1667 and -19221 such that 1 = (1667)*39203 + (-19221)*3400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3401 \t 11 \t 1792 \t 1 \t 0\n", + "1 \t 3401 \t 1792 \t 1 \t 1609 \t 0 \t 1\n", + "2 \t 1792 \t 1609 \t 1 \t 183 \t 1 \t -11\n", + "3 \t 1609 \t 183 \t 8 \t 145 \t -1 \t 12\n", + "4 \t 183 \t 145 \t 1 \t 38 \t 2 \t -23\n", + "5 \t 145 \t 38 \t 3 \t 31 \t -17 \t 196\n", + "6 \t 38 \t 31 \t 1 \t 7 \t 19 \t -219\n", + "7 \t 31 \t 7 \t 4 \t 3 \t -74 \t 853\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 93 \t -1072\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -446 \t 5141\n", + "\t\t\t\t\t 985 \t -11354\n", + "GCD(39203, 3401) = 1, with coefficients 985 and -11354 such that 1 = (985)*39203 + (-11354)*3401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3402 \t 11 \t 1781 \t 1 \t 0\n", + "1 \t 3402 \t 1781 \t 1 \t 1621 \t 0 \t 1\n", + "2 \t 1781 \t 1621 \t 1 \t 160 \t 1 \t -11\n", + "3 \t 1621 \t 160 \t 10 \t 21 \t -1 \t 12\n", + "4 \t 160 \t 21 \t 7 \t 13 \t 2 \t -23\n", + "5 \t 21 \t 13 \t 1 \t 8 \t -21 \t 242\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 149 \t -1717\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -170 \t 1959\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 319 \t -3676\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -489 \t 5635\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 808 \t -9311\n", + "\t\t\t\t\t -1297 \t 14946\n", + "GCD(39203, 3402) = 1, with coefficients -1297 and 14946 such that 1 = (-1297)*39203 + (14946)*3402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3403 \t 11 \t 1770 \t 1 \t 0\n", + "1 \t 3403 \t 1770 \t 1 \t 1633 \t 0 \t 1\n", + "2 \t 1770 \t 1633 \t 1 \t 137 \t 1 \t -11\n", + "3 \t 1633 \t 137 \t 11 \t 126 \t -1 \t 12\n", + "4 \t 137 \t 126 \t 1 \t 11 \t 2 \t -23\n", + "5 \t 126 \t 11 \t 11 \t 5 \t -23 \t 265\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 25 \t -288\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -298 \t 3433\n", + "\t\t\t\t\t 621 \t -7154\n", + "GCD(39203, 3403) = 1, with coefficients 621 and -7154 such that 1 = (621)*39203 + (-7154)*3403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3404 \t 11 \t 1759 \t 1 \t 0\n", + "1 \t 3404 \t 1759 \t 1 \t 1645 \t 0 \t 1\n", + "2 \t 1759 \t 1645 \t 1 \t 114 \t 1 \t -11\n", + "3 \t 1645 \t 114 \t 14 \t 49 \t -1 \t 12\n", + "4 \t 114 \t 49 \t 2 \t 16 \t 2 \t -23\n", + "5 \t 49 \t 16 \t 3 \t 1 \t -29 \t 334\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 60 \t -691\n", + "\t\t\t\t\t -209 \t 2407\n", + "GCD(39203, 3404) = 1, with coefficients -209 and 2407 such that 1 = (-209)*39203 + (2407)*3404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3405 \t 11 \t 1748 \t 1 \t 0\n", + "1 \t 3405 \t 1748 \t 1 \t 1657 \t 0 \t 1\n", + "2 \t 1748 \t 1657 \t 1 \t 91 \t 1 \t -11\n", + "3 \t 1657 \t 91 \t 18 \t 19 \t -1 \t 12\n", + "4 \t 91 \t 19 \t 4 \t 15 \t 2 \t -23\n", + "5 \t 19 \t 15 \t 1 \t 4 \t -37 \t 426\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 150 \t -1727\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -187 \t 2153\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 711 \t -8186\n", + "\t\t\t\t\t -898 \t 10339\n", + "GCD(39203, 3405) = 1, with coefficients -898 and 10339 such that 1 = (-898)*39203 + (10339)*3405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3406 \t 11 \t 1737 \t 1 \t 0\n", + "1 \t 3406 \t 1737 \t 1 \t 1669 \t 0 \t 1\n", + "2 \t 1737 \t 1669 \t 1 \t 68 \t 1 \t -11\n", + "3 \t 1669 \t 68 \t 24 \t 37 \t -1 \t 12\n", + "4 \t 68 \t 37 \t 1 \t 31 \t 2 \t -23\n", + "5 \t 37 \t 31 \t 1 \t 6 \t -49 \t 564\n", + "6 \t 31 \t 6 \t 5 \t 1 \t 51 \t -587\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -100 \t 1151\n", + "\t\t\t\t\t 551 \t -6342\n", + "GCD(39203, 3406) = 1, with coefficients 551 and -6342 such that 1 = (551)*39203 + (-6342)*3406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3407 \t 11 \t 1726 \t 1 \t 0\n", + "1 \t 3407 \t 1726 \t 1 \t 1681 \t 0 \t 1\n", + "2 \t 1726 \t 1681 \t 1 \t 45 \t 1 \t -11\n", + "3 \t 1681 \t 45 \t 37 \t 16 \t -1 \t 12\n", + "4 \t 45 \t 16 \t 2 \t 13 \t 2 \t -23\n", + "5 \t 16 \t 13 \t 1 \t 3 \t -75 \t 863\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 152 \t -1749\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -227 \t 2612\n", + "\t\t\t\t\t 1060 \t -12197\n", + "GCD(39203, 3407) = 1, with coefficients 1060 and -12197 such that 1 = (1060)*39203 + (-12197)*3407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3408 \t 11 \t 1715 \t 1 \t 0\n", + "1 \t 3408 \t 1715 \t 1 \t 1693 \t 0 \t 1\n", + "2 \t 1715 \t 1693 \t 1 \t 22 \t 1 \t -11\n", + "3 \t 1693 \t 22 \t 76 \t 21 \t -1 \t 12\n", + "4 \t 22 \t 21 \t 1 \t 1 \t 2 \t -23\n", + "5 \t 21 \t 1 \t 21 \t 0 \t -153 \t 1760\n", + "\t\t\t\t\t 155 \t -1783\n", + "GCD(39203, 3408) = 1, with coefficients 155 and -1783 such that 1 = (155)*39203 + (-1783)*3408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3409 \t 11 \t 1704 \t 1 \t 0\n", + "1 \t 3409 \t 1704 \t 2 \t 1 \t 0 \t 1\n", + "2 \t 1704 \t 1 \t 1704 \t 0 \t 1 \t -11\n", + "\t\t\t\t\t -2 \t 23\n", + "GCD(39203, 3409) = 1, with coefficients -2 and 23 such that 1 = (-2)*39203 + (23)*3409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3410 \t 11 \t 1693 \t 1 \t 0\n", + "1 \t 3410 \t 1693 \t 2 \t 24 \t 0 \t 1\n", + "2 \t 1693 \t 24 \t 70 \t 13 \t 1 \t -11\n", + "3 \t 24 \t 13 \t 1 \t 11 \t -2 \t 23\n", + "4 \t 13 \t 11 \t 1 \t 2 \t 141 \t -1621\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -143 \t 1644\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 284 \t -3265\n", + "\t\t\t\t\t -1563 \t 17969\n", + "GCD(39203, 3410) = 1, with coefficients -1563 and 17969 such that 1 = (-1563)*39203 + (17969)*3410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3411 \t 11 \t 1682 \t 1 \t 0\n", + "1 \t 3411 \t 1682 \t 2 \t 47 \t 0 \t 1\n", + "2 \t 1682 \t 47 \t 35 \t 37 \t 1 \t -11\n", + "3 \t 47 \t 37 \t 1 \t 10 \t -2 \t 23\n", + "4 \t 37 \t 10 \t 3 \t 7 \t 71 \t -816\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -73 \t 839\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 290 \t -3333\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -363 \t 4172\n", + "\t\t\t\t\t 1016 \t -11677\n", + "GCD(39203, 3411) = 1, with coefficients 1016 and -11677 such that 1 = (1016)*39203 + (-11677)*3411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3412 \t 11 \t 1671 \t 1 \t 0\n", + "1 \t 3412 \t 1671 \t 2 \t 70 \t 0 \t 1\n", + "2 \t 1671 \t 70 \t 23 \t 61 \t 1 \t -11\n", + "3 \t 70 \t 61 \t 1 \t 9 \t -2 \t 23\n", + "4 \t 61 \t 9 \t 6 \t 7 \t 47 \t -540\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -49 \t 563\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 341 \t -3918\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -390 \t 4481\n", + "\t\t\t\t\t 1511 \t -17361\n", + "GCD(39203, 3412) = 1, with coefficients 1511 and -17361 such that 1 = (1511)*39203 + (-17361)*3412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3413 \t 11 \t 1660 \t 1 \t 0\n", + "1 \t 3413 \t 1660 \t 2 \t 93 \t 0 \t 1\n", + "2 \t 1660 \t 93 \t 17 \t 79 \t 1 \t -11\n", + "3 \t 93 \t 79 \t 1 \t 14 \t -2 \t 23\n", + "4 \t 79 \t 14 \t 5 \t 9 \t 35 \t -402\n", + "5 \t 14 \t 9 \t 1 \t 5 \t -37 \t 425\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 220 \t -2527\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -257 \t 2952\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 477 \t -5479\n", + "\t\t\t\t\t -734 \t 8431\n", + "GCD(39203, 3413) = 1, with coefficients -734 and 8431 such that 1 = (-734)*39203 + (8431)*3413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3414 \t 11 \t 1649 \t 1 \t 0\n", + "1 \t 3414 \t 1649 \t 2 \t 116 \t 0 \t 1\n", + "2 \t 1649 \t 116 \t 14 \t 25 \t 1 \t -11\n", + "3 \t 116 \t 25 \t 4 \t 16 \t -2 \t 23\n", + "4 \t 25 \t 16 \t 1 \t 9 \t 29 \t -333\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -118 \t 1355\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 147 \t -1688\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -265 \t 3043\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 412 \t -4731\n", + "\t\t\t\t\t -1501 \t 17236\n", + "GCD(39203, 3414) = 1, with coefficients -1501 and 17236 such that 1 = (-1501)*39203 + (17236)*3414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3415 \t 11 \t 1638 \t 1 \t 0\n", + "1 \t 3415 \t 1638 \t 2 \t 139 \t 0 \t 1\n", + "2 \t 1638 \t 139 \t 11 \t 109 \t 1 \t -11\n", + "3 \t 139 \t 109 \t 1 \t 30 \t -2 \t 23\n", + "4 \t 109 \t 30 \t 3 \t 19 \t 23 \t -264\n", + "5 \t 30 \t 19 \t 1 \t 11 \t -25 \t 287\n", + "6 \t 19 \t 11 \t 1 \t 8 \t 98 \t -1125\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -123 \t 1412\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 221 \t -2537\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -344 \t 3949\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 909 \t -10435\n", + "\t\t\t\t\t -1253 \t 14384\n", + "GCD(39203, 3415) = 1, with coefficients -1253 and 14384 such that 1 = (-1253)*39203 + (14384)*3415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3416 \t 11 \t 1627 \t 1 \t 0\n", + "1 \t 3416 \t 1627 \t 2 \t 162 \t 0 \t 1\n", + "2 \t 1627 \t 162 \t 10 \t 7 \t 1 \t -11\n", + "3 \t 162 \t 7 \t 23 \t 1 \t -2 \t 23\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 21 \t -241\n", + "\t\t\t\t\t -485 \t 5566\n", + "GCD(39203, 3416) = 1, with coefficients -485 and 5566 such that 1 = (-485)*39203 + (5566)*3416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3417 \t 11 \t 1616 \t 1 \t 0\n", + "1 \t 3417 \t 1616 \t 2 \t 185 \t 0 \t 1\n", + "2 \t 1616 \t 185 \t 8 \t 136 \t 1 \t -11\n", + "3 \t 185 \t 136 \t 1 \t 49 \t -2 \t 23\n", + "4 \t 136 \t 49 \t 2 \t 38 \t 17 \t -195\n", + "5 \t 49 \t 38 \t 1 \t 11 \t -19 \t 218\n", + "6 \t 38 \t 11 \t 3 \t 5 \t 55 \t -631\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -74 \t 849\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 277 \t -3178\n", + "\t\t\t\t\t -628 \t 7205\n", + "GCD(39203, 3417) = 1, with coefficients -628 and 7205 such that 1 = (-628)*39203 + (7205)*3417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3418 \t 11 \t 1605 \t 1 \t 0\n", + "1 \t 3418 \t 1605 \t 2 \t 208 \t 0 \t 1\n", + "2 \t 1605 \t 208 \t 7 \t 149 \t 1 \t -11\n", + "3 \t 208 \t 149 \t 1 \t 59 \t -2 \t 23\n", + "4 \t 149 \t 59 \t 2 \t 31 \t 15 \t -172\n", + "5 \t 59 \t 31 \t 1 \t 28 \t -17 \t 195\n", + "6 \t 31 \t 28 \t 1 \t 3 \t 49 \t -562\n", + "7 \t 28 \t 3 \t 9 \t 1 \t -66 \t 757\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 115 \t -1319\n", + "\t\t\t\t\t -1101 \t 12628\n", + "GCD(39203, 3418) = 1, with coefficients -1101 and 12628 such that 1 = (-1101)*39203 + (12628)*3418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3419 \t 11 \t 1594 \t 1 \t 0\n", + "1 \t 3419 \t 1594 \t 2 \t 231 \t 0 \t 1\n", + "2 \t 1594 \t 231 \t 6 \t 208 \t 1 \t -11\n", + "3 \t 231 \t 208 \t 1 \t 23 \t -2 \t 23\n", + "4 \t 208 \t 23 \t 9 \t 1 \t 13 \t -149\n", + "5 \t 23 \t 1 \t 23 \t 0 \t -15 \t 172\n", + "\t\t\t\t\t 148 \t -1697\n", + "GCD(39203, 3419) = 1, with coefficients 148 and -1697 such that 1 = (148)*39203 + (-1697)*3419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3420 \t 11 \t 1583 \t 1 \t 0\n", + "1 \t 3420 \t 1583 \t 2 \t 254 \t 0 \t 1\n", + "2 \t 1583 \t 254 \t 6 \t 59 \t 1 \t -11\n", + "3 \t 254 \t 59 \t 4 \t 18 \t -2 \t 23\n", + "4 \t 59 \t 18 \t 3 \t 5 \t 13 \t -149\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -54 \t 619\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 175 \t -2006\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -579 \t 6637\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 754 \t -8643\n", + "\t\t\t\t\t -1333 \t 15280\n", + "GCD(39203, 3420) = 1, with coefficients -1333 and 15280 such that 1 = (-1333)*39203 + (15280)*3420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3421 \t 11 \t 1572 \t 1 \t 0\n", + "1 \t 3421 \t 1572 \t 2 \t 277 \t 0 \t 1\n", + "2 \t 1572 \t 277 \t 5 \t 187 \t 1 \t -11\n", + "3 \t 277 \t 187 \t 1 \t 90 \t -2 \t 23\n", + "4 \t 187 \t 90 \t 2 \t 7 \t 11 \t -126\n", + "5 \t 90 \t 7 \t 12 \t 6 \t -13 \t 149\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 37 \t -424\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -457 \t 5237\n", + "\t\t\t\t\t 494 \t -5661\n", + "GCD(39203, 3421) = 1, with coefficients 494 and -5661 such that 1 = (494)*39203 + (-5661)*3421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3422 \t 11 \t 1561 \t 1 \t 0\n", + "1 \t 3422 \t 1561 \t 2 \t 300 \t 0 \t 1\n", + "2 \t 1561 \t 300 \t 5 \t 61 \t 1 \t -11\n", + "3 \t 300 \t 61 \t 4 \t 56 \t -2 \t 23\n", + "4 \t 61 \t 56 \t 1 \t 5 \t 11 \t -126\n", + "5 \t 56 \t 5 \t 11 \t 1 \t -46 \t 527\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 57 \t -653\n", + "\t\t\t\t\t -673 \t 7710\n", + "GCD(39203, 3422) = 1, with coefficients -673 and 7710 such that 1 = (-673)*39203 + (7710)*3422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3423 \t 11 \t 1550 \t 1 \t 0\n", + "1 \t 3423 \t 1550 \t 2 \t 323 \t 0 \t 1\n", + "2 \t 1550 \t 323 \t 4 \t 258 \t 1 \t -11\n", + "3 \t 323 \t 258 \t 1 \t 65 \t -2 \t 23\n", + "4 \t 258 \t 65 \t 3 \t 63 \t 9 \t -103\n", + "5 \t 65 \t 63 \t 1 \t 2 \t -11 \t 126\n", + "6 \t 63 \t 2 \t 31 \t 1 \t 42 \t -481\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -53 \t 607\n", + "\t\t\t\t\t 1685 \t -19298\n", + "GCD(39203, 3423) = 1, with coefficients 1685 and -19298 such that 1 = (1685)*39203 + (-19298)*3423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3424 \t 11 \t 1539 \t 1 \t 0\n", + "1 \t 3424 \t 1539 \t 2 \t 346 \t 0 \t 1\n", + "2 \t 1539 \t 346 \t 4 \t 155 \t 1 \t -11\n", + "3 \t 346 \t 155 \t 2 \t 36 \t -2 \t 23\n", + "4 \t 155 \t 36 \t 4 \t 11 \t 9 \t -103\n", + "5 \t 36 \t 11 \t 3 \t 3 \t -20 \t 229\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 89 \t -1019\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -287 \t 3286\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 950 \t -10877\n", + "\t\t\t\t\t -1237 \t 14163\n", + "GCD(39203, 3424) = 1, with coefficients -1237 and 14163 such that 1 = (-1237)*39203 + (14163)*3424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3425 \t 11 \t 1528 \t 1 \t 0\n", + "1 \t 3425 \t 1528 \t 2 \t 369 \t 0 \t 1\n", + "2 \t 1528 \t 369 \t 4 \t 52 \t 1 \t -11\n", + "3 \t 369 \t 52 \t 7 \t 5 \t -2 \t 23\n", + "4 \t 52 \t 5 \t 10 \t 2 \t 9 \t -103\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -65 \t 744\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 659 \t -7543\n", + "\t\t\t\t\t -1383 \t 15830\n", + "GCD(39203, 3425) = 1, with coefficients -1383 and 15830 such that 1 = (-1383)*39203 + (15830)*3425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3426 \t 11 \t 1517 \t 1 \t 0\n", + "1 \t 3426 \t 1517 \t 2 \t 392 \t 0 \t 1\n", + "2 \t 1517 \t 392 \t 3 \t 341 \t 1 \t -11\n", + "3 \t 392 \t 341 \t 1 \t 51 \t -2 \t 23\n", + "4 \t 341 \t 51 \t 6 \t 35 \t 7 \t -80\n", + "5 \t 51 \t 35 \t 1 \t 16 \t -9 \t 103\n", + "6 \t 35 \t 16 \t 2 \t 3 \t 61 \t -698\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -70 \t 801\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 201 \t -2300\n", + "\t\t\t\t\t -1075 \t 12301\n", + "GCD(39203, 3426) = 1, with coefficients -1075 and 12301 such that 1 = (-1075)*39203 + (12301)*3426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3427 \t 11 \t 1506 \t 1 \t 0\n", + "1 \t 3427 \t 1506 \t 2 \t 415 \t 0 \t 1\n", + "2 \t 1506 \t 415 \t 3 \t 261 \t 1 \t -11\n", + "3 \t 415 \t 261 \t 1 \t 154 \t -2 \t 23\n", + "4 \t 261 \t 154 \t 1 \t 107 \t 7 \t -80\n", + "5 \t 154 \t 107 \t 1 \t 47 \t -9 \t 103\n", + "6 \t 107 \t 47 \t 2 \t 13 \t 16 \t -183\n", + "7 \t 47 \t 13 \t 3 \t 8 \t -25 \t 286\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 66 \t -755\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -223 \t 2551\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 289 \t -3306\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -512 \t 5857\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 801 \t -9163\n", + "\t\t\t\t\t -1313 \t 15020\n", + "GCD(39203, 3427) = 1, with coefficients -1313 and 15020 such that 1 = (-1313)*39203 + (15020)*3427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3428 \t 11 \t 1495 \t 1 \t 0\n", + "1 \t 3428 \t 1495 \t 2 \t 438 \t 0 \t 1\n", + "2 \t 1495 \t 438 \t 3 \t 181 \t 1 \t -11\n", + "3 \t 438 \t 181 \t 2 \t 76 \t -2 \t 23\n", + "4 \t 181 \t 76 \t 2 \t 29 \t 7 \t -80\n", + "5 \t 76 \t 29 \t 2 \t 18 \t -16 \t 183\n", + "6 \t 29 \t 18 \t 1 \t 11 \t 39 \t -446\n", + "7 \t 18 \t 11 \t 1 \t 7 \t -94 \t 1075\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 133 \t -1521\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -227 \t 2596\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 360 \t -4117\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -587 \t 6713\n", + "\t\t\t\t\t 947 \t -10830\n", + "GCD(39203, 3428) = 1, with coefficients 947 and -10830 such that 1 = (947)*39203 + (-10830)*3428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3429 \t 11 \t 1484 \t 1 \t 0\n", + "1 \t 3429 \t 1484 \t 2 \t 461 \t 0 \t 1\n", + "2 \t 1484 \t 461 \t 3 \t 101 \t 1 \t -11\n", + "3 \t 461 \t 101 \t 4 \t 57 \t -2 \t 23\n", + "4 \t 101 \t 57 \t 1 \t 44 \t 7 \t -80\n", + "5 \t 57 \t 44 \t 1 \t 13 \t -30 \t 343\n", + "6 \t 44 \t 13 \t 3 \t 5 \t 37 \t -423\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -67 \t 766\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 238 \t -2721\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -543 \t 6208\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 781 \t -8929\n", + "\t\t\t\t\t -1324 \t 15137\n", + "GCD(39203, 3429) = 1, with coefficients -1324 and 15137 such that 1 = (-1324)*39203 + (15137)*3429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3430 \t 11 \t 1473 \t 1 \t 0\n", + "1 \t 3430 \t 1473 \t 2 \t 484 \t 0 \t 1\n", + "2 \t 1473 \t 484 \t 3 \t 21 \t 1 \t -11\n", + "3 \t 484 \t 21 \t 23 \t 1 \t -2 \t 23\n", + "4 \t 21 \t 1 \t 21 \t 0 \t 7 \t -80\n", + "\t\t\t\t\t -163 \t 1863\n", + "GCD(39203, 3430) = 1, with coefficients -163 and 1863 such that 1 = (-163)*39203 + (1863)*3430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3431 \t 11 \t 1462 \t 1 \t 0\n", + "1 \t 3431 \t 1462 \t 2 \t 507 \t 0 \t 1\n", + "2 \t 1462 \t 507 \t 2 \t 448 \t 1 \t -11\n", + "3 \t 507 \t 448 \t 1 \t 59 \t -2 \t 23\n", + "4 \t 448 \t 59 \t 7 \t 35 \t 5 \t -57\n", + "5 \t 59 \t 35 \t 1 \t 24 \t -7 \t 80\n", + "6 \t 35 \t 24 \t 1 \t 11 \t 54 \t -617\n", + "7 \t 24 \t 11 \t 2 \t 2 \t -61 \t 697\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 115 \t -1314\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -291 \t 3325\n", + "\t\t\t\t\t 1570 \t -17939\n", + "GCD(39203, 3431) = 1, with coefficients 1570 and -17939 such that 1 = (1570)*39203 + (-17939)*3431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3432 \t 11 \t 1451 \t 1 \t 0\n", + "1 \t 3432 \t 1451 \t 2 \t 530 \t 0 \t 1\n", + "2 \t 1451 \t 530 \t 2 \t 391 \t 1 \t -11\n", + "3 \t 530 \t 391 \t 1 \t 139 \t -2 \t 23\n", + "4 \t 391 \t 139 \t 2 \t 113 \t 5 \t -57\n", + "5 \t 139 \t 113 \t 1 \t 26 \t -7 \t 80\n", + "6 \t 113 \t 26 \t 4 \t 9 \t 19 \t -217\n", + "7 \t 26 \t 9 \t 2 \t 8 \t -26 \t 297\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 123 \t -1405\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -272 \t 3107\n", + "\t\t\t\t\t 395 \t -4512\n", + "GCD(39203, 3432) = 1, with coefficients 395 and -4512 such that 1 = (395)*39203 + (-4512)*3432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3433 \t 11 \t 1440 \t 1 \t 0\n", + "1 \t 3433 \t 1440 \t 2 \t 553 \t 0 \t 1\n", + "2 \t 1440 \t 553 \t 2 \t 334 \t 1 \t -11\n", + "3 \t 553 \t 334 \t 1 \t 219 \t -2 \t 23\n", + "4 \t 334 \t 219 \t 1 \t 115 \t 5 \t -57\n", + "5 \t 219 \t 115 \t 1 \t 104 \t -7 \t 80\n", + "6 \t 115 \t 104 \t 1 \t 11 \t 12 \t -137\n", + "7 \t 104 \t 11 \t 9 \t 5 \t -19 \t 217\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 31 \t -354\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -298 \t 3403\n", + "\t\t\t\t\t 627 \t -7160\n", + "GCD(39203, 3433) = 1, with coefficients 627 and -7160 such that 1 = (627)*39203 + (-7160)*3433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3434 \t 11 \t 1429 \t 1 \t 0\n", + "1 \t 3434 \t 1429 \t 2 \t 576 \t 0 \t 1\n", + "2 \t 1429 \t 576 \t 2 \t 277 \t 1 \t -11\n", + "3 \t 576 \t 277 \t 2 \t 22 \t -2 \t 23\n", + "4 \t 277 \t 22 \t 12 \t 13 \t 5 \t -57\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -12 \t 137\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 149 \t -1701\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -161 \t 1838\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 310 \t -3539\n", + "\t\t\t\t\t -781 \t 8916\n", + "GCD(39203, 3434) = 1, with coefficients -781 and 8916 such that 1 = (-781)*39203 + (8916)*3434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3435 \t 11 \t 1418 \t 1 \t 0\n", + "1 \t 3435 \t 1418 \t 2 \t 599 \t 0 \t 1\n", + "2 \t 1418 \t 599 \t 2 \t 220 \t 1 \t -11\n", + "3 \t 599 \t 220 \t 2 \t 159 \t -2 \t 23\n", + "4 \t 220 \t 159 \t 1 \t 61 \t 5 \t -57\n", + "5 \t 159 \t 61 \t 2 \t 37 \t -12 \t 137\n", + "6 \t 61 \t 37 \t 1 \t 24 \t 17 \t -194\n", + "7 \t 37 \t 24 \t 1 \t 13 \t -46 \t 525\n", + "8 \t 24 \t 13 \t 1 \t 11 \t 63 \t -719\n", + "9 \t 13 \t 11 \t 1 \t 2 \t -109 \t 1244\n", + "10 \t 11 \t 2 \t 5 \t 1 \t 172 \t -1963\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -281 \t 3207\n", + "\t\t\t\t\t 1577 \t -17998\n", + "GCD(39203, 3435) = 1, with coefficients 1577 and -17998 such that 1 = (1577)*39203 + (-17998)*3435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3436 \t 11 \t 1407 \t 1 \t 0\n", + "1 \t 3436 \t 1407 \t 2 \t 622 \t 0 \t 1\n", + "2 \t 1407 \t 622 \t 2 \t 163 \t 1 \t -11\n", + "3 \t 622 \t 163 \t 3 \t 133 \t -2 \t 23\n", + "4 \t 163 \t 133 \t 1 \t 30 \t 5 \t -57\n", + "5 \t 133 \t 30 \t 4 \t 13 \t -17 \t 194\n", + "6 \t 30 \t 13 \t 2 \t 4 \t 22 \t -251\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -105 \t 1198\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 232 \t -2647\n", + "\t\t\t\t\t -801 \t 9139\n", + "GCD(39203, 3436) = 1, with coefficients -801 and 9139 such that 1 = (-801)*39203 + (9139)*3436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3437 \t 11 \t 1396 \t 1 \t 0\n", + "1 \t 3437 \t 1396 \t 2 \t 645 \t 0 \t 1\n", + "2 \t 1396 \t 645 \t 2 \t 106 \t 1 \t -11\n", + "3 \t 645 \t 106 \t 6 \t 9 \t -2 \t 23\n", + "4 \t 106 \t 9 \t 11 \t 7 \t 5 \t -57\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -32 \t 365\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 357 \t -4072\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -389 \t 4437\n", + "\t\t\t\t\t 1524 \t -17383\n", + "GCD(39203, 3437) = 1, with coefficients 1524 and -17383 such that 1 = (1524)*39203 + (-17383)*3437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3438 \t 11 \t 1385 \t 1 \t 0\n", + "1 \t 3438 \t 1385 \t 2 \t 668 \t 0 \t 1\n", + "2 \t 1385 \t 668 \t 2 \t 49 \t 1 \t -11\n", + "3 \t 668 \t 49 \t 13 \t 31 \t -2 \t 23\n", + "4 \t 49 \t 31 \t 1 \t 18 \t 5 \t -57\n", + "5 \t 31 \t 18 \t 1 \t 13 \t -67 \t 764\n", + "6 \t 18 \t 13 \t 1 \t 5 \t 72 \t -821\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -139 \t 1585\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 211 \t -2406\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -561 \t 6397\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 772 \t -8803\n", + "\t\t\t\t\t -1333 \t 15200\n", + "GCD(39203, 3438) = 1, with coefficients -1333 and 15200 such that 1 = (-1333)*39203 + (15200)*3438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3439 \t 11 \t 1374 \t 1 \t 0\n", + "1 \t 3439 \t 1374 \t 2 \t 691 \t 0 \t 1\n", + "2 \t 1374 \t 691 \t 1 \t 683 \t 1 \t -11\n", + "3 \t 691 \t 683 \t 1 \t 8 \t -2 \t 23\n", + "4 \t 683 \t 8 \t 85 \t 3 \t 3 \t -34\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -5 \t 57\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 428 \t -4879\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -861 \t 9815\n", + "\t\t\t\t\t 1289 \t -14694\n", + "GCD(39203, 3439) = 1, with coefficients 1289 and -14694 such that 1 = (1289)*39203 + (-14694)*3439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3440 \t 11 \t 1363 \t 1 \t 0\n", + "1 \t 3440 \t 1363 \t 2 \t 714 \t 0 \t 1\n", + "2 \t 1363 \t 714 \t 1 \t 649 \t 1 \t -11\n", + "3 \t 714 \t 649 \t 1 \t 65 \t -2 \t 23\n", + "4 \t 649 \t 65 \t 9 \t 64 \t 3 \t -34\n", + "5 \t 65 \t 64 \t 1 \t 1 \t -5 \t 57\n", + "6 \t 64 \t 1 \t 64 \t 0 \t 48 \t -547\n", + "\t\t\t\t\t -53 \t 604\n", + "GCD(39203, 3440) = 1, with coefficients -53 and 604 such that 1 = (-53)*39203 + (604)*3440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3441 \t 11 \t 1352 \t 1 \t 0\n", + "1 \t 3441 \t 1352 \t 2 \t 737 \t 0 \t 1\n", + "2 \t 1352 \t 737 \t 1 \t 615 \t 1 \t -11\n", + "3 \t 737 \t 615 \t 1 \t 122 \t -2 \t 23\n", + "4 \t 615 \t 122 \t 5 \t 5 \t 3 \t -34\n", + "5 \t 122 \t 5 \t 24 \t 2 \t -5 \t 57\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 28 \t -319\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -677 \t 7713\n", + "\t\t\t\t\t 1382 \t -15745\n", + "GCD(39203, 3441) = 1, with coefficients 1382 and -15745 such that 1 = (1382)*39203 + (-15745)*3441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3442 \t 11 \t 1341 \t 1 \t 0\n", + "1 \t 3442 \t 1341 \t 2 \t 760 \t 0 \t 1\n", + "2 \t 1341 \t 760 \t 1 \t 581 \t 1 \t -11\n", + "3 \t 760 \t 581 \t 1 \t 179 \t -2 \t 23\n", + "4 \t 581 \t 179 \t 3 \t 44 \t 3 \t -34\n", + "5 \t 179 \t 44 \t 4 \t 3 \t -5 \t 57\n", + "6 \t 44 \t 3 \t 14 \t 2 \t 18 \t -205\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -77 \t 877\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1096 \t -12483\n", + "\t\t\t\t\t -1173 \t 13360\n", + "GCD(39203, 3442) = 1, with coefficients -1173 and 13360 such that 1 = (-1173)*39203 + (13360)*3442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3443 \t 11 \t 1330 \t 1 \t 0\n", + "1 \t 3443 \t 1330 \t 2 \t 783 \t 0 \t 1\n", + "2 \t 1330 \t 783 \t 1 \t 547 \t 1 \t -11\n", + "3 \t 783 \t 547 \t 1 \t 236 \t -2 \t 23\n", + "4 \t 547 \t 236 \t 2 \t 75 \t 3 \t -34\n", + "5 \t 236 \t 75 \t 3 \t 11 \t -5 \t 57\n", + "6 \t 75 \t 11 \t 6 \t 9 \t 13 \t -148\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -44 \t 501\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 277 \t -3154\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -321 \t 3655\n", + "\t\t\t\t\t 1561 \t -17774\n", + "GCD(39203, 3443) = 1, with coefficients 1561 and -17774 such that 1 = (1561)*39203 + (-17774)*3443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3444 \t 11 \t 1319 \t 1 \t 0\n", + "1 \t 3444 \t 1319 \t 2 \t 806 \t 0 \t 1\n", + "2 \t 1319 \t 806 \t 1 \t 513 \t 1 \t -11\n", + "3 \t 806 \t 513 \t 1 \t 293 \t -2 \t 23\n", + "4 \t 513 \t 293 \t 1 \t 220 \t 3 \t -34\n", + "5 \t 293 \t 220 \t 1 \t 73 \t -5 \t 57\n", + "6 \t 220 \t 73 \t 3 \t 1 \t 8 \t -91\n", + "7 \t 73 \t 1 \t 73 \t 0 \t -13 \t 148\n", + "\t\t\t\t\t 47 \t -535\n", + "GCD(39203, 3444) = 1, with coefficients 47 and -535 such that 1 = (47)*39203 + (-535)*3444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3445 \t 11 \t 1308 \t 1 \t 0\n", + "1 \t 3445 \t 1308 \t 2 \t 829 \t 0 \t 1\n", + "2 \t 1308 \t 829 \t 1 \t 479 \t 1 \t -11\n", + "3 \t 829 \t 479 \t 1 \t 350 \t -2 \t 23\n", + "4 \t 479 \t 350 \t 1 \t 129 \t 3 \t -34\n", + "5 \t 350 \t 129 \t 2 \t 92 \t -5 \t 57\n", + "6 \t 129 \t 92 \t 1 \t 37 \t 8 \t -91\n", + "7 \t 92 \t 37 \t 2 \t 18 \t -21 \t 239\n", + "8 \t 37 \t 18 \t 2 \t 1 \t 29 \t -330\n", + "9 \t 18 \t 1 \t 18 \t 0 \t -79 \t 899\n", + "\t\t\t\t\t 187 \t -2128\n", + "GCD(39203, 3445) = 1, with coefficients 187 and -2128 such that 1 = (187)*39203 + (-2128)*3445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3446 \t 11 \t 1297 \t 1 \t 0\n", + "1 \t 3446 \t 1297 \t 2 \t 852 \t 0 \t 1\n", + "2 \t 1297 \t 852 \t 1 \t 445 \t 1 \t -11\n", + "3 \t 852 \t 445 \t 1 \t 407 \t -2 \t 23\n", + "4 \t 445 \t 407 \t 1 \t 38 \t 3 \t -34\n", + "5 \t 407 \t 38 \t 10 \t 27 \t -5 \t 57\n", + "6 \t 38 \t 27 \t 1 \t 11 \t 8 \t -91\n", + "7 \t 27 \t 11 \t 2 \t 5 \t -85 \t 967\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 93 \t -1058\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -271 \t 3083\n", + "\t\t\t\t\t 635 \t -7224\n", + "GCD(39203, 3446) = 1, with coefficients 635 and -7224 such that 1 = (635)*39203 + (-7224)*3446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3447 \t 11 \t 1286 \t 1 \t 0\n", + "1 \t 3447 \t 1286 \t 2 \t 875 \t 0 \t 1\n", + "2 \t 1286 \t 875 \t 1 \t 411 \t 1 \t -11\n", + "3 \t 875 \t 411 \t 2 \t 53 \t -2 \t 23\n", + "4 \t 411 \t 53 \t 7 \t 40 \t 3 \t -34\n", + "5 \t 53 \t 40 \t 1 \t 13 \t -8 \t 91\n", + "6 \t 40 \t 13 \t 3 \t 1 \t 59 \t -671\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -67 \t 762\n", + "\t\t\t\t\t 260 \t -2957\n", + "GCD(39203, 3447) = 1, with coefficients 260 and -2957 such that 1 = (260)*39203 + (-2957)*3447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3448 \t 11 \t 1275 \t 1 \t 0\n", + "1 \t 3448 \t 1275 \t 2 \t 898 \t 0 \t 1\n", + "2 \t 1275 \t 898 \t 1 \t 377 \t 1 \t -11\n", + "3 \t 898 \t 377 \t 2 \t 144 \t -2 \t 23\n", + "4 \t 377 \t 144 \t 2 \t 89 \t 3 \t -34\n", + "5 \t 144 \t 89 \t 1 \t 55 \t -8 \t 91\n", + "6 \t 89 \t 55 \t 1 \t 34 \t 19 \t -216\n", + "7 \t 55 \t 34 \t 1 \t 21 \t -27 \t 307\n", + "8 \t 34 \t 21 \t 1 \t 13 \t 46 \t -523\n", + "9 \t 21 \t 13 \t 1 \t 8 \t -73 \t 830\n", + "10 \t 13 \t 8 \t 1 \t 5 \t 119 \t -1353\n", + "11 \t 8 \t 5 \t 1 \t 3 \t -192 \t 2183\n", + "12 \t 5 \t 3 \t 1 \t 2 \t 311 \t -3536\n", + "13 \t 3 \t 2 \t 1 \t 1 \t -503 \t 5719\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 814 \t -9255\n", + "\t\t\t\t\t -1317 \t 14974\n", + "GCD(39203, 3448) = 1, with coefficients -1317 and 14974 such that 1 = (-1317)*39203 + (14974)*3448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3449 \t 11 \t 1264 \t 1 \t 0\n", + "1 \t 3449 \t 1264 \t 2 \t 921 \t 0 \t 1\n", + "2 \t 1264 \t 921 \t 1 \t 343 \t 1 \t -11\n", + "3 \t 921 \t 343 \t 2 \t 235 \t -2 \t 23\n", + "4 \t 343 \t 235 \t 1 \t 108 \t 3 \t -34\n", + "5 \t 235 \t 108 \t 2 \t 19 \t -8 \t 91\n", + "6 \t 108 \t 19 \t 5 \t 13 \t 11 \t -125\n", + "7 \t 19 \t 13 \t 1 \t 6 \t -30 \t 341\n", + "8 \t 13 \t 6 \t 2 \t 1 \t 161 \t -1830\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -191 \t 2171\n", + "\t\t\t\t\t 543 \t -6172\n", + "GCD(39203, 3449) = 1, with coefficients 543 and -6172 such that 1 = (543)*39203 + (-6172)*3449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3450 \t 11 \t 1253 \t 1 \t 0\n", + "1 \t 3450 \t 1253 \t 2 \t 944 \t 0 \t 1\n", + "2 \t 1253 \t 944 \t 1 \t 309 \t 1 \t -11\n", + "3 \t 944 \t 309 \t 3 \t 17 \t -2 \t 23\n", + "4 \t 309 \t 17 \t 18 \t 3 \t 3 \t -34\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -11 \t 125\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 201 \t -2284\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1016 \t 11545\n", + "\t\t\t\t\t 1217 \t -13829\n", + "GCD(39203, 3450) = 1, with coefficients 1217 and -13829 such that 1 = (1217)*39203 + (-13829)*3450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3451 \t 11 \t 1242 \t 1 \t 0\n", + "1 \t 3451 \t 1242 \t 2 \t 967 \t 0 \t 1\n", + "2 \t 1242 \t 967 \t 1 \t 275 \t 1 \t -11\n", + "3 \t 967 \t 275 \t 3 \t 142 \t -2 \t 23\n", + "4 \t 275 \t 142 \t 1 \t 133 \t 3 \t -34\n", + "5 \t 142 \t 133 \t 1 \t 9 \t -11 \t 125\n", + "6 \t 133 \t 9 \t 14 \t 7 \t 14 \t -159\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -25 \t 284\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 364 \t -4135\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -389 \t 4419\n", + "\t\t\t\t\t 1531 \t -17392\n", + "GCD(39203, 3451) = 1, with coefficients 1531 and -17392 such that 1 = (1531)*39203 + (-17392)*3451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3452 \t 11 \t 1231 \t 1 \t 0\n", + "1 \t 3452 \t 1231 \t 2 \t 990 \t 0 \t 1\n", + "2 \t 1231 \t 990 \t 1 \t 241 \t 1 \t -11\n", + "3 \t 990 \t 241 \t 4 \t 26 \t -2 \t 23\n", + "4 \t 241 \t 26 \t 9 \t 7 \t 3 \t -34\n", + "5 \t 26 \t 7 \t 3 \t 5 \t -14 \t 159\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 129 \t -1465\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -401 \t 4554\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 530 \t -6019\n", + "\t\t\t\t\t -1461 \t 16592\n", + "GCD(39203, 3452) = 1, with coefficients -1461 and 16592 such that 1 = (-1461)*39203 + (16592)*3452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3453 \t 11 \t 1220 \t 1 \t 0\n", + "1 \t 3453 \t 1220 \t 2 \t 1013 \t 0 \t 1\n", + "2 \t 1220 \t 1013 \t 1 \t 207 \t 1 \t -11\n", + "3 \t 1013 \t 207 \t 4 \t 185 \t -2 \t 23\n", + "4 \t 207 \t 185 \t 1 \t 22 \t 3 \t -34\n", + "5 \t 185 \t 22 \t 8 \t 9 \t -14 \t 159\n", + "6 \t 22 \t 9 \t 2 \t 4 \t 17 \t -193\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -150 \t 1703\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 317 \t -3599\n", + "\t\t\t\t\t -784 \t 8901\n", + "GCD(39203, 3453) = 1, with coefficients -784 and 8901 such that 1 = (-784)*39203 + (8901)*3453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3454 \t 11 \t 1209 \t 1 \t 0\n", + "1 \t 3454 \t 1209 \t 2 \t 1036 \t 0 \t 1\n", + "2 \t 1209 \t 1036 \t 1 \t 173 \t 1 \t -11\n", + "3 \t 1036 \t 173 \t 5 \t 171 \t -2 \t 23\n", + "4 \t 173 \t 171 \t 1 \t 2 \t 3 \t -34\n", + "5 \t 171 \t 2 \t 85 \t 1 \t -17 \t 193\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 20 \t -227\n", + "\t\t\t\t\t -1717 \t 19488\n", + "GCD(39203, 3454) = 1, with coefficients -1717 and 19488 such that 1 = (-1717)*39203 + (19488)*3454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3455 \t 11 \t 1198 \t 1 \t 0\n", + "1 \t 3455 \t 1198 \t 2 \t 1059 \t 0 \t 1\n", + "2 \t 1198 \t 1059 \t 1 \t 139 \t 1 \t -11\n", + "3 \t 1059 \t 139 \t 7 \t 86 \t -2 \t 23\n", + "4 \t 139 \t 86 \t 1 \t 53 \t 3 \t -34\n", + "5 \t 86 \t 53 \t 1 \t 33 \t -23 \t 261\n", + "6 \t 53 \t 33 \t 1 \t 20 \t 26 \t -295\n", + "7 \t 33 \t 20 \t 1 \t 13 \t -49 \t 556\n", + "8 \t 20 \t 13 \t 1 \t 7 \t 75 \t -851\n", + "9 \t 13 \t 7 \t 1 \t 6 \t -124 \t 1407\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 199 \t -2258\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -323 \t 3665\n", + "\t\t\t\t\t 522 \t -5923\n", + "GCD(39203, 3455) = 1, with coefficients 522 and -5923 such that 1 = (522)*39203 + (-5923)*3455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3456 \t 11 \t 1187 \t 1 \t 0\n", + "1 \t 3456 \t 1187 \t 2 \t 1082 \t 0 \t 1\n", + "2 \t 1187 \t 1082 \t 1 \t 105 \t 1 \t -11\n", + "3 \t 1082 \t 105 \t 10 \t 32 \t -2 \t 23\n", + "4 \t 105 \t 32 \t 3 \t 9 \t 3 \t -34\n", + "5 \t 32 \t 9 \t 3 \t 5 \t -32 \t 363\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 99 \t -1123\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -329 \t 3732\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 428 \t -4855\n", + "\t\t\t\t\t -757 \t 8587\n", + "GCD(39203, 3456) = 1, with coefficients -757 and 8587 such that 1 = (-757)*39203 + (8587)*3456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3457 \t 11 \t 1176 \t 1 \t 0\n", + "1 \t 3457 \t 1176 \t 2 \t 1105 \t 0 \t 1\n", + "2 \t 1176 \t 1105 \t 1 \t 71 \t 1 \t -11\n", + "3 \t 1105 \t 71 \t 15 \t 40 \t -2 \t 23\n", + "4 \t 71 \t 40 \t 1 \t 31 \t 3 \t -34\n", + "5 \t 40 \t 31 \t 1 \t 9 \t -47 \t 533\n", + "6 \t 31 \t 9 \t 3 \t 4 \t 50 \t -567\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -97 \t 1100\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 341 \t -3867\n", + "\t\t\t\t\t -779 \t 8834\n", + "GCD(39203, 3457) = 1, with coefficients -779 and 8834 such that 1 = (-779)*39203 + (8834)*3457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3458 \t 11 \t 1165 \t 1 \t 0\n", + "1 \t 3458 \t 1165 \t 2 \t 1128 \t 0 \t 1\n", + "2 \t 1165 \t 1128 \t 1 \t 37 \t 1 \t -11\n", + "3 \t 1128 \t 37 \t 30 \t 18 \t -2 \t 23\n", + "4 \t 37 \t 18 \t 2 \t 1 \t 3 \t -34\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -92 \t 1043\n", + "\t\t\t\t\t 187 \t -2120\n", + "GCD(39203, 3458) = 1, with coefficients 187 and -2120 such that 1 = (187)*39203 + (-2120)*3458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3459 \t 11 \t 1154 \t 1 \t 0\n", + "1 \t 3459 \t 1154 \t 2 \t 1151 \t 0 \t 1\n", + "2 \t 1154 \t 1151 \t 1 \t 3 \t 1 \t -11\n", + "3 \t 1151 \t 3 \t 383 \t 2 \t -2 \t 23\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 3 \t -34\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1151 \t 13045\n", + "\t\t\t\t\t 1154 \t -13079\n", + "GCD(39203, 3459) = 1, with coefficients 1154 and -13079 such that 1 = (1154)*39203 + (-13079)*3459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3460 \t 11 \t 1143 \t 1 \t 0\n", + "1 \t 3460 \t 1143 \t 3 \t 31 \t 0 \t 1\n", + "2 \t 1143 \t 31 \t 36 \t 27 \t 1 \t -11\n", + "3 \t 31 \t 27 \t 1 \t 4 \t -3 \t 34\n", + "4 \t 27 \t 4 \t 6 \t 3 \t 109 \t -1235\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -112 \t 1269\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 781 \t -8849\n", + "\t\t\t\t\t -893 \t 10118\n", + "GCD(39203, 3460) = 1, with coefficients -893 and 10118 such that 1 = (-893)*39203 + (10118)*3460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3461 \t 11 \t 1132 \t 1 \t 0\n", + "1 \t 3461 \t 1132 \t 3 \t 65 \t 0 \t 1\n", + "2 \t 1132 \t 65 \t 17 \t 27 \t 1 \t -11\n", + "3 \t 65 \t 27 \t 2 \t 11 \t -3 \t 34\n", + "4 \t 27 \t 11 \t 2 \t 5 \t 52 \t -589\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -107 \t 1212\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 266 \t -3013\n", + "\t\t\t\t\t -639 \t 7238\n", + "GCD(39203, 3461) = 1, with coefficients -639 and 7238 such that 1 = (-639)*39203 + (7238)*3461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3462 \t 11 \t 1121 \t 1 \t 0\n", + "1 \t 3462 \t 1121 \t 3 \t 99 \t 0 \t 1\n", + "2 \t 1121 \t 99 \t 11 \t 32 \t 1 \t -11\n", + "3 \t 99 \t 32 \t 3 \t 3 \t -3 \t 34\n", + "4 \t 32 \t 3 \t 10 \t 2 \t 34 \t -385\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -105 \t 1189\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1084 \t -12275\n", + "\t\t\t\t\t -1189 \t 13464\n", + "GCD(39203, 3462) = 1, with coefficients -1189 and 13464 such that 1 = (-1189)*39203 + (13464)*3462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3463 \t 11 \t 1110 \t 1 \t 0\n", + "1 \t 3463 \t 1110 \t 3 \t 133 \t 0 \t 1\n", + "2 \t 1110 \t 133 \t 8 \t 46 \t 1 \t -11\n", + "3 \t 133 \t 46 \t 2 \t 41 \t -3 \t 34\n", + "4 \t 46 \t 41 \t 1 \t 5 \t 25 \t -283\n", + "5 \t 41 \t 5 \t 8 \t 1 \t -53 \t 600\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 78 \t -883\n", + "\t\t\t\t\t -677 \t 7664\n", + "GCD(39203, 3463) = 1, with coefficients -677 and 7664 such that 1 = (-677)*39203 + (7664)*3463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3464 \t 11 \t 1099 \t 1 \t 0\n", + "1 \t 3464 \t 1099 \t 3 \t 167 \t 0 \t 1\n", + "2 \t 1099 \t 167 \t 6 \t 97 \t 1 \t -11\n", + "3 \t 167 \t 97 \t 1 \t 70 \t -3 \t 34\n", + "4 \t 97 \t 70 \t 1 \t 27 \t 19 \t -215\n", + "5 \t 70 \t 27 \t 2 \t 16 \t -22 \t 249\n", + "6 \t 27 \t 16 \t 1 \t 11 \t 41 \t -464\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -104 \t 1177\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 145 \t -1641\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -249 \t 2818\n", + "\t\t\t\t\t 643 \t -7277\n", + "GCD(39203, 3464) = 1, with coefficients 643 and -7277 such that 1 = (643)*39203 + (-7277)*3464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3465 \t 11 \t 1088 \t 1 \t 0\n", + "1 \t 3465 \t 1088 \t 3 \t 201 \t 0 \t 1\n", + "2 \t 1088 \t 201 \t 5 \t 83 \t 1 \t -11\n", + "3 \t 201 \t 83 \t 2 \t 35 \t -3 \t 34\n", + "4 \t 83 \t 35 \t 2 \t 13 \t 16 \t -181\n", + "5 \t 35 \t 13 \t 2 \t 9 \t -35 \t 396\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 86 \t -973\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -207 \t 2342\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 293 \t -3315\n", + "\t\t\t\t\t -793 \t 8972\n", + "GCD(39203, 3465) = 1, with coefficients -793 and 8972 such that 1 = (-793)*39203 + (8972)*3465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3466 \t 11 \t 1077 \t 1 \t 0\n", + "1 \t 3466 \t 1077 \t 3 \t 235 \t 0 \t 1\n", + "2 \t 1077 \t 235 \t 4 \t 137 \t 1 \t -11\n", + "3 \t 235 \t 137 \t 1 \t 98 \t -3 \t 34\n", + "4 \t 137 \t 98 \t 1 \t 39 \t 13 \t -147\n", + "5 \t 98 \t 39 \t 2 \t 20 \t -16 \t 181\n", + "6 \t 39 \t 20 \t 1 \t 19 \t 29 \t -328\n", + "7 \t 20 \t 19 \t 1 \t 1 \t -74 \t 837\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 103 \t -1165\n", + "\t\t\t\t\t -177 \t 2002\n", + "GCD(39203, 3466) = 1, with coefficients -177 and 2002 such that 1 = (-177)*39203 + (2002)*3466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3467 \t 11 \t 1066 \t 1 \t 0\n", + "1 \t 3467 \t 1066 \t 3 \t 269 \t 0 \t 1\n", + "2 \t 1066 \t 269 \t 3 \t 259 \t 1 \t -11\n", + "3 \t 269 \t 259 \t 1 \t 10 \t -3 \t 34\n", + "4 \t 259 \t 10 \t 25 \t 9 \t 10 \t -113\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -13 \t 147\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 335 \t -3788\n", + "\t\t\t\t\t -348 \t 3935\n", + "GCD(39203, 3467) = 1, with coefficients -348 and 3935 such that 1 = (-348)*39203 + (3935)*3467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3468 \t 11 \t 1055 \t 1 \t 0\n", + "1 \t 3468 \t 1055 \t 3 \t 303 \t 0 \t 1\n", + "2 \t 1055 \t 303 \t 3 \t 146 \t 1 \t -11\n", + "3 \t 303 \t 146 \t 2 \t 11 \t -3 \t 34\n", + "4 \t 146 \t 11 \t 13 \t 3 \t 10 \t -113\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -23 \t 260\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 309 \t -3493\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -950 \t 10739\n", + "\t\t\t\t\t 1259 \t -14232\n", + "GCD(39203, 3468) = 1, with coefficients 1259 and -14232 such that 1 = (1259)*39203 + (-14232)*3468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3469 \t 11 \t 1044 \t 1 \t 0\n", + "1 \t 3469 \t 1044 \t 3 \t 337 \t 0 \t 1\n", + "2 \t 1044 \t 337 \t 3 \t 33 \t 1 \t -11\n", + "3 \t 337 \t 33 \t 10 \t 7 \t -3 \t 34\n", + "4 \t 33 \t 7 \t 4 \t 5 \t 10 \t -113\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -103 \t 1164\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 422 \t -4769\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -525 \t 5933\n", + "\t\t\t\t\t 1472 \t -16635\n", + "GCD(39203, 3469) = 1, with coefficients 1472 and -16635 such that 1 = (1472)*39203 + (-16635)*3469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3470 \t 11 \t 1033 \t 1 \t 0\n", + "1 \t 3470 \t 1033 \t 3 \t 371 \t 0 \t 1\n", + "2 \t 1033 \t 371 \t 2 \t 291 \t 1 \t -11\n", + "3 \t 371 \t 291 \t 1 \t 80 \t -3 \t 34\n", + "4 \t 291 \t 80 \t 3 \t 51 \t 7 \t -79\n", + "5 \t 80 \t 51 \t 1 \t 29 \t -10 \t 113\n", + "6 \t 51 \t 29 \t 1 \t 22 \t 37 \t -418\n", + "7 \t 29 \t 22 \t 1 \t 7 \t -47 \t 531\n", + "8 \t 22 \t 7 \t 3 \t 1 \t 84 \t -949\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -131 \t 1480\n", + "\t\t\t\t\t 477 \t -5389\n", + "GCD(39203, 3470) = 1, with coefficients 477 and -5389 such that 1 = (477)*39203 + (-5389)*3470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3471 \t 11 \t 1022 \t 1 \t 0\n", + "1 \t 3471 \t 1022 \t 3 \t 405 \t 0 \t 1\n", + "2 \t 1022 \t 405 \t 2 \t 212 \t 1 \t -11\n", + "3 \t 405 \t 212 \t 1 \t 193 \t -3 \t 34\n", + "4 \t 212 \t 193 \t 1 \t 19 \t 7 \t -79\n", + "5 \t 193 \t 19 \t 10 \t 3 \t -10 \t 113\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 17 \t -192\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -180 \t 2033\n", + "\t\t\t\t\t 1097 \t -12390\n", + "GCD(39203, 3471) = 1, with coefficients 1097 and -12390 such that 1 = (1097)*39203 + (-12390)*3471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3472 \t 11 \t 1011 \t 1 \t 0\n", + "1 \t 3472 \t 1011 \t 3 \t 439 \t 0 \t 1\n", + "2 \t 1011 \t 439 \t 2 \t 133 \t 1 \t -11\n", + "3 \t 439 \t 133 \t 3 \t 40 \t -3 \t 34\n", + "4 \t 133 \t 40 \t 3 \t 13 \t 7 \t -79\n", + "5 \t 40 \t 13 \t 3 \t 1 \t -24 \t 271\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 79 \t -892\n", + "\t\t\t\t\t -261 \t 2947\n", + "GCD(39203, 3472) = 1, with coefficients -261 and 2947 such that 1 = (-261)*39203 + (2947)*3472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3473 \t 11 \t 1000 \t 1 \t 0\n", + "1 \t 3473 \t 1000 \t 3 \t 473 \t 0 \t 1\n", + "2 \t 1000 \t 473 \t 2 \t 54 \t 1 \t -11\n", + "3 \t 473 \t 54 \t 8 \t 41 \t -3 \t 34\n", + "4 \t 54 \t 41 \t 1 \t 13 \t 7 \t -79\n", + "5 \t 41 \t 13 \t 3 \t 2 \t -59 \t 666\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 66 \t -745\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -257 \t 2901\n", + "\t\t\t\t\t 1608 \t -18151\n", + "GCD(39203, 3473) = 1, with coefficients 1608 and -18151 such that 1 = (1608)*39203 + (-18151)*3473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3474 \t 11 \t 989 \t 1 \t 0\n", + "1 \t 3474 \t 989 \t 3 \t 507 \t 0 \t 1\n", + "2 \t 989 \t 507 \t 1 \t 482 \t 1 \t -11\n", + "3 \t 507 \t 482 \t 1 \t 25 \t -3 \t 34\n", + "4 \t 482 \t 25 \t 19 \t 7 \t 4 \t -45\n", + "5 \t 25 \t 7 \t 3 \t 4 \t -7 \t 79\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 137 \t -1546\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -418 \t 4717\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 555 \t -6263\n", + "\t\t\t\t\t -973 \t 10980\n", + "GCD(39203, 3474) = 1, with coefficients -973 and 10980 such that 1 = (-973)*39203 + (10980)*3474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3475 \t 11 \t 978 \t 1 \t 0\n", + "1 \t 3475 \t 978 \t 3 \t 541 \t 0 \t 1\n", + "2 \t 978 \t 541 \t 1 \t 437 \t 1 \t -11\n", + "3 \t 541 \t 437 \t 1 \t 104 \t -3 \t 34\n", + "4 \t 437 \t 104 \t 4 \t 21 \t 4 \t -45\n", + "5 \t 104 \t 21 \t 4 \t 20 \t -7 \t 79\n", + "6 \t 21 \t 20 \t 1 \t 1 \t 32 \t -361\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -135 \t 1523\n", + "\t\t\t\t\t 167 \t -1884\n", + "GCD(39203, 3475) = 1, with coefficients 167 and -1884 such that 1 = (167)*39203 + (-1884)*3475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3476 \t 11 \t 967 \t 1 \t 0\n", + "1 \t 3476 \t 967 \t 3 \t 575 \t 0 \t 1\n", + "2 \t 967 \t 575 \t 1 \t 392 \t 1 \t -11\n", + "3 \t 575 \t 392 \t 1 \t 183 \t -3 \t 34\n", + "4 \t 392 \t 183 \t 2 \t 26 \t 4 \t -45\n", + "5 \t 183 \t 26 \t 7 \t 1 \t -7 \t 79\n", + "6 \t 26 \t 1 \t 26 \t 0 \t 18 \t -203\n", + "\t\t\t\t\t -133 \t 1500\n", + "GCD(39203, 3476) = 1, with coefficients -133 and 1500 such that 1 = (-133)*39203 + (1500)*3476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3477 \t 11 \t 956 \t 1 \t 0\n", + "1 \t 3477 \t 956 \t 3 \t 609 \t 0 \t 1\n", + "2 \t 956 \t 609 \t 1 \t 347 \t 1 \t -11\n", + "3 \t 609 \t 347 \t 1 \t 262 \t -3 \t 34\n", + "4 \t 347 \t 262 \t 1 \t 85 \t 4 \t -45\n", + "5 \t 262 \t 85 \t 3 \t 7 \t -7 \t 79\n", + "6 \t 85 \t 7 \t 12 \t 1 \t 11 \t -124\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -40 \t 451\n", + "\t\t\t\t\t 491 \t -5536\n", + "GCD(39203, 3477) = 1, with coefficients 491 and -5536 such that 1 = (491)*39203 + (-5536)*3477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3478 \t 11 \t 945 \t 1 \t 0\n", + "1 \t 3478 \t 945 \t 3 \t 643 \t 0 \t 1\n", + "2 \t 945 \t 643 \t 1 \t 302 \t 1 \t -11\n", + "3 \t 643 \t 302 \t 2 \t 39 \t -3 \t 34\n", + "4 \t 302 \t 39 \t 7 \t 29 \t 4 \t -45\n", + "5 \t 39 \t 29 \t 1 \t 10 \t -11 \t 124\n", + "6 \t 29 \t 10 \t 2 \t 9 \t 81 \t -913\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -92 \t 1037\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 265 \t -2987\n", + "\t\t\t\t\t -357 \t 4024\n", + "GCD(39203, 3478) = 1, with coefficients -357 and 4024 such that 1 = (-357)*39203 + (4024)*3478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3479 \t 11 \t 934 \t 1 \t 0\n", + "1 \t 3479 \t 934 \t 3 \t 677 \t 0 \t 1\n", + "2 \t 934 \t 677 \t 1 \t 257 \t 1 \t -11\n", + "3 \t 677 \t 257 \t 2 \t 163 \t -3 \t 34\n", + "4 \t 257 \t 163 \t 1 \t 94 \t 4 \t -45\n", + "5 \t 163 \t 94 \t 1 \t 69 \t -11 \t 124\n", + "6 \t 94 \t 69 \t 1 \t 25 \t 15 \t -169\n", + "7 \t 69 \t 25 \t 2 \t 19 \t -26 \t 293\n", + "8 \t 25 \t 19 \t 1 \t 6 \t 41 \t -462\n", + "9 \t 19 \t 6 \t 3 \t 1 \t -108 \t 1217\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 149 \t -1679\n", + "\t\t\t\t\t -555 \t 6254\n", + "GCD(39203, 3479) = 1, with coefficients -555 and 6254 such that 1 = (-555)*39203 + (6254)*3479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3480 \t 11 \t 923 \t 1 \t 0\n", + "1 \t 3480 \t 923 \t 3 \t 711 \t 0 \t 1\n", + "2 \t 923 \t 711 \t 1 \t 212 \t 1 \t -11\n", + "3 \t 711 \t 212 \t 3 \t 75 \t -3 \t 34\n", + "4 \t 212 \t 75 \t 2 \t 62 \t 4 \t -45\n", + "5 \t 75 \t 62 \t 1 \t 13 \t -15 \t 169\n", + "6 \t 62 \t 13 \t 4 \t 10 \t 34 \t -383\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -49 \t 552\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 230 \t -2591\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -279 \t 3143\n", + "\t\t\t\t\t 1067 \t -12020\n", + "GCD(39203, 3480) = 1, with coefficients 1067 and -12020 such that 1 = (1067)*39203 + (-12020)*3480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3481 \t 11 \t 912 \t 1 \t 0\n", + "1 \t 3481 \t 912 \t 3 \t 745 \t 0 \t 1\n", + "2 \t 912 \t 745 \t 1 \t 167 \t 1 \t -11\n", + "3 \t 745 \t 167 \t 4 \t 77 \t -3 \t 34\n", + "4 \t 167 \t 77 \t 2 \t 13 \t 4 \t -45\n", + "5 \t 77 \t 13 \t 5 \t 12 \t -19 \t 214\n", + "6 \t 13 \t 12 \t 1 \t 1 \t 42 \t -473\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -229 \t 2579\n", + "\t\t\t\t\t 271 \t -3052\n", + "GCD(39203, 3481) = 1, with coefficients 271 and -3052 such that 1 = (271)*39203 + (-3052)*3481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3482 \t 11 \t 901 \t 1 \t 0\n", + "1 \t 3482 \t 901 \t 3 \t 779 \t 0 \t 1\n", + "2 \t 901 \t 779 \t 1 \t 122 \t 1 \t -11\n", + "3 \t 779 \t 122 \t 6 \t 47 \t -3 \t 34\n", + "4 \t 122 \t 47 \t 2 \t 28 \t 4 \t -45\n", + "5 \t 47 \t 28 \t 1 \t 19 \t -27 \t 304\n", + "6 \t 28 \t 19 \t 1 \t 9 \t 58 \t -653\n", + "7 \t 19 \t 9 \t 2 \t 1 \t -85 \t 957\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 143 \t -1610\n", + "\t\t\t\t\t -371 \t 4177\n", + "GCD(39203, 3482) = 1, with coefficients -371 and 4177 such that 1 = (-371)*39203 + (4177)*3482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3483 \t 11 \t 890 \t 1 \t 0\n", + "1 \t 3483 \t 890 \t 3 \t 813 \t 0 \t 1\n", + "2 \t 890 \t 813 \t 1 \t 77 \t 1 \t -11\n", + "3 \t 813 \t 77 \t 10 \t 43 \t -3 \t 34\n", + "4 \t 77 \t 43 \t 1 \t 34 \t 4 \t -45\n", + "5 \t 43 \t 34 \t 1 \t 9 \t -43 \t 484\n", + "6 \t 34 \t 9 \t 3 \t 7 \t 47 \t -529\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -90 \t 1013\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 317 \t -3568\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -407 \t 4581\n", + "\t\t\t\t\t 1538 \t -17311\n", + "GCD(39203, 3483) = 1, with coefficients 1538 and -17311 such that 1 = (1538)*39203 + (-17311)*3483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3484 \t 11 \t 879 \t 1 \t 0\n", + "1 \t 3484 \t 879 \t 3 \t 847 \t 0 \t 1\n", + "2 \t 879 \t 847 \t 1 \t 32 \t 1 \t -11\n", + "3 \t 847 \t 32 \t 26 \t 15 \t -3 \t 34\n", + "4 \t 32 \t 15 \t 2 \t 2 \t 4 \t -45\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -107 \t 1204\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 218 \t -2453\n", + "\t\t\t\t\t -1633 \t 18375\n", + "GCD(39203, 3484) = 1, with coefficients -1633 and 18375 such that 1 = (-1633)*39203 + (18375)*3484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3485 \t 11 \t 868 \t 1 \t 0\n", + "1 \t 3485 \t 868 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 868 \t 13 \t 66 \t 10 \t 1 \t -11\n", + "3 \t 13 \t 10 \t 1 \t 3 \t -4 \t 45\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 265 \t -2981\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -269 \t 3026\n", + "\t\t\t\t\t 1072 \t -12059\n", + "GCD(39203, 3485) = 1, with coefficients 1072 and -12059 such that 1 = (1072)*39203 + (-12059)*3485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3486 \t 11 \t 857 \t 1 \t 0\n", + "1 \t 3486 \t 857 \t 4 \t 58 \t 0 \t 1\n", + "2 \t 857 \t 58 \t 14 \t 45 \t 1 \t -11\n", + "3 \t 58 \t 45 \t 1 \t 13 \t -4 \t 45\n", + "4 \t 45 \t 13 \t 3 \t 6 \t 57 \t -641\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -61 \t 686\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 240 \t -2699\n", + "\t\t\t\t\t -541 \t 6084\n", + "GCD(39203, 3486) = 1, with coefficients -541 and 6084 such that 1 = (-541)*39203 + (6084)*3486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3487 \t 11 \t 846 \t 1 \t 0\n", + "1 \t 3487 \t 846 \t 4 \t 103 \t 0 \t 1\n", + "2 \t 846 \t 103 \t 8 \t 22 \t 1 \t -11\n", + "3 \t 103 \t 22 \t 4 \t 15 \t -4 \t 45\n", + "4 \t 22 \t 15 \t 1 \t 7 \t 33 \t -371\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -136 \t 1529\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 169 \t -1900\n", + "\t\t\t\t\t -474 \t 5329\n", + "GCD(39203, 3487) = 1, with coefficients -474 and 5329 such that 1 = (-474)*39203 + (5329)*3487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3488 \t 11 \t 835 \t 1 \t 0\n", + "1 \t 3488 \t 835 \t 4 \t 148 \t 0 \t 1\n", + "2 \t 835 \t 148 \t 5 \t 95 \t 1 \t -11\n", + "3 \t 148 \t 95 \t 1 \t 53 \t -4 \t 45\n", + "4 \t 95 \t 53 \t 1 \t 42 \t 21 \t -236\n", + "5 \t 53 \t 42 \t 1 \t 11 \t -25 \t 281\n", + "6 \t 42 \t 11 \t 3 \t 9 \t 46 \t -517\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -71 \t 798\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 259 \t -2911\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -330 \t 3709\n", + "\t\t\t\t\t 1579 \t -17747\n", + "GCD(39203, 3488) = 1, with coefficients 1579 and -17747 such that 1 = (1579)*39203 + (-17747)*3488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3489 \t 11 \t 824 \t 1 \t 0\n", + "1 \t 3489 \t 824 \t 4 \t 193 \t 0 \t 1\n", + "2 \t 824 \t 193 \t 4 \t 52 \t 1 \t -11\n", + "3 \t 193 \t 52 \t 3 \t 37 \t -4 \t 45\n", + "4 \t 52 \t 37 \t 1 \t 15 \t 17 \t -191\n", + "5 \t 37 \t 15 \t 2 \t 7 \t -55 \t 618\n", + "6 \t 15 \t 7 \t 2 \t 1 \t 72 \t -809\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -199 \t 2236\n", + "\t\t\t\t\t 470 \t -5281\n", + "GCD(39203, 3489) = 1, with coefficients 470 and -5281 such that 1 = (470)*39203 + (-5281)*3489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3490 \t 11 \t 813 \t 1 \t 0\n", + "1 \t 3490 \t 813 \t 4 \t 238 \t 0 \t 1\n", + "2 \t 813 \t 238 \t 3 \t 99 \t 1 \t -11\n", + "3 \t 238 \t 99 \t 2 \t 40 \t -4 \t 45\n", + "4 \t 99 \t 40 \t 2 \t 19 \t 13 \t -146\n", + "5 \t 40 \t 19 \t 2 \t 2 \t -30 \t 337\n", + "6 \t 19 \t 2 \t 9 \t 1 \t 73 \t -820\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -176 \t 1977\n", + "\t\t\t\t\t 1657 \t -18613\n", + "GCD(39203, 3490) = 1, with coefficients 1657 and -18613 such that 1 = (1657)*39203 + (-18613)*3490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3491 \t 11 \t 802 \t 1 \t 0\n", + "1 \t 3491 \t 802 \t 4 \t 283 \t 0 \t 1\n", + "2 \t 802 \t 283 \t 2 \t 236 \t 1 \t -11\n", + "3 \t 283 \t 236 \t 1 \t 47 \t -4 \t 45\n", + "4 \t 236 \t 47 \t 5 \t 1 \t 9 \t -101\n", + "5 \t 47 \t 1 \t 47 \t 0 \t -13 \t 146\n", + "\t\t\t\t\t 74 \t -831\n", + "GCD(39203, 3491) = 1, with coefficients 74 and -831 such that 1 = (74)*39203 + (-831)*3491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3492 \t 11 \t 791 \t 1 \t 0\n", + "1 \t 3492 \t 791 \t 4 \t 328 \t 0 \t 1\n", + "2 \t 791 \t 328 \t 2 \t 135 \t 1 \t -11\n", + "3 \t 328 \t 135 \t 2 \t 58 \t -4 \t 45\n", + "4 \t 135 \t 58 \t 2 \t 19 \t 9 \t -101\n", + "5 \t 58 \t 19 \t 3 \t 1 \t -22 \t 247\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 53 \t -595\n", + "\t\t\t\t\t -181 \t 2032\n", + "GCD(39203, 3492) = 1, with coefficients -181 and 2032 such that 1 = (-181)*39203 + (2032)*3492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3493 \t 11 \t 780 \t 1 \t 0\n", + "1 \t 3493 \t 780 \t 4 \t 373 \t 0 \t 1\n", + "2 \t 780 \t 373 \t 2 \t 34 \t 1 \t -11\n", + "3 \t 373 \t 34 \t 10 \t 33 \t -4 \t 45\n", + "4 \t 34 \t 33 \t 1 \t 1 \t 9 \t -101\n", + "5 \t 33 \t 1 \t 33 \t 0 \t -94 \t 1055\n", + "\t\t\t\t\t 103 \t -1156\n", + "GCD(39203, 3493) = 1, with coefficients 103 and -1156 such that 1 = (103)*39203 + (-1156)*3493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3494 \t 11 \t 769 \t 1 \t 0\n", + "1 \t 3494 \t 769 \t 4 \t 418 \t 0 \t 1\n", + "2 \t 769 \t 418 \t 1 \t 351 \t 1 \t -11\n", + "3 \t 418 \t 351 \t 1 \t 67 \t -4 \t 45\n", + "4 \t 351 \t 67 \t 5 \t 16 \t 5 \t -56\n", + "5 \t 67 \t 16 \t 4 \t 3 \t -9 \t 101\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 50 \t -561\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -209 \t 2345\n", + "\t\t\t\t\t 1095 \t -12286\n", + "GCD(39203, 3494) = 1, with coefficients 1095 and -12286 such that 1 = (1095)*39203 + (-12286)*3494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3495 \t 11 \t 758 \t 1 \t 0\n", + "1 \t 3495 \t 758 \t 4 \t 463 \t 0 \t 1\n", + "2 \t 758 \t 463 \t 1 \t 295 \t 1 \t -11\n", + "3 \t 463 \t 295 \t 1 \t 168 \t -4 \t 45\n", + "4 \t 295 \t 168 \t 1 \t 127 \t 5 \t -56\n", + "5 \t 168 \t 127 \t 1 \t 41 \t -9 \t 101\n", + "6 \t 127 \t 41 \t 3 \t 4 \t 14 \t -157\n", + "7 \t 41 \t 4 \t 10 \t 1 \t -23 \t 258\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 83 \t -931\n", + "\t\t\t\t\t -853 \t 9568\n", + "GCD(39203, 3495) = 1, with coefficients -853 and 9568 such that 1 = (-853)*39203 + (9568)*3495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3496 \t 11 \t 747 \t 1 \t 0\n", + "1 \t 3496 \t 747 \t 4 \t 508 \t 0 \t 1\n", + "2 \t 747 \t 508 \t 1 \t 239 \t 1 \t -11\n", + "3 \t 508 \t 239 \t 2 \t 30 \t -4 \t 45\n", + "4 \t 239 \t 30 \t 7 \t 29 \t 5 \t -56\n", + "5 \t 30 \t 29 \t 1 \t 1 \t -14 \t 157\n", + "6 \t 29 \t 1 \t 29 \t 0 \t 103 \t -1155\n", + "\t\t\t\t\t -117 \t 1312\n", + "GCD(39203, 3496) = 1, with coefficients -117 and 1312 such that 1 = (-117)*39203 + (1312)*3496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3497 \t 11 \t 736 \t 1 \t 0\n", + "1 \t 3497 \t 736 \t 4 \t 553 \t 0 \t 1\n", + "2 \t 736 \t 553 \t 1 \t 183 \t 1 \t -11\n", + "3 \t 553 \t 183 \t 3 \t 4 \t -4 \t 45\n", + "4 \t 183 \t 4 \t 45 \t 3 \t 5 \t -56\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -19 \t 213\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 860 \t -9641\n", + "\t\t\t\t\t -879 \t 9854\n", + "GCD(39203, 3497) = 1, with coefficients -879 and 9854 such that 1 = (-879)*39203 + (9854)*3497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3498 \t 11 \t 725 \t 1 \t 0\n", + "1 \t 3498 \t 725 \t 4 \t 598 \t 0 \t 1\n", + "2 \t 725 \t 598 \t 1 \t 127 \t 1 \t -11\n", + "3 \t 598 \t 127 \t 4 \t 90 \t -4 \t 45\n", + "4 \t 127 \t 90 \t 1 \t 37 \t 5 \t -56\n", + "5 \t 90 \t 37 \t 2 \t 16 \t -24 \t 269\n", + "6 \t 37 \t 16 \t 2 \t 5 \t 29 \t -325\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -82 \t 919\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 193 \t -2163\n", + "\t\t\t\t\t -661 \t 7408\n", + "GCD(39203, 3498) = 1, with coefficients -661 and 7408 such that 1 = (-661)*39203 + (7408)*3498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3499 \t 11 \t 714 \t 1 \t 0\n", + "1 \t 3499 \t 714 \t 4 \t 643 \t 0 \t 1\n", + "2 \t 714 \t 643 \t 1 \t 71 \t 1 \t -11\n", + "3 \t 643 \t 71 \t 9 \t 4 \t -4 \t 45\n", + "4 \t 71 \t 4 \t 17 \t 3 \t 5 \t -56\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -49 \t 549\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 838 \t -9389\n", + "\t\t\t\t\t -887 \t 9938\n", + "GCD(39203, 3499) = 1, with coefficients -887 and 9938 such that 1 = (-887)*39203 + (9938)*3499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3500 \t 11 \t 703 \t 1 \t 0\n", + "1 \t 3500 \t 703 \t 4 \t 688 \t 0 \t 1\n", + "2 \t 703 \t 688 \t 1 \t 15 \t 1 \t -11\n", + "3 \t 688 \t 15 \t 45 \t 13 \t -4 \t 45\n", + "4 \t 15 \t 13 \t 1 \t 2 \t 5 \t -56\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -229 \t 2565\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 234 \t -2621\n", + "\t\t\t\t\t -1633 \t 18291\n", + "GCD(39203, 3500) = 1, with coefficients -1633 and 18291 such that 1 = (-1633)*39203 + (18291)*3500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3501 \t 11 \t 692 \t 1 \t 0\n", + "1 \t 3501 \t 692 \t 5 \t 41 \t 0 \t 1\n", + "2 \t 692 \t 41 \t 16 \t 36 \t 1 \t -11\n", + "3 \t 41 \t 36 \t 1 \t 5 \t -5 \t 56\n", + "4 \t 36 \t 5 \t 7 \t 1 \t 81 \t -907\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -86 \t 963\n", + "\t\t\t\t\t 683 \t -7648\n", + "GCD(39203, 3501) = 1, with coefficients 683 and -7648 such that 1 = (683)*39203 + (-7648)*3501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3502 \t 11 \t 681 \t 1 \t 0\n", + "1 \t 3502 \t 681 \t 5 \t 97 \t 0 \t 1\n", + "2 \t 681 \t 97 \t 7 \t 2 \t 1 \t -11\n", + "3 \t 97 \t 2 \t 48 \t 1 \t -5 \t 56\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 36 \t -403\n", + "\t\t\t\t\t -1733 \t 19400\n", + "GCD(39203, 3502) = 1, with coefficients -1733 and 19400 such that 1 = (-1733)*39203 + (19400)*3502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3503 \t 11 \t 670 \t 1 \t 0\n", + "1 \t 3503 \t 670 \t 5 \t 153 \t 0 \t 1\n", + "2 \t 670 \t 153 \t 4 \t 58 \t 1 \t -11\n", + "3 \t 153 \t 58 \t 2 \t 37 \t -5 \t 56\n", + "4 \t 58 \t 37 \t 1 \t 21 \t 21 \t -235\n", + "5 \t 37 \t 21 \t 1 \t 16 \t -47 \t 526\n", + "6 \t 21 \t 16 \t 1 \t 5 \t 68 \t -761\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -115 \t 1287\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 183 \t -2048\n", + "\t\t\t\t\t -664 \t 7431\n", + "GCD(39203, 3503) = 1, with coefficients -664 and 7431 such that 1 = (-664)*39203 + (7431)*3503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3504 \t 11 \t 659 \t 1 \t 0\n", + "1 \t 3504 \t 659 \t 5 \t 209 \t 0 \t 1\n", + "2 \t 659 \t 209 \t 3 \t 32 \t 1 \t -11\n", + "3 \t 209 \t 32 \t 6 \t 17 \t -5 \t 56\n", + "4 \t 32 \t 17 \t 1 \t 15 \t 16 \t -179\n", + "5 \t 17 \t 15 \t 1 \t 2 \t -101 \t 1130\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 117 \t -1309\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -218 \t 2439\n", + "\t\t\t\t\t 1643 \t -18382\n", + "GCD(39203, 3504) = 1, with coefficients 1643 and -18382 such that 1 = (1643)*39203 + (-18382)*3504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3505 \t 11 \t 648 \t 1 \t 0\n", + "1 \t 3505 \t 648 \t 5 \t 265 \t 0 \t 1\n", + "2 \t 648 \t 265 \t 2 \t 118 \t 1 \t -11\n", + "3 \t 265 \t 118 \t 2 \t 29 \t -5 \t 56\n", + "4 \t 118 \t 29 \t 4 \t 2 \t 11 \t -123\n", + "5 \t 29 \t 2 \t 14 \t 1 \t -27 \t 302\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 119 \t -1331\n", + "\t\t\t\t\t -1693 \t 18936\n", + "GCD(39203, 3505) = 1, with coefficients -1693 and 18936 such that 1 = (-1693)*39203 + (18936)*3505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3506 \t 11 \t 637 \t 1 \t 0\n", + "1 \t 3506 \t 637 \t 5 \t 321 \t 0 \t 1\n", + "2 \t 637 \t 321 \t 1 \t 316 \t 1 \t -11\n", + "3 \t 321 \t 316 \t 1 \t 5 \t -5 \t 56\n", + "4 \t 316 \t 5 \t 63 \t 1 \t 6 \t -67\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -11 \t 123\n", + "\t\t\t\t\t 699 \t -7816\n", + "GCD(39203, 3506) = 1, with coefficients 699 and -7816 such that 1 = (699)*39203 + (-7816)*3506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3507 \t 11 \t 626 \t 1 \t 0\n", + "1 \t 3507 \t 626 \t 5 \t 377 \t 0 \t 1\n", + "2 \t 626 \t 377 \t 1 \t 249 \t 1 \t -11\n", + "3 \t 377 \t 249 \t 1 \t 128 \t -5 \t 56\n", + "4 \t 249 \t 128 \t 1 \t 121 \t 6 \t -67\n", + "5 \t 128 \t 121 \t 1 \t 7 \t -11 \t 123\n", + "6 \t 121 \t 7 \t 17 \t 2 \t 17 \t -190\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -28 \t 313\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 493 \t -5511\n", + "\t\t\t\t\t -1507 \t 16846\n", + "GCD(39203, 3507) = 1, with coefficients -1507 and 16846 such that 1 = (-1507)*39203 + (16846)*3507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3508 \t 11 \t 615 \t 1 \t 0\n", + "1 \t 3508 \t 615 \t 5 \t 433 \t 0 \t 1\n", + "2 \t 615 \t 433 \t 1 \t 182 \t 1 \t -11\n", + "3 \t 433 \t 182 \t 2 \t 69 \t -5 \t 56\n", + "4 \t 182 \t 69 \t 2 \t 44 \t 6 \t -67\n", + "5 \t 69 \t 44 \t 1 \t 25 \t -17 \t 190\n", + "6 \t 44 \t 25 \t 1 \t 19 \t 40 \t -447\n", + "7 \t 25 \t 19 \t 1 \t 6 \t -57 \t 637\n", + "8 \t 19 \t 6 \t 3 \t 1 \t 97 \t -1084\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -154 \t 1721\n", + "\t\t\t\t\t 559 \t -6247\n", + "GCD(39203, 3508) = 1, with coefficients 559 and -6247 such that 1 = (559)*39203 + (-6247)*3508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3509 \t 11 \t 604 \t 1 \t 0\n", + "1 \t 3509 \t 604 \t 5 \t 489 \t 0 \t 1\n", + "2 \t 604 \t 489 \t 1 \t 115 \t 1 \t -11\n", + "3 \t 489 \t 115 \t 4 \t 29 \t -5 \t 56\n", + "4 \t 115 \t 29 \t 3 \t 28 \t 6 \t -67\n", + "5 \t 29 \t 28 \t 1 \t 1 \t -29 \t 324\n", + "6 \t 28 \t 1 \t 28 \t 0 \t 93 \t -1039\n", + "\t\t\t\t\t -122 \t 1363\n", + "GCD(39203, 3509) = 1, with coefficients -122 and 1363 such that 1 = (-122)*39203 + (1363)*3509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3510 \t 11 \t 593 \t 1 \t 0\n", + "1 \t 3510 \t 593 \t 5 \t 545 \t 0 \t 1\n", + "2 \t 593 \t 545 \t 1 \t 48 \t 1 \t -11\n", + "3 \t 545 \t 48 \t 11 \t 17 \t -5 \t 56\n", + "4 \t 48 \t 17 \t 2 \t 14 \t 6 \t -67\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -71 \t 793\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 148 \t -1653\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -219 \t 2446\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1024 \t -11437\n", + "\t\t\t\t\t -1243 \t 13883\n", + "GCD(39203, 3510) = 1, with coefficients -1243 and 13883 such that 1 = (-1243)*39203 + (13883)*3510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3511 \t 11 \t 582 \t 1 \t 0\n", + "1 \t 3511 \t 582 \t 6 \t 19 \t 0 \t 1\n", + "2 \t 582 \t 19 \t 30 \t 12 \t 1 \t -11\n", + "3 \t 19 \t 12 \t 1 \t 7 \t -6 \t 67\n", + "4 \t 12 \t 7 \t 1 \t 5 \t 181 \t -2021\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -187 \t 2088\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 368 \t -4109\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -555 \t 6197\n", + "\t\t\t\t\t 1478 \t -16503\n", + "GCD(39203, 3511) = 1, with coefficients 1478 and -16503 such that 1 = (1478)*39203 + (-16503)*3511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3512 \t 11 \t 571 \t 1 \t 0\n", + "1 \t 3512 \t 571 \t 6 \t 86 \t 0 \t 1\n", + "2 \t 571 \t 86 \t 6 \t 55 \t 1 \t -11\n", + "3 \t 86 \t 55 \t 1 \t 31 \t -6 \t 67\n", + "4 \t 55 \t 31 \t 1 \t 24 \t 37 \t -413\n", + "5 \t 31 \t 24 \t 1 \t 7 \t -43 \t 480\n", + "6 \t 24 \t 7 \t 3 \t 3 \t 80 \t -893\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -123 \t 1373\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 449 \t -5012\n", + "\t\t\t\t\t -1021 \t 11397\n", + "GCD(39203, 3512) = 1, with coefficients -1021 and 11397 such that 1 = (-1021)*39203 + (11397)*3512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3513 \t 11 \t 560 \t 1 \t 0\n", + "1 \t 3513 \t 560 \t 6 \t 153 \t 0 \t 1\n", + "2 \t 560 \t 153 \t 3 \t 101 \t 1 \t -11\n", + "3 \t 153 \t 101 \t 1 \t 52 \t -6 \t 67\n", + "4 \t 101 \t 52 \t 1 \t 49 \t 19 \t -212\n", + "5 \t 52 \t 49 \t 1 \t 3 \t -25 \t 279\n", + "6 \t 49 \t 3 \t 16 \t 1 \t 44 \t -491\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -69 \t 770\n", + "\t\t\t\t\t 1148 \t -12811\n", + "GCD(39203, 3513) = 1, with coefficients 1148 and -12811 such that 1 = (1148)*39203 + (-12811)*3513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3514 \t 11 \t 549 \t 1 \t 0\n", + "1 \t 3514 \t 549 \t 6 \t 220 \t 0 \t 1\n", + "2 \t 549 \t 220 \t 2 \t 109 \t 1 \t -11\n", + "3 \t 220 \t 109 \t 2 \t 2 \t -6 \t 67\n", + "4 \t 109 \t 2 \t 54 \t 1 \t 13 \t -145\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -32 \t 357\n", + "\t\t\t\t\t 1741 \t -19423\n", + "GCD(39203, 3514) = 1, with coefficients 1741 and -19423 such that 1 = (1741)*39203 + (-19423)*3514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3515 \t 11 \t 538 \t 1 \t 0\n", + "1 \t 3515 \t 538 \t 6 \t 287 \t 0 \t 1\n", + "2 \t 538 \t 287 \t 1 \t 251 \t 1 \t -11\n", + "3 \t 287 \t 251 \t 1 \t 36 \t -6 \t 67\n", + "4 \t 251 \t 36 \t 6 \t 35 \t 7 \t -78\n", + "5 \t 36 \t 35 \t 1 \t 1 \t -13 \t 145\n", + "6 \t 35 \t 1 \t 35 \t 0 \t 85 \t -948\n", + "\t\t\t\t\t -98 \t 1093\n", + "GCD(39203, 3515) = 1, with coefficients -98 and 1093 such that 1 = (-98)*39203 + (1093)*3515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3516 \t 11 \t 527 \t 1 \t 0\n", + "1 \t 3516 \t 527 \t 6 \t 354 \t 0 \t 1\n", + "2 \t 527 \t 354 \t 1 \t 173 \t 1 \t -11\n", + "3 \t 354 \t 173 \t 2 \t 8 \t -6 \t 67\n", + "4 \t 173 \t 8 \t 21 \t 5 \t 7 \t -78\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -20 \t 223\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 427 \t -4761\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -447 \t 4984\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 874 \t -9745\n", + "\t\t\t\t\t -1321 \t 14729\n", + "GCD(39203, 3516) = 1, with coefficients -1321 and 14729 such that 1 = (-1321)*39203 + (14729)*3516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3517 \t 11 \t 516 \t 1 \t 0\n", + "1 \t 3517 \t 516 \t 6 \t 421 \t 0 \t 1\n", + "2 \t 516 \t 421 \t 1 \t 95 \t 1 \t -11\n", + "3 \t 421 \t 95 \t 4 \t 41 \t -6 \t 67\n", + "4 \t 95 \t 41 \t 2 \t 13 \t 7 \t -78\n", + "5 \t 41 \t 13 \t 3 \t 2 \t -34 \t 379\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 75 \t -836\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -259 \t 2887\n", + "\t\t\t\t\t 1629 \t -18158\n", + "GCD(39203, 3517) = 1, with coefficients 1629 and -18158 such that 1 = (1629)*39203 + (-18158)*3517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3518 \t 11 \t 505 \t 1 \t 0\n", + "1 \t 3518 \t 505 \t 6 \t 488 \t 0 \t 1\n", + "2 \t 505 \t 488 \t 1 \t 17 \t 1 \t -11\n", + "3 \t 488 \t 17 \t 28 \t 12 \t -6 \t 67\n", + "4 \t 17 \t 12 \t 1 \t 5 \t 7 \t -78\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -202 \t 2251\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 209 \t -2329\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -620 \t 6909\n", + "\t\t\t\t\t 1449 \t -16147\n", + "GCD(39203, 3518) = 1, with coefficients 1449 and -16147 such that 1 = (1449)*39203 + (-16147)*3518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3519 \t 11 \t 494 \t 1 \t 0\n", + "1 \t 3519 \t 494 \t 7 \t 61 \t 0 \t 1\n", + "2 \t 494 \t 61 \t 8 \t 6 \t 1 \t -11\n", + "3 \t 61 \t 6 \t 10 \t 1 \t -7 \t 78\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 57 \t -635\n", + "\t\t\t\t\t -577 \t 6428\n", + "GCD(39203, 3519) = 1, with coefficients -577 and 6428 such that 1 = (-577)*39203 + (6428)*3519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3520 \t 11 \t 483 \t 1 \t 0\n", + "1 \t 3520 \t 483 \t 7 \t 139 \t 0 \t 1\n", + "2 \t 483 \t 139 \t 3 \t 66 \t 1 \t -11\n", + "3 \t 139 \t 66 \t 2 \t 7 \t -7 \t 78\n", + "4 \t 66 \t 7 \t 9 \t 3 \t 22 \t -245\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -51 \t 568\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 481 \t -5357\n", + "\t\t\t\t\t -1013 \t 11282\n", + "GCD(39203, 3520) = 1, with coefficients -1013 and 11282 such that 1 = (-1013)*39203 + (11282)*3520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3521 \t 11 \t 472 \t 1 \t 0\n", + "1 \t 3521 \t 472 \t 7 \t 217 \t 0 \t 1\n", + "2 \t 472 \t 217 \t 2 \t 38 \t 1 \t -11\n", + "3 \t 217 \t 38 \t 5 \t 27 \t -7 \t 78\n", + "4 \t 38 \t 27 \t 1 \t 11 \t 15 \t -167\n", + "5 \t 27 \t 11 \t 2 \t 5 \t -82 \t 913\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 97 \t -1080\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -276 \t 3073\n", + "\t\t\t\t\t 649 \t -7226\n", + "GCD(39203, 3521) = 1, with coefficients 649 and -7226 such that 1 = (649)*39203 + (-7226)*3521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3522 \t 11 \t 461 \t 1 \t 0\n", + "1 \t 3522 \t 461 \t 7 \t 295 \t 0 \t 1\n", + "2 \t 461 \t 295 \t 1 \t 166 \t 1 \t -11\n", + "3 \t 295 \t 166 \t 1 \t 129 \t -7 \t 78\n", + "4 \t 166 \t 129 \t 1 \t 37 \t 8 \t -89\n", + "5 \t 129 \t 37 \t 3 \t 18 \t -15 \t 167\n", + "6 \t 37 \t 18 \t 2 \t 1 \t 23 \t -256\n", + "7 \t 18 \t 1 \t 18 \t 0 \t -84 \t 935\n", + "\t\t\t\t\t 191 \t -2126\n", + "GCD(39203, 3522) = 1, with coefficients 191 and -2126 such that 1 = (191)*39203 + (-2126)*3522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3523 \t 11 \t 450 \t 1 \t 0\n", + "1 \t 3523 \t 450 \t 7 \t 373 \t 0 \t 1\n", + "2 \t 450 \t 373 \t 1 \t 77 \t 1 \t -11\n", + "3 \t 373 \t 77 \t 4 \t 65 \t -7 \t 78\n", + "4 \t 77 \t 65 \t 1 \t 12 \t 8 \t -89\n", + "5 \t 65 \t 12 \t 5 \t 5 \t -39 \t 434\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 47 \t -523\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -274 \t 3049\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 595 \t -6621\n", + "\t\t\t\t\t -1464 \t 16291\n", + "GCD(39203, 3523) = 1, with coefficients -1464 and 16291 such that 1 = (-1464)*39203 + (16291)*3523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3524 \t 11 \t 439 \t 1 \t 0\n", + "1 \t 3524 \t 439 \t 8 \t 12 \t 0 \t 1\n", + "2 \t 439 \t 12 \t 36 \t 7 \t 1 \t -11\n", + "3 \t 12 \t 7 \t 1 \t 5 \t -8 \t 89\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 289 \t -3215\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -297 \t 3304\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 586 \t -6519\n", + "\t\t\t\t\t -1469 \t 16342\n", + "GCD(39203, 3524) = 1, with coefficients -1469 and 16342 such that 1 = (-1469)*39203 + (16342)*3524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3525 \t 11 \t 428 \t 1 \t 0\n", + "1 \t 3525 \t 428 \t 8 \t 101 \t 0 \t 1\n", + "2 \t 428 \t 101 \t 4 \t 24 \t 1 \t -11\n", + "3 \t 101 \t 24 \t 4 \t 5 \t -8 \t 89\n", + "4 \t 24 \t 5 \t 4 \t 4 \t 33 \t -367\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -140 \t 1557\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 593 \t -6595\n", + "\t\t\t\t\t -733 \t 8152\n", + "GCD(39203, 3525) = 1, with coefficients -733 and 8152 such that 1 = (-733)*39203 + (8152)*3525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3526 \t 11 \t 417 \t 1 \t 0\n", + "1 \t 3526 \t 417 \t 8 \t 190 \t 0 \t 1\n", + "2 \t 417 \t 190 \t 2 \t 37 \t 1 \t -11\n", + "3 \t 190 \t 37 \t 5 \t 5 \t -8 \t 89\n", + "4 \t 37 \t 5 \t 7 \t 2 \t 17 \t -189\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -93 \t 1034\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 668 \t -7427\n", + "\t\t\t\t\t -1429 \t 15888\n", + "GCD(39203, 3526) = 1, with coefficients -1429 and 15888 such that 1 = (-1429)*39203 + (15888)*3526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3527 \t 11 \t 406 \t 1 \t 0\n", + "1 \t 3527 \t 406 \t 8 \t 279 \t 0 \t 1\n", + "2 \t 406 \t 279 \t 1 \t 127 \t 1 \t -11\n", + "3 \t 279 \t 127 \t 2 \t 25 \t -8 \t 89\n", + "4 \t 127 \t 25 \t 5 \t 2 \t 9 \t -100\n", + "5 \t 25 \t 2 \t 12 \t 1 \t -26 \t 289\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 139 \t -1545\n", + "\t\t\t\t\t -1694 \t 18829\n", + "GCD(39203, 3527) = 1, with coefficients -1694 and 18829 such that 1 = (-1694)*39203 + (18829)*3527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3528 \t 11 \t 395 \t 1 \t 0\n", + "1 \t 3528 \t 395 \t 8 \t 368 \t 0 \t 1\n", + "2 \t 395 \t 368 \t 1 \t 27 \t 1 \t -11\n", + "3 \t 368 \t 27 \t 13 \t 17 \t -8 \t 89\n", + "4 \t 27 \t 17 \t 1 \t 10 \t 9 \t -100\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -125 \t 1389\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 134 \t -1489\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -259 \t 2878\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 393 \t -4367\n", + "\t\t\t\t\t -1045 \t 11612\n", + "GCD(39203, 3528) = 1, with coefficients -1045 and 11612 such that 1 = (-1045)*39203 + (11612)*3528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3529 \t 11 \t 384 \t 1 \t 0\n", + "1 \t 3529 \t 384 \t 9 \t 73 \t 0 \t 1\n", + "2 \t 384 \t 73 \t 5 \t 19 \t 1 \t -11\n", + "3 \t 73 \t 19 \t 3 \t 16 \t -9 \t 100\n", + "4 \t 19 \t 16 \t 1 \t 3 \t 46 \t -511\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -147 \t 1633\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 193 \t -2144\n", + "\t\t\t\t\t -1112 \t 12353\n", + "GCD(39203, 3529) = 1, with coefficients -1112 and 12353 such that 1 = (-1112)*39203 + (12353)*3529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3530 \t 11 \t 373 \t 1 \t 0\n", + "1 \t 3530 \t 373 \t 9 \t 173 \t 0 \t 1\n", + "2 \t 373 \t 173 \t 2 \t 27 \t 1 \t -11\n", + "3 \t 173 \t 27 \t 6 \t 11 \t -9 \t 100\n", + "4 \t 27 \t 11 \t 2 \t 5 \t 19 \t -211\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -123 \t 1366\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 265 \t -2943\n", + "\t\t\t\t\t -653 \t 7252\n", + "GCD(39203, 3530) = 1, with coefficients -653 and 7252 such that 1 = (-653)*39203 + (7252)*3530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3531 \t 11 \t 362 \t 1 \t 0\n", + "1 \t 3531 \t 362 \t 9 \t 273 \t 0 \t 1\n", + "2 \t 362 \t 273 \t 1 \t 89 \t 1 \t -11\n", + "3 \t 273 \t 89 \t 3 \t 6 \t -9 \t 100\n", + "4 \t 89 \t 6 \t 14 \t 5 \t 10 \t -111\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -39 \t 433\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 556 \t -6173\n", + "\t\t\t\t\t -595 \t 6606\n", + "GCD(39203, 3531) = 1, with coefficients -595 and 6606 such that 1 = (-595)*39203 + (6606)*3531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3532 \t 11 \t 351 \t 1 \t 0\n", + "1 \t 3532 \t 351 \t 10 \t 22 \t 0 \t 1\n", + "2 \t 351 \t 22 \t 15 \t 21 \t 1 \t -11\n", + "3 \t 22 \t 21 \t 1 \t 1 \t -10 \t 111\n", + "4 \t 21 \t 1 \t 21 \t 0 \t 151 \t -1676\n", + "\t\t\t\t\t -161 \t 1787\n", + "GCD(39203, 3532) = 1, with coefficients -161 and 1787 such that 1 = (-161)*39203 + (1787)*3532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3533 \t 11 \t 340 \t 1 \t 0\n", + "1 \t 3533 \t 340 \t 10 \t 133 \t 0 \t 1\n", + "2 \t 340 \t 133 \t 2 \t 74 \t 1 \t -11\n", + "3 \t 133 \t 74 \t 1 \t 59 \t -10 \t 111\n", + "4 \t 74 \t 59 \t 1 \t 15 \t 21 \t -233\n", + "5 \t 59 \t 15 \t 3 \t 14 \t -31 \t 344\n", + "6 \t 15 \t 14 \t 1 \t 1 \t 52 \t -577\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -187 \t 2075\n", + "\t\t\t\t\t 239 \t -2652\n", + "GCD(39203, 3533) = 1, with coefficients 239 and -2652 such that 1 = (239)*39203 + (-2652)*3533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3534 \t 11 \t 329 \t 1 \t 0\n", + "1 \t 3534 \t 329 \t 10 \t 244 \t 0 \t 1\n", + "2 \t 329 \t 244 \t 1 \t 85 \t 1 \t -11\n", + "3 \t 244 \t 85 \t 2 \t 74 \t -10 \t 111\n", + "4 \t 85 \t 74 \t 1 \t 11 \t 11 \t -122\n", + "5 \t 74 \t 11 \t 6 \t 8 \t -32 \t 355\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 43 \t -477\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -290 \t 3217\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 333 \t -3694\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -956 \t 10605\n", + "\t\t\t\t\t 1289 \t -14299\n", + "GCD(39203, 3534) = 1, with coefficients 1289 and -14299 such that 1 = (1289)*39203 + (-14299)*3534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3535 \t 11 \t 318 \t 1 \t 0\n", + "1 \t 3535 \t 318 \t 11 \t 37 \t 0 \t 1\n", + "2 \t 318 \t 37 \t 8 \t 22 \t 1 \t -11\n", + "3 \t 37 \t 22 \t 1 \t 15 \t -11 \t 122\n", + "4 \t 22 \t 15 \t 1 \t 7 \t 89 \t -987\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -100 \t 1109\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 189 \t -2096\n", + "\t\t\t\t\t -478 \t 5301\n", + "GCD(39203, 3535) = 1, with coefficients -478 and 5301 such that 1 = (-478)*39203 + (5301)*3535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3536 \t 11 \t 307 \t 1 \t 0\n", + "1 \t 3536 \t 307 \t 11 \t 159 \t 0 \t 1\n", + "2 \t 307 \t 159 \t 1 \t 148 \t 1 \t -11\n", + "3 \t 159 \t 148 \t 1 \t 11 \t -11 \t 122\n", + "4 \t 148 \t 11 \t 13 \t 5 \t 12 \t -133\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -23 \t 255\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 311 \t -3448\n", + "\t\t\t\t\t -645 \t 7151\n", + "GCD(39203, 3536) = 1, with coefficients -645 and 7151 such that 1 = (-645)*39203 + (7151)*3536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3537 \t 11 \t 296 \t 1 \t 0\n", + "1 \t 3537 \t 296 \t 11 \t 281 \t 0 \t 1\n", + "2 \t 296 \t 281 \t 1 \t 15 \t 1 \t -11\n", + "3 \t 281 \t 15 \t 18 \t 11 \t -11 \t 122\n", + "4 \t 15 \t 11 \t 1 \t 4 \t 12 \t -133\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -227 \t 2516\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 239 \t -2649\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -705 \t 7814\n", + "\t\t\t\t\t 944 \t -10463\n", + "GCD(39203, 3537) = 1, with coefficients 944 and -10463 such that 1 = (944)*39203 + (-10463)*3537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3538 \t 11 \t 285 \t 1 \t 0\n", + "1 \t 3538 \t 285 \t 12 \t 118 \t 0 \t 1\n", + "2 \t 285 \t 118 \t 2 \t 49 \t 1 \t -11\n", + "3 \t 118 \t 49 \t 2 \t 20 \t -12 \t 133\n", + "4 \t 49 \t 20 \t 2 \t 9 \t 25 \t -277\n", + "5 \t 20 \t 9 \t 2 \t 2 \t -62 \t 687\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 149 \t -1651\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -360 \t 3989\n", + "\t\t\t\t\t 1589 \t -17607\n", + "GCD(39203, 3538) = 1, with coefficients 1589 and -17607 such that 1 = (1589)*39203 + (-17607)*3538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3539 \t 11 \t 274 \t 1 \t 0\n", + "1 \t 3539 \t 274 \t 12 \t 251 \t 0 \t 1\n", + "2 \t 274 \t 251 \t 1 \t 23 \t 1 \t -11\n", + "3 \t 251 \t 23 \t 10 \t 21 \t -12 \t 133\n", + "4 \t 23 \t 21 \t 1 \t 2 \t 13 \t -144\n", + "5 \t 21 \t 2 \t 10 \t 1 \t -142 \t 1573\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 155 \t -1717\n", + "\t\t\t\t\t -1692 \t 18743\n", + "GCD(39203, 3539) = 1, with coefficients -1692 and 18743 such that 1 = (-1692)*39203 + (18743)*3539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3540 \t 11 \t 263 \t 1 \t 0\n", + "1 \t 3540 \t 263 \t 13 \t 121 \t 0 \t 1\n", + "2 \t 263 \t 121 \t 2 \t 21 \t 1 \t -11\n", + "3 \t 121 \t 21 \t 5 \t 16 \t -13 \t 144\n", + "4 \t 21 \t 16 \t 1 \t 5 \t 27 \t -299\n", + "5 \t 16 \t 5 \t 3 \t 1 \t -148 \t 1639\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 175 \t -1938\n", + "\t\t\t\t\t -673 \t 7453\n", + "GCD(39203, 3540) = 1, with coefficients -673 and 7453 such that 1 = (-673)*39203 + (7453)*3540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3541 \t 11 \t 252 \t 1 \t 0\n", + "1 \t 3541 \t 252 \t 14 \t 13 \t 0 \t 1\n", + "2 \t 252 \t 13 \t 19 \t 5 \t 1 \t -11\n", + "3 \t 13 \t 5 \t 2 \t 3 \t -14 \t 155\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 267 \t -2956\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -548 \t 6067\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 815 \t -9023\n", + "\t\t\t\t\t -1363 \t 15090\n", + "GCD(39203, 3541) = 1, with coefficients -1363 and 15090 such that 1 = (-1363)*39203 + (15090)*3541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3542 \t 11 \t 241 \t 1 \t 0\n", + "1 \t 3542 \t 241 \t 14 \t 168 \t 0 \t 1\n", + "2 \t 241 \t 168 \t 1 \t 73 \t 1 \t -11\n", + "3 \t 168 \t 73 \t 2 \t 22 \t -14 \t 155\n", + "4 \t 73 \t 22 \t 3 \t 7 \t 15 \t -166\n", + "5 \t 22 \t 7 \t 3 \t 1 \t -44 \t 487\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 147 \t -1627\n", + "\t\t\t\t\t -485 \t 5368\n", + "GCD(39203, 3542) = 1, with coefficients -485 and 5368 such that 1 = (-485)*39203 + (5368)*3542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3543 \t 11 \t 230 \t 1 \t 0\n", + "1 \t 3543 \t 230 \t 15 \t 93 \t 0 \t 1\n", + "2 \t 230 \t 93 \t 2 \t 44 \t 1 \t -11\n", + "3 \t 93 \t 44 \t 2 \t 5 \t -15 \t 166\n", + "4 \t 44 \t 5 \t 8 \t 4 \t 31 \t -343\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -77 \t 852\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 647 \t -7159\n", + "\t\t\t\t\t -724 \t 8011\n", + "GCD(39203, 3543) = 1, with coefficients -724 and 8011 such that 1 = (-724)*39203 + (8011)*3543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3544 \t 11 \t 219 \t 1 \t 0\n", + "1 \t 3544 \t 219 \t 16 \t 40 \t 0 \t 1\n", + "2 \t 219 \t 40 \t 5 \t 19 \t 1 \t -11\n", + "3 \t 40 \t 19 \t 2 \t 2 \t -16 \t 177\n", + "4 \t 19 \t 2 \t 9 \t 1 \t 81 \t -896\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -178 \t 1969\n", + "\t\t\t\t\t 1683 \t -18617\n", + "GCD(39203, 3544) = 1, with coefficients 1683 and -18617 such that 1 = (1683)*39203 + (-18617)*3544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3545 \t 11 \t 208 \t 1 \t 0\n", + "1 \t 3545 \t 208 \t 17 \t 9 \t 0 \t 1\n", + "2 \t 208 \t 9 \t 23 \t 1 \t 1 \t -11\n", + "3 \t 9 \t 1 \t 9 \t 0 \t -17 \t 188\n", + "\t\t\t\t\t 392 \t -4335\n", + "GCD(39203, 3545) = 1, with coefficients 392 and -4335 such that 1 = (392)*39203 + (-4335)*3545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3546 \t 11 \t 197 \t 1 \t 0\n", + "1 \t 3546 \t 197 \t 18 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -11\n", + "GCD(39203, 3546) = 197, with coefficients 1 and -11 such that 197 = (1)*39203 + (-11)*3546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3547 \t 11 \t 186 \t 1 \t 0\n", + "1 \t 3547 \t 186 \t 19 \t 13 \t 0 \t 1\n", + "2 \t 186 \t 13 \t 14 \t 4 \t 1 \t -11\n", + "3 \t 13 \t 4 \t 3 \t 1 \t -19 \t 210\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 267 \t -2951\n", + "\t\t\t\t\t -820 \t 9063\n", + "GCD(39203, 3547) = 1, with coefficients -820 and 9063 such that 1 = (-820)*39203 + (9063)*3547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3548 \t 11 \t 175 \t 1 \t 0\n", + "1 \t 3548 \t 175 \t 20 \t 48 \t 0 \t 1\n", + "2 \t 175 \t 48 \t 3 \t 31 \t 1 \t -11\n", + "3 \t 48 \t 31 \t 1 \t 17 \t -20 \t 221\n", + "4 \t 31 \t 17 \t 1 \t 14 \t 61 \t -674\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -81 \t 895\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 142 \t -1569\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -223 \t 2464\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1034 \t -11425\n", + "\t\t\t\t\t -1257 \t 13889\n", + "GCD(39203, 3548) = 1, with coefficients -1257 and 13889 such that 1 = (-1257)*39203 + (13889)*3548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3549 \t 11 \t 164 \t 1 \t 0\n", + "1 \t 3549 \t 164 \t 21 \t 105 \t 0 \t 1\n", + "2 \t 164 \t 105 \t 1 \t 59 \t 1 \t -11\n", + "3 \t 105 \t 59 \t 1 \t 46 \t -21 \t 232\n", + "4 \t 59 \t 46 \t 1 \t 13 \t 22 \t -243\n", + "5 \t 46 \t 13 \t 3 \t 7 \t -43 \t 475\n", + "6 \t 13 \t 7 \t 1 \t 6 \t 65 \t -718\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -238 \t 2629\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 303 \t -3347\n", + "\t\t\t\t\t -541 \t 5976\n", + "GCD(39203, 3549) = 1, with coefficients -541 and 5976 such that 1 = (-541)*39203 + (5976)*3549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3550 \t 11 \t 153 \t 1 \t 0\n", + "1 \t 3550 \t 153 \t 23 \t 31 \t 0 \t 1\n", + "2 \t 153 \t 31 \t 4 \t 29 \t 1 \t -11\n", + "3 \t 31 \t 29 \t 1 \t 2 \t -23 \t 254\n", + "4 \t 29 \t 2 \t 14 \t 1 \t 93 \t -1027\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -116 \t 1281\n", + "\t\t\t\t\t 1717 \t -18961\n", + "GCD(39203, 3550) = 1, with coefficients 1717 and -18961 such that 1 = (1717)*39203 + (-18961)*3550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3551 \t 11 \t 142 \t 1 \t 0\n", + "1 \t 3551 \t 142 \t 25 \t 1 \t 0 \t 1\n", + "2 \t 142 \t 1 \t 142 \t 0 \t 1 \t -11\n", + "\t\t\t\t\t -25 \t 276\n", + "GCD(39203, 3551) = 1, with coefficients -25 and 276 such that 1 = (-25)*39203 + (276)*3551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3552 \t 11 \t 131 \t 1 \t 0\n", + "1 \t 3552 \t 131 \t 27 \t 15 \t 0 \t 1\n", + "2 \t 131 \t 15 \t 8 \t 11 \t 1 \t -11\n", + "3 \t 15 \t 11 \t 1 \t 4 \t -27 \t 298\n", + "4 \t 11 \t 4 \t 2 \t 3 \t 217 \t -2395\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -244 \t 2693\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 705 \t -7781\n", + "\t\t\t\t\t -949 \t 10474\n", + "GCD(39203, 3552) = 1, with coefficients -949 and 10474 such that 1 = (-949)*39203 + (10474)*3552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3553 \t 11 \t 120 \t 1 \t 0\n", + "1 \t 3553 \t 120 \t 29 \t 73 \t 0 \t 1\n", + "2 \t 120 \t 73 \t 1 \t 47 \t 1 \t -11\n", + "3 \t 73 \t 47 \t 1 \t 26 \t -29 \t 320\n", + "4 \t 47 \t 26 \t 1 \t 21 \t 30 \t -331\n", + "5 \t 26 \t 21 \t 1 \t 5 \t -59 \t 651\n", + "6 \t 21 \t 5 \t 4 \t 1 \t 89 \t -982\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -148 \t 1633\n", + "\t\t\t\t\t 681 \t -7514\n", + "GCD(39203, 3553) = 1, with coefficients 681 and -7514 such that 1 = (681)*39203 + (-7514)*3553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3554 \t 11 \t 109 \t 1 \t 0\n", + "1 \t 3554 \t 109 \t 32 \t 66 \t 0 \t 1\n", + "2 \t 109 \t 66 \t 1 \t 43 \t 1 \t -11\n", + "3 \t 66 \t 43 \t 1 \t 23 \t -32 \t 353\n", + "4 \t 43 \t 23 \t 1 \t 20 \t 33 \t -364\n", + "5 \t 23 \t 20 \t 1 \t 3 \t -65 \t 717\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 98 \t -1081\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -163 \t 1798\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1076 \t -11869\n", + "\t\t\t\t\t -1239 \t 13667\n", + "GCD(39203, 3554) = 1, with coefficients -1239 and 13667 such that 1 = (-1239)*39203 + (13667)*3554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3555 \t 11 \t 98 \t 1 \t 0\n", + "1 \t 3555 \t 98 \t 36 \t 27 \t 0 \t 1\n", + "2 \t 98 \t 27 \t 3 \t 17 \t 1 \t -11\n", + "3 \t 27 \t 17 \t 1 \t 10 \t -36 \t 397\n", + "4 \t 17 \t 10 \t 1 \t 7 \t 109 \t -1202\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -145 \t 1599\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 254 \t -2801\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -399 \t 4400\n", + "\t\t\t\t\t 1052 \t -11601\n", + "GCD(39203, 3555) = 1, with coefficients 1052 and -11601 such that 1 = (1052)*39203 + (-11601)*3555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3556 \t 11 \t 87 \t 1 \t 0\n", + "1 \t 3556 \t 87 \t 40 \t 76 \t 0 \t 1\n", + "2 \t 87 \t 76 \t 1 \t 11 \t 1 \t -11\n", + "3 \t 76 \t 11 \t 6 \t 10 \t -40 \t 441\n", + "4 \t 11 \t 10 \t 1 \t 1 \t 41 \t -452\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -286 \t 3153\n", + "\t\t\t\t\t 327 \t -3605\n", + "GCD(39203, 3556) = 1, with coefficients 327 and -3605 such that 1 = (327)*39203 + (-3605)*3556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3557 \t 11 \t 76 \t 1 \t 0\n", + "1 \t 3557 \t 76 \t 46 \t 61 \t 0 \t 1\n", + "2 \t 76 \t 61 \t 1 \t 15 \t 1 \t -11\n", + "3 \t 61 \t 15 \t 4 \t 1 \t -46 \t 507\n", + "4 \t 15 \t 1 \t 15 \t 0 \t 47 \t -518\n", + "\t\t\t\t\t -234 \t 2579\n", + "GCD(39203, 3557) = 1, with coefficients -234 and 2579 such that 1 = (-234)*39203 + (2579)*3557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3558 \t 11 \t 65 \t 1 \t 0\n", + "1 \t 3558 \t 65 \t 54 \t 48 \t 0 \t 1\n", + "2 \t 65 \t 48 \t 1 \t 17 \t 1 \t -11\n", + "3 \t 48 \t 17 \t 2 \t 14 \t -54 \t 595\n", + "4 \t 17 \t 14 \t 1 \t 3 \t 55 \t -606\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -164 \t 1807\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 219 \t -2413\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1040 \t 11459\n", + "\t\t\t\t\t 1259 \t -13872\n", + "GCD(39203, 3558) = 1, with coefficients 1259 and -13872 such that 1 = (1259)*39203 + (-13872)*3558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3559 \t 11 \t 54 \t 1 \t 0\n", + "1 \t 3559 \t 54 \t 65 \t 49 \t 0 \t 1\n", + "2 \t 54 \t 49 \t 1 \t 5 \t 1 \t -11\n", + "3 \t 49 \t 5 \t 9 \t 4 \t -65 \t 716\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 66 \t -727\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -659 \t 7259\n", + "\t\t\t\t\t 725 \t -7986\n", + "GCD(39203, 3559) = 1, with coefficients 725 and -7986 such that 1 = (725)*39203 + (-7986)*3559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3560 \t 11 \t 43 \t 1 \t 0\n", + "1 \t 3560 \t 43 \t 82 \t 34 \t 0 \t 1\n", + "2 \t 43 \t 34 \t 1 \t 9 \t 1 \t -11\n", + "3 \t 34 \t 9 \t 3 \t 7 \t -82 \t 903\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 83 \t -914\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -331 \t 3645\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 414 \t -4559\n", + "\t\t\t\t\t -1573 \t 17322\n", + "GCD(39203, 3560) = 1, with coefficients -1573 and 17322 such that 1 = (-1573)*39203 + (17322)*3560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3561 \t 11 \t 32 \t 1 \t 0\n", + "1 \t 3561 \t 32 \t 111 \t 9 \t 0 \t 1\n", + "2 \t 32 \t 9 \t 3 \t 5 \t 1 \t -11\n", + "3 \t 9 \t 5 \t 1 \t 4 \t -111 \t 1222\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 334 \t -3677\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -445 \t 4899\n", + "\t\t\t\t\t 779 \t -8576\n", + "GCD(39203, 3561) = 1, with coefficients 779 and -8576 such that 1 = (779)*39203 + (-8576)*3561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3562 \t 11 \t 21 \t 1 \t 0\n", + "1 \t 3562 \t 21 \t 169 \t 13 \t 0 \t 1\n", + "2 \t 21 \t 13 \t 1 \t 8 \t 1 \t -11\n", + "3 \t 13 \t 8 \t 1 \t 5 \t -169 \t 1860\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 170 \t -1871\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -339 \t 3731\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 509 \t -5602\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -848 \t 9333\n", + "\t\t\t\t\t 1357 \t -14935\n", + "GCD(39203, 3562) = 1, with coefficients 1357 and -14935 such that 1 = (1357)*39203 + (-14935)*3562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3563 \t 11 \t 10 \t 1 \t 0\n", + "1 \t 3563 \t 10 \t 356 \t 3 \t 0 \t 1\n", + "2 \t 10 \t 3 \t 3 \t 1 \t 1 \t -11\n", + "3 \t 3 \t 1 \t 3 \t 0 \t -356 \t 3917\n", + "\t\t\t\t\t 1069 \t -11762\n", + "GCD(39203, 3563) = 1, with coefficients 1069 and -11762 such that 1 = (1069)*39203 + (-11762)*3563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3564 \t 10 \t 3563 \t 1 \t 0\n", + "1 \t 3564 \t 3563 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 3563 \t 1 \t 3563 \t 0 \t 1 \t -10\n", + "\t\t\t\t\t -1 \t 11\n", + "GCD(39203, 3564) = 1, with coefficients -1 and 11 such that 1 = (-1)*39203 + (11)*3564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3565 \t 10 \t 3553 \t 1 \t 0\n", + "1 \t 3565 \t 3553 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 3553 \t 12 \t 296 \t 1 \t 1 \t -10\n", + "3 \t 12 \t 1 \t 12 \t 0 \t -1 \t 11\n", + "\t\t\t\t\t 297 \t -3266\n", + "GCD(39203, 3565) = 1, with coefficients 297 and -3266 such that 1 = (297)*39203 + (-3266)*3565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3566 \t 10 \t 3543 \t 1 \t 0\n", + "1 \t 3566 \t 3543 \t 1 \t 23 \t 0 \t 1\n", + "2 \t 3543 \t 23 \t 154 \t 1 \t 1 \t -10\n", + "3 \t 23 \t 1 \t 23 \t 0 \t -1 \t 11\n", + "\t\t\t\t\t 155 \t -1704\n", + "GCD(39203, 3566) = 1, with coefficients 155 and -1704 such that 1 = (155)*39203 + (-1704)*3566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3567 \t 10 \t 3533 \t 1 \t 0\n", + "1 \t 3567 \t 3533 \t 1 \t 34 \t 0 \t 1\n", + "2 \t 3533 \t 34 \t 103 \t 31 \t 1 \t -10\n", + "3 \t 34 \t 31 \t 1 \t 3 \t -1 \t 11\n", + "4 \t 31 \t 3 \t 10 \t 1 \t 104 \t -1143\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -105 \t 1154\n", + "\t\t\t\t\t 1154 \t -12683\n", + "GCD(39203, 3567) = 1, with coefficients 1154 and -12683 such that 1 = (1154)*39203 + (-12683)*3567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3568 \t 10 \t 3523 \t 1 \t 0\n", + "1 \t 3568 \t 3523 \t 1 \t 45 \t 0 \t 1\n", + "2 \t 3523 \t 45 \t 78 \t 13 \t 1 \t -10\n", + "3 \t 45 \t 13 \t 3 \t 6 \t -1 \t 11\n", + "4 \t 13 \t 6 \t 2 \t 1 \t 79 \t -868\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -238 \t 2615\n", + "\t\t\t\t\t 555 \t -6098\n", + "GCD(39203, 3568) = 1, with coefficients 555 and -6098 such that 1 = (555)*39203 + (-6098)*3568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3569 \t 10 \t 3513 \t 1 \t 0\n", + "1 \t 3569 \t 3513 \t 1 \t 56 \t 0 \t 1\n", + "2 \t 3513 \t 56 \t 62 \t 41 \t 1 \t -10\n", + "3 \t 56 \t 41 \t 1 \t 15 \t -1 \t 11\n", + "4 \t 41 \t 15 \t 2 \t 11 \t 63 \t -692\n", + "5 \t 15 \t 11 \t 1 \t 4 \t -64 \t 703\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 191 \t -2098\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -255 \t 2801\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 701 \t -7700\n", + "\t\t\t\t\t -956 \t 10501\n", + "GCD(39203, 3569) = 1, with coefficients -956 and 10501 such that 1 = (-956)*39203 + (10501)*3569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3570 \t 10 \t 3503 \t 1 \t 0\n", + "1 \t 3570 \t 3503 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 3503 \t 67 \t 52 \t 19 \t 1 \t -10\n", + "3 \t 67 \t 19 \t 3 \t 10 \t -1 \t 11\n", + "4 \t 19 \t 10 \t 1 \t 9 \t 53 \t -582\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -160 \t 1757\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 213 \t -2339\n", + "\t\t\t\t\t -373 \t 4096\n", + "GCD(39203, 3570) = 1, with coefficients -373 and 4096 such that 1 = (-373)*39203 + (4096)*3570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3571 \t 10 \t 3493 \t 1 \t 0\n", + "1 \t 3571 \t 3493 \t 1 \t 78 \t 0 \t 1\n", + "2 \t 3493 \t 78 \t 44 \t 61 \t 1 \t -10\n", + "3 \t 78 \t 61 \t 1 \t 17 \t -1 \t 11\n", + "4 \t 61 \t 17 \t 3 \t 10 \t 45 \t -494\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -46 \t 505\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 183 \t -2009\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -229 \t 2514\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 412 \t -4523\n", + "\t\t\t\t\t -1053 \t 11560\n", + "GCD(39203, 3571) = 1, with coefficients -1053 and 11560 such that 1 = (-1053)*39203 + (11560)*3571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3572 \t 10 \t 3483 \t 1 \t 0\n", + "1 \t 3572 \t 3483 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 3483 \t 89 \t 39 \t 12 \t 1 \t -10\n", + "3 \t 89 \t 12 \t 7 \t 5 \t -1 \t 11\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 40 \t -439\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -281 \t 3084\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 602 \t -6607\n", + "\t\t\t\t\t -1485 \t 16298\n", + "GCD(39203, 3572) = 1, with coefficients -1485 and 16298 such that 1 = (-1485)*39203 + (16298)*3572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3573 \t 10 \t 3473 \t 1 \t 0\n", + "1 \t 3573 \t 3473 \t 1 \t 100 \t 0 \t 1\n", + "2 \t 3473 \t 100 \t 34 \t 73 \t 1 \t -10\n", + "3 \t 100 \t 73 \t 1 \t 27 \t -1 \t 11\n", + "4 \t 73 \t 27 \t 2 \t 19 \t 35 \t -384\n", + "5 \t 27 \t 19 \t 1 \t 8 \t -36 \t 395\n", + "6 \t 19 \t 8 \t 2 \t 3 \t 107 \t -1174\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -143 \t 1569\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 393 \t -4312\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -929 \t 10193\n", + "\t\t\t\t\t 1322 \t -14505\n", + "GCD(39203, 3573) = 1, with coefficients 1322 and -14505 such that 1 = (1322)*39203 + (-14505)*3573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3574 \t 10 \t 3463 \t 1 \t 0\n", + "1 \t 3574 \t 3463 \t 1 \t 111 \t 0 \t 1\n", + "2 \t 3463 \t 111 \t 31 \t 22 \t 1 \t -10\n", + "3 \t 111 \t 22 \t 5 \t 1 \t -1 \t 11\n", + "4 \t 22 \t 1 \t 22 \t 0 \t 32 \t -351\n", + "\t\t\t\t\t -161 \t 1766\n", + "GCD(39203, 3574) = 1, with coefficients -161 and 1766 such that 1 = (-161)*39203 + (1766)*3574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3575 \t 10 \t 3453 \t 1 \t 0\n", + "1 \t 3575 \t 3453 \t 1 \t 122 \t 0 \t 1\n", + "2 \t 3453 \t 122 \t 28 \t 37 \t 1 \t -10\n", + "3 \t 122 \t 37 \t 3 \t 11 \t -1 \t 11\n", + "4 \t 37 \t 11 \t 3 \t 4 \t 29 \t -318\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -88 \t 965\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 293 \t -3213\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -674 \t 7391\n", + "\t\t\t\t\t 967 \t -10604\n", + "GCD(39203, 3575) = 1, with coefficients 967 and -10604 such that 1 = (967)*39203 + (-10604)*3575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3576 \t 10 \t 3443 \t 1 \t 0\n", + "1 \t 3576 \t 3443 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 3443 \t 133 \t 25 \t 118 \t 1 \t -10\n", + "3 \t 133 \t 118 \t 1 \t 15 \t -1 \t 11\n", + "4 \t 118 \t 15 \t 7 \t 13 \t 26 \t -285\n", + "5 \t 15 \t 13 \t 1 \t 2 \t -27 \t 296\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 215 \t -2357\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -242 \t 2653\n", + "\t\t\t\t\t 1667 \t -18275\n", + "GCD(39203, 3576) = 1, with coefficients 1667 and -18275 such that 1 = (1667)*39203 + (-18275)*3576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3577 \t 10 \t 3433 \t 1 \t 0\n", + "1 \t 3577 \t 3433 \t 1 \t 144 \t 0 \t 1\n", + "2 \t 3433 \t 144 \t 23 \t 121 \t 1 \t -10\n", + "3 \t 144 \t 121 \t 1 \t 23 \t -1 \t 11\n", + "4 \t 121 \t 23 \t 5 \t 6 \t 24 \t -263\n", + "5 \t 23 \t 6 \t 3 \t 5 \t -25 \t 274\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 149 \t -1633\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -472 \t 5173\n", + "\t\t\t\t\t 621 \t -6806\n", + "GCD(39203, 3577) = 1, with coefficients 621 and -6806 such that 1 = (621)*39203 + (-6806)*3577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3578 \t 10 \t 3423 \t 1 \t 0\n", + "1 \t 3578 \t 3423 \t 1 \t 155 \t 0 \t 1\n", + "2 \t 3423 \t 155 \t 22 \t 13 \t 1 \t -10\n", + "3 \t 155 \t 13 \t 11 \t 12 \t -1 \t 11\n", + "4 \t 13 \t 12 \t 1 \t 1 \t 23 \t -252\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -254 \t 2783\n", + "\t\t\t\t\t 277 \t -3035\n", + "GCD(39203, 3578) = 1, with coefficients 277 and -3035 such that 1 = (277)*39203 + (-3035)*3578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3579 \t 10 \t 3413 \t 1 \t 0\n", + "1 \t 3579 \t 3413 \t 1 \t 166 \t 0 \t 1\n", + "2 \t 3413 \t 166 \t 20 \t 93 \t 1 \t -10\n", + "3 \t 166 \t 93 \t 1 \t 73 \t -1 \t 11\n", + "4 \t 93 \t 73 \t 1 \t 20 \t 21 \t -230\n", + "5 \t 73 \t 20 \t 3 \t 13 \t -22 \t 241\n", + "6 \t 20 \t 13 \t 1 \t 7 \t 43 \t -471\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -151 \t 1654\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 194 \t -2125\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -345 \t 3779\n", + "\t\t\t\t\t 539 \t -5904\n", + "GCD(39203, 3579) = 1, with coefficients 539 and -5904 such that 1 = (539)*39203 + (-5904)*3579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3580 \t 10 \t 3403 \t 1 \t 0\n", + "1 \t 3580 \t 3403 \t 1 \t 177 \t 0 \t 1\n", + "2 \t 3403 \t 177 \t 19 \t 40 \t 1 \t -10\n", + "3 \t 177 \t 40 \t 4 \t 17 \t -1 \t 11\n", + "4 \t 40 \t 17 \t 2 \t 6 \t 20 \t -219\n", + "5 \t 17 \t 6 \t 2 \t 5 \t -81 \t 887\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 182 \t -1993\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -445 \t 4873\n", + "\t\t\t\t\t 627 \t -6866\n", + "GCD(39203, 3580) = 1, with coefficients 627 and -6866 such that 1 = (627)*39203 + (-6866)*3580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3581 \t 10 \t 3393 \t 1 \t 0\n", + "1 \t 3581 \t 3393 \t 1 \t 188 \t 0 \t 1\n", + "2 \t 3393 \t 188 \t 18 \t 9 \t 1 \t -10\n", + "3 \t 188 \t 9 \t 20 \t 8 \t -1 \t 11\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 19 \t -208\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -381 \t 4171\n", + "\t\t\t\t\t 400 \t -4379\n", + "GCD(39203, 3581) = 1, with coefficients 400 and -4379 such that 1 = (400)*39203 + (-4379)*3581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3582 \t 10 \t 3383 \t 1 \t 0\n", + "1 \t 3582 \t 3383 \t 1 \t 199 \t 0 \t 1\n", + "2 \t 3383 \t 199 \t 17 \t 0 \t 1 \t -10\n", + "\t\t\t\t\t -1 \t 11\n", + "GCD(39203, 3582) = 199, with coefficients -1 and 11 such that 199 = (-1)*39203 + (11)*3582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3583 \t 10 \t 3373 \t 1 \t 0\n", + "1 \t 3583 \t 3373 \t 1 \t 210 \t 0 \t 1\n", + "2 \t 3373 \t 210 \t 16 \t 13 \t 1 \t -10\n", + "3 \t 210 \t 13 \t 16 \t 2 \t -1 \t 11\n", + "4 \t 13 \t 2 \t 6 \t 1 \t 17 \t -186\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -273 \t 2987\n", + "\t\t\t\t\t 1655 \t -18108\n", + "GCD(39203, 3583) = 1, with coefficients 1655 and -18108 such that 1 = (1655)*39203 + (-18108)*3583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3584 \t 10 \t 3363 \t 1 \t 0\n", + "1 \t 3584 \t 3363 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 3363 \t 221 \t 15 \t 48 \t 1 \t -10\n", + "3 \t 221 \t 48 \t 4 \t 29 \t -1 \t 11\n", + "4 \t 48 \t 29 \t 1 \t 19 \t 16 \t -175\n", + "5 \t 29 \t 19 \t 1 \t 10 \t -65 \t 711\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 81 \t -886\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -146 \t 1597\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 227 \t -2483\n", + "\t\t\t\t\t -373 \t 4080\n", + "GCD(39203, 3584) = 1, with coefficients -373 and 4080 such that 1 = (-373)*39203 + (4080)*3584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3585 \t 10 \t 3353 \t 1 \t 0\n", + "1 \t 3585 \t 3353 \t 1 \t 232 \t 0 \t 1\n", + "2 \t 3353 \t 232 \t 14 \t 105 \t 1 \t -10\n", + "3 \t 232 \t 105 \t 2 \t 22 \t -1 \t 11\n", + "4 \t 105 \t 22 \t 4 \t 17 \t 15 \t -164\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -31 \t 339\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 139 \t -1520\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -170 \t 1859\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 649 \t -7097\n", + "\t\t\t\t\t -1468 \t 16053\n", + "GCD(39203, 3585) = 1, with coefficients -1468 and 16053 such that 1 = (-1468)*39203 + (16053)*3585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3586 \t 10 \t 3343 \t 1 \t 0\n", + "1 \t 3586 \t 3343 \t 1 \t 243 \t 0 \t 1\n", + "2 \t 3343 \t 243 \t 13 \t 184 \t 1 \t -10\n", + "3 \t 243 \t 184 \t 1 \t 59 \t -1 \t 11\n", + "4 \t 184 \t 59 \t 3 \t 7 \t 14 \t -153\n", + "5 \t 59 \t 7 \t 8 \t 3 \t -15 \t 164\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 59 \t -645\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -487 \t 5324\n", + "\t\t\t\t\t 1033 \t -11293\n", + "GCD(39203, 3586) = 1, with coefficients 1033 and -11293 such that 1 = (1033)*39203 + (-11293)*3586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3587 \t 10 \t 3333 \t 1 \t 0\n", + "1 \t 3587 \t 3333 \t 1 \t 254 \t 0 \t 1\n", + "2 \t 3333 \t 254 \t 13 \t 31 \t 1 \t -10\n", + "3 \t 254 \t 31 \t 8 \t 6 \t -1 \t 11\n", + "4 \t 31 \t 6 \t 5 \t 1 \t 14 \t -153\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -113 \t 1235\n", + "\t\t\t\t\t 579 \t -6328\n", + "GCD(39203, 3587) = 1, with coefficients 579 and -6328 such that 1 = (579)*39203 + (-6328)*3587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3588 \t 10 \t 3323 \t 1 \t 0\n", + "1 \t 3588 \t 3323 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 3323 \t 265 \t 12 \t 143 \t 1 \t -10\n", + "3 \t 265 \t 143 \t 1 \t 122 \t -1 \t 11\n", + "4 \t 143 \t 122 \t 1 \t 21 \t 13 \t -142\n", + "5 \t 122 \t 21 \t 5 \t 17 \t -14 \t 153\n", + "6 \t 21 \t 17 \t 1 \t 4 \t 27 \t -295\n", + "7 \t 17 \t 4 \t 4 \t 1 \t -149 \t 1628\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 176 \t -1923\n", + "\t\t\t\t\t -853 \t 9320\n", + "GCD(39203, 3588) = 1, with coefficients -853 and 9320 such that 1 = (-853)*39203 + (9320)*3588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3589 \t 10 \t 3313 \t 1 \t 0\n", + "1 \t 3589 \t 3313 \t 1 \t 276 \t 0 \t 1\n", + "2 \t 3313 \t 276 \t 12 \t 1 \t 1 \t -10\n", + "3 \t 276 \t 1 \t 276 \t 0 \t -1 \t 11\n", + "\t\t\t\t\t 13 \t -142\n", + "GCD(39203, 3589) = 1, with coefficients 13 and -142 such that 1 = (13)*39203 + (-142)*3589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3590 \t 10 \t 3303 \t 1 \t 0\n", + "1 \t 3590 \t 3303 \t 1 \t 287 \t 0 \t 1\n", + "2 \t 3303 \t 287 \t 11 \t 146 \t 1 \t -10\n", + "3 \t 287 \t 146 \t 1 \t 141 \t -1 \t 11\n", + "4 \t 146 \t 141 \t 1 \t 5 \t 12 \t -131\n", + "5 \t 141 \t 5 \t 28 \t 1 \t -13 \t 142\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 25 \t -273\n", + "\t\t\t\t\t -713 \t 7786\n", + "GCD(39203, 3590) = 1, with coefficients -713 and 7786 such that 1 = (-713)*39203 + (7786)*3590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3591 \t 10 \t 3293 \t 1 \t 0\n", + "1 \t 3591 \t 3293 \t 1 \t 298 \t 0 \t 1\n", + "2 \t 3293 \t 298 \t 11 \t 15 \t 1 \t -10\n", + "3 \t 298 \t 15 \t 19 \t 13 \t -1 \t 11\n", + "4 \t 15 \t 13 \t 1 \t 2 \t 12 \t -131\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -229 \t 2500\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 241 \t -2631\n", + "\t\t\t\t\t -1675 \t 18286\n", + "GCD(39203, 3591) = 1, with coefficients -1675 and 18286 such that 1 = (-1675)*39203 + (18286)*3591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3592 \t 10 \t 3283 \t 1 \t 0\n", + "1 \t 3592 \t 3283 \t 1 \t 309 \t 0 \t 1\n", + "2 \t 3283 \t 309 \t 10 \t 193 \t 1 \t -10\n", + "3 \t 309 \t 193 \t 1 \t 116 \t -1 \t 11\n", + "4 \t 193 \t 116 \t 1 \t 77 \t 11 \t -120\n", + "5 \t 116 \t 77 \t 1 \t 39 \t -12 \t 131\n", + "6 \t 77 \t 39 \t 1 \t 38 \t 23 \t -251\n", + "7 \t 39 \t 38 \t 1 \t 1 \t -35 \t 382\n", + "8 \t 38 \t 1 \t 38 \t 0 \t 58 \t -633\n", + "\t\t\t\t\t -93 \t 1015\n", + "GCD(39203, 3592) = 1, with coefficients -93 and 1015 such that 1 = (-93)*39203 + (1015)*3592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3593 \t 10 \t 3273 \t 1 \t 0\n", + "1 \t 3593 \t 3273 \t 1 \t 320 \t 0 \t 1\n", + "2 \t 3273 \t 320 \t 10 \t 73 \t 1 \t -10\n", + "3 \t 320 \t 73 \t 4 \t 28 \t -1 \t 11\n", + "4 \t 73 \t 28 \t 2 \t 17 \t 11 \t -120\n", + "5 \t 28 \t 17 \t 1 \t 11 \t -45 \t 491\n", + "6 \t 17 \t 11 \t 1 \t 6 \t 101 \t -1102\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -146 \t 1593\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 247 \t -2695\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -393 \t 4288\n", + "\t\t\t\t\t 640 \t -6983\n", + "GCD(39203, 3593) = 1, with coefficients 640 and -6983 such that 1 = (640)*39203 + (-6983)*3593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3594 \t 10 \t 3263 \t 1 \t 0\n", + "1 \t 3594 \t 3263 \t 1 \t 331 \t 0 \t 1\n", + "2 \t 3263 \t 331 \t 9 \t 284 \t 1 \t -10\n", + "3 \t 331 \t 284 \t 1 \t 47 \t -1 \t 11\n", + "4 \t 284 \t 47 \t 6 \t 2 \t 10 \t -109\n", + "5 \t 47 \t 2 \t 23 \t 1 \t -11 \t 120\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 76 \t -829\n", + "\t\t\t\t\t -1759 \t 19187\n", + "GCD(39203, 3594) = 1, with coefficients -1759 and 19187 such that 1 = (-1759)*39203 + (19187)*3594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3595 \t 10 \t 3253 \t 1 \t 0\n", + "1 \t 3595 \t 3253 \t 1 \t 342 \t 0 \t 1\n", + "2 \t 3253 \t 342 \t 9 \t 175 \t 1 \t -10\n", + "3 \t 342 \t 175 \t 1 \t 167 \t -1 \t 11\n", + "4 \t 175 \t 167 \t 1 \t 8 \t 10 \t -109\n", + "5 \t 167 \t 8 \t 20 \t 7 \t -11 \t 120\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 21 \t -229\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -431 \t 4700\n", + "\t\t\t\t\t 452 \t -4929\n", + "GCD(39203, 3595) = 1, with coefficients 452 and -4929 such that 1 = (452)*39203 + (-4929)*3595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3596 \t 10 \t 3243 \t 1 \t 0\n", + "1 \t 3596 \t 3243 \t 1 \t 353 \t 0 \t 1\n", + "2 \t 3243 \t 353 \t 9 \t 66 \t 1 \t -10\n", + "3 \t 353 \t 66 \t 5 \t 23 \t -1 \t 11\n", + "4 \t 66 \t 23 \t 2 \t 20 \t 10 \t -109\n", + "5 \t 23 \t 20 \t 1 \t 3 \t -51 \t 556\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 112 \t -1221\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -163 \t 1777\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1090 \t -11883\n", + "\t\t\t\t\t -1253 \t 13660\n", + "GCD(39203, 3596) = 1, with coefficients -1253 and 13660 such that 1 = (-1253)*39203 + (13660)*3596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3597 \t 10 \t 3233 \t 1 \t 0\n", + "1 \t 3597 \t 3233 \t 1 \t 364 \t 0 \t 1\n", + "2 \t 3233 \t 364 \t 8 \t 321 \t 1 \t -10\n", + "3 \t 364 \t 321 \t 1 \t 43 \t -1 \t 11\n", + "4 \t 321 \t 43 \t 7 \t 20 \t 9 \t -98\n", + "5 \t 43 \t 20 \t 2 \t 3 \t -10 \t 109\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 79 \t -861\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -168 \t 1831\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1087 \t -11847\n", + "\t\t\t\t\t -1255 \t 13678\n", + "GCD(39203, 3597) = 1, with coefficients -1255 and 13678 such that 1 = (-1255)*39203 + (13678)*3597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3598 \t 10 \t 3223 \t 1 \t 0\n", + "1 \t 3598 \t 3223 \t 1 \t 375 \t 0 \t 1\n", + "2 \t 3223 \t 375 \t 8 \t 223 \t 1 \t -10\n", + "3 \t 375 \t 223 \t 1 \t 152 \t -1 \t 11\n", + "4 \t 223 \t 152 \t 1 \t 71 \t 9 \t -98\n", + "5 \t 152 \t 71 \t 2 \t 10 \t -10 \t 109\n", + "6 \t 71 \t 10 \t 7 \t 1 \t 19 \t -207\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -48 \t 523\n", + "\t\t\t\t\t 355 \t -3868\n", + "GCD(39203, 3598) = 1, with coefficients 355 and -3868 such that 1 = (355)*39203 + (-3868)*3598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3599 \t 10 \t 3213 \t 1 \t 0\n", + "1 \t 3599 \t 3213 \t 1 \t 386 \t 0 \t 1\n", + "2 \t 3213 \t 386 \t 8 \t 125 \t 1 \t -10\n", + "3 \t 386 \t 125 \t 3 \t 11 \t -1 \t 11\n", + "4 \t 125 \t 11 \t 11 \t 4 \t 9 \t -98\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -28 \t 305\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 317 \t -3453\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -662 \t 7211\n", + "\t\t\t\t\t 979 \t -10664\n", + "GCD(39203, 3599) = 1, with coefficients 979 and -10664 such that 1 = (979)*39203 + (-10664)*3599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3600 \t 10 \t 3203 \t 1 \t 0\n", + "1 \t 3600 \t 3203 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 3203 \t 397 \t 8 \t 27 \t 1 \t -10\n", + "3 \t 397 \t 27 \t 14 \t 19 \t -1 \t 11\n", + "4 \t 27 \t 19 \t 1 \t 8 \t 9 \t -98\n", + "5 \t 19 \t 8 \t 2 \t 3 \t -127 \t 1383\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 136 \t -1481\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -399 \t 4345\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 934 \t -10171\n", + "\t\t\t\t\t -1333 \t 14516\n", + "GCD(39203, 3600) = 1, with coefficients -1333 and 14516 such that 1 = (-1333)*39203 + (14516)*3600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3601 \t 10 \t 3193 \t 1 \t 0\n", + "1 \t 3601 \t 3193 \t 1 \t 408 \t 0 \t 1\n", + "2 \t 3193 \t 408 \t 7 \t 337 \t 1 \t -10\n", + "3 \t 408 \t 337 \t 1 \t 71 \t -1 \t 11\n", + "4 \t 337 \t 71 \t 4 \t 53 \t 8 \t -87\n", + "5 \t 71 \t 53 \t 1 \t 18 \t -9 \t 98\n", + "6 \t 53 \t 18 \t 2 \t 17 \t 44 \t -479\n", + "7 \t 18 \t 17 \t 1 \t 1 \t -53 \t 577\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 150 \t -1633\n", + "\t\t\t\t\t -203 \t 2210\n", + "GCD(39203, 3601) = 1, with coefficients -203 and 2210 such that 1 = (-203)*39203 + (2210)*3601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3602 \t 10 \t 3183 \t 1 \t 0\n", + "1 \t 3602 \t 3183 \t 1 \t 419 \t 0 \t 1\n", + "2 \t 3183 \t 419 \t 7 \t 250 \t 1 \t -10\n", + "3 \t 419 \t 250 \t 1 \t 169 \t -1 \t 11\n", + "4 \t 250 \t 169 \t 1 \t 81 \t 8 \t -87\n", + "5 \t 169 \t 81 \t 2 \t 7 \t -9 \t 98\n", + "6 \t 81 \t 7 \t 11 \t 4 \t 17 \t -185\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -43 \t 468\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 490 \t -5333\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -533 \t 5801\n", + "\t\t\t\t\t 1023 \t -11134\n", + "GCD(39203, 3602) = 1, with coefficients 1023 and -11134 such that 1 = (1023)*39203 + (-11134)*3602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3603 \t 10 \t 3173 \t 1 \t 0\n", + "1 \t 3603 \t 3173 \t 1 \t 430 \t 0 \t 1\n", + "2 \t 3173 \t 430 \t 7 \t 163 \t 1 \t -10\n", + "3 \t 430 \t 163 \t 2 \t 104 \t -1 \t 11\n", + "4 \t 163 \t 104 \t 1 \t 59 \t 8 \t -87\n", + "5 \t 104 \t 59 \t 1 \t 45 \t -17 \t 185\n", + "6 \t 59 \t 45 \t 1 \t 14 \t 25 \t -272\n", + "7 \t 45 \t 14 \t 3 \t 3 \t -42 \t 457\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 67 \t -729\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -243 \t 2644\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1039 \t -11305\n", + "\t\t\t\t\t -1282 \t 13949\n", + "GCD(39203, 3603) = 1, with coefficients -1282 and 13949 such that 1 = (-1282)*39203 + (13949)*3603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3604 \t 10 \t 3163 \t 1 \t 0\n", + "1 \t 3604 \t 3163 \t 1 \t 441 \t 0 \t 1\n", + "2 \t 3163 \t 441 \t 7 \t 76 \t 1 \t -10\n", + "3 \t 441 \t 76 \t 5 \t 61 \t -1 \t 11\n", + "4 \t 76 \t 61 \t 1 \t 15 \t 8 \t -87\n", + "5 \t 61 \t 15 \t 4 \t 1 \t -41 \t 446\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 49 \t -533\n", + "\t\t\t\t\t -237 \t 2578\n", + "GCD(39203, 3604) = 1, with coefficients -237 and 2578 such that 1 = (-237)*39203 + (2578)*3604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3605 \t 10 \t 3153 \t 1 \t 0\n", + "1 \t 3605 \t 3153 \t 1 \t 452 \t 0 \t 1\n", + "2 \t 3153 \t 452 \t 6 \t 441 \t 1 \t -10\n", + "3 \t 452 \t 441 \t 1 \t 11 \t -1 \t 11\n", + "4 \t 441 \t 11 \t 40 \t 1 \t 7 \t -76\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -8 \t 87\n", + "\t\t\t\t\t 327 \t -3556\n", + "GCD(39203, 3605) = 1, with coefficients 327 and -3556 such that 1 = (327)*39203 + (-3556)*3605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3606 \t 10 \t 3143 \t 1 \t 0\n", + "1 \t 3606 \t 3143 \t 1 \t 463 \t 0 \t 1\n", + "2 \t 3143 \t 463 \t 6 \t 365 \t 1 \t -10\n", + "3 \t 463 \t 365 \t 1 \t 98 \t -1 \t 11\n", + "4 \t 365 \t 98 \t 3 \t 71 \t 7 \t -76\n", + "5 \t 98 \t 71 \t 1 \t 27 \t -8 \t 87\n", + "6 \t 71 \t 27 \t 2 \t 17 \t 31 \t -337\n", + "7 \t 27 \t 17 \t 1 \t 10 \t -39 \t 424\n", + "8 \t 17 \t 10 \t 1 \t 7 \t 109 \t -1185\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -148 \t 1609\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 257 \t -2794\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -405 \t 4403\n", + "\t\t\t\t\t 1067 \t -11600\n", + "GCD(39203, 3606) = 1, with coefficients 1067 and -11600 such that 1 = (1067)*39203 + (-11600)*3606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3607 \t 10 \t 3133 \t 1 \t 0\n", + "1 \t 3607 \t 3133 \t 1 \t 474 \t 0 \t 1\n", + "2 \t 3133 \t 474 \t 6 \t 289 \t 1 \t -10\n", + "3 \t 474 \t 289 \t 1 \t 185 \t -1 \t 11\n", + "4 \t 289 \t 185 \t 1 \t 104 \t 7 \t -76\n", + "5 \t 185 \t 104 \t 1 \t 81 \t -8 \t 87\n", + "6 \t 104 \t 81 \t 1 \t 23 \t 15 \t -163\n", + "7 \t 81 \t 23 \t 3 \t 12 \t -23 \t 250\n", + "8 \t 23 \t 12 \t 1 \t 11 \t 38 \t -413\n", + "9 \t 12 \t 11 \t 1 \t 1 \t -137 \t 1489\n", + "10 \t 11 \t 1 \t 11 \t 0 \t 175 \t -1902\n", + "\t\t\t\t\t -312 \t 3391\n", + "GCD(39203, 3607) = 1, with coefficients -312 and 3391 such that 1 = (-312)*39203 + (3391)*3607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3608 \t 10 \t 3123 \t 1 \t 0\n", + "1 \t 3608 \t 3123 \t 1 \t 485 \t 0 \t 1\n", + "2 \t 3123 \t 485 \t 6 \t 213 \t 1 \t -10\n", + "3 \t 485 \t 213 \t 2 \t 59 \t -1 \t 11\n", + "4 \t 213 \t 59 \t 3 \t 36 \t 7 \t -76\n", + "5 \t 59 \t 36 \t 1 \t 23 \t -15 \t 163\n", + "6 \t 36 \t 23 \t 1 \t 13 \t 52 \t -565\n", + "7 \t 23 \t 13 \t 1 \t 10 \t -67 \t 728\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 119 \t -1293\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -186 \t 2021\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 305 \t -3314\n", + "\t\t\t\t\t -1101 \t 11963\n", + "GCD(39203, 3608) = 1, with coefficients -1101 and 11963 such that 1 = (-1101)*39203 + (11963)*3608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3609 \t 10 \t 3113 \t 1 \t 0\n", + "1 \t 3609 \t 3113 \t 1 \t 496 \t 0 \t 1\n", + "2 \t 3113 \t 496 \t 6 \t 137 \t 1 \t -10\n", + "3 \t 496 \t 137 \t 3 \t 85 \t -1 \t 11\n", + "4 \t 137 \t 85 \t 1 \t 52 \t 7 \t -76\n", + "5 \t 85 \t 52 \t 1 \t 33 \t -22 \t 239\n", + "6 \t 52 \t 33 \t 1 \t 19 \t 29 \t -315\n", + "7 \t 33 \t 19 \t 1 \t 14 \t -51 \t 554\n", + "8 \t 19 \t 14 \t 1 \t 5 \t 80 \t -869\n", + "9 \t 14 \t 5 \t 2 \t 4 \t -131 \t 1423\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 211 \t -2292\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -553 \t 6007\n", + "\t\t\t\t\t 764 \t -8299\n", + "GCD(39203, 3609) = 1, with coefficients 764 and -8299 such that 1 = (764)*39203 + (-8299)*3609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3610 \t 10 \t 3103 \t 1 \t 0\n", + "1 \t 3610 \t 3103 \t 1 \t 507 \t 0 \t 1\n", + "2 \t 3103 \t 507 \t 6 \t 61 \t 1 \t -10\n", + "3 \t 507 \t 61 \t 8 \t 19 \t -1 \t 11\n", + "4 \t 61 \t 19 \t 3 \t 4 \t 7 \t -76\n", + "5 \t 19 \t 4 \t 4 \t 3 \t -57 \t 619\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 178 \t -1933\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -769 \t 8351\n", + "\t\t\t\t\t 947 \t -10284\n", + "GCD(39203, 3610) = 1, with coefficients 947 and -10284 such that 1 = (947)*39203 + (-10284)*3610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3611 \t 10 \t 3093 \t 1 \t 0\n", + "1 \t 3611 \t 3093 \t 1 \t 518 \t 0 \t 1\n", + "2 \t 3093 \t 518 \t 5 \t 503 \t 1 \t -10\n", + "3 \t 518 \t 503 \t 1 \t 15 \t -1 \t 11\n", + "4 \t 503 \t 15 \t 33 \t 8 \t 6 \t -65\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -7 \t 76\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 237 \t -2573\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -244 \t 2649\n", + "\t\t\t\t\t 481 \t -5222\n", + "GCD(39203, 3611) = 1, with coefficients 481 and -5222 such that 1 = (481)*39203 + (-5222)*3611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3612 \t 10 \t 3083 \t 1 \t 0\n", + "1 \t 3612 \t 3083 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 3083 \t 529 \t 5 \t 438 \t 1 \t -10\n", + "3 \t 529 \t 438 \t 1 \t 91 \t -1 \t 11\n", + "4 \t 438 \t 91 \t 4 \t 74 \t 6 \t -65\n", + "5 \t 91 \t 74 \t 1 \t 17 \t -7 \t 76\n", + "6 \t 74 \t 17 \t 4 \t 6 \t 34 \t -369\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -41 \t 445\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 198 \t -2149\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -437 \t 4743\n", + "\t\t\t\t\t 635 \t -6892\n", + "GCD(39203, 3612) = 1, with coefficients 635 and -6892 such that 1 = (635)*39203 + (-6892)*3612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3613 \t 10 \t 3073 \t 1 \t 0\n", + "1 \t 3613 \t 3073 \t 1 \t 540 \t 0 \t 1\n", + "2 \t 3073 \t 540 \t 5 \t 373 \t 1 \t -10\n", + "3 \t 540 \t 373 \t 1 \t 167 \t -1 \t 11\n", + "4 \t 373 \t 167 \t 2 \t 39 \t 6 \t -65\n", + "5 \t 167 \t 39 \t 4 \t 11 \t -7 \t 76\n", + "6 \t 39 \t 11 \t 3 \t 6 \t 20 \t -217\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -87 \t 944\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 281 \t -3049\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -368 \t 3993\n", + "\t\t\t\t\t 649 \t -7042\n", + "GCD(39203, 3613) = 1, with coefficients 649 and -7042 such that 1 = (649)*39203 + (-7042)*3613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3614 \t 10 \t 3063 \t 1 \t 0\n", + "1 \t 3614 \t 3063 \t 1 \t 551 \t 0 \t 1\n", + "2 \t 3063 \t 551 \t 5 \t 308 \t 1 \t -10\n", + "3 \t 551 \t 308 \t 1 \t 243 \t -1 \t 11\n", + "4 \t 308 \t 243 \t 1 \t 65 \t 6 \t -65\n", + "5 \t 243 \t 65 \t 3 \t 48 \t -7 \t 76\n", + "6 \t 65 \t 48 \t 1 \t 17 \t 13 \t -141\n", + "7 \t 48 \t 17 \t 2 \t 14 \t -46 \t 499\n", + "8 \t 17 \t 14 \t 1 \t 3 \t 59 \t -640\n", + "9 \t 14 \t 3 \t 4 \t 2 \t -164 \t 1779\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 223 \t -2419\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1056 \t 11455\n", + "\t\t\t\t\t 1279 \t -13874\n", + "GCD(39203, 3614) = 1, with coefficients 1279 and -13874 such that 1 = (1279)*39203 + (-13874)*3614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3615 \t 10 \t 3053 \t 1 \t 0\n", + "1 \t 3615 \t 3053 \t 1 \t 562 \t 0 \t 1\n", + "2 \t 3053 \t 562 \t 5 \t 243 \t 1 \t -10\n", + "3 \t 562 \t 243 \t 2 \t 76 \t -1 \t 11\n", + "4 \t 243 \t 76 \t 3 \t 15 \t 6 \t -65\n", + "5 \t 76 \t 15 \t 5 \t 1 \t -13 \t 141\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 45 \t -488\n", + "\t\t\t\t\t -238 \t 2581\n", + "GCD(39203, 3615) = 1, with coefficients -238 and 2581 such that 1 = (-238)*39203 + (2581)*3615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3616 \t 10 \t 3043 \t 1 \t 0\n", + "1 \t 3616 \t 3043 \t 1 \t 573 \t 0 \t 1\n", + "2 \t 3043 \t 573 \t 5 \t 178 \t 1 \t -10\n", + "3 \t 573 \t 178 \t 3 \t 39 \t -1 \t 11\n", + "4 \t 178 \t 39 \t 4 \t 22 \t 6 \t -65\n", + "5 \t 39 \t 22 \t 1 \t 17 \t -19 \t 206\n", + "6 \t 22 \t 17 \t 1 \t 5 \t 82 \t -889\n", + "7 \t 17 \t 5 \t 3 \t 2 \t -101 \t 1095\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 183 \t -1984\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -650 \t 7047\n", + "\t\t\t\t\t 1483 \t -16078\n", + "GCD(39203, 3616) = 1, with coefficients 1483 and -16078 such that 1 = (1483)*39203 + (-16078)*3616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3617 \t 10 \t 3033 \t 1 \t 0\n", + "1 \t 3617 \t 3033 \t 1 \t 584 \t 0 \t 1\n", + "2 \t 3033 \t 584 \t 5 \t 113 \t 1 \t -10\n", + "3 \t 584 \t 113 \t 5 \t 19 \t -1 \t 11\n", + "4 \t 113 \t 19 \t 5 \t 18 \t 6 \t -65\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -31 \t 336\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 161 \t -1745\n", + "\t\t\t\t\t -192 \t 2081\n", + "GCD(39203, 3617) = 1, with coefficients -192 and 2081 such that 1 = (-192)*39203 + (2081)*3617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3618 \t 10 \t 3023 \t 1 \t 0\n", + "1 \t 3618 \t 3023 \t 1 \t 595 \t 0 \t 1\n", + "2 \t 3023 \t 595 \t 5 \t 48 \t 1 \t -10\n", + "3 \t 595 \t 48 \t 12 \t 19 \t -1 \t 11\n", + "4 \t 48 \t 19 \t 2 \t 10 \t 6 \t -65\n", + "5 \t 19 \t 10 \t 1 \t 9 \t -73 \t 791\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 152 \t -1647\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -225 \t 2438\n", + "\t\t\t\t\t 377 \t -4085\n", + "GCD(39203, 3618) = 1, with coefficients 377 and -4085 such that 1 = (377)*39203 + (-4085)*3618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3619 \t 10 \t 3013 \t 1 \t 0\n", + "1 \t 3619 \t 3013 \t 1 \t 606 \t 0 \t 1\n", + "2 \t 3013 \t 606 \t 4 \t 589 \t 1 \t -10\n", + "3 \t 606 \t 589 \t 1 \t 17 \t -1 \t 11\n", + "4 \t 589 \t 17 \t 34 \t 11 \t 5 \t -54\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -6 \t 65\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 209 \t -2264\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -215 \t 2329\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 424 \t -4593\n", + "\t\t\t\t\t -639 \t 6922\n", + "GCD(39203, 3619) = 1, with coefficients -639 and 6922 such that 1 = (-639)*39203 + (6922)*3619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3620 \t 10 \t 3003 \t 1 \t 0\n", + "1 \t 3620 \t 3003 \t 1 \t 617 \t 0 \t 1\n", + "2 \t 3003 \t 617 \t 4 \t 535 \t 1 \t -10\n", + "3 \t 617 \t 535 \t 1 \t 82 \t -1 \t 11\n", + "4 \t 535 \t 82 \t 6 \t 43 \t 5 \t -54\n", + "5 \t 82 \t 43 \t 1 \t 39 \t -6 \t 65\n", + "6 \t 43 \t 39 \t 1 \t 4 \t 41 \t -444\n", + "7 \t 39 \t 4 \t 9 \t 3 \t -47 \t 509\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 88 \t -953\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -839 \t 9086\n", + "\t\t\t\t\t 927 \t -10039\n", + "GCD(39203, 3620) = 1, with coefficients 927 and -10039 such that 1 = (927)*39203 + (-10039)*3620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3621 \t 10 \t 2993 \t 1 \t 0\n", + "1 \t 3621 \t 2993 \t 1 \t 628 \t 0 \t 1\n", + "2 \t 2993 \t 628 \t 4 \t 481 \t 1 \t -10\n", + "3 \t 628 \t 481 \t 1 \t 147 \t -1 \t 11\n", + "4 \t 481 \t 147 \t 3 \t 40 \t 5 \t -54\n", + "5 \t 147 \t 40 \t 3 \t 27 \t -6 \t 65\n", + "6 \t 40 \t 27 \t 1 \t 13 \t 23 \t -249\n", + "7 \t 27 \t 13 \t 2 \t 1 \t -75 \t 812\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 98 \t -1061\n", + "\t\t\t\t\t -271 \t 2934\n", + "GCD(39203, 3621) = 1, with coefficients -271 and 2934 such that 1 = (-271)*39203 + (2934)*3621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3622 \t 10 \t 2983 \t 1 \t 0\n", + "1 \t 3622 \t 2983 \t 1 \t 639 \t 0 \t 1\n", + "2 \t 2983 \t 639 \t 4 \t 427 \t 1 \t -10\n", + "3 \t 639 \t 427 \t 1 \t 212 \t -1 \t 11\n", + "4 \t 427 \t 212 \t 2 \t 3 \t 5 \t -54\n", + "5 \t 212 \t 3 \t 70 \t 2 \t -6 \t 65\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 17 \t -184\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1196 \t 12945\n", + "\t\t\t\t\t 1213 \t -13129\n", + "GCD(39203, 3622) = 1, with coefficients 1213 and -13129 such that 1 = (1213)*39203 + (-13129)*3622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3623 \t 10 \t 2973 \t 1 \t 0\n", + "1 \t 3623 \t 2973 \t 1 \t 650 \t 0 \t 1\n", + "2 \t 2973 \t 650 \t 4 \t 373 \t 1 \t -10\n", + "3 \t 650 \t 373 \t 1 \t 277 \t -1 \t 11\n", + "4 \t 373 \t 277 \t 1 \t 96 \t 5 \t -54\n", + "5 \t 277 \t 96 \t 2 \t 85 \t -6 \t 65\n", + "6 \t 96 \t 85 \t 1 \t 11 \t 11 \t -119\n", + "7 \t 85 \t 11 \t 7 \t 8 \t -28 \t 303\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 39 \t -422\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -301 \t 3257\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 340 \t -3679\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -981 \t 10615\n", + "\t\t\t\t\t 1321 \t -14294\n", + "GCD(39203, 3623) = 1, with coefficients 1321 and -14294 such that 1 = (1321)*39203 + (-14294)*3623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3624 \t 10 \t 2963 \t 1 \t 0\n", + "1 \t 3624 \t 2963 \t 1 \t 661 \t 0 \t 1\n", + "2 \t 2963 \t 661 \t 4 \t 319 \t 1 \t -10\n", + "3 \t 661 \t 319 \t 2 \t 23 \t -1 \t 11\n", + "4 \t 319 \t 23 \t 13 \t 20 \t 5 \t -54\n", + "5 \t 23 \t 20 \t 1 \t 3 \t -11 \t 119\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 148 \t -1601\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -159 \t 1720\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1102 \t -11921\n", + "\t\t\t\t\t -1261 \t 13641\n", + "GCD(39203, 3624) = 1, with coefficients -1261 and 13641 such that 1 = (-1261)*39203 + (13641)*3624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3625 \t 10 \t 2953 \t 1 \t 0\n", + "1 \t 3625 \t 2953 \t 1 \t 672 \t 0 \t 1\n", + "2 \t 2953 \t 672 \t 4 \t 265 \t 1 \t -10\n", + "3 \t 672 \t 265 \t 2 \t 142 \t -1 \t 11\n", + "4 \t 265 \t 142 \t 1 \t 123 \t 5 \t -54\n", + "5 \t 142 \t 123 \t 1 \t 19 \t -11 \t 119\n", + "6 \t 123 \t 19 \t 6 \t 9 \t 16 \t -173\n", + "7 \t 19 \t 9 \t 2 \t 1 \t -27 \t 292\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 178 \t -1925\n", + "\t\t\t\t\t -383 \t 4142\n", + "GCD(39203, 3625) = 1, with coefficients -383 and 4142 such that 1 = (-383)*39203 + (4142)*3625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3626 \t 10 \t 2943 \t 1 \t 0\n", + "1 \t 3626 \t 2943 \t 1 \t 683 \t 0 \t 1\n", + "2 \t 2943 \t 683 \t 4 \t 211 \t 1 \t -10\n", + "3 \t 683 \t 211 \t 3 \t 50 \t -1 \t 11\n", + "4 \t 211 \t 50 \t 4 \t 11 \t 5 \t -54\n", + "5 \t 50 \t 11 \t 4 \t 6 \t -16 \t 173\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 69 \t -746\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -292 \t 3157\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 361 \t -3903\n", + "\t\t\t\t\t -653 \t 7060\n", + "GCD(39203, 3626) = 1, with coefficients -653 and 7060 such that 1 = (-653)*39203 + (7060)*3626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3627 \t 10 \t 2933 \t 1 \t 0\n", + "1 \t 3627 \t 2933 \t 1 \t 694 \t 0 \t 1\n", + "2 \t 2933 \t 694 \t 4 \t 157 \t 1 \t -10\n", + "3 \t 694 \t 157 \t 4 \t 66 \t -1 \t 11\n", + "4 \t 157 \t 66 \t 2 \t 25 \t 5 \t -54\n", + "5 \t 66 \t 25 \t 2 \t 16 \t -21 \t 227\n", + "6 \t 25 \t 16 \t 1 \t 9 \t 47 \t -508\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -115 \t 1243\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 162 \t -1751\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -277 \t 2994\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 439 \t -4745\n", + "\t\t\t\t\t -1594 \t 17229\n", + "GCD(39203, 3627) = 1, with coefficients -1594 and 17229 such that 1 = (-1594)*39203 + (17229)*3627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3628 \t 10 \t 2923 \t 1 \t 0\n", + "1 \t 3628 \t 2923 \t 1 \t 705 \t 0 \t 1\n", + "2 \t 2923 \t 705 \t 4 \t 103 \t 1 \t -10\n", + "3 \t 705 \t 103 \t 6 \t 87 \t -1 \t 11\n", + "4 \t 103 \t 87 \t 1 \t 16 \t 5 \t -54\n", + "5 \t 87 \t 16 \t 5 \t 7 \t -31 \t 335\n", + "6 \t 16 \t 7 \t 2 \t 2 \t 36 \t -389\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -211 \t 2280\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 458 \t -4949\n", + "\t\t\t\t\t -1585 \t 17127\n", + "GCD(39203, 3628) = 1, with coefficients -1585 and 17127 such that 1 = (-1585)*39203 + (17127)*3628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3629 \t 10 \t 2913 \t 1 \t 0\n", + "1 \t 3629 \t 2913 \t 1 \t 716 \t 0 \t 1\n", + "2 \t 2913 \t 716 \t 4 \t 49 \t 1 \t -10\n", + "3 \t 716 \t 49 \t 14 \t 30 \t -1 \t 11\n", + "4 \t 49 \t 30 \t 1 \t 19 \t 5 \t -54\n", + "5 \t 30 \t 19 \t 1 \t 11 \t -71 \t 767\n", + "6 \t 19 \t 11 \t 1 \t 8 \t 76 \t -821\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -147 \t 1588\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 223 \t -2409\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -370 \t 3997\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 963 \t -10403\n", + "\t\t\t\t\t -1333 \t 14400\n", + "GCD(39203, 3629) = 1, with coefficients -1333 and 14400 such that 1 = (-1333)*39203 + (14400)*3629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3630 \t 10 \t 2903 \t 1 \t 0\n", + "1 \t 3630 \t 2903 \t 1 \t 727 \t 0 \t 1\n", + "2 \t 2903 \t 727 \t 3 \t 722 \t 1 \t -10\n", + "3 \t 727 \t 722 \t 1 \t 5 \t -1 \t 11\n", + "4 \t 722 \t 5 \t 144 \t 2 \t 4 \t -43\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -5 \t 54\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 724 \t -7819\n", + "\t\t\t\t\t -1453 \t 15692\n", + "GCD(39203, 3630) = 1, with coefficients -1453 and 15692 such that 1 = (-1453)*39203 + (15692)*3630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3631 \t 10 \t 2893 \t 1 \t 0\n", + "1 \t 3631 \t 2893 \t 1 \t 738 \t 0 \t 1\n", + "2 \t 2893 \t 738 \t 3 \t 679 \t 1 \t -10\n", + "3 \t 738 \t 679 \t 1 \t 59 \t -1 \t 11\n", + "4 \t 679 \t 59 \t 11 \t 30 \t 4 \t -43\n", + "5 \t 59 \t 30 \t 1 \t 29 \t -5 \t 54\n", + "6 \t 30 \t 29 \t 1 \t 1 \t 59 \t -637\n", + "7 \t 29 \t 1 \t 29 \t 0 \t -64 \t 691\n", + "\t\t\t\t\t 123 \t -1328\n", + "GCD(39203, 3631) = 1, with coefficients 123 and -1328 such that 1 = (123)*39203 + (-1328)*3631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3632 \t 10 \t 2883 \t 1 \t 0\n", + "1 \t 3632 \t 2883 \t 1 \t 749 \t 0 \t 1\n", + "2 \t 2883 \t 749 \t 3 \t 636 \t 1 \t -10\n", + "3 \t 749 \t 636 \t 1 \t 113 \t -1 \t 11\n", + "4 \t 636 \t 113 \t 5 \t 71 \t 4 \t -43\n", + "5 \t 113 \t 71 \t 1 \t 42 \t -5 \t 54\n", + "6 \t 71 \t 42 \t 1 \t 29 \t 29 \t -313\n", + "7 \t 42 \t 29 \t 1 \t 13 \t -34 \t 367\n", + "8 \t 29 \t 13 \t 2 \t 3 \t 63 \t -680\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -97 \t 1047\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 257 \t -2774\n", + "\t\t\t\t\t -1125 \t 12143\n", + "GCD(39203, 3632) = 1, with coefficients -1125 and 12143 such that 1 = (-1125)*39203 + (12143)*3632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3633 \t 10 \t 2873 \t 1 \t 0\n", + "1 \t 3633 \t 2873 \t 1 \t 760 \t 0 \t 1\n", + "2 \t 2873 \t 760 \t 3 \t 593 \t 1 \t -10\n", + "3 \t 760 \t 593 \t 1 \t 167 \t -1 \t 11\n", + "4 \t 593 \t 167 \t 3 \t 92 \t 4 \t -43\n", + "5 \t 167 \t 92 \t 1 \t 75 \t -5 \t 54\n", + "6 \t 92 \t 75 \t 1 \t 17 \t 19 \t -205\n", + "7 \t 75 \t 17 \t 4 \t 7 \t -24 \t 259\n", + "8 \t 17 \t 7 \t 2 \t 3 \t 43 \t -464\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -196 \t 2115\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 435 \t -4694\n", + "\t\t\t\t\t -1066 \t 11503\n", + "GCD(39203, 3633) = 1, with coefficients -1066 and 11503 such that 1 = (-1066)*39203 + (11503)*3633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3634 \t 10 \t 2863 \t 1 \t 0\n", + "1 \t 3634 \t 2863 \t 1 \t 771 \t 0 \t 1\n", + "2 \t 2863 \t 771 \t 3 \t 550 \t 1 \t -10\n", + "3 \t 771 \t 550 \t 1 \t 221 \t -1 \t 11\n", + "4 \t 550 \t 221 \t 2 \t 108 \t 4 \t -43\n", + "5 \t 221 \t 108 \t 2 \t 5 \t -5 \t 54\n", + "6 \t 108 \t 5 \t 21 \t 3 \t 14 \t -151\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -33 \t 356\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 707 \t -7627\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -740 \t 7983\n", + "\t\t\t\t\t 1447 \t -15610\n", + "GCD(39203, 3634) = 1, with coefficients 1447 and -15610 such that 1 = (1447)*39203 + (-15610)*3634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3635 \t 10 \t 2853 \t 1 \t 0\n", + "1 \t 3635 \t 2853 \t 1 \t 782 \t 0 \t 1\n", + "2 \t 2853 \t 782 \t 3 \t 507 \t 1 \t -10\n", + "3 \t 782 \t 507 \t 1 \t 275 \t -1 \t 11\n", + "4 \t 507 \t 275 \t 1 \t 232 \t 4 \t -43\n", + "5 \t 275 \t 232 \t 1 \t 43 \t -5 \t 54\n", + "6 \t 232 \t 43 \t 5 \t 17 \t 9 \t -97\n", + "7 \t 43 \t 17 \t 2 \t 9 \t -14 \t 151\n", + "8 \t 17 \t 9 \t 1 \t 8 \t 79 \t -852\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -172 \t 1855\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 251 \t -2707\n", + "\t\t\t\t\t -423 \t 4562\n", + "GCD(39203, 3635) = 1, with coefficients -423 and 4562 such that 1 = (-423)*39203 + (4562)*3635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3636 \t 10 \t 2843 \t 1 \t 0\n", + "1 \t 3636 \t 2843 \t 1 \t 793 \t 0 \t 1\n", + "2 \t 2843 \t 793 \t 3 \t 464 \t 1 \t -10\n", + "3 \t 793 \t 464 \t 1 \t 329 \t -1 \t 11\n", + "4 \t 464 \t 329 \t 1 \t 135 \t 4 \t -43\n", + "5 \t 329 \t 135 \t 2 \t 59 \t -5 \t 54\n", + "6 \t 135 \t 59 \t 2 \t 17 \t 9 \t -97\n", + "7 \t 59 \t 17 \t 3 \t 8 \t -23 \t 248\n", + "8 \t 17 \t 8 \t 2 \t 1 \t 55 \t -593\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -188 \t 2027\n", + "\t\t\t\t\t 431 \t -4647\n", + "GCD(39203, 3636) = 1, with coefficients 431 and -4647 such that 1 = (431)*39203 + (-4647)*3636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3637 \t 10 \t 2833 \t 1 \t 0\n", + "1 \t 3637 \t 2833 \t 1 \t 804 \t 0 \t 1\n", + "2 \t 2833 \t 804 \t 3 \t 421 \t 1 \t -10\n", + "3 \t 804 \t 421 \t 1 \t 383 \t -1 \t 11\n", + "4 \t 421 \t 383 \t 1 \t 38 \t 4 \t -43\n", + "5 \t 383 \t 38 \t 10 \t 3 \t -5 \t 54\n", + "6 \t 38 \t 3 \t 12 \t 2 \t 9 \t -97\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -95 \t 1024\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1149 \t -12385\n", + "\t\t\t\t\t -1244 \t 13409\n", + "GCD(39203, 3637) = 1, with coefficients -1244 and 13409 such that 1 = (-1244)*39203 + (13409)*3637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3638 \t 10 \t 2823 \t 1 \t 0\n", + "1 \t 3638 \t 2823 \t 1 \t 815 \t 0 \t 1\n", + "2 \t 2823 \t 815 \t 3 \t 378 \t 1 \t -10\n", + "3 \t 815 \t 378 \t 2 \t 59 \t -1 \t 11\n", + "4 \t 378 \t 59 \t 6 \t 24 \t 4 \t -43\n", + "5 \t 59 \t 24 \t 2 \t 11 \t -9 \t 97\n", + "6 \t 24 \t 11 \t 2 \t 2 \t 58 \t -625\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -125 \t 1347\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 308 \t -3319\n", + "\t\t\t\t\t -1665 \t 17942\n", + "GCD(39203, 3638) = 1, with coefficients -1665 and 17942 such that 1 = (-1665)*39203 + (17942)*3638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3639 \t 10 \t 2813 \t 1 \t 0\n", + "1 \t 3639 \t 2813 \t 1 \t 826 \t 0 \t 1\n", + "2 \t 2813 \t 826 \t 3 \t 335 \t 1 \t -10\n", + "3 \t 826 \t 335 \t 2 \t 156 \t -1 \t 11\n", + "4 \t 335 \t 156 \t 2 \t 23 \t 4 \t -43\n", + "5 \t 156 \t 23 \t 6 \t 18 \t -9 \t 97\n", + "6 \t 23 \t 18 \t 1 \t 5 \t 22 \t -237\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -141 \t 1519\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 163 \t -1756\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -630 \t 6787\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 793 \t -8543\n", + "\t\t\t\t\t -1423 \t 15330\n", + "GCD(39203, 3639) = 1, with coefficients -1423 and 15330 such that 1 = (-1423)*39203 + (15330)*3639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3640 \t 10 \t 2803 \t 1 \t 0\n", + "1 \t 3640 \t 2803 \t 1 \t 837 \t 0 \t 1\n", + "2 \t 2803 \t 837 \t 3 \t 292 \t 1 \t -10\n", + "3 \t 837 \t 292 \t 2 \t 253 \t -1 \t 11\n", + "4 \t 292 \t 253 \t 1 \t 39 \t 4 \t -43\n", + "5 \t 253 \t 39 \t 6 \t 19 \t -9 \t 97\n", + "6 \t 39 \t 19 \t 2 \t 1 \t 13 \t -140\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -87 \t 937\n", + "\t\t\t\t\t 187 \t -2014\n", + "GCD(39203, 3640) = 1, with coefficients 187 and -2014 such that 1 = (187)*39203 + (-2014)*3640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3641 \t 10 \t 2793 \t 1 \t 0\n", + "1 \t 3641 \t 2793 \t 1 \t 848 \t 0 \t 1\n", + "2 \t 2793 \t 848 \t 3 \t 249 \t 1 \t -10\n", + "3 \t 848 \t 249 \t 3 \t 101 \t -1 \t 11\n", + "4 \t 249 \t 101 \t 2 \t 47 \t 4 \t -43\n", + "5 \t 101 \t 47 \t 2 \t 7 \t -13 \t 140\n", + "6 \t 47 \t 7 \t 6 \t 5 \t 30 \t -323\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -73 \t 786\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 468 \t -5039\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -541 \t 5825\n", + "\t\t\t\t\t 1550 \t -16689\n", + "GCD(39203, 3641) = 1, with coefficients 1550 and -16689 such that 1 = (1550)*39203 + (-16689)*3641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3642 \t 10 \t 2783 \t 1 \t 0\n", + "1 \t 3642 \t 2783 \t 1 \t 859 \t 0 \t 1\n", + "2 \t 2783 \t 859 \t 3 \t 206 \t 1 \t -10\n", + "3 \t 859 \t 206 \t 4 \t 35 \t -1 \t 11\n", + "4 \t 206 \t 35 \t 5 \t 31 \t 4 \t -43\n", + "5 \t 35 \t 31 \t 1 \t 4 \t -17 \t 183\n", + "6 \t 31 \t 4 \t 7 \t 3 \t 89 \t -958\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -106 \t 1141\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 831 \t -8945\n", + "\t\t\t\t\t -937 \t 10086\n", + "GCD(39203, 3642) = 1, with coefficients -937 and 10086 such that 1 = (-937)*39203 + (10086)*3642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3643 \t 10 \t 2773 \t 1 \t 0\n", + "1 \t 3643 \t 2773 \t 1 \t 870 \t 0 \t 1\n", + "2 \t 2773 \t 870 \t 3 \t 163 \t 1 \t -10\n", + "3 \t 870 \t 163 \t 5 \t 55 \t -1 \t 11\n", + "4 \t 163 \t 55 \t 2 \t 53 \t 4 \t -43\n", + "5 \t 55 \t 53 \t 1 \t 2 \t -21 \t 226\n", + "6 \t 53 \t 2 \t 26 \t 1 \t 46 \t -495\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -67 \t 721\n", + "\t\t\t\t\t 1788 \t -19241\n", + "GCD(39203, 3643) = 1, with coefficients 1788 and -19241 such that 1 = (1788)*39203 + (-19241)*3643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3644 \t 10 \t 2763 \t 1 \t 0\n", + "1 \t 3644 \t 2763 \t 1 \t 881 \t 0 \t 1\n", + "2 \t 2763 \t 881 \t 3 \t 120 \t 1 \t -10\n", + "3 \t 881 \t 120 \t 7 \t 41 \t -1 \t 11\n", + "4 \t 120 \t 41 \t 2 \t 38 \t 4 \t -43\n", + "5 \t 41 \t 38 \t 1 \t 3 \t -29 \t 312\n", + "6 \t 38 \t 3 \t 12 \t 2 \t 62 \t -667\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -91 \t 979\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1154 \t -12415\n", + "\t\t\t\t\t -1245 \t 13394\n", + "GCD(39203, 3644) = 1, with coefficients -1245 and 13394 such that 1 = (-1245)*39203 + (13394)*3644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3645 \t 10 \t 2753 \t 1 \t 0\n", + "1 \t 3645 \t 2753 \t 1 \t 892 \t 0 \t 1\n", + "2 \t 2753 \t 892 \t 3 \t 77 \t 1 \t -10\n", + "3 \t 892 \t 77 \t 11 \t 45 \t -1 \t 11\n", + "4 \t 77 \t 45 \t 1 \t 32 \t 4 \t -43\n", + "5 \t 45 \t 32 \t 1 \t 13 \t -45 \t 484\n", + "6 \t 32 \t 13 \t 2 \t 6 \t 49 \t -527\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -94 \t 1011\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 237 \t -2549\n", + "\t\t\t\t\t -568 \t 6109\n", + "GCD(39203, 3645) = 1, with coefficients -568 and 6109 such that 1 = (-568)*39203 + (6109)*3645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3646 \t 10 \t 2743 \t 1 \t 0\n", + "1 \t 3646 \t 2743 \t 1 \t 903 \t 0 \t 1\n", + "2 \t 2743 \t 903 \t 3 \t 34 \t 1 \t -10\n", + "3 \t 903 \t 34 \t 26 \t 19 \t -1 \t 11\n", + "4 \t 34 \t 19 \t 1 \t 15 \t 4 \t -43\n", + "5 \t 19 \t 15 \t 1 \t 4 \t -105 \t 1129\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 109 \t -1172\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -214 \t 2301\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 751 \t -8075\n", + "\t\t\t\t\t -965 \t 10376\n", + "GCD(39203, 3646) = 1, with coefficients -965 and 10376 such that 1 = (-965)*39203 + (10376)*3646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3647 \t 10 \t 2733 \t 1 \t 0\n", + "1 \t 3647 \t 2733 \t 1 \t 914 \t 0 \t 1\n", + "2 \t 2733 \t 914 \t 2 \t 905 \t 1 \t -10\n", + "3 \t 914 \t 905 \t 1 \t 9 \t -1 \t 11\n", + "4 \t 905 \t 9 \t 100 \t 5 \t 3 \t -32\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -4 \t 43\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 403 \t -4332\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -407 \t 4375\n", + "\t\t\t\t\t 810 \t -8707\n", + "GCD(39203, 3647) = 1, with coefficients 810 and -8707 such that 1 = (810)*39203 + (-8707)*3647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3648 \t 10 \t 2723 \t 1 \t 0\n", + "1 \t 3648 \t 2723 \t 1 \t 925 \t 0 \t 1\n", + "2 \t 2723 \t 925 \t 2 \t 873 \t 1 \t -10\n", + "3 \t 925 \t 873 \t 1 \t 52 \t -1 \t 11\n", + "4 \t 873 \t 52 \t 16 \t 41 \t 3 \t -32\n", + "5 \t 52 \t 41 \t 1 \t 11 \t -4 \t 43\n", + "6 \t 41 \t 11 \t 3 \t 8 \t 67 \t -720\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -71 \t 763\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 280 \t -3009\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -351 \t 3772\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 982 \t -10553\n", + "\t\t\t\t\t -1333 \t 14325\n", + "GCD(39203, 3648) = 1, with coefficients -1333 and 14325 such that 1 = (-1333)*39203 + (14325)*3648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3649 \t 10 \t 2713 \t 1 \t 0\n", + "1 \t 3649 \t 2713 \t 1 \t 936 \t 0 \t 1\n", + "2 \t 2713 \t 936 \t 2 \t 841 \t 1 \t -10\n", + "3 \t 936 \t 841 \t 1 \t 95 \t -1 \t 11\n", + "4 \t 841 \t 95 \t 8 \t 81 \t 3 \t -32\n", + "5 \t 95 \t 81 \t 1 \t 14 \t -4 \t 43\n", + "6 \t 81 \t 14 \t 5 \t 11 \t 35 \t -376\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -39 \t 419\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 230 \t -2471\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -269 \t 2890\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1037 \t -11141\n", + "\t\t\t\t\t -1306 \t 14031\n", + "GCD(39203, 3649) = 1, with coefficients -1306 and 14031 such that 1 = (-1306)*39203 + (14031)*3649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3650 \t 10 \t 2703 \t 1 \t 0\n", + "1 \t 3650 \t 2703 \t 1 \t 947 \t 0 \t 1\n", + "2 \t 2703 \t 947 \t 2 \t 809 \t 1 \t -10\n", + "3 \t 947 \t 809 \t 1 \t 138 \t -1 \t 11\n", + "4 \t 809 \t 138 \t 5 \t 119 \t 3 \t -32\n", + "5 \t 138 \t 119 \t 1 \t 19 \t -4 \t 43\n", + "6 \t 119 \t 19 \t 6 \t 5 \t 23 \t -247\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -27 \t 290\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 185 \t -1987\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -582 \t 6251\n", + "\t\t\t\t\t 767 \t -8238\n", + "GCD(39203, 3650) = 1, with coefficients 767 and -8238 such that 1 = (767)*39203 + (-8238)*3650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3651 \t 10 \t 2693 \t 1 \t 0\n", + "1 \t 3651 \t 2693 \t 1 \t 958 \t 0 \t 1\n", + "2 \t 2693 \t 958 \t 2 \t 777 \t 1 \t -10\n", + "3 \t 958 \t 777 \t 1 \t 181 \t -1 \t 11\n", + "4 \t 777 \t 181 \t 4 \t 53 \t 3 \t -32\n", + "5 \t 181 \t 53 \t 3 \t 22 \t -4 \t 43\n", + "6 \t 53 \t 22 \t 2 \t 9 \t 19 \t -204\n", + "7 \t 22 \t 9 \t 2 \t 4 \t -61 \t 655\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 141 \t -1514\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -343 \t 3683\n", + "\t\t\t\t\t 827 \t -8880\n", + "GCD(39203, 3651) = 1, with coefficients 827 and -8880 such that 1 = (827)*39203 + (-8880)*3651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3652 \t 10 \t 2683 \t 1 \t 0\n", + "1 \t 3652 \t 2683 \t 1 \t 969 \t 0 \t 1\n", + "2 \t 2683 \t 969 \t 2 \t 745 \t 1 \t -10\n", + "3 \t 969 \t 745 \t 1 \t 224 \t -1 \t 11\n", + "4 \t 745 \t 224 \t 3 \t 73 \t 3 \t -32\n", + "5 \t 224 \t 73 \t 3 \t 5 \t -4 \t 43\n", + "6 \t 73 \t 5 \t 14 \t 3 \t 15 \t -161\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -49 \t 526\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 701 \t -7525\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -750 \t 8051\n", + "\t\t\t\t\t 1451 \t -15576\n", + "GCD(39203, 3652) = 1, with coefficients 1451 and -15576 such that 1 = (1451)*39203 + (-15576)*3652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3653 \t 10 \t 2673 \t 1 \t 0\n", + "1 \t 3653 \t 2673 \t 1 \t 980 \t 0 \t 1\n", + "2 \t 2673 \t 980 \t 2 \t 713 \t 1 \t -10\n", + "3 \t 980 \t 713 \t 1 \t 267 \t -1 \t 11\n", + "4 \t 713 \t 267 \t 2 \t 179 \t 3 \t -32\n", + "5 \t 267 \t 179 \t 1 \t 88 \t -4 \t 43\n", + "6 \t 179 \t 88 \t 2 \t 3 \t 11 \t -118\n", + "7 \t 88 \t 3 \t 29 \t 1 \t -15 \t 161\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 41 \t -440\n", + "\t\t\t\t\t -1204 \t 12921\n", + "GCD(39203, 3653) = 1, with coefficients -1204 and 12921 such that 1 = (-1204)*39203 + (12921)*3653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3654 \t 10 \t 2663 \t 1 \t 0\n", + "1 \t 3654 \t 2663 \t 1 \t 991 \t 0 \t 1\n", + "2 \t 2663 \t 991 \t 2 \t 681 \t 1 \t -10\n", + "3 \t 991 \t 681 \t 1 \t 310 \t -1 \t 11\n", + "4 \t 681 \t 310 \t 2 \t 61 \t 3 \t -32\n", + "5 \t 310 \t 61 \t 5 \t 5 \t -4 \t 43\n", + "6 \t 61 \t 5 \t 12 \t 1 \t 11 \t -118\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -59 \t 633\n", + "\t\t\t\t\t 719 \t -7714\n", + "GCD(39203, 3654) = 1, with coefficients 719 and -7714 such that 1 = (719)*39203 + (-7714)*3654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3655 \t 10 \t 2653 \t 1 \t 0\n", + "1 \t 3655 \t 2653 \t 1 \t 1002 \t 0 \t 1\n", + "2 \t 2653 \t 1002 \t 2 \t 649 \t 1 \t -10\n", + "3 \t 1002 \t 649 \t 1 \t 353 \t -1 \t 11\n", + "4 \t 649 \t 353 \t 1 \t 296 \t 3 \t -32\n", + "5 \t 353 \t 296 \t 1 \t 57 \t -4 \t 43\n", + "6 \t 296 \t 57 \t 5 \t 11 \t 7 \t -75\n", + "7 \t 57 \t 11 \t 5 \t 2 \t -11 \t 118\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 62 \t -665\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -321 \t 3443\n", + "\t\t\t\t\t 1667 \t -17880\n", + "GCD(39203, 3655) = 1, with coefficients 1667 and -17880 such that 1 = (1667)*39203 + (-17880)*3655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3656 \t 10 \t 2643 \t 1 \t 0\n", + "1 \t 3656 \t 2643 \t 1 \t 1013 \t 0 \t 1\n", + "2 \t 2643 \t 1013 \t 2 \t 617 \t 1 \t -10\n", + "3 \t 1013 \t 617 \t 1 \t 396 \t -1 \t 11\n", + "4 \t 617 \t 396 \t 1 \t 221 \t 3 \t -32\n", + "5 \t 396 \t 221 \t 1 \t 175 \t -4 \t 43\n", + "6 \t 221 \t 175 \t 1 \t 46 \t 7 \t -75\n", + "7 \t 175 \t 46 \t 3 \t 37 \t -11 \t 118\n", + "8 \t 46 \t 37 \t 1 \t 9 \t 18 \t -193\n", + "9 \t 37 \t 9 \t 4 \t 1 \t -65 \t 697\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 83 \t -890\n", + "\t\t\t\t\t -397 \t 4257\n", + "GCD(39203, 3656) = 1, with coefficients -397 and 4257 such that 1 = (-397)*39203 + (4257)*3656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3657 \t 10 \t 2633 \t 1 \t 0\n", + "1 \t 3657 \t 2633 \t 1 \t 1024 \t 0 \t 1\n", + "2 \t 2633 \t 1024 \t 2 \t 585 \t 1 \t -10\n", + "3 \t 1024 \t 585 \t 1 \t 439 \t -1 \t 11\n", + "4 \t 585 \t 439 \t 1 \t 146 \t 3 \t -32\n", + "5 \t 439 \t 146 \t 3 \t 1 \t -4 \t 43\n", + "6 \t 146 \t 1 \t 146 \t 0 \t 7 \t -75\n", + "\t\t\t\t\t -25 \t 268\n", + "GCD(39203, 3657) = 1, with coefficients -25 and 268 such that 1 = (-25)*39203 + (268)*3657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3658 \t 10 \t 2623 \t 1 \t 0\n", + "1 \t 3658 \t 2623 \t 1 \t 1035 \t 0 \t 1\n", + "2 \t 2623 \t 1035 \t 2 \t 553 \t 1 \t -10\n", + "3 \t 1035 \t 553 \t 1 \t 482 \t -1 \t 11\n", + "4 \t 553 \t 482 \t 1 \t 71 \t 3 \t -32\n", + "5 \t 482 \t 71 \t 6 \t 56 \t -4 \t 43\n", + "6 \t 71 \t 56 \t 1 \t 15 \t 7 \t -75\n", + "7 \t 56 \t 15 \t 3 \t 11 \t -46 \t 493\n", + "8 \t 15 \t 11 \t 1 \t 4 \t 53 \t -568\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -205 \t 2197\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 258 \t -2765\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -721 \t 7727\n", + "\t\t\t\t\t 979 \t -10492\n", + "GCD(39203, 3658) = 1, with coefficients 979 and -10492 such that 1 = (979)*39203 + (-10492)*3658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3659 \t 10 \t 2613 \t 1 \t 0\n", + "1 \t 3659 \t 2613 \t 1 \t 1046 \t 0 \t 1\n", + "2 \t 2613 \t 1046 \t 2 \t 521 \t 1 \t -10\n", + "3 \t 1046 \t 521 \t 2 \t 4 \t -1 \t 11\n", + "4 \t 521 \t 4 \t 130 \t 1 \t 3 \t -32\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -7 \t 75\n", + "\t\t\t\t\t 913 \t -9782\n", + "GCD(39203, 3659) = 1, with coefficients 913 and -9782 such that 1 = (913)*39203 + (-9782)*3659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3660 \t 10 \t 2603 \t 1 \t 0\n", + "1 \t 3660 \t 2603 \t 1 \t 1057 \t 0 \t 1\n", + "2 \t 2603 \t 1057 \t 2 \t 489 \t 1 \t -10\n", + "3 \t 1057 \t 489 \t 2 \t 79 \t -1 \t 11\n", + "4 \t 489 \t 79 \t 6 \t 15 \t 3 \t -32\n", + "5 \t 79 \t 15 \t 5 \t 4 \t -7 \t 75\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 45 \t -482\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -232 \t 2485\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 741 \t -7937\n", + "\t\t\t\t\t -973 \t 10422\n", + "GCD(39203, 3660) = 1, with coefficients -973 and 10422 such that 1 = (-973)*39203 + (10422)*3660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3661 \t 10 \t 2593 \t 1 \t 0\n", + "1 \t 3661 \t 2593 \t 1 \t 1068 \t 0 \t 1\n", + "2 \t 2593 \t 1068 \t 2 \t 457 \t 1 \t -10\n", + "3 \t 1068 \t 457 \t 2 \t 154 \t -1 \t 11\n", + "4 \t 457 \t 154 \t 2 \t 149 \t 3 \t -32\n", + "5 \t 154 \t 149 \t 1 \t 5 \t -7 \t 75\n", + "6 \t 149 \t 5 \t 29 \t 4 \t 17 \t -182\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -24 \t 257\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 713 \t -7635\n", + "\t\t\t\t\t -737 \t 7892\n", + "GCD(39203, 3661) = 1, with coefficients -737 and 7892 such that 1 = (-737)*39203 + (7892)*3661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3662 \t 10 \t 2583 \t 1 \t 0\n", + "1 \t 3662 \t 2583 \t 1 \t 1079 \t 0 \t 1\n", + "2 \t 2583 \t 1079 \t 2 \t 425 \t 1 \t -10\n", + "3 \t 1079 \t 425 \t 2 \t 229 \t -1 \t 11\n", + "4 \t 425 \t 229 \t 1 \t 196 \t 3 \t -32\n", + "5 \t 229 \t 196 \t 1 \t 33 \t -7 \t 75\n", + "6 \t 196 \t 33 \t 5 \t 31 \t 10 \t -107\n", + "7 \t 33 \t 31 \t 1 \t 2 \t -17 \t 182\n", + "8 \t 31 \t 2 \t 15 \t 1 \t 95 \t -1017\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -112 \t 1199\n", + "\t\t\t\t\t 1775 \t -19002\n", + "GCD(39203, 3662) = 1, with coefficients 1775 and -19002 such that 1 = (1775)*39203 + (-19002)*3662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3663 \t 10 \t 2573 \t 1 \t 0\n", + "1 \t 3663 \t 2573 \t 1 \t 1090 \t 0 \t 1\n", + "2 \t 2573 \t 1090 \t 2 \t 393 \t 1 \t -10\n", + "3 \t 1090 \t 393 \t 2 \t 304 \t -1 \t 11\n", + "4 \t 393 \t 304 \t 1 \t 89 \t 3 \t -32\n", + "5 \t 304 \t 89 \t 3 \t 37 \t -7 \t 75\n", + "6 \t 89 \t 37 \t 2 \t 15 \t 10 \t -107\n", + "7 \t 37 \t 15 \t 2 \t 7 \t -37 \t 396\n", + "8 \t 15 \t 7 \t 2 \t 1 \t 84 \t -899\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -205 \t 2194\n", + "\t\t\t\t\t 494 \t -5287\n", + "GCD(39203, 3663) = 1, with coefficients 494 and -5287 such that 1 = (494)*39203 + (-5287)*3663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3664 \t 10 \t 2563 \t 1 \t 0\n", + "1 \t 3664 \t 2563 \t 1 \t 1101 \t 0 \t 1\n", + "2 \t 2563 \t 1101 \t 2 \t 361 \t 1 \t -10\n", + "3 \t 1101 \t 361 \t 3 \t 18 \t -1 \t 11\n", + "4 \t 361 \t 18 \t 20 \t 1 \t 3 \t -32\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -10 \t 107\n", + "\t\t\t\t\t 203 \t -2172\n", + "GCD(39203, 3664) = 1, with coefficients 203 and -2172 such that 1 = (203)*39203 + (-2172)*3664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3665 \t 10 \t 2553 \t 1 \t 0\n", + "1 \t 3665 \t 2553 \t 1 \t 1112 \t 0 \t 1\n", + "2 \t 2553 \t 1112 \t 2 \t 329 \t 1 \t -10\n", + "3 \t 1112 \t 329 \t 3 \t 125 \t -1 \t 11\n", + "4 \t 329 \t 125 \t 2 \t 79 \t 3 \t -32\n", + "5 \t 125 \t 79 \t 1 \t 46 \t -10 \t 107\n", + "6 \t 79 \t 46 \t 1 \t 33 \t 23 \t -246\n", + "7 \t 46 \t 33 \t 1 \t 13 \t -33 \t 353\n", + "8 \t 33 \t 13 \t 2 \t 7 \t 56 \t -599\n", + "9 \t 13 \t 7 \t 1 \t 6 \t -89 \t 952\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 234 \t -2503\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -323 \t 3455\n", + "\t\t\t\t\t 557 \t -5958\n", + "GCD(39203, 3665) = 1, with coefficients 557 and -5958 such that 1 = (557)*39203 + (-5958)*3665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3666 \t 10 \t 2543 \t 1 \t 0\n", + "1 \t 3666 \t 2543 \t 1 \t 1123 \t 0 \t 1\n", + "2 \t 2543 \t 1123 \t 2 \t 297 \t 1 \t -10\n", + "3 \t 1123 \t 297 \t 3 \t 232 \t -1 \t 11\n", + "4 \t 297 \t 232 \t 1 \t 65 \t 3 \t -32\n", + "5 \t 232 \t 65 \t 3 \t 37 \t -10 \t 107\n", + "6 \t 65 \t 37 \t 1 \t 28 \t 13 \t -139\n", + "7 \t 37 \t 28 \t 1 \t 9 \t -49 \t 524\n", + "8 \t 28 \t 9 \t 3 \t 1 \t 62 \t -663\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -111 \t 1187\n", + "\t\t\t\t\t 395 \t -4224\n", + "GCD(39203, 3666) = 1, with coefficients 395 and -4224 such that 1 = (395)*39203 + (-4224)*3666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3667 \t 10 \t 2533 \t 1 \t 0\n", + "1 \t 3667 \t 2533 \t 1 \t 1134 \t 0 \t 1\n", + "2 \t 2533 \t 1134 \t 2 \t 265 \t 1 \t -10\n", + "3 \t 1134 \t 265 \t 4 \t 74 \t -1 \t 11\n", + "4 \t 265 \t 74 \t 3 \t 43 \t 3 \t -32\n", + "5 \t 74 \t 43 \t 1 \t 31 \t -13 \t 139\n", + "6 \t 43 \t 31 \t 1 \t 12 \t 42 \t -449\n", + "7 \t 31 \t 12 \t 2 \t 7 \t -55 \t 588\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 97 \t -1037\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -249 \t 2662\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 346 \t -3699\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -595 \t 6361\n", + "\t\t\t\t\t 1536 \t -16421\n", + "GCD(39203, 3667) = 1, with coefficients 1536 and -16421 such that 1 = (1536)*39203 + (-16421)*3667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3668 \t 10 \t 2523 \t 1 \t 0\n", + "1 \t 3668 \t 2523 \t 1 \t 1145 \t 0 \t 1\n", + "2 \t 2523 \t 1145 \t 2 \t 233 \t 1 \t -10\n", + "3 \t 1145 \t 233 \t 4 \t 213 \t -1 \t 11\n", + "4 \t 233 \t 213 \t 1 \t 20 \t 3 \t -32\n", + "5 \t 213 \t 20 \t 10 \t 13 \t -13 \t 139\n", + "6 \t 20 \t 13 \t 1 \t 7 \t 16 \t -171\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -173 \t 1849\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 189 \t -2020\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -362 \t 3869\n", + "\t\t\t\t\t 551 \t -5889\n", + "GCD(39203, 3668) = 1, with coefficients 551 and -5889 such that 1 = (551)*39203 + (-5889)*3668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3669 \t 10 \t 2513 \t 1 \t 0\n", + "1 \t 3669 \t 2513 \t 1 \t 1156 \t 0 \t 1\n", + "2 \t 2513 \t 1156 \t 2 \t 201 \t 1 \t -10\n", + "3 \t 1156 \t 201 \t 5 \t 151 \t -1 \t 11\n", + "4 \t 201 \t 151 \t 1 \t 50 \t 3 \t -32\n", + "5 \t 151 \t 50 \t 3 \t 1 \t -16 \t 171\n", + "6 \t 50 \t 1 \t 50 \t 0 \t 19 \t -203\n", + "\t\t\t\t\t -73 \t 780\n", + "GCD(39203, 3669) = 1, with coefficients -73 and 780 such that 1 = (-73)*39203 + (780)*3669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3670 \t 10 \t 2503 \t 1 \t 0\n", + "1 \t 3670 \t 2503 \t 1 \t 1167 \t 0 \t 1\n", + "2 \t 2503 \t 1167 \t 2 \t 169 \t 1 \t -10\n", + "3 \t 1167 \t 169 \t 6 \t 153 \t -1 \t 11\n", + "4 \t 169 \t 153 \t 1 \t 16 \t 3 \t -32\n", + "5 \t 153 \t 16 \t 9 \t 9 \t -19 \t 203\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 22 \t -235\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -217 \t 2318\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 239 \t -2553\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -456 \t 4871\n", + "\t\t\t\t\t 1607 \t -17166\n", + "GCD(39203, 3670) = 1, with coefficients 1607 and -17166 such that 1 = (1607)*39203 + (-17166)*3670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3671 \t 10 \t 2493 \t 1 \t 0\n", + "1 \t 3671 \t 2493 \t 1 \t 1178 \t 0 \t 1\n", + "2 \t 2493 \t 1178 \t 2 \t 137 \t 1 \t -10\n", + "3 \t 1178 \t 137 \t 8 \t 82 \t -1 \t 11\n", + "4 \t 137 \t 82 \t 1 \t 55 \t 3 \t -32\n", + "5 \t 82 \t 55 \t 1 \t 27 \t -25 \t 267\n", + "6 \t 55 \t 27 \t 2 \t 1 \t 28 \t -299\n", + "7 \t 27 \t 1 \t 27 \t 0 \t -53 \t 566\n", + "\t\t\t\t\t 134 \t -1431\n", + "GCD(39203, 3671) = 1, with coefficients 134 and -1431 such that 1 = (134)*39203 + (-1431)*3671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3672 \t 10 \t 2483 \t 1 \t 0\n", + "1 \t 3672 \t 2483 \t 1 \t 1189 \t 0 \t 1\n", + "2 \t 2483 \t 1189 \t 2 \t 105 \t 1 \t -10\n", + "3 \t 1189 \t 105 \t 11 \t 34 \t -1 \t 11\n", + "4 \t 105 \t 34 \t 3 \t 3 \t 3 \t -32\n", + "5 \t 34 \t 3 \t 11 \t 1 \t -34 \t 363\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 105 \t -1121\n", + "\t\t\t\t\t -1189 \t 12694\n", + "GCD(39203, 3672) = 1, with coefficients -1189 and 12694 such that 1 = (-1189)*39203 + (12694)*3672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3673 \t 10 \t 2473 \t 1 \t 0\n", + "1 \t 3673 \t 2473 \t 1 \t 1200 \t 0 \t 1\n", + "2 \t 2473 \t 1200 \t 2 \t 73 \t 1 \t -10\n", + "3 \t 1200 \t 73 \t 16 \t 32 \t -1 \t 11\n", + "4 \t 73 \t 32 \t 2 \t 9 \t 3 \t -32\n", + "5 \t 32 \t 9 \t 3 \t 5 \t -49 \t 523\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 101 \t -1078\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -352 \t 3757\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 453 \t -4835\n", + "\t\t\t\t\t -805 \t 8592\n", + "GCD(39203, 3673) = 1, with coefficients -805 and 8592 such that 1 = (-805)*39203 + (8592)*3673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3674 \t 10 \t 2463 \t 1 \t 0\n", + "1 \t 3674 \t 2463 \t 1 \t 1211 \t 0 \t 1\n", + "2 \t 2463 \t 1211 \t 2 \t 41 \t 1 \t -10\n", + "3 \t 1211 \t 41 \t 29 \t 22 \t -1 \t 11\n", + "4 \t 41 \t 22 \t 1 \t 19 \t 3 \t -32\n", + "5 \t 22 \t 19 \t 1 \t 3 \t -88 \t 939\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 91 \t -971\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -179 \t 1910\n", + "\t\t\t\t\t 1165 \t -12431\n", + "GCD(39203, 3674) = 1, with coefficients 1165 and -12431 such that 1 = (1165)*39203 + (-12431)*3674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3675 \t 10 \t 2453 \t 1 \t 0\n", + "1 \t 3675 \t 2453 \t 1 \t 1222 \t 0 \t 1\n", + "2 \t 2453 \t 1222 \t 2 \t 9 \t 1 \t -10\n", + "3 \t 1222 \t 9 \t 135 \t 7 \t -1 \t 11\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 3 \t -32\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -406 \t 4331\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 409 \t -4363\n", + "\t\t\t\t\t -1633 \t 17420\n", + "GCD(39203, 3675) = 1, with coefficients -1633 and 17420 such that 1 = (-1633)*39203 + (17420)*3675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3676 \t 10 \t 2443 \t 1 \t 0\n", + "1 \t 3676 \t 2443 \t 1 \t 1233 \t 0 \t 1\n", + "2 \t 2443 \t 1233 \t 1 \t 1210 \t 1 \t -10\n", + "3 \t 1233 \t 1210 \t 1 \t 23 \t -1 \t 11\n", + "4 \t 1210 \t 23 \t 52 \t 14 \t 2 \t -21\n", + "5 \t 23 \t 14 \t 1 \t 9 \t -3 \t 32\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 158 \t -1685\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -161 \t 1717\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 319 \t -3402\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -480 \t 5119\n", + "\t\t\t\t\t 799 \t -8521\n", + "GCD(39203, 3676) = 1, with coefficients 799 and -8521 such that 1 = (799)*39203 + (-8521)*3676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3677 \t 10 \t 2433 \t 1 \t 0\n", + "1 \t 3677 \t 2433 \t 1 \t 1244 \t 0 \t 1\n", + "2 \t 2433 \t 1244 \t 1 \t 1189 \t 1 \t -10\n", + "3 \t 1244 \t 1189 \t 1 \t 55 \t -1 \t 11\n", + "4 \t 1189 \t 55 \t 21 \t 34 \t 2 \t -21\n", + "5 \t 55 \t 34 \t 1 \t 21 \t -3 \t 32\n", + "6 \t 34 \t 21 \t 1 \t 13 \t 65 \t -693\n", + "7 \t 21 \t 13 \t 1 \t 8 \t -68 \t 725\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 133 \t -1418\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -201 \t 2143\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 334 \t -3561\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -535 \t 5704\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 869 \t -9265\n", + "\t\t\t\t\t -1404 \t 14969\n", + "GCD(39203, 3677) = 1, with coefficients -1404 and 14969 such that 1 = (-1404)*39203 + (14969)*3677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3678 \t 10 \t 2423 \t 1 \t 0\n", + "1 \t 3678 \t 2423 \t 1 \t 1255 \t 0 \t 1\n", + "2 \t 2423 \t 1255 \t 1 \t 1168 \t 1 \t -10\n", + "3 \t 1255 \t 1168 \t 1 \t 87 \t -1 \t 11\n", + "4 \t 1168 \t 87 \t 13 \t 37 \t 2 \t -21\n", + "5 \t 87 \t 37 \t 2 \t 13 \t -3 \t 32\n", + "6 \t 37 \t 13 \t 2 \t 11 \t 41 \t -437\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -85 \t 906\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 211 \t -2249\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -296 \t 3155\n", + "\t\t\t\t\t 1691 \t -18024\n", + "GCD(39203, 3678) = 1, with coefficients 1691 and -18024 such that 1 = (1691)*39203 + (-18024)*3678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3679 \t 10 \t 2413 \t 1 \t 0\n", + "1 \t 3679 \t 2413 \t 1 \t 1266 \t 0 \t 1\n", + "2 \t 2413 \t 1266 \t 1 \t 1147 \t 1 \t -10\n", + "3 \t 1266 \t 1147 \t 1 \t 119 \t -1 \t 11\n", + "4 \t 1147 \t 119 \t 9 \t 76 \t 2 \t -21\n", + "5 \t 119 \t 76 \t 1 \t 43 \t -3 \t 32\n", + "6 \t 76 \t 43 \t 1 \t 33 \t 29 \t -309\n", + "7 \t 43 \t 33 \t 1 \t 10 \t -32 \t 341\n", + "8 \t 33 \t 10 \t 3 \t 3 \t 61 \t -650\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -93 \t 991\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 340 \t -3623\n", + "\t\t\t\t\t -1113 \t 11860\n", + "GCD(39203, 3679) = 1, with coefficients -1113 and 11860 such that 1 = (-1113)*39203 + (11860)*3679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3680 \t 10 \t 2403 \t 1 \t 0\n", + "1 \t 3680 \t 2403 \t 1 \t 1277 \t 0 \t 1\n", + "2 \t 2403 \t 1277 \t 1 \t 1126 \t 1 \t -10\n", + "3 \t 1277 \t 1126 \t 1 \t 151 \t -1 \t 11\n", + "4 \t 1126 \t 151 \t 7 \t 69 \t 2 \t -21\n", + "5 \t 151 \t 69 \t 2 \t 13 \t -3 \t 32\n", + "6 \t 69 \t 13 \t 5 \t 4 \t 23 \t -245\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -49 \t 522\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 268 \t -2855\n", + "\t\t\t\t\t -853 \t 9087\n", + "GCD(39203, 3680) = 1, with coefficients -853 and 9087 such that 1 = (-853)*39203 + (9087)*3680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3681 \t 10 \t 2393 \t 1 \t 0\n", + "1 \t 3681 \t 2393 \t 1 \t 1288 \t 0 \t 1\n", + "2 \t 2393 \t 1288 \t 1 \t 1105 \t 1 \t -10\n", + "3 \t 1288 \t 1105 \t 1 \t 183 \t -1 \t 11\n", + "4 \t 1105 \t 183 \t 6 \t 7 \t 2 \t -21\n", + "5 \t 183 \t 7 \t 26 \t 1 \t -3 \t 32\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 20 \t -213\n", + "\t\t\t\t\t -523 \t 5570\n", + "GCD(39203, 3681) = 1, with coefficients -523 and 5570 such that 1 = (-523)*39203 + (5570)*3681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3682 \t 10 \t 2383 \t 1 \t 0\n", + "1 \t 3682 \t 2383 \t 1 \t 1299 \t 0 \t 1\n", + "2 \t 2383 \t 1299 \t 1 \t 1084 \t 1 \t -10\n", + "3 \t 1299 \t 1084 \t 1 \t 215 \t -1 \t 11\n", + "4 \t 1084 \t 215 \t 5 \t 9 \t 2 \t -21\n", + "5 \t 215 \t 9 \t 23 \t 8 \t -3 \t 32\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 17 \t -181\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -394 \t 4195\n", + "\t\t\t\t\t 411 \t -4376\n", + "GCD(39203, 3682) = 1, with coefficients 411 and -4376 such that 1 = (411)*39203 + (-4376)*3682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3683 \t 10 \t 2373 \t 1 \t 0\n", + "1 \t 3683 \t 2373 \t 1 \t 1310 \t 0 \t 1\n", + "2 \t 2373 \t 1310 \t 1 \t 1063 \t 1 \t -10\n", + "3 \t 1310 \t 1063 \t 1 \t 247 \t -1 \t 11\n", + "4 \t 1063 \t 247 \t 4 \t 75 \t 2 \t -21\n", + "5 \t 247 \t 75 \t 3 \t 22 \t -3 \t 32\n", + "6 \t 75 \t 22 \t 3 \t 9 \t 14 \t -149\n", + "7 \t 22 \t 9 \t 2 \t 4 \t -45 \t 479\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 149 \t -1586\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -343 \t 3651\n", + "\t\t\t\t\t 835 \t -8888\n", + "GCD(39203, 3683) = 1, with coefficients 835 and -8888 such that 1 = (835)*39203 + (-8888)*3683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3684 \t 10 \t 2363 \t 1 \t 0\n", + "1 \t 3684 \t 2363 \t 1 \t 1321 \t 0 \t 1\n", + "2 \t 2363 \t 1321 \t 1 \t 1042 \t 1 \t -10\n", + "3 \t 1321 \t 1042 \t 1 \t 279 \t -1 \t 11\n", + "4 \t 1042 \t 279 \t 3 \t 205 \t 2 \t -21\n", + "5 \t 279 \t 205 \t 1 \t 74 \t -3 \t 32\n", + "6 \t 205 \t 74 \t 2 \t 57 \t 11 \t -117\n", + "7 \t 74 \t 57 \t 1 \t 17 \t -14 \t 149\n", + "8 \t 57 \t 17 \t 3 \t 6 \t 39 \t -415\n", + "9 \t 17 \t 6 \t 2 \t 5 \t -53 \t 564\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 198 \t -2107\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -449 \t 4778\n", + "\t\t\t\t\t 647 \t -6885\n", + "GCD(39203, 3684) = 1, with coefficients 647 and -6885 such that 1 = (647)*39203 + (-6885)*3684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3685 \t 10 \t 2353 \t 1 \t 0\n", + "1 \t 3685 \t 2353 \t 1 \t 1332 \t 0 \t 1\n", + "2 \t 2353 \t 1332 \t 1 \t 1021 \t 1 \t -10\n", + "3 \t 1332 \t 1021 \t 1 \t 311 \t -1 \t 11\n", + "4 \t 1021 \t 311 \t 3 \t 88 \t 2 \t -21\n", + "5 \t 311 \t 88 \t 3 \t 47 \t -3 \t 32\n", + "6 \t 88 \t 47 \t 1 \t 41 \t 11 \t -117\n", + "7 \t 47 \t 41 \t 1 \t 6 \t -36 \t 383\n", + "8 \t 41 \t 6 \t 6 \t 5 \t 47 \t -500\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -83 \t 883\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 545 \t -5798\n", + "\t\t\t\t\t -628 \t 6681\n", + "GCD(39203, 3685) = 1, with coefficients -628 and 6681 such that 1 = (-628)*39203 + (6681)*3685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3686 \t 10 \t 2343 \t 1 \t 0\n", + "1 \t 3686 \t 2343 \t 1 \t 1343 \t 0 \t 1\n", + "2 \t 2343 \t 1343 \t 1 \t 1000 \t 1 \t -10\n", + "3 \t 1343 \t 1000 \t 1 \t 343 \t -1 \t 11\n", + "4 \t 1000 \t 343 \t 2 \t 314 \t 2 \t -21\n", + "5 \t 343 \t 314 \t 1 \t 29 \t -3 \t 32\n", + "6 \t 314 \t 29 \t 10 \t 24 \t 8 \t -85\n", + "7 \t 29 \t 24 \t 1 \t 5 \t -11 \t 117\n", + "8 \t 24 \t 5 \t 4 \t 4 \t 118 \t -1255\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -129 \t 1372\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 634 \t -6743\n", + "\t\t\t\t\t -763 \t 8115\n", + "GCD(39203, 3686) = 1, with coefficients -763 and 8115 such that 1 = (-763)*39203 + (8115)*3686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3687 \t 10 \t 2333 \t 1 \t 0\n", + "1 \t 3687 \t 2333 \t 1 \t 1354 \t 0 \t 1\n", + "2 \t 2333 \t 1354 \t 1 \t 979 \t 1 \t -10\n", + "3 \t 1354 \t 979 \t 1 \t 375 \t -1 \t 11\n", + "4 \t 979 \t 375 \t 2 \t 229 \t 2 \t -21\n", + "5 \t 375 \t 229 \t 1 \t 146 \t -3 \t 32\n", + "6 \t 229 \t 146 \t 1 \t 83 \t 8 \t -85\n", + "7 \t 146 \t 83 \t 1 \t 63 \t -11 \t 117\n", + "8 \t 83 \t 63 \t 1 \t 20 \t 19 \t -202\n", + "9 \t 63 \t 20 \t 3 \t 3 \t -30 \t 319\n", + "10 \t 20 \t 3 \t 6 \t 2 \t 49 \t -521\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -177 \t 1882\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1111 \t -11813\n", + "\t\t\t\t\t -1288 \t 13695\n", + "GCD(39203, 3687) = 1, with coefficients -1288 and 13695 such that 1 = (-1288)*39203 + (13695)*3687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3688 \t 10 \t 2323 \t 1 \t 0\n", + "1 \t 3688 \t 2323 \t 1 \t 1365 \t 0 \t 1\n", + "2 \t 2323 \t 1365 \t 1 \t 958 \t 1 \t -10\n", + "3 \t 1365 \t 958 \t 1 \t 407 \t -1 \t 11\n", + "4 \t 958 \t 407 \t 2 \t 144 \t 2 \t -21\n", + "5 \t 407 \t 144 \t 2 \t 119 \t -3 \t 32\n", + "6 \t 144 \t 119 \t 1 \t 25 \t 8 \t -85\n", + "7 \t 119 \t 25 \t 4 \t 19 \t -19 \t 202\n", + "8 \t 25 \t 19 \t 1 \t 6 \t 27 \t -287\n", + "9 \t 19 \t 6 \t 3 \t 1 \t -127 \t 1350\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 154 \t -1637\n", + "\t\t\t\t\t -589 \t 6261\n", + "GCD(39203, 3688) = 1, with coefficients -589 and 6261 such that 1 = (-589)*39203 + (6261)*3688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3689 \t 10 \t 2313 \t 1 \t 0\n", + "1 \t 3689 \t 2313 \t 1 \t 1376 \t 0 \t 1\n", + "2 \t 2313 \t 1376 \t 1 \t 937 \t 1 \t -10\n", + "3 \t 1376 \t 937 \t 1 \t 439 \t -1 \t 11\n", + "4 \t 937 \t 439 \t 2 \t 59 \t 2 \t -21\n", + "5 \t 439 \t 59 \t 7 \t 26 \t -3 \t 32\n", + "6 \t 59 \t 26 \t 2 \t 7 \t 8 \t -85\n", + "7 \t 26 \t 7 \t 3 \t 5 \t -59 \t 627\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 126 \t -1339\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -437 \t 4644\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 563 \t -5983\n", + "\t\t\t\t\t -1563 \t 16610\n", + "GCD(39203, 3689) = 1, with coefficients -1563 and 16610 such that 1 = (-1563)*39203 + (16610)*3689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3690 \t 10 \t 2303 \t 1 \t 0\n", + "1 \t 3690 \t 2303 \t 1 \t 1387 \t 0 \t 1\n", + "2 \t 2303 \t 1387 \t 1 \t 916 \t 1 \t -10\n", + "3 \t 1387 \t 916 \t 1 \t 471 \t -1 \t 11\n", + "4 \t 916 \t 471 \t 1 \t 445 \t 2 \t -21\n", + "5 \t 471 \t 445 \t 1 \t 26 \t -3 \t 32\n", + "6 \t 445 \t 26 \t 17 \t 3 \t 5 \t -53\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -8 \t 85\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 141 \t -1498\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1136 \t 12069\n", + "\t\t\t\t\t 1277 \t -13567\n", + "GCD(39203, 3690) = 1, with coefficients 1277 and -13567 such that 1 = (1277)*39203 + (-13567)*3690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3691 \t 10 \t 2293 \t 1 \t 0\n", + "1 \t 3691 \t 2293 \t 1 \t 1398 \t 0 \t 1\n", + "2 \t 2293 \t 1398 \t 1 \t 895 \t 1 \t -10\n", + "3 \t 1398 \t 895 \t 1 \t 503 \t -1 \t 11\n", + "4 \t 895 \t 503 \t 1 \t 392 \t 2 \t -21\n", + "5 \t 503 \t 392 \t 1 \t 111 \t -3 \t 32\n", + "6 \t 392 \t 111 \t 3 \t 59 \t 5 \t -53\n", + "7 \t 111 \t 59 \t 1 \t 52 \t -8 \t 85\n", + "8 \t 59 \t 52 \t 1 \t 7 \t 29 \t -308\n", + "9 \t 52 \t 7 \t 7 \t 3 \t -37 \t 393\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 66 \t -701\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -499 \t 5300\n", + "\t\t\t\t\t 1064 \t -11301\n", + "GCD(39203, 3691) = 1, with coefficients 1064 and -11301 such that 1 = (1064)*39203 + (-11301)*3691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3692 \t 10 \t 2283 \t 1 \t 0\n", + "1 \t 3692 \t 2283 \t 1 \t 1409 \t 0 \t 1\n", + "2 \t 2283 \t 1409 \t 1 \t 874 \t 1 \t -10\n", + "3 \t 1409 \t 874 \t 1 \t 535 \t -1 \t 11\n", + "4 \t 874 \t 535 \t 1 \t 339 \t 2 \t -21\n", + "5 \t 535 \t 339 \t 1 \t 196 \t -3 \t 32\n", + "6 \t 339 \t 196 \t 1 \t 143 \t 5 \t -53\n", + "7 \t 196 \t 143 \t 1 \t 53 \t -8 \t 85\n", + "8 \t 143 \t 53 \t 2 \t 37 \t 13 \t -138\n", + "9 \t 53 \t 37 \t 1 \t 16 \t -21 \t 223\n", + "10 \t 37 \t 16 \t 2 \t 5 \t 55 \t -584\n", + "11 \t 16 \t 5 \t 3 \t 1 \t -76 \t 807\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 207 \t -2198\n", + "\t\t\t\t\t -697 \t 7401\n", + "GCD(39203, 3692) = 1, with coefficients -697 and 7401 such that 1 = (-697)*39203 + (7401)*3692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3693 \t 10 \t 2273 \t 1 \t 0\n", + "1 \t 3693 \t 2273 \t 1 \t 1420 \t 0 \t 1\n", + "2 \t 2273 \t 1420 \t 1 \t 853 \t 1 \t -10\n", + "3 \t 1420 \t 853 \t 1 \t 567 \t -1 \t 11\n", + "4 \t 853 \t 567 \t 1 \t 286 \t 2 \t -21\n", + "5 \t 567 \t 286 \t 1 \t 281 \t -3 \t 32\n", + "6 \t 286 \t 281 \t 1 \t 5 \t 5 \t -53\n", + "7 \t 281 \t 5 \t 56 \t 1 \t -8 \t 85\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 13 \t -138\n", + "\t\t\t\t\t -736 \t 7813\n", + "GCD(39203, 3693) = 1, with coefficients -736 and 7813 such that 1 = (-736)*39203 + (7813)*3693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3694 \t 10 \t 2263 \t 1 \t 0\n", + "1 \t 3694 \t 2263 \t 1 \t 1431 \t 0 \t 1\n", + "2 \t 2263 \t 1431 \t 1 \t 832 \t 1 \t -10\n", + "3 \t 1431 \t 832 \t 1 \t 599 \t -1 \t 11\n", + "4 \t 832 \t 599 \t 1 \t 233 \t 2 \t -21\n", + "5 \t 599 \t 233 \t 2 \t 133 \t -3 \t 32\n", + "6 \t 233 \t 133 \t 1 \t 100 \t 5 \t -53\n", + "7 \t 133 \t 100 \t 1 \t 33 \t -13 \t 138\n", + "8 \t 100 \t 33 \t 3 \t 1 \t 18 \t -191\n", + "9 \t 33 \t 1 \t 33 \t 0 \t -31 \t 329\n", + "\t\t\t\t\t 111 \t -1178\n", + "GCD(39203, 3694) = 1, with coefficients 111 and -1178 such that 1 = (111)*39203 + (-1178)*3694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3695 \t 10 \t 2253 \t 1 \t 0\n", + "1 \t 3695 \t 2253 \t 1 \t 1442 \t 0 \t 1\n", + "2 \t 2253 \t 1442 \t 1 \t 811 \t 1 \t -10\n", + "3 \t 1442 \t 811 \t 1 \t 631 \t -1 \t 11\n", + "4 \t 811 \t 631 \t 1 \t 180 \t 2 \t -21\n", + "5 \t 631 \t 180 \t 3 \t 91 \t -3 \t 32\n", + "6 \t 180 \t 91 \t 1 \t 89 \t 5 \t -53\n", + "7 \t 91 \t 89 \t 1 \t 2 \t -18 \t 191\n", + "8 \t 89 \t 2 \t 44 \t 1 \t 23 \t -244\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -41 \t 435\n", + "\t\t\t\t\t 1827 \t -19384\n", + "GCD(39203, 3695) = 1, with coefficients 1827 and -19384 such that 1 = (1827)*39203 + (-19384)*3695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3696 \t 10 \t 2243 \t 1 \t 0\n", + "1 \t 3696 \t 2243 \t 1 \t 1453 \t 0 \t 1\n", + "2 \t 2243 \t 1453 \t 1 \t 790 \t 1 \t -10\n", + "3 \t 1453 \t 790 \t 1 \t 663 \t -1 \t 11\n", + "4 \t 790 \t 663 \t 1 \t 127 \t 2 \t -21\n", + "5 \t 663 \t 127 \t 5 \t 28 \t -3 \t 32\n", + "6 \t 127 \t 28 \t 4 \t 15 \t 5 \t -53\n", + "7 \t 28 \t 15 \t 1 \t 13 \t -28 \t 297\n", + "8 \t 15 \t 13 \t 1 \t 2 \t 117 \t -1241\n", + "9 \t 13 \t 2 \t 6 \t 1 \t -145 \t 1538\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 262 \t -2779\n", + "\t\t\t\t\t -1717 \t 18212\n", + "GCD(39203, 3696) = 1, with coefficients -1717 and 18212 such that 1 = (-1717)*39203 + (18212)*3696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3697 \t 10 \t 2233 \t 1 \t 0\n", + "1 \t 3697 \t 2233 \t 1 \t 1464 \t 0 \t 1\n", + "2 \t 2233 \t 1464 \t 1 \t 769 \t 1 \t -10\n", + "3 \t 1464 \t 769 \t 1 \t 695 \t -1 \t 11\n", + "4 \t 769 \t 695 \t 1 \t 74 \t 2 \t -21\n", + "5 \t 695 \t 74 \t 9 \t 29 \t -3 \t 32\n", + "6 \t 74 \t 29 \t 2 \t 16 \t 5 \t -53\n", + "7 \t 29 \t 16 \t 1 \t 13 \t -48 \t 509\n", + "8 \t 16 \t 13 \t 1 \t 3 \t 101 \t -1071\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -149 \t 1580\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 250 \t -2651\n", + "\t\t\t\t\t -1149 \t 12184\n", + "GCD(39203, 3697) = 1, with coefficients -1149 and 12184 such that 1 = (-1149)*39203 + (12184)*3697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3698 \t 10 \t 2223 \t 1 \t 0\n", + "1 \t 3698 \t 2223 \t 1 \t 1475 \t 0 \t 1\n", + "2 \t 2223 \t 1475 \t 1 \t 748 \t 1 \t -10\n", + "3 \t 1475 \t 748 \t 1 \t 727 \t -1 \t 11\n", + "4 \t 748 \t 727 \t 1 \t 21 \t 2 \t -21\n", + "5 \t 727 \t 21 \t 34 \t 13 \t -3 \t 32\n", + "6 \t 21 \t 13 \t 1 \t 8 \t 5 \t -53\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -173 \t 1834\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 178 \t -1887\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -351 \t 3721\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 529 \t -5608\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -880 \t 9329\n", + "\t\t\t\t\t 1409 \t -14937\n", + "GCD(39203, 3698) = 1, with coefficients 1409 and -14937 such that 1 = (1409)*39203 + (-14937)*3698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3699 \t 10 \t 2213 \t 1 \t 0\n", + "1 \t 3699 \t 2213 \t 1 \t 1486 \t 0 \t 1\n", + "2 \t 2213 \t 1486 \t 1 \t 727 \t 1 \t -10\n", + "3 \t 1486 \t 727 \t 2 \t 32 \t -1 \t 11\n", + "4 \t 727 \t 32 \t 22 \t 23 \t 2 \t -21\n", + "5 \t 32 \t 23 \t 1 \t 9 \t -5 \t 53\n", + "6 \t 23 \t 9 \t 2 \t 5 \t 112 \t -1187\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -117 \t 1240\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 346 \t -3667\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -463 \t 4907\n", + "\t\t\t\t\t 809 \t -8574\n", + "GCD(39203, 3699) = 1, with coefficients 809 and -8574 such that 1 = (809)*39203 + (-8574)*3699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3700 \t 10 \t 2203 \t 1 \t 0\n", + "1 \t 3700 \t 2203 \t 1 \t 1497 \t 0 \t 1\n", + "2 \t 2203 \t 1497 \t 1 \t 706 \t 1 \t -10\n", + "3 \t 1497 \t 706 \t 2 \t 85 \t -1 \t 11\n", + "4 \t 706 \t 85 \t 8 \t 26 \t 2 \t -21\n", + "5 \t 85 \t 26 \t 3 \t 7 \t -5 \t 53\n", + "6 \t 26 \t 7 \t 3 \t 5 \t 42 \t -445\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -131 \t 1388\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 435 \t -4609\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -566 \t 5997\n", + "\t\t\t\t\t 1567 \t -16603\n", + "GCD(39203, 3700) = 1, with coefficients 1567 and -16603 such that 1 = (1567)*39203 + (-16603)*3700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3701 \t 10 \t 2193 \t 1 \t 0\n", + "1 \t 3701 \t 2193 \t 1 \t 1508 \t 0 \t 1\n", + "2 \t 2193 \t 1508 \t 1 \t 685 \t 1 \t -10\n", + "3 \t 1508 \t 685 \t 2 \t 138 \t -1 \t 11\n", + "4 \t 685 \t 138 \t 4 \t 133 \t 2 \t -21\n", + "5 \t 138 \t 133 \t 1 \t 5 \t -5 \t 53\n", + "6 \t 133 \t 5 \t 26 \t 3 \t 22 \t -233\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -27 \t 286\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 724 \t -7669\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -751 \t 7955\n", + "\t\t\t\t\t 1475 \t -15624\n", + "GCD(39203, 3701) = 1, with coefficients 1475 and -15624 such that 1 = (1475)*39203 + (-15624)*3701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3702 \t 10 \t 2183 \t 1 \t 0\n", + "1 \t 3702 \t 2183 \t 1 \t 1519 \t 0 \t 1\n", + "2 \t 2183 \t 1519 \t 1 \t 664 \t 1 \t -10\n", + "3 \t 1519 \t 664 \t 2 \t 191 \t -1 \t 11\n", + "4 \t 664 \t 191 \t 3 \t 91 \t 2 \t -21\n", + "5 \t 191 \t 91 \t 2 \t 9 \t -5 \t 53\n", + "6 \t 91 \t 9 \t 10 \t 1 \t 17 \t -180\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -39 \t 413\n", + "\t\t\t\t\t 407 \t -4310\n", + "GCD(39203, 3702) = 1, with coefficients 407 and -4310 such that 1 = (407)*39203 + (-4310)*3702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3703 \t 10 \t 2173 \t 1 \t 0\n", + "1 \t 3703 \t 2173 \t 1 \t 1530 \t 0 \t 1\n", + "2 \t 2173 \t 1530 \t 1 \t 643 \t 1 \t -10\n", + "3 \t 1530 \t 643 \t 2 \t 244 \t -1 \t 11\n", + "4 \t 643 \t 244 \t 2 \t 155 \t 2 \t -21\n", + "5 \t 244 \t 155 \t 1 \t 89 \t -5 \t 53\n", + "6 \t 155 \t 89 \t 1 \t 66 \t 12 \t -127\n", + "7 \t 89 \t 66 \t 1 \t 23 \t -17 \t 180\n", + "8 \t 66 \t 23 \t 2 \t 20 \t 29 \t -307\n", + "9 \t 23 \t 20 \t 1 \t 3 \t -46 \t 487\n", + "10 \t 20 \t 3 \t 6 \t 2 \t 121 \t -1281\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -167 \t 1768\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1123 \t -11889\n", + "\t\t\t\t\t -1290 \t 13657\n", + "GCD(39203, 3703) = 1, with coefficients -1290 and 13657 such that 1 = (-1290)*39203 + (13657)*3703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3704 \t 10 \t 2163 \t 1 \t 0\n", + "1 \t 3704 \t 2163 \t 1 \t 1541 \t 0 \t 1\n", + "2 \t 2163 \t 1541 \t 1 \t 622 \t 1 \t -10\n", + "3 \t 1541 \t 622 \t 2 \t 297 \t -1 \t 11\n", + "4 \t 622 \t 297 \t 2 \t 28 \t 2 \t -21\n", + "5 \t 297 \t 28 \t 10 \t 17 \t -5 \t 53\n", + "6 \t 28 \t 17 \t 1 \t 11 \t 12 \t -127\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -125 \t 1323\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 137 \t -1450\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -262 \t 2773\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 399 \t -4223\n", + "\t\t\t\t\t -661 \t 6996\n", + "GCD(39203, 3704) = 1, with coefficients -661 and 6996 such that 1 = (-661)*39203 + (6996)*3704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3705 \t 10 \t 2153 \t 1 \t 0\n", + "1 \t 3705 \t 2153 \t 1 \t 1552 \t 0 \t 1\n", + "2 \t 2153 \t 1552 \t 1 \t 601 \t 1 \t -10\n", + "3 \t 1552 \t 601 \t 2 \t 350 \t -1 \t 11\n", + "4 \t 601 \t 350 \t 1 \t 251 \t 2 \t -21\n", + "5 \t 350 \t 251 \t 1 \t 99 \t -5 \t 53\n", + "6 \t 251 \t 99 \t 2 \t 53 \t 7 \t -74\n", + "7 \t 99 \t 53 \t 1 \t 46 \t -12 \t 127\n", + "8 \t 53 \t 46 \t 1 \t 7 \t 31 \t -328\n", + "9 \t 46 \t 7 \t 6 \t 4 \t -43 \t 455\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 74 \t -783\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -487 \t 5153\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 561 \t -5936\n", + "\t\t\t\t\t -1048 \t 11089\n", + "GCD(39203, 3705) = 1, with coefficients -1048 and 11089 such that 1 = (-1048)*39203 + (11089)*3705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3706 \t 10 \t 2143 \t 1 \t 0\n", + "1 \t 3706 \t 2143 \t 1 \t 1563 \t 0 \t 1\n", + "2 \t 2143 \t 1563 \t 1 \t 580 \t 1 \t -10\n", + "3 \t 1563 \t 580 \t 2 \t 403 \t -1 \t 11\n", + "4 \t 580 \t 403 \t 1 \t 177 \t 2 \t -21\n", + "5 \t 403 \t 177 \t 2 \t 49 \t -5 \t 53\n", + "6 \t 177 \t 49 \t 3 \t 30 \t 7 \t -74\n", + "7 \t 49 \t 30 \t 1 \t 19 \t -19 \t 201\n", + "8 \t 30 \t 19 \t 1 \t 11 \t 64 \t -677\n", + "9 \t 19 \t 11 \t 1 \t 8 \t -83 \t 878\n", + "10 \t 11 \t 8 \t 1 \t 3 \t 147 \t -1555\n", + "11 \t 8 \t 3 \t 2 \t 2 \t -230 \t 2433\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 377 \t -3988\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -984 \t 10409\n", + "\t\t\t\t\t 1361 \t -14397\n", + "GCD(39203, 3706) = 1, with coefficients 1361 and -14397 such that 1 = (1361)*39203 + (-14397)*3706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3707 \t 10 \t 2133 \t 1 \t 0\n", + "1 \t 3707 \t 2133 \t 1 \t 1574 \t 0 \t 1\n", + "2 \t 2133 \t 1574 \t 1 \t 559 \t 1 \t -10\n", + "3 \t 1574 \t 559 \t 2 \t 456 \t -1 \t 11\n", + "4 \t 559 \t 456 \t 1 \t 103 \t 2 \t -21\n", + "5 \t 456 \t 103 \t 4 \t 44 \t -5 \t 53\n", + "6 \t 103 \t 44 \t 2 \t 15 \t 7 \t -74\n", + "7 \t 44 \t 15 \t 2 \t 14 \t -33 \t 349\n", + "8 \t 15 \t 14 \t 1 \t 1 \t 73 \t -772\n", + "9 \t 14 \t 1 \t 14 \t 0 \t -179 \t 1893\n", + "\t\t\t\t\t 252 \t -2665\n", + "GCD(39203, 3707) = 1, with coefficients 252 and -2665 such that 1 = (252)*39203 + (-2665)*3707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3708 \t 10 \t 2123 \t 1 \t 0\n", + "1 \t 3708 \t 2123 \t 1 \t 1585 \t 0 \t 1\n", + "2 \t 2123 \t 1585 \t 1 \t 538 \t 1 \t -10\n", + "3 \t 1585 \t 538 \t 2 \t 509 \t -1 \t 11\n", + "4 \t 538 \t 509 \t 1 \t 29 \t 2 \t -21\n", + "5 \t 509 \t 29 \t 17 \t 16 \t -5 \t 53\n", + "6 \t 29 \t 16 \t 1 \t 13 \t 7 \t -74\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -124 \t 1311\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 131 \t -1385\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -255 \t 2696\n", + "\t\t\t\t\t 1151 \t -12169\n", + "GCD(39203, 3708) = 1, with coefficients 1151 and -12169 such that 1 = (1151)*39203 + (-12169)*3708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3709 \t 10 \t 2113 \t 1 \t 0\n", + "1 \t 3709 \t 2113 \t 1 \t 1596 \t 0 \t 1\n", + "2 \t 2113 \t 1596 \t 1 \t 517 \t 1 \t -10\n", + "3 \t 1596 \t 517 \t 3 \t 45 \t -1 \t 11\n", + "4 \t 517 \t 45 \t 11 \t 22 \t 2 \t -21\n", + "5 \t 45 \t 22 \t 2 \t 1 \t -7 \t 74\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 79 \t -835\n", + "\t\t\t\t\t -165 \t 1744\n", + "GCD(39203, 3709) = 1, with coefficients -165 and 1744 such that 1 = (-165)*39203 + (1744)*3709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3710 \t 10 \t 2103 \t 1 \t 0\n", + "1 \t 3710 \t 2103 \t 1 \t 1607 \t 0 \t 1\n", + "2 \t 2103 \t 1607 \t 1 \t 496 \t 1 \t -10\n", + "3 \t 1607 \t 496 \t 3 \t 119 \t -1 \t 11\n", + "4 \t 496 \t 119 \t 4 \t 20 \t 2 \t -21\n", + "5 \t 119 \t 20 \t 5 \t 19 \t -7 \t 74\n", + "6 \t 20 \t 19 \t 1 \t 1 \t 30 \t -317\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -157 \t 1659\n", + "\t\t\t\t\t 187 \t -1976\n", + "GCD(39203, 3710) = 1, with coefficients 187 and -1976 such that 1 = (187)*39203 + (-1976)*3710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3711 \t 10 \t 2093 \t 1 \t 0\n", + "1 \t 3711 \t 2093 \t 1 \t 1618 \t 0 \t 1\n", + "2 \t 2093 \t 1618 \t 1 \t 475 \t 1 \t -10\n", + "3 \t 1618 \t 475 \t 3 \t 193 \t -1 \t 11\n", + "4 \t 475 \t 193 \t 2 \t 89 \t 2 \t -21\n", + "5 \t 193 \t 89 \t 2 \t 15 \t -7 \t 74\n", + "6 \t 89 \t 15 \t 5 \t 14 \t 16 \t -169\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -39 \t 412\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 211 \t -2229\n", + "\t\t\t\t\t -250 \t 2641\n", + "GCD(39203, 3711) = 1, with coefficients -250 and 2641 such that 1 = (-250)*39203 + (2641)*3711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3712 \t 10 \t 2083 \t 1 \t 0\n", + "1 \t 3712 \t 2083 \t 1 \t 1629 \t 0 \t 1\n", + "2 \t 2083 \t 1629 \t 1 \t 454 \t 1 \t -10\n", + "3 \t 1629 \t 454 \t 3 \t 267 \t -1 \t 11\n", + "4 \t 454 \t 267 \t 1 \t 187 \t 2 \t -21\n", + "5 \t 267 \t 187 \t 1 \t 80 \t -7 \t 74\n", + "6 \t 187 \t 80 \t 2 \t 27 \t 9 \t -95\n", + "7 \t 80 \t 27 \t 2 \t 26 \t -16 \t 169\n", + "8 \t 27 \t 26 \t 1 \t 1 \t 41 \t -433\n", + "9 \t 26 \t 1 \t 26 \t 0 \t -98 \t 1035\n", + "\t\t\t\t\t 139 \t -1468\n", + "GCD(39203, 3712) = 1, with coefficients 139 and -1468 such that 1 = (139)*39203 + (-1468)*3712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3713 \t 10 \t 2073 \t 1 \t 0\n", + "1 \t 3713 \t 2073 \t 1 \t 1640 \t 0 \t 1\n", + "2 \t 2073 \t 1640 \t 1 \t 433 \t 1 \t -10\n", + "3 \t 1640 \t 433 \t 3 \t 341 \t -1 \t 11\n", + "4 \t 433 \t 341 \t 1 \t 92 \t 2 \t -21\n", + "5 \t 341 \t 92 \t 3 \t 65 \t -7 \t 74\n", + "6 \t 92 \t 65 \t 1 \t 27 \t 9 \t -95\n", + "7 \t 65 \t 27 \t 2 \t 11 \t -34 \t 359\n", + "8 \t 27 \t 11 \t 2 \t 5 \t 43 \t -454\n", + "9 \t 11 \t 5 \t 2 \t 1 \t -120 \t 1267\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 283 \t -2988\n", + "\t\t\t\t\t -686 \t 7243\n", + "GCD(39203, 3713) = 1, with coefficients -686 and 7243 such that 1 = (-686)*39203 + (7243)*3713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3714 \t 10 \t 2063 \t 1 \t 0\n", + "1 \t 3714 \t 2063 \t 1 \t 1651 \t 0 \t 1\n", + "2 \t 2063 \t 1651 \t 1 \t 412 \t 1 \t -10\n", + "3 \t 1651 \t 412 \t 4 \t 3 \t -1 \t 11\n", + "4 \t 412 \t 3 \t 137 \t 1 \t 2 \t -21\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -9 \t 95\n", + "\t\t\t\t\t 1235 \t -13036\n", + "GCD(39203, 3714) = 1, with coefficients 1235 and -13036 such that 1 = (1235)*39203 + (-13036)*3714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3715 \t 10 \t 2053 \t 1 \t 0\n", + "1 \t 3715 \t 2053 \t 1 \t 1662 \t 0 \t 1\n", + "2 \t 2053 \t 1662 \t 1 \t 391 \t 1 \t -10\n", + "3 \t 1662 \t 391 \t 4 \t 98 \t -1 \t 11\n", + "4 \t 391 \t 98 \t 3 \t 97 \t 2 \t -21\n", + "5 \t 98 \t 97 \t 1 \t 1 \t -9 \t 95\n", + "6 \t 97 \t 1 \t 97 \t 0 \t 29 \t -306\n", + "\t\t\t\t\t -38 \t 401\n", + "GCD(39203, 3715) = 1, with coefficients -38 and 401 such that 1 = (-38)*39203 + (401)*3715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3716 \t 10 \t 2043 \t 1 \t 0\n", + "1 \t 3716 \t 2043 \t 1 \t 1673 \t 0 \t 1\n", + "2 \t 2043 \t 1673 \t 1 \t 370 \t 1 \t -10\n", + "3 \t 1673 \t 370 \t 4 \t 193 \t -1 \t 11\n", + "4 \t 370 \t 193 \t 1 \t 177 \t 2 \t -21\n", + "5 \t 193 \t 177 \t 1 \t 16 \t -9 \t 95\n", + "6 \t 177 \t 16 \t 11 \t 1 \t 11 \t -116\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -20 \t 211\n", + "\t\t\t\t\t 231 \t -2437\n", + "GCD(39203, 3716) = 1, with coefficients 231 and -2437 such that 1 = (231)*39203 + (-2437)*3716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3717 \t 10 \t 2033 \t 1 \t 0\n", + "1 \t 3717 \t 2033 \t 1 \t 1684 \t 0 \t 1\n", + "2 \t 2033 \t 1684 \t 1 \t 349 \t 1 \t -10\n", + "3 \t 1684 \t 349 \t 4 \t 288 \t -1 \t 11\n", + "4 \t 349 \t 288 \t 1 \t 61 \t 2 \t -21\n", + "5 \t 288 \t 61 \t 4 \t 44 \t -9 \t 95\n", + "6 \t 61 \t 44 \t 1 \t 17 \t 11 \t -116\n", + "7 \t 44 \t 17 \t 2 \t 10 \t -53 \t 559\n", + "8 \t 17 \t 10 \t 1 \t 7 \t 64 \t -675\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -181 \t 1909\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 245 \t -2584\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -426 \t 4493\n", + "\t\t\t\t\t 1097 \t -11570\n", + "GCD(39203, 3717) = 1, with coefficients 1097 and -11570 such that 1 = (1097)*39203 + (-11570)*3717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3718 \t 10 \t 2023 \t 1 \t 0\n", + "1 \t 3718 \t 2023 \t 1 \t 1695 \t 0 \t 1\n", + "2 \t 2023 \t 1695 \t 1 \t 328 \t 1 \t -10\n", + "3 \t 1695 \t 328 \t 5 \t 55 \t -1 \t 11\n", + "4 \t 328 \t 55 \t 5 \t 53 \t 2 \t -21\n", + "5 \t 55 \t 53 \t 1 \t 2 \t -11 \t 116\n", + "6 \t 53 \t 2 \t 26 \t 1 \t 57 \t -601\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -68 \t 717\n", + "\t\t\t\t\t 1825 \t -19243\n", + "GCD(39203, 3718) = 1, with coefficients 1825 and -19243 such that 1 = (1825)*39203 + (-19243)*3718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3719 \t 10 \t 2013 \t 1 \t 0\n", + "1 \t 3719 \t 2013 \t 1 \t 1706 \t 0 \t 1\n", + "2 \t 2013 \t 1706 \t 1 \t 307 \t 1 \t -10\n", + "3 \t 1706 \t 307 \t 5 \t 171 \t -1 \t 11\n", + "4 \t 307 \t 171 \t 1 \t 136 \t 2 \t -21\n", + "5 \t 171 \t 136 \t 1 \t 35 \t -11 \t 116\n", + "6 \t 136 \t 35 \t 3 \t 31 \t 13 \t -137\n", + "7 \t 35 \t 31 \t 1 \t 4 \t -24 \t 253\n", + "8 \t 31 \t 4 \t 7 \t 3 \t 85 \t -896\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -109 \t 1149\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 848 \t -8939\n", + "\t\t\t\t\t -957 \t 10088\n", + "GCD(39203, 3719) = 1, with coefficients -957 and 10088 such that 1 = (-957)*39203 + (10088)*3719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3720 \t 10 \t 2003 \t 1 \t 0\n", + "1 \t 3720 \t 2003 \t 1 \t 1717 \t 0 \t 1\n", + "2 \t 2003 \t 1717 \t 1 \t 286 \t 1 \t -10\n", + "3 \t 1717 \t 286 \t 6 \t 1 \t -1 \t 11\n", + "4 \t 286 \t 1 \t 286 \t 0 \t 2 \t -21\n", + "\t\t\t\t\t -13 \t 137\n", + "GCD(39203, 3720) = 1, with coefficients -13 and 137 such that 1 = (-13)*39203 + (137)*3720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3721 \t 10 \t 1993 \t 1 \t 0\n", + "1 \t 3721 \t 1993 \t 1 \t 1728 \t 0 \t 1\n", + "2 \t 1993 \t 1728 \t 1 \t 265 \t 1 \t -10\n", + "3 \t 1728 \t 265 \t 6 \t 138 \t -1 \t 11\n", + "4 \t 265 \t 138 \t 1 \t 127 \t 2 \t -21\n", + "5 \t 138 \t 127 \t 1 \t 11 \t -13 \t 137\n", + "6 \t 127 \t 11 \t 11 \t 6 \t 15 \t -158\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -28 \t 295\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 323 \t -3403\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -351 \t 3698\n", + "\t\t\t\t\t 674 \t -7101\n", + "GCD(39203, 3721) = 1, with coefficients 674 and -7101 such that 1 = (674)*39203 + (-7101)*3721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3722 \t 10 \t 1983 \t 1 \t 0\n", + "1 \t 3722 \t 1983 \t 1 \t 1739 \t 0 \t 1\n", + "2 \t 1983 \t 1739 \t 1 \t 244 \t 1 \t -10\n", + "3 \t 1739 \t 244 \t 7 \t 31 \t -1 \t 11\n", + "4 \t 244 \t 31 \t 7 \t 27 \t 2 \t -21\n", + "5 \t 31 \t 27 \t 1 \t 4 \t -15 \t 158\n", + "6 \t 27 \t 4 \t 6 \t 3 \t 107 \t -1127\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -122 \t 1285\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 839 \t -8837\n", + "\t\t\t\t\t -961 \t 10122\n", + "GCD(39203, 3722) = 1, with coefficients -961 and 10122 such that 1 = (-961)*39203 + (10122)*3722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3723 \t 10 \t 1973 \t 1 \t 0\n", + "1 \t 3723 \t 1973 \t 1 \t 1750 \t 0 \t 1\n", + "2 \t 1973 \t 1750 \t 1 \t 223 \t 1 \t -10\n", + "3 \t 1750 \t 223 \t 7 \t 189 \t -1 \t 11\n", + "4 \t 223 \t 189 \t 1 \t 34 \t 2 \t -21\n", + "5 \t 189 \t 34 \t 5 \t 19 \t -15 \t 158\n", + "6 \t 34 \t 19 \t 1 \t 15 \t 17 \t -179\n", + "7 \t 19 \t 15 \t 1 \t 4 \t -100 \t 1053\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 117 \t -1232\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -217 \t 2285\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 768 \t -8087\n", + "\t\t\t\t\t -985 \t 10372\n", + "GCD(39203, 3723) = 1, with coefficients -985 and 10372 such that 1 = (-985)*39203 + (10372)*3723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3724 \t 10 \t 1963 \t 1 \t 0\n", + "1 \t 3724 \t 1963 \t 1 \t 1761 \t 0 \t 1\n", + "2 \t 1963 \t 1761 \t 1 \t 202 \t 1 \t -10\n", + "3 \t 1761 \t 202 \t 8 \t 145 \t -1 \t 11\n", + "4 \t 202 \t 145 \t 1 \t 57 \t 2 \t -21\n", + "5 \t 145 \t 57 \t 2 \t 31 \t -17 \t 179\n", + "6 \t 57 \t 31 \t 1 \t 26 \t 19 \t -200\n", + "7 \t 31 \t 26 \t 1 \t 5 \t -55 \t 579\n", + "8 \t 26 \t 5 \t 5 \t 1 \t 74 \t -779\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -129 \t 1358\n", + "\t\t\t\t\t 719 \t -7569\n", + "GCD(39203, 3724) = 1, with coefficients 719 and -7569 such that 1 = (719)*39203 + (-7569)*3724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3725 \t 10 \t 1953 \t 1 \t 0\n", + "1 \t 3725 \t 1953 \t 1 \t 1772 \t 0 \t 1\n", + "2 \t 1953 \t 1772 \t 1 \t 181 \t 1 \t -10\n", + "3 \t 1772 \t 181 \t 9 \t 143 \t -1 \t 11\n", + "4 \t 181 \t 143 \t 1 \t 38 \t 2 \t -21\n", + "5 \t 143 \t 38 \t 3 \t 29 \t -19 \t 200\n", + "6 \t 38 \t 29 \t 1 \t 9 \t 21 \t -221\n", + "7 \t 29 \t 9 \t 3 \t 2 \t -82 \t 863\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 103 \t -1084\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -391 \t 4115\n", + "\t\t\t\t\t 1667 \t -17544\n", + "GCD(39203, 3725) = 1, with coefficients 1667 and -17544 such that 1 = (1667)*39203 + (-17544)*3725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3726 \t 10 \t 1943 \t 1 \t 0\n", + "1 \t 3726 \t 1943 \t 1 \t 1783 \t 0 \t 1\n", + "2 \t 1943 \t 1783 \t 1 \t 160 \t 1 \t -10\n", + "3 \t 1783 \t 160 \t 11 \t 23 \t -1 \t 11\n", + "4 \t 160 \t 23 \t 6 \t 22 \t 2 \t -21\n", + "5 \t 23 \t 22 \t 1 \t 1 \t -23 \t 242\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 140 \t -1473\n", + "\t\t\t\t\t -163 \t 1715\n", + "GCD(39203, 3726) = 1, with coefficients -163 and 1715 such that 1 = (-163)*39203 + (1715)*3726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3727 \t 10 \t 1933 \t 1 \t 0\n", + "1 \t 3727 \t 1933 \t 1 \t 1794 \t 0 \t 1\n", + "2 \t 1933 \t 1794 \t 1 \t 139 \t 1 \t -10\n", + "3 \t 1794 \t 139 \t 12 \t 126 \t -1 \t 11\n", + "4 \t 139 \t 126 \t 1 \t 13 \t 2 \t -21\n", + "5 \t 126 \t 13 \t 9 \t 9 \t -25 \t 263\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 27 \t -284\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -268 \t 2819\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 295 \t -3103\n", + "\t\t\t\t\t -858 \t 9025\n", + "GCD(39203, 3727) = 1, with coefficients -858 and 9025 such that 1 = (-858)*39203 + (9025)*3727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3728 \t 10 \t 1923 \t 1 \t 0\n", + "1 \t 3728 \t 1923 \t 1 \t 1805 \t 0 \t 1\n", + "2 \t 1923 \t 1805 \t 1 \t 118 \t 1 \t -10\n", + "3 \t 1805 \t 118 \t 15 \t 35 \t -1 \t 11\n", + "4 \t 118 \t 35 \t 3 \t 13 \t 2 \t -21\n", + "5 \t 35 \t 13 \t 2 \t 9 \t -31 \t 326\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 95 \t -999\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -221 \t 2324\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 316 \t -3323\n", + "\t\t\t\t\t -853 \t 8970\n", + "GCD(39203, 3728) = 1, with coefficients -853 and 8970 such that 1 = (-853)*39203 + (8970)*3728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3729 \t 10 \t 1913 \t 1 \t 0\n", + "1 \t 3729 \t 1913 \t 1 \t 1816 \t 0 \t 1\n", + "2 \t 1913 \t 1816 \t 1 \t 97 \t 1 \t -10\n", + "3 \t 1816 \t 97 \t 18 \t 70 \t -1 \t 11\n", + "4 \t 97 \t 70 \t 1 \t 27 \t 2 \t -21\n", + "5 \t 70 \t 27 \t 2 \t 16 \t -37 \t 389\n", + "6 \t 27 \t 16 \t 1 \t 11 \t 39 \t -410\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -115 \t 1209\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 154 \t -1619\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -269 \t 2828\n", + "\t\t\t\t\t 692 \t -7275\n", + "GCD(39203, 3729) = 1, with coefficients 692 and -7275 such that 1 = (692)*39203 + (-7275)*3729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3730 \t 10 \t 1903 \t 1 \t 0\n", + "1 \t 3730 \t 1903 \t 1 \t 1827 \t 0 \t 1\n", + "2 \t 1903 \t 1827 \t 1 \t 76 \t 1 \t -10\n", + "3 \t 1827 \t 76 \t 24 \t 3 \t -1 \t 11\n", + "4 \t 76 \t 3 \t 25 \t 1 \t 2 \t -21\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -49 \t 515\n", + "\t\t\t\t\t 1227 \t -12896\n", + "GCD(39203, 3730) = 1, with coefficients 1227 and -12896 such that 1 = (1227)*39203 + (-12896)*3730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3731 \t 10 \t 1893 \t 1 \t 0\n", + "1 \t 3731 \t 1893 \t 1 \t 1838 \t 0 \t 1\n", + "2 \t 1893 \t 1838 \t 1 \t 55 \t 1 \t -10\n", + "3 \t 1838 \t 55 \t 33 \t 23 \t -1 \t 11\n", + "4 \t 55 \t 23 \t 2 \t 9 \t 2 \t -21\n", + "5 \t 23 \t 9 \t 2 \t 5 \t -67 \t 704\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 136 \t -1429\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -339 \t 3562\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 475 \t -4991\n", + "\t\t\t\t\t -814 \t 8553\n", + "GCD(39203, 3731) = 1, with coefficients -814 and 8553 such that 1 = (-814)*39203 + (8553)*3731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3732 \t 10 \t 1883 \t 1 \t 0\n", + "1 \t 3732 \t 1883 \t 1 \t 1849 \t 0 \t 1\n", + "2 \t 1883 \t 1849 \t 1 \t 34 \t 1 \t -10\n", + "3 \t 1849 \t 34 \t 54 \t 13 \t -1 \t 11\n", + "4 \t 34 \t 13 \t 2 \t 8 \t 2 \t -21\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -109 \t 1145\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 220 \t -2311\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -329 \t 3456\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 549 \t -5767\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -878 \t 9223\n", + "\t\t\t\t\t 1427 \t -14990\n", + "GCD(39203, 3732) = 1, with coefficients 1427 and -14990 such that 1 = (1427)*39203 + (-14990)*3732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3733 \t 10 \t 1873 \t 1 \t 0\n", + "1 \t 3733 \t 1873 \t 1 \t 1860 \t 0 \t 1\n", + "2 \t 1873 \t 1860 \t 1 \t 13 \t 1 \t -10\n", + "3 \t 1860 \t 13 \t 143 \t 1 \t -1 \t 11\n", + "4 \t 13 \t 1 \t 13 \t 0 \t 2 \t -21\n", + "\t\t\t\t\t -287 \t 3014\n", + "GCD(39203, 3733) = 1, with coefficients -287 and 3014 such that 1 = (-287)*39203 + (3014)*3733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3734 \t 10 \t 1863 \t 1 \t 0\n", + "1 \t 3734 \t 1863 \t 2 \t 8 \t 0 \t 1\n", + "2 \t 1863 \t 8 \t 232 \t 7 \t 1 \t -10\n", + "3 \t 8 \t 7 \t 1 \t 1 \t -2 \t 21\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 465 \t -4882\n", + "\t\t\t\t\t -467 \t 4903\n", + "GCD(39203, 3734) = 1, with coefficients -467 and 4903 such that 1 = (-467)*39203 + (4903)*3734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3735 \t 10 \t 1853 \t 1 \t 0\n", + "1 \t 3735 \t 1853 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 1853 \t 29 \t 63 \t 26 \t 1 \t -10\n", + "3 \t 29 \t 26 \t 1 \t 3 \t -2 \t 21\n", + "4 \t 26 \t 3 \t 8 \t 2 \t 127 \t -1333\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -129 \t 1354\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1159 \t -12165\n", + "\t\t\t\t\t -1288 \t 13519\n", + "GCD(39203, 3735) = 1, with coefficients -1288 and 13519 such that 1 = (-1288)*39203 + (13519)*3735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3736 \t 10 \t 1843 \t 1 \t 0\n", + "1 \t 3736 \t 1843 \t 2 \t 50 \t 0 \t 1\n", + "2 \t 1843 \t 50 \t 36 \t 43 \t 1 \t -10\n", + "3 \t 50 \t 43 \t 1 \t 7 \t -2 \t 21\n", + "4 \t 43 \t 7 \t 6 \t 1 \t 73 \t -766\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -75 \t 787\n", + "\t\t\t\t\t 523 \t -5488\n", + "GCD(39203, 3736) = 1, with coefficients 523 and -5488 such that 1 = (523)*39203 + (-5488)*3736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3737 \t 10 \t 1833 \t 1 \t 0\n", + "1 \t 3737 \t 1833 \t 2 \t 71 \t 0 \t 1\n", + "2 \t 1833 \t 71 \t 25 \t 58 \t 1 \t -10\n", + "3 \t 71 \t 58 \t 1 \t 13 \t -2 \t 21\n", + "4 \t 58 \t 13 \t 4 \t 6 \t 51 \t -535\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -53 \t 556\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 263 \t -2759\n", + "\t\t\t\t\t -579 \t 6074\n", + "GCD(39203, 3737) = 1, with coefficients -579 and 6074 such that 1 = (-579)*39203 + (6074)*3737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3738 \t 10 \t 1823 \t 1 \t 0\n", + "1 \t 3738 \t 1823 \t 2 \t 92 \t 0 \t 1\n", + "2 \t 1823 \t 92 \t 19 \t 75 \t 1 \t -10\n", + "3 \t 92 \t 75 \t 1 \t 17 \t -2 \t 21\n", + "4 \t 75 \t 17 \t 4 \t 7 \t 39 \t -409\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -41 \t 430\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 203 \t -2129\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -447 \t 4688\n", + "\t\t\t\t\t 1097 \t -11505\n", + "GCD(39203, 3738) = 1, with coefficients 1097 and -11505 such that 1 = (1097)*39203 + (-11505)*3738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3739 \t 10 \t 1813 \t 1 \t 0\n", + "1 \t 3739 \t 1813 \t 2 \t 113 \t 0 \t 1\n", + "2 \t 1813 \t 113 \t 16 \t 5 \t 1 \t -10\n", + "3 \t 113 \t 5 \t 22 \t 3 \t -2 \t 21\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 33 \t -346\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -728 \t 7633\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 761 \t -7979\n", + "\t\t\t\t\t -1489 \t 15612\n", + "GCD(39203, 3739) = 1, with coefficients -1489 and 15612 such that 1 = (-1489)*39203 + (15612)*3739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3740 \t 10 \t 1803 \t 1 \t 0\n", + "1 \t 3740 \t 1803 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 1803 \t 134 \t 13 \t 61 \t 1 \t -10\n", + "3 \t 134 \t 61 \t 2 \t 12 \t -2 \t 21\n", + "4 \t 61 \t 12 \t 5 \t 1 \t 27 \t -283\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -56 \t 587\n", + "\t\t\t\t\t 307 \t -3218\n", + "GCD(39203, 3740) = 1, with coefficients 307 and -3218 such that 1 = (307)*39203 + (-3218)*3740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3741 \t 10 \t 1793 \t 1 \t 0\n", + "1 \t 3741 \t 1793 \t 2 \t 155 \t 0 \t 1\n", + "2 \t 1793 \t 155 \t 11 \t 88 \t 1 \t -10\n", + "3 \t 155 \t 88 \t 1 \t 67 \t -2 \t 21\n", + "4 \t 88 \t 67 \t 1 \t 21 \t 23 \t -241\n", + "5 \t 67 \t 21 \t 3 \t 4 \t -25 \t 262\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 48 \t -503\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -169 \t 1771\n", + "\t\t\t\t\t 893 \t -9358\n", + "GCD(39203, 3741) = 1, with coefficients 893 and -9358 such that 1 = (893)*39203 + (-9358)*3741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3742 \t 10 \t 1783 \t 1 \t 0\n", + "1 \t 3742 \t 1783 \t 2 \t 176 \t 0 \t 1\n", + "2 \t 1783 \t 176 \t 10 \t 23 \t 1 \t -10\n", + "3 \t 176 \t 23 \t 7 \t 15 \t -2 \t 21\n", + "4 \t 23 \t 15 \t 1 \t 8 \t 21 \t -220\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -149 \t 1561\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 170 \t -1781\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -319 \t 3342\n", + "\t\t\t\t\t 489 \t -5123\n", + "GCD(39203, 3742) = 1, with coefficients 489 and -5123 such that 1 = (489)*39203 + (-5123)*3742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3743 \t 10 \t 1773 \t 1 \t 0\n", + "1 \t 3743 \t 1773 \t 2 \t 197 \t 0 \t 1\n", + "2 \t 1773 \t 197 \t 9 \t 0 \t 1 \t -10\n", + "\t\t\t\t\t -2 \t 21\n", + "GCD(39203, 3743) = 197, with coefficients -2 and 21 such that 197 = (-2)*39203 + (21)*3743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3744 \t 10 \t 1763 \t 1 \t 0\n", + "1 \t 3744 \t 1763 \t 2 \t 218 \t 0 \t 1\n", + "2 \t 1763 \t 218 \t 8 \t 19 \t 1 \t -10\n", + "3 \t 218 \t 19 \t 11 \t 9 \t -2 \t 21\n", + "4 \t 19 \t 9 \t 2 \t 1 \t 17 \t -178\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -189 \t 1979\n", + "\t\t\t\t\t 395 \t -4136\n", + "GCD(39203, 3744) = 1, with coefficients 395 and -4136 such that 1 = (395)*39203 + (-4136)*3744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3745 \t 10 \t 1753 \t 1 \t 0\n", + "1 \t 3745 \t 1753 \t 2 \t 239 \t 0 \t 1\n", + "2 \t 1753 \t 239 \t 7 \t 80 \t 1 \t -10\n", + "3 \t 239 \t 80 \t 2 \t 79 \t -2 \t 21\n", + "4 \t 80 \t 79 \t 1 \t 1 \t 15 \t -157\n", + "5 \t 79 \t 1 \t 79 \t 0 \t -32 \t 335\n", + "\t\t\t\t\t 47 \t -492\n", + "GCD(39203, 3745) = 1, with coefficients 47 and -492 such that 1 = (47)*39203 + (-492)*3745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3746 \t 10 \t 1743 \t 1 \t 0\n", + "1 \t 3746 \t 1743 \t 2 \t 260 \t 0 \t 1\n", + "2 \t 1743 \t 260 \t 6 \t 183 \t 1 \t -10\n", + "3 \t 260 \t 183 \t 1 \t 77 \t -2 \t 21\n", + "4 \t 183 \t 77 \t 2 \t 29 \t 13 \t -136\n", + "5 \t 77 \t 29 \t 2 \t 19 \t -15 \t 157\n", + "6 \t 29 \t 19 \t 1 \t 10 \t 43 \t -450\n", + "7 \t 19 \t 10 \t 1 \t 9 \t -101 \t 1057\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 144 \t -1507\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -245 \t 2564\n", + "\t\t\t\t\t 389 \t -4071\n", + "GCD(39203, 3746) = 1, with coefficients 389 and -4071 such that 1 = (389)*39203 + (-4071)*3746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3747 \t 10 \t 1733 \t 1 \t 0\n", + "1 \t 3747 \t 1733 \t 2 \t 281 \t 0 \t 1\n", + "2 \t 1733 \t 281 \t 6 \t 47 \t 1 \t -10\n", + "3 \t 281 \t 47 \t 5 \t 46 \t -2 \t 21\n", + "4 \t 47 \t 46 \t 1 \t 1 \t 13 \t -136\n", + "5 \t 46 \t 1 \t 46 \t 0 \t -67 \t 701\n", + "\t\t\t\t\t 80 \t -837\n", + "GCD(39203, 3747) = 1, with coefficients 80 and -837 such that 1 = (80)*39203 + (-837)*3747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3748 \t 10 \t 1723 \t 1 \t 0\n", + "1 \t 3748 \t 1723 \t 2 \t 302 \t 0 \t 1\n", + "2 \t 1723 \t 302 \t 5 \t 213 \t 1 \t -10\n", + "3 \t 302 \t 213 \t 1 \t 89 \t -2 \t 21\n", + "4 \t 213 \t 89 \t 2 \t 35 \t 11 \t -115\n", + "5 \t 89 \t 35 \t 2 \t 19 \t -13 \t 136\n", + "6 \t 35 \t 19 \t 1 \t 16 \t 37 \t -387\n", + "7 \t 19 \t 16 \t 1 \t 3 \t -87 \t 910\n", + "8 \t 16 \t 3 \t 5 \t 1 \t 124 \t -1297\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -211 \t 2207\n", + "\t\t\t\t\t 1179 \t -12332\n", + "GCD(39203, 3748) = 1, with coefficients 1179 and -12332 such that 1 = (1179)*39203 + (-12332)*3748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3749 \t 10 \t 1713 \t 1 \t 0\n", + "1 \t 3749 \t 1713 \t 2 \t 323 \t 0 \t 1\n", + "2 \t 1713 \t 323 \t 5 \t 98 \t 1 \t -10\n", + "3 \t 323 \t 98 \t 3 \t 29 \t -2 \t 21\n", + "4 \t 98 \t 29 \t 3 \t 11 \t 11 \t -115\n", + "5 \t 29 \t 11 \t 2 \t 7 \t -35 \t 366\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 116 \t -1213\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -267 \t 2792\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 383 \t -4005\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -650 \t 6797\n", + "\t\t\t\t\t 1033 \t -10802\n", + "GCD(39203, 3749) = 1, with coefficients 1033 and -10802 such that 1 = (1033)*39203 + (-10802)*3749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3750 \t 10 \t 1703 \t 1 \t 0\n", + "1 \t 3750 \t 1703 \t 2 \t 344 \t 0 \t 1\n", + "2 \t 1703 \t 344 \t 4 \t 327 \t 1 \t -10\n", + "3 \t 344 \t 327 \t 1 \t 17 \t -2 \t 21\n", + "4 \t 327 \t 17 \t 19 \t 4 \t 9 \t -94\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -11 \t 115\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 218 \t -2279\n", + "\t\t\t\t\t -883 \t 9231\n", + "GCD(39203, 3750) = 1, with coefficients -883 and 9231 such that 1 = (-883)*39203 + (9231)*3750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3751 \t 10 \t 1693 \t 1 \t 0\n", + "1 \t 3751 \t 1693 \t 2 \t 365 \t 0 \t 1\n", + "2 \t 1693 \t 365 \t 4 \t 233 \t 1 \t -10\n", + "3 \t 365 \t 233 \t 1 \t 132 \t -2 \t 21\n", + "4 \t 233 \t 132 \t 1 \t 101 \t 9 \t -94\n", + "5 \t 132 \t 101 \t 1 \t 31 \t -11 \t 115\n", + "6 \t 101 \t 31 \t 3 \t 8 \t 20 \t -209\n", + "7 \t 31 \t 8 \t 3 \t 7 \t -31 \t 324\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 113 \t -1181\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -370 \t 3867\n", + "\t\t\t\t\t 483 \t -5048\n", + "GCD(39203, 3751) = 1, with coefficients 483 and -5048 such that 1 = (483)*39203 + (-5048)*3751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3752 \t 10 \t 1683 \t 1 \t 0\n", + "1 \t 3752 \t 1683 \t 2 \t 386 \t 0 \t 1\n", + "2 \t 1683 \t 386 \t 4 \t 139 \t 1 \t -10\n", + "3 \t 386 \t 139 \t 2 \t 108 \t -2 \t 21\n", + "4 \t 139 \t 108 \t 1 \t 31 \t 9 \t -94\n", + "5 \t 108 \t 31 \t 3 \t 15 \t -20 \t 209\n", + "6 \t 31 \t 15 \t 2 \t 1 \t 29 \t -303\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -107 \t 1118\n", + "\t\t\t\t\t 243 \t -2539\n", + "GCD(39203, 3752) = 1, with coefficients 243 and -2539 such that 1 = (243)*39203 + (-2539)*3752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3753 \t 10 \t 1673 \t 1 \t 0\n", + "1 \t 3753 \t 1673 \t 2 \t 407 \t 0 \t 1\n", + "2 \t 1673 \t 407 \t 4 \t 45 \t 1 \t -10\n", + "3 \t 407 \t 45 \t 9 \t 2 \t -2 \t 21\n", + "4 \t 45 \t 2 \t 22 \t 1 \t 9 \t -94\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -83 \t 867\n", + "\t\t\t\t\t 1835 \t -19168\n", + "GCD(39203, 3753) = 1, with coefficients 1835 and -19168 such that 1 = (1835)*39203 + (-19168)*3753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3754 \t 10 \t 1663 \t 1 \t 0\n", + "1 \t 3754 \t 1663 \t 2 \t 428 \t 0 \t 1\n", + "2 \t 1663 \t 428 \t 3 \t 379 \t 1 \t -10\n", + "3 \t 428 \t 379 \t 1 \t 49 \t -2 \t 21\n", + "4 \t 379 \t 49 \t 7 \t 36 \t 7 \t -73\n", + "5 \t 49 \t 36 \t 1 \t 13 \t -9 \t 94\n", + "6 \t 36 \t 13 \t 2 \t 10 \t 70 \t -731\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -79 \t 825\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 228 \t -2381\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -307 \t 3206\n", + "\t\t\t\t\t 1149 \t -11999\n", + "GCD(39203, 3754) = 1, with coefficients 1149 and -11999 such that 1 = (1149)*39203 + (-11999)*3754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3755 \t 10 \t 1653 \t 1 \t 0\n", + "1 \t 3755 \t 1653 \t 2 \t 449 \t 0 \t 1\n", + "2 \t 1653 \t 449 \t 3 \t 306 \t 1 \t -10\n", + "3 \t 449 \t 306 \t 1 \t 143 \t -2 \t 21\n", + "4 \t 306 \t 143 \t 2 \t 20 \t 7 \t -73\n", + "5 \t 143 \t 20 \t 7 \t 3 \t -9 \t 94\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 25 \t -261\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -184 \t 1921\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1129 \t -11787\n", + "\t\t\t\t\t -1313 \t 13708\n", + "GCD(39203, 3755) = 1, with coefficients -1313 and 13708 such that 1 = (-1313)*39203 + (13708)*3755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3756 \t 10 \t 1643 \t 1 \t 0\n", + "1 \t 3756 \t 1643 \t 2 \t 470 \t 0 \t 1\n", + "2 \t 1643 \t 470 \t 3 \t 233 \t 1 \t -10\n", + "3 \t 470 \t 233 \t 2 \t 4 \t -2 \t 21\n", + "4 \t 233 \t 4 \t 58 \t 1 \t 7 \t -73\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -16 \t 167\n", + "\t\t\t\t\t 935 \t -9759\n", + "GCD(39203, 3756) = 1, with coefficients 935 and -9759 such that 1 = (935)*39203 + (-9759)*3756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3757 \t 10 \t 1633 \t 1 \t 0\n", + "1 \t 3757 \t 1633 \t 2 \t 491 \t 0 \t 1\n", + "2 \t 1633 \t 491 \t 3 \t 160 \t 1 \t -10\n", + "3 \t 491 \t 160 \t 3 \t 11 \t -2 \t 21\n", + "4 \t 160 \t 11 \t 14 \t 6 \t 7 \t -73\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -23 \t 240\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 329 \t -3433\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -352 \t 3673\n", + "\t\t\t\t\t 681 \t -7106\n", + "GCD(39203, 3757) = 1, with coefficients 681 and -7106 such that 1 = (681)*39203 + (-7106)*3757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3758 \t 10 \t 1623 \t 1 \t 0\n", + "1 \t 3758 \t 1623 \t 2 \t 512 \t 0 \t 1\n", + "2 \t 1623 \t 512 \t 3 \t 87 \t 1 \t -10\n", + "3 \t 512 \t 87 \t 5 \t 77 \t -2 \t 21\n", + "4 \t 87 \t 77 \t 1 \t 10 \t 7 \t -73\n", + "5 \t 77 \t 10 \t 7 \t 7 \t -37 \t 386\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 44 \t -459\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -345 \t 3599\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 389 \t -4058\n", + "\t\t\t\t\t -1123 \t 11715\n", + "GCD(39203, 3758) = 1, with coefficients -1123 and 11715 such that 1 = (-1123)*39203 + (11715)*3758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3759 \t 10 \t 1613 \t 1 \t 0\n", + "1 \t 3759 \t 1613 \t 2 \t 533 \t 0 \t 1\n", + "2 \t 1613 \t 533 \t 3 \t 14 \t 1 \t -10\n", + "3 \t 533 \t 14 \t 38 \t 1 \t -2 \t 21\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 7 \t -73\n", + "\t\t\t\t\t -268 \t 2795\n", + "GCD(39203, 3759) = 1, with coefficients -268 and 2795 such that 1 = (-268)*39203 + (2795)*3759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3760 \t 10 \t 1603 \t 1 \t 0\n", + "1 \t 3760 \t 1603 \t 2 \t 554 \t 0 \t 1\n", + "2 \t 1603 \t 554 \t 2 \t 495 \t 1 \t -10\n", + "3 \t 554 \t 495 \t 1 \t 59 \t -2 \t 21\n", + "4 \t 495 \t 59 \t 8 \t 23 \t 5 \t -52\n", + "5 \t 59 \t 23 \t 2 \t 13 \t -7 \t 73\n", + "6 \t 23 \t 13 \t 1 \t 10 \t 61 \t -636\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -129 \t 1345\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 190 \t -1981\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -319 \t 3326\n", + "\t\t\t\t\t 1147 \t -11959\n", + "GCD(39203, 3760) = 1, with coefficients 1147 and -11959 such that 1 = (1147)*39203 + (-11959)*3760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3761 \t 10 \t 1593 \t 1 \t 0\n", + "1 \t 3761 \t 1593 \t 2 \t 575 \t 0 \t 1\n", + "2 \t 1593 \t 575 \t 2 \t 443 \t 1 \t -10\n", + "3 \t 575 \t 443 \t 1 \t 132 \t -2 \t 21\n", + "4 \t 443 \t 132 \t 3 \t 47 \t 5 \t -52\n", + "5 \t 132 \t 47 \t 2 \t 38 \t -7 \t 73\n", + "6 \t 47 \t 38 \t 1 \t 9 \t 26 \t -271\n", + "7 \t 38 \t 9 \t 4 \t 2 \t -59 \t 615\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 85 \t -886\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -399 \t 4159\n", + "\t\t\t\t\t 1681 \t -17522\n", + "GCD(39203, 3761) = 1, with coefficients 1681 and -17522 such that 1 = (1681)*39203 + (-17522)*3761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3762 \t 10 \t 1583 \t 1 \t 0\n", + "1 \t 3762 \t 1583 \t 2 \t 596 \t 0 \t 1\n", + "2 \t 1583 \t 596 \t 2 \t 391 \t 1 \t -10\n", + "3 \t 596 \t 391 \t 1 \t 205 \t -2 \t 21\n", + "4 \t 391 \t 205 \t 1 \t 186 \t 5 \t -52\n", + "5 \t 205 \t 186 \t 1 \t 19 \t -7 \t 73\n", + "6 \t 186 \t 19 \t 9 \t 15 \t 12 \t -125\n", + "7 \t 19 \t 15 \t 1 \t 4 \t -19 \t 198\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 183 \t -1907\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -202 \t 2105\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 789 \t -8222\n", + "\t\t\t\t\t -991 \t 10327\n", + "GCD(39203, 3762) = 1, with coefficients -991 and 10327 such that 1 = (-991)*39203 + (10327)*3762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3763 \t 10 \t 1573 \t 1 \t 0\n", + "1 \t 3763 \t 1573 \t 2 \t 617 \t 0 \t 1\n", + "2 \t 1573 \t 617 \t 2 \t 339 \t 1 \t -10\n", + "3 \t 617 \t 339 \t 1 \t 278 \t -2 \t 21\n", + "4 \t 339 \t 278 \t 1 \t 61 \t 5 \t -52\n", + "5 \t 278 \t 61 \t 4 \t 34 \t -7 \t 73\n", + "6 \t 61 \t 34 \t 1 \t 27 \t 12 \t -125\n", + "7 \t 34 \t 27 \t 1 \t 7 \t -55 \t 573\n", + "8 \t 27 \t 7 \t 3 \t 6 \t 67 \t -698\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -122 \t 1271\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 433 \t -4511\n", + "\t\t\t\t\t -555 \t 5782\n", + "GCD(39203, 3763) = 1, with coefficients -555 and 5782 such that 1 = (-555)*39203 + (5782)*3763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3764 \t 10 \t 1563 \t 1 \t 0\n", + "1 \t 3764 \t 1563 \t 2 \t 638 \t 0 \t 1\n", + "2 \t 1563 \t 638 \t 2 \t 287 \t 1 \t -10\n", + "3 \t 638 \t 287 \t 2 \t 64 \t -2 \t 21\n", + "4 \t 287 \t 64 \t 4 \t 31 \t 5 \t -52\n", + "5 \t 64 \t 31 \t 2 \t 2 \t -12 \t 125\n", + "6 \t 31 \t 2 \t 15 \t 1 \t 53 \t -552\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -118 \t 1229\n", + "\t\t\t\t\t 1823 \t -18987\n", + "GCD(39203, 3764) = 1, with coefficients 1823 and -18987 such that 1 = (1823)*39203 + (-18987)*3764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3765 \t 10 \t 1553 \t 1 \t 0\n", + "1 \t 3765 \t 1553 \t 2 \t 659 \t 0 \t 1\n", + "2 \t 1553 \t 659 \t 2 \t 235 \t 1 \t -10\n", + "3 \t 659 \t 235 \t 2 \t 189 \t -2 \t 21\n", + "4 \t 235 \t 189 \t 1 \t 46 \t 5 \t -52\n", + "5 \t 189 \t 46 \t 4 \t 5 \t -12 \t 125\n", + "6 \t 46 \t 5 \t 9 \t 1 \t 17 \t -177\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -80 \t 833\n", + "\t\t\t\t\t 737 \t -7674\n", + "GCD(39203, 3765) = 1, with coefficients 737 and -7674 such that 1 = (737)*39203 + (-7674)*3765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3766 \t 10 \t 1543 \t 1 \t 0\n", + "1 \t 3766 \t 1543 \t 2 \t 680 \t 0 \t 1\n", + "2 \t 1543 \t 680 \t 2 \t 183 \t 1 \t -10\n", + "3 \t 680 \t 183 \t 3 \t 131 \t -2 \t 21\n", + "4 \t 183 \t 131 \t 1 \t 52 \t 5 \t -52\n", + "5 \t 131 \t 52 \t 2 \t 27 \t -17 \t 177\n", + "6 \t 52 \t 27 \t 1 \t 25 \t 22 \t -229\n", + "7 \t 27 \t 25 \t 1 \t 2 \t -61 \t 635\n", + "8 \t 25 \t 2 \t 12 \t 1 \t 83 \t -864\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -144 \t 1499\n", + "\t\t\t\t\t 1811 \t -18852\n", + "GCD(39203, 3766) = 1, with coefficients 1811 and -18852 such that 1 = (1811)*39203 + (-18852)*3766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3767 \t 10 \t 1533 \t 1 \t 0\n", + "1 \t 3767 \t 1533 \t 2 \t 701 \t 0 \t 1\n", + "2 \t 1533 \t 701 \t 2 \t 131 \t 1 \t -10\n", + "3 \t 701 \t 131 \t 5 \t 46 \t -2 \t 21\n", + "4 \t 131 \t 46 \t 2 \t 39 \t 5 \t -52\n", + "5 \t 46 \t 39 \t 1 \t 7 \t -27 \t 281\n", + "6 \t 39 \t 7 \t 5 \t 4 \t 59 \t -614\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -86 \t 895\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 489 \t -5089\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -575 \t 5984\n", + "\t\t\t\t\t 1064 \t -11073\n", + "GCD(39203, 3767) = 1, with coefficients 1064 and -11073 such that 1 = (1064)*39203 + (-11073)*3767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3768 \t 10 \t 1523 \t 1 \t 0\n", + "1 \t 3768 \t 1523 \t 2 \t 722 \t 0 \t 1\n", + "2 \t 1523 \t 722 \t 2 \t 79 \t 1 \t -10\n", + "3 \t 722 \t 79 \t 9 \t 11 \t -2 \t 21\n", + "4 \t 79 \t 11 \t 7 \t 2 \t 5 \t -52\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -47 \t 489\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 334 \t -3475\n", + "\t\t\t\t\t -1717 \t 17864\n", + "GCD(39203, 3768) = 1, with coefficients -1717 and 17864 such that 1 = (-1717)*39203 + (17864)*3768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3769 \t 10 \t 1513 \t 1 \t 0\n", + "1 \t 3769 \t 1513 \t 2 \t 743 \t 0 \t 1\n", + "2 \t 1513 \t 743 \t 2 \t 27 \t 1 \t -10\n", + "3 \t 743 \t 27 \t 27 \t 14 \t -2 \t 21\n", + "4 \t 27 \t 14 \t 1 \t 13 \t 5 \t -52\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -137 \t 1425\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 142 \t -1477\n", + "\t\t\t\t\t -279 \t 2902\n", + "GCD(39203, 3769) = 1, with coefficients -279 and 2902 such that 1 = (-279)*39203 + (2902)*3769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3770 \t 10 \t 1503 \t 1 \t 0\n", + "1 \t 3770 \t 1503 \t 2 \t 764 \t 0 \t 1\n", + "2 \t 1503 \t 764 \t 1 \t 739 \t 1 \t -10\n", + "3 \t 764 \t 739 \t 1 \t 25 \t -2 \t 21\n", + "4 \t 739 \t 25 \t 29 \t 14 \t 3 \t -31\n", + "5 \t 25 \t 14 \t 1 \t 11 \t -5 \t 52\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 148 \t -1539\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -153 \t 1591\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 301 \t -3130\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1056 \t 10981\n", + "\t\t\t\t\t 1357 \t -14111\n", + "GCD(39203, 3770) = 1, with coefficients 1357 and -14111 such that 1 = (1357)*39203 + (-14111)*3770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3771 \t 10 \t 1493 \t 1 \t 0\n", + "1 \t 3771 \t 1493 \t 2 \t 785 \t 0 \t 1\n", + "2 \t 1493 \t 785 \t 1 \t 708 \t 1 \t -10\n", + "3 \t 785 \t 708 \t 1 \t 77 \t -2 \t 21\n", + "4 \t 708 \t 77 \t 9 \t 15 \t 3 \t -31\n", + "5 \t 77 \t 15 \t 5 \t 2 \t -5 \t 52\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 48 \t -499\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -245 \t 2547\n", + "\t\t\t\t\t 1763 \t -18328\n", + "GCD(39203, 3771) = 1, with coefficients 1763 and -18328 such that 1 = (1763)*39203 + (-18328)*3771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3772 \t 10 \t 1483 \t 1 \t 0\n", + "1 \t 3772 \t 1483 \t 2 \t 806 \t 0 \t 1\n", + "2 \t 1483 \t 806 \t 1 \t 677 \t 1 \t -10\n", + "3 \t 806 \t 677 \t 1 \t 129 \t -2 \t 21\n", + "4 \t 677 \t 129 \t 5 \t 32 \t 3 \t -31\n", + "5 \t 129 \t 32 \t 4 \t 1 \t -5 \t 52\n", + "6 \t 32 \t 1 \t 32 \t 0 \t 28 \t -291\n", + "\t\t\t\t\t -117 \t 1216\n", + "GCD(39203, 3772) = 1, with coefficients -117 and 1216 such that 1 = (-117)*39203 + (1216)*3772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3773 \t 10 \t 1473 \t 1 \t 0\n", + "1 \t 3773 \t 1473 \t 2 \t 827 \t 0 \t 1\n", + "2 \t 1473 \t 827 \t 1 \t 646 \t 1 \t -10\n", + "3 \t 827 \t 646 \t 1 \t 181 \t -2 \t 21\n", + "4 \t 646 \t 181 \t 3 \t 103 \t 3 \t -31\n", + "5 \t 181 \t 103 \t 1 \t 78 \t -5 \t 52\n", + "6 \t 103 \t 78 \t 1 \t 25 \t 18 \t -187\n", + "7 \t 78 \t 25 \t 3 \t 3 \t -23 \t 239\n", + "8 \t 25 \t 3 \t 8 \t 1 \t 41 \t -426\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -146 \t 1517\n", + "\t\t\t\t\t 1209 \t -12562\n", + "GCD(39203, 3773) = 1, with coefficients 1209 and -12562 such that 1 = (1209)*39203 + (-12562)*3773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3774 \t 10 \t 1463 \t 1 \t 0\n", + "1 \t 3774 \t 1463 \t 2 \t 848 \t 0 \t 1\n", + "2 \t 1463 \t 848 \t 1 \t 615 \t 1 \t -10\n", + "3 \t 848 \t 615 \t 1 \t 233 \t -2 \t 21\n", + "4 \t 615 \t 233 \t 2 \t 149 \t 3 \t -31\n", + "5 \t 233 \t 149 \t 1 \t 84 \t -5 \t 52\n", + "6 \t 149 \t 84 \t 1 \t 65 \t 13 \t -135\n", + "7 \t 84 \t 65 \t 1 \t 19 \t -18 \t 187\n", + "8 \t 65 \t 19 \t 3 \t 8 \t 31 \t -322\n", + "9 \t 19 \t 8 \t 2 \t 3 \t -49 \t 509\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 178 \t -1849\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -405 \t 4207\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 988 \t -10263\n", + "\t\t\t\t\t -1393 \t 14470\n", + "GCD(39203, 3774) = 1, with coefficients -1393 and 14470 such that 1 = (-1393)*39203 + (14470)*3774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3775 \t 10 \t 1453 \t 1 \t 0\n", + "1 \t 3775 \t 1453 \t 2 \t 869 \t 0 \t 1\n", + "2 \t 1453 \t 869 \t 1 \t 584 \t 1 \t -10\n", + "3 \t 869 \t 584 \t 1 \t 285 \t -2 \t 21\n", + "4 \t 584 \t 285 \t 2 \t 14 \t 3 \t -31\n", + "5 \t 285 \t 14 \t 20 \t 5 \t -5 \t 52\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 13 \t -135\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -265 \t 2752\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 543 \t -5639\n", + "\t\t\t\t\t -808 \t 8391\n", + "GCD(39203, 3775) = 1, with coefficients -808 and 8391 such that 1 = (-808)*39203 + (8391)*3775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3776 \t 10 \t 1443 \t 1 \t 0\n", + "1 \t 3776 \t 1443 \t 2 \t 890 \t 0 \t 1\n", + "2 \t 1443 \t 890 \t 1 \t 553 \t 1 \t -10\n", + "3 \t 890 \t 553 \t 1 \t 337 \t -2 \t 21\n", + "4 \t 553 \t 337 \t 1 \t 216 \t 3 \t -31\n", + "5 \t 337 \t 216 \t 1 \t 121 \t -5 \t 52\n", + "6 \t 216 \t 121 \t 1 \t 95 \t 8 \t -83\n", + "7 \t 121 \t 95 \t 1 \t 26 \t -13 \t 135\n", + "8 \t 95 \t 26 \t 3 \t 17 \t 21 \t -218\n", + "9 \t 26 \t 17 \t 1 \t 9 \t -34 \t 353\n", + "10 \t 17 \t 9 \t 1 \t 8 \t 123 \t -1277\n", + "11 \t 9 \t 8 \t 1 \t 1 \t -157 \t 1630\n", + "12 \t 8 \t 1 \t 8 \t 0 \t 280 \t -2907\n", + "\t\t\t\t\t -437 \t 4537\n", + "GCD(39203, 3776) = 1, with coefficients -437 and 4537 such that 1 = (-437)*39203 + (4537)*3776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3777 \t 10 \t 1433 \t 1 \t 0\n", + "1 \t 3777 \t 1433 \t 2 \t 911 \t 0 \t 1\n", + "2 \t 1433 \t 911 \t 1 \t 522 \t 1 \t -10\n", + "3 \t 911 \t 522 \t 1 \t 389 \t -2 \t 21\n", + "4 \t 522 \t 389 \t 1 \t 133 \t 3 \t -31\n", + "5 \t 389 \t 133 \t 2 \t 123 \t -5 \t 52\n", + "6 \t 133 \t 123 \t 1 \t 10 \t 8 \t -83\n", + "7 \t 123 \t 10 \t 12 \t 3 \t -21 \t 218\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 29 \t -301\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -369 \t 3830\n", + "\t\t\t\t\t 1136 \t -11791\n", + "GCD(39203, 3777) = 1, with coefficients 1136 and -11791 such that 1 = (1136)*39203 + (-11791)*3777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3778 \t 10 \t 1423 \t 1 \t 0\n", + "1 \t 3778 \t 1423 \t 2 \t 932 \t 0 \t 1\n", + "2 \t 1423 \t 932 \t 1 \t 491 \t 1 \t -10\n", + "3 \t 932 \t 491 \t 1 \t 441 \t -2 \t 21\n", + "4 \t 491 \t 441 \t 1 \t 50 \t 3 \t -31\n", + "5 \t 441 \t 50 \t 8 \t 41 \t -5 \t 52\n", + "6 \t 50 \t 41 \t 1 \t 9 \t 8 \t -83\n", + "7 \t 41 \t 9 \t 4 \t 5 \t -69 \t 716\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 77 \t -799\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -377 \t 3912\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 454 \t -4711\n", + "\t\t\t\t\t -831 \t 8623\n", + "GCD(39203, 3778) = 1, with coefficients -831 and 8623 such that 1 = (-831)*39203 + (8623)*3778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3779 \t 10 \t 1413 \t 1 \t 0\n", + "1 \t 3779 \t 1413 \t 2 \t 953 \t 0 \t 1\n", + "2 \t 1413 \t 953 \t 1 \t 460 \t 1 \t -10\n", + "3 \t 953 \t 460 \t 2 \t 33 \t -2 \t 21\n", + "4 \t 460 \t 33 \t 13 \t 31 \t 3 \t -31\n", + "5 \t 33 \t 31 \t 1 \t 2 \t -8 \t 83\n", + "6 \t 31 \t 2 \t 15 \t 1 \t 107 \t -1110\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -115 \t 1193\n", + "\t\t\t\t\t 1832 \t -19005\n", + "GCD(39203, 3779) = 1, with coefficients 1832 and -19005 such that 1 = (1832)*39203 + (-19005)*3779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3780 \t 10 \t 1403 \t 1 \t 0\n", + "1 \t 3780 \t 1403 \t 2 \t 974 \t 0 \t 1\n", + "2 \t 1403 \t 974 \t 1 \t 429 \t 1 \t -10\n", + "3 \t 974 \t 429 \t 2 \t 116 \t -2 \t 21\n", + "4 \t 429 \t 116 \t 3 \t 81 \t 3 \t -31\n", + "5 \t 116 \t 81 \t 1 \t 35 \t -8 \t 83\n", + "6 \t 81 \t 35 \t 2 \t 11 \t 27 \t -280\n", + "7 \t 35 \t 11 \t 3 \t 2 \t -35 \t 363\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 97 \t -1006\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -326 \t 3381\n", + "\t\t\t\t\t 1727 \t -17911\n", + "GCD(39203, 3780) = 1, with coefficients 1727 and -17911 such that 1 = (1727)*39203 + (-17911)*3780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3781 \t 10 \t 1393 \t 1 \t 0\n", + "1 \t 3781 \t 1393 \t 2 \t 995 \t 0 \t 1\n", + "2 \t 1393 \t 995 \t 1 \t 398 \t 1 \t -10\n", + "3 \t 995 \t 398 \t 2 \t 199 \t -2 \t 21\n", + "4 \t 398 \t 199 \t 2 \t 0 \t 3 \t -31\n", + "\t\t\t\t\t -8 \t 83\n", + "GCD(39203, 3781) = 199, with coefficients -8 and 83 such that 199 = (-8)*39203 + (83)*3781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3782 \t 10 \t 1383 \t 1 \t 0\n", + "1 \t 3782 \t 1383 \t 2 \t 1016 \t 0 \t 1\n", + "2 \t 1383 \t 1016 \t 1 \t 367 \t 1 \t -10\n", + "3 \t 1016 \t 367 \t 2 \t 282 \t -2 \t 21\n", + "4 \t 367 \t 282 \t 1 \t 85 \t 3 \t -31\n", + "5 \t 282 \t 85 \t 3 \t 27 \t -8 \t 83\n", + "6 \t 85 \t 27 \t 3 \t 4 \t 11 \t -114\n", + "7 \t 27 \t 4 \t 6 \t 3 \t -41 \t 425\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 134 \t -1389\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -845 \t 8759\n", + "\t\t\t\t\t 979 \t -10148\n", + "GCD(39203, 3782) = 1, with coefficients 979 and -10148 such that 1 = (979)*39203 + (-10148)*3782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3783 \t 10 \t 1373 \t 1 \t 0\n", + "1 \t 3783 \t 1373 \t 2 \t 1037 \t 0 \t 1\n", + "2 \t 1373 \t 1037 \t 1 \t 336 \t 1 \t -10\n", + "3 \t 1037 \t 336 \t 3 \t 29 \t -2 \t 21\n", + "4 \t 336 \t 29 \t 11 \t 17 \t 3 \t -31\n", + "5 \t 29 \t 17 \t 1 \t 12 \t -11 \t 114\n", + "6 \t 17 \t 12 \t 1 \t 5 \t 124 \t -1285\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -135 \t 1399\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 259 \t -2684\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -653 \t 6767\n", + "\t\t\t\t\t 1565 \t -16218\n", + "GCD(39203, 3783) = 1, with coefficients 1565 and -16218 such that 1 = (1565)*39203 + (-16218)*3783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3784 \t 10 \t 1363 \t 1 \t 0\n", + "1 \t 3784 \t 1363 \t 2 \t 1058 \t 0 \t 1\n", + "2 \t 1363 \t 1058 \t 1 \t 305 \t 1 \t -10\n", + "3 \t 1058 \t 305 \t 3 \t 143 \t -2 \t 21\n", + "4 \t 305 \t 143 \t 2 \t 19 \t 3 \t -31\n", + "5 \t 143 \t 19 \t 7 \t 10 \t -11 \t 114\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 25 \t -259\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -186 \t 1927\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 211 \t -2186\n", + "\t\t\t\t\t -397 \t 4113\n", + "GCD(39203, 3784) = 1, with coefficients -397 and 4113 such that 1 = (-397)*39203 + (4113)*3784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3785 \t 10 \t 1353 \t 1 \t 0\n", + "1 \t 3785 \t 1353 \t 2 \t 1079 \t 0 \t 1\n", + "2 \t 1353 \t 1079 \t 1 \t 274 \t 1 \t -10\n", + "3 \t 1079 \t 274 \t 3 \t 257 \t -2 \t 21\n", + "4 \t 274 \t 257 \t 1 \t 17 \t 3 \t -31\n", + "5 \t 257 \t 17 \t 15 \t 2 \t -11 \t 114\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 14 \t -145\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -221 \t 2289\n", + "\t\t\t\t\t 1782 \t -18457\n", + "GCD(39203, 3785) = 1, with coefficients 1782 and -18457 such that 1 = (1782)*39203 + (-18457)*3785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3786 \t 10 \t 1343 \t 1 \t 0\n", + "1 \t 3786 \t 1343 \t 2 \t 1100 \t 0 \t 1\n", + "2 \t 1343 \t 1100 \t 1 \t 243 \t 1 \t -10\n", + "3 \t 1100 \t 243 \t 4 \t 128 \t -2 \t 21\n", + "4 \t 243 \t 128 \t 1 \t 115 \t 3 \t -31\n", + "5 \t 128 \t 115 \t 1 \t 13 \t -14 \t 145\n", + "6 \t 115 \t 13 \t 8 \t 11 \t 17 \t -176\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -31 \t 321\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 265 \t -2744\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -296 \t 3065\n", + "\t\t\t\t\t 1745 \t -18069\n", + "GCD(39203, 3786) = 1, with coefficients 1745 and -18069 such that 1 = (1745)*39203 + (-18069)*3786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3787 \t 10 \t 1333 \t 1 \t 0\n", + "1 \t 3787 \t 1333 \t 2 \t 1121 \t 0 \t 1\n", + "2 \t 1333 \t 1121 \t 1 \t 212 \t 1 \t -10\n", + "3 \t 1121 \t 212 \t 5 \t 61 \t -2 \t 21\n", + "4 \t 212 \t 61 \t 3 \t 29 \t 3 \t -31\n", + "5 \t 61 \t 29 \t 2 \t 3 \t -17 \t 176\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 54 \t -559\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -125 \t 1294\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1179 \t -12205\n", + "\t\t\t\t\t -1304 \t 13499\n", + "GCD(39203, 3787) = 1, with coefficients -1304 and 13499 such that 1 = (-1304)*39203 + (13499)*3787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3788 \t 10 \t 1323 \t 1 \t 0\n", + "1 \t 3788 \t 1323 \t 2 \t 1142 \t 0 \t 1\n", + "2 \t 1323 \t 1142 \t 1 \t 181 \t 1 \t -10\n", + "3 \t 1142 \t 181 \t 6 \t 56 \t -2 \t 21\n", + "4 \t 181 \t 56 \t 3 \t 13 \t 3 \t -31\n", + "5 \t 56 \t 13 \t 4 \t 4 \t -20 \t 207\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 63 \t -652\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -272 \t 2815\n", + "\t\t\t\t\t 879 \t -9097\n", + "GCD(39203, 3788) = 1, with coefficients 879 and -9097 such that 1 = (879)*39203 + (-9097)*3788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3789 \t 10 \t 1313 \t 1 \t 0\n", + "1 \t 3789 \t 1313 \t 2 \t 1163 \t 0 \t 1\n", + "2 \t 1313 \t 1163 \t 1 \t 150 \t 1 \t -10\n", + "3 \t 1163 \t 150 \t 7 \t 113 \t -2 \t 21\n", + "4 \t 150 \t 113 \t 1 \t 37 \t 3 \t -31\n", + "5 \t 113 \t 37 \t 3 \t 2 \t -23 \t 238\n", + "6 \t 37 \t 2 \t 18 \t 1 \t 26 \t -269\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -101 \t 1045\n", + "\t\t\t\t\t 1844 \t -19079\n", + "GCD(39203, 3789) = 1, with coefficients 1844 and -19079 such that 1 = (1844)*39203 + (-19079)*3789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3790 \t 10 \t 1303 \t 1 \t 0\n", + "1 \t 3790 \t 1303 \t 2 \t 1184 \t 0 \t 1\n", + "2 \t 1303 \t 1184 \t 1 \t 119 \t 1 \t -10\n", + "3 \t 1184 \t 119 \t 9 \t 113 \t -2 \t 21\n", + "4 \t 119 \t 113 \t 1 \t 6 \t 3 \t -31\n", + "5 \t 113 \t 6 \t 18 \t 5 \t -29 \t 300\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 32 \t -331\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -605 \t 6258\n", + "\t\t\t\t\t 637 \t -6589\n", + "GCD(39203, 3790) = 1, with coefficients 637 and -6589 such that 1 = (637)*39203 + (-6589)*3790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3791 \t 10 \t 1293 \t 1 \t 0\n", + "1 \t 3791 \t 1293 \t 2 \t 1205 \t 0 \t 1\n", + "2 \t 1293 \t 1205 \t 1 \t 88 \t 1 \t -10\n", + "3 \t 1205 \t 88 \t 13 \t 61 \t -2 \t 21\n", + "4 \t 88 \t 61 \t 1 \t 27 \t 3 \t -31\n", + "5 \t 61 \t 27 \t 2 \t 7 \t -41 \t 424\n", + "6 \t 27 \t 7 \t 3 \t 6 \t 44 \t -455\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -129 \t 1334\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 431 \t -4457\n", + "\t\t\t\t\t -560 \t 5791\n", + "GCD(39203, 3791) = 1, with coefficients -560 and 5791 such that 1 = (-560)*39203 + (5791)*3791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3792 \t 10 \t 1283 \t 1 \t 0\n", + "1 \t 3792 \t 1283 \t 2 \t 1226 \t 0 \t 1\n", + "2 \t 1283 \t 1226 \t 1 \t 57 \t 1 \t -10\n", + "3 \t 1226 \t 57 \t 21 \t 29 \t -2 \t 21\n", + "4 \t 57 \t 29 \t 1 \t 28 \t 3 \t -31\n", + "5 \t 29 \t 28 \t 1 \t 1 \t -65 \t 672\n", + "6 \t 28 \t 1 \t 28 \t 0 \t 68 \t -703\n", + "\t\t\t\t\t -133 \t 1375\n", + "GCD(39203, 3792) = 1, with coefficients -133 and 1375 such that 1 = (-133)*39203 + (1375)*3792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3793 \t 10 \t 1273 \t 1 \t 0\n", + "1 \t 3793 \t 1273 \t 2 \t 1247 \t 0 \t 1\n", + "2 \t 1273 \t 1247 \t 1 \t 26 \t 1 \t -10\n", + "3 \t 1247 \t 26 \t 47 \t 25 \t -2 \t 21\n", + "4 \t 26 \t 25 \t 1 \t 1 \t 3 \t -31\n", + "5 \t 25 \t 1 \t 25 \t 0 \t -143 \t 1478\n", + "\t\t\t\t\t 146 \t -1509\n", + "GCD(39203, 3793) = 1, with coefficients 146 and -1509 such that 1 = (146)*39203 + (-1509)*3793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3794 \t 10 \t 1263 \t 1 \t 0\n", + "1 \t 3794 \t 1263 \t 3 \t 5 \t 0 \t 1\n", + "2 \t 1263 \t 5 \t 252 \t 3 \t 1 \t -10\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -3 \t 31\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 757 \t -7822\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -760 \t 7853\n", + "\t\t\t\t\t 1517 \t -15675\n", + "GCD(39203, 3794) = 1, with coefficients 1517 and -15675 such that 1 = (1517)*39203 + (-15675)*3794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3795 \t 10 \t 1253 \t 1 \t 0\n", + "1 \t 3795 \t 1253 \t 3 \t 36 \t 0 \t 1\n", + "2 \t 1253 \t 36 \t 34 \t 29 \t 1 \t -10\n", + "3 \t 36 \t 29 \t 1 \t 7 \t -3 \t 31\n", + "4 \t 29 \t 7 \t 4 \t 1 \t 103 \t -1064\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -106 \t 1095\n", + "\t\t\t\t\t 527 \t -5444\n", + "GCD(39203, 3795) = 1, with coefficients 527 and -5444 such that 1 = (527)*39203 + (-5444)*3795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3796 \t 10 \t 1243 \t 1 \t 0\n", + "1 \t 3796 \t 1243 \t 3 \t 67 \t 0 \t 1\n", + "2 \t 1243 \t 67 \t 18 \t 37 \t 1 \t -10\n", + "3 \t 67 \t 37 \t 1 \t 30 \t -3 \t 31\n", + "4 \t 37 \t 30 \t 1 \t 7 \t 55 \t -568\n", + "5 \t 30 \t 7 \t 4 \t 2 \t -58 \t 599\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 113 \t -1167\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -510 \t 5267\n", + "\t\t\t\t\t 1643 \t -16968\n", + "GCD(39203, 3796) = 1, with coefficients 1643 and -16968 such that 1 = (1643)*39203 + (-16968)*3796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3797 \t 10 \t 1233 \t 1 \t 0\n", + "1 \t 3797 \t 1233 \t 3 \t 98 \t 0 \t 1\n", + "2 \t 1233 \t 98 \t 12 \t 57 \t 1 \t -10\n", + "3 \t 98 \t 57 \t 1 \t 41 \t -3 \t 31\n", + "4 \t 57 \t 41 \t 1 \t 16 \t 37 \t -382\n", + "5 \t 41 \t 16 \t 2 \t 9 \t -40 \t 413\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 77 \t -795\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -194 \t 2003\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 271 \t -2798\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -465 \t 4801\n", + "\t\t\t\t\t 1666 \t -17201\n", + "GCD(39203, 3797) = 1, with coefficients 1666 and -17201 such that 1 = (1666)*39203 + (-17201)*3797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3798 \t 10 \t 1223 \t 1 \t 0\n", + "1 \t 3798 \t 1223 \t 3 \t 129 \t 0 \t 1\n", + "2 \t 1223 \t 129 \t 9 \t 62 \t 1 \t -10\n", + "3 \t 129 \t 62 \t 2 \t 5 \t -3 \t 31\n", + "4 \t 62 \t 5 \t 12 \t 2 \t 28 \t -289\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -59 \t 609\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 736 \t -7597\n", + "\t\t\t\t\t -1531 \t 15803\n", + "GCD(39203, 3798) = 1, with coefficients -1531 and 15803 such that 1 = (-1531)*39203 + (15803)*3798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3799 \t 10 \t 1213 \t 1 \t 0\n", + "1 \t 3799 \t 1213 \t 3 \t 160 \t 0 \t 1\n", + "2 \t 1213 \t 160 \t 7 \t 93 \t 1 \t -10\n", + "3 \t 160 \t 93 \t 1 \t 67 \t -3 \t 31\n", + "4 \t 93 \t 67 \t 1 \t 26 \t 22 \t -227\n", + "5 \t 67 \t 26 \t 2 \t 15 \t -25 \t 258\n", + "6 \t 26 \t 15 \t 1 \t 11 \t 47 \t -485\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -119 \t 1228\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 166 \t -1713\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -285 \t 2941\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 736 \t -7595\n", + "\t\t\t\t\t -1021 \t 10536\n", + "GCD(39203, 3799) = 1, with coefficients -1021 and 10536 such that 1 = (-1021)*39203 + (10536)*3799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3800 \t 10 \t 1203 \t 1 \t 0\n", + "1 \t 3800 \t 1203 \t 3 \t 191 \t 0 \t 1\n", + "2 \t 1203 \t 191 \t 6 \t 57 \t 1 \t -10\n", + "3 \t 191 \t 57 \t 3 \t 20 \t -3 \t 31\n", + "4 \t 57 \t 20 \t 2 \t 17 \t 19 \t -196\n", + "5 \t 20 \t 17 \t 1 \t 3 \t -60 \t 619\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 139 \t -1434\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -199 \t 2053\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1134 \t -11699\n", + "\t\t\t\t\t -1333 \t 13752\n", + "GCD(39203, 3800) = 1, with coefficients -1333 and 13752 such that 1 = (-1333)*39203 + (13752)*3800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3801 \t 10 \t 1193 \t 1 \t 0\n", + "1 \t 3801 \t 1193 \t 3 \t 222 \t 0 \t 1\n", + "2 \t 1193 \t 222 \t 5 \t 83 \t 1 \t -10\n", + "3 \t 222 \t 83 \t 2 \t 56 \t -3 \t 31\n", + "4 \t 83 \t 56 \t 1 \t 27 \t 16 \t -165\n", + "5 \t 56 \t 27 \t 2 \t 2 \t -35 \t 361\n", + "6 \t 27 \t 2 \t 13 \t 1 \t 51 \t -526\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -137 \t 1413\n", + "\t\t\t\t\t 1832 \t -18895\n", + "GCD(39203, 3801) = 1, with coefficients 1832 and -18895 such that 1 = (1832)*39203 + (-18895)*3801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3802 \t 10 \t 1183 \t 1 \t 0\n", + "1 \t 3802 \t 1183 \t 3 \t 253 \t 0 \t 1\n", + "2 \t 1183 \t 253 \t 4 \t 171 \t 1 \t -10\n", + "3 \t 253 \t 171 \t 1 \t 82 \t -3 \t 31\n", + "4 \t 171 \t 82 \t 2 \t 7 \t 13 \t -134\n", + "5 \t 82 \t 7 \t 11 \t 5 \t -16 \t 165\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 45 \t -464\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -511 \t 5269\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 556 \t -5733\n", + "\t\t\t\t\t -1623 \t 16735\n", + "GCD(39203, 3802) = 1, with coefficients -1623 and 16735 such that 1 = (-1623)*39203 + (16735)*3802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3803 \t 10 \t 1173 \t 1 \t 0\n", + "1 \t 3803 \t 1173 \t 3 \t 284 \t 0 \t 1\n", + "2 \t 1173 \t 284 \t 4 \t 37 \t 1 \t -10\n", + "3 \t 284 \t 37 \t 7 \t 25 \t -3 \t 31\n", + "4 \t 37 \t 25 \t 1 \t 12 \t 13 \t -134\n", + "5 \t 25 \t 12 \t 2 \t 1 \t -94 \t 969\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 107 \t -1103\n", + "\t\t\t\t\t -308 \t 3175\n", + "GCD(39203, 3803) = 1, with coefficients -308 and 3175 such that 1 = (-308)*39203 + (3175)*3803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3804 \t 10 \t 1163 \t 1 \t 0\n", + "1 \t 3804 \t 1163 \t 3 \t 315 \t 0 \t 1\n", + "2 \t 1163 \t 315 \t 3 \t 218 \t 1 \t -10\n", + "3 \t 315 \t 218 \t 1 \t 97 \t -3 \t 31\n", + "4 \t 218 \t 97 \t 2 \t 24 \t 10 \t -103\n", + "5 \t 97 \t 24 \t 4 \t 1 \t -13 \t 134\n", + "6 \t 24 \t 1 \t 24 \t 0 \t 36 \t -371\n", + "\t\t\t\t\t -157 \t 1618\n", + "GCD(39203, 3804) = 1, with coefficients -157 and 1618 such that 1 = (-157)*39203 + (1618)*3804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3805 \t 10 \t 1153 \t 1 \t 0\n", + "1 \t 3805 \t 1153 \t 3 \t 346 \t 0 \t 1\n", + "2 \t 1153 \t 346 \t 3 \t 115 \t 1 \t -10\n", + "3 \t 346 \t 115 \t 3 \t 1 \t -3 \t 31\n", + "4 \t 115 \t 1 \t 115 \t 0 \t 10 \t -103\n", + "\t\t\t\t\t -33 \t 340\n", + "GCD(39203, 3805) = 1, with coefficients -33 and 340 such that 1 = (-33)*39203 + (340)*3805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3806 \t 10 \t 1143 \t 1 \t 0\n", + "1 \t 3806 \t 1143 \t 3 \t 377 \t 0 \t 1\n", + "2 \t 1143 \t 377 \t 3 \t 12 \t 1 \t -10\n", + "3 \t 377 \t 12 \t 31 \t 5 \t -3 \t 31\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 10 \t -103\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -313 \t 3224\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 636 \t -6551\n", + "\t\t\t\t\t -1585 \t 16326\n", + "GCD(39203, 3806) = 1, with coefficients -1585 and 16326 such that 1 = (-1585)*39203 + (16326)*3806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3807 \t 10 \t 1133 \t 1 \t 0\n", + "1 \t 3807 \t 1133 \t 3 \t 408 \t 0 \t 1\n", + "2 \t 1133 \t 408 \t 2 \t 317 \t 1 \t -10\n", + "3 \t 408 \t 317 \t 1 \t 91 \t -3 \t 31\n", + "4 \t 317 \t 91 \t 3 \t 44 \t 7 \t -72\n", + "5 \t 91 \t 44 \t 2 \t 3 \t -10 \t 103\n", + "6 \t 44 \t 3 \t 14 \t 2 \t 37 \t -381\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -84 \t 865\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1213 \t -12491\n", + "\t\t\t\t\t -1297 \t 13356\n", + "GCD(39203, 3807) = 1, with coefficients -1297 and 13356 such that 1 = (-1297)*39203 + (13356)*3807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3808 \t 10 \t 1123 \t 1 \t 0\n", + "1 \t 3808 \t 1123 \t 3 \t 439 \t 0 \t 1\n", + "2 \t 1123 \t 439 \t 2 \t 245 \t 1 \t -10\n", + "3 \t 439 \t 245 \t 1 \t 194 \t -3 \t 31\n", + "4 \t 245 \t 194 \t 1 \t 51 \t 7 \t -72\n", + "5 \t 194 \t 51 \t 3 \t 41 \t -10 \t 103\n", + "6 \t 51 \t 41 \t 1 \t 10 \t 17 \t -175\n", + "7 \t 41 \t 10 \t 4 \t 1 \t -61 \t 628\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 78 \t -803\n", + "\t\t\t\t\t -373 \t 3840\n", + "GCD(39203, 3808) = 1, with coefficients -373 and 3840 such that 1 = (-373)*39203 + (3840)*3808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3809 \t 10 \t 1113 \t 1 \t 0\n", + "1 \t 3809 \t 1113 \t 3 \t 470 \t 0 \t 1\n", + "2 \t 1113 \t 470 \t 2 \t 173 \t 1 \t -10\n", + "3 \t 470 \t 173 \t 2 \t 124 \t -3 \t 31\n", + "4 \t 173 \t 124 \t 1 \t 49 \t 7 \t -72\n", + "5 \t 124 \t 49 \t 2 \t 26 \t -17 \t 175\n", + "6 \t 49 \t 26 \t 1 \t 23 \t 24 \t -247\n", + "7 \t 26 \t 23 \t 1 \t 3 \t -65 \t 669\n", + "8 \t 23 \t 3 \t 7 \t 2 \t 89 \t -916\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -154 \t 1585\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1167 \t -12011\n", + "\t\t\t\t\t -1321 \t 13596\n", + "GCD(39203, 3809) = 1, with coefficients -1321 and 13596 such that 1 = (-1321)*39203 + (13596)*3809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3810 \t 10 \t 1103 \t 1 \t 0\n", + "1 \t 3810 \t 1103 \t 3 \t 501 \t 0 \t 1\n", + "2 \t 1103 \t 501 \t 2 \t 101 \t 1 \t -10\n", + "3 \t 501 \t 101 \t 4 \t 97 \t -3 \t 31\n", + "4 \t 101 \t 97 \t 1 \t 4 \t 7 \t -72\n", + "5 \t 97 \t 4 \t 24 \t 1 \t -31 \t 319\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 38 \t -391\n", + "\t\t\t\t\t -943 \t 9703\n", + "GCD(39203, 3810) = 1, with coefficients -943 and 9703 such that 1 = (-943)*39203 + (9703)*3810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3811 \t 10 \t 1093 \t 1 \t 0\n", + "1 \t 3811 \t 1093 \t 3 \t 532 \t 0 \t 1\n", + "2 \t 1093 \t 532 \t 2 \t 29 \t 1 \t -10\n", + "3 \t 532 \t 29 \t 18 \t 10 \t -3 \t 31\n", + "4 \t 29 \t 10 \t 2 \t 9 \t 7 \t -72\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -129 \t 1327\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 265 \t -2726\n", + "\t\t\t\t\t -394 \t 4053\n", + "GCD(39203, 3811) = 1, with coefficients -394 and 4053 such that 1 = (-394)*39203 + (4053)*3811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3812 \t 10 \t 1083 \t 1 \t 0\n", + "1 \t 3812 \t 1083 \t 3 \t 563 \t 0 \t 1\n", + "2 \t 1083 \t 563 \t 1 \t 520 \t 1 \t -10\n", + "3 \t 563 \t 520 \t 1 \t 43 \t -3 \t 31\n", + "4 \t 520 \t 43 \t 12 \t 4 \t 4 \t -41\n", + "5 \t 43 \t 4 \t 10 \t 3 \t -7 \t 72\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 88 \t -905\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -887 \t 9122\n", + "\t\t\t\t\t 975 \t -10027\n", + "GCD(39203, 3812) = 1, with coefficients 975 and -10027 such that 1 = (975)*39203 + (-10027)*3812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3813 \t 10 \t 1073 \t 1 \t 0\n", + "1 \t 3813 \t 1073 \t 3 \t 594 \t 0 \t 1\n", + "2 \t 1073 \t 594 \t 1 \t 479 \t 1 \t -10\n", + "3 \t 594 \t 479 \t 1 \t 115 \t -3 \t 31\n", + "4 \t 479 \t 115 \t 4 \t 19 \t 4 \t -41\n", + "5 \t 115 \t 19 \t 6 \t 1 \t -7 \t 72\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 32 \t -329\n", + "\t\t\t\t\t -199 \t 2046\n", + "GCD(39203, 3813) = 1, with coefficients -199 and 2046 such that 1 = (-199)*39203 + (2046)*3813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3814 \t 10 \t 1063 \t 1 \t 0\n", + "1 \t 3814 \t 1063 \t 3 \t 625 \t 0 \t 1\n", + "2 \t 1063 \t 625 \t 1 \t 438 \t 1 \t -10\n", + "3 \t 625 \t 438 \t 1 \t 187 \t -3 \t 31\n", + "4 \t 438 \t 187 \t 2 \t 64 \t 4 \t -41\n", + "5 \t 187 \t 64 \t 2 \t 59 \t -7 \t 72\n", + "6 \t 64 \t 59 \t 1 \t 5 \t 18 \t -185\n", + "7 \t 59 \t 5 \t 11 \t 4 \t -43 \t 442\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 61 \t -627\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -714 \t 7339\n", + "\t\t\t\t\t 775 \t -7966\n", + "GCD(39203, 3814) = 1, with coefficients 775 and -7966 such that 1 = (775)*39203 + (-7966)*3814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3815 \t 10 \t 1053 \t 1 \t 0\n", + "1 \t 3815 \t 1053 \t 3 \t 656 \t 0 \t 1\n", + "2 \t 1053 \t 656 \t 1 \t 397 \t 1 \t -10\n", + "3 \t 656 \t 397 \t 1 \t 259 \t -3 \t 31\n", + "4 \t 397 \t 259 \t 1 \t 138 \t 4 \t -41\n", + "5 \t 259 \t 138 \t 1 \t 121 \t -7 \t 72\n", + "6 \t 138 \t 121 \t 1 \t 17 \t 11 \t -113\n", + "7 \t 121 \t 17 \t 7 \t 2 \t -18 \t 185\n", + "8 \t 17 \t 2 \t 8 \t 1 \t 29 \t -298\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -221 \t 2271\n", + "\t\t\t\t\t 1797 \t -18466\n", + "GCD(39203, 3815) = 1, with coefficients 1797 and -18466 such that 1 = (1797)*39203 + (-18466)*3815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3816 \t 10 \t 1043 \t 1 \t 0\n", + "1 \t 3816 \t 1043 \t 3 \t 687 \t 0 \t 1\n", + "2 \t 1043 \t 687 \t 1 \t 356 \t 1 \t -10\n", + "3 \t 687 \t 356 \t 1 \t 331 \t -3 \t 31\n", + "4 \t 356 \t 331 \t 1 \t 25 \t 4 \t -41\n", + "5 \t 331 \t 25 \t 13 \t 6 \t -7 \t 72\n", + "6 \t 25 \t 6 \t 4 \t 1 \t 11 \t -113\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -150 \t 1541\n", + "\t\t\t\t\t 611 \t -6277\n", + "GCD(39203, 3816) = 1, with coefficients 611 and -6277 such that 1 = (611)*39203 + (-6277)*3816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3817 \t 10 \t 1033 \t 1 \t 0\n", + "1 \t 3817 \t 1033 \t 3 \t 718 \t 0 \t 1\n", + "2 \t 1033 \t 718 \t 1 \t 315 \t 1 \t -10\n", + "3 \t 718 \t 315 \t 2 \t 88 \t -3 \t 31\n", + "4 \t 315 \t 88 \t 3 \t 51 \t 4 \t -41\n", + "5 \t 88 \t 51 \t 1 \t 37 \t -11 \t 113\n", + "6 \t 51 \t 37 \t 1 \t 14 \t 37 \t -380\n", + "7 \t 37 \t 14 \t 2 \t 9 \t -48 \t 493\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 85 \t -873\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -218 \t 2239\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 303 \t -3112\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -521 \t 5351\n", + "\t\t\t\t\t 824 \t -8463\n", + "GCD(39203, 3817) = 1, with coefficients 824 and -8463 such that 1 = (824)*39203 + (-8463)*3817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3818 \t 10 \t 1023 \t 1 \t 0\n", + "1 \t 3818 \t 1023 \t 3 \t 749 \t 0 \t 1\n", + "2 \t 1023 \t 749 \t 1 \t 274 \t 1 \t -10\n", + "3 \t 749 \t 274 \t 2 \t 201 \t -3 \t 31\n", + "4 \t 274 \t 201 \t 1 \t 73 \t 4 \t -41\n", + "5 \t 201 \t 73 \t 2 \t 55 \t -11 \t 113\n", + "6 \t 73 \t 55 \t 1 \t 18 \t 15 \t -154\n", + "7 \t 55 \t 18 \t 3 \t 1 \t -41 \t 421\n", + "8 \t 18 \t 1 \t 18 \t 0 \t 56 \t -575\n", + "\t\t\t\t\t -209 \t 2146\n", + "GCD(39203, 3818) = 1, with coefficients -209 and 2146 such that 1 = (-209)*39203 + (2146)*3818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3819 \t 10 \t 1013 \t 1 \t 0\n", + "1 \t 3819 \t 1013 \t 3 \t 780 \t 0 \t 1\n", + "2 \t 1013 \t 780 \t 1 \t 233 \t 1 \t -10\n", + "3 \t 780 \t 233 \t 3 \t 81 \t -3 \t 31\n", + "4 \t 233 \t 81 \t 2 \t 71 \t 4 \t -41\n", + "5 \t 81 \t 71 \t 1 \t 10 \t -15 \t 154\n", + "6 \t 71 \t 10 \t 7 \t 1 \t 34 \t -349\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -49 \t 503\n", + "\t\t\t\t\t 377 \t -3870\n", + "GCD(39203, 3819) = 1, with coefficients 377 and -3870 such that 1 = (377)*39203 + (-3870)*3819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3820 \t 10 \t 1003 \t 1 \t 0\n", + "1 \t 3820 \t 1003 \t 3 \t 811 \t 0 \t 1\n", + "2 \t 1003 \t 811 \t 1 \t 192 \t 1 \t -10\n", + "3 \t 811 \t 192 \t 4 \t 43 \t -3 \t 31\n", + "4 \t 192 \t 43 \t 4 \t 20 \t 4 \t -41\n", + "5 \t 43 \t 20 \t 2 \t 3 \t -19 \t 195\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 80 \t -821\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -179 \t 1837\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1154 \t -11843\n", + "\t\t\t\t\t -1333 \t 13680\n", + "GCD(39203, 3820) = 1, with coefficients -1333 and 13680 such that 1 = (-1333)*39203 + (13680)*3820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3821 \t 10 \t 993 \t 1 \t 0\n", + "1 \t 3821 \t 993 \t 3 \t 842 \t 0 \t 1\n", + "2 \t 993 \t 842 \t 1 \t 151 \t 1 \t -10\n", + "3 \t 842 \t 151 \t 5 \t 87 \t -3 \t 31\n", + "4 \t 151 \t 87 \t 1 \t 64 \t 4 \t -41\n", + "5 \t 87 \t 64 \t 1 \t 23 \t -23 \t 236\n", + "6 \t 64 \t 23 \t 2 \t 18 \t 27 \t -277\n", + "7 \t 23 \t 18 \t 1 \t 5 \t -50 \t 513\n", + "8 \t 18 \t 5 \t 3 \t 3 \t 127 \t -1303\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -177 \t 1816\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 658 \t -6751\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -835 \t 8567\n", + "\t\t\t\t\t 1493 \t -15318\n", + "GCD(39203, 3821) = 1, with coefficients 1493 and -15318 such that 1 = (1493)*39203 + (-15318)*3821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3822 \t 10 \t 983 \t 1 \t 0\n", + "1 \t 3822 \t 983 \t 3 \t 873 \t 0 \t 1\n", + "2 \t 983 \t 873 \t 1 \t 110 \t 1 \t -10\n", + "3 \t 873 \t 110 \t 7 \t 103 \t -3 \t 31\n", + "4 \t 110 \t 103 \t 1 \t 7 \t 4 \t -41\n", + "5 \t 103 \t 7 \t 14 \t 5 \t -31 \t 318\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 35 \t -359\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -521 \t 5344\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 556 \t -5703\n", + "\t\t\t\t\t -1633 \t 16750\n", + "GCD(39203, 3822) = 1, with coefficients -1633 and 16750 such that 1 = (-1633)*39203 + (16750)*3822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3823 \t 10 \t 973 \t 1 \t 0\n", + "1 \t 3823 \t 973 \t 3 \t 904 \t 0 \t 1\n", + "2 \t 973 \t 904 \t 1 \t 69 \t 1 \t -10\n", + "3 \t 904 \t 69 \t 13 \t 7 \t -3 \t 31\n", + "4 \t 69 \t 7 \t 9 \t 6 \t 4 \t -41\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -55 \t 564\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 499 \t -5117\n", + "\t\t\t\t\t -554 \t 5681\n", + "GCD(39203, 3823) = 1, with coefficients -554 and 5681 such that 1 = (-554)*39203 + (5681)*3823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3824 \t 10 \t 963 \t 1 \t 0\n", + "1 \t 3824 \t 963 \t 3 \t 935 \t 0 \t 1\n", + "2 \t 963 \t 935 \t 1 \t 28 \t 1 \t -10\n", + "3 \t 935 \t 28 \t 33 \t 11 \t -3 \t 31\n", + "4 \t 28 \t 11 \t 2 \t 6 \t 4 \t -41\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -135 \t 1384\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 274 \t -2809\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -409 \t 4193\n", + "\t\t\t\t\t 683 \t -7002\n", + "GCD(39203, 3824) = 1, with coefficients 683 and -7002 such that 1 = (683)*39203 + (-7002)*3824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3825 \t 10 \t 953 \t 1 \t 0\n", + "1 \t 3825 \t 953 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 953 \t 13 \t 73 \t 4 \t 1 \t -10\n", + "3 \t 13 \t 4 \t 3 \t 1 \t -4 \t 41\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 293 \t -3003\n", + "\t\t\t\t\t -883 \t 9050\n", + "GCD(39203, 3825) = 1, with coefficients -883 and 9050 such that 1 = (-883)*39203 + (9050)*3825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3826 \t 10 \t 943 \t 1 \t 0\n", + "1 \t 3826 \t 943 \t 4 \t 54 \t 0 \t 1\n", + "2 \t 943 \t 54 \t 17 \t 25 \t 1 \t -10\n", + "3 \t 54 \t 25 \t 2 \t 4 \t -4 \t 41\n", + "4 \t 25 \t 4 \t 6 \t 1 \t 69 \t -707\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -142 \t 1455\n", + "\t\t\t\t\t 921 \t -9437\n", + "GCD(39203, 3826) = 1, with coefficients 921 and -9437 such that 1 = (921)*39203 + (-9437)*3826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3827 \t 10 \t 933 \t 1 \t 0\n", + "1 \t 3827 \t 933 \t 4 \t 95 \t 0 \t 1\n", + "2 \t 933 \t 95 \t 9 \t 78 \t 1 \t -10\n", + "3 \t 95 \t 78 \t 1 \t 17 \t -4 \t 41\n", + "4 \t 78 \t 17 \t 4 \t 10 \t 37 \t -379\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -41 \t 420\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 201 \t -2059\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -242 \t 2479\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 443 \t -4538\n", + "\t\t\t\t\t -1128 \t 11555\n", + "GCD(39203, 3827) = 1, with coefficients -1128 and 11555 such that 1 = (-1128)*39203 + (11555)*3827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3828 \t 10 \t 923 \t 1 \t 0\n", + "1 \t 3828 \t 923 \t 4 \t 136 \t 0 \t 1\n", + "2 \t 923 \t 136 \t 6 \t 107 \t 1 \t -10\n", + "3 \t 136 \t 107 \t 1 \t 29 \t -4 \t 41\n", + "4 \t 107 \t 29 \t 3 \t 20 \t 25 \t -256\n", + "5 \t 29 \t 20 \t 1 \t 9 \t -29 \t 297\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 112 \t -1147\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -141 \t 1444\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 394 \t -4035\n", + "\t\t\t\t\t -1717 \t 17584\n", + "GCD(39203, 3828) = 1, with coefficients -1717 and 17584 such that 1 = (-1717)*39203 + (17584)*3828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3829 \t 10 \t 913 \t 1 \t 0\n", + "1 \t 3829 \t 913 \t 4 \t 177 \t 0 \t 1\n", + "2 \t 913 \t 177 \t 5 \t 28 \t 1 \t -10\n", + "3 \t 177 \t 28 \t 6 \t 9 \t -4 \t 41\n", + "4 \t 28 \t 9 \t 3 \t 1 \t 21 \t -215\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -130 \t 1331\n", + "\t\t\t\t\t 411 \t -4208\n", + "GCD(39203, 3829) = 1, with coefficients 411 and -4208 such that 1 = (411)*39203 + (-4208)*3829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3830 \t 10 \t 903 \t 1 \t 0\n", + "1 \t 3830 \t 903 \t 4 \t 218 \t 0 \t 1\n", + "2 \t 903 \t 218 \t 4 \t 31 \t 1 \t -10\n", + "3 \t 218 \t 31 \t 7 \t 1 \t -4 \t 41\n", + "4 \t 31 \t 1 \t 31 \t 0 \t 17 \t -174\n", + "\t\t\t\t\t -123 \t 1259\n", + "GCD(39203, 3830) = 1, with coefficients -123 and 1259 such that 1 = (-123)*39203 + (1259)*3830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3831 \t 10 \t 893 \t 1 \t 0\n", + "1 \t 3831 \t 893 \t 4 \t 259 \t 0 \t 1\n", + "2 \t 893 \t 259 \t 3 \t 116 \t 1 \t -10\n", + "3 \t 259 \t 116 \t 2 \t 27 \t -4 \t 41\n", + "4 \t 116 \t 27 \t 4 \t 8 \t 13 \t -133\n", + "5 \t 27 \t 8 \t 3 \t 3 \t -30 \t 307\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 133 \t -1361\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -429 \t 4390\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 991 \t -10141\n", + "\t\t\t\t\t -1420 \t 14531\n", + "GCD(39203, 3831) = 1, with coefficients -1420 and 14531 such that 1 = (-1420)*39203 + (14531)*3831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3832 \t 10 \t 883 \t 1 \t 0\n", + "1 \t 3832 \t 883 \t 4 \t 300 \t 0 \t 1\n", + "2 \t 883 \t 300 \t 2 \t 283 \t 1 \t -10\n", + "3 \t 300 \t 283 \t 1 \t 17 \t -4 \t 41\n", + "4 \t 283 \t 17 \t 16 \t 11 \t 9 \t -92\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -13 \t 133\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 217 \t -2220\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -230 \t 2353\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 447 \t -4573\n", + "\t\t\t\t\t -677 \t 6926\n", + "GCD(39203, 3832) = 1, with coefficients -677 and 6926 such that 1 = (-677)*39203 + (6926)*3832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3833 \t 10 \t 873 \t 1 \t 0\n", + "1 \t 3833 \t 873 \t 4 \t 341 \t 0 \t 1\n", + "2 \t 873 \t 341 \t 2 \t 191 \t 1 \t -10\n", + "3 \t 341 \t 191 \t 1 \t 150 \t -4 \t 41\n", + "4 \t 191 \t 150 \t 1 \t 41 \t 9 \t -92\n", + "5 \t 150 \t 41 \t 3 \t 27 \t -13 \t 133\n", + "6 \t 41 \t 27 \t 1 \t 14 \t 22 \t -225\n", + "7 \t 27 \t 14 \t 1 \t 13 \t -79 \t 808\n", + "8 \t 14 \t 13 \t 1 \t 1 \t 101 \t -1033\n", + "9 \t 13 \t 1 \t 13 \t 0 \t -180 \t 1841\n", + "\t\t\t\t\t 281 \t -2874\n", + "GCD(39203, 3833) = 1, with coefficients 281 and -2874 such that 1 = (281)*39203 + (-2874)*3833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3834 \t 10 \t 863 \t 1 \t 0\n", + "1 \t 3834 \t 863 \t 4 \t 382 \t 0 \t 1\n", + "2 \t 863 \t 382 \t 2 \t 99 \t 1 \t -10\n", + "3 \t 382 \t 99 \t 3 \t 85 \t -4 \t 41\n", + "4 \t 99 \t 85 \t 1 \t 14 \t 9 \t -92\n", + "5 \t 85 \t 14 \t 6 \t 1 \t -31 \t 317\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 40 \t -409\n", + "\t\t\t\t\t -271 \t 2771\n", + "GCD(39203, 3834) = 1, with coefficients -271 and 2771 such that 1 = (-271)*39203 + (2771)*3834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3835 \t 10 \t 853 \t 1 \t 0\n", + "1 \t 3835 \t 853 \t 4 \t 423 \t 0 \t 1\n", + "2 \t 853 \t 423 \t 2 \t 7 \t 1 \t -10\n", + "3 \t 423 \t 7 \t 60 \t 3 \t -4 \t 41\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 9 \t -92\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -544 \t 5561\n", + "\t\t\t\t\t 1097 \t -11214\n", + "GCD(39203, 3835) = 1, with coefficients 1097 and -11214 such that 1 = (1097)*39203 + (-11214)*3835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3836 \t 10 \t 843 \t 1 \t 0\n", + "1 \t 3836 \t 843 \t 4 \t 464 \t 0 \t 1\n", + "2 \t 843 \t 464 \t 1 \t 379 \t 1 \t -10\n", + "3 \t 464 \t 379 \t 1 \t 85 \t -4 \t 41\n", + "4 \t 379 \t 85 \t 4 \t 39 \t 5 \t -51\n", + "5 \t 85 \t 39 \t 2 \t 7 \t -9 \t 92\n", + "6 \t 39 \t 7 \t 5 \t 4 \t 41 \t -419\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -91 \t 930\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 496 \t -5069\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -587 \t 5999\n", + "\t\t\t\t\t 1083 \t -11068\n", + "GCD(39203, 3836) = 1, with coefficients 1083 and -11068 such that 1 = (1083)*39203 + (-11068)*3836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3837 \t 10 \t 833 \t 1 \t 0\n", + "1 \t 3837 \t 833 \t 4 \t 505 \t 0 \t 1\n", + "2 \t 833 \t 505 \t 1 \t 328 \t 1 \t -10\n", + "3 \t 505 \t 328 \t 1 \t 177 \t -4 \t 41\n", + "4 \t 328 \t 177 \t 1 \t 151 \t 5 \t -51\n", + "5 \t 177 \t 151 \t 1 \t 26 \t -9 \t 92\n", + "6 \t 151 \t 26 \t 5 \t 21 \t 14 \t -143\n", + "7 \t 26 \t 21 \t 1 \t 5 \t -23 \t 235\n", + "8 \t 21 \t 5 \t 4 \t 1 \t 129 \t -1318\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -152 \t 1553\n", + "\t\t\t\t\t 737 \t -7530\n", + "GCD(39203, 3837) = 1, with coefficients 737 and -7530 such that 1 = (737)*39203 + (-7530)*3837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3838 \t 10 \t 823 \t 1 \t 0\n", + "1 \t 3838 \t 823 \t 4 \t 546 \t 0 \t 1\n", + "2 \t 823 \t 546 \t 1 \t 277 \t 1 \t -10\n", + "3 \t 546 \t 277 \t 1 \t 269 \t -4 \t 41\n", + "4 \t 277 \t 269 \t 1 \t 8 \t 5 \t -51\n", + "5 \t 269 \t 8 \t 33 \t 5 \t -9 \t 92\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 14 \t -143\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -471 \t 4811\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 485 \t -4954\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -956 \t 9765\n", + "\t\t\t\t\t 1441 \t -14719\n", + "GCD(39203, 3838) = 1, with coefficients 1441 and -14719 such that 1 = (1441)*39203 + (-14719)*3838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3839 \t 10 \t 813 \t 1 \t 0\n", + "1 \t 3839 \t 813 \t 4 \t 587 \t 0 \t 1\n", + "2 \t 813 \t 587 \t 1 \t 226 \t 1 \t -10\n", + "3 \t 587 \t 226 \t 2 \t 135 \t -4 \t 41\n", + "4 \t 226 \t 135 \t 1 \t 91 \t 5 \t -51\n", + "5 \t 135 \t 91 \t 1 \t 44 \t -14 \t 143\n", + "6 \t 91 \t 44 \t 2 \t 3 \t 19 \t -194\n", + "7 \t 44 \t 3 \t 14 \t 2 \t -33 \t 337\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 85 \t -868\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1223 \t 12489\n", + "\t\t\t\t\t 1308 \t -13357\n", + "GCD(39203, 3839) = 1, with coefficients 1308 and -13357 such that 1 = (1308)*39203 + (-13357)*3839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3840 \t 10 \t 803 \t 1 \t 0\n", + "1 \t 3840 \t 803 \t 4 \t 628 \t 0 \t 1\n", + "2 \t 803 \t 628 \t 1 \t 175 \t 1 \t -10\n", + "3 \t 628 \t 175 \t 3 \t 103 \t -4 \t 41\n", + "4 \t 175 \t 103 \t 1 \t 72 \t 5 \t -51\n", + "5 \t 103 \t 72 \t 1 \t 31 \t -19 \t 194\n", + "6 \t 72 \t 31 \t 2 \t 10 \t 24 \t -245\n", + "7 \t 31 \t 10 \t 3 \t 1 \t -43 \t 439\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 110 \t -1123\n", + "\t\t\t\t\t -373 \t 3808\n", + "GCD(39203, 3840) = 1, with coefficients -373 and 3808 such that 1 = (-373)*39203 + (3808)*3840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3841 \t 10 \t 793 \t 1 \t 0\n", + "1 \t 3841 \t 793 \t 4 \t 669 \t 0 \t 1\n", + "2 \t 793 \t 669 \t 1 \t 124 \t 1 \t -10\n", + "3 \t 669 \t 124 \t 5 \t 49 \t -4 \t 41\n", + "4 \t 124 \t 49 \t 2 \t 26 \t 5 \t -51\n", + "5 \t 49 \t 26 \t 1 \t 23 \t -29 \t 296\n", + "6 \t 26 \t 23 \t 1 \t 3 \t 63 \t -643\n", + "7 \t 23 \t 3 \t 7 \t 2 \t -92 \t 939\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 155 \t -1582\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1177 \t 12013\n", + "\t\t\t\t\t 1332 \t -13595\n", + "GCD(39203, 3841) = 1, with coefficients 1332 and -13595 such that 1 = (1332)*39203 + (-13595)*3841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3842 \t 10 \t 783 \t 1 \t 0\n", + "1 \t 3842 \t 783 \t 4 \t 710 \t 0 \t 1\n", + "2 \t 783 \t 710 \t 1 \t 73 \t 1 \t -10\n", + "3 \t 710 \t 73 \t 9 \t 53 \t -4 \t 41\n", + "4 \t 73 \t 53 \t 1 \t 20 \t 5 \t -51\n", + "5 \t 53 \t 20 \t 2 \t 13 \t -49 \t 500\n", + "6 \t 20 \t 13 \t 1 \t 7 \t 54 \t -551\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -157 \t 1602\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 211 \t -2153\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -368 \t 3755\n", + "\t\t\t\t\t 579 \t -5908\n", + "GCD(39203, 3842) = 1, with coefficients 579 and -5908 such that 1 = (579)*39203 + (-5908)*3842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3843 \t 10 \t 773 \t 1 \t 0\n", + "1 \t 3843 \t 773 \t 4 \t 751 \t 0 \t 1\n", + "2 \t 773 \t 751 \t 1 \t 22 \t 1 \t -10\n", + "3 \t 751 \t 22 \t 34 \t 3 \t -4 \t 41\n", + "4 \t 22 \t 3 \t 7 \t 1 \t 5 \t -51\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -174 \t 1775\n", + "\t\t\t\t\t 1223 \t -12476\n", + "GCD(39203, 3843) = 1, with coefficients 1223 and -12476 such that 1 = (1223)*39203 + (-12476)*3843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3844 \t 10 \t 763 \t 1 \t 0\n", + "1 \t 3844 \t 763 \t 5 \t 29 \t 0 \t 1\n", + "2 \t 763 \t 29 \t 26 \t 9 \t 1 \t -10\n", + "3 \t 29 \t 9 \t 3 \t 2 \t -5 \t 51\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 131 \t -1336\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -398 \t 4059\n", + "\t\t\t\t\t 1723 \t -17572\n", + "GCD(39203, 3844) = 1, with coefficients 1723 and -17572 such that 1 = (1723)*39203 + (-17572)*3844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3845 \t 10 \t 753 \t 1 \t 0\n", + "1 \t 3845 \t 753 \t 5 \t 80 \t 0 \t 1\n", + "2 \t 753 \t 80 \t 9 \t 33 \t 1 \t -10\n", + "3 \t 80 \t 33 \t 2 \t 14 \t -5 \t 51\n", + "4 \t 33 \t 14 \t 2 \t 5 \t 46 \t -469\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -97 \t 989\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 240 \t -2447\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -577 \t 5883\n", + "\t\t\t\t\t 817 \t -8330\n", + "GCD(39203, 3845) = 1, with coefficients 817 and -8330 such that 1 = (817)*39203 + (-8330)*3845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3846 \t 10 \t 743 \t 1 \t 0\n", + "1 \t 3846 \t 743 \t 5 \t 131 \t 0 \t 1\n", + "2 \t 743 \t 131 \t 5 \t 88 \t 1 \t -10\n", + "3 \t 131 \t 88 \t 1 \t 43 \t -5 \t 51\n", + "4 \t 88 \t 43 \t 2 \t 2 \t 26 \t -265\n", + "5 \t 43 \t 2 \t 21 \t 1 \t -31 \t 316\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 88 \t -897\n", + "\t\t\t\t\t -1879 \t 19153\n", + "GCD(39203, 3846) = 1, with coefficients -1879 and 19153 such that 1 = (-1879)*39203 + (19153)*3846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3847 \t 10 \t 733 \t 1 \t 0\n", + "1 \t 3847 \t 733 \t 5 \t 182 \t 0 \t 1\n", + "2 \t 733 \t 182 \t 4 \t 5 \t 1 \t -10\n", + "3 \t 182 \t 5 \t 36 \t 2 \t -5 \t 51\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 21 \t -214\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -761 \t 7755\n", + "\t\t\t\t\t 1543 \t -15724\n", + "GCD(39203, 3847) = 1, with coefficients 1543 and -15724 such that 1 = (1543)*39203 + (-15724)*3847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3848 \t 10 \t 723 \t 1 \t 0\n", + "1 \t 3848 \t 723 \t 5 \t 233 \t 0 \t 1\n", + "2 \t 723 \t 233 \t 3 \t 24 \t 1 \t -10\n", + "3 \t 233 \t 24 \t 9 \t 17 \t -5 \t 51\n", + "4 \t 24 \t 17 \t 1 \t 7 \t 16 \t -163\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -149 \t 1518\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 165 \t -1681\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -479 \t 4880\n", + "\t\t\t\t\t 1123 \t -11441\n", + "GCD(39203, 3848) = 1, with coefficients 1123 and -11441 such that 1 = (1123)*39203 + (-11441)*3848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3849 \t 10 \t 713 \t 1 \t 0\n", + "1 \t 3849 \t 713 \t 5 \t 284 \t 0 \t 1\n", + "2 \t 713 \t 284 \t 2 \t 145 \t 1 \t -10\n", + "3 \t 284 \t 145 \t 1 \t 139 \t -5 \t 51\n", + "4 \t 145 \t 139 \t 1 \t 6 \t 11 \t -112\n", + "5 \t 139 \t 6 \t 23 \t 1 \t -16 \t 163\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 27 \t -275\n", + "\t\t\t\t\t -637 \t 6488\n", + "GCD(39203, 3849) = 1, with coefficients -637 and 6488 such that 1 = (-637)*39203 + (6488)*3849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3850 \t 10 \t 703 \t 1 \t 0\n", + "1 \t 3850 \t 703 \t 5 \t 335 \t 0 \t 1\n", + "2 \t 703 \t 335 \t 2 \t 33 \t 1 \t -10\n", + "3 \t 335 \t 33 \t 10 \t 5 \t -5 \t 51\n", + "4 \t 33 \t 5 \t 6 \t 3 \t 11 \t -112\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -115 \t 1171\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 701 \t -7138\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -816 \t 8309\n", + "\t\t\t\t\t 1517 \t -15447\n", + "GCD(39203, 3850) = 1, with coefficients 1517 and -15447 such that 1 = (1517)*39203 + (-15447)*3850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3851 \t 10 \t 693 \t 1 \t 0\n", + "1 \t 3851 \t 693 \t 5 \t 386 \t 0 \t 1\n", + "2 \t 693 \t 386 \t 1 \t 307 \t 1 \t -10\n", + "3 \t 386 \t 307 \t 1 \t 79 \t -5 \t 51\n", + "4 \t 307 \t 79 \t 3 \t 70 \t 6 \t -61\n", + "5 \t 79 \t 70 \t 1 \t 9 \t -11 \t 112\n", + "6 \t 70 \t 9 \t 7 \t 7 \t 39 \t -397\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -50 \t 509\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 389 \t -3960\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -439 \t 4469\n", + "\t\t\t\t\t 1706 \t -17367\n", + "GCD(39203, 3851) = 1, with coefficients 1706 and -17367 such that 1 = (1706)*39203 + (-17367)*3851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3852 \t 10 \t 683 \t 1 \t 0\n", + "1 \t 3852 \t 683 \t 5 \t 437 \t 0 \t 1\n", + "2 \t 683 \t 437 \t 1 \t 246 \t 1 \t -10\n", + "3 \t 437 \t 246 \t 1 \t 191 \t -5 \t 51\n", + "4 \t 246 \t 191 \t 1 \t 55 \t 6 \t -61\n", + "5 \t 191 \t 55 \t 3 \t 26 \t -11 \t 112\n", + "6 \t 55 \t 26 \t 2 \t 3 \t 17 \t -173\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -62 \t 631\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 141 \t -1435\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1190 \t 12111\n", + "\t\t\t\t\t 1331 \t -13546\n", + "GCD(39203, 3852) = 1, with coefficients 1331 and -13546 such that 1 = (1331)*39203 + (-13546)*3852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3853 \t 10 \t 673 \t 1 \t 0\n", + "1 \t 3853 \t 673 \t 5 \t 488 \t 0 \t 1\n", + "2 \t 673 \t 488 \t 1 \t 185 \t 1 \t -10\n", + "3 \t 488 \t 185 \t 2 \t 118 \t -5 \t 51\n", + "4 \t 185 \t 118 \t 1 \t 67 \t 6 \t -61\n", + "5 \t 118 \t 67 \t 1 \t 51 \t -17 \t 173\n", + "6 \t 67 \t 51 \t 1 \t 16 \t 23 \t -234\n", + "7 \t 51 \t 16 \t 3 \t 3 \t -40 \t 407\n", + "8 \t 16 \t 3 \t 5 \t 1 \t 63 \t -641\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -229 \t 2330\n", + "\t\t\t\t\t 1208 \t -12291\n", + "GCD(39203, 3853) = 1, with coefficients 1208 and -12291 such that 1 = (1208)*39203 + (-12291)*3853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3854 \t 10 \t 663 \t 1 \t 0\n", + "1 \t 3854 \t 663 \t 5 \t 539 \t 0 \t 1\n", + "2 \t 663 \t 539 \t 1 \t 124 \t 1 \t -10\n", + "3 \t 539 \t 124 \t 4 \t 43 \t -5 \t 51\n", + "4 \t 124 \t 43 \t 2 \t 38 \t 6 \t -61\n", + "5 \t 43 \t 38 \t 1 \t 5 \t -29 \t 295\n", + "6 \t 38 \t 5 \t 7 \t 3 \t 64 \t -651\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -93 \t 946\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 715 \t -7273\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -808 \t 8219\n", + "\t\t\t\t\t 1523 \t -15492\n", + "GCD(39203, 3854) = 1, with coefficients 1523 and -15492 such that 1 = (1523)*39203 + (-15492)*3854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3855 \t 10 \t 653 \t 1 \t 0\n", + "1 \t 3855 \t 653 \t 5 \t 590 \t 0 \t 1\n", + "2 \t 653 \t 590 \t 1 \t 63 \t 1 \t -10\n", + "3 \t 590 \t 63 \t 9 \t 23 \t -5 \t 51\n", + "4 \t 63 \t 23 \t 2 \t 17 \t 6 \t -61\n", + "5 \t 23 \t 17 \t 1 \t 6 \t -59 \t 600\n", + "6 \t 17 \t 6 \t 2 \t 5 \t 124 \t -1261\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -183 \t 1861\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 490 \t -4983\n", + "\t\t\t\t\t -673 \t 6844\n", + "GCD(39203, 3855) = 1, with coefficients -673 and 6844 such that 1 = (-673)*39203 + (6844)*3855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3856 \t 10 \t 643 \t 1 \t 0\n", + "1 \t 3856 \t 643 \t 5 \t 641 \t 0 \t 1\n", + "2 \t 643 \t 641 \t 1 \t 2 \t 1 \t -10\n", + "3 \t 641 \t 2 \t 320 \t 1 \t -5 \t 51\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 6 \t -61\n", + "\t\t\t\t\t -1925 \t 19571\n", + "GCD(39203, 3856) = 1, with coefficients -1925 and 19571 such that 1 = (-1925)*39203 + (19571)*3856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3857 \t 10 \t 633 \t 1 \t 0\n", + "1 \t 3857 \t 633 \t 6 \t 59 \t 0 \t 1\n", + "2 \t 633 \t 59 \t 10 \t 43 \t 1 \t -10\n", + "3 \t 59 \t 43 \t 1 \t 16 \t -6 \t 61\n", + "4 \t 43 \t 16 \t 2 \t 11 \t 61 \t -620\n", + "5 \t 16 \t 11 \t 1 \t 5 \t -67 \t 681\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 195 \t -1982\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -262 \t 2663\n", + "\t\t\t\t\t 719 \t -7308\n", + "GCD(39203, 3857) = 1, with coefficients 719 and -7308 such that 1 = (719)*39203 + (-7308)*3857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3858 \t 10 \t 623 \t 1 \t 0\n", + "1 \t 3858 \t 623 \t 6 \t 120 \t 0 \t 1\n", + "2 \t 623 \t 120 \t 5 \t 23 \t 1 \t -10\n", + "3 \t 120 \t 23 \t 5 \t 5 \t -6 \t 61\n", + "4 \t 23 \t 5 \t 4 \t 3 \t 31 \t -315\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -161 \t 1636\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 675 \t -6859\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -836 \t 8495\n", + "\t\t\t\t\t 1511 \t -15354\n", + "GCD(39203, 3858) = 1, with coefficients 1511 and -15354 such that 1 = (1511)*39203 + (-15354)*3858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3859 \t 10 \t 613 \t 1 \t 0\n", + "1 \t 3859 \t 613 \t 6 \t 181 \t 0 \t 1\n", + "2 \t 613 \t 181 \t 3 \t 70 \t 1 \t -10\n", + "3 \t 181 \t 70 \t 2 \t 41 \t -6 \t 61\n", + "4 \t 70 \t 41 \t 1 \t 29 \t 19 \t -193\n", + "5 \t 41 \t 29 \t 1 \t 12 \t -44 \t 447\n", + "6 \t 29 \t 12 \t 2 \t 5 \t 63 \t -640\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -107 \t 1087\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 277 \t -2814\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -661 \t 6715\n", + "\t\t\t\t\t 1599 \t -16244\n", + "GCD(39203, 3859) = 1, with coefficients 1599 and -16244 such that 1 = (1599)*39203 + (-16244)*3859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3860 \t 10 \t 603 \t 1 \t 0\n", + "1 \t 3860 \t 603 \t 6 \t 242 \t 0 \t 1\n", + "2 \t 603 \t 242 \t 2 \t 119 \t 1 \t -10\n", + "3 \t 242 \t 119 \t 2 \t 4 \t -6 \t 61\n", + "4 \t 119 \t 4 \t 29 \t 3 \t 13 \t -132\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -32 \t 325\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 941 \t -9557\n", + "\t\t\t\t\t -973 \t 9882\n", + "GCD(39203, 3860) = 1, with coefficients -973 and 9882 such that 1 = (-973)*39203 + (9882)*3860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3861 \t 10 \t 593 \t 1 \t 0\n", + "1 \t 3861 \t 593 \t 6 \t 303 \t 0 \t 1\n", + "2 \t 593 \t 303 \t 1 \t 290 \t 1 \t -10\n", + "3 \t 303 \t 290 \t 1 \t 13 \t -6 \t 61\n", + "4 \t 290 \t 13 \t 22 \t 4 \t 7 \t -71\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -13 \t 132\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 293 \t -2975\n", + "\t\t\t\t\t -892 \t 9057\n", + "GCD(39203, 3861) = 1, with coefficients -892 and 9057 such that 1 = (-892)*39203 + (9057)*3861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3862 \t 10 \t 583 \t 1 \t 0\n", + "1 \t 3862 \t 583 \t 6 \t 364 \t 0 \t 1\n", + "2 \t 583 \t 364 \t 1 \t 219 \t 1 \t -10\n", + "3 \t 364 \t 219 \t 1 \t 145 \t -6 \t 61\n", + "4 \t 219 \t 145 \t 1 \t 74 \t 7 \t -71\n", + "5 \t 145 \t 74 \t 1 \t 71 \t -13 \t 132\n", + "6 \t 74 \t 71 \t 1 \t 3 \t 20 \t -203\n", + "7 \t 71 \t 3 \t 23 \t 2 \t -33 \t 335\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 53 \t -538\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1252 \t 12709\n", + "\t\t\t\t\t 1305 \t -13247\n", + "GCD(39203, 3862) = 1, with coefficients 1305 and -13247 such that 1 = (1305)*39203 + (-13247)*3862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3863 \t 10 \t 573 \t 1 \t 0\n", + "1 \t 3863 \t 573 \t 6 \t 425 \t 0 \t 1\n", + "2 \t 573 \t 425 \t 1 \t 148 \t 1 \t -10\n", + "3 \t 425 \t 148 \t 2 \t 129 \t -6 \t 61\n", + "4 \t 148 \t 129 \t 1 \t 19 \t 7 \t -71\n", + "5 \t 129 \t 19 \t 6 \t 15 \t -20 \t 203\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 27 \t -274\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -182 \t 1847\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 209 \t -2121\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -809 \t 8210\n", + "\t\t\t\t\t 1018 \t -10331\n", + "GCD(39203, 3863) = 1, with coefficients 1018 and -10331 such that 1 = (1018)*39203 + (-10331)*3863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3864 \t 10 \t 563 \t 1 \t 0\n", + "1 \t 3864 \t 563 \t 6 \t 486 \t 0 \t 1\n", + "2 \t 563 \t 486 \t 1 \t 77 \t 1 \t -10\n", + "3 \t 486 \t 77 \t 6 \t 24 \t -6 \t 61\n", + "4 \t 77 \t 24 \t 3 \t 5 \t 7 \t -71\n", + "5 \t 24 \t 5 \t 4 \t 4 \t -48 \t 487\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 151 \t -1532\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -652 \t 6615\n", + "\t\t\t\t\t 803 \t -8147\n", + "GCD(39203, 3864) = 1, with coefficients 803 and -8147 such that 1 = (803)*39203 + (-8147)*3864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3865 \t 10 \t 553 \t 1 \t 0\n", + "1 \t 3865 \t 553 \t 6 \t 547 \t 0 \t 1\n", + "2 \t 553 \t 547 \t 1 \t 6 \t 1 \t -10\n", + "3 \t 547 \t 6 \t 91 \t 1 \t -6 \t 61\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 7 \t -71\n", + "\t\t\t\t\t -643 \t 6522\n", + "GCD(39203, 3865) = 1, with coefficients -643 and 6522 such that 1 = (-643)*39203 + (6522)*3865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3866 \t 10 \t 543 \t 1 \t 0\n", + "1 \t 3866 \t 543 \t 7 \t 65 \t 0 \t 1\n", + "2 \t 543 \t 65 \t 8 \t 23 \t 1 \t -10\n", + "3 \t 65 \t 23 \t 2 \t 19 \t -7 \t 71\n", + "4 \t 23 \t 19 \t 1 \t 4 \t 57 \t -578\n", + "5 \t 19 \t 4 \t 4 \t 3 \t -121 \t 1227\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 178 \t -1805\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -833 \t 8447\n", + "\t\t\t\t\t 1011 \t -10252\n", + "GCD(39203, 3866) = 1, with coefficients 1011 and -10252 such that 1 = (1011)*39203 + (-10252)*3866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3867 \t 10 \t 533 \t 1 \t 0\n", + "1 \t 3867 \t 533 \t 7 \t 136 \t 0 \t 1\n", + "2 \t 533 \t 136 \t 3 \t 125 \t 1 \t -10\n", + "3 \t 136 \t 125 \t 1 \t 11 \t -7 \t 71\n", + "4 \t 125 \t 11 \t 11 \t 4 \t 22 \t -223\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -29 \t 294\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 341 \t -3457\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -711 \t 7208\n", + "\t\t\t\t\t 1052 \t -10665\n", + "GCD(39203, 3867) = 1, with coefficients 1052 and -10665 such that 1 = (1052)*39203 + (-10665)*3867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3868 \t 10 \t 523 \t 1 \t 0\n", + "1 \t 3868 \t 523 \t 7 \t 207 \t 0 \t 1\n", + "2 \t 523 \t 207 \t 2 \t 109 \t 1 \t -10\n", + "3 \t 207 \t 109 \t 1 \t 98 \t -7 \t 71\n", + "4 \t 109 \t 98 \t 1 \t 11 \t 15 \t -152\n", + "5 \t 98 \t 11 \t 8 \t 10 \t -22 \t 223\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 37 \t -375\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -318 \t 3223\n", + "\t\t\t\t\t 355 \t -3598\n", + "GCD(39203, 3868) = 1, with coefficients 355 and -3598 such that 1 = (355)*39203 + (-3598)*3868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3869 \t 10 \t 513 \t 1 \t 0\n", + "1 \t 3869 \t 513 \t 7 \t 278 \t 0 \t 1\n", + "2 \t 513 \t 278 \t 1 \t 235 \t 1 \t -10\n", + "3 \t 278 \t 235 \t 1 \t 43 \t -7 \t 71\n", + "4 \t 235 \t 43 \t 5 \t 20 \t 8 \t -81\n", + "5 \t 43 \t 20 \t 2 \t 3 \t -15 \t 152\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 83 \t -841\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -181 \t 1834\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1169 \t -11845\n", + "\t\t\t\t\t -1350 \t 13679\n", + "GCD(39203, 3869) = 1, with coefficients -1350 and 13679 such that 1 = (-1350)*39203 + (13679)*3869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3870 \t 10 \t 503 \t 1 \t 0\n", + "1 \t 3870 \t 503 \t 7 \t 349 \t 0 \t 1\n", + "2 \t 503 \t 349 \t 1 \t 154 \t 1 \t -10\n", + "3 \t 349 \t 154 \t 2 \t 41 \t -7 \t 71\n", + "4 \t 154 \t 41 \t 3 \t 31 \t 8 \t -81\n", + "5 \t 41 \t 31 \t 1 \t 10 \t -23 \t 233\n", + "6 \t 31 \t 10 \t 3 \t 1 \t 77 \t -780\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -100 \t 1013\n", + "\t\t\t\t\t 377 \t -3819\n", + "GCD(39203, 3870) = 1, with coefficients 377 and -3819 such that 1 = (377)*39203 + (-3819)*3870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3871 \t 10 \t 493 \t 1 \t 0\n", + "1 \t 3871 \t 493 \t 7 \t 420 \t 0 \t 1\n", + "2 \t 493 \t 420 \t 1 \t 73 \t 1 \t -10\n", + "3 \t 420 \t 73 \t 5 \t 55 \t -7 \t 71\n", + "4 \t 73 \t 55 \t 1 \t 18 \t 8 \t -81\n", + "5 \t 55 \t 18 \t 3 \t 1 \t -47 \t 476\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 55 \t -557\n", + "\t\t\t\t\t -212 \t 2147\n", + "GCD(39203, 3871) = 1, with coefficients -212 and 2147 such that 1 = (-212)*39203 + (2147)*3871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3872 \t 10 \t 483 \t 1 \t 0\n", + "1 \t 3872 \t 483 \t 8 \t 8 \t 0 \t 1\n", + "2 \t 483 \t 8 \t 60 \t 3 \t 1 \t -10\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -8 \t 81\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 481 \t -4870\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -970 \t 9821\n", + "\t\t\t\t\t 1451 \t -14691\n", + "GCD(39203, 3872) = 1, with coefficients 1451 and -14691 such that 1 = (1451)*39203 + (-14691)*3872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3873 \t 10 \t 473 \t 1 \t 0\n", + "1 \t 3873 \t 473 \t 8 \t 89 \t 0 \t 1\n", + "2 \t 473 \t 89 \t 5 \t 28 \t 1 \t -10\n", + "3 \t 89 \t 28 \t 3 \t 5 \t -8 \t 81\n", + "4 \t 28 \t 5 \t 5 \t 3 \t 41 \t -415\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -131 \t 1326\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 696 \t -7045\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -827 \t 8371\n", + "\t\t\t\t\t 1523 \t -15416\n", + "GCD(39203, 3873) = 1, with coefficients 1523 and -15416 such that 1 = (1523)*39203 + (-15416)*3873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3874 \t 10 \t 463 \t 1 \t 0\n", + "1 \t 3874 \t 463 \t 8 \t 170 \t 0 \t 1\n", + "2 \t 463 \t 170 \t 2 \t 123 \t 1 \t -10\n", + "3 \t 170 \t 123 \t 1 \t 47 \t -8 \t 81\n", + "4 \t 123 \t 47 \t 2 \t 29 \t 17 \t -172\n", + "5 \t 47 \t 29 \t 1 \t 18 \t -25 \t 253\n", + "6 \t 29 \t 18 \t 1 \t 11 \t 67 \t -678\n", + "7 \t 18 \t 11 \t 1 \t 7 \t -92 \t 931\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 159 \t -1609\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -251 \t 2540\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 410 \t -4149\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -661 \t 6689\n", + "\t\t\t\t\t 1071 \t -10838\n", + "GCD(39203, 3874) = 1, with coefficients 1071 and -10838 such that 1 = (1071)*39203 + (-10838)*3874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3875 \t 10 \t 453 \t 1 \t 0\n", + "1 \t 3875 \t 453 \t 8 \t 251 \t 0 \t 1\n", + "2 \t 453 \t 251 \t 1 \t 202 \t 1 \t -10\n", + "3 \t 251 \t 202 \t 1 \t 49 \t -8 \t 81\n", + "4 \t 202 \t 49 \t 4 \t 6 \t 9 \t -91\n", + "5 \t 49 \t 6 \t 8 \t 1 \t -17 \t 172\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 77 \t -779\n", + "\t\t\t\t\t -633 \t 6404\n", + "GCD(39203, 3875) = 1, with coefficients -633 and 6404 such that 1 = (-633)*39203 + (6404)*3875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3876 \t 10 \t 443 \t 1 \t 0\n", + "1 \t 3876 \t 443 \t 8 \t 332 \t 0 \t 1\n", + "2 \t 443 \t 332 \t 1 \t 111 \t 1 \t -10\n", + "3 \t 332 \t 111 \t 2 \t 110 \t -8 \t 81\n", + "4 \t 111 \t 110 \t 1 \t 1 \t 9 \t -91\n", + "5 \t 110 \t 1 \t 110 \t 0 \t -26 \t 263\n", + "\t\t\t\t\t 35 \t -354\n", + "GCD(39203, 3876) = 1, with coefficients 35 and -354 such that 1 = (35)*39203 + (-354)*3876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3877 \t 10 \t 433 \t 1 \t 0\n", + "1 \t 3877 \t 433 \t 8 \t 413 \t 0 \t 1\n", + "2 \t 433 \t 413 \t 1 \t 20 \t 1 \t -10\n", + "3 \t 413 \t 20 \t 20 \t 13 \t -8 \t 81\n", + "4 \t 20 \t 13 \t 1 \t 7 \t 9 \t -91\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -188 \t 1901\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 197 \t -1992\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -385 \t 3893\n", + "\t\t\t\t\t 582 \t -5885\n", + "GCD(39203, 3877) = 1, with coefficients 582 and -5885 such that 1 = (582)*39203 + (-5885)*3877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3878 \t 10 \t 423 \t 1 \t 0\n", + "1 \t 3878 \t 423 \t 9 \t 71 \t 0 \t 1\n", + "2 \t 423 \t 71 \t 5 \t 68 \t 1 \t -10\n", + "3 \t 71 \t 68 \t 1 \t 3 \t -9 \t 91\n", + "4 \t 68 \t 3 \t 22 \t 2 \t 46 \t -465\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -55 \t 556\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1256 \t -12697\n", + "\t\t\t\t\t -1311 \t 13253\n", + "GCD(39203, 3878) = 1, with coefficients -1311 and 13253 such that 1 = (-1311)*39203 + (13253)*3878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3879 \t 10 \t 413 \t 1 \t 0\n", + "1 \t 3879 \t 413 \t 9 \t 162 \t 0 \t 1\n", + "2 \t 413 \t 162 \t 2 \t 89 \t 1 \t -10\n", + "3 \t 162 \t 89 \t 1 \t 73 \t -9 \t 91\n", + "4 \t 89 \t 73 \t 1 \t 16 \t 19 \t -192\n", + "5 \t 73 \t 16 \t 4 \t 9 \t -28 \t 283\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 47 \t -475\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -216 \t 2183\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 263 \t -2658\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -479 \t 4841\n", + "\t\t\t\t\t 1700 \t -17181\n", + "GCD(39203, 3879) = 1, with coefficients 1700 and -17181 such that 1 = (1700)*39203 + (-17181)*3879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3880 \t 10 \t 403 \t 1 \t 0\n", + "1 \t 3880 \t 403 \t 9 \t 253 \t 0 \t 1\n", + "2 \t 403 \t 253 \t 1 \t 150 \t 1 \t -10\n", + "3 \t 253 \t 150 \t 1 \t 103 \t -9 \t 91\n", + "4 \t 150 \t 103 \t 1 \t 47 \t 10 \t -101\n", + "5 \t 103 \t 47 \t 2 \t 9 \t -19 \t 192\n", + "6 \t 47 \t 9 \t 5 \t 2 \t 29 \t -293\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -77 \t 778\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 414 \t -4183\n", + "\t\t\t\t\t -1733 \t 17510\n", + "GCD(39203, 3880) = 1, with coefficients -1733 and 17510 such that 1 = (-1733)*39203 + (17510)*3880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3881 \t 10 \t 393 \t 1 \t 0\n", + "1 \t 3881 \t 393 \t 9 \t 344 \t 0 \t 1\n", + "2 \t 393 \t 344 \t 1 \t 49 \t 1 \t -10\n", + "3 \t 344 \t 49 \t 7 \t 1 \t -9 \t 91\n", + "4 \t 49 \t 1 \t 49 \t 0 \t 10 \t -101\n", + "\t\t\t\t\t -79 \t 798\n", + "GCD(39203, 3881) = 1, with coefficients -79 and 798 such that 1 = (-79)*39203 + (798)*3881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3882 \t 10 \t 383 \t 1 \t 0\n", + "1 \t 3882 \t 383 \t 10 \t 52 \t 0 \t 1\n", + "2 \t 383 \t 52 \t 7 \t 19 \t 1 \t -10\n", + "3 \t 52 \t 19 \t 2 \t 14 \t -10 \t 101\n", + "4 \t 19 \t 14 \t 1 \t 5 \t 71 \t -717\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -152 \t 1535\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 223 \t -2252\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -598 \t 6039\n", + "\t\t\t\t\t 821 \t -8291\n", + "GCD(39203, 3882) = 1, with coefficients 821 and -8291 such that 1 = (821)*39203 + (-8291)*3882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3883 \t 10 \t 373 \t 1 \t 0\n", + "1 \t 3883 \t 373 \t 10 \t 153 \t 0 \t 1\n", + "2 \t 373 \t 153 \t 2 \t 67 \t 1 \t -10\n", + "3 \t 153 \t 67 \t 2 \t 19 \t -10 \t 101\n", + "4 \t 67 \t 19 \t 3 \t 10 \t 21 \t -212\n", + "5 \t 19 \t 10 \t 1 \t 9 \t -52 \t 525\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 177 \t -1787\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -229 \t 2312\n", + "\t\t\t\t\t 406 \t -4099\n", + "GCD(39203, 3883) = 1, with coefficients 406 and -4099 such that 1 = (406)*39203 + (-4099)*3883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3884 \t 10 \t 363 \t 1 \t 0\n", + "1 \t 3884 \t 363 \t 10 \t 254 \t 0 \t 1\n", + "2 \t 363 \t 254 \t 1 \t 109 \t 1 \t -10\n", + "3 \t 254 \t 109 \t 2 \t 36 \t -10 \t 101\n", + "4 \t 109 \t 36 \t 3 \t 1 \t 11 \t -111\n", + "5 \t 36 \t 1 \t 36 \t 0 \t -32 \t 323\n", + "\t\t\t\t\t 107 \t -1080\n", + "GCD(39203, 3884) = 1, with coefficients 107 and -1080 such that 1 = (107)*39203 + (-1080)*3884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3885 \t 10 \t 353 \t 1 \t 0\n", + "1 \t 3885 \t 353 \t 11 \t 2 \t 0 \t 1\n", + "2 \t 353 \t 2 \t 176 \t 1 \t 1 \t -10\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -11 \t 111\n", + "\t\t\t\t\t 1937 \t -19546\n", + "GCD(39203, 3885) = 1, with coefficients 1937 and -19546 such that 1 = (1937)*39203 + (-19546)*3885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3886 \t 10 \t 343 \t 1 \t 0\n", + "1 \t 3886 \t 343 \t 11 \t 113 \t 0 \t 1\n", + "2 \t 343 \t 113 \t 3 \t 4 \t 1 \t -10\n", + "3 \t 113 \t 4 \t 28 \t 1 \t -11 \t 111\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 34 \t -343\n", + "\t\t\t\t\t -963 \t 9715\n", + "GCD(39203, 3886) = 1, with coefficients -963 and 9715 such that 1 = (-963)*39203 + (9715)*3886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3887 \t 10 \t 333 \t 1 \t 0\n", + "1 \t 3887 \t 333 \t 11 \t 224 \t 0 \t 1\n", + "2 \t 333 \t 224 \t 1 \t 109 \t 1 \t -10\n", + "3 \t 224 \t 109 \t 2 \t 6 \t -11 \t 111\n", + "4 \t 109 \t 6 \t 18 \t 1 \t 12 \t -121\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -35 \t 353\n", + "\t\t\t\t\t 642 \t -6475\n", + "GCD(39203, 3887) = 1, with coefficients 642 and -6475 such that 1 = (642)*39203 + (-6475)*3887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3888 \t 10 \t 323 \t 1 \t 0\n", + "1 \t 3888 \t 323 \t 12 \t 12 \t 0 \t 1\n", + "2 \t 323 \t 12 \t 26 \t 11 \t 1 \t -10\n", + "3 \t 12 \t 11 \t 1 \t 1 \t -12 \t 121\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 313 \t -3156\n", + "\t\t\t\t\t -325 \t 3277\n", + "GCD(39203, 3888) = 1, with coefficients -325 and 3277 such that 1 = (-325)*39203 + (3277)*3888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3889 \t 10 \t 313 \t 1 \t 0\n", + "1 \t 3889 \t 313 \t 12 \t 133 \t 0 \t 1\n", + "2 \t 313 \t 133 \t 2 \t 47 \t 1 \t -10\n", + "3 \t 133 \t 47 \t 2 \t 39 \t -12 \t 121\n", + "4 \t 47 \t 39 \t 1 \t 8 \t 25 \t -252\n", + "5 \t 39 \t 8 \t 4 \t 7 \t -62 \t 625\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 87 \t -877\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -410 \t 4133\n", + "\t\t\t\t\t 497 \t -5010\n", + "GCD(39203, 3889) = 1, with coefficients 497 and -5010 such that 1 = (497)*39203 + (-5010)*3889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3890 \t 10 \t 303 \t 1 \t 0\n", + "1 \t 3890 \t 303 \t 12 \t 254 \t 0 \t 1\n", + "2 \t 303 \t 254 \t 1 \t 49 \t 1 \t -10\n", + "3 \t 254 \t 49 \t 5 \t 9 \t -12 \t 121\n", + "4 \t 49 \t 9 \t 5 \t 4 \t 13 \t -131\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -77 \t 776\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 398 \t -4011\n", + "\t\t\t\t\t -873 \t 8798\n", + "GCD(39203, 3890) = 1, with coefficients -873 and 8798 such that 1 = (-873)*39203 + (8798)*3890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3891 \t 10 \t 293 \t 1 \t 0\n", + "1 \t 3891 \t 293 \t 13 \t 82 \t 0 \t 1\n", + "2 \t 293 \t 82 \t 3 \t 47 \t 1 \t -10\n", + "3 \t 82 \t 47 \t 1 \t 35 \t -13 \t 131\n", + "4 \t 47 \t 35 \t 1 \t 12 \t 40 \t -403\n", + "5 \t 35 \t 12 \t 2 \t 11 \t -53 \t 534\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 93 \t -937\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -239 \t 2408\n", + "\t\t\t\t\t 332 \t -3345\n", + "GCD(39203, 3891) = 1, with coefficients 332 and -3345 such that 1 = (332)*39203 + (-3345)*3891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3892 \t 10 \t 283 \t 1 \t 0\n", + "1 \t 3892 \t 283 \t 13 \t 213 \t 0 \t 1\n", + "2 \t 283 \t 213 \t 1 \t 70 \t 1 \t -10\n", + "3 \t 213 \t 70 \t 3 \t 3 \t -13 \t 131\n", + "4 \t 70 \t 3 \t 23 \t 1 \t 14 \t -141\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -55 \t 554\n", + "\t\t\t\t\t 1279 \t -12883\n", + "GCD(39203, 3892) = 1, with coefficients 1279 and -12883 such that 1 = (1279)*39203 + (-12883)*3892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3893 \t 10 \t 273 \t 1 \t 0\n", + "1 \t 3893 \t 273 \t 14 \t 71 \t 0 \t 1\n", + "2 \t 273 \t 71 \t 3 \t 60 \t 1 \t -10\n", + "3 \t 71 \t 60 \t 1 \t 11 \t -14 \t 141\n", + "4 \t 60 \t 11 \t 5 \t 5 \t 43 \t -433\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -57 \t 574\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 328 \t -3303\n", + "\t\t\t\t\t -713 \t 7180\n", + "GCD(39203, 3893) = 1, with coefficients -713 and 7180 such that 1 = (-713)*39203 + (7180)*3893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3894 \t 10 \t 263 \t 1 \t 0\n", + "1 \t 3894 \t 263 \t 14 \t 212 \t 0 \t 1\n", + "2 \t 263 \t 212 \t 1 \t 51 \t 1 \t -10\n", + "3 \t 212 \t 51 \t 4 \t 8 \t -14 \t 141\n", + "4 \t 51 \t 8 \t 6 \t 3 \t 15 \t -151\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -74 \t 745\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 459 \t -4621\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -992 \t 9987\n", + "\t\t\t\t\t 1451 \t -14608\n", + "GCD(39203, 3894) = 1, with coefficients 1451 and -14608 such that 1 = (1451)*39203 + (-14608)*3894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3895 \t 10 \t 253 \t 1 \t 0\n", + "1 \t 3895 \t 253 \t 15 \t 100 \t 0 \t 1\n", + "2 \t 253 \t 100 \t 2 \t 53 \t 1 \t -10\n", + "3 \t 100 \t 53 \t 1 \t 47 \t -15 \t 151\n", + "4 \t 53 \t 47 \t 1 \t 6 \t 31 \t -312\n", + "5 \t 47 \t 6 \t 7 \t 5 \t -46 \t 463\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 77 \t -775\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -585 \t 5888\n", + "\t\t\t\t\t 662 \t -6663\n", + "GCD(39203, 3895) = 1, with coefficients 662 and -6663 such that 1 = (662)*39203 + (-6663)*3895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3896 \t 10 \t 243 \t 1 \t 0\n", + "1 \t 3896 \t 243 \t 16 \t 8 \t 0 \t 1\n", + "2 \t 243 \t 8 \t 30 \t 3 \t 1 \t -10\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -16 \t 161\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 481 \t -4840\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -978 \t 9841\n", + "\t\t\t\t\t 1459 \t -14681\n", + "GCD(39203, 3896) = 1, with coefficients 1459 and -14681 such that 1 = (1459)*39203 + (-14681)*3896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3897 \t 10 \t 233 \t 1 \t 0\n", + "1 \t 3897 \t 233 \t 16 \t 169 \t 0 \t 1\n", + "2 \t 233 \t 169 \t 1 \t 64 \t 1 \t -10\n", + "3 \t 169 \t 64 \t 2 \t 41 \t -16 \t 161\n", + "4 \t 64 \t 41 \t 1 \t 23 \t 17 \t -171\n", + "5 \t 41 \t 23 \t 1 \t 18 \t -50 \t 503\n", + "6 \t 23 \t 18 \t 1 \t 5 \t 67 \t -674\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -117 \t 1177\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 184 \t -1851\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -669 \t 6730\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 853 \t -8581\n", + "\t\t\t\t\t -1522 \t 15311\n", + "GCD(39203, 3897) = 1, with coefficients -1522 and 15311 such that 1 = (-1522)*39203 + (15311)*3897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3898 \t 10 \t 223 \t 1 \t 0\n", + "1 \t 3898 \t 223 \t 17 \t 107 \t 0 \t 1\n", + "2 \t 223 \t 107 \t 2 \t 9 \t 1 \t -10\n", + "3 \t 107 \t 9 \t 11 \t 8 \t -17 \t 171\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 35 \t -352\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -402 \t 4043\n", + "\t\t\t\t\t 437 \t -4395\n", + "GCD(39203, 3898) = 1, with coefficients 437 and -4395 such that 1 = (437)*39203 + (-4395)*3898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3899 \t 10 \t 213 \t 1 \t 0\n", + "1 \t 3899 \t 213 \t 18 \t 65 \t 0 \t 1\n", + "2 \t 213 \t 65 \t 3 \t 18 \t 1 \t -10\n", + "3 \t 65 \t 18 \t 3 \t 11 \t -18 \t 181\n", + "4 \t 18 \t 11 \t 1 \t 7 \t 55 \t -553\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -183 \t 1840\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 238 \t -2393\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -421 \t 4233\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 659 \t -6626\n", + "\t\t\t\t\t -1080 \t 10859\n", + "GCD(39203, 3899) = 1, with coefficients -1080 and 10859 such that 1 = (-1080)*39203 + (10859)*3899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3900 \t 10 \t 203 \t 1 \t 0\n", + "1 \t 3900 \t 203 \t 19 \t 43 \t 0 \t 1\n", + "2 \t 203 \t 43 \t 4 \t 31 \t 1 \t -10\n", + "3 \t 43 \t 31 \t 1 \t 12 \t -19 \t 191\n", + "4 \t 31 \t 12 \t 2 \t 7 \t 77 \t -774\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -96 \t 965\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 269 \t -2704\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -365 \t 3669\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 634 \t -6373\n", + "\t\t\t\t\t -1633 \t 16415\n", + "GCD(39203, 3900) = 1, with coefficients -1633 and 16415 such that 1 = (-1633)*39203 + (16415)*3900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3901 \t 10 \t 193 \t 1 \t 0\n", + "1 \t 3901 \t 193 \t 20 \t 41 \t 0 \t 1\n", + "2 \t 193 \t 41 \t 4 \t 29 \t 1 \t -10\n", + "3 \t 41 \t 29 \t 1 \t 12 \t -20 \t 201\n", + "4 \t 29 \t 12 \t 2 \t 5 \t 81 \t -814\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -101 \t 1015\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 283 \t -2844\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -667 \t 6703\n", + "\t\t\t\t\t 1617 \t -16250\n", + "GCD(39203, 3901) = 1, with coefficients 1617 and -16250 such that 1 = (1617)*39203 + (-16250)*3901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3902 \t 10 \t 183 \t 1 \t 0\n", + "1 \t 3902 \t 183 \t 21 \t 59 \t 0 \t 1\n", + "2 \t 183 \t 59 \t 3 \t 6 \t 1 \t -10\n", + "3 \t 59 \t 6 \t 9 \t 5 \t -21 \t 211\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 64 \t -643\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -597 \t 5998\n", + "\t\t\t\t\t 661 \t -6641\n", + "GCD(39203, 3902) = 1, with coefficients 661 and -6641 such that 1 = (661)*39203 + (-6641)*3902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3903 \t 10 \t 173 \t 1 \t 0\n", + "1 \t 3903 \t 173 \t 22 \t 97 \t 0 \t 1\n", + "2 \t 173 \t 97 \t 1 \t 76 \t 1 \t -10\n", + "3 \t 97 \t 76 \t 1 \t 21 \t -22 \t 221\n", + "4 \t 76 \t 21 \t 3 \t 13 \t 23 \t -231\n", + "5 \t 21 \t 13 \t 1 \t 8 \t -45 \t 452\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 158 \t -1587\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -203 \t 2039\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 361 \t -3626\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -564 \t 5665\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 925 \t -9291\n", + "\t\t\t\t\t -1489 \t 14956\n", + "GCD(39203, 3903) = 1, with coefficients -1489 and 14956 such that 1 = (-1489)*39203 + (14956)*3903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3904 \t 10 \t 163 \t 1 \t 0\n", + "1 \t 3904 \t 163 \t 23 \t 155 \t 0 \t 1\n", + "2 \t 163 \t 155 \t 1 \t 8 \t 1 \t -10\n", + "3 \t 155 \t 8 \t 19 \t 3 \t -23 \t 231\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 24 \t -241\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -479 \t 4810\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 982 \t -9861\n", + "\t\t\t\t\t -1461 \t 14671\n", + "GCD(39203, 3904) = 1, with coefficients -1461 and 14671 such that 1 = (-1461)*39203 + (14671)*3904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3905 \t 10 \t 153 \t 1 \t 0\n", + "1 \t 3905 \t 153 \t 25 \t 80 \t 0 \t 1\n", + "2 \t 153 \t 80 \t 1 \t 73 \t 1 \t -10\n", + "3 \t 80 \t 73 \t 1 \t 7 \t -25 \t 251\n", + "4 \t 73 \t 7 \t 10 \t 3 \t 26 \t -261\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -51 \t 512\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 536 \t -5381\n", + "\t\t\t\t\t -1123 \t 11274\n", + "GCD(39203, 3905) = 1, with coefficients -1123 and 11274 such that 1 = (-1123)*39203 + (11274)*3905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3906 \t 10 \t 143 \t 1 \t 0\n", + "1 \t 3906 \t 143 \t 27 \t 45 \t 0 \t 1\n", + "2 \t 143 \t 45 \t 3 \t 8 \t 1 \t -10\n", + "3 \t 45 \t 8 \t 5 \t 5 \t -27 \t 271\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 82 \t -823\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -437 \t 4386\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 519 \t -5209\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -956 \t 9595\n", + "\t\t\t\t\t 1475 \t -14804\n", + "GCD(39203, 3906) = 1, with coefficients 1475 and -14804 such that 1 = (1475)*39203 + (-14804)*3906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3907 \t 10 \t 133 \t 1 \t 0\n", + "1 \t 3907 \t 133 \t 29 \t 50 \t 0 \t 1\n", + "2 \t 133 \t 50 \t 2 \t 33 \t 1 \t -10\n", + "3 \t 50 \t 33 \t 1 \t 17 \t -29 \t 291\n", + "4 \t 33 \t 17 \t 1 \t 16 \t 59 \t -592\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -88 \t 883\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 147 \t -1475\n", + "\t\t\t\t\t -235 \t 2358\n", + "GCD(39203, 3907) = 1, with coefficients -235 and 2358 such that 1 = (-235)*39203 + (2358)*3907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3908 \t 10 \t 123 \t 1 \t 0\n", + "1 \t 3908 \t 123 \t 31 \t 95 \t 0 \t 1\n", + "2 \t 123 \t 95 \t 1 \t 28 \t 1 \t -10\n", + "3 \t 95 \t 28 \t 3 \t 11 \t -31 \t 311\n", + "4 \t 28 \t 11 \t 2 \t 6 \t 32 \t -321\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -127 \t 1274\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 286 \t -2869\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -413 \t 4143\n", + "\t\t\t\t\t 699 \t -7012\n", + "GCD(39203, 3908) = 1, with coefficients 699 and -7012 such that 1 = (699)*39203 + (-7012)*3908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3909 \t 10 \t 113 \t 1 \t 0\n", + "1 \t 3909 \t 113 \t 34 \t 67 \t 0 \t 1\n", + "2 \t 113 \t 67 \t 1 \t 46 \t 1 \t -10\n", + "3 \t 67 \t 46 \t 1 \t 21 \t -34 \t 341\n", + "4 \t 46 \t 21 \t 2 \t 4 \t 35 \t -351\n", + "5 \t 21 \t 4 \t 5 \t 1 \t -69 \t 692\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 173 \t -1735\n", + "\t\t\t\t\t -934 \t 9367\n", + "GCD(39203, 3909) = 1, with coefficients -934 and 9367 such that 1 = (-934)*39203 + (9367)*3909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3910 \t 10 \t 103 \t 1 \t 0\n", + "1 \t 3910 \t 103 \t 37 \t 99 \t 0 \t 1\n", + "2 \t 103 \t 99 \t 1 \t 4 \t 1 \t -10\n", + "3 \t 99 \t 4 \t 24 \t 3 \t -37 \t 371\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 38 \t -381\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -949 \t 9515\n", + "\t\t\t\t\t 987 \t -9896\n", + "GCD(39203, 3910) = 1, with coefficients 987 and -9896 such that 1 = (987)*39203 + (-9896)*3910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3911 \t 10 \t 93 \t 1 \t 0\n", + "1 \t 3911 \t 93 \t 42 \t 5 \t 0 \t 1\n", + "2 \t 93 \t 5 \t 18 \t 3 \t 1 \t -10\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -42 \t 421\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 757 \t -7588\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -799 \t 8009\n", + "\t\t\t\t\t 1556 \t -15597\n", + "GCD(39203, 3911) = 1, with coefficients 1556 and -15597 such that 1 = (1556)*39203 + (-15597)*3911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3912 \t 10 \t 83 \t 1 \t 0\n", + "1 \t 3912 \t 83 \t 47 \t 11 \t 0 \t 1\n", + "2 \t 83 \t 11 \t 7 \t 6 \t 1 \t -10\n", + "3 \t 11 \t 6 \t 1 \t 5 \t -47 \t 471\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 330 \t -3307\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -377 \t 3778\n", + "\t\t\t\t\t 707 \t -7085\n", + "GCD(39203, 3912) = 1, with coefficients 707 and -7085 such that 1 = (707)*39203 + (-7085)*3912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3913 \t 10 \t 73 \t 1 \t 0\n", + "1 \t 3913 \t 73 \t 53 \t 44 \t 0 \t 1\n", + "2 \t 73 \t 44 \t 1 \t 29 \t 1 \t -10\n", + "3 \t 44 \t 29 \t 1 \t 15 \t -53 \t 531\n", + "4 \t 29 \t 15 \t 1 \t 14 \t 54 \t -541\n", + "5 \t 15 \t 14 \t 1 \t 1 \t -107 \t 1072\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 161 \t -1613\n", + "\t\t\t\t\t -268 \t 2685\n", + "GCD(39203, 3913) = 1, with coefficients -268 and 2685 such that 1 = (-268)*39203 + (2685)*3913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3914 \t 10 \t 63 \t 1 \t 0\n", + "1 \t 3914 \t 63 \t 62 \t 8 \t 0 \t 1\n", + "2 \t 63 \t 8 \t 7 \t 7 \t 1 \t -10\n", + "3 \t 8 \t 7 \t 1 \t 1 \t -62 \t 621\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 435 \t -4357\n", + "\t\t\t\t\t -497 \t 4978\n", + "GCD(39203, 3914) = 1, with coefficients -497 and 4978 such that 1 = (-497)*39203 + (4978)*3914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3915 \t 10 \t 53 \t 1 \t 0\n", + "1 \t 3915 \t 53 \t 73 \t 46 \t 0 \t 1\n", + "2 \t 53 \t 46 \t 1 \t 7 \t 1 \t -10\n", + "3 \t 46 \t 7 \t 6 \t 4 \t -73 \t 731\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 74 \t -741\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -517 \t 5177\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 591 \t -5918\n", + "\t\t\t\t\t -1108 \t 11095\n", + "GCD(39203, 3915) = 1, with coefficients -1108 and 11095 such that 1 = (-1108)*39203 + (11095)*3915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3916 \t 10 \t 43 \t 1 \t 0\n", + "1 \t 3916 \t 43 \t 91 \t 3 \t 0 \t 1\n", + "2 \t 43 \t 3 \t 14 \t 1 \t 1 \t -10\n", + "3 \t 3 \t 1 \t 3 \t 0 \t -91 \t 911\n", + "\t\t\t\t\t 1275 \t -12764\n", + "GCD(39203, 3916) = 1, with coefficients 1275 and -12764 such that 1 = (1275)*39203 + (-12764)*3916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3917 \t 10 \t 33 \t 1 \t 0\n", + "1 \t 3917 \t 33 \t 118 \t 23 \t 0 \t 1\n", + "2 \t 33 \t 23 \t 1 \t 10 \t 1 \t -10\n", + "3 \t 23 \t 10 \t 2 \t 3 \t -118 \t 1181\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 119 \t -1191\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -356 \t 3563\n", + "\t\t\t\t\t 1187 \t -11880\n", + "GCD(39203, 3917) = 1, with coefficients 1187 and -11880 such that 1 = (1187)*39203 + (-11880)*3917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3918 \t 10 \t 23 \t 1 \t 0\n", + "1 \t 3918 \t 23 \t 170 \t 8 \t 0 \t 1\n", + "2 \t 23 \t 8 \t 2 \t 7 \t 1 \t -10\n", + "3 \t 8 \t 7 \t 1 \t 1 \t -170 \t 1701\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 341 \t -3412\n", + "\t\t\t\t\t -511 \t 5113\n", + "GCD(39203, 3918) = 1, with coefficients -511 and 5113 such that 1 = (-511)*39203 + (5113)*3918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3919 \t 10 \t 13 \t 1 \t 0\n", + "1 \t 3919 \t 13 \t 301 \t 6 \t 0 \t 1\n", + "2 \t 13 \t 6 \t 2 \t 1 \t 1 \t -10\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -301 \t 3011\n", + "\t\t\t\t\t 603 \t -6032\n", + "GCD(39203, 3919) = 1, with coefficients 603 and -6032 such that 1 = (603)*39203 + (-6032)*3919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3920 \t 10 \t 3 \t 1 \t 0\n", + "1 \t 3920 \t 3 \t 1306 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -10\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -1306 \t 13061\n", + "\t\t\t\t\t 1307 \t -13071\n", + "GCD(39203, 3920) = 1, with coefficients 1307 and -13071 such that 1 = (1307)*39203 + (-13071)*3920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3921 \t 9 \t 3914 \t 1 \t 0\n", + "1 \t 3921 \t 3914 \t 1 \t 7 \t 0 \t 1\n", + "2 \t 3914 \t 7 \t 559 \t 1 \t 1 \t -9\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -1 \t 10\n", + "\t\t\t\t\t 560 \t -5599\n", + "GCD(39203, 3921) = 1, with coefficients 560 and -5599 such that 1 = (560)*39203 + (-5599)*3921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3922 \t 9 \t 3905 \t 1 \t 0\n", + "1 \t 3922 \t 3905 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 3905 \t 17 \t 229 \t 12 \t 1 \t -9\n", + "3 \t 17 \t 12 \t 1 \t 5 \t -1 \t 10\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 230 \t -2299\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -231 \t 2309\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 692 \t -6917\n", + "\t\t\t\t\t -1615 \t 16143\n", + "GCD(39203, 3922) = 1, with coefficients -1615 and 16143 such that 1 = (-1615)*39203 + (16143)*3922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3923 \t 9 \t 3896 \t 1 \t 0\n", + "1 \t 3923 \t 3896 \t 1 \t 27 \t 0 \t 1\n", + "2 \t 3896 \t 27 \t 144 \t 8 \t 1 \t -9\n", + "3 \t 27 \t 8 \t 3 \t 3 \t -1 \t 10\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 145 \t -1449\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -436 \t 4357\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1017 \t -10163\n", + "\t\t\t\t\t -1453 \t 14520\n", + "GCD(39203, 3923) = 1, with coefficients -1453 and 14520 such that 1 = (-1453)*39203 + (14520)*3923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3924 \t 9 \t 3887 \t 1 \t 0\n", + "1 \t 3924 \t 3887 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 3887 \t 37 \t 105 \t 2 \t 1 \t -9\n", + "3 \t 37 \t 2 \t 18 \t 1 \t -1 \t 10\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 106 \t -1059\n", + "\t\t\t\t\t -1909 \t 19072\n", + "GCD(39203, 3924) = 1, with coefficients -1909 and 19072 such that 1 = (-1909)*39203 + (19072)*3924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3925 \t 9 \t 3878 \t 1 \t 0\n", + "1 \t 3925 \t 3878 \t 1 \t 47 \t 0 \t 1\n", + "2 \t 3878 \t 47 \t 82 \t 24 \t 1 \t -9\n", + "3 \t 47 \t 24 \t 1 \t 23 \t -1 \t 10\n", + "4 \t 24 \t 23 \t 1 \t 1 \t 83 \t -829\n", + "5 \t 23 \t 1 \t 23 \t 0 \t -84 \t 839\n", + "\t\t\t\t\t 167 \t -1668\n", + "GCD(39203, 3925) = 1, with coefficients 167 and -1668 such that 1 = (167)*39203 + (-1668)*3925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3926 \t 9 \t 3869 \t 1 \t 0\n", + "1 \t 3926 \t 3869 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 3869 \t 57 \t 67 \t 50 \t 1 \t -9\n", + "3 \t 57 \t 50 \t 1 \t 7 \t -1 \t 10\n", + "4 \t 50 \t 7 \t 7 \t 1 \t 68 \t -679\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -69 \t 689\n", + "\t\t\t\t\t 551 \t -5502\n", + "GCD(39203, 3926) = 1, with coefficients 551 and -5502 such that 1 = (551)*39203 + (-5502)*3926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3927 \t 9 \t 3860 \t 1 \t 0\n", + "1 \t 3927 \t 3860 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 3860 \t 67 \t 57 \t 41 \t 1 \t -9\n", + "3 \t 67 \t 41 \t 1 \t 26 \t -1 \t 10\n", + "4 \t 41 \t 26 \t 1 \t 15 \t 58 \t -579\n", + "5 \t 26 \t 15 \t 1 \t 11 \t -59 \t 589\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 117 \t -1168\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -176 \t 1757\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -2925\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -762 \t 7607\n", + "\t\t\t\t\t 1055 \t -10532\n", + "GCD(39203, 3927) = 1, with coefficients 1055 and -10532 such that 1 = (1055)*39203 + (-10532)*3927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3928 \t 9 \t 3851 \t 1 \t 0\n", + "1 \t 3928 \t 3851 \t 1 \t 77 \t 0 \t 1\n", + "2 \t 3851 \t 77 \t 50 \t 1 \t 1 \t -9\n", + "3 \t 77 \t 1 \t 77 \t 0 \t -1 \t 10\n", + "\t\t\t\t\t 51 \t -509\n", + "GCD(39203, 3928) = 1, with coefficients 51 and -509 such that 1 = (51)*39203 + (-509)*3928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3929 \t 9 \t 3842 \t 1 \t 0\n", + "1 \t 3929 \t 3842 \t 1 \t 87 \t 0 \t 1\n", + "2 \t 3842 \t 87 \t 44 \t 14 \t 1 \t -9\n", + "3 \t 87 \t 14 \t 6 \t 3 \t -1 \t 10\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 45 \t -449\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -271 \t 2704\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1129 \t -11265\n", + "\t\t\t\t\t -1400 \t 13969\n", + "GCD(39203, 3929) = 1, with coefficients -1400 and 13969 such that 1 = (-1400)*39203 + (13969)*3929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3930 \t 9 \t 3833 \t 1 \t 0\n", + "1 \t 3930 \t 3833 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 3833 \t 97 \t 39 \t 50 \t 1 \t -9\n", + "3 \t 97 \t 50 \t 1 \t 47 \t -1 \t 10\n", + "4 \t 50 \t 47 \t 1 \t 3 \t 40 \t -399\n", + "5 \t 47 \t 3 \t 15 \t 2 \t -41 \t 409\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 81 \t -808\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1256 \t 12529\n", + "\t\t\t\t\t 1337 \t -13337\n", + "GCD(39203, 3930) = 1, with coefficients 1337 and -13337 such that 1 = (1337)*39203 + (-13337)*3930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3931 \t 9 \t 3824 \t 1 \t 0\n", + "1 \t 3931 \t 3824 \t 1 \t 107 \t 0 \t 1\n", + "2 \t 3824 \t 107 \t 35 \t 79 \t 1 \t -9\n", + "3 \t 107 \t 79 \t 1 \t 28 \t -1 \t 10\n", + "4 \t 79 \t 28 \t 2 \t 23 \t 36 \t -359\n", + "5 \t 28 \t 23 \t 1 \t 5 \t -37 \t 369\n", + "6 \t 23 \t 5 \t 4 \t 3 \t 110 \t -1097\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -147 \t 1466\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 698 \t -6961\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -845 \t 8427\n", + "\t\t\t\t\t 1543 \t -15388\n", + "GCD(39203, 3931) = 1, with coefficients 1543 and -15388 such that 1 = (1543)*39203 + (-15388)*3931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3932 \t 9 \t 3815 \t 1 \t 0\n", + "1 \t 3932 \t 3815 \t 1 \t 117 \t 0 \t 1\n", + "2 \t 3815 \t 117 \t 32 \t 71 \t 1 \t -9\n", + "3 \t 117 \t 71 \t 1 \t 46 \t -1 \t 10\n", + "4 \t 71 \t 46 \t 1 \t 25 \t 33 \t -329\n", + "5 \t 46 \t 25 \t 1 \t 21 \t -34 \t 339\n", + "6 \t 25 \t 21 \t 1 \t 4 \t 67 \t -668\n", + "7 \t 21 \t 4 \t 5 \t 1 \t -101 \t 1007\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 168 \t -1675\n", + "\t\t\t\t\t -941 \t 9382\n", + "GCD(39203, 3932) = 1, with coefficients -941 and 9382 such that 1 = (-941)*39203 + (9382)*3932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3933 \t 9 \t 3806 \t 1 \t 0\n", + "1 \t 3933 \t 3806 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 3806 \t 127 \t 29 \t 123 \t 1 \t -9\n", + "3 \t 127 \t 123 \t 1 \t 4 \t -1 \t 10\n", + "4 \t 123 \t 4 \t 30 \t 3 \t 30 \t -299\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -31 \t 309\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 960 \t -9569\n", + "\t\t\t\t\t -991 \t 9878\n", + "GCD(39203, 3933) = 1, with coefficients -991 and 9878 such that 1 = (-991)*39203 + (9878)*3933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3934 \t 9 \t 3797 \t 1 \t 0\n", + "1 \t 3934 \t 3797 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 3797 \t 137 \t 27 \t 98 \t 1 \t -9\n", + "3 \t 137 \t 98 \t 1 \t 39 \t -1 \t 10\n", + "4 \t 98 \t 39 \t 2 \t 20 \t 28 \t -279\n", + "5 \t 39 \t 20 \t 1 \t 19 \t -29 \t 289\n", + "6 \t 20 \t 19 \t 1 \t 1 \t 86 \t -857\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -115 \t 1146\n", + "\t\t\t\t\t 201 \t -2003\n", + "GCD(39203, 3934) = 1, with coefficients 201 and -2003 such that 1 = (201)*39203 + (-2003)*3934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3935 \t 9 \t 3788 \t 1 \t 0\n", + "1 \t 3935 \t 3788 \t 1 \t 147 \t 0 \t 1\n", + "2 \t 3788 \t 147 \t 25 \t 113 \t 1 \t -9\n", + "3 \t 147 \t 113 \t 1 \t 34 \t -1 \t 10\n", + "4 \t 113 \t 34 \t 3 \t 11 \t 26 \t -259\n", + "5 \t 34 \t 11 \t 3 \t 1 \t -27 \t 269\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 107 \t -1066\n", + "\t\t\t\t\t -348 \t 3467\n", + "GCD(39203, 3935) = 1, with coefficients -348 and 3467 such that 1 = (-348)*39203 + (3467)*3935\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3936 \t 9 \t 3779 \t 1 \t 0\n", + "1 \t 3936 \t 3779 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 3779 \t 157 \t 24 \t 11 \t 1 \t -9\n", + "3 \t 157 \t 11 \t 14 \t 3 \t -1 \t 10\n", + "4 \t 11 \t 3 \t 3 \t 2 \t 25 \t -249\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -351 \t 3496\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1078 \t -10737\n", + "\t\t\t\t\t -1429 \t 14233\n", + "GCD(39203, 3936) = 1, with coefficients -1429 and 14233 such that 1 = (-1429)*39203 + (14233)*3936\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3937 \t 9 \t 3770 \t 1 \t 0\n", + "1 \t 3937 \t 3770 \t 1 \t 167 \t 0 \t 1\n", + "2 \t 3770 \t 167 \t 22 \t 96 \t 1 \t -9\n", + "3 \t 167 \t 96 \t 1 \t 71 \t -1 \t 10\n", + "4 \t 96 \t 71 \t 1 \t 25 \t 23 \t -229\n", + "5 \t 71 \t 25 \t 2 \t 21 \t -24 \t 239\n", + "6 \t 25 \t 21 \t 1 \t 4 \t 47 \t -468\n", + "7 \t 21 \t 4 \t 5 \t 1 \t -118 \t 1175\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 165 \t -1643\n", + "\t\t\t\t\t -943 \t 9390\n", + "GCD(39203, 3937) = 1, with coefficients -943 and 9390 such that 1 = (-943)*39203 + (9390)*3937\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3938 \t 9 \t 3761 \t 1 \t 0\n", + "1 \t 3938 \t 3761 \t 1 \t 177 \t 0 \t 1\n", + "2 \t 3761 \t 177 \t 21 \t 44 \t 1 \t -9\n", + "3 \t 177 \t 44 \t 4 \t 1 \t -1 \t 10\n", + "4 \t 44 \t 1 \t 44 \t 0 \t 22 \t -219\n", + "\t\t\t\t\t -89 \t 886\n", + "GCD(39203, 3938) = 1, with coefficients -89 and 886 such that 1 = (-89)*39203 + (886)*3938\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3939 \t 9 \t 3752 \t 1 \t 0\n", + "1 \t 3939 \t 3752 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 3752 \t 187 \t 20 \t 12 \t 1 \t -9\n", + "3 \t 187 \t 12 \t 15 \t 7 \t -1 \t 10\n", + "4 \t 12 \t 7 \t 1 \t 5 \t 21 \t -209\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -316 \t 3145\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 337 \t -3354\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -653 \t 6499\n", + "\t\t\t\t\t 1643 \t -16352\n", + "GCD(39203, 3939) = 1, with coefficients 1643 and -16352 such that 1 = (1643)*39203 + (-16352)*3939\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3940 \t 9 \t 3743 \t 1 \t 0\n", + "1 \t 3940 \t 3743 \t 1 \t 197 \t 0 \t 1\n", + "2 \t 3743 \t 197 \t 19 \t 0 \t 1 \t -9\n", + "\t\t\t\t\t -1 \t 10\n", + "GCD(39203, 3940) = 197, with coefficients -1 and 10 such that 197 = (-1)*39203 + (10)*3940\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3941 \t 9 \t 3734 \t 1 \t 0\n", + "1 \t 3941 \t 3734 \t 1 \t 207 \t 0 \t 1\n", + "2 \t 3734 \t 207 \t 18 \t 8 \t 1 \t -9\n", + "3 \t 207 \t 8 \t 25 \t 7 \t -1 \t 10\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 19 \t -189\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -476 \t 4735\n", + "\t\t\t\t\t 495 \t -4924\n", + "GCD(39203, 3941) = 1, with coefficients 495 and -4924 such that 1 = (495)*39203 + (-4924)*3941\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3942 \t 9 \t 3725 \t 1 \t 0\n", + "1 \t 3942 \t 3725 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 3725 \t 217 \t 17 \t 36 \t 1 \t -9\n", + "3 \t 217 \t 36 \t 6 \t 1 \t -1 \t 10\n", + "4 \t 36 \t 1 \t 36 \t 0 \t 18 \t -179\n", + "\t\t\t\t\t -109 \t 1084\n", + "GCD(39203, 3942) = 1, with coefficients -109 and 1084 such that 1 = (-109)*39203 + (1084)*3942\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3943 \t 9 \t 3716 \t 1 \t 0\n", + "1 \t 3943 \t 3716 \t 1 \t 227 \t 0 \t 1\n", + "2 \t 3716 \t 227 \t 16 \t 84 \t 1 \t -9\n", + "3 \t 227 \t 84 \t 2 \t 59 \t -1 \t 10\n", + "4 \t 84 \t 59 \t 1 \t 25 \t 17 \t -169\n", + "5 \t 59 \t 25 \t 2 \t 9 \t -35 \t 348\n", + "6 \t 25 \t 9 \t 2 \t 7 \t 52 \t -517\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -139 \t 1382\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 330 \t -3281\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -469 \t 4663\n", + "\t\t\t\t\t 1737 \t -17270\n", + "GCD(39203, 3943) = 1, with coefficients 1737 and -17270 such that 1 = (1737)*39203 + (-17270)*3943\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3944 \t 9 \t 3707 \t 1 \t 0\n", + "1 \t 3944 \t 3707 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 3707 \t 237 \t 15 \t 152 \t 1 \t -9\n", + "3 \t 237 \t 152 \t 1 \t 85 \t -1 \t 10\n", + "4 \t 152 \t 85 \t 1 \t 67 \t 16 \t -159\n", + "5 \t 85 \t 67 \t 1 \t 18 \t -17 \t 169\n", + "6 \t 67 \t 18 \t 3 \t 13 \t 33 \t -328\n", + "7 \t 18 \t 13 \t 1 \t 5 \t -50 \t 497\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 183 \t -1819\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -233 \t 2316\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 649 \t -6451\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -882 \t 8767\n", + "\t\t\t\t\t 1531 \t -15218\n", + "GCD(39203, 3944) = 1, with coefficients 1531 and -15218 such that 1 = (1531)*39203 + (-15218)*3944\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3945 \t 9 \t 3698 \t 1 \t 0\n", + "1 \t 3945 \t 3698 \t 1 \t 247 \t 0 \t 1\n", + "2 \t 3698 \t 247 \t 14 \t 240 \t 1 \t -9\n", + "3 \t 247 \t 240 \t 1 \t 7 \t -1 \t 10\n", + "4 \t 240 \t 7 \t 34 \t 2 \t 15 \t -149\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -16 \t 159\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 559 \t -5555\n", + "\t\t\t\t\t -1693 \t 16824\n", + "GCD(39203, 3945) = 1, with coefficients -1693 and 16824 such that 1 = (-1693)*39203 + (16824)*3945\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3946 \t 9 \t 3689 \t 1 \t 0\n", + "1 \t 3946 \t 3689 \t 1 \t 257 \t 0 \t 1\n", + "2 \t 3689 \t 257 \t 14 \t 91 \t 1 \t -9\n", + "3 \t 257 \t 91 \t 2 \t 75 \t -1 \t 10\n", + "4 \t 91 \t 75 \t 1 \t 16 \t 15 \t -149\n", + "5 \t 75 \t 16 \t 4 \t 11 \t -31 \t 308\n", + "6 \t 16 \t 11 \t 1 \t 5 \t 46 \t -457\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -215 \t 2136\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 261 \t -2593\n", + "\t\t\t\t\t -737 \t 7322\n", + "GCD(39203, 3946) = 1, with coefficients -737 and 7322 such that 1 = (-737)*39203 + (7322)*3946\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3947 \t 9 \t 3680 \t 1 \t 0\n", + "1 \t 3947 \t 3680 \t 1 \t 267 \t 0 \t 1\n", + "2 \t 3680 \t 267 \t 13 \t 209 \t 1 \t -9\n", + "3 \t 267 \t 209 \t 1 \t 58 \t -1 \t 10\n", + "4 \t 209 \t 58 \t 3 \t 35 \t 14 \t -139\n", + "5 \t 58 \t 35 \t 1 \t 23 \t -15 \t 149\n", + "6 \t 35 \t 23 \t 1 \t 12 \t 59 \t -586\n", + "7 \t 23 \t 12 \t 1 \t 11 \t -74 \t 735\n", + "8 \t 12 \t 11 \t 1 \t 1 \t 133 \t -1321\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -207 \t 2056\n", + "\t\t\t\t\t 340 \t -3377\n", + "GCD(39203, 3947) = 1, with coefficients 340 and -3377 such that 1 = (340)*39203 + (-3377)*3947\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3948 \t 9 \t 3671 \t 1 \t 0\n", + "1 \t 3948 \t 3671 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 3671 \t 277 \t 13 \t 70 \t 1 \t -9\n", + "3 \t 277 \t 70 \t 3 \t 67 \t -1 \t 10\n", + "4 \t 70 \t 67 \t 1 \t 3 \t 14 \t -139\n", + "5 \t 67 \t 3 \t 22 \t 1 \t -43 \t 427\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 57 \t -566\n", + "\t\t\t\t\t -1297 \t 12879\n", + "GCD(39203, 3948) = 1, with coefficients -1297 and 12879 such that 1 = (-1297)*39203 + (12879)*3948\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3949 \t 9 \t 3662 \t 1 \t 0\n", + "1 \t 3949 \t 3662 \t 1 \t 287 \t 0 \t 1\n", + "2 \t 3662 \t 287 \t 12 \t 218 \t 1 \t -9\n", + "3 \t 287 \t 218 \t 1 \t 69 \t -1 \t 10\n", + "4 \t 218 \t 69 \t 3 \t 11 \t 13 \t -129\n", + "5 \t 69 \t 11 \t 6 \t 3 \t -14 \t 139\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 55 \t -546\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -344 \t 3415\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1087 \t -10791\n", + "\t\t\t\t\t -1431 \t 14206\n", + "GCD(39203, 3949) = 1, with coefficients -1431 and 14206 such that 1 = (-1431)*39203 + (14206)*3949\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3950 \t 9 \t 3653 \t 1 \t 0\n", + "1 \t 3950 \t 3653 \t 1 \t 297 \t 0 \t 1\n", + "2 \t 3653 \t 297 \t 12 \t 89 \t 1 \t -9\n", + "3 \t 297 \t 89 \t 3 \t 30 \t -1 \t 10\n", + "4 \t 89 \t 30 \t 2 \t 29 \t 13 \t -129\n", + "5 \t 30 \t 29 \t 1 \t 1 \t -40 \t 397\n", + "6 \t 29 \t 1 \t 29 \t 0 \t 93 \t -923\n", + "\t\t\t\t\t -133 \t 1320\n", + "GCD(39203, 3950) = 1, with coefficients -133 and 1320 such that 1 = (-133)*39203 + (1320)*3950\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3951 \t 9 \t 3644 \t 1 \t 0\n", + "1 \t 3951 \t 3644 \t 1 \t 307 \t 0 \t 1\n", + "2 \t 3644 \t 307 \t 11 \t 267 \t 1 \t -9\n", + "3 \t 307 \t 267 \t 1 \t 40 \t -1 \t 10\n", + "4 \t 267 \t 40 \t 6 \t 27 \t 12 \t -119\n", + "5 \t 40 \t 27 \t 1 \t 13 \t -13 \t 129\n", + "6 \t 27 \t 13 \t 2 \t 1 \t 90 \t -893\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -103 \t 1022\n", + "\t\t\t\t\t 296 \t -2937\n", + "GCD(39203, 3951) = 1, with coefficients 296 and -2937 such that 1 = (296)*39203 + (-2937)*3951\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3952 \t 9 \t 3635 \t 1 \t 0\n", + "1 \t 3952 \t 3635 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 3635 \t 317 \t 11 \t 148 \t 1 \t -9\n", + "3 \t 317 \t 148 \t 2 \t 21 \t -1 \t 10\n", + "4 \t 148 \t 21 \t 7 \t 1 \t 12 \t -119\n", + "5 \t 21 \t 1 \t 21 \t 0 \t -25 \t 248\n", + "\t\t\t\t\t 187 \t -1855\n", + "GCD(39203, 3952) = 1, with coefficients 187 and -1855 such that 1 = (187)*39203 + (-1855)*3952\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3953 \t 9 \t 3626 \t 1 \t 0\n", + "1 \t 3953 \t 3626 \t 1 \t 327 \t 0 \t 1\n", + "2 \t 3626 \t 327 \t 11 \t 29 \t 1 \t -9\n", + "3 \t 327 \t 29 \t 11 \t 8 \t -1 \t 10\n", + "4 \t 29 \t 8 \t 3 \t 5 \t 12 \t -119\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -133 \t 1319\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 411 \t -4076\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -544 \t 5395\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 955 \t -9471\n", + "\t\t\t\t\t -1499 \t 14866\n", + "GCD(39203, 3953) = 1, with coefficients -1499 and 14866 such that 1 = (-1499)*39203 + (14866)*3953\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3954 \t 9 \t 3617 \t 1 \t 0\n", + "1 \t 3954 \t 3617 \t 1 \t 337 \t 0 \t 1\n", + "2 \t 3617 \t 337 \t 10 \t 247 \t 1 \t -9\n", + "3 \t 337 \t 247 \t 1 \t 90 \t -1 \t 10\n", + "4 \t 247 \t 90 \t 2 \t 67 \t 11 \t -109\n", + "5 \t 90 \t 67 \t 1 \t 23 \t -12 \t 119\n", + "6 \t 67 \t 23 \t 2 \t 21 \t 35 \t -347\n", + "7 \t 23 \t 21 \t 1 \t 2 \t -47 \t 466\n", + "8 \t 21 \t 2 \t 10 \t 1 \t 129 \t -1279\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -176 \t 1745\n", + "\t\t\t\t\t 1889 \t -18729\n", + "GCD(39203, 3954) = 1, with coefficients 1889 and -18729 such that 1 = (1889)*39203 + (-18729)*3954\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3955 \t 9 \t 3608 \t 1 \t 0\n", + "1 \t 3955 \t 3608 \t 1 \t 347 \t 0 \t 1\n", + "2 \t 3608 \t 347 \t 10 \t 138 \t 1 \t -9\n", + "3 \t 347 \t 138 \t 2 \t 71 \t -1 \t 10\n", + "4 \t 138 \t 71 \t 1 \t 67 \t 11 \t -109\n", + "5 \t 71 \t 67 \t 1 \t 4 \t -23 \t 228\n", + "6 \t 67 \t 4 \t 16 \t 3 \t 34 \t -337\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -57 \t 565\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 946 \t -9377\n", + "\t\t\t\t\t -1003 \t 9942\n", + "GCD(39203, 3955) = 1, with coefficients -1003 and 9942 such that 1 = (-1003)*39203 + (9942)*3955\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3956 \t 9 \t 3599 \t 1 \t 0\n", + "1 \t 3956 \t 3599 \t 1 \t 357 \t 0 \t 1\n", + "2 \t 3599 \t 357 \t 10 \t 29 \t 1 \t -9\n", + "3 \t 357 \t 29 \t 12 \t 9 \t -1 \t 10\n", + "4 \t 29 \t 9 \t 3 \t 2 \t 11 \t -109\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -133 \t 1318\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 410 \t -4063\n", + "\t\t\t\t\t -1773 \t 17570\n", + "GCD(39203, 3956) = 1, with coefficients -1773 and 17570 such that 1 = (-1773)*39203 + (17570)*3956\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3957 \t 9 \t 3590 \t 1 \t 0\n", + "1 \t 3957 \t 3590 \t 1 \t 367 \t 0 \t 1\n", + "2 \t 3590 \t 367 \t 9 \t 287 \t 1 \t -9\n", + "3 \t 367 \t 287 \t 1 \t 80 \t -1 \t 10\n", + "4 \t 287 \t 80 \t 3 \t 47 \t 10 \t -99\n", + "5 \t 80 \t 47 \t 1 \t 33 \t -11 \t 109\n", + "6 \t 47 \t 33 \t 1 \t 14 \t 43 \t -426\n", + "7 \t 33 \t 14 \t 2 \t 5 \t -54 \t 535\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 97 \t -961\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -248 \t 2457\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 593 \t -5875\n", + "\t\t\t\t\t -841 \t 8332\n", + "GCD(39203, 3957) = 1, with coefficients -841 and 8332 such that 1 = (-841)*39203 + (8332)*3957\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3958 \t 9 \t 3581 \t 1 \t 0\n", + "1 \t 3958 \t 3581 \t 1 \t 377 \t 0 \t 1\n", + "2 \t 3581 \t 377 \t 9 \t 188 \t 1 \t -9\n", + "3 \t 377 \t 188 \t 2 \t 1 \t -1 \t 10\n", + "4 \t 188 \t 1 \t 188 \t 0 \t 10 \t -99\n", + "\t\t\t\t\t -21 \t 208\n", + "GCD(39203, 3958) = 1, with coefficients -21 and 208 such that 1 = (-21)*39203 + (208)*3958\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3959 \t 9 \t 3572 \t 1 \t 0\n", + "1 \t 3959 \t 3572 \t 1 \t 387 \t 0 \t 1\n", + "2 \t 3572 \t 387 \t 9 \t 89 \t 1 \t -9\n", + "3 \t 387 \t 89 \t 4 \t 31 \t -1 \t 10\n", + "4 \t 89 \t 31 \t 2 \t 27 \t 10 \t -99\n", + "5 \t 31 \t 27 \t 1 \t 4 \t -41 \t 406\n", + "6 \t 27 \t 4 \t 6 \t 3 \t 92 \t -911\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -133 \t 1317\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 890 \t -8813\n", + "\t\t\t\t\t -1023 \t 10130\n", + "GCD(39203, 3959) = 1, with coefficients -1023 and 10130 such that 1 = (-1023)*39203 + (10130)*3959\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3960 \t 9 \t 3563 \t 1 \t 0\n", + "1 \t 3960 \t 3563 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 3563 \t 397 \t 8 \t 387 \t 1 \t -9\n", + "3 \t 397 \t 387 \t 1 \t 10 \t -1 \t 10\n", + "4 \t 387 \t 10 \t 38 \t 7 \t 9 \t -89\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -10 \t 99\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 389 \t -3851\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -399 \t 3950\n", + "\t\t\t\t\t 1187 \t -11751\n", + "GCD(39203, 3960) = 1, with coefficients 1187 and -11751 such that 1 = (1187)*39203 + (-11751)*3960\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3961 \t 9 \t 3554 \t 1 \t 0\n", + "1 \t 3961 \t 3554 \t 1 \t 407 \t 0 \t 1\n", + "2 \t 3554 \t 407 \t 8 \t 298 \t 1 \t -9\n", + "3 \t 407 \t 298 \t 1 \t 109 \t -1 \t 10\n", + "4 \t 298 \t 109 \t 2 \t 80 \t 9 \t -89\n", + "5 \t 109 \t 80 \t 1 \t 29 \t -10 \t 99\n", + "6 \t 80 \t 29 \t 2 \t 22 \t 29 \t -287\n", + "7 \t 29 \t 22 \t 1 \t 7 \t -39 \t 386\n", + "8 \t 22 \t 7 \t 3 \t 1 \t 107 \t -1059\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -146 \t 1445\n", + "\t\t\t\t\t 545 \t -5394\n", + "GCD(39203, 3961) = 1, with coefficients 545 and -5394 such that 1 = (545)*39203 + (-5394)*3961\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3962 \t 9 \t 3545 \t 1 \t 0\n", + "1 \t 3962 \t 3545 \t 1 \t 417 \t 0 \t 1\n", + "2 \t 3545 \t 417 \t 8 \t 209 \t 1 \t -9\n", + "3 \t 417 \t 209 \t 1 \t 208 \t -1 \t 10\n", + "4 \t 209 \t 208 \t 1 \t 1 \t 9 \t -89\n", + "5 \t 208 \t 1 \t 208 \t 0 \t -10 \t 99\n", + "\t\t\t\t\t 19 \t -188\n", + "GCD(39203, 3962) = 1, with coefficients 19 and -188 such that 1 = (19)*39203 + (-188)*3962\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3963 \t 9 \t 3536 \t 1 \t 0\n", + "1 \t 3963 \t 3536 \t 1 \t 427 \t 0 \t 1\n", + "2 \t 3536 \t 427 \t 8 \t 120 \t 1 \t -9\n", + "3 \t 427 \t 120 \t 3 \t 67 \t -1 \t 10\n", + "4 \t 120 \t 67 \t 1 \t 53 \t 9 \t -89\n", + "5 \t 67 \t 53 \t 1 \t 14 \t -28 \t 277\n", + "6 \t 53 \t 14 \t 3 \t 11 \t 37 \t -366\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -65 \t 643\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 232 \t -2295\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -297 \t 2938\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1123 \t -11109\n", + "\t\t\t\t\t -1420 \t 14047\n", + "GCD(39203, 3963) = 1, with coefficients -1420 and 14047 such that 1 = (-1420)*39203 + (14047)*3963\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3964 \t 9 \t 3527 \t 1 \t 0\n", + "1 \t 3964 \t 3527 \t 1 \t 437 \t 0 \t 1\n", + "2 \t 3527 \t 437 \t 8 \t 31 \t 1 \t -9\n", + "3 \t 437 \t 31 \t 14 \t 3 \t -1 \t 10\n", + "4 \t 31 \t 3 \t 10 \t 1 \t 9 \t -89\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -127 \t 1256\n", + "\t\t\t\t\t 1279 \t -12649\n", + "GCD(39203, 3964) = 1, with coefficients 1279 and -12649 such that 1 = (1279)*39203 + (-12649)*3964\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3965 \t 9 \t 3518 \t 1 \t 0\n", + "1 \t 3965 \t 3518 \t 1 \t 447 \t 0 \t 1\n", + "2 \t 3518 \t 447 \t 7 \t 389 \t 1 \t -9\n", + "3 \t 447 \t 389 \t 1 \t 58 \t -1 \t 10\n", + "4 \t 389 \t 58 \t 6 \t 41 \t 8 \t -79\n", + "5 \t 58 \t 41 \t 1 \t 17 \t -9 \t 89\n", + "6 \t 41 \t 17 \t 2 \t 7 \t 62 \t -613\n", + "7 \t 17 \t 7 \t 2 \t 3 \t -71 \t 702\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 204 \t -2017\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -479 \t 4736\n", + "\t\t\t\t\t 1162 \t -11489\n", + "GCD(39203, 3965) = 1, with coefficients 1162 and -11489 such that 1 = (1162)*39203 + (-11489)*3965\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3966 \t 9 \t 3509 \t 1 \t 0\n", + "1 \t 3966 \t 3509 \t 1 \t 457 \t 0 \t 1\n", + "2 \t 3509 \t 457 \t 7 \t 310 \t 1 \t -9\n", + "3 \t 457 \t 310 \t 1 \t 147 \t -1 \t 10\n", + "4 \t 310 \t 147 \t 2 \t 16 \t 8 \t -79\n", + "5 \t 147 \t 16 \t 9 \t 3 \t -9 \t 89\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 26 \t -257\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -243 \t 2402\n", + "\t\t\t\t\t 1241 \t -12267\n", + "GCD(39203, 3966) = 1, with coefficients 1241 and -12267 such that 1 = (1241)*39203 + (-12267)*3966\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3967 \t 9 \t 3500 \t 1 \t 0\n", + "1 \t 3967 \t 3500 \t 1 \t 467 \t 0 \t 1\n", + "2 \t 3500 \t 467 \t 7 \t 231 \t 1 \t -9\n", + "3 \t 467 \t 231 \t 2 \t 5 \t -1 \t 10\n", + "4 \t 231 \t 5 \t 46 \t 1 \t 8 \t -79\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -17 \t 168\n", + "\t\t\t\t\t 790 \t -7807\n", + "GCD(39203, 3967) = 1, with coefficients 790 and -7807 such that 1 = (790)*39203 + (-7807)*3967\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3968 \t 9 \t 3491 \t 1 \t 0\n", + "1 \t 3968 \t 3491 \t 1 \t 477 \t 0 \t 1\n", + "2 \t 3491 \t 477 \t 7 \t 152 \t 1 \t -9\n", + "3 \t 477 \t 152 \t 3 \t 21 \t -1 \t 10\n", + "4 \t 152 \t 21 \t 7 \t 5 \t 8 \t -79\n", + "5 \t 21 \t 5 \t 4 \t 1 \t -25 \t 247\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 183 \t -1808\n", + "\t\t\t\t\t -757 \t 7479\n", + "GCD(39203, 3968) = 1, with coefficients -757 and 7479 such that 1 = (-757)*39203 + (7479)*3968\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3969 \t 9 \t 3482 \t 1 \t 0\n", + "1 \t 3969 \t 3482 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 3482 \t 487 \t 7 \t 73 \t 1 \t -9\n", + "3 \t 487 \t 73 \t 6 \t 49 \t -1 \t 10\n", + "4 \t 73 \t 49 \t 1 \t 24 \t 8 \t -79\n", + "5 \t 49 \t 24 \t 2 \t 1 \t -49 \t 484\n", + "6 \t 24 \t 1 \t 24 \t 0 \t 57 \t -563\n", + "\t\t\t\t\t -163 \t 1610\n", + "GCD(39203, 3969) = 1, with coefficients -163 and 1610 such that 1 = (-163)*39203 + (1610)*3969\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3970 \t 9 \t 3473 \t 1 \t 0\n", + "1 \t 3970 \t 3473 \t 1 \t 497 \t 0 \t 1\n", + "2 \t 3473 \t 497 \t 6 \t 491 \t 1 \t -9\n", + "3 \t 497 \t 491 \t 1 \t 6 \t -1 \t 10\n", + "4 \t 491 \t 6 \t 81 \t 5 \t 7 \t -69\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -8 \t 79\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 655 \t -6468\n", + "\t\t\t\t\t -663 \t 6547\n", + "GCD(39203, 3970) = 1, with coefficients -663 and 6547 such that 1 = (-663)*39203 + (6547)*3970\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3971 \t 9 \t 3464 \t 1 \t 0\n", + "1 \t 3971 \t 3464 \t 1 \t 507 \t 0 \t 1\n", + "2 \t 3464 \t 507 \t 6 \t 422 \t 1 \t -9\n", + "3 \t 507 \t 422 \t 1 \t 85 \t -1 \t 10\n", + "4 \t 422 \t 85 \t 4 \t 82 \t 7 \t -69\n", + "5 \t 85 \t 82 \t 1 \t 3 \t -8 \t 79\n", + "6 \t 82 \t 3 \t 27 \t 1 \t 39 \t -385\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -47 \t 464\n", + "\t\t\t\t\t 1308 \t -12913\n", + "GCD(39203, 3971) = 1, with coefficients 1308 and -12913 such that 1 = (1308)*39203 + (-12913)*3971\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3972 \t 9 \t 3455 \t 1 \t 0\n", + "1 \t 3972 \t 3455 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 3455 \t 517 \t 6 \t 353 \t 1 \t -9\n", + "3 \t 517 \t 353 \t 1 \t 164 \t -1 \t 10\n", + "4 \t 353 \t 164 \t 2 \t 25 \t 7 \t -69\n", + "5 \t 164 \t 25 \t 6 \t 14 \t -8 \t 79\n", + "6 \t 25 \t 14 \t 1 \t 11 \t 23 \t -227\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -146 \t 1441\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 169 \t -1668\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -315 \t 3109\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1114 \t -10995\n", + "\t\t\t\t\t -1429 \t 14104\n", + "GCD(39203, 3972) = 1, with coefficients -1429 and 14104 such that 1 = (-1429)*39203 + (14104)*3972\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3973 \t 9 \t 3446 \t 1 \t 0\n", + "1 \t 3973 \t 3446 \t 1 \t 527 \t 0 \t 1\n", + "2 \t 3446 \t 527 \t 6 \t 284 \t 1 \t -9\n", + "3 \t 527 \t 284 \t 1 \t 243 \t -1 \t 10\n", + "4 \t 284 \t 243 \t 1 \t 41 \t 7 \t -69\n", + "5 \t 243 \t 41 \t 5 \t 38 \t -8 \t 79\n", + "6 \t 41 \t 38 \t 1 \t 3 \t 15 \t -148\n", + "7 \t 38 \t 3 \t 12 \t 2 \t -83 \t 819\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 98 \t -967\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1259 \t 12423\n", + "\t\t\t\t\t 1357 \t -13390\n", + "GCD(39203, 3973) = 1, with coefficients 1357 and -13390 such that 1 = (1357)*39203 + (-13390)*3973\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3974 \t 9 \t 3437 \t 1 \t 0\n", + "1 \t 3974 \t 3437 \t 1 \t 537 \t 0 \t 1\n", + "2 \t 3437 \t 537 \t 6 \t 215 \t 1 \t -9\n", + "3 \t 537 \t 215 \t 2 \t 107 \t -1 \t 10\n", + "4 \t 215 \t 107 \t 2 \t 1 \t 7 \t -69\n", + "5 \t 107 \t 1 \t 107 \t 0 \t -15 \t 148\n", + "\t\t\t\t\t 37 \t -365\n", + "GCD(39203, 3974) = 1, with coefficients 37 and -365 such that 1 = (37)*39203 + (-365)*3974\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3975 \t 9 \t 3428 \t 1 \t 0\n", + "1 \t 3975 \t 3428 \t 1 \t 547 \t 0 \t 1\n", + "2 \t 3428 \t 547 \t 6 \t 146 \t 1 \t -9\n", + "3 \t 547 \t 146 \t 3 \t 109 \t -1 \t 10\n", + "4 \t 146 \t 109 \t 1 \t 37 \t 7 \t -69\n", + "5 \t 109 \t 37 \t 2 \t 35 \t -22 \t 217\n", + "6 \t 37 \t 35 \t 1 \t 2 \t 29 \t -286\n", + "7 \t 35 \t 2 \t 17 \t 1 \t -80 \t 789\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 109 \t -1075\n", + "\t\t\t\t\t -1933 \t 19064\n", + "GCD(39203, 3975) = 1, with coefficients -1933 and 19064 such that 1 = (-1933)*39203 + (19064)*3975\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3976 \t 9 \t 3419 \t 1 \t 0\n", + "1 \t 3976 \t 3419 \t 1 \t 557 \t 0 \t 1\n", + "2 \t 3419 \t 557 \t 6 \t 77 \t 1 \t -9\n", + "3 \t 557 \t 77 \t 7 \t 18 \t -1 \t 10\n", + "4 \t 77 \t 18 \t 4 \t 5 \t 7 \t -69\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -50 \t 493\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 207 \t -2041\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -671 \t 6616\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 878 \t -8657\n", + "\t\t\t\t\t -1549 \t 15273\n", + "GCD(39203, 3976) = 1, with coefficients -1549 and 15273 such that 1 = (-1549)*39203 + (15273)*3976\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3977 \t 9 \t 3410 \t 1 \t 0\n", + "1 \t 3977 \t 3410 \t 1 \t 567 \t 0 \t 1\n", + "2 \t 3410 \t 567 \t 6 \t 8 \t 1 \t -9\n", + "3 \t 567 \t 8 \t 70 \t 7 \t -1 \t 10\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 7 \t -69\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -491 \t 4840\n", + "\t\t\t\t\t 498 \t -4909\n", + "GCD(39203, 3977) = 1, with coefficients 498 and -4909 such that 1 = (498)*39203 + (-4909)*3977\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3978 \t 9 \t 3401 \t 1 \t 0\n", + "1 \t 3978 \t 3401 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 3401 \t 577 \t 5 \t 516 \t 1 \t -9\n", + "3 \t 577 \t 516 \t 1 \t 61 \t -1 \t 10\n", + "4 \t 516 \t 61 \t 8 \t 28 \t 6 \t -59\n", + "5 \t 61 \t 28 \t 2 \t 5 \t -7 \t 69\n", + "6 \t 28 \t 5 \t 5 \t 3 \t 62 \t -611\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -131 \t 1291\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 717 \t -7066\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -848 \t 8357\n", + "\t\t\t\t\t 1565 \t -15423\n", + "GCD(39203, 3978) = 1, with coefficients 1565 and -15423 such that 1 = (1565)*39203 + (-15423)*3978\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3979 \t 9 \t 3392 \t 1 \t 0\n", + "1 \t 3979 \t 3392 \t 1 \t 587 \t 0 \t 1\n", + "2 \t 3392 \t 587 \t 5 \t 457 \t 1 \t -9\n", + "3 \t 587 \t 457 \t 1 \t 130 \t -1 \t 10\n", + "4 \t 457 \t 130 \t 3 \t 67 \t 6 \t -59\n", + "5 \t 130 \t 67 \t 1 \t 63 \t -7 \t 69\n", + "6 \t 67 \t 63 \t 1 \t 4 \t 27 \t -266\n", + "7 \t 63 \t 4 \t 15 \t 3 \t -34 \t 335\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 61 \t -601\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -949 \t 9350\n", + "\t\t\t\t\t 1010 \t -9951\n", + "GCD(39203, 3979) = 1, with coefficients 1010 and -9951 such that 1 = (1010)*39203 + (-9951)*3979\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3980 \t 9 \t 3383 \t 1 \t 0\n", + "1 \t 3980 \t 3383 \t 1 \t 597 \t 0 \t 1\n", + "2 \t 3383 \t 597 \t 5 \t 398 \t 1 \t -9\n", + "3 \t 597 \t 398 \t 1 \t 199 \t -1 \t 10\n", + "4 \t 398 \t 199 \t 2 \t 0 \t 6 \t -59\n", + "\t\t\t\t\t -7 \t 69\n", + "GCD(39203, 3980) = 199, with coefficients -7 and 69 such that 199 = (-7)*39203 + (69)*3980\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3981 \t 9 \t 3374 \t 1 \t 0\n", + "1 \t 3981 \t 3374 \t 1 \t 607 \t 0 \t 1\n", + "2 \t 3374 \t 607 \t 5 \t 339 \t 1 \t -9\n", + "3 \t 607 \t 339 \t 1 \t 268 \t -1 \t 10\n", + "4 \t 339 \t 268 \t 1 \t 71 \t 6 \t -59\n", + "5 \t 268 \t 71 \t 3 \t 55 \t -7 \t 69\n", + "6 \t 71 \t 55 \t 1 \t 16 \t 13 \t -128\n", + "7 \t 55 \t 16 \t 3 \t 7 \t -46 \t 453\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 59 \t -581\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -223 \t 2196\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 505 \t -4973\n", + "\t\t\t\t\t -1738 \t 17115\n", + "GCD(39203, 3981) = 1, with coefficients -1738 and 17115 such that 1 = (-1738)*39203 + (17115)*3981\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3982 \t 9 \t 3365 \t 1 \t 0\n", + "1 \t 3982 \t 3365 \t 1 \t 617 \t 0 \t 1\n", + "2 \t 3365 \t 617 \t 5 \t 280 \t 1 \t -9\n", + "3 \t 617 \t 280 \t 2 \t 57 \t -1 \t 10\n", + "4 \t 280 \t 57 \t 4 \t 52 \t 6 \t -59\n", + "5 \t 57 \t 52 \t 1 \t 5 \t -13 \t 128\n", + "6 \t 52 \t 5 \t 10 \t 2 \t 58 \t -571\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -71 \t 699\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 768 \t -7561\n", + "\t\t\t\t\t -1607 \t 15821\n", + "GCD(39203, 3982) = 1, with coefficients -1607 and 15821 such that 1 = (-1607)*39203 + (15821)*3982\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3983 \t 9 \t 3356 \t 1 \t 0\n", + "1 \t 3983 \t 3356 \t 1 \t 627 \t 0 \t 1\n", + "2 \t 3356 \t 627 \t 5 \t 221 \t 1 \t -9\n", + "3 \t 627 \t 221 \t 2 \t 185 \t -1 \t 10\n", + "4 \t 221 \t 185 \t 1 \t 36 \t 6 \t -59\n", + "5 \t 185 \t 36 \t 5 \t 5 \t -13 \t 128\n", + "6 \t 36 \t 5 \t 7 \t 1 \t 19 \t -187\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -108 \t 1063\n", + "\t\t\t\t\t 775 \t -7628\n", + "GCD(39203, 3983) = 1, with coefficients 775 and -7628 such that 1 = (775)*39203 + (-7628)*3983\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3984 \t 9 \t 3347 \t 1 \t 0\n", + "1 \t 3984 \t 3347 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 3347 \t 637 \t 5 \t 162 \t 1 \t -9\n", + "3 \t 637 \t 162 \t 3 \t 151 \t -1 \t 10\n", + "4 \t 162 \t 151 \t 1 \t 11 \t 6 \t -59\n", + "5 \t 151 \t 11 \t 13 \t 8 \t -19 \t 187\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 25 \t -246\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -344 \t 3385\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 369 \t -3631\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1082 \t 10647\n", + "\t\t\t\t\t 1451 \t -14278\n", + "GCD(39203, 3984) = 1, with coefficients 1451 and -14278 such that 1 = (1451)*39203 + (-14278)*3984\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3985 \t 9 \t 3338 \t 1 \t 0\n", + "1 \t 3985 \t 3338 \t 1 \t 647 \t 0 \t 1\n", + "2 \t 3338 \t 647 \t 5 \t 103 \t 1 \t -9\n", + "3 \t 647 \t 103 \t 6 \t 29 \t -1 \t 10\n", + "4 \t 103 \t 29 \t 3 \t 16 \t 6 \t -59\n", + "5 \t 29 \t 16 \t 1 \t 13 \t -37 \t 364\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 117 \t -1151\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -154 \t 1515\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 271 \t -2666\n", + "\t\t\t\t\t -1238 \t 12179\n", + "GCD(39203, 3985) = 1, with coefficients -1238 and 12179 such that 1 = (-1238)*39203 + (12179)*3985\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3986 \t 9 \t 3329 \t 1 \t 0\n", + "1 \t 3986 \t 3329 \t 1 \t 657 \t 0 \t 1\n", + "2 \t 3329 \t 657 \t 5 \t 44 \t 1 \t -9\n", + "3 \t 657 \t 44 \t 14 \t 41 \t -1 \t 10\n", + "4 \t 44 \t 41 \t 1 \t 3 \t 6 \t -59\n", + "5 \t 41 \t 3 \t 13 \t 2 \t -85 \t 836\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 91 \t -895\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1268 \t 12471\n", + "\t\t\t\t\t 1359 \t -13366\n", + "GCD(39203, 3986) = 1, with coefficients 1359 and -13366 such that 1 = (1359)*39203 + (-13366)*3986\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3987 \t 9 \t 3320 \t 1 \t 0\n", + "1 \t 3987 \t 3320 \t 1 \t 667 \t 0 \t 1\n", + "2 \t 3320 \t 667 \t 4 \t 652 \t 1 \t -9\n", + "3 \t 667 \t 652 \t 1 \t 15 \t -1 \t 10\n", + "4 \t 652 \t 15 \t 43 \t 7 \t 5 \t -49\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -6 \t 59\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 263 \t -2586\n", + "\t\t\t\t\t -532 \t 5231\n", + "GCD(39203, 3987) = 1, with coefficients -532 and 5231 such that 1 = (-532)*39203 + (5231)*3987\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3988 \t 9 \t 3311 \t 1 \t 0\n", + "1 \t 3988 \t 3311 \t 1 \t 677 \t 0 \t 1\n", + "2 \t 3311 \t 677 \t 4 \t 603 \t 1 \t -9\n", + "3 \t 677 \t 603 \t 1 \t 74 \t -1 \t 10\n", + "4 \t 603 \t 74 \t 8 \t 11 \t 5 \t -49\n", + "5 \t 74 \t 11 \t 6 \t 8 \t -6 \t 59\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 53 \t -521\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -324 \t 3185\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 377 \t -3706\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1078 \t 10597\n", + "\t\t\t\t\t 1455 \t -14303\n", + "GCD(39203, 3988) = 1, with coefficients 1455 and -14303 such that 1 = (1455)*39203 + (-14303)*3988\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3989 \t 9 \t 3302 \t 1 \t 0\n", + "1 \t 3989 \t 3302 \t 1 \t 687 \t 0 \t 1\n", + "2 \t 3302 \t 687 \t 4 \t 554 \t 1 \t -9\n", + "3 \t 687 \t 554 \t 1 \t 133 \t -1 \t 10\n", + "4 \t 554 \t 133 \t 4 \t 22 \t 5 \t -49\n", + "5 \t 133 \t 22 \t 6 \t 1 \t -6 \t 59\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 29 \t -285\n", + "\t\t\t\t\t -180 \t 1769\n", + "GCD(39203, 3989) = 1, with coefficients -180 and 1769 such that 1 = (-180)*39203 + (1769)*3989\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3990 \t 9 \t 3293 \t 1 \t 0\n", + "1 \t 3990 \t 3293 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 3293 \t 697 \t 4 \t 505 \t 1 \t -9\n", + "3 \t 697 \t 505 \t 1 \t 192 \t -1 \t 10\n", + "4 \t 505 \t 192 \t 2 \t 121 \t 5 \t -49\n", + "5 \t 192 \t 121 \t 1 \t 71 \t -6 \t 59\n", + "6 \t 121 \t 71 \t 1 \t 50 \t 17 \t -167\n", + "7 \t 71 \t 50 \t 1 \t 21 \t -23 \t 226\n", + "8 \t 50 \t 21 \t 2 \t 8 \t 40 \t -393\n", + "9 \t 21 \t 8 \t 2 \t 5 \t -63 \t 619\n", + "10 \t 8 \t 5 \t 1 \t 3 \t 166 \t -1631\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -395 \t 3881\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 561 \t -5512\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -956 \t 9393\n", + "\t\t\t\t\t 1517 \t -14905\n", + "GCD(39203, 3990) = 1, with coefficients 1517 and -14905 such that 1 = (1517)*39203 + (-14905)*3990\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3991 \t 9 \t 3284 \t 1 \t 0\n", + "1 \t 3991 \t 3284 \t 1 \t 707 \t 0 \t 1\n", + "2 \t 3284 \t 707 \t 4 \t 456 \t 1 \t -9\n", + "3 \t 707 \t 456 \t 1 \t 251 \t -1 \t 10\n", + "4 \t 456 \t 251 \t 1 \t 205 \t 5 \t -49\n", + "5 \t 251 \t 205 \t 1 \t 46 \t -6 \t 59\n", + "6 \t 205 \t 46 \t 4 \t 21 \t 11 \t -108\n", + "7 \t 46 \t 21 \t 2 \t 4 \t -17 \t 167\n", + "8 \t 21 \t 4 \t 5 \t 1 \t 79 \t -776\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -175 \t 1719\n", + "\t\t\t\t\t 954 \t -9371\n", + "GCD(39203, 3991) = 1, with coefficients 954 and -9371 such that 1 = (954)*39203 + (-9371)*3991\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3992 \t 9 \t 3275 \t 1 \t 0\n", + "1 \t 3992 \t 3275 \t 1 \t 717 \t 0 \t 1\n", + "2 \t 3275 \t 717 \t 4 \t 407 \t 1 \t -9\n", + "3 \t 717 \t 407 \t 1 \t 310 \t -1 \t 10\n", + "4 \t 407 \t 310 \t 1 \t 97 \t 5 \t -49\n", + "5 \t 310 \t 97 \t 3 \t 19 \t -6 \t 59\n", + "6 \t 97 \t 19 \t 5 \t 2 \t 11 \t -108\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -39 \t 383\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 206 \t -2023\n", + "\t\t\t\t\t -1893 \t 18590\n", + "GCD(39203, 3992) = 1, with coefficients -1893 and 18590 such that 1 = (-1893)*39203 + (18590)*3992\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3993 \t 9 \t 3266 \t 1 \t 0\n", + "1 \t 3993 \t 3266 \t 1 \t 727 \t 0 \t 1\n", + "2 \t 3266 \t 727 \t 4 \t 358 \t 1 \t -9\n", + "3 \t 727 \t 358 \t 2 \t 11 \t -1 \t 10\n", + "4 \t 358 \t 11 \t 32 \t 6 \t 5 \t -49\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -11 \t 108\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 357 \t -3505\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -368 \t 3613\n", + "\t\t\t\t\t 725 \t -7118\n", + "GCD(39203, 3993) = 1, with coefficients 725 and -7118 such that 1 = (725)*39203 + (-7118)*3993\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3994 \t 9 \t 3257 \t 1 \t 0\n", + "1 \t 3994 \t 3257 \t 1 \t 737 \t 0 \t 1\n", + "2 \t 3257 \t 737 \t 4 \t 309 \t 1 \t -9\n", + "3 \t 737 \t 309 \t 2 \t 119 \t -1 \t 10\n", + "4 \t 309 \t 119 \t 2 \t 71 \t 5 \t -49\n", + "5 \t 119 \t 71 \t 1 \t 48 \t -11 \t 108\n", + "6 \t 71 \t 48 \t 1 \t 23 \t 27 \t -265\n", + "7 \t 48 \t 23 \t 2 \t 2 \t -38 \t 373\n", + "8 \t 23 \t 2 \t 11 \t 1 \t 65 \t -638\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -168 \t 1649\n", + "\t\t\t\t\t 1913 \t -18777\n", + "GCD(39203, 3994) = 1, with coefficients 1913 and -18777 such that 1 = (1913)*39203 + (-18777)*3994\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3995 \t 9 \t 3248 \t 1 \t 0\n", + "1 \t 3995 \t 3248 \t 1 \t 747 \t 0 \t 1\n", + "2 \t 3248 \t 747 \t 4 \t 260 \t 1 \t -9\n", + "3 \t 747 \t 260 \t 2 \t 227 \t -1 \t 10\n", + "4 \t 260 \t 227 \t 1 \t 33 \t 5 \t -49\n", + "5 \t 227 \t 33 \t 6 \t 29 \t -11 \t 108\n", + "6 \t 33 \t 29 \t 1 \t 4 \t 16 \t -157\n", + "7 \t 29 \t 4 \t 7 \t 1 \t -107 \t 1050\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 123 \t -1207\n", + "\t\t\t\t\t -968 \t 9499\n", + "GCD(39203, 3995) = 1, with coefficients -968 and 9499 such that 1 = (-968)*39203 + (9499)*3995\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3996 \t 9 \t 3239 \t 1 \t 0\n", + "1 \t 3996 \t 3239 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 3239 \t 757 \t 4 \t 211 \t 1 \t -9\n", + "3 \t 757 \t 211 \t 3 \t 124 \t -1 \t 10\n", + "4 \t 211 \t 124 \t 1 \t 87 \t 5 \t -49\n", + "5 \t 124 \t 87 \t 1 \t 37 \t -16 \t 157\n", + "6 \t 87 \t 37 \t 2 \t 13 \t 21 \t -206\n", + "7 \t 37 \t 13 \t 2 \t 11 \t -37 \t 363\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 95 \t -932\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -227 \t 2227\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 322 \t -3159\n", + "\t\t\t\t\t -1837 \t 18022\n", + "GCD(39203, 3996) = 1, with coefficients -1837 and 18022 such that 1 = (-1837)*39203 + (18022)*3996\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3997 \t 9 \t 3230 \t 1 \t 0\n", + "1 \t 3997 \t 3230 \t 1 \t 767 \t 0 \t 1\n", + "2 \t 3230 \t 767 \t 4 \t 162 \t 1 \t -9\n", + "3 \t 767 \t 162 \t 4 \t 119 \t -1 \t 10\n", + "4 \t 162 \t 119 \t 1 \t 43 \t 5 \t -49\n", + "5 \t 119 \t 43 \t 2 \t 33 \t -21 \t 206\n", + "6 \t 43 \t 33 \t 1 \t 10 \t 26 \t -255\n", + "7 \t 33 \t 10 \t 3 \t 3 \t -73 \t 716\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 99 \t -971\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -370 \t 3629\n", + "\t\t\t\t\t 1209 \t -11858\n", + "GCD(39203, 3997) = 1, with coefficients 1209 and -11858 such that 1 = (1209)*39203 + (-11858)*3997\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3998 \t 9 \t 3221 \t 1 \t 0\n", + "1 \t 3998 \t 3221 \t 1 \t 777 \t 0 \t 1\n", + "2 \t 3221 \t 777 \t 4 \t 113 \t 1 \t -9\n", + "3 \t 777 \t 113 \t 6 \t 99 \t -1 \t 10\n", + "4 \t 113 \t 99 \t 1 \t 14 \t 5 \t -49\n", + "5 \t 99 \t 14 \t 7 \t 1 \t -31 \t 304\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 36 \t -353\n", + "\t\t\t\t\t -283 \t 2775\n", + "GCD(39203, 3998) = 1, with coefficients -283 and 2775 such that 1 = (-283)*39203 + (2775)*3998\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 3999 \t 9 \t 3212 \t 1 \t 0\n", + "1 \t 3999 \t 3212 \t 1 \t 787 \t 0 \t 1\n", + "2 \t 3212 \t 787 \t 4 \t 64 \t 1 \t -9\n", + "3 \t 787 \t 64 \t 12 \t 19 \t -1 \t 10\n", + "4 \t 64 \t 19 \t 3 \t 7 \t 5 \t -49\n", + "5 \t 19 \t 7 \t 2 \t 5 \t -61 \t 598\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 188 \t -1843\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -437 \t 4284\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 625 \t -6127\n", + "\t\t\t\t\t -1687 \t 16538\n", + "GCD(39203, 3999) = 1, with coefficients -1687 and 16538 such that 1 = (-1687)*39203 + (16538)*3999\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4000 \t 9 \t 3203 \t 1 \t 0\n", + "1 \t 4000 \t 3203 \t 1 \t 797 \t 0 \t 1\n", + "2 \t 3203 \t 797 \t 4 \t 15 \t 1 \t -9\n", + "3 \t 797 \t 15 \t 53 \t 2 \t -1 \t 10\n", + "4 \t 15 \t 2 \t 7 \t 1 \t 5 \t -49\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -266 \t 2607\n", + "\t\t\t\t\t 1867 \t -18298\n", + "GCD(39203, 4000) = 1, with coefficients 1867 and -18298 such that 1 = (1867)*39203 + (-18298)*4000\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4001 \t 9 \t 3194 \t 1 \t 0\n", + "1 \t 4001 \t 3194 \t 1 \t 807 \t 0 \t 1\n", + "2 \t 3194 \t 807 \t 3 \t 773 \t 1 \t -9\n", + "3 \t 807 \t 773 \t 1 \t 34 \t -1 \t 10\n", + "4 \t 773 \t 34 \t 22 \t 25 \t 4 \t -39\n", + "5 \t 34 \t 25 \t 1 \t 9 \t -5 \t 49\n", + "6 \t 25 \t 9 \t 2 \t 7 \t 114 \t -1117\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -119 \t 1166\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 352 \t -3449\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -471 \t 4615\n", + "\t\t\t\t\t 1765 \t -17294\n", + "GCD(39203, 4001) = 1, with coefficients 1765 and -17294 such that 1 = (1765)*39203 + (-17294)*4001\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4002 \t 9 \t 3185 \t 1 \t 0\n", + "1 \t 4002 \t 3185 \t 1 \t 817 \t 0 \t 1\n", + "2 \t 3185 \t 817 \t 3 \t 734 \t 1 \t -9\n", + "3 \t 817 \t 734 \t 1 \t 83 \t -1 \t 10\n", + "4 \t 734 \t 83 \t 8 \t 70 \t 4 \t -39\n", + "5 \t 83 \t 70 \t 1 \t 13 \t -5 \t 49\n", + "6 \t 70 \t 13 \t 5 \t 5 \t 44 \t -431\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -49 \t 480\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 289 \t -2831\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -627 \t 6142\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 916 \t -8973\n", + "\t\t\t\t\t -1543 \t 15115\n", + "GCD(39203, 4002) = 1, with coefficients -1543 and 15115 such that 1 = (-1543)*39203 + (15115)*4002\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4003 \t 9 \t 3176 \t 1 \t 0\n", + "1 \t 4003 \t 3176 \t 1 \t 827 \t 0 \t 1\n", + "2 \t 3176 \t 827 \t 3 \t 695 \t 1 \t -9\n", + "3 \t 827 \t 695 \t 1 \t 132 \t -1 \t 10\n", + "4 \t 695 \t 132 \t 5 \t 35 \t 4 \t -39\n", + "5 \t 132 \t 35 \t 3 \t 27 \t -5 \t 49\n", + "6 \t 35 \t 27 \t 1 \t 8 \t 29 \t -284\n", + "7 \t 27 \t 8 \t 3 \t 3 \t -92 \t 901\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 121 \t -1185\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -455 \t 4456\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1031 \t -10097\n", + "\t\t\t\t\t -1486 \t 14553\n", + "GCD(39203, 4003) = 1, with coefficients -1486 and 14553 such that 1 = (-1486)*39203 + (14553)*4003\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4004 \t 9 \t 3167 \t 1 \t 0\n", + "1 \t 4004 \t 3167 \t 1 \t 837 \t 0 \t 1\n", + "2 \t 3167 \t 837 \t 3 \t 656 \t 1 \t -9\n", + "3 \t 837 \t 656 \t 1 \t 181 \t -1 \t 10\n", + "4 \t 656 \t 181 \t 3 \t 113 \t 4 \t -39\n", + "5 \t 181 \t 113 \t 1 \t 68 \t -5 \t 49\n", + "6 \t 113 \t 68 \t 1 \t 45 \t 19 \t -186\n", + "7 \t 68 \t 45 \t 1 \t 23 \t -24 \t 235\n", + "8 \t 45 \t 23 \t 1 \t 22 \t 43 \t -421\n", + "9 \t 23 \t 22 \t 1 \t 1 \t -67 \t 656\n", + "10 \t 22 \t 1 \t 22 \t 0 \t 110 \t -1077\n", + "\t\t\t\t\t -177 \t 1733\n", + "GCD(39203, 4004) = 1, with coefficients -177 and 1733 such that 1 = (-177)*39203 + (1733)*4004\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4005 \t 9 \t 3158 \t 1 \t 0\n", + "1 \t 4005 \t 3158 \t 1 \t 847 \t 0 \t 1\n", + "2 \t 3158 \t 847 \t 3 \t 617 \t 1 \t -9\n", + "3 \t 847 \t 617 \t 1 \t 230 \t -1 \t 10\n", + "4 \t 617 \t 230 \t 2 \t 157 \t 4 \t -39\n", + "5 \t 230 \t 157 \t 1 \t 73 \t -5 \t 49\n", + "6 \t 157 \t 73 \t 2 \t 11 \t 14 \t -137\n", + "7 \t 73 \t 11 \t 6 \t 7 \t -19 \t 186\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 52 \t -509\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -331 \t 3240\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 383 \t -3749\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -714 \t 6989\n", + "\t\t\t\t\t 1097 \t -10738\n", + "GCD(39203, 4005) = 1, with coefficients 1097 and -10738 such that 1 = (1097)*39203 + (-10738)*4005\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4006 \t 9 \t 3149 \t 1 \t 0\n", + "1 \t 4006 \t 3149 \t 1 \t 857 \t 0 \t 1\n", + "2 \t 3149 \t 857 \t 3 \t 578 \t 1 \t -9\n", + "3 \t 857 \t 578 \t 1 \t 279 \t -1 \t 10\n", + "4 \t 578 \t 279 \t 2 \t 20 \t 4 \t -39\n", + "5 \t 279 \t 20 \t 13 \t 19 \t -5 \t 49\n", + "6 \t 20 \t 19 \t 1 \t 1 \t 14 \t -137\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -187 \t 1830\n", + "\t\t\t\t\t 201 \t -1967\n", + "GCD(39203, 4006) = 1, with coefficients 201 and -1967 such that 1 = (201)*39203 + (-1967)*4006\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4007 \t 9 \t 3140 \t 1 \t 0\n", + "1 \t 4007 \t 3140 \t 1 \t 867 \t 0 \t 1\n", + "2 \t 3140 \t 867 \t 3 \t 539 \t 1 \t -9\n", + "3 \t 867 \t 539 \t 1 \t 328 \t -1 \t 10\n", + "4 \t 539 \t 328 \t 1 \t 211 \t 4 \t -39\n", + "5 \t 328 \t 211 \t 1 \t 117 \t -5 \t 49\n", + "6 \t 211 \t 117 \t 1 \t 94 \t 9 \t -88\n", + "7 \t 117 \t 94 \t 1 \t 23 \t -14 \t 137\n", + "8 \t 94 \t 23 \t 4 \t 2 \t 23 \t -225\n", + "9 \t 23 \t 2 \t 11 \t 1 \t -37 \t 362\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 171 \t -1673\n", + "\t\t\t\t\t -1918 \t 18765\n", + "GCD(39203, 4007) = 1, with coefficients -1918 and 18765 such that 1 = (-1918)*39203 + (18765)*4007\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4008 \t 9 \t 3131 \t 1 \t 0\n", + "1 \t 4008 \t 3131 \t 1 \t 877 \t 0 \t 1\n", + "2 \t 3131 \t 877 \t 3 \t 500 \t 1 \t -9\n", + "3 \t 877 \t 500 \t 1 \t 377 \t -1 \t 10\n", + "4 \t 500 \t 377 \t 1 \t 123 \t 4 \t -39\n", + "5 \t 377 \t 123 \t 3 \t 8 \t -5 \t 49\n", + "6 \t 123 \t 8 \t 15 \t 3 \t 9 \t -88\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -32 \t 313\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 489 \t -4783\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1010 \t 9879\n", + "\t\t\t\t\t 1499 \t -14662\n", + "GCD(39203, 4008) = 1, with coefficients 1499 and -14662 such that 1 = (1499)*39203 + (-14662)*4008\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4009 \t 9 \t 3122 \t 1 \t 0\n", + "1 \t 4009 \t 3122 \t 1 \t 887 \t 0 \t 1\n", + "2 \t 3122 \t 887 \t 3 \t 461 \t 1 \t -9\n", + "3 \t 887 \t 461 \t 1 \t 426 \t -1 \t 10\n", + "4 \t 461 \t 426 \t 1 \t 35 \t 4 \t -39\n", + "5 \t 426 \t 35 \t 12 \t 6 \t -5 \t 49\n", + "6 \t 35 \t 6 \t 5 \t 5 \t 9 \t -88\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -113 \t 1105\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 574 \t -5613\n", + "\t\t\t\t\t -687 \t 6718\n", + "GCD(39203, 4009) = 1, with coefficients -687 and 6718 such that 1 = (-687)*39203 + (6718)*4009\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4010 \t 9 \t 3113 \t 1 \t 0\n", + "1 \t 4010 \t 3113 \t 1 \t 897 \t 0 \t 1\n", + "2 \t 3113 \t 897 \t 3 \t 422 \t 1 \t -9\n", + "3 \t 897 \t 422 \t 2 \t 53 \t -1 \t 10\n", + "4 \t 422 \t 53 \t 7 \t 51 \t 4 \t -39\n", + "5 \t 53 \t 51 \t 1 \t 2 \t -9 \t 88\n", + "6 \t 51 \t 2 \t 25 \t 1 \t 67 \t -655\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -76 \t 743\n", + "\t\t\t\t\t 1967 \t -19230\n", + "GCD(39203, 4010) = 1, with coefficients 1967 and -19230 such that 1 = (1967)*39203 + (-19230)*4010\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4011 \t 9 \t 3104 \t 1 \t 0\n", + "1 \t 4011 \t 3104 \t 1 \t 907 \t 0 \t 1\n", + "2 \t 3104 \t 907 \t 3 \t 383 \t 1 \t -9\n", + "3 \t 907 \t 383 \t 2 \t 141 \t -1 \t 10\n", + "4 \t 383 \t 141 \t 2 \t 101 \t 4 \t -39\n", + "5 \t 141 \t 101 \t 1 \t 40 \t -9 \t 88\n", + "6 \t 101 \t 40 \t 2 \t 21 \t 22 \t -215\n", + "7 \t 40 \t 21 \t 1 \t 19 \t -31 \t 303\n", + "8 \t 21 \t 19 \t 1 \t 2 \t 84 \t -821\n", + "9 \t 19 \t 2 \t 9 \t 1 \t -115 \t 1124\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 199 \t -1945\n", + "\t\t\t\t\t -1906 \t 18629\n", + "GCD(39203, 4011) = 1, with coefficients -1906 and 18629 such that 1 = (-1906)*39203 + (18629)*4011\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4012 \t 9 \t 3095 \t 1 \t 0\n", + "1 \t 4012 \t 3095 \t 1 \t 917 \t 0 \t 1\n", + "2 \t 3095 \t 917 \t 3 \t 344 \t 1 \t -9\n", + "3 \t 917 \t 344 \t 2 \t 229 \t -1 \t 10\n", + "4 \t 344 \t 229 \t 1 \t 115 \t 4 \t -39\n", + "5 \t 229 \t 115 \t 1 \t 114 \t -9 \t 88\n", + "6 \t 115 \t 114 \t 1 \t 1 \t 13 \t -127\n", + "7 \t 114 \t 1 \t 114 \t 0 \t -22 \t 215\n", + "\t\t\t\t\t 35 \t -342\n", + "GCD(39203, 4012) = 1, with coefficients 35 and -342 such that 1 = (35)*39203 + (-342)*4012\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4013 \t 9 \t 3086 \t 1 \t 0\n", + "1 \t 4013 \t 3086 \t 1 \t 927 \t 0 \t 1\n", + "2 \t 3086 \t 927 \t 3 \t 305 \t 1 \t -9\n", + "3 \t 927 \t 305 \t 3 \t 12 \t -1 \t 10\n", + "4 \t 305 \t 12 \t 25 \t 5 \t 4 \t -39\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -13 \t 127\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 329 \t -3214\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -671 \t 6555\n", + "\t\t\t\t\t 1671 \t -16324\n", + "GCD(39203, 4013) = 1, with coefficients 1671 and -16324 such that 1 = (1671)*39203 + (-16324)*4013\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4014 \t 9 \t 3077 \t 1 \t 0\n", + "1 \t 4014 \t 3077 \t 1 \t 937 \t 0 \t 1\n", + "2 \t 3077 \t 937 \t 3 \t 266 \t 1 \t -9\n", + "3 \t 937 \t 266 \t 3 \t 139 \t -1 \t 10\n", + "4 \t 266 \t 139 \t 1 \t 127 \t 4 \t -39\n", + "5 \t 139 \t 127 \t 1 \t 12 \t -13 \t 127\n", + "6 \t 127 \t 12 \t 10 \t 7 \t 17 \t -166\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -30 \t 293\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 317 \t -3096\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -347 \t 3389\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 664 \t -6485\n", + "\t\t\t\t\t -1675 \t 16359\n", + "GCD(39203, 4014) = 1, with coefficients -1675 and 16359 such that 1 = (-1675)*39203 + (16359)*4014\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4015 \t 9 \t 3068 \t 1 \t 0\n", + "1 \t 4015 \t 3068 \t 1 \t 947 \t 0 \t 1\n", + "2 \t 3068 \t 947 \t 3 \t 227 \t 1 \t -9\n", + "3 \t 947 \t 227 \t 4 \t 39 \t -1 \t 10\n", + "4 \t 227 \t 39 \t 5 \t 32 \t 4 \t -39\n", + "5 \t 39 \t 32 \t 1 \t 7 \t -17 \t 166\n", + "6 \t 32 \t 7 \t 4 \t 4 \t 89 \t -869\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -106 \t 1035\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 513 \t -5009\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -619 \t 6044\n", + "\t\t\t\t\t 1132 \t -11053\n", + "GCD(39203, 4015) = 1, with coefficients 1132 and -11053 such that 1 = (1132)*39203 + (-11053)*4015\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4016 \t 9 \t 3059 \t 1 \t 0\n", + "1 \t 4016 \t 3059 \t 1 \t 957 \t 0 \t 1\n", + "2 \t 3059 \t 957 \t 3 \t 188 \t 1 \t -9\n", + "3 \t 957 \t 188 \t 5 \t 17 \t -1 \t 10\n", + "4 \t 188 \t 17 \t 11 \t 1 \t 4 \t -39\n", + "5 \t 17 \t 1 \t 17 \t 0 \t -21 \t 205\n", + "\t\t\t\t\t 235 \t -2294\n", + "GCD(39203, 4016) = 1, with coefficients 235 and -2294 such that 1 = (235)*39203 + (-2294)*4016\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4017 \t 9 \t 3050 \t 1 \t 0\n", + "1 \t 4017 \t 3050 \t 1 \t 967 \t 0 \t 1\n", + "2 \t 3050 \t 967 \t 3 \t 149 \t 1 \t -9\n", + "3 \t 967 \t 149 \t 6 \t 73 \t -1 \t 10\n", + "4 \t 149 \t 73 \t 2 \t 3 \t 4 \t -39\n", + "5 \t 73 \t 3 \t 24 \t 1 \t -25 \t 244\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 54 \t -527\n", + "\t\t\t\t\t -1321 \t 12892\n", + "GCD(39203, 4017) = 1, with coefficients -1321 and 12892 such that 1 = (-1321)*39203 + (12892)*4017\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4018 \t 9 \t 3041 \t 1 \t 0\n", + "1 \t 4018 \t 3041 \t 1 \t 977 \t 0 \t 1\n", + "2 \t 3041 \t 977 \t 3 \t 110 \t 1 \t -9\n", + "3 \t 977 \t 110 \t 8 \t 97 \t -1 \t 10\n", + "4 \t 110 \t 97 \t 1 \t 13 \t 4 \t -39\n", + "5 \t 97 \t 13 \t 7 \t 6 \t -33 \t 322\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 37 \t -361\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -292 \t 2849\n", + "\t\t\t\t\t 621 \t -6059\n", + "GCD(39203, 4018) = 1, with coefficients 621 and -6059 such that 1 = (621)*39203 + (-6059)*4018\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4019 \t 9 \t 3032 \t 1 \t 0\n", + "1 \t 4019 \t 3032 \t 1 \t 987 \t 0 \t 1\n", + "2 \t 3032 \t 987 \t 3 \t 71 \t 1 \t -9\n", + "3 \t 987 \t 71 \t 13 \t 64 \t -1 \t 10\n", + "4 \t 71 \t 64 \t 1 \t 7 \t 4 \t -39\n", + "5 \t 64 \t 7 \t 9 \t 1 \t -53 \t 517\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 57 \t -556\n", + "\t\t\t\t\t -566 \t 5521\n", + "GCD(39203, 4019) = 1, with coefficients -566 and 5521 such that 1 = (-566)*39203 + (5521)*4019\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4020 \t 9 \t 3023 \t 1 \t 0\n", + "1 \t 4020 \t 3023 \t 1 \t 997 \t 0 \t 1\n", + "2 \t 3023 \t 997 \t 3 \t 32 \t 1 \t -9\n", + "3 \t 997 \t 32 \t 31 \t 5 \t -1 \t 10\n", + "4 \t 32 \t 5 \t 6 \t 2 \t 4 \t -39\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -125 \t 1219\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 754 \t -7353\n", + "\t\t\t\t\t -1633 \t 15925\n", + "GCD(39203, 4020) = 1, with coefficients -1633 and 15925 such that 1 = (-1633)*39203 + (15925)*4020\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4021 \t 9 \t 3014 \t 1 \t 0\n", + "1 \t 4021 \t 3014 \t 1 \t 1007 \t 0 \t 1\n", + "2 \t 3014 \t 1007 \t 2 \t 1000 \t 1 \t -9\n", + "3 \t 1007 \t 1000 \t 1 \t 7 \t -1 \t 10\n", + "4 \t 1000 \t 7 \t 142 \t 6 \t 3 \t -29\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -4 \t 39\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 571 \t -5567\n", + "\t\t\t\t\t -575 \t 5606\n", + "GCD(39203, 4021) = 1, with coefficients -575 and 5606 such that 1 = (-575)*39203 + (5606)*4021\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4022 \t 9 \t 3005 \t 1 \t 0\n", + "1 \t 4022 \t 3005 \t 1 \t 1017 \t 0 \t 1\n", + "2 \t 3005 \t 1017 \t 2 \t 971 \t 1 \t -9\n", + "3 \t 1017 \t 971 \t 1 \t 46 \t -1 \t 10\n", + "4 \t 971 \t 46 \t 21 \t 5 \t 3 \t -29\n", + "5 \t 46 \t 5 \t 9 \t 1 \t -4 \t 39\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 87 \t -848\n", + "\t\t\t\t\t -787 \t 7671\n", + "GCD(39203, 4022) = 1, with coefficients -787 and 7671 such that 1 = (-787)*39203 + (7671)*4022\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4023 \t 9 \t 2996 \t 1 \t 0\n", + "1 \t 4023 \t 2996 \t 1 \t 1027 \t 0 \t 1\n", + "2 \t 2996 \t 1027 \t 2 \t 942 \t 1 \t -9\n", + "3 \t 1027 \t 942 \t 1 \t 85 \t -1 \t 10\n", + "4 \t 942 \t 85 \t 11 \t 7 \t 3 \t -29\n", + "5 \t 85 \t 7 \t 12 \t 1 \t -4 \t 39\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 47 \t -458\n", + "\t\t\t\t\t -568 \t 5535\n", + "GCD(39203, 4023) = 1, with coefficients -568 and 5535 such that 1 = (-568)*39203 + (5535)*4023\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4024 \t 9 \t 2987 \t 1 \t 0\n", + "1 \t 4024 \t 2987 \t 1 \t 1037 \t 0 \t 1\n", + "2 \t 2987 \t 1037 \t 2 \t 913 \t 1 \t -9\n", + "3 \t 1037 \t 913 \t 1 \t 124 \t -1 \t 10\n", + "4 \t 913 \t 124 \t 7 \t 45 \t 3 \t -29\n", + "5 \t 124 \t 45 \t 2 \t 34 \t -4 \t 39\n", + "6 \t 45 \t 34 \t 1 \t 11 \t 31 \t -302\n", + "7 \t 34 \t 11 \t 3 \t 1 \t -66 \t 643\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 97 \t -945\n", + "\t\t\t\t\t -357 \t 3478\n", + "GCD(39203, 4024) = 1, with coefficients -357 and 3478 such that 1 = (-357)*39203 + (3478)*4024\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4025 \t 9 \t 2978 \t 1 \t 0\n", + "1 \t 4025 \t 2978 \t 1 \t 1047 \t 0 \t 1\n", + "2 \t 2978 \t 1047 \t 2 \t 884 \t 1 \t -9\n", + "3 \t 1047 \t 884 \t 1 \t 163 \t -1 \t 10\n", + "4 \t 884 \t 163 \t 5 \t 69 \t 3 \t -29\n", + "5 \t 163 \t 69 \t 2 \t 25 \t -4 \t 39\n", + "6 \t 69 \t 25 \t 2 \t 19 \t 23 \t -224\n", + "7 \t 25 \t 19 \t 1 \t 6 \t -50 \t 487\n", + "8 \t 19 \t 6 \t 3 \t 1 \t 123 \t -1198\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -173 \t 1685\n", + "\t\t\t\t\t 642 \t -6253\n", + "GCD(39203, 4025) = 1, with coefficients 642 and -6253 such that 1 = (642)*39203 + (-6253)*4025\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4026 \t 9 \t 2969 \t 1 \t 0\n", + "1 \t 4026 \t 2969 \t 1 \t 1057 \t 0 \t 1\n", + "2 \t 2969 \t 1057 \t 2 \t 855 \t 1 \t -9\n", + "3 \t 1057 \t 855 \t 1 \t 202 \t -1 \t 10\n", + "4 \t 855 \t 202 \t 4 \t 47 \t 3 \t -29\n", + "5 \t 202 \t 47 \t 4 \t 14 \t -4 \t 39\n", + "6 \t 47 \t 14 \t 3 \t 5 \t 19 \t -185\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -80 \t 779\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 259 \t -2522\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -598 \t 5823\n", + "\t\t\t\t\t 857 \t -8345\n", + "GCD(39203, 4026) = 1, with coefficients 857 and -8345 such that 1 = (857)*39203 + (-8345)*4026\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4027 \t 9 \t 2960 \t 1 \t 0\n", + "1 \t 4027 \t 2960 \t 1 \t 1067 \t 0 \t 1\n", + "2 \t 2960 \t 1067 \t 2 \t 826 \t 1 \t -9\n", + "3 \t 1067 \t 826 \t 1 \t 241 \t -1 \t 10\n", + "4 \t 826 \t 241 \t 3 \t 103 \t 3 \t -29\n", + "5 \t 241 \t 103 \t 2 \t 35 \t -4 \t 39\n", + "6 \t 103 \t 35 \t 2 \t 33 \t 15 \t -146\n", + "7 \t 35 \t 33 \t 1 \t 2 \t -34 \t 331\n", + "8 \t 33 \t 2 \t 16 \t 1 \t 83 \t -808\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -117 \t 1139\n", + "\t\t\t\t\t 1955 \t -19032\n", + "GCD(39203, 4027) = 1, with coefficients 1955 and -19032 such that 1 = (1955)*39203 + (-19032)*4027\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4028 \t 9 \t 2951 \t 1 \t 0\n", + "1 \t 4028 \t 2951 \t 1 \t 1077 \t 0 \t 1\n", + "2 \t 2951 \t 1077 \t 2 \t 797 \t 1 \t -9\n", + "3 \t 1077 \t 797 \t 1 \t 280 \t -1 \t 10\n", + "4 \t 797 \t 280 \t 2 \t 237 \t 3 \t -29\n", + "5 \t 280 \t 237 \t 1 \t 43 \t -4 \t 39\n", + "6 \t 237 \t 43 \t 5 \t 22 \t 11 \t -107\n", + "7 \t 43 \t 22 \t 1 \t 21 \t -15 \t 146\n", + "8 \t 22 \t 21 \t 1 \t 1 \t 86 \t -837\n", + "9 \t 21 \t 1 \t 21 \t 0 \t -101 \t 983\n", + "\t\t\t\t\t 187 \t -1820\n", + "GCD(39203, 4028) = 1, with coefficients 187 and -1820 such that 1 = (187)*39203 + (-1820)*4028\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4029 \t 9 \t 2942 \t 1 \t 0\n", + "1 \t 4029 \t 2942 \t 1 \t 1087 \t 0 \t 1\n", + "2 \t 2942 \t 1087 \t 2 \t 768 \t 1 \t -9\n", + "3 \t 1087 \t 768 \t 1 \t 319 \t -1 \t 10\n", + "4 \t 768 \t 319 \t 2 \t 130 \t 3 \t -29\n", + "5 \t 319 \t 130 \t 2 \t 59 \t -4 \t 39\n", + "6 \t 130 \t 59 \t 2 \t 12 \t 11 \t -107\n", + "7 \t 59 \t 12 \t 4 \t 11 \t -26 \t 253\n", + "8 \t 12 \t 11 \t 1 \t 1 \t 63 \t -613\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -278 \t 2705\n", + "\t\t\t\t\t 341 \t -3318\n", + "GCD(39203, 4029) = 1, with coefficients 341 and -3318 such that 1 = (341)*39203 + (-3318)*4029\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4030 \t 9 \t 2933 \t 1 \t 0\n", + "1 \t 4030 \t 2933 \t 1 \t 1097 \t 0 \t 1\n", + "2 \t 2933 \t 1097 \t 2 \t 739 \t 1 \t -9\n", + "3 \t 1097 \t 739 \t 1 \t 358 \t -1 \t 10\n", + "4 \t 739 \t 358 \t 2 \t 23 \t 3 \t -29\n", + "5 \t 358 \t 23 \t 15 \t 13 \t -4 \t 39\n", + "6 \t 23 \t 13 \t 1 \t 10 \t 11 \t -107\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -169 \t 1644\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 180 \t -1751\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -349 \t 3395\n", + "\t\t\t\t\t 1227 \t -11936\n", + "GCD(39203, 4030) = 1, with coefficients 1227 and -11936 such that 1 = (1227)*39203 + (-11936)*4030\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4031 \t 9 \t 2924 \t 1 \t 0\n", + "1 \t 4031 \t 2924 \t 1 \t 1107 \t 0 \t 1\n", + "2 \t 2924 \t 1107 \t 2 \t 710 \t 1 \t -9\n", + "3 \t 1107 \t 710 \t 1 \t 397 \t -1 \t 10\n", + "4 \t 710 \t 397 \t 1 \t 313 \t 3 \t -29\n", + "5 \t 397 \t 313 \t 1 \t 84 \t -4 \t 39\n", + "6 \t 313 \t 84 \t 3 \t 61 \t 7 \t -68\n", + "7 \t 84 \t 61 \t 1 \t 23 \t -11 \t 107\n", + "8 \t 61 \t 23 \t 2 \t 15 \t 40 \t -389\n", + "9 \t 23 \t 15 \t 1 \t 8 \t -51 \t 496\n", + "10 \t 15 \t 8 \t 1 \t 7 \t 142 \t -1381\n", + "11 \t 8 \t 7 \t 1 \t 1 \t -193 \t 1877\n", + "12 \t 7 \t 1 \t 7 \t 0 \t 335 \t -3258\n", + "\t\t\t\t\t -528 \t 5135\n", + "GCD(39203, 4031) = 1, with coefficients -528 and 5135 such that 1 = (-528)*39203 + (5135)*4031\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4032 \t 9 \t 2915 \t 1 \t 0\n", + "1 \t 4032 \t 2915 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 2915 \t 1117 \t 2 \t 681 \t 1 \t -9\n", + "3 \t 1117 \t 681 \t 1 \t 436 \t -1 \t 10\n", + "4 \t 681 \t 436 \t 1 \t 245 \t 3 \t -29\n", + "5 \t 436 \t 245 \t 1 \t 191 \t -4 \t 39\n", + "6 \t 245 \t 191 \t 1 \t 54 \t 7 \t -68\n", + "7 \t 191 \t 54 \t 3 \t 29 \t -11 \t 107\n", + "8 \t 54 \t 29 \t 1 \t 25 \t 18 \t -175\n", + "9 \t 29 \t 25 \t 1 \t 4 \t -65 \t 632\n", + "10 \t 25 \t 4 \t 6 \t 1 \t 83 \t -807\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -148 \t 1439\n", + "\t\t\t\t\t 971 \t -9441\n", + "GCD(39203, 4032) = 1, with coefficients 971 and -9441 such that 1 = (971)*39203 + (-9441)*4032\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4033 \t 9 \t 2906 \t 1 \t 0\n", + "1 \t 4033 \t 2906 \t 1 \t 1127 \t 0 \t 1\n", + "2 \t 2906 \t 1127 \t 2 \t 652 \t 1 \t -9\n", + "3 \t 1127 \t 652 \t 1 \t 475 \t -1 \t 10\n", + "4 \t 652 \t 475 \t 1 \t 177 \t 3 \t -29\n", + "5 \t 475 \t 177 \t 2 \t 121 \t -4 \t 39\n", + "6 \t 177 \t 121 \t 1 \t 56 \t 7 \t -68\n", + "7 \t 121 \t 56 \t 2 \t 9 \t -18 \t 175\n", + "8 \t 56 \t 9 \t 6 \t 2 \t 25 \t -243\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -68 \t 661\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 433 \t -4209\n", + "\t\t\t\t\t -1800 \t 17497\n", + "GCD(39203, 4033) = 1, with coefficients -1800 and 17497 such that 1 = (-1800)*39203 + (17497)*4033\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4034 \t 9 \t 2897 \t 1 \t 0\n", + "1 \t 4034 \t 2897 \t 1 \t 1137 \t 0 \t 1\n", + "2 \t 2897 \t 1137 \t 2 \t 623 \t 1 \t -9\n", + "3 \t 1137 \t 623 \t 1 \t 514 \t -1 \t 10\n", + "4 \t 623 \t 514 \t 1 \t 109 \t 3 \t -29\n", + "5 \t 514 \t 109 \t 4 \t 78 \t -4 \t 39\n", + "6 \t 109 \t 78 \t 1 \t 31 \t 7 \t -68\n", + "7 \t 78 \t 31 \t 2 \t 16 \t -32 \t 311\n", + "8 \t 31 \t 16 \t 1 \t 15 \t 39 \t -379\n", + "9 \t 16 \t 15 \t 1 \t 1 \t -110 \t 1069\n", + "10 \t 15 \t 1 \t 15 \t 0 \t 149 \t -1448\n", + "\t\t\t\t\t -259 \t 2517\n", + "GCD(39203, 4034) = 1, with coefficients -259 and 2517 such that 1 = (-259)*39203 + (2517)*4034\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4035 \t 9 \t 2888 \t 1 \t 0\n", + "1 \t 4035 \t 2888 \t 1 \t 1147 \t 0 \t 1\n", + "2 \t 2888 \t 1147 \t 2 \t 594 \t 1 \t -9\n", + "3 \t 1147 \t 594 \t 1 \t 553 \t -1 \t 10\n", + "4 \t 594 \t 553 \t 1 \t 41 \t 3 \t -29\n", + "5 \t 553 \t 41 \t 13 \t 20 \t -4 \t 39\n", + "6 \t 41 \t 20 \t 2 \t 1 \t 7 \t -68\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -95 \t 923\n", + "\t\t\t\t\t 197 \t -1914\n", + "GCD(39203, 4035) = 1, with coefficients 197 and -1914 such that 1 = (197)*39203 + (-1914)*4035\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4036 \t 9 \t 2879 \t 1 \t 0\n", + "1 \t 4036 \t 2879 \t 1 \t 1157 \t 0 \t 1\n", + "2 \t 2879 \t 1157 \t 2 \t 565 \t 1 \t -9\n", + "3 \t 1157 \t 565 \t 2 \t 27 \t -1 \t 10\n", + "4 \t 565 \t 27 \t 20 \t 25 \t 3 \t -29\n", + "5 \t 27 \t 25 \t 1 \t 2 \t -7 \t 68\n", + "6 \t 25 \t 2 \t 12 \t 1 \t 143 \t -1389\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -150 \t 1457\n", + "\t\t\t\t\t 1943 \t -18873\n", + "GCD(39203, 4036) = 1, with coefficients 1943 and -18873 such that 1 = (1943)*39203 + (-18873)*4036\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4037 \t 9 \t 2870 \t 1 \t 0\n", + "1 \t 4037 \t 2870 \t 1 \t 1167 \t 0 \t 1\n", + "2 \t 2870 \t 1167 \t 2 \t 536 \t 1 \t -9\n", + "3 \t 1167 \t 536 \t 2 \t 95 \t -1 \t 10\n", + "4 \t 536 \t 95 \t 5 \t 61 \t 3 \t -29\n", + "5 \t 95 \t 61 \t 1 \t 34 \t -7 \t 68\n", + "6 \t 61 \t 34 \t 1 \t 27 \t 38 \t -369\n", + "7 \t 34 \t 27 \t 1 \t 7 \t -45 \t 437\n", + "8 \t 27 \t 7 \t 3 \t 6 \t 83 \t -806\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -128 \t 1243\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 467 \t -4535\n", + "\t\t\t\t\t -595 \t 5778\n", + "GCD(39203, 4037) = 1, with coefficients -595 and 5778 such that 1 = (-595)*39203 + (5778)*4037\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4038 \t 9 \t 2861 \t 1 \t 0\n", + "1 \t 4038 \t 2861 \t 1 \t 1177 \t 0 \t 1\n", + "2 \t 2861 \t 1177 \t 2 \t 507 \t 1 \t -9\n", + "3 \t 1177 \t 507 \t 2 \t 163 \t -1 \t 10\n", + "4 \t 507 \t 163 \t 3 \t 18 \t 3 \t -29\n", + "5 \t 163 \t 18 \t 9 \t 1 \t -7 \t 68\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 24 \t -233\n", + "\t\t\t\t\t -223 \t 2165\n", + "GCD(39203, 4038) = 1, with coefficients -223 and 2165 such that 1 = (-223)*39203 + (2165)*4038\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4039 \t 9 \t 2852 \t 1 \t 0\n", + "1 \t 4039 \t 2852 \t 1 \t 1187 \t 0 \t 1\n", + "2 \t 2852 \t 1187 \t 2 \t 478 \t 1 \t -9\n", + "3 \t 1187 \t 478 \t 2 \t 231 \t -1 \t 10\n", + "4 \t 478 \t 231 \t 2 \t 16 \t 3 \t -29\n", + "5 \t 231 \t 16 \t 14 \t 7 \t -7 \t 68\n", + "6 \t 16 \t 7 \t 2 \t 2 \t 17 \t -165\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -245 \t 2378\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 507 \t -4921\n", + "\t\t\t\t\t -1766 \t 17141\n", + "GCD(39203, 4039) = 1, with coefficients -1766 and 17141 such that 1 = (-1766)*39203 + (17141)*4039\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4040 \t 9 \t 2843 \t 1 \t 0\n", + "1 \t 4040 \t 2843 \t 1 \t 1197 \t 0 \t 1\n", + "2 \t 2843 \t 1197 \t 2 \t 449 \t 1 \t -9\n", + "3 \t 1197 \t 449 \t 2 \t 299 \t -1 \t 10\n", + "4 \t 449 \t 299 \t 1 \t 150 \t 3 \t -29\n", + "5 \t 299 \t 150 \t 1 \t 149 \t -7 \t 68\n", + "6 \t 150 \t 149 \t 1 \t 1 \t 10 \t -97\n", + "7 \t 149 \t 1 \t 149 \t 0 \t -17 \t 165\n", + "\t\t\t\t\t 27 \t -262\n", + "GCD(39203, 4040) = 1, with coefficients 27 and -262 such that 1 = (27)*39203 + (-262)*4040\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4041 \t 9 \t 2834 \t 1 \t 0\n", + "1 \t 4041 \t 2834 \t 1 \t 1207 \t 0 \t 1\n", + "2 \t 2834 \t 1207 \t 2 \t 420 \t 1 \t -9\n", + "3 \t 1207 \t 420 \t 2 \t 367 \t -1 \t 10\n", + "4 \t 420 \t 367 \t 1 \t 53 \t 3 \t -29\n", + "5 \t 367 \t 53 \t 6 \t 49 \t -7 \t 68\n", + "6 \t 53 \t 49 \t 1 \t 4 \t 10 \t -97\n", + "7 \t 49 \t 4 \t 12 \t 1 \t -67 \t 650\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 77 \t -747\n", + "\t\t\t\t\t -991 \t 9614\n", + "GCD(39203, 4041) = 1, with coefficients -991 and 9614 such that 1 = (-991)*39203 + (9614)*4041\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4042 \t 9 \t 2825 \t 1 \t 0\n", + "1 \t 4042 \t 2825 \t 1 \t 1217 \t 0 \t 1\n", + "2 \t 2825 \t 1217 \t 2 \t 391 \t 1 \t -9\n", + "3 \t 1217 \t 391 \t 3 \t 44 \t -1 \t 10\n", + "4 \t 391 \t 44 \t 8 \t 39 \t 3 \t -29\n", + "5 \t 44 \t 39 \t 1 \t 5 \t -10 \t 97\n", + "6 \t 39 \t 5 \t 7 \t 4 \t 83 \t -805\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -93 \t 902\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 734 \t -7119\n", + "\t\t\t\t\t -827 \t 8021\n", + "GCD(39203, 4042) = 1, with coefficients -827 and 8021 such that 1 = (-827)*39203 + (8021)*4042\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4043 \t 9 \t 2816 \t 1 \t 0\n", + "1 \t 4043 \t 2816 \t 1 \t 1227 \t 0 \t 1\n", + "2 \t 2816 \t 1227 \t 2 \t 362 \t 1 \t -9\n", + "3 \t 1227 \t 362 \t 3 \t 141 \t -1 \t 10\n", + "4 \t 362 \t 141 \t 2 \t 80 \t 3 \t -29\n", + "5 \t 141 \t 80 \t 1 \t 61 \t -10 \t 97\n", + "6 \t 80 \t 61 \t 1 \t 19 \t 23 \t -223\n", + "7 \t 61 \t 19 \t 3 \t 4 \t -33 \t 320\n", + "8 \t 19 \t 4 \t 4 \t 3 \t 56 \t -543\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -201 \t 1949\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 860 \t -8339\n", + "\t\t\t\t\t -1061 \t 10288\n", + "GCD(39203, 4043) = 1, with coefficients -1061 and 10288 such that 1 = (-1061)*39203 + (10288)*4043\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4044 \t 9 \t 2807 \t 1 \t 0\n", + "1 \t 4044 \t 2807 \t 1 \t 1237 \t 0 \t 1\n", + "2 \t 2807 \t 1237 \t 2 \t 333 \t 1 \t -9\n", + "3 \t 1237 \t 333 \t 3 \t 238 \t -1 \t 10\n", + "4 \t 333 \t 238 \t 1 \t 95 \t 3 \t -29\n", + "5 \t 238 \t 95 \t 2 \t 48 \t -10 \t 97\n", + "6 \t 95 \t 48 \t 1 \t 47 \t 13 \t -126\n", + "7 \t 48 \t 47 \t 1 \t 1 \t -36 \t 349\n", + "8 \t 47 \t 1 \t 47 \t 0 \t 49 \t -475\n", + "\t\t\t\t\t -85 \t 824\n", + "GCD(39203, 4044) = 1, with coefficients -85 and 824 such that 1 = (-85)*39203 + (824)*4044\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4045 \t 9 \t 2798 \t 1 \t 0\n", + "1 \t 4045 \t 2798 \t 1 \t 1247 \t 0 \t 1\n", + "2 \t 2798 \t 1247 \t 2 \t 304 \t 1 \t -9\n", + "3 \t 1247 \t 304 \t 4 \t 31 \t -1 \t 10\n", + "4 \t 304 \t 31 \t 9 \t 25 \t 3 \t -29\n", + "5 \t 31 \t 25 \t 1 \t 6 \t -13 \t 126\n", + "6 \t 25 \t 6 \t 4 \t 1 \t 120 \t -1163\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -133 \t 1289\n", + "\t\t\t\t\t 652 \t -6319\n", + "GCD(39203, 4045) = 1, with coefficients 652 and -6319 such that 1 = (652)*39203 + (-6319)*4045\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4046 \t 9 \t 2789 \t 1 \t 0\n", + "1 \t 4046 \t 2789 \t 1 \t 1257 \t 0 \t 1\n", + "2 \t 2789 \t 1257 \t 2 \t 275 \t 1 \t -9\n", + "3 \t 1257 \t 275 \t 4 \t 157 \t -1 \t 10\n", + "4 \t 275 \t 157 \t 1 \t 118 \t 3 \t -29\n", + "5 \t 157 \t 118 \t 1 \t 39 \t -13 \t 126\n", + "6 \t 118 \t 39 \t 3 \t 1 \t 16 \t -155\n", + "7 \t 39 \t 1 \t 39 \t 0 \t -29 \t 281\n", + "\t\t\t\t\t 103 \t -998\n", + "GCD(39203, 4046) = 1, with coefficients 103 and -998 such that 1 = (103)*39203 + (-998)*4046\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4047 \t 9 \t 2780 \t 1 \t 0\n", + "1 \t 4047 \t 2780 \t 1 \t 1267 \t 0 \t 1\n", + "2 \t 2780 \t 1267 \t 2 \t 246 \t 1 \t -9\n", + "3 \t 1267 \t 246 \t 5 \t 37 \t -1 \t 10\n", + "4 \t 246 \t 37 \t 6 \t 24 \t 3 \t -29\n", + "5 \t 37 \t 24 \t 1 \t 13 \t -16 \t 155\n", + "6 \t 24 \t 13 \t 1 \t 11 \t 99 \t -959\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -115 \t 1114\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 214 \t -2073\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -329 \t 3187\n", + "\t\t\t\t\t 1859 \t -18008\n", + "GCD(39203, 4047) = 1, with coefficients 1859 and -18008 such that 1 = (1859)*39203 + (-18008)*4047\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4048 \t 9 \t 2771 \t 1 \t 0\n", + "1 \t 4048 \t 2771 \t 1 \t 1277 \t 0 \t 1\n", + "2 \t 2771 \t 1277 \t 2 \t 217 \t 1 \t -9\n", + "3 \t 1277 \t 217 \t 5 \t 192 \t -1 \t 10\n", + "4 \t 217 \t 192 \t 1 \t 25 \t 3 \t -29\n", + "5 \t 192 \t 25 \t 7 \t 17 \t -16 \t 155\n", + "6 \t 25 \t 17 \t 1 \t 8 \t 19 \t -184\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -149 \t 1443\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 168 \t -1627\n", + "\t\t\t\t\t -485 \t 4697\n", + "GCD(39203, 4048) = 1, with coefficients -485 and 4697 such that 1 = (-485)*39203 + (4697)*4048\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4049 \t 9 \t 2762 \t 1 \t 0\n", + "1 \t 4049 \t 2762 \t 1 \t 1287 \t 0 \t 1\n", + "2 \t 2762 \t 1287 \t 2 \t 188 \t 1 \t -9\n", + "3 \t 1287 \t 188 \t 6 \t 159 \t -1 \t 10\n", + "4 \t 188 \t 159 \t 1 \t 29 \t 3 \t -29\n", + "5 \t 159 \t 29 \t 5 \t 14 \t -19 \t 184\n", + "6 \t 29 \t 14 \t 2 \t 1 \t 22 \t -213\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -129 \t 1249\n", + "\t\t\t\t\t 280 \t -2711\n", + "GCD(39203, 4049) = 1, with coefficients 280 and -2711 such that 1 = (280)*39203 + (-2711)*4049\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4050 \t 9 \t 2753 \t 1 \t 0\n", + "1 \t 4050 \t 2753 \t 1 \t 1297 \t 0 \t 1\n", + "2 \t 2753 \t 1297 \t 2 \t 159 \t 1 \t -9\n", + "3 \t 1297 \t 159 \t 8 \t 25 \t -1 \t 10\n", + "4 \t 159 \t 25 \t 6 \t 9 \t 3 \t -29\n", + "5 \t 25 \t 9 \t 2 \t 7 \t -25 \t 242\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 153 \t -1481\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -331 \t 3204\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 484 \t -4685\n", + "\t\t\t\t\t -1783 \t 17259\n", + "GCD(39203, 4050) = 1, with coefficients -1783 and 17259 such that 1 = (-1783)*39203 + (17259)*4050\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4051 \t 9 \t 2744 \t 1 \t 0\n", + "1 \t 4051 \t 2744 \t 1 \t 1307 \t 0 \t 1\n", + "2 \t 2744 \t 1307 \t 2 \t 130 \t 1 \t -9\n", + "3 \t 1307 \t 130 \t 10 \t 7 \t -1 \t 10\n", + "4 \t 130 \t 7 \t 18 \t 4 \t 3 \t -29\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -31 \t 300\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 561 \t -5429\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -592 \t 5729\n", + "\t\t\t\t\t 1153 \t -11158\n", + "GCD(39203, 4051) = 1, with coefficients 1153 and -11158 such that 1 = (1153)*39203 + (-11158)*4051\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4052 \t 9 \t 2735 \t 1 \t 0\n", + "1 \t 4052 \t 2735 \t 1 \t 1317 \t 0 \t 1\n", + "2 \t 2735 \t 1317 \t 2 \t 101 \t 1 \t -9\n", + "3 \t 1317 \t 101 \t 13 \t 4 \t -1 \t 10\n", + "4 \t 101 \t 4 \t 25 \t 1 \t 3 \t -29\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -40 \t 387\n", + "\t\t\t\t\t 1003 \t -9704\n", + "GCD(39203, 4052) = 1, with coefficients 1003 and -9704 such that 1 = (1003)*39203 + (-9704)*4052\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4053 \t 9 \t 2726 \t 1 \t 0\n", + "1 \t 4053 \t 2726 \t 1 \t 1327 \t 0 \t 1\n", + "2 \t 2726 \t 1327 \t 2 \t 72 \t 1 \t -9\n", + "3 \t 1327 \t 72 \t 18 \t 31 \t -1 \t 10\n", + "4 \t 72 \t 31 \t 2 \t 10 \t 3 \t -29\n", + "5 \t 31 \t 10 \t 3 \t 1 \t -55 \t 532\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 113 \t -1093\n", + "\t\t\t\t\t -394 \t 3811\n", + "GCD(39203, 4053) = 1, with coefficients -394 and 3811 such that 1 = (-394)*39203 + (3811)*4053\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4054 \t 9 \t 2717 \t 1 \t 0\n", + "1 \t 4054 \t 2717 \t 1 \t 1337 \t 0 \t 1\n", + "2 \t 2717 \t 1337 \t 2 \t 43 \t 1 \t -9\n", + "3 \t 1337 \t 43 \t 31 \t 4 \t -1 \t 10\n", + "4 \t 43 \t 4 \t 10 \t 3 \t 3 \t -29\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -94 \t 909\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 943 \t -9119\n", + "\t\t\t\t\t -1037 \t 10028\n", + "GCD(39203, 4054) = 1, with coefficients -1037 and 10028 such that 1 = (-1037)*39203 + (10028)*4054\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4055 \t 9 \t 2708 \t 1 \t 0\n", + "1 \t 4055 \t 2708 \t 1 \t 1347 \t 0 \t 1\n", + "2 \t 2708 \t 1347 \t 2 \t 14 \t 1 \t -9\n", + "3 \t 1347 \t 14 \t 96 \t 3 \t -1 \t 10\n", + "4 \t 14 \t 3 \t 4 \t 2 \t 3 \t -29\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -289 \t 2794\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1159 \t -11205\n", + "\t\t\t\t\t -1448 \t 13999\n", + "GCD(39203, 4055) = 1, with coefficients -1448 and 13999 such that 1 = (-1448)*39203 + (13999)*4055\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4056 \t 9 \t 2699 \t 1 \t 0\n", + "1 \t 4056 \t 2699 \t 1 \t 1357 \t 0 \t 1\n", + "2 \t 2699 \t 1357 \t 1 \t 1342 \t 1 \t -9\n", + "3 \t 1357 \t 1342 \t 1 \t 15 \t -1 \t 10\n", + "4 \t 1342 \t 15 \t 89 \t 7 \t 2 \t -19\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -3 \t 29\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 269 \t -2600\n", + "\t\t\t\t\t -541 \t 5229\n", + "GCD(39203, 4056) = 1, with coefficients -541 and 5229 such that 1 = (-541)*39203 + (5229)*4056\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4057 \t 9 \t 2690 \t 1 \t 0\n", + "1 \t 4057 \t 2690 \t 1 \t 1367 \t 0 \t 1\n", + "2 \t 2690 \t 1367 \t 1 \t 1323 \t 1 \t -9\n", + "3 \t 1367 \t 1323 \t 1 \t 44 \t -1 \t 10\n", + "4 \t 1323 \t 44 \t 30 \t 3 \t 2 \t -19\n", + "5 \t 44 \t 3 \t 14 \t 2 \t -3 \t 29\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 92 \t -889\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1291 \t 12475\n", + "\t\t\t\t\t 1383 \t -13364\n", + "GCD(39203, 4057) = 1, with coefficients 1383 and -13364 such that 1 = (1383)*39203 + (-13364)*4057\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4058 \t 9 \t 2681 \t 1 \t 0\n", + "1 \t 4058 \t 2681 \t 1 \t 1377 \t 0 \t 1\n", + "2 \t 2681 \t 1377 \t 1 \t 1304 \t 1 \t -9\n", + "3 \t 1377 \t 1304 \t 1 \t 73 \t -1 \t 10\n", + "4 \t 1304 \t 73 \t 17 \t 63 \t 2 \t -19\n", + "5 \t 73 \t 63 \t 1 \t 10 \t -3 \t 29\n", + "6 \t 63 \t 10 \t 6 \t 3 \t 53 \t -512\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -56 \t 541\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 389 \t -3758\n", + "\t\t\t\t\t -1223 \t 11815\n", + "GCD(39203, 4058) = 1, with coefficients -1223 and 11815 such that 1 = (-1223)*39203 + (11815)*4058\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4059 \t 9 \t 2672 \t 1 \t 0\n", + "1 \t 4059 \t 2672 \t 1 \t 1387 \t 0 \t 1\n", + "2 \t 2672 \t 1387 \t 1 \t 1285 \t 1 \t -9\n", + "3 \t 1387 \t 1285 \t 1 \t 102 \t -1 \t 10\n", + "4 \t 1285 \t 102 \t 12 \t 61 \t 2 \t -19\n", + "5 \t 102 \t 61 \t 1 \t 41 \t -3 \t 29\n", + "6 \t 61 \t 41 \t 1 \t 20 \t 38 \t -367\n", + "7 \t 41 \t 20 \t 2 \t 1 \t -41 \t 396\n", + "8 \t 20 \t 1 \t 20 \t 0 \t 79 \t -763\n", + "\t\t\t\t\t -199 \t 1922\n", + "GCD(39203, 4059) = 1, with coefficients -199 and 1922 such that 1 = (-199)*39203 + (1922)*4059\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4060 \t 9 \t 2663 \t 1 \t 0\n", + "1 \t 4060 \t 2663 \t 1 \t 1397 \t 0 \t 1\n", + "2 \t 2663 \t 1397 \t 1 \t 1266 \t 1 \t -9\n", + "3 \t 1397 \t 1266 \t 1 \t 131 \t -1 \t 10\n", + "4 \t 1266 \t 131 \t 9 \t 87 \t 2 \t -19\n", + "5 \t 131 \t 87 \t 1 \t 44 \t -3 \t 29\n", + "6 \t 87 \t 44 \t 1 \t 43 \t 29 \t -280\n", + "7 \t 44 \t 43 \t 1 \t 1 \t -32 \t 309\n", + "8 \t 43 \t 1 \t 43 \t 0 \t 61 \t -589\n", + "\t\t\t\t\t -93 \t 898\n", + "GCD(39203, 4060) = 1, with coefficients -93 and 898 such that 1 = (-93)*39203 + (898)*4060\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4061 \t 9 \t 2654 \t 1 \t 0\n", + "1 \t 4061 \t 2654 \t 1 \t 1407 \t 0 \t 1\n", + "2 \t 2654 \t 1407 \t 1 \t 1247 \t 1 \t -9\n", + "3 \t 1407 \t 1247 \t 1 \t 160 \t -1 \t 10\n", + "4 \t 1247 \t 160 \t 7 \t 127 \t 2 \t -19\n", + "5 \t 160 \t 127 \t 1 \t 33 \t -3 \t 29\n", + "6 \t 127 \t 33 \t 3 \t 28 \t 23 \t -222\n", + "7 \t 33 \t 28 \t 1 \t 5 \t -26 \t 251\n", + "8 \t 28 \t 5 \t 5 \t 3 \t 101 \t -975\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -127 \t 1226\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 736 \t -7105\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -863 \t 8331\n", + "\t\t\t\t\t 1599 \t -15436\n", + "GCD(39203, 4061) = 1, with coefficients 1599 and -15436 such that 1 = (1599)*39203 + (-15436)*4061\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4062 \t 9 \t 2645 \t 1 \t 0\n", + "1 \t 4062 \t 2645 \t 1 \t 1417 \t 0 \t 1\n", + "2 \t 2645 \t 1417 \t 1 \t 1228 \t 1 \t -9\n", + "3 \t 1417 \t 1228 \t 1 \t 189 \t -1 \t 10\n", + "4 \t 1228 \t 189 \t 6 \t 94 \t 2 \t -19\n", + "5 \t 189 \t 94 \t 2 \t 1 \t -3 \t 29\n", + "6 \t 94 \t 1 \t 94 \t 0 \t 20 \t -193\n", + "\t\t\t\t\t -43 \t 415\n", + "GCD(39203, 4062) = 1, with coefficients -43 and 415 such that 1 = (-43)*39203 + (415)*4062\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4063 \t 9 \t 2636 \t 1 \t 0\n", + "1 \t 4063 \t 2636 \t 1 \t 1427 \t 0 \t 1\n", + "2 \t 2636 \t 1427 \t 1 \t 1209 \t 1 \t -9\n", + "3 \t 1427 \t 1209 \t 1 \t 218 \t -1 \t 10\n", + "4 \t 1209 \t 218 \t 5 \t 119 \t 2 \t -19\n", + "5 \t 218 \t 119 \t 1 \t 99 \t -3 \t 29\n", + "6 \t 119 \t 99 \t 1 \t 20 \t 17 \t -164\n", + "7 \t 99 \t 20 \t 4 \t 19 \t -20 \t 193\n", + "8 \t 20 \t 19 \t 1 \t 1 \t 37 \t -357\n", + "9 \t 19 \t 1 \t 19 \t 0 \t -168 \t 1621\n", + "\t\t\t\t\t 205 \t -1978\n", + "GCD(39203, 4063) = 1, with coefficients 205 and -1978 such that 1 = (205)*39203 + (-1978)*4063\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4064 \t 9 \t 2627 \t 1 \t 0\n", + "1 \t 4064 \t 2627 \t 1 \t 1437 \t 0 \t 1\n", + "2 \t 2627 \t 1437 \t 1 \t 1190 \t 1 \t -9\n", + "3 \t 1437 \t 1190 \t 1 \t 247 \t -1 \t 10\n", + "4 \t 1190 \t 247 \t 4 \t 202 \t 2 \t -19\n", + "5 \t 247 \t 202 \t 1 \t 45 \t -3 \t 29\n", + "6 \t 202 \t 45 \t 4 \t 22 \t 14 \t -135\n", + "7 \t 45 \t 22 \t 2 \t 1 \t -17 \t 164\n", + "8 \t 22 \t 1 \t 22 \t 0 \t 82 \t -791\n", + "\t\t\t\t\t -181 \t 1746\n", + "GCD(39203, 4064) = 1, with coefficients -181 and 1746 such that 1 = (-181)*39203 + (1746)*4064\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4065 \t 9 \t 2618 \t 1 \t 0\n", + "1 \t 4065 \t 2618 \t 1 \t 1447 \t 0 \t 1\n", + "2 \t 2618 \t 1447 \t 1 \t 1171 \t 1 \t -9\n", + "3 \t 1447 \t 1171 \t 1 \t 276 \t -1 \t 10\n", + "4 \t 1171 \t 276 \t 4 \t 67 \t 2 \t -19\n", + "5 \t 276 \t 67 \t 4 \t 8 \t -3 \t 29\n", + "6 \t 67 \t 8 \t 8 \t 3 \t 14 \t -135\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -59 \t 569\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 486 \t -4687\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1031 \t 9943\n", + "\t\t\t\t\t 1517 \t -14630\n", + "GCD(39203, 4065) = 1, with coefficients 1517 and -14630 such that 1 = (1517)*39203 + (-14630)*4065\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4066 \t 9 \t 2609 \t 1 \t 0\n", + "1 \t 4066 \t 2609 \t 1 \t 1457 \t 0 \t 1\n", + "2 \t 2609 \t 1457 \t 1 \t 1152 \t 1 \t -9\n", + "3 \t 1457 \t 1152 \t 1 \t 305 \t -1 \t 10\n", + "4 \t 1152 \t 305 \t 3 \t 237 \t 2 \t -19\n", + "5 \t 305 \t 237 \t 1 \t 68 \t -3 \t 29\n", + "6 \t 237 \t 68 \t 3 \t 33 \t 11 \t -106\n", + "7 \t 68 \t 33 \t 2 \t 2 \t -14 \t 135\n", + "8 \t 33 \t 2 \t 16 \t 1 \t 53 \t -511\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -120 \t 1157\n", + "\t\t\t\t\t 1973 \t -19023\n", + "GCD(39203, 4066) = 1, with coefficients 1973 and -19023 such that 1 = (1973)*39203 + (-19023)*4066\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4067 \t 9 \t 2600 \t 1 \t 0\n", + "1 \t 4067 \t 2600 \t 1 \t 1467 \t 0 \t 1\n", + "2 \t 2600 \t 1467 \t 1 \t 1133 \t 1 \t -9\n", + "3 \t 1467 \t 1133 \t 1 \t 334 \t -1 \t 10\n", + "4 \t 1133 \t 334 \t 3 \t 131 \t 2 \t -19\n", + "5 \t 334 \t 131 \t 2 \t 72 \t -3 \t 29\n", + "6 \t 131 \t 72 \t 1 \t 59 \t 11 \t -106\n", + "7 \t 72 \t 59 \t 1 \t 13 \t -25 \t 241\n", + "8 \t 59 \t 13 \t 4 \t 7 \t 36 \t -347\n", + "9 \t 13 \t 7 \t 1 \t 6 \t -61 \t 588\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 280 \t -2699\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -341 \t 3287\n", + "\t\t\t\t\t 621 \t -5986\n", + "GCD(39203, 4067) = 1, with coefficients 621 and -5986 such that 1 = (621)*39203 + (-5986)*4067\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4068 \t 9 \t 2591 \t 1 \t 0\n", + "1 \t 4068 \t 2591 \t 1 \t 1477 \t 0 \t 1\n", + "2 \t 2591 \t 1477 \t 1 \t 1114 \t 1 \t -9\n", + "3 \t 1477 \t 1114 \t 1 \t 363 \t -1 \t 10\n", + "4 \t 1114 \t 363 \t 3 \t 25 \t 2 \t -19\n", + "5 \t 363 \t 25 \t 14 \t 13 \t -3 \t 29\n", + "6 \t 25 \t 13 \t 1 \t 12 \t 11 \t -106\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -157 \t 1513\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 168 \t -1619\n", + "\t\t\t\t\t -325 \t 3132\n", + "GCD(39203, 4068) = 1, with coefficients -325 and 3132 such that 1 = (-325)*39203 + (3132)*4068\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4069 \t 9 \t 2582 \t 1 \t 0\n", + "1 \t 4069 \t 2582 \t 1 \t 1487 \t 0 \t 1\n", + "2 \t 2582 \t 1487 \t 1 \t 1095 \t 1 \t -9\n", + "3 \t 1487 \t 1095 \t 1 \t 392 \t -1 \t 10\n", + "4 \t 1095 \t 392 \t 2 \t 311 \t 2 \t -19\n", + "5 \t 392 \t 311 \t 1 \t 81 \t -3 \t 29\n", + "6 \t 311 \t 81 \t 3 \t 68 \t 8 \t -77\n", + "7 \t 81 \t 68 \t 1 \t 13 \t -11 \t 106\n", + "8 \t 68 \t 13 \t 5 \t 3 \t 41 \t -395\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -52 \t 501\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 301 \t -2900\n", + "\t\t\t\t\t -1256 \t 12101\n", + "GCD(39203, 4069) = 1, with coefficients -1256 and 12101 such that 1 = (-1256)*39203 + (12101)*4069\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4070 \t 9 \t 2573 \t 1 \t 0\n", + "1 \t 4070 \t 2573 \t 1 \t 1497 \t 0 \t 1\n", + "2 \t 2573 \t 1497 \t 1 \t 1076 \t 1 \t -9\n", + "3 \t 1497 \t 1076 \t 1 \t 421 \t -1 \t 10\n", + "4 \t 1076 \t 421 \t 2 \t 234 \t 2 \t -19\n", + "5 \t 421 \t 234 \t 1 \t 187 \t -3 \t 29\n", + "6 \t 234 \t 187 \t 1 \t 47 \t 8 \t -77\n", + "7 \t 187 \t 47 \t 3 \t 46 \t -11 \t 106\n", + "8 \t 47 \t 46 \t 1 \t 1 \t 19 \t -183\n", + "9 \t 46 \t 1 \t 46 \t 0 \t -68 \t 655\n", + "\t\t\t\t\t 87 \t -838\n", + "GCD(39203, 4070) = 1, with coefficients 87 and -838 such that 1 = (87)*39203 + (-838)*4070\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4071 \t 9 \t 2564 \t 1 \t 0\n", + "1 \t 4071 \t 2564 \t 1 \t 1507 \t 0 \t 1\n", + "2 \t 2564 \t 1507 \t 1 \t 1057 \t 1 \t -9\n", + "3 \t 1507 \t 1057 \t 1 \t 450 \t -1 \t 10\n", + "4 \t 1057 \t 450 \t 2 \t 157 \t 2 \t -19\n", + "5 \t 450 \t 157 \t 2 \t 136 \t -3 \t 29\n", + "6 \t 157 \t 136 \t 1 \t 21 \t 8 \t -77\n", + "7 \t 136 \t 21 \t 6 \t 10 \t -19 \t 183\n", + "8 \t 21 \t 10 \t 2 \t 1 \t 27 \t -260\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -181 \t 1743\n", + "\t\t\t\t\t 389 \t -3746\n", + "GCD(39203, 4071) = 1, with coefficients 389 and -3746 such that 1 = (389)*39203 + (-3746)*4071\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4072 \t 9 \t 2555 \t 1 \t 0\n", + "1 \t 4072 \t 2555 \t 1 \t 1517 \t 0 \t 1\n", + "2 \t 2555 \t 1517 \t 1 \t 1038 \t 1 \t -9\n", + "3 \t 1517 \t 1038 \t 1 \t 479 \t -1 \t 10\n", + "4 \t 1038 \t 479 \t 2 \t 80 \t 2 \t -19\n", + "5 \t 479 \t 80 \t 5 \t 79 \t -3 \t 29\n", + "6 \t 80 \t 79 \t 1 \t 1 \t 8 \t -77\n", + "7 \t 79 \t 1 \t 79 \t 0 \t -43 \t 414\n", + "\t\t\t\t\t 51 \t -491\n", + "GCD(39203, 4072) = 1, with coefficients 51 and -491 such that 1 = (51)*39203 + (-491)*4072\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4073 \t 9 \t 2546 \t 1 \t 0\n", + "1 \t 4073 \t 2546 \t 1 \t 1527 \t 0 \t 1\n", + "2 \t 2546 \t 1527 \t 1 \t 1019 \t 1 \t -9\n", + "3 \t 1527 \t 1019 \t 1 \t 508 \t -1 \t 10\n", + "4 \t 1019 \t 508 \t 2 \t 3 \t 2 \t -19\n", + "5 \t 508 \t 3 \t 169 \t 1 \t -3 \t 29\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 8 \t -77\n", + "\t\t\t\t\t -1355 \t 13042\n", + "GCD(39203, 4073) = 1, with coefficients -1355 and 13042 such that 1 = (-1355)*39203 + (13042)*4073\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4074 \t 9 \t 2537 \t 1 \t 0\n", + "1 \t 4074 \t 2537 \t 1 \t 1537 \t 0 \t 1\n", + "2 \t 2537 \t 1537 \t 1 \t 1000 \t 1 \t -9\n", + "3 \t 1537 \t 1000 \t 1 \t 537 \t -1 \t 10\n", + "4 \t 1000 \t 537 \t 1 \t 463 \t 2 \t -19\n", + "5 \t 537 \t 463 \t 1 \t 74 \t -3 \t 29\n", + "6 \t 463 \t 74 \t 6 \t 19 \t 5 \t -48\n", + "7 \t 74 \t 19 \t 3 \t 17 \t -8 \t 77\n", + "8 \t 19 \t 17 \t 1 \t 2 \t 53 \t -510\n", + "9 \t 17 \t 2 \t 8 \t 1 \t -167 \t 1607\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 220 \t -2117\n", + "\t\t\t\t\t -1927 \t 18543\n", + "GCD(39203, 4074) = 1, with coefficients -1927 and 18543 such that 1 = (-1927)*39203 + (18543)*4074\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4075 \t 9 \t 2528 \t 1 \t 0\n", + "1 \t 4075 \t 2528 \t 1 \t 1547 \t 0 \t 1\n", + "2 \t 2528 \t 1547 \t 1 \t 981 \t 1 \t -9\n", + "3 \t 1547 \t 981 \t 1 \t 566 \t -1 \t 10\n", + "4 \t 981 \t 566 \t 1 \t 415 \t 2 \t -19\n", + "5 \t 566 \t 415 \t 1 \t 151 \t -3 \t 29\n", + "6 \t 415 \t 151 \t 2 \t 113 \t 5 \t -48\n", + "7 \t 151 \t 113 \t 1 \t 38 \t -8 \t 77\n", + "8 \t 113 \t 38 \t 2 \t 37 \t 21 \t -202\n", + "9 \t 38 \t 37 \t 1 \t 1 \t -29 \t 279\n", + "10 \t 37 \t 1 \t 37 \t 0 \t 79 \t -760\n", + "\t\t\t\t\t -108 \t 1039\n", + "GCD(39203, 4075) = 1, with coefficients -108 and 1039 such that 1 = (-108)*39203 + (1039)*4075\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4076 \t 9 \t 2519 \t 1 \t 0\n", + "1 \t 4076 \t 2519 \t 1 \t 1557 \t 0 \t 1\n", + "2 \t 2519 \t 1557 \t 1 \t 962 \t 1 \t -9\n", + "3 \t 1557 \t 962 \t 1 \t 595 \t -1 \t 10\n", + "4 \t 962 \t 595 \t 1 \t 367 \t 2 \t -19\n", + "5 \t 595 \t 367 \t 1 \t 228 \t -3 \t 29\n", + "6 \t 367 \t 228 \t 1 \t 139 \t 5 \t -48\n", + "7 \t 228 \t 139 \t 1 \t 89 \t -8 \t 77\n", + "8 \t 139 \t 89 \t 1 \t 50 \t 13 \t -125\n", + "9 \t 89 \t 50 \t 1 \t 39 \t -21 \t 202\n", + "10 \t 50 \t 39 \t 1 \t 11 \t 34 \t -327\n", + "11 \t 39 \t 11 \t 3 \t 6 \t -55 \t 529\n", + "12 \t 11 \t 6 \t 1 \t 5 \t 89 \t -856\n", + "13 \t 6 \t 5 \t 1 \t 1 \t -322 \t 3097\n", + "14 \t 5 \t 1 \t 5 \t 0 \t 411 \t -3953\n", + "\t\t\t\t\t -733 \t 7050\n", + "GCD(39203, 4076) = 1, with coefficients -733 and 7050 such that 1 = (-733)*39203 + (7050)*4076\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4077 \t 9 \t 2510 \t 1 \t 0\n", + "1 \t 4077 \t 2510 \t 1 \t 1567 \t 0 \t 1\n", + "2 \t 2510 \t 1567 \t 1 \t 943 \t 1 \t -9\n", + "3 \t 1567 \t 943 \t 1 \t 624 \t -1 \t 10\n", + "4 \t 943 \t 624 \t 1 \t 319 \t 2 \t -19\n", + "5 \t 624 \t 319 \t 1 \t 305 \t -3 \t 29\n", + "6 \t 319 \t 305 \t 1 \t 14 \t 5 \t -48\n", + "7 \t 305 \t 14 \t 21 \t 11 \t -8 \t 77\n", + "8 \t 14 \t 11 \t 1 \t 3 \t 13 \t -125\n", + "9 \t 11 \t 3 \t 3 \t 2 \t -281 \t 2702\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 294 \t -2827\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1163 \t 11183\n", + "\t\t\t\t\t 1457 \t -14010\n", + "GCD(39203, 4077) = 1, with coefficients 1457 and -14010 such that 1 = (1457)*39203 + (-14010)*4077\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4078 \t 9 \t 2501 \t 1 \t 0\n", + "1 \t 4078 \t 2501 \t 1 \t 1577 \t 0 \t 1\n", + "2 \t 2501 \t 1577 \t 1 \t 924 \t 1 \t -9\n", + "3 \t 1577 \t 924 \t 1 \t 653 \t -1 \t 10\n", + "4 \t 924 \t 653 \t 1 \t 271 \t 2 \t -19\n", + "5 \t 653 \t 271 \t 2 \t 111 \t -3 \t 29\n", + "6 \t 271 \t 111 \t 2 \t 49 \t 5 \t -48\n", + "7 \t 111 \t 49 \t 2 \t 13 \t -13 \t 125\n", + "8 \t 49 \t 13 \t 3 \t 10 \t 31 \t -298\n", + "9 \t 13 \t 10 \t 1 \t 3 \t -75 \t 721\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 256 \t -2461\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -331 \t 3182\n", + "\t\t\t\t\t 1249 \t -12007\n", + "GCD(39203, 4078) = 1, with coefficients 1249 and -12007 such that 1 = (1249)*39203 + (-12007)*4078\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4079 \t 9 \t 2492 \t 1 \t 0\n", + "1 \t 4079 \t 2492 \t 1 \t 1587 \t 0 \t 1\n", + "2 \t 2492 \t 1587 \t 1 \t 905 \t 1 \t -9\n", + "3 \t 1587 \t 905 \t 1 \t 682 \t -1 \t 10\n", + "4 \t 905 \t 682 \t 1 \t 223 \t 2 \t -19\n", + "5 \t 682 \t 223 \t 3 \t 13 \t -3 \t 29\n", + "6 \t 223 \t 13 \t 17 \t 2 \t 5 \t -48\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -18 \t 173\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 311 \t -2989\n", + "\t\t\t\t\t -1884 \t 18107\n", + "GCD(39203, 4079) = 1, with coefficients -1884 and 18107 such that 1 = (-1884)*39203 + (18107)*4079\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4080 \t 9 \t 2483 \t 1 \t 0\n", + "1 \t 4080 \t 2483 \t 1 \t 1597 \t 0 \t 1\n", + "2 \t 2483 \t 1597 \t 1 \t 886 \t 1 \t -9\n", + "3 \t 1597 \t 886 \t 1 \t 711 \t -1 \t 10\n", + "4 \t 886 \t 711 \t 1 \t 175 \t 2 \t -19\n", + "5 \t 711 \t 175 \t 4 \t 11 \t -3 \t 29\n", + "6 \t 175 \t 11 \t 15 \t 10 \t 5 \t -48\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -23 \t 221\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 350 \t -3363\n", + "\t\t\t\t\t -373 \t 3584\n", + "GCD(39203, 4080) = 1, with coefficients -373 and 3584 such that 1 = (-373)*39203 + (3584)*4080\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4081 \t 9 \t 2474 \t 1 \t 0\n", + "1 \t 4081 \t 2474 \t 1 \t 1607 \t 0 \t 1\n", + "2 \t 2474 \t 1607 \t 1 \t 867 \t 1 \t -9\n", + "3 \t 1607 \t 867 \t 1 \t 740 \t -1 \t 10\n", + "4 \t 867 \t 740 \t 1 \t 127 \t 2 \t -19\n", + "5 \t 740 \t 127 \t 5 \t 105 \t -3 \t 29\n", + "6 \t 127 \t 105 \t 1 \t 22 \t 5 \t -48\n", + "7 \t 105 \t 22 \t 4 \t 17 \t -28 \t 269\n", + "8 \t 22 \t 17 \t 1 \t 5 \t 33 \t -317\n", + "9 \t 17 \t 5 \t 3 \t 2 \t -160 \t 1537\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 193 \t -1854\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -739 \t 7099\n", + "\t\t\t\t\t 1671 \t -16052\n", + "GCD(39203, 4081) = 1, with coefficients 1671 and -16052 such that 1 = (1671)*39203 + (-16052)*4081\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4082 \t 9 \t 2465 \t 1 \t 0\n", + "1 \t 4082 \t 2465 \t 1 \t 1617 \t 0 \t 1\n", + "2 \t 2465 \t 1617 \t 1 \t 848 \t 1 \t -9\n", + "3 \t 1617 \t 848 \t 1 \t 769 \t -1 \t 10\n", + "4 \t 848 \t 769 \t 1 \t 79 \t 2 \t -19\n", + "5 \t 769 \t 79 \t 9 \t 58 \t -3 \t 29\n", + "6 \t 79 \t 58 \t 1 \t 21 \t 5 \t -48\n", + "7 \t 58 \t 21 \t 2 \t 16 \t -48 \t 461\n", + "8 \t 21 \t 16 \t 1 \t 5 \t 53 \t -509\n", + "9 \t 16 \t 5 \t 3 \t 1 \t -154 \t 1479\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 207 \t -1988\n", + "\t\t\t\t\t -775 \t 7443\n", + "GCD(39203, 4082) = 1, with coefficients -775 and 7443 such that 1 = (-775)*39203 + (7443)*4082\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4083 \t 9 \t 2456 \t 1 \t 0\n", + "1 \t 4083 \t 2456 \t 1 \t 1627 \t 0 \t 1\n", + "2 \t 2456 \t 1627 \t 1 \t 829 \t 1 \t -9\n", + "3 \t 1627 \t 829 \t 1 \t 798 \t -1 \t 10\n", + "4 \t 829 \t 798 \t 1 \t 31 \t 2 \t -19\n", + "5 \t 798 \t 31 \t 25 \t 23 \t -3 \t 29\n", + "6 \t 31 \t 23 \t 1 \t 8 \t 5 \t -48\n", + "7 \t 23 \t 8 \t 2 \t 7 \t -128 \t 1229\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 133 \t -1277\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -394 \t 3783\n", + "\t\t\t\t\t 527 \t -5060\n", + "GCD(39203, 4083) = 1, with coefficients 527 and -5060 such that 1 = (527)*39203 + (-5060)*4083\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4084 \t 9 \t 2447 \t 1 \t 0\n", + "1 \t 4084 \t 2447 \t 1 \t 1637 \t 0 \t 1\n", + "2 \t 2447 \t 1637 \t 1 \t 810 \t 1 \t -9\n", + "3 \t 1637 \t 810 \t 2 \t 17 \t -1 \t 10\n", + "4 \t 810 \t 17 \t 47 \t 11 \t 2 \t -19\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -5 \t 48\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 237 \t -2275\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -242 \t 2323\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 479 \t -4598\n", + "\t\t\t\t\t -721 \t 6921\n", + "GCD(39203, 4084) = 1, with coefficients -721 and 6921 such that 1 = (-721)*39203 + (6921)*4084\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4085 \t 9 \t 2438 \t 1 \t 0\n", + "1 \t 4085 \t 2438 \t 1 \t 1647 \t 0 \t 1\n", + "2 \t 2438 \t 1647 \t 1 \t 791 \t 1 \t -9\n", + "3 \t 1647 \t 791 \t 2 \t 65 \t -1 \t 10\n", + "4 \t 791 \t 65 \t 12 \t 11 \t 2 \t -19\n", + "5 \t 65 \t 11 \t 5 \t 10 \t -5 \t 48\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 62 \t -595\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -315 \t 3023\n", + "\t\t\t\t\t 377 \t -3618\n", + "GCD(39203, 4085) = 1, with coefficients 377 and -3618 such that 1 = (377)*39203 + (-3618)*4085\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4086 \t 9 \t 2429 \t 1 \t 0\n", + "1 \t 4086 \t 2429 \t 1 \t 1657 \t 0 \t 1\n", + "2 \t 2429 \t 1657 \t 1 \t 772 \t 1 \t -9\n", + "3 \t 1657 \t 772 \t 2 \t 113 \t -1 \t 10\n", + "4 \t 772 \t 113 \t 6 \t 94 \t 2 \t -19\n", + "5 \t 113 \t 94 \t 1 \t 19 \t -5 \t 48\n", + "6 \t 94 \t 19 \t 4 \t 18 \t 32 \t -307\n", + "7 \t 19 \t 18 \t 1 \t 1 \t -37 \t 355\n", + "8 \t 18 \t 1 \t 18 \t 0 \t 180 \t -1727\n", + "\t\t\t\t\t -217 \t 2082\n", + "GCD(39203, 4086) = 1, with coefficients -217 and 2082 such that 1 = (-217)*39203 + (2082)*4086\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4087 \t 9 \t 2420 \t 1 \t 0\n", + "1 \t 4087 \t 2420 \t 1 \t 1667 \t 0 \t 1\n", + "2 \t 2420 \t 1667 \t 1 \t 753 \t 1 \t -9\n", + "3 \t 1667 \t 753 \t 2 \t 161 \t -1 \t 10\n", + "4 \t 753 \t 161 \t 4 \t 109 \t 2 \t -19\n", + "5 \t 161 \t 109 \t 1 \t 52 \t -5 \t 48\n", + "6 \t 109 \t 52 \t 2 \t 5 \t 22 \t -211\n", + "7 \t 52 \t 5 \t 10 \t 2 \t -27 \t 259\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 76 \t -729\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -787 \t 7549\n", + "\t\t\t\t\t 1650 \t -15827\n", + "GCD(39203, 4087) = 1, with coefficients 1650 and -15827 such that 1 = (1650)*39203 + (-15827)*4087\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4088 \t 9 \t 2411 \t 1 \t 0\n", + "1 \t 4088 \t 2411 \t 1 \t 1677 \t 0 \t 1\n", + "2 \t 2411 \t 1677 \t 1 \t 734 \t 1 \t -9\n", + "3 \t 1677 \t 734 \t 2 \t 209 \t -1 \t 10\n", + "4 \t 734 \t 209 \t 3 \t 107 \t 2 \t -19\n", + "5 \t 209 \t 107 \t 1 \t 102 \t -5 \t 48\n", + "6 \t 107 \t 102 \t 1 \t 5 \t 17 \t -163\n", + "7 \t 102 \t 5 \t 20 \t 2 \t -22 \t 211\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 39 \t -374\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -802 \t 7691\n", + "\t\t\t\t\t 1643 \t -15756\n", + "GCD(39203, 4088) = 1, with coefficients 1643 and -15756 such that 1 = (1643)*39203 + (-15756)*4088\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4089 \t 9 \t 2402 \t 1 \t 0\n", + "1 \t 4089 \t 2402 \t 1 \t 1687 \t 0 \t 1\n", + "2 \t 2402 \t 1687 \t 1 \t 715 \t 1 \t -9\n", + "3 \t 1687 \t 715 \t 2 \t 257 \t -1 \t 10\n", + "4 \t 715 \t 257 \t 2 \t 201 \t 2 \t -19\n", + "5 \t 257 \t 201 \t 1 \t 56 \t -5 \t 48\n", + "6 \t 201 \t 56 \t 3 \t 33 \t 12 \t -115\n", + "7 \t 56 \t 33 \t 1 \t 23 \t -17 \t 163\n", + "8 \t 33 \t 23 \t 1 \t 10 \t 63 \t -604\n", + "9 \t 23 \t 10 \t 2 \t 3 \t -80 \t 767\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 143 \t -1371\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -366 \t 3509\n", + "\t\t\t\t\t 1241 \t -11898\n", + "GCD(39203, 4089) = 1, with coefficients 1241 and -11898 such that 1 = (1241)*39203 + (-11898)*4089\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4090 \t 9 \t 2393 \t 1 \t 0\n", + "1 \t 4090 \t 2393 \t 1 \t 1697 \t 0 \t 1\n", + "2 \t 2393 \t 1697 \t 1 \t 696 \t 1 \t -9\n", + "3 \t 1697 \t 696 \t 2 \t 305 \t -1 \t 10\n", + "4 \t 696 \t 305 \t 2 \t 86 \t 2 \t -19\n", + "5 \t 305 \t 86 \t 3 \t 47 \t -5 \t 48\n", + "6 \t 86 \t 47 \t 1 \t 39 \t 12 \t -115\n", + "7 \t 47 \t 39 \t 1 \t 8 \t -41 \t 393\n", + "8 \t 39 \t 8 \t 4 \t 7 \t 53 \t -508\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -94 \t 901\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 429 \t -4112\n", + "\t\t\t\t\t -523 \t 5013\n", + "GCD(39203, 4090) = 1, with coefficients -523 and 5013 such that 1 = (-523)*39203 + (5013)*4090\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4091 \t 9 \t 2384 \t 1 \t 0\n", + "1 \t 4091 \t 2384 \t 1 \t 1707 \t 0 \t 1\n", + "2 \t 2384 \t 1707 \t 1 \t 677 \t 1 \t -9\n", + "3 \t 1707 \t 677 \t 2 \t 353 \t -1 \t 10\n", + "4 \t 677 \t 353 \t 1 \t 324 \t 2 \t -19\n", + "5 \t 353 \t 324 \t 1 \t 29 \t -5 \t 48\n", + "6 \t 324 \t 29 \t 11 \t 5 \t 7 \t -67\n", + "7 \t 29 \t 5 \t 5 \t 4 \t -12 \t 115\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 139 \t -1332\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -707 \t 6775\n", + "\t\t\t\t\t 846 \t -8107\n", + "GCD(39203, 4091) = 1, with coefficients 846 and -8107 such that 1 = (846)*39203 + (-8107)*4091\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4092 \t 9 \t 2375 \t 1 \t 0\n", + "1 \t 4092 \t 2375 \t 1 \t 1717 \t 0 \t 1\n", + "2 \t 2375 \t 1717 \t 1 \t 658 \t 1 \t -9\n", + "3 \t 1717 \t 658 \t 2 \t 401 \t -1 \t 10\n", + "4 \t 658 \t 401 \t 1 \t 257 \t 2 \t -19\n", + "5 \t 401 \t 257 \t 1 \t 144 \t -5 \t 48\n", + "6 \t 257 \t 144 \t 1 \t 113 \t 7 \t -67\n", + "7 \t 144 \t 113 \t 1 \t 31 \t -12 \t 115\n", + "8 \t 113 \t 31 \t 3 \t 20 \t 19 \t -182\n", + "9 \t 31 \t 20 \t 1 \t 11 \t -31 \t 297\n", + "10 \t 20 \t 11 \t 1 \t 9 \t 112 \t -1073\n", + "11 \t 11 \t 9 \t 1 \t 2 \t -143 \t 1370\n", + "12 \t 9 \t 2 \t 4 \t 1 \t 255 \t -2443\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -398 \t 3813\n", + "\t\t\t\t\t 1847 \t -17695\n", + "GCD(39203, 4092) = 1, with coefficients 1847 and -17695 such that 1 = (1847)*39203 + (-17695)*4092\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4093 \t 9 \t 2366 \t 1 \t 0\n", + "1 \t 4093 \t 2366 \t 1 \t 1727 \t 0 \t 1\n", + "2 \t 2366 \t 1727 \t 1 \t 639 \t 1 \t -9\n", + "3 \t 1727 \t 639 \t 2 \t 449 \t -1 \t 10\n", + "4 \t 639 \t 449 \t 1 \t 190 \t 2 \t -19\n", + "5 \t 449 \t 190 \t 2 \t 69 \t -5 \t 48\n", + "6 \t 190 \t 69 \t 2 \t 52 \t 7 \t -67\n", + "7 \t 69 \t 52 \t 1 \t 17 \t -19 \t 182\n", + "8 \t 52 \t 17 \t 3 \t 1 \t 45 \t -431\n", + "9 \t 17 \t 1 \t 17 \t 0 \t -64 \t 613\n", + "\t\t\t\t\t 237 \t -2270\n", + "GCD(39203, 4093) = 1, with coefficients 237 and -2270 such that 1 = (237)*39203 + (-2270)*4093\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4094 \t 9 \t 2357 \t 1 \t 0\n", + "1 \t 4094 \t 2357 \t 1 \t 1737 \t 0 \t 1\n", + "2 \t 2357 \t 1737 \t 1 \t 620 \t 1 \t -9\n", + "3 \t 1737 \t 620 \t 2 \t 497 \t -1 \t 10\n", + "4 \t 620 \t 497 \t 1 \t 123 \t 2 \t -19\n", + "5 \t 497 \t 123 \t 4 \t 5 \t -5 \t 48\n", + "6 \t 123 \t 5 \t 24 \t 3 \t 7 \t -67\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -33 \t 316\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 799 \t -7651\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -832 \t 7967\n", + "\t\t\t\t\t 1631 \t -15618\n", + "GCD(39203, 4094) = 1, with coefficients 1631 and -15618 such that 1 = (1631)*39203 + (-15618)*4094\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4095 \t 9 \t 2348 \t 1 \t 0\n", + "1 \t 4095 \t 2348 \t 1 \t 1747 \t 0 \t 1\n", + "2 \t 2348 \t 1747 \t 1 \t 601 \t 1 \t -9\n", + "3 \t 1747 \t 601 \t 2 \t 545 \t -1 \t 10\n", + "4 \t 601 \t 545 \t 1 \t 56 \t 2 \t -19\n", + "5 \t 545 \t 56 \t 9 \t 41 \t -5 \t 48\n", + "6 \t 56 \t 41 \t 1 \t 15 \t 7 \t -67\n", + "7 \t 41 \t 15 \t 2 \t 11 \t -68 \t 651\n", + "8 \t 15 \t 11 \t 1 \t 4 \t 75 \t -718\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -218 \t 2087\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 293 \t -2805\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -804 \t 7697\n", + "\t\t\t\t\t 1097 \t -10502\n", + "GCD(39203, 4095) = 1, with coefficients 1097 and -10502 such that 1 = (1097)*39203 + (-10502)*4095\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4096 \t 9 \t 2339 \t 1 \t 0\n", + "1 \t 4096 \t 2339 \t 1 \t 1757 \t 0 \t 1\n", + "2 \t 2339 \t 1757 \t 1 \t 582 \t 1 \t -9\n", + "3 \t 1757 \t 582 \t 3 \t 11 \t -1 \t 10\n", + "4 \t 582 \t 11 \t 52 \t 10 \t 2 \t -19\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -7 \t 67\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 366 \t -3503\n", + "\t\t\t\t\t -373 \t 3570\n", + "GCD(39203, 4096) = 1, with coefficients -373 and 3570 such that 1 = (-373)*39203 + (3570)*4096\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4097 \t 9 \t 2330 \t 1 \t 0\n", + "1 \t 4097 \t 2330 \t 1 \t 1767 \t 0 \t 1\n", + "2 \t 2330 \t 1767 \t 1 \t 563 \t 1 \t -9\n", + "3 \t 1767 \t 563 \t 3 \t 78 \t -1 \t 10\n", + "4 \t 563 \t 78 \t 7 \t 17 \t 2 \t -19\n", + "5 \t 78 \t 17 \t 4 \t 10 \t -7 \t 67\n", + "6 \t 17 \t 10 \t 1 \t 7 \t 51 \t -488\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -211 \t 2019\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 262 \t -2507\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -473 \t 4526\n", + "\t\t\t\t\t 1208 \t -11559\n", + "GCD(39203, 4097) = 1, with coefficients 1208 and -11559 such that 1 = (1208)*39203 + (-11559)*4097\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4098 \t 9 \t 2321 \t 1 \t 0\n", + "1 \t 4098 \t 2321 \t 1 \t 1777 \t 0 \t 1\n", + "2 \t 2321 \t 1777 \t 1 \t 544 \t 1 \t -9\n", + "3 \t 1777 \t 544 \t 3 \t 145 \t -1 \t 10\n", + "4 \t 544 \t 145 \t 3 \t 109 \t 2 \t -19\n", + "5 \t 145 \t 109 \t 1 \t 36 \t -7 \t 67\n", + "6 \t 109 \t 36 \t 3 \t 1 \t 23 \t -220\n", + "7 \t 36 \t 1 \t 36 \t 0 \t -30 \t 287\n", + "\t\t\t\t\t 113 \t -1081\n", + "GCD(39203, 4098) = 1, with coefficients 113 and -1081 such that 1 = (113)*39203 + (-1081)*4098\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4099 \t 9 \t 2312 \t 1 \t 0\n", + "1 \t 4099 \t 2312 \t 1 \t 1787 \t 0 \t 1\n", + "2 \t 2312 \t 1787 \t 1 \t 525 \t 1 \t -9\n", + "3 \t 1787 \t 525 \t 3 \t 212 \t -1 \t 10\n", + "4 \t 525 \t 212 \t 2 \t 101 \t 2 \t -19\n", + "5 \t 212 \t 101 \t 2 \t 10 \t -7 \t 67\n", + "6 \t 101 \t 10 \t 10 \t 1 \t 16 \t -153\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -39 \t 373\n", + "\t\t\t\t\t 406 \t -3883\n", + "GCD(39203, 4099) = 1, with coefficients 406 and -3883 such that 1 = (406)*39203 + (-3883)*4099\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4100 \t 9 \t 2303 \t 1 \t 0\n", + "1 \t 4100 \t 2303 \t 1 \t 1797 \t 0 \t 1\n", + "2 \t 2303 \t 1797 \t 1 \t 506 \t 1 \t -9\n", + "3 \t 1797 \t 506 \t 3 \t 279 \t -1 \t 10\n", + "4 \t 506 \t 279 \t 1 \t 227 \t 2 \t -19\n", + "5 \t 279 \t 227 \t 1 \t 52 \t -7 \t 67\n", + "6 \t 227 \t 52 \t 4 \t 19 \t 9 \t -86\n", + "7 \t 52 \t 19 \t 2 \t 14 \t -16 \t 153\n", + "8 \t 19 \t 14 \t 1 \t 5 \t 73 \t -698\n", + "9 \t 14 \t 5 \t 2 \t 4 \t -162 \t 1549\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 235 \t -2247\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -632 \t 6043\n", + "\t\t\t\t\t 867 \t -8290\n", + "GCD(39203, 4100) = 1, with coefficients 867 and -8290 such that 1 = (867)*39203 + (-8290)*4100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4101 \t 9 \t 2294 \t 1 \t 0\n", + "1 \t 4101 \t 2294 \t 1 \t 1807 \t 0 \t 1\n", + "2 \t 2294 \t 1807 \t 1 \t 487 \t 1 \t -9\n", + "3 \t 1807 \t 487 \t 3 \t 346 \t -1 \t 10\n", + "4 \t 487 \t 346 \t 1 \t 141 \t 2 \t -19\n", + "5 \t 346 \t 141 \t 2 \t 64 \t -7 \t 67\n", + "6 \t 141 \t 64 \t 2 \t 13 \t 9 \t -86\n", + "7 \t 64 \t 13 \t 4 \t 12 \t -25 \t 239\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 59 \t -564\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -261 \t 2495\n", + "\t\t\t\t\t 320 \t -3059\n", + "GCD(39203, 4101) = 1, with coefficients 320 and -3059 such that 1 = (320)*39203 + (-3059)*4101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4102 \t 9 \t 2285 \t 1 \t 0\n", + "1 \t 4102 \t 2285 \t 1 \t 1817 \t 0 \t 1\n", + "2 \t 2285 \t 1817 \t 1 \t 468 \t 1 \t -9\n", + "3 \t 1817 \t 468 \t 3 \t 413 \t -1 \t 10\n", + "4 \t 468 \t 413 \t 1 \t 55 \t 2 \t -19\n", + "5 \t 413 \t 55 \t 7 \t 28 \t -7 \t 67\n", + "6 \t 55 \t 28 \t 1 \t 27 \t 9 \t -86\n", + "7 \t 28 \t 27 \t 1 \t 1 \t -70 \t 669\n", + "8 \t 27 \t 1 \t 27 \t 0 \t 79 \t -755\n", + "\t\t\t\t\t -149 \t 1424\n", + "GCD(39203, 4102) = 1, with coefficients -149 and 1424 such that 1 = (-149)*39203 + (1424)*4102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4103 \t 9 \t 2276 \t 1 \t 0\n", + "1 \t 4103 \t 2276 \t 1 \t 1827 \t 0 \t 1\n", + "2 \t 2276 \t 1827 \t 1 \t 449 \t 1 \t -9\n", + "3 \t 1827 \t 449 \t 4 \t 31 \t -1 \t 10\n", + "4 \t 449 \t 31 \t 14 \t 15 \t 2 \t -19\n", + "5 \t 31 \t 15 \t 2 \t 1 \t -9 \t 86\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 128 \t -1223\n", + "\t\t\t\t\t -265 \t 2532\n", + "GCD(39203, 4103) = 1, with coefficients -265 and 2532 such that 1 = (-265)*39203 + (2532)*4103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4104 \t 9 \t 2267 \t 1 \t 0\n", + "1 \t 4104 \t 2267 \t 1 \t 1837 \t 0 \t 1\n", + "2 \t 2267 \t 1837 \t 1 \t 430 \t 1 \t -9\n", + "3 \t 1837 \t 430 \t 4 \t 117 \t -1 \t 10\n", + "4 \t 430 \t 117 \t 3 \t 79 \t 2 \t -19\n", + "5 \t 117 \t 79 \t 1 \t 38 \t -9 \t 86\n", + "6 \t 79 \t 38 \t 2 \t 3 \t 29 \t -277\n", + "7 \t 38 \t 3 \t 12 \t 2 \t -38 \t 363\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 105 \t -1003\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1298 \t 12399\n", + "\t\t\t\t\t 1403 \t -13402\n", + "GCD(39203, 4104) = 1, with coefficients 1403 and -13402 such that 1 = (1403)*39203 + (-13402)*4104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4105 \t 9 \t 2258 \t 1 \t 0\n", + "1 \t 4105 \t 2258 \t 1 \t 1847 \t 0 \t 1\n", + "2 \t 2258 \t 1847 \t 1 \t 411 \t 1 \t -9\n", + "3 \t 1847 \t 411 \t 4 \t 203 \t -1 \t 10\n", + "4 \t 411 \t 203 \t 2 \t 5 \t 2 \t -19\n", + "5 \t 203 \t 5 \t 40 \t 3 \t -9 \t 86\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 20 \t -191\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -809 \t 7726\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 829 \t -7917\n", + "\t\t\t\t\t -1638 \t 15643\n", + "GCD(39203, 4105) = 1, with coefficients -1638 and 15643 such that 1 = (-1638)*39203 + (15643)*4105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4106 \t 9 \t 2249 \t 1 \t 0\n", + "1 \t 4106 \t 2249 \t 1 \t 1857 \t 0 \t 1\n", + "2 \t 2249 \t 1857 \t 1 \t 392 \t 1 \t -9\n", + "3 \t 1857 \t 392 \t 4 \t 289 \t -1 \t 10\n", + "4 \t 392 \t 289 \t 1 \t 103 \t 2 \t -19\n", + "5 \t 289 \t 103 \t 2 \t 83 \t -9 \t 86\n", + "6 \t 103 \t 83 \t 1 \t 20 \t 11 \t -105\n", + "7 \t 83 \t 20 \t 4 \t 3 \t -31 \t 296\n", + "8 \t 20 \t 3 \t 6 \t 2 \t 42 \t -401\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -199 \t 1900\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1236 \t -11801\n", + "\t\t\t\t\t -1435 \t 13701\n", + "GCD(39203, 4106) = 1, with coefficients -1435 and 13701 such that 1 = (-1435)*39203 + (13701)*4106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4107 \t 9 \t 2240 \t 1 \t 0\n", + "1 \t 4107 \t 2240 \t 1 \t 1867 \t 0 \t 1\n", + "2 \t 2240 \t 1867 \t 1 \t 373 \t 1 \t -9\n", + "3 \t 1867 \t 373 \t 5 \t 2 \t -1 \t 10\n", + "4 \t 373 \t 2 \t 186 \t 1 \t 2 \t -19\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -11 \t 105\n", + "\t\t\t\t\t 2048 \t -19549\n", + "GCD(39203, 4107) = 1, with coefficients 2048 and -19549 such that 1 = (2048)*39203 + (-19549)*4107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4108 \t 9 \t 2231 \t 1 \t 0\n", + "1 \t 4108 \t 2231 \t 1 \t 1877 \t 0 \t 1\n", + "2 \t 2231 \t 1877 \t 1 \t 354 \t 1 \t -9\n", + "3 \t 1877 \t 354 \t 5 \t 107 \t -1 \t 10\n", + "4 \t 354 \t 107 \t 3 \t 33 \t 2 \t -19\n", + "5 \t 107 \t 33 \t 3 \t 8 \t -11 \t 105\n", + "6 \t 33 \t 8 \t 4 \t 1 \t 35 \t -334\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -116 \t 1107\n", + "\t\t\t\t\t 499 \t -4762\n", + "GCD(39203, 4108) = 1, with coefficients 499 and -4762 such that 1 = (499)*39203 + (-4762)*4108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4109 \t 9 \t 2222 \t 1 \t 0\n", + "1 \t 4109 \t 2222 \t 1 \t 1887 \t 0 \t 1\n", + "2 \t 2222 \t 1887 \t 1 \t 335 \t 1 \t -9\n", + "3 \t 1887 \t 335 \t 5 \t 212 \t -1 \t 10\n", + "4 \t 335 \t 212 \t 1 \t 123 \t 2 \t -19\n", + "5 \t 212 \t 123 \t 1 \t 89 \t -11 \t 105\n", + "6 \t 123 \t 89 \t 1 \t 34 \t 13 \t -124\n", + "7 \t 89 \t 34 \t 2 \t 21 \t -24 \t 229\n", + "8 \t 34 \t 21 \t 1 \t 13 \t 37 \t -353\n", + "9 \t 21 \t 13 \t 1 \t 8 \t -98 \t 935\n", + "10 \t 13 \t 8 \t 1 \t 5 \t 135 \t -1288\n", + "11 \t 8 \t 5 \t 1 \t 3 \t -233 \t 2223\n", + "12 \t 5 \t 3 \t 1 \t 2 \t 368 \t -3511\n", + "13 \t 3 \t 2 \t 1 \t 1 \t -601 \t 5734\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 969 \t -9245\n", + "\t\t\t\t\t -1570 \t 14979\n", + "GCD(39203, 4109) = 1, with coefficients -1570 and 14979 such that 1 = (-1570)*39203 + (14979)*4109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4110 \t 9 \t 2213 \t 1 \t 0\n", + "1 \t 4110 \t 2213 \t 1 \t 1897 \t 0 \t 1\n", + "2 \t 2213 \t 1897 \t 1 \t 316 \t 1 \t -9\n", + "3 \t 1897 \t 316 \t 6 \t 1 \t -1 \t 10\n", + "4 \t 316 \t 1 \t 316 \t 0 \t 2 \t -19\n", + "\t\t\t\t\t -13 \t 124\n", + "GCD(39203, 4110) = 1, with coefficients -13 and 124 such that 1 = (-13)*39203 + (124)*4110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4111 \t 9 \t 2204 \t 1 \t 0\n", + "1 \t 4111 \t 2204 \t 1 \t 1907 \t 0 \t 1\n", + "2 \t 2204 \t 1907 \t 1 \t 297 \t 1 \t -9\n", + "3 \t 1907 \t 297 \t 6 \t 125 \t -1 \t 10\n", + "4 \t 297 \t 125 \t 2 \t 47 \t 2 \t -19\n", + "5 \t 125 \t 47 \t 2 \t 31 \t -13 \t 124\n", + "6 \t 47 \t 31 \t 1 \t 16 \t 28 \t -267\n", + "7 \t 31 \t 16 \t 1 \t 15 \t -69 \t 658\n", + "8 \t 16 \t 15 \t 1 \t 1 \t 97 \t -925\n", + "9 \t 15 \t 1 \t 15 \t 0 \t -166 \t 1583\n", + "\t\t\t\t\t 263 \t -2508\n", + "GCD(39203, 4111) = 1, with coefficients 263 and -2508 such that 1 = (263)*39203 + (-2508)*4111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4112 \t 9 \t 2195 \t 1 \t 0\n", + "1 \t 4112 \t 2195 \t 1 \t 1917 \t 0 \t 1\n", + "2 \t 2195 \t 1917 \t 1 \t 278 \t 1 \t -9\n", + "3 \t 1917 \t 278 \t 6 \t 249 \t -1 \t 10\n", + "4 \t 278 \t 249 \t 1 \t 29 \t 2 \t -19\n", + "5 \t 249 \t 29 \t 8 \t 17 \t -13 \t 124\n", + "6 \t 29 \t 17 \t 1 \t 12 \t 15 \t -143\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -133 \t 1268\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 148 \t -1411\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -281 \t 2679\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 710 \t -6769\n", + "\t\t\t\t\t -1701 \t 16217\n", + "GCD(39203, 4112) = 1, with coefficients -1701 and 16217 such that 1 = (-1701)*39203 + (16217)*4112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4113 \t 9 \t 2186 \t 1 \t 0\n", + "1 \t 4113 \t 2186 \t 1 \t 1927 \t 0 \t 1\n", + "2 \t 2186 \t 1927 \t 1 \t 259 \t 1 \t -9\n", + "3 \t 1927 \t 259 \t 7 \t 114 \t -1 \t 10\n", + "4 \t 259 \t 114 \t 2 \t 31 \t 2 \t -19\n", + "5 \t 114 \t 31 \t 3 \t 21 \t -15 \t 143\n", + "6 \t 31 \t 21 \t 1 \t 10 \t 32 \t -305\n", + "7 \t 21 \t 10 \t 2 \t 1 \t -111 \t 1058\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 143 \t -1363\n", + "\t\t\t\t\t -397 \t 3784\n", + "GCD(39203, 4113) = 1, with coefficients -397 and 3784 such that 1 = (-397)*39203 + (3784)*4113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4114 \t 9 \t 2177 \t 1 \t 0\n", + "1 \t 4114 \t 2177 \t 1 \t 1937 \t 0 \t 1\n", + "2 \t 2177 \t 1937 \t 1 \t 240 \t 1 \t -9\n", + "3 \t 1937 \t 240 \t 8 \t 17 \t -1 \t 10\n", + "4 \t 240 \t 17 \t 14 \t 2 \t 2 \t -19\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -17 \t 162\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 240 \t -2287\n", + "\t\t\t\t\t -1937 \t 18458\n", + "GCD(39203, 4114) = 1, with coefficients -1937 and 18458 such that 1 = (-1937)*39203 + (18458)*4114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4115 \t 9 \t 2168 \t 1 \t 0\n", + "1 \t 4115 \t 2168 \t 1 \t 1947 \t 0 \t 1\n", + "2 \t 2168 \t 1947 \t 1 \t 221 \t 1 \t -9\n", + "3 \t 1947 \t 221 \t 8 \t 179 \t -1 \t 10\n", + "4 \t 221 \t 179 \t 1 \t 42 \t 2 \t -19\n", + "5 \t 179 \t 42 \t 4 \t 11 \t -17 \t 162\n", + "6 \t 42 \t 11 \t 3 \t 9 \t 19 \t -181\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -93 \t 886\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 298 \t -2839\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -391 \t 3725\n", + "\t\t\t\t\t 1862 \t -17739\n", + "GCD(39203, 4115) = 1, with coefficients 1862 and -17739 such that 1 = (1862)*39203 + (-17739)*4115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4116 \t 9 \t 2159 \t 1 \t 0\n", + "1 \t 4116 \t 2159 \t 1 \t 1957 \t 0 \t 1\n", + "2 \t 2159 \t 1957 \t 1 \t 202 \t 1 \t -9\n", + "3 \t 1957 \t 202 \t 9 \t 139 \t -1 \t 10\n", + "4 \t 202 \t 139 \t 1 \t 63 \t 2 \t -19\n", + "5 \t 139 \t 63 \t 2 \t 13 \t -19 \t 181\n", + "6 \t 63 \t 13 \t 4 \t 11 \t 21 \t -200\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -61 \t 581\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 265 \t -2524\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -326 \t 3105\n", + "\t\t\t\t\t 1895 \t -18049\n", + "GCD(39203, 4116) = 1, with coefficients 1895 and -18049 such that 1 = (1895)*39203 + (-18049)*4116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4117 \t 9 \t 2150 \t 1 \t 0\n", + "1 \t 4117 \t 2150 \t 1 \t 1967 \t 0 \t 1\n", + "2 \t 2150 \t 1967 \t 1 \t 183 \t 1 \t -9\n", + "3 \t 1967 \t 183 \t 10 \t 137 \t -1 \t 10\n", + "4 \t 183 \t 137 \t 1 \t 46 \t 2 \t -19\n", + "5 \t 137 \t 46 \t 2 \t 45 \t -21 \t 200\n", + "6 \t 46 \t 45 \t 1 \t 1 \t 23 \t -219\n", + "7 \t 45 \t 1 \t 45 \t 0 \t -67 \t 638\n", + "\t\t\t\t\t 90 \t -857\n", + "GCD(39203, 4117) = 1, with coefficients 90 and -857 such that 1 = (90)*39203 + (-857)*4117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4118 \t 9 \t 2141 \t 1 \t 0\n", + "1 \t 4118 \t 2141 \t 1 \t 1977 \t 0 \t 1\n", + "2 \t 2141 \t 1977 \t 1 \t 164 \t 1 \t -9\n", + "3 \t 1977 \t 164 \t 12 \t 9 \t -1 \t 10\n", + "4 \t 164 \t 9 \t 18 \t 2 \t 2 \t -19\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -25 \t 238\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 452 \t -4303\n", + "\t\t\t\t\t -1833 \t 17450\n", + "GCD(39203, 4118) = 1, with coefficients -1833 and 17450 such that 1 = (-1833)*39203 + (17450)*4118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4119 \t 9 \t 2132 \t 1 \t 0\n", + "1 \t 4119 \t 2132 \t 1 \t 1987 \t 0 \t 1\n", + "2 \t 2132 \t 1987 \t 1 \t 145 \t 1 \t -9\n", + "3 \t 1987 \t 145 \t 13 \t 102 \t -1 \t 10\n", + "4 \t 145 \t 102 \t 1 \t 43 \t 2 \t -19\n", + "5 \t 102 \t 43 \t 2 \t 16 \t -27 \t 257\n", + "6 \t 43 \t 16 \t 2 \t 11 \t 29 \t -276\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -85 \t 809\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 199 \t -1894\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -284 \t 2703\n", + "\t\t\t\t\t 767 \t -7300\n", + "GCD(39203, 4119) = 1, with coefficients 767 and -7300 such that 1 = (767)*39203 + (-7300)*4119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4120 \t 9 \t 2123 \t 1 \t 0\n", + "1 \t 4120 \t 2123 \t 1 \t 1997 \t 0 \t 1\n", + "2 \t 2123 \t 1997 \t 1 \t 126 \t 1 \t -9\n", + "3 \t 1997 \t 126 \t 15 \t 107 \t -1 \t 10\n", + "4 \t 126 \t 107 \t 1 \t 19 \t 2 \t -19\n", + "5 \t 107 \t 19 \t 5 \t 12 \t -31 \t 295\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 33 \t -314\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -196 \t 1865\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 229 \t -2179\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -425 \t 4044\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 654 \t -6223\n", + "\t\t\t\t\t -1733 \t 16490\n", + "GCD(39203, 4120) = 1, with coefficients -1733 and 16490 such that 1 = (-1733)*39203 + (16490)*4120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4121 \t 9 \t 2114 \t 1 \t 0\n", + "1 \t 4121 \t 2114 \t 1 \t 2007 \t 0 \t 1\n", + "2 \t 2114 \t 2007 \t 1 \t 107 \t 1 \t -9\n", + "3 \t 2007 \t 107 \t 18 \t 81 \t -1 \t 10\n", + "4 \t 107 \t 81 \t 1 \t 26 \t 2 \t -19\n", + "5 \t 81 \t 26 \t 3 \t 3 \t -37 \t 352\n", + "6 \t 26 \t 3 \t 8 \t 2 \t 39 \t -371\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -154 \t 1465\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1271 \t -12091\n", + "\t\t\t\t\t -1425 \t 13556\n", + "GCD(39203, 4121) = 1, with coefficients -1425 and 13556 such that 1 = (-1425)*39203 + (13556)*4121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4122 \t 9 \t 2105 \t 1 \t 0\n", + "1 \t 4122 \t 2105 \t 1 \t 2017 \t 0 \t 1\n", + "2 \t 2105 \t 2017 \t 1 \t 88 \t 1 \t -9\n", + "3 \t 2017 \t 88 \t 22 \t 81 \t -1 \t 10\n", + "4 \t 88 \t 81 \t 1 \t 7 \t 2 \t -19\n", + "5 \t 81 \t 7 \t 11 \t 4 \t -45 \t 428\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 47 \t -447\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -562 \t 5345\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 609 \t -5792\n", + "\t\t\t\t\t -1171 \t 11137\n", + "GCD(39203, 4122) = 1, with coefficients -1171 and 11137 such that 1 = (-1171)*39203 + (11137)*4122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4123 \t 9 \t 2096 \t 1 \t 0\n", + "1 \t 4123 \t 2096 \t 1 \t 2027 \t 0 \t 1\n", + "2 \t 2096 \t 2027 \t 1 \t 69 \t 1 \t -9\n", + "3 \t 2027 \t 69 \t 29 \t 26 \t -1 \t 10\n", + "4 \t 69 \t 26 \t 2 \t 17 \t 2 \t -19\n", + "5 \t 26 \t 17 \t 1 \t 9 \t -59 \t 561\n", + "6 \t 17 \t 9 \t 1 \t 8 \t 120 \t -1141\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -179 \t 1702\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 299 \t -2843\n", + "\t\t\t\t\t -478 \t 4545\n", + "GCD(39203, 4123) = 1, with coefficients -478 and 4545 such that 1 = (-478)*39203 + (4545)*4123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4124 \t 9 \t 2087 \t 1 \t 0\n", + "1 \t 4124 \t 2087 \t 1 \t 2037 \t 0 \t 1\n", + "2 \t 2087 \t 2037 \t 1 \t 50 \t 1 \t -9\n", + "3 \t 2037 \t 50 \t 40 \t 37 \t -1 \t 10\n", + "4 \t 50 \t 37 \t 1 \t 13 \t 2 \t -19\n", + "5 \t 37 \t 13 \t 2 \t 11 \t -81 \t 770\n", + "6 \t 13 \t 11 \t 1 \t 2 \t 83 \t -789\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -247 \t 2348\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 330 \t -3137\n", + "\t\t\t\t\t -1897 \t 18033\n", + "GCD(39203, 4124) = 1, with coefficients -1897 and 18033 such that 1 = (-1897)*39203 + (18033)*4124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4125 \t 9 \t 2078 \t 1 \t 0\n", + "1 \t 4125 \t 2078 \t 1 \t 2047 \t 0 \t 1\n", + "2 \t 2078 \t 2047 \t 1 \t 31 \t 1 \t -9\n", + "3 \t 2047 \t 31 \t 66 \t 1 \t -1 \t 10\n", + "4 \t 31 \t 1 \t 31 \t 0 \t 2 \t -19\n", + "\t\t\t\t\t -133 \t 1264\n", + "GCD(39203, 4125) = 1, with coefficients -133 and 1264 such that 1 = (-133)*39203 + (1264)*4125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4126 \t 9 \t 2069 \t 1 \t 0\n", + "1 \t 4126 \t 2069 \t 1 \t 2057 \t 0 \t 1\n", + "2 \t 2069 \t 2057 \t 1 \t 12 \t 1 \t -9\n", + "3 \t 2057 \t 12 \t 171 \t 5 \t -1 \t 10\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 2 \t -19\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -343 \t 3259\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 688 \t -6537\n", + "\t\t\t\t\t -1719 \t 16333\n", + "GCD(39203, 4126) = 1, with coefficients -1719 and 16333 such that 1 = (-1719)*39203 + (16333)*4126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4127 \t 9 \t 2060 \t 1 \t 0\n", + "1 \t 4127 \t 2060 \t 2 \t 7 \t 0 \t 1\n", + "2 \t 2060 \t 7 \t 294 \t 2 \t 1 \t -9\n", + "3 \t 7 \t 2 \t 3 \t 1 \t -2 \t 19\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 589 \t -5595\n", + "\t\t\t\t\t -1769 \t 16804\n", + "GCD(39203, 4127) = 1, with coefficients -1769 and 16804 such that 1 = (-1769)*39203 + (16804)*4127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4128 \t 9 \t 2051 \t 1 \t 0\n", + "1 \t 4128 \t 2051 \t 2 \t 26 \t 0 \t 1\n", + "2 \t 2051 \t 26 \t 78 \t 23 \t 1 \t -9\n", + "3 \t 26 \t 23 \t 1 \t 3 \t -2 \t 19\n", + "4 \t 23 \t 3 \t 7 \t 2 \t 157 \t -1491\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -159 \t 1510\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1270 \t -12061\n", + "\t\t\t\t\t -1429 \t 13571\n", + "GCD(39203, 4128) = 1, with coefficients -1429 and 13571 such that 1 = (-1429)*39203 + (13571)*4128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4129 \t 9 \t 2042 \t 1 \t 0\n", + "1 \t 4129 \t 2042 \t 2 \t 45 \t 0 \t 1\n", + "2 \t 2042 \t 45 \t 45 \t 17 \t 1 \t -9\n", + "3 \t 45 \t 17 \t 2 \t 11 \t -2 \t 19\n", + "4 \t 17 \t 11 \t 1 \t 6 \t 91 \t -864\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -184 \t 1747\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 275 \t -2611\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -459 \t 4358\n", + "\t\t\t\t\t 734 \t -6969\n", + "GCD(39203, 4129) = 1, with coefficients 734 and -6969 such that 1 = (734)*39203 + (-6969)*4129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4130 \t 9 \t 2033 \t 1 \t 0\n", + "1 \t 4130 \t 2033 \t 2 \t 64 \t 0 \t 1\n", + "2 \t 2033 \t 64 \t 31 \t 49 \t 1 \t -9\n", + "3 \t 64 \t 49 \t 1 \t 15 \t -2 \t 19\n", + "4 \t 49 \t 15 \t 3 \t 4 \t 63 \t -598\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -65 \t 617\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 258 \t -2449\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -839 \t 7964\n", + "\t\t\t\t\t 1097 \t -10413\n", + "GCD(39203, 4130) = 1, with coefficients 1097 and -10413 such that 1 = (1097)*39203 + (-10413)*4130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4131 \t 9 \t 2024 \t 1 \t 0\n", + "1 \t 4131 \t 2024 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 2024 \t 83 \t 24 \t 32 \t 1 \t -9\n", + "3 \t 83 \t 32 \t 2 \t 19 \t -2 \t 19\n", + "4 \t 32 \t 19 \t 1 \t 13 \t 49 \t -465\n", + "5 \t 19 \t 13 \t 1 \t 6 \t -100 \t 949\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 149 \t -1414\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -249 \t 2363\n", + "\t\t\t\t\t 647 \t -6140\n", + "GCD(39203, 4131) = 1, with coefficients 647 and -6140 such that 1 = (647)*39203 + (-6140)*4131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4132 \t 9 \t 2015 \t 1 \t 0\n", + "1 \t 4132 \t 2015 \t 2 \t 102 \t 0 \t 1\n", + "2 \t 2015 \t 102 \t 19 \t 77 \t 1 \t -9\n", + "3 \t 102 \t 77 \t 1 \t 25 \t -2 \t 19\n", + "4 \t 77 \t 25 \t 3 \t 2 \t 39 \t -370\n", + "5 \t 25 \t 2 \t 12 \t 1 \t -41 \t 389\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 162 \t -1537\n", + "\t\t\t\t\t -1985 \t 18833\n", + "GCD(39203, 4132) = 1, with coefficients -1985 and 18833 such that 1 = (-1985)*39203 + (18833)*4132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4133 \t 9 \t 2006 \t 1 \t 0\n", + "1 \t 4133 \t 2006 \t 2 \t 121 \t 0 \t 1\n", + "2 \t 2006 \t 121 \t 16 \t 70 \t 1 \t -9\n", + "3 \t 121 \t 70 \t 1 \t 51 \t -2 \t 19\n", + "4 \t 70 \t 51 \t 1 \t 19 \t 33 \t -313\n", + "5 \t 51 \t 19 \t 2 \t 13 \t -35 \t 332\n", + "6 \t 19 \t 13 \t 1 \t 6 \t 68 \t -645\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -171 \t 1622\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 239 \t -2267\n", + "\t\t\t\t\t -649 \t 6156\n", + "GCD(39203, 4133) = 1, with coefficients -649 and 6156 such that 1 = (-649)*39203 + (6156)*4133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4134 \t 9 \t 1997 \t 1 \t 0\n", + "1 \t 4134 \t 1997 \t 2 \t 140 \t 0 \t 1\n", + "2 \t 1997 \t 140 \t 14 \t 37 \t 1 \t -9\n", + "3 \t 140 \t 37 \t 3 \t 29 \t -2 \t 19\n", + "4 \t 37 \t 29 \t 1 \t 8 \t 29 \t -275\n", + "5 \t 29 \t 8 \t 3 \t 5 \t -89 \t 844\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 118 \t -1119\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -443 \t 4201\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 561 \t -5320\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1004 \t 9521\n", + "\t\t\t\t\t 1565 \t -14841\n", + "GCD(39203, 4134) = 1, with coefficients 1565 and -14841 such that 1 = (1565)*39203 + (-14841)*4134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4135 \t 9 \t 1988 \t 1 \t 0\n", + "1 \t 4135 \t 1988 \t 2 \t 159 \t 0 \t 1\n", + "2 \t 1988 \t 159 \t 12 \t 80 \t 1 \t -9\n", + "3 \t 159 \t 80 \t 1 \t 79 \t -2 \t 19\n", + "4 \t 80 \t 79 \t 1 \t 1 \t 25 \t -237\n", + "5 \t 79 \t 1 \t 79 \t 0 \t -27 \t 256\n", + "\t\t\t\t\t 52 \t -493\n", + "GCD(39203, 4135) = 1, with coefficients 52 and -493 such that 1 = (52)*39203 + (-493)*4135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4136 \t 9 \t 1979 \t 1 \t 0\n", + "1 \t 4136 \t 1979 \t 2 \t 178 \t 0 \t 1\n", + "2 \t 1979 \t 178 \t 11 \t 21 \t 1 \t -9\n", + "3 \t 178 \t 21 \t 8 \t 10 \t -2 \t 19\n", + "4 \t 21 \t 10 \t 2 \t 1 \t 23 \t -218\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -186 \t 1763\n", + "\t\t\t\t\t 395 \t -3744\n", + "GCD(39203, 4136) = 1, with coefficients 395 and -3744 such that 1 = (395)*39203 + (-3744)*4136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4137 \t 9 \t 1970 \t 1 \t 0\n", + "1 \t 4137 \t 1970 \t 2 \t 197 \t 0 \t 1\n", + "2 \t 1970 \t 197 \t 10 \t 0 \t 1 \t -9\n", + "\t\t\t\t\t -2 \t 19\n", + "GCD(39203, 4137) = 197, with coefficients -2 and 19 such that 197 = (-2)*39203 + (19)*4137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4138 \t 9 \t 1961 \t 1 \t 0\n", + "1 \t 4138 \t 1961 \t 2 \t 216 \t 0 \t 1\n", + "2 \t 1961 \t 216 \t 9 \t 17 \t 1 \t -9\n", + "3 \t 216 \t 17 \t 12 \t 12 \t -2 \t 19\n", + "4 \t 17 \t 12 \t 1 \t 5 \t 19 \t -180\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -230 \t 2179\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 249 \t -2359\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -728 \t 6897\n", + "\t\t\t\t\t 1705 \t -16153\n", + "GCD(39203, 4138) = 1, with coefficients 1705 and -16153 such that 1 = (1705)*39203 + (-16153)*4138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4139 \t 9 \t 1952 \t 1 \t 0\n", + "1 \t 4139 \t 1952 \t 2 \t 235 \t 0 \t 1\n", + "2 \t 1952 \t 235 \t 8 \t 72 \t 1 \t -9\n", + "3 \t 235 \t 72 \t 3 \t 19 \t -2 \t 19\n", + "4 \t 72 \t 19 \t 3 \t 15 \t 17 \t -161\n", + "5 \t 19 \t 15 \t 1 \t 4 \t -53 \t 502\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 176 \t -1667\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -229 \t 2169\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 863 \t -8174\n", + "\t\t\t\t\t -1092 \t 10343\n", + "GCD(39203, 4139) = 1, with coefficients -1092 and 10343 such that 1 = (-1092)*39203 + (10343)*4139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4140 \t 9 \t 1943 \t 1 \t 0\n", + "1 \t 4140 \t 1943 \t 2 \t 254 \t 0 \t 1\n", + "2 \t 1943 \t 254 \t 7 \t 165 \t 1 \t -9\n", + "3 \t 254 \t 165 \t 1 \t 89 \t -2 \t 19\n", + "4 \t 165 \t 89 \t 1 \t 76 \t 15 \t -142\n", + "5 \t 89 \t 76 \t 1 \t 13 \t -17 \t 161\n", + "6 \t 76 \t 13 \t 5 \t 11 \t 32 \t -303\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -49 \t 464\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 277 \t -2623\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -326 \t 3087\n", + "\t\t\t\t\t 1907 \t -18058\n", + "GCD(39203, 4140) = 1, with coefficients 1907 and -18058 such that 1 = (1907)*39203 + (-18058)*4140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4141 \t 9 \t 1934 \t 1 \t 0\n", + "1 \t 4141 \t 1934 \t 2 \t 273 \t 0 \t 1\n", + "2 \t 1934 \t 273 \t 7 \t 23 \t 1 \t -9\n", + "3 \t 273 \t 23 \t 11 \t 20 \t -2 \t 19\n", + "4 \t 23 \t 20 \t 1 \t 3 \t 15 \t -142\n", + "5 \t 20 \t 3 \t 6 \t 2 \t -167 \t 1581\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 182 \t -1723\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1259 \t 11919\n", + "\t\t\t\t\t 1441 \t -13642\n", + "GCD(39203, 4141) = 1, with coefficients 1441 and -13642 such that 1 = (1441)*39203 + (-13642)*4141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4142 \t 9 \t 1925 \t 1 \t 0\n", + "1 \t 4142 \t 1925 \t 2 \t 292 \t 0 \t 1\n", + "2 \t 1925 \t 292 \t 6 \t 173 \t 1 \t -9\n", + "3 \t 292 \t 173 \t 1 \t 119 \t -2 \t 19\n", + "4 \t 173 \t 119 \t 1 \t 54 \t 13 \t -123\n", + "5 \t 119 \t 54 \t 2 \t 11 \t -15 \t 142\n", + "6 \t 54 \t 11 \t 4 \t 10 \t 28 \t -265\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -71 \t 672\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 312 \t -2953\n", + "\t\t\t\t\t -383 \t 3625\n", + "GCD(39203, 4142) = 1, with coefficients -383 and 3625 such that 1 = (-383)*39203 + (3625)*4142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4143 \t 9 \t 1916 \t 1 \t 0\n", + "1 \t 4143 \t 1916 \t 2 \t 311 \t 0 \t 1\n", + "2 \t 1916 \t 311 \t 6 \t 50 \t 1 \t -9\n", + "3 \t 311 \t 50 \t 6 \t 11 \t -2 \t 19\n", + "4 \t 50 \t 11 \t 4 \t 6 \t 13 \t -123\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -80 \t 757\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 333 \t -3151\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -413 \t 3908\n", + "\t\t\t\t\t 746 \t -7059\n", + "GCD(39203, 4143) = 1, with coefficients 746 and -7059 such that 1 = (746)*39203 + (-7059)*4143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4144 \t 9 \t 1907 \t 1 \t 0\n", + "1 \t 4144 \t 1907 \t 2 \t 330 \t 0 \t 1\n", + "2 \t 1907 \t 330 \t 5 \t 257 \t 1 \t -9\n", + "3 \t 330 \t 257 \t 1 \t 73 \t -2 \t 19\n", + "4 \t 257 \t 73 \t 3 \t 38 \t 11 \t -104\n", + "5 \t 73 \t 38 \t 1 \t 35 \t -13 \t 123\n", + "6 \t 38 \t 35 \t 1 \t 3 \t 50 \t -473\n", + "7 \t 35 \t 3 \t 11 \t 2 \t -63 \t 596\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 113 \t -1069\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1306 \t 12355\n", + "\t\t\t\t\t 1419 \t -13424\n", + "GCD(39203, 4144) = 1, with coefficients 1419 and -13424 such that 1 = (1419)*39203 + (-13424)*4144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4145 \t 9 \t 1898 \t 1 \t 0\n", + "1 \t 4145 \t 1898 \t 2 \t 349 \t 0 \t 1\n", + "2 \t 1898 \t 349 \t 5 \t 153 \t 1 \t -9\n", + "3 \t 349 \t 153 \t 2 \t 43 \t -2 \t 19\n", + "4 \t 153 \t 43 \t 3 \t 24 \t 11 \t -104\n", + "5 \t 43 \t 24 \t 1 \t 19 \t -24 \t 227\n", + "6 \t 24 \t 19 \t 1 \t 5 \t 83 \t -785\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -107 \t 1012\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 190 \t -1797\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -677 \t 6403\n", + "\t\t\t\t\t 867 \t -8200\n", + "GCD(39203, 4145) = 1, with coefficients 867 and -8200 such that 1 = (867)*39203 + (-8200)*4145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4146 \t 9 \t 1889 \t 1 \t 0\n", + "1 \t 4146 \t 1889 \t 2 \t 368 \t 0 \t 1\n", + "2 \t 1889 \t 368 \t 5 \t 49 \t 1 \t -9\n", + "3 \t 368 \t 49 \t 7 \t 25 \t -2 \t 19\n", + "4 \t 49 \t 25 \t 1 \t 24 \t 11 \t -104\n", + "5 \t 25 \t 24 \t 1 \t 1 \t -79 \t 747\n", + "6 \t 24 \t 1 \t 24 \t 0 \t 90 \t -851\n", + "\t\t\t\t\t -169 \t 1598\n", + "GCD(39203, 4146) = 1, with coefficients -169 and 1598 such that 1 = (-169)*39203 + (1598)*4146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4147 \t 9 \t 1880 \t 1 \t 0\n", + "1 \t 4147 \t 1880 \t 2 \t 387 \t 0 \t 1\n", + "2 \t 1880 \t 387 \t 4 \t 332 \t 1 \t -9\n", + "3 \t 387 \t 332 \t 1 \t 55 \t -2 \t 19\n", + "4 \t 332 \t 55 \t 6 \t 2 \t 9 \t -85\n", + "5 \t 55 \t 2 \t 27 \t 1 \t -11 \t 104\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 75 \t -709\n", + "\t\t\t\t\t -2036 \t 19247\n", + "GCD(39203, 4147) = 1, with coefficients -2036 and 19247 such that 1 = (-2036)*39203 + (19247)*4147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4148 \t 9 \t 1871 \t 1 \t 0\n", + "1 \t 4148 \t 1871 \t 2 \t 406 \t 0 \t 1\n", + "2 \t 1871 \t 406 \t 4 \t 247 \t 1 \t -9\n", + "3 \t 406 \t 247 \t 1 \t 159 \t -2 \t 19\n", + "4 \t 247 \t 159 \t 1 \t 88 \t 9 \t -85\n", + "5 \t 159 \t 88 \t 1 \t 71 \t -11 \t 104\n", + "6 \t 88 \t 71 \t 1 \t 17 \t 20 \t -189\n", + "7 \t 71 \t 17 \t 4 \t 3 \t -31 \t 293\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 51 \t -482\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -235 \t 2221\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1226 \t -11587\n", + "\t\t\t\t\t -1461 \t 13808\n", + "GCD(39203, 4148) = 1, with coefficients -1461 and 13808 such that 1 = (-1461)*39203 + (13808)*4148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4149 \t 9 \t 1862 \t 1 \t 0\n", + "1 \t 4149 \t 1862 \t 2 \t 425 \t 0 \t 1\n", + "2 \t 1862 \t 425 \t 4 \t 162 \t 1 \t -9\n", + "3 \t 425 \t 162 \t 2 \t 101 \t -2 \t 19\n", + "4 \t 162 \t 101 \t 1 \t 61 \t 9 \t -85\n", + "5 \t 101 \t 61 \t 1 \t 40 \t -20 \t 189\n", + "6 \t 61 \t 40 \t 1 \t 21 \t 29 \t -274\n", + "7 \t 40 \t 21 \t 1 \t 19 \t -49 \t 463\n", + "8 \t 21 \t 19 \t 1 \t 2 \t 78 \t -737\n", + "9 \t 19 \t 2 \t 9 \t 1 \t -127 \t 1200\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 205 \t -1937\n", + "\t\t\t\t\t -1972 \t 18633\n", + "GCD(39203, 4149) = 1, with coefficients -1972 and 18633 such that 1 = (-1972)*39203 + (18633)*4149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4150 \t 9 \t 1853 \t 1 \t 0\n", + "1 \t 4150 \t 1853 \t 2 \t 444 \t 0 \t 1\n", + "2 \t 1853 \t 444 \t 4 \t 77 \t 1 \t -9\n", + "3 \t 444 \t 77 \t 5 \t 59 \t -2 \t 19\n", + "4 \t 77 \t 59 \t 1 \t 18 \t 9 \t -85\n", + "5 \t 59 \t 18 \t 3 \t 5 \t -47 \t 444\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 56 \t -529\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -215 \t 2031\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 701 \t -6622\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -916 \t 8653\n", + "\t\t\t\t\t 1617 \t -15275\n", + "GCD(39203, 4150) = 1, with coefficients 1617 and -15275 such that 1 = (1617)*39203 + (-15275)*4150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4151 \t 9 \t 1844 \t 1 \t 0\n", + "1 \t 4151 \t 1844 \t 2 \t 463 \t 0 \t 1\n", + "2 \t 1844 \t 463 \t 3 \t 455 \t 1 \t -9\n", + "3 \t 463 \t 455 \t 1 \t 8 \t -2 \t 19\n", + "4 \t 455 \t 8 \t 56 \t 7 \t 7 \t -66\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -9 \t 85\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 511 \t -4826\n", + "\t\t\t\t\t -520 \t 4911\n", + "GCD(39203, 4151) = 1, with coefficients -520 and 4911 such that 1 = (-520)*39203 + (4911)*4151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4152 \t 9 \t 1835 \t 1 \t 0\n", + "1 \t 4152 \t 1835 \t 2 \t 482 \t 0 \t 1\n", + "2 \t 1835 \t 482 \t 3 \t 389 \t 1 \t -9\n", + "3 \t 482 \t 389 \t 1 \t 93 \t -2 \t 19\n", + "4 \t 389 \t 93 \t 4 \t 17 \t 7 \t -66\n", + "5 \t 93 \t 17 \t 5 \t 8 \t -9 \t 85\n", + "6 \t 17 \t 8 \t 2 \t 1 \t 43 \t -406\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -224 \t 2115\n", + "\t\t\t\t\t 491 \t -4636\n", + "GCD(39203, 4152) = 1, with coefficients 491 and -4636 such that 1 = (491)*39203 + (-4636)*4152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4153 \t 9 \t 1826 \t 1 \t 0\n", + "1 \t 4153 \t 1826 \t 2 \t 501 \t 0 \t 1\n", + "2 \t 1826 \t 501 \t 3 \t 323 \t 1 \t -9\n", + "3 \t 501 \t 323 \t 1 \t 178 \t -2 \t 19\n", + "4 \t 323 \t 178 \t 1 \t 145 \t 7 \t -66\n", + "5 \t 178 \t 145 \t 1 \t 33 \t -9 \t 85\n", + "6 \t 145 \t 33 \t 4 \t 13 \t 16 \t -151\n", + "7 \t 33 \t 13 \t 2 \t 7 \t -25 \t 236\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 116 \t -1095\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -257 \t 2426\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 373 \t -3521\n", + "\t\t\t\t\t -630 \t 5947\n", + "GCD(39203, 4153) = 1, with coefficients -630 and 5947 such that 1 = (-630)*39203 + (5947)*4153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4154 \t 9 \t 1817 \t 1 \t 0\n", + "1 \t 4154 \t 1817 \t 2 \t 520 \t 0 \t 1\n", + "2 \t 1817 \t 520 \t 3 \t 257 \t 1 \t -9\n", + "3 \t 520 \t 257 \t 2 \t 6 \t -2 \t 19\n", + "4 \t 257 \t 6 \t 42 \t 5 \t 7 \t -66\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -16 \t 151\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 679 \t -6408\n", + "\t\t\t\t\t -695 \t 6559\n", + "GCD(39203, 4154) = 1, with coefficients -695 and 6559 such that 1 = (-695)*39203 + (6559)*4154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4155 \t 9 \t 1808 \t 1 \t 0\n", + "1 \t 4155 \t 1808 \t 2 \t 539 \t 0 \t 1\n", + "2 \t 1808 \t 539 \t 3 \t 191 \t 1 \t -9\n", + "3 \t 539 \t 191 \t 2 \t 157 \t -2 \t 19\n", + "4 \t 191 \t 157 \t 1 \t 34 \t 7 \t -66\n", + "5 \t 157 \t 34 \t 4 \t 21 \t -16 \t 151\n", + "6 \t 34 \t 21 \t 1 \t 13 \t 23 \t -217\n", + "7 \t 21 \t 13 \t 1 \t 8 \t -108 \t 1019\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 131 \t -1236\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -239 \t 2255\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 370 \t -3491\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -609 \t 5746\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 979 \t -9237\n", + "\t\t\t\t\t -1588 \t 14983\n", + "GCD(39203, 4155) = 1, with coefficients -1588 and 14983 such that 1 = (-1588)*39203 + (14983)*4155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4156 \t 9 \t 1799 \t 1 \t 0\n", + "1 \t 4156 \t 1799 \t 2 \t 558 \t 0 \t 1\n", + "2 \t 1799 \t 558 \t 3 \t 125 \t 1 \t -9\n", + "3 \t 558 \t 125 \t 4 \t 58 \t -2 \t 19\n", + "4 \t 125 \t 58 \t 2 \t 9 \t 7 \t -66\n", + "5 \t 58 \t 9 \t 6 \t 4 \t -30 \t 283\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 67 \t -632\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -432 \t 4075\n", + "\t\t\t\t\t 931 \t -8782\n", + "GCD(39203, 4156) = 1, with coefficients 931 and -8782 such that 1 = (931)*39203 + (-8782)*4156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4157 \t 9 \t 1790 \t 1 \t 0\n", + "1 \t 4157 \t 1790 \t 2 \t 577 \t 0 \t 1\n", + "2 \t 1790 \t 577 \t 3 \t 59 \t 1 \t -9\n", + "3 \t 577 \t 59 \t 9 \t 46 \t -2 \t 19\n", + "4 \t 59 \t 46 \t 1 \t 13 \t 7 \t -66\n", + "5 \t 46 \t 13 \t 3 \t 7 \t -65 \t 613\n", + "6 \t 13 \t 7 \t 1 \t 6 \t 72 \t -679\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -281 \t 2650\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 353 \t -3329\n", + "\t\t\t\t\t -634 \t 5979\n", + "GCD(39203, 4157) = 1, with coefficients -634 and 5979 such that 1 = (-634)*39203 + (5979)*4157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4158 \t 9 \t 1781 \t 1 \t 0\n", + "1 \t 4158 \t 1781 \t 2 \t 596 \t 0 \t 1\n", + "2 \t 1781 \t 596 \t 2 \t 589 \t 1 \t -9\n", + "3 \t 596 \t 589 \t 1 \t 7 \t -2 \t 19\n", + "4 \t 589 \t 7 \t 84 \t 1 \t 5 \t -47\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -7 \t 66\n", + "\t\t\t\t\t 593 \t -5591\n", + "GCD(39203, 4158) = 1, with coefficients 593 and -5591 such that 1 = (593)*39203 + (-5591)*4158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4159 \t 9 \t 1772 \t 1 \t 0\n", + "1 \t 4159 \t 1772 \t 2 \t 615 \t 0 \t 1\n", + "2 \t 1772 \t 615 \t 2 \t 542 \t 1 \t -9\n", + "3 \t 615 \t 542 \t 1 \t 73 \t -2 \t 19\n", + "4 \t 542 \t 73 \t 7 \t 31 \t 5 \t -47\n", + "5 \t 73 \t 31 \t 2 \t 11 \t -7 \t 66\n", + "6 \t 31 \t 11 \t 2 \t 9 \t 54 \t -509\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -115 \t 1084\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 284 \t -2677\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -399 \t 3761\n", + "\t\t\t\t\t 1880 \t -17721\n", + "GCD(39203, 4159) = 1, with coefficients 1880 and -17721 such that 1 = (1880)*39203 + (-17721)*4159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4160 \t 9 \t 1763 \t 1 \t 0\n", + "1 \t 4160 \t 1763 \t 2 \t 634 \t 0 \t 1\n", + "2 \t 1763 \t 634 \t 2 \t 495 \t 1 \t -9\n", + "3 \t 634 \t 495 \t 1 \t 139 \t -2 \t 19\n", + "4 \t 495 \t 139 \t 3 \t 78 \t 5 \t -47\n", + "5 \t 139 \t 78 \t 1 \t 61 \t -7 \t 66\n", + "6 \t 78 \t 61 \t 1 \t 17 \t 26 \t -245\n", + "7 \t 61 \t 17 \t 3 \t 10 \t -33 \t 311\n", + "8 \t 17 \t 10 \t 1 \t 7 \t 59 \t -556\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -210 \t 1979\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 269 \t -2535\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -479 \t 4514\n", + "\t\t\t\t\t 1227 \t -11563\n", + "GCD(39203, 4160) = 1, with coefficients 1227 and -11563 such that 1 = (1227)*39203 + (-11563)*4160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4161 \t 9 \t 1754 \t 1 \t 0\n", + "1 \t 4161 \t 1754 \t 2 \t 653 \t 0 \t 1\n", + "2 \t 1754 \t 653 \t 2 \t 448 \t 1 \t -9\n", + "3 \t 653 \t 448 \t 1 \t 205 \t -2 \t 19\n", + "4 \t 448 \t 205 \t 2 \t 38 \t 5 \t -47\n", + "5 \t 205 \t 38 \t 5 \t 15 \t -7 \t 66\n", + "6 \t 38 \t 15 \t 2 \t 8 \t 19 \t -179\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -102 \t 961\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 223 \t -2101\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -325 \t 3062\n", + "\t\t\t\t\t 548 \t -5163\n", + "GCD(39203, 4161) = 1, with coefficients 548 and -5163 such that 1 = (548)*39203 + (-5163)*4161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4162 \t 9 \t 1745 \t 1 \t 0\n", + "1 \t 4162 \t 1745 \t 2 \t 672 \t 0 \t 1\n", + "2 \t 1745 \t 672 \t 2 \t 401 \t 1 \t -9\n", + "3 \t 672 \t 401 \t 1 \t 271 \t -2 \t 19\n", + "4 \t 401 \t 271 \t 1 \t 130 \t 5 \t -47\n", + "5 \t 271 \t 130 \t 2 \t 11 \t -7 \t 66\n", + "6 \t 130 \t 11 \t 11 \t 9 \t 12 \t -113\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -31 \t 292\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 353 \t -3325\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -384 \t 3617\n", + "\t\t\t\t\t 1889 \t -17793\n", + "GCD(39203, 4162) = 1, with coefficients 1889 and -17793 such that 1 = (1889)*39203 + (-17793)*4162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4163 \t 9 \t 1736 \t 1 \t 0\n", + "1 \t 4163 \t 1736 \t 2 \t 691 \t 0 \t 1\n", + "2 \t 1736 \t 691 \t 2 \t 354 \t 1 \t -9\n", + "3 \t 691 \t 354 \t 1 \t 337 \t -2 \t 19\n", + "4 \t 354 \t 337 \t 1 \t 17 \t 5 \t -47\n", + "5 \t 337 \t 17 \t 19 \t 14 \t -7 \t 66\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 12 \t -113\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -235 \t 2213\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 247 \t -2326\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1223 \t 11517\n", + "\t\t\t\t\t 1470 \t -13843\n", + "GCD(39203, 4163) = 1, with coefficients 1470 and -13843 such that 1 = (1470)*39203 + (-13843)*4163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4164 \t 9 \t 1727 \t 1 \t 0\n", + "1 \t 4164 \t 1727 \t 2 \t 710 \t 0 \t 1\n", + "2 \t 1727 \t 710 \t 2 \t 307 \t 1 \t -9\n", + "3 \t 710 \t 307 \t 2 \t 96 \t -2 \t 19\n", + "4 \t 307 \t 96 \t 3 \t 19 \t 5 \t -47\n", + "5 \t 96 \t 19 \t 5 \t 1 \t -12 \t 113\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 41 \t -386\n", + "\t\t\t\t\t -217 \t 2043\n", + "GCD(39203, 4164) = 1, with coefficients -217 and 2043 such that 1 = (-217)*39203 + (2043)*4164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4165 \t 9 \t 1718 \t 1 \t 0\n", + "1 \t 4165 \t 1718 \t 2 \t 729 \t 0 \t 1\n", + "2 \t 1718 \t 729 \t 2 \t 260 \t 1 \t -9\n", + "3 \t 729 \t 260 \t 2 \t 209 \t -2 \t 19\n", + "4 \t 260 \t 209 \t 1 \t 51 \t 5 \t -47\n", + "5 \t 209 \t 51 \t 4 \t 5 \t -12 \t 113\n", + "6 \t 51 \t 5 \t 10 \t 1 \t 17 \t -160\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -80 \t 753\n", + "\t\t\t\t\t 817 \t -7690\n", + "GCD(39203, 4165) = 1, with coefficients 817 and -7690 such that 1 = (817)*39203 + (-7690)*4165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4166 \t 9 \t 1709 \t 1 \t 0\n", + "1 \t 4166 \t 1709 \t 2 \t 748 \t 0 \t 1\n", + "2 \t 1709 \t 748 \t 2 \t 213 \t 1 \t -9\n", + "3 \t 748 \t 213 \t 3 \t 109 \t -2 \t 19\n", + "4 \t 213 \t 109 \t 1 \t 104 \t 5 \t -47\n", + "5 \t 109 \t 104 \t 1 \t 5 \t -17 \t 160\n", + "6 \t 104 \t 5 \t 20 \t 4 \t 22 \t -207\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -39 \t 367\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 802 \t -7547\n", + "\t\t\t\t\t -841 \t 7914\n", + "GCD(39203, 4166) = 1, with coefficients -841 and 7914 such that 1 = (-841)*39203 + (7914)*4166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4167 \t 9 \t 1700 \t 1 \t 0\n", + "1 \t 4167 \t 1700 \t 2 \t 767 \t 0 \t 1\n", + "2 \t 1700 \t 767 \t 2 \t 166 \t 1 \t -9\n", + "3 \t 767 \t 166 \t 4 \t 103 \t -2 \t 19\n", + "4 \t 166 \t 103 \t 1 \t 63 \t 5 \t -47\n", + "5 \t 103 \t 63 \t 1 \t 40 \t -22 \t 207\n", + "6 \t 63 \t 40 \t 1 \t 23 \t 27 \t -254\n", + "7 \t 40 \t 23 \t 1 \t 17 \t -49 \t 461\n", + "8 \t 23 \t 17 \t 1 \t 6 \t 76 \t -715\n", + "9 \t 17 \t 6 \t 2 \t 5 \t -125 \t 1176\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 201 \t -1891\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -527 \t 4958\n", + "\t\t\t\t\t 728 \t -6849\n", + "GCD(39203, 4167) = 1, with coefficients 728 and -6849 such that 1 = (728)*39203 + (-6849)*4167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4168 \t 9 \t 1691 \t 1 \t 0\n", + "1 \t 4168 \t 1691 \t 2 \t 786 \t 0 \t 1\n", + "2 \t 1691 \t 786 \t 2 \t 119 \t 1 \t -9\n", + "3 \t 786 \t 119 \t 6 \t 72 \t -2 \t 19\n", + "4 \t 119 \t 72 \t 1 \t 47 \t 5 \t -47\n", + "5 \t 72 \t 47 \t 1 \t 25 \t -32 \t 301\n", + "6 \t 47 \t 25 \t 1 \t 22 \t 37 \t -348\n", + "7 \t 25 \t 22 \t 1 \t 3 \t -69 \t 649\n", + "8 \t 22 \t 3 \t 7 \t 1 \t 106 \t -997\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -175 \t 1646\n", + "\t\t\t\t\t 1331 \t -12519\n", + "GCD(39203, 4168) = 1, with coefficients 1331 and -12519 such that 1 = (1331)*39203 + (-12519)*4168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4169 \t 9 \t 1682 \t 1 \t 0\n", + "1 \t 4169 \t 1682 \t 2 \t 805 \t 0 \t 1\n", + "2 \t 1682 \t 805 \t 2 \t 72 \t 1 \t -9\n", + "3 \t 805 \t 72 \t 11 \t 13 \t -2 \t 19\n", + "4 \t 72 \t 13 \t 5 \t 7 \t 5 \t -47\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -57 \t 536\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 290 \t -2727\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -347 \t 3263\n", + "\t\t\t\t\t 637 \t -5990\n", + "GCD(39203, 4169) = 1, with coefficients 637 and -5990 such that 1 = (637)*39203 + (-5990)*4169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4170 \t 9 \t 1673 \t 1 \t 0\n", + "1 \t 4170 \t 1673 \t 2 \t 824 \t 0 \t 1\n", + "2 \t 1673 \t 824 \t 2 \t 25 \t 1 \t -9\n", + "3 \t 824 \t 25 \t 32 \t 24 \t -2 \t 19\n", + "4 \t 25 \t 24 \t 1 \t 1 \t 5 \t -47\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -162 \t 1523\n", + "\t\t\t\t\t 167 \t -1570\n", + "GCD(39203, 4170) = 1, with coefficients 167 and -1570 such that 1 = (167)*39203 + (-1570)*4170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4171 \t 9 \t 1664 \t 1 \t 0\n", + "1 \t 4171 \t 1664 \t 2 \t 843 \t 0 \t 1\n", + "2 \t 1664 \t 843 \t 1 \t 821 \t 1 \t -9\n", + "3 \t 843 \t 821 \t 1 \t 22 \t -2 \t 19\n", + "4 \t 821 \t 22 \t 37 \t 7 \t 3 \t -28\n", + "5 \t 22 \t 7 \t 3 \t 1 \t -5 \t 47\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 188 \t -1767\n", + "\t\t\t\t\t -569 \t 5348\n", + "GCD(39203, 4171) = 1, with coefficients -569 and 5348 such that 1 = (-569)*39203 + (5348)*4171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4172 \t 9 \t 1655 \t 1 \t 0\n", + "1 \t 4172 \t 1655 \t 2 \t 862 \t 0 \t 1\n", + "2 \t 1655 \t 862 \t 1 \t 793 \t 1 \t -9\n", + "3 \t 862 \t 793 \t 1 \t 69 \t -2 \t 19\n", + "4 \t 793 \t 69 \t 11 \t 34 \t 3 \t -28\n", + "5 \t 69 \t 34 \t 2 \t 1 \t -5 \t 47\n", + "6 \t 34 \t 1 \t 34 \t 0 \t 58 \t -545\n", + "\t\t\t\t\t -121 \t 1137\n", + "GCD(39203, 4172) = 1, with coefficients -121 and 1137 such that 1 = (-121)*39203 + (1137)*4172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4173 \t 9 \t 1646 \t 1 \t 0\n", + "1 \t 4173 \t 1646 \t 2 \t 881 \t 0 \t 1\n", + "2 \t 1646 \t 881 \t 1 \t 765 \t 1 \t -9\n", + "3 \t 881 \t 765 \t 1 \t 116 \t -2 \t 19\n", + "4 \t 765 \t 116 \t 6 \t 69 \t 3 \t -28\n", + "5 \t 116 \t 69 \t 1 \t 47 \t -5 \t 47\n", + "6 \t 69 \t 47 \t 1 \t 22 \t 33 \t -310\n", + "7 \t 47 \t 22 \t 2 \t 3 \t -38 \t 357\n", + "8 \t 22 \t 3 \t 7 \t 1 \t 71 \t -667\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -180 \t 1691\n", + "\t\t\t\t\t 1331 \t -12504\n", + "GCD(39203, 4173) = 1, with coefficients 1331 and -12504 such that 1 = (1331)*39203 + (-12504)*4173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4174 \t 9 \t 1637 \t 1 \t 0\n", + "1 \t 4174 \t 1637 \t 2 \t 900 \t 0 \t 1\n", + "2 \t 1637 \t 900 \t 1 \t 737 \t 1 \t -9\n", + "3 \t 900 \t 737 \t 1 \t 163 \t -2 \t 19\n", + "4 \t 737 \t 163 \t 4 \t 85 \t 3 \t -28\n", + "5 \t 163 \t 85 \t 1 \t 78 \t -5 \t 47\n", + "6 \t 85 \t 78 \t 1 \t 7 \t 23 \t -216\n", + "7 \t 78 \t 7 \t 11 \t 1 \t -28 \t 263\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 51 \t -479\n", + "\t\t\t\t\t -589 \t 5532\n", + "GCD(39203, 4174) = 1, with coefficients -589 and 5532 such that 1 = (-589)*39203 + (5532)*4174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4175 \t 9 \t 1628 \t 1 \t 0\n", + "1 \t 4175 \t 1628 \t 2 \t 919 \t 0 \t 1\n", + "2 \t 1628 \t 919 \t 1 \t 709 \t 1 \t -9\n", + "3 \t 919 \t 709 \t 1 \t 210 \t -2 \t 19\n", + "4 \t 709 \t 210 \t 3 \t 79 \t 3 \t -28\n", + "5 \t 210 \t 79 \t 2 \t 52 \t -5 \t 47\n", + "6 \t 79 \t 52 \t 1 \t 27 \t 18 \t -169\n", + "7 \t 52 \t 27 \t 1 \t 25 \t -41 \t 385\n", + "8 \t 27 \t 25 \t 1 \t 2 \t 59 \t -554\n", + "9 \t 25 \t 2 \t 12 \t 1 \t -100 \t 939\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 159 \t -1493\n", + "\t\t\t\t\t -2008 \t 18855\n", + "GCD(39203, 4175) = 1, with coefficients -2008 and 18855 such that 1 = (-2008)*39203 + (18855)*4175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4176 \t 9 \t 1619 \t 1 \t 0\n", + "1 \t 4176 \t 1619 \t 2 \t 938 \t 0 \t 1\n", + "2 \t 1619 \t 938 \t 1 \t 681 \t 1 \t -9\n", + "3 \t 938 \t 681 \t 1 \t 257 \t -2 \t 19\n", + "4 \t 681 \t 257 \t 2 \t 167 \t 3 \t -28\n", + "5 \t 257 \t 167 \t 1 \t 90 \t -5 \t 47\n", + "6 \t 167 \t 90 \t 1 \t 77 \t 13 \t -122\n", + "7 \t 90 \t 77 \t 1 \t 13 \t -18 \t 169\n", + "8 \t 77 \t 13 \t 5 \t 12 \t 31 \t -291\n", + "9 \t 13 \t 12 \t 1 \t 1 \t -49 \t 460\n", + "10 \t 12 \t 1 \t 12 \t 0 \t 276 \t -2591\n", + "\t\t\t\t\t -325 \t 3051\n", + "GCD(39203, 4176) = 1, with coefficients -325 and 3051 such that 1 = (-325)*39203 + (3051)*4176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4177 \t 9 \t 1610 \t 1 \t 0\n", + "1 \t 4177 \t 1610 \t 2 \t 957 \t 0 \t 1\n", + "2 \t 1610 \t 957 \t 1 \t 653 \t 1 \t -9\n", + "3 \t 957 \t 653 \t 1 \t 304 \t -2 \t 19\n", + "4 \t 653 \t 304 \t 2 \t 45 \t 3 \t -28\n", + "5 \t 304 \t 45 \t 6 \t 34 \t -5 \t 47\n", + "6 \t 45 \t 34 \t 1 \t 11 \t 13 \t -122\n", + "7 \t 34 \t 11 \t 3 \t 1 \t -83 \t 779\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 96 \t -901\n", + "\t\t\t\t\t -371 \t 3482\n", + "GCD(39203, 4177) = 1, with coefficients -371 and 3482 such that 1 = (-371)*39203 + (3482)*4177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4178 \t 9 \t 1601 \t 1 \t 0\n", + "1 \t 4178 \t 1601 \t 2 \t 976 \t 0 \t 1\n", + "2 \t 1601 \t 976 \t 1 \t 625 \t 1 \t -9\n", + "3 \t 976 \t 625 \t 1 \t 351 \t -2 \t 19\n", + "4 \t 625 \t 351 \t 1 \t 274 \t 3 \t -28\n", + "5 \t 351 \t 274 \t 1 \t 77 \t -5 \t 47\n", + "6 \t 274 \t 77 \t 3 \t 43 \t 8 \t -75\n", + "7 \t 77 \t 43 \t 1 \t 34 \t -13 \t 122\n", + "8 \t 43 \t 34 \t 1 \t 9 \t 47 \t -441\n", + "9 \t 34 \t 9 \t 3 \t 7 \t -60 \t 563\n", + "10 \t 9 \t 7 \t 1 \t 2 \t 107 \t -1004\n", + "11 \t 7 \t 2 \t 3 \t 1 \t -381 \t 3575\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 488 \t -4579\n", + "\t\t\t\t\t -1845 \t 17312\n", + "GCD(39203, 4178) = 1, with coefficients -1845 and 17312 such that 1 = (-1845)*39203 + (17312)*4178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4179 \t 9 \t 1592 \t 1 \t 0\n", + "1 \t 4179 \t 1592 \t 2 \t 995 \t 0 \t 1\n", + "2 \t 1592 \t 995 \t 1 \t 597 \t 1 \t -9\n", + "3 \t 995 \t 597 \t 1 \t 398 \t -2 \t 19\n", + "4 \t 597 \t 398 \t 1 \t 199 \t 3 \t -28\n", + "5 \t 398 \t 199 \t 2 \t 0 \t -5 \t 47\n", + "\t\t\t\t\t 8 \t -75\n", + "GCD(39203, 4179) = 199, with coefficients 8 and -75 such that 199 = (8)*39203 + (-75)*4179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4180 \t 9 \t 1583 \t 1 \t 0\n", + "1 \t 4180 \t 1583 \t 2 \t 1014 \t 0 \t 1\n", + "2 \t 1583 \t 1014 \t 1 \t 569 \t 1 \t -9\n", + "3 \t 1014 \t 569 \t 1 \t 445 \t -2 \t 19\n", + "4 \t 569 \t 445 \t 1 \t 124 \t 3 \t -28\n", + "5 \t 445 \t 124 \t 3 \t 73 \t -5 \t 47\n", + "6 \t 124 \t 73 \t 1 \t 51 \t 8 \t -75\n", + "7 \t 73 \t 51 \t 1 \t 22 \t -29 \t 272\n", + "8 \t 51 \t 22 \t 2 \t 7 \t 37 \t -347\n", + "9 \t 22 \t 7 \t 3 \t 1 \t -66 \t 619\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 169 \t -1585\n", + "\t\t\t\t\t -573 \t 5374\n", + "GCD(39203, 4180) = 1, with coefficients -573 and 5374 such that 1 = (-573)*39203 + (5374)*4180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4181 \t 9 \t 1574 \t 1 \t 0\n", + "1 \t 4181 \t 1574 \t 2 \t 1033 \t 0 \t 1\n", + "2 \t 1574 \t 1033 \t 1 \t 541 \t 1 \t -9\n", + "3 \t 1033 \t 541 \t 1 \t 492 \t -2 \t 19\n", + "4 \t 541 \t 492 \t 1 \t 49 \t 3 \t -28\n", + "5 \t 492 \t 49 \t 10 \t 2 \t -5 \t 47\n", + "6 \t 49 \t 2 \t 24 \t 1 \t 8 \t -75\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -85 \t 797\n", + "\t\t\t\t\t 2048 \t -19203\n", + "GCD(39203, 4181) = 1, with coefficients 2048 and -19203 such that 1 = (2048)*39203 + (-19203)*4181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4182 \t 9 \t 1565 \t 1 \t 0\n", + "1 \t 4182 \t 1565 \t 2 \t 1052 \t 0 \t 1\n", + "2 \t 1565 \t 1052 \t 1 \t 513 \t 1 \t -9\n", + "3 \t 1052 \t 513 \t 2 \t 26 \t -2 \t 19\n", + "4 \t 513 \t 26 \t 19 \t 19 \t 3 \t -28\n", + "5 \t 26 \t 19 \t 1 \t 7 \t -8 \t 75\n", + "6 \t 19 \t 7 \t 2 \t 5 \t 155 \t -1453\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -163 \t 1528\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 481 \t -4509\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -644 \t 6037\n", + "\t\t\t\t\t 1769 \t -16583\n", + "GCD(39203, 4182) = 1, with coefficients 1769 and -16583 such that 1 = (1769)*39203 + (-16583)*4182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4183 \t 9 \t 1556 \t 1 \t 0\n", + "1 \t 4183 \t 1556 \t 2 \t 1071 \t 0 \t 1\n", + "2 \t 1556 \t 1071 \t 1 \t 485 \t 1 \t -9\n", + "3 \t 1071 \t 485 \t 2 \t 101 \t -2 \t 19\n", + "4 \t 485 \t 101 \t 4 \t 81 \t 3 \t -28\n", + "5 \t 101 \t 81 \t 1 \t 20 \t -8 \t 75\n", + "6 \t 81 \t 20 \t 4 \t 1 \t 35 \t -328\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -43 \t 403\n", + "\t\t\t\t\t 207 \t -1940\n", + "GCD(39203, 4183) = 1, with coefficients 207 and -1940 such that 1 = (207)*39203 + (-1940)*4183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4184 \t 9 \t 1547 \t 1 \t 0\n", + "1 \t 4184 \t 1547 \t 2 \t 1090 \t 0 \t 1\n", + "2 \t 1547 \t 1090 \t 1 \t 457 \t 1 \t -9\n", + "3 \t 1090 \t 457 \t 2 \t 176 \t -2 \t 19\n", + "4 \t 457 \t 176 \t 2 \t 105 \t 3 \t -28\n", + "5 \t 176 \t 105 \t 1 \t 71 \t -8 \t 75\n", + "6 \t 105 \t 71 \t 1 \t 34 \t 19 \t -178\n", + "7 \t 71 \t 34 \t 2 \t 3 \t -27 \t 253\n", + "8 \t 34 \t 3 \t 11 \t 1 \t 46 \t -431\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -119 \t 1115\n", + "\t\t\t\t\t 1355 \t -12696\n", + "GCD(39203, 4184) = 1, with coefficients 1355 and -12696 such that 1 = (1355)*39203 + (-12696)*4184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4185 \t 9 \t 1538 \t 1 \t 0\n", + "1 \t 4185 \t 1538 \t 2 \t 1109 \t 0 \t 1\n", + "2 \t 1538 \t 1109 \t 1 \t 429 \t 1 \t -9\n", + "3 \t 1109 \t 429 \t 2 \t 251 \t -2 \t 19\n", + "4 \t 429 \t 251 \t 1 \t 178 \t 3 \t -28\n", + "5 \t 251 \t 178 \t 1 \t 73 \t -8 \t 75\n", + "6 \t 178 \t 73 \t 2 \t 32 \t 11 \t -103\n", + "7 \t 73 \t 32 \t 2 \t 9 \t -19 \t 178\n", + "8 \t 32 \t 9 \t 3 \t 5 \t 49 \t -459\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -117 \t 1096\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 400 \t -3747\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -517 \t 4843\n", + "\t\t\t\t\t 917 \t -8590\n", + "GCD(39203, 4185) = 1, with coefficients 917 and -8590 such that 1 = (917)*39203 + (-8590)*4185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4186 \t 9 \t 1529 \t 1 \t 0\n", + "1 \t 4186 \t 1529 \t 2 \t 1128 \t 0 \t 1\n", + "2 \t 1529 \t 1128 \t 1 \t 401 \t 1 \t -9\n", + "3 \t 1128 \t 401 \t 2 \t 326 \t -2 \t 19\n", + "4 \t 401 \t 326 \t 1 \t 75 \t 3 \t -28\n", + "5 \t 326 \t 75 \t 4 \t 26 \t -8 \t 75\n", + "6 \t 75 \t 26 \t 2 \t 23 \t 11 \t -103\n", + "7 \t 26 \t 23 \t 1 \t 3 \t -52 \t 487\n", + "8 \t 23 \t 3 \t 7 \t 2 \t 115 \t -1077\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -167 \t 1564\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1284 \t -12025\n", + "\t\t\t\t\t -1451 \t 13589\n", + "GCD(39203, 4186) = 1, with coefficients -1451 and 13589 such that 1 = (-1451)*39203 + (13589)*4186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4187 \t 9 \t 1520 \t 1 \t 0\n", + "1 \t 4187 \t 1520 \t 2 \t 1147 \t 0 \t 1\n", + "2 \t 1520 \t 1147 \t 1 \t 373 \t 1 \t -9\n", + "3 \t 1147 \t 373 \t 3 \t 28 \t -2 \t 19\n", + "4 \t 373 \t 28 \t 13 \t 9 \t 3 \t -28\n", + "5 \t 28 \t 9 \t 3 \t 1 \t -11 \t 103\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 146 \t -1367\n", + "\t\t\t\t\t -449 \t 4204\n", + "GCD(39203, 4187) = 1, with coefficients -449 and 4204 such that 1 = (-449)*39203 + (4204)*4187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4188 \t 9 \t 1511 \t 1 \t 0\n", + "1 \t 4188 \t 1511 \t 2 \t 1166 \t 0 \t 1\n", + "2 \t 1511 \t 1166 \t 1 \t 345 \t 1 \t -9\n", + "3 \t 1166 \t 345 \t 3 \t 131 \t -2 \t 19\n", + "4 \t 345 \t 131 \t 2 \t 83 \t 3 \t -28\n", + "5 \t 131 \t 83 \t 1 \t 48 \t -11 \t 103\n", + "6 \t 83 \t 48 \t 1 \t 35 \t 25 \t -234\n", + "7 \t 48 \t 35 \t 1 \t 13 \t -36 \t 337\n", + "8 \t 35 \t 13 \t 2 \t 9 \t 61 \t -571\n", + "9 \t 13 \t 9 \t 1 \t 4 \t -97 \t 908\n", + "10 \t 9 \t 4 \t 2 \t 1 \t 255 \t -2387\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -352 \t 3295\n", + "\t\t\t\t\t 959 \t -8977\n", + "GCD(39203, 4188) = 1, with coefficients 959 and -8977 such that 1 = (959)*39203 + (-8977)*4188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4189 \t 9 \t 1502 \t 1 \t 0\n", + "1 \t 4189 \t 1502 \t 2 \t 1185 \t 0 \t 1\n", + "2 \t 1502 \t 1185 \t 1 \t 317 \t 1 \t -9\n", + "3 \t 1185 \t 317 \t 3 \t 234 \t -2 \t 19\n", + "4 \t 317 \t 234 \t 1 \t 83 \t 3 \t -28\n", + "5 \t 234 \t 83 \t 2 \t 68 \t -11 \t 103\n", + "6 \t 83 \t 68 \t 1 \t 15 \t 14 \t -131\n", + "7 \t 68 \t 15 \t 4 \t 8 \t -39 \t 365\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 53 \t -496\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -251 \t 2349\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 304 \t -2845\n", + "\t\t\t\t\t -555 \t 5194\n", + "GCD(39203, 4189) = 1, with coefficients -555 and 5194 such that 1 = (-555)*39203 + (5194)*4189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4190 \t 9 \t 1493 \t 1 \t 0\n", + "1 \t 4190 \t 1493 \t 2 \t 1204 \t 0 \t 1\n", + "2 \t 1493 \t 1204 \t 1 \t 289 \t 1 \t -9\n", + "3 \t 1204 \t 289 \t 4 \t 48 \t -2 \t 19\n", + "4 \t 289 \t 48 \t 6 \t 1 \t 3 \t -28\n", + "5 \t 48 \t 1 \t 48 \t 0 \t -14 \t 131\n", + "\t\t\t\t\t 87 \t -814\n", + "GCD(39203, 4190) = 1, with coefficients 87 and -814 such that 1 = (87)*39203 + (-814)*4190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4191 \t 9 \t 1484 \t 1 \t 0\n", + "1 \t 4191 \t 1484 \t 2 \t 1223 \t 0 \t 1\n", + "2 \t 1484 \t 1223 \t 1 \t 261 \t 1 \t -9\n", + "3 \t 1223 \t 261 \t 4 \t 179 \t -2 \t 19\n", + "4 \t 261 \t 179 \t 1 \t 82 \t 3 \t -28\n", + "5 \t 179 \t 82 \t 2 \t 15 \t -14 \t 131\n", + "6 \t 82 \t 15 \t 5 \t 7 \t 17 \t -159\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -48 \t 449\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 257 \t -2404\n", + "\t\t\t\t\t -562 \t 5257\n", + "GCD(39203, 4191) = 1, with coefficients -562 and 5257 such that 1 = (-562)*39203 + (5257)*4191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4192 \t 9 \t 1475 \t 1 \t 0\n", + "1 \t 4192 \t 1475 \t 2 \t 1242 \t 0 \t 1\n", + "2 \t 1475 \t 1242 \t 1 \t 233 \t 1 \t -9\n", + "3 \t 1242 \t 233 \t 5 \t 77 \t -2 \t 19\n", + "4 \t 233 \t 77 \t 3 \t 2 \t 3 \t -28\n", + "5 \t 77 \t 2 \t 38 \t 1 \t -17 \t 159\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 54 \t -505\n", + "\t\t\t\t\t -2069 \t 19349\n", + "GCD(39203, 4192) = 1, with coefficients -2069 and 19349 such that 1 = (-2069)*39203 + (19349)*4192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4193 \t 9 \t 1466 \t 1 \t 0\n", + "1 \t 4193 \t 1466 \t 2 \t 1261 \t 0 \t 1\n", + "2 \t 1466 \t 1261 \t 1 \t 205 \t 1 \t -9\n", + "3 \t 1261 \t 205 \t 6 \t 31 \t -2 \t 19\n", + "4 \t 205 \t 31 \t 6 \t 19 \t 3 \t -28\n", + "5 \t 31 \t 19 \t 1 \t 12 \t -20 \t 187\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 123 \t -1150\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -143 \t 1337\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 266 \t -2487\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -409 \t 3824\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 675 \t -6311\n", + "\t\t\t\t\t -1759 \t 16446\n", + "GCD(39203, 4193) = 1, with coefficients -1759 and 16446 such that 1 = (-1759)*39203 + (16446)*4193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4194 \t 9 \t 1457 \t 1 \t 0\n", + "1 \t 4194 \t 1457 \t 2 \t 1280 \t 0 \t 1\n", + "2 \t 1457 \t 1280 \t 1 \t 177 \t 1 \t -9\n", + "3 \t 1280 \t 177 \t 7 \t 41 \t -2 \t 19\n", + "4 \t 177 \t 41 \t 4 \t 13 \t 3 \t -28\n", + "5 \t 41 \t 13 \t 3 \t 2 \t -23 \t 215\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 95 \t -888\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -308 \t 2879\n", + "\t\t\t\t\t 1943 \t -18162\n", + "GCD(39203, 4194) = 1, with coefficients 1943 and -18162 such that 1 = (1943)*39203 + (-18162)*4194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4195 \t 9 \t 1448 \t 1 \t 0\n", + "1 \t 4195 \t 1448 \t 2 \t 1299 \t 0 \t 1\n", + "2 \t 1448 \t 1299 \t 1 \t 149 \t 1 \t -9\n", + "3 \t 1299 \t 149 \t 8 \t 107 \t -2 \t 19\n", + "4 \t 149 \t 107 \t 1 \t 42 \t 3 \t -28\n", + "5 \t 107 \t 42 \t 2 \t 23 \t -26 \t 243\n", + "6 \t 42 \t 23 \t 1 \t 19 \t 29 \t -271\n", + "7 \t 23 \t 19 \t 1 \t 4 \t -84 \t 785\n", + "8 \t 19 \t 4 \t 4 \t 3 \t 113 \t -1056\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -197 \t 1841\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 901 \t -8420\n", + "\t\t\t\t\t -1098 \t 10261\n", + "GCD(39203, 4195) = 1, with coefficients -1098 and 10261 such that 1 = (-1098)*39203 + (10261)*4195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4196 \t 9 \t 1439 \t 1 \t 0\n", + "1 \t 4196 \t 1439 \t 2 \t 1318 \t 0 \t 1\n", + "2 \t 1439 \t 1318 \t 1 \t 121 \t 1 \t -9\n", + "3 \t 1318 \t 121 \t 10 \t 108 \t -2 \t 19\n", + "4 \t 121 \t 108 \t 1 \t 13 \t 3 \t -28\n", + "5 \t 108 \t 13 \t 8 \t 4 \t -32 \t 299\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 35 \t -327\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -312 \t 2915\n", + "\t\t\t\t\t 971 \t -9072\n", + "GCD(39203, 4196) = 1, with coefficients 971 and -9072 such that 1 = (971)*39203 + (-9072)*4196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4197 \t 9 \t 1430 \t 1 \t 0\n", + "1 \t 4197 \t 1430 \t 2 \t 1337 \t 0 \t 1\n", + "2 \t 1430 \t 1337 \t 1 \t 93 \t 1 \t -9\n", + "3 \t 1337 \t 93 \t 14 \t 35 \t -2 \t 19\n", + "4 \t 93 \t 35 \t 2 \t 23 \t 3 \t -28\n", + "5 \t 35 \t 23 \t 1 \t 12 \t -44 \t 411\n", + "6 \t 23 \t 12 \t 1 \t 11 \t 91 \t -850\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -135 \t 1261\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 226 \t -2111\n", + "\t\t\t\t\t -361 \t 3372\n", + "GCD(39203, 4197) = 1, with coefficients -361 and 3372 such that 1 = (-361)*39203 + (3372)*4197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4198 \t 9 \t 1421 \t 1 \t 0\n", + "1 \t 4198 \t 1421 \t 2 \t 1356 \t 0 \t 1\n", + "2 \t 1421 \t 1356 \t 1 \t 65 \t 1 \t -9\n", + "3 \t 1356 \t 65 \t 20 \t 56 \t -2 \t 19\n", + "4 \t 65 \t 56 \t 1 \t 9 \t 3 \t -28\n", + "5 \t 56 \t 9 \t 6 \t 2 \t -62 \t 579\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 65 \t -607\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -452 \t 4221\n", + "\t\t\t\t\t 1873 \t -17491\n", + "GCD(39203, 4198) = 1, with coefficients 1873 and -17491 such that 1 = (1873)*39203 + (-17491)*4198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4199 \t 9 \t 1412 \t 1 \t 0\n", + "1 \t 4199 \t 1412 \t 2 \t 1375 \t 0 \t 1\n", + "2 \t 1412 \t 1375 \t 1 \t 37 \t 1 \t -9\n", + "3 \t 1375 \t 37 \t 37 \t 6 \t -2 \t 19\n", + "4 \t 37 \t 6 \t 6 \t 1 \t 3 \t -28\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -113 \t 1055\n", + "\t\t\t\t\t 681 \t -6358\n", + "GCD(39203, 4199) = 1, with coefficients 681 and -6358 such that 1 = (681)*39203 + (-6358)*4199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4200 \t 9 \t 1403 \t 1 \t 0\n", + "1 \t 4200 \t 1403 \t 2 \t 1394 \t 0 \t 1\n", + "2 \t 1403 \t 1394 \t 1 \t 9 \t 1 \t -9\n", + "3 \t 1394 \t 9 \t 154 \t 8 \t -2 \t 19\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 3 \t -28\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -464 \t 4331\n", + "\t\t\t\t\t 467 \t -4359\n", + "GCD(39203, 4200) = 1, with coefficients 467 and -4359 such that 1 = (467)*39203 + (-4359)*4200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4201 \t 9 \t 1394 \t 1 \t 0\n", + "1 \t 4201 \t 1394 \t 3 \t 19 \t 0 \t 1\n", + "2 \t 1394 \t 19 \t 73 \t 7 \t 1 \t -9\n", + "3 \t 19 \t 7 \t 2 \t 5 \t -3 \t 28\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 220 \t -2053\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -443 \t 4134\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 663 \t -6187\n", + "\t\t\t\t\t -1769 \t 16508\n", + "GCD(39203, 4201) = 1, with coefficients -1769 and 16508 such that 1 = (-1769)*39203 + (16508)*4201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4202 \t 9 \t 1385 \t 1 \t 0\n", + "1 \t 4202 \t 1385 \t 3 \t 47 \t 0 \t 1\n", + "2 \t 1385 \t 47 \t 29 \t 22 \t 1 \t -9\n", + "3 \t 47 \t 22 \t 2 \t 3 \t -3 \t 28\n", + "4 \t 22 \t 3 \t 7 \t 1 \t 88 \t -821\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -179 \t 1670\n", + "\t\t\t\t\t 1341 \t -12511\n", + "GCD(39203, 4202) = 1, with coefficients 1341 and -12511 such that 1 = (1341)*39203 + (-12511)*4202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4203 \t 9 \t 1376 \t 1 \t 0\n", + "1 \t 4203 \t 1376 \t 3 \t 75 \t 0 \t 1\n", + "2 \t 1376 \t 75 \t 18 \t 26 \t 1 \t -9\n", + "3 \t 75 \t 26 \t 2 \t 23 \t -3 \t 28\n", + "4 \t 26 \t 23 \t 1 \t 3 \t 55 \t -513\n", + "5 \t 23 \t 3 \t 7 \t 2 \t -113 \t 1054\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 168 \t -1567\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1289 \t 12023\n", + "\t\t\t\t\t 1457 \t -13590\n", + "GCD(39203, 4203) = 1, with coefficients 1457 and -13590 such that 1 = (1457)*39203 + (-13590)*4203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4204 \t 9 \t 1367 \t 1 \t 0\n", + "1 \t 4204 \t 1367 \t 3 \t 103 \t 0 \t 1\n", + "2 \t 1367 \t 103 \t 13 \t 28 \t 1 \t -9\n", + "3 \t 103 \t 28 \t 3 \t 19 \t -3 \t 28\n", + "4 \t 28 \t 19 \t 1 \t 9 \t 40 \t -373\n", + "5 \t 19 \t 9 \t 2 \t 1 \t -123 \t 1147\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 163 \t -1520\n", + "\t\t\t\t\t -449 \t 4187\n", + "GCD(39203, 4204) = 1, with coefficients -449 and 4187 such that 1 = (-449)*39203 + (4187)*4204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4205 \t 9 \t 1358 \t 1 \t 0\n", + "1 \t 4205 \t 1358 \t 3 \t 131 \t 0 \t 1\n", + "2 \t 1358 \t 131 \t 10 \t 48 \t 1 \t -9\n", + "3 \t 131 \t 48 \t 2 \t 35 \t -3 \t 28\n", + "4 \t 48 \t 35 \t 1 \t 13 \t 31 \t -289\n", + "5 \t 35 \t 13 \t 2 \t 9 \t -65 \t 606\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 96 \t -895\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -257 \t 2396\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 353 \t -3291\n", + "\t\t\t\t\t -963 \t 8978\n", + "GCD(39203, 4205) = 1, with coefficients -963 and 8978 such that 1 = (-963)*39203 + (8978)*4205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4206 \t 9 \t 1349 \t 1 \t 0\n", + "1 \t 4206 \t 1349 \t 3 \t 159 \t 0 \t 1\n", + "2 \t 1349 \t 159 \t 8 \t 77 \t 1 \t -9\n", + "3 \t 159 \t 77 \t 2 \t 5 \t -3 \t 28\n", + "4 \t 77 \t 5 \t 15 \t 2 \t 25 \t -233\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -53 \t 494\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 820 \t -7643\n", + "\t\t\t\t\t -1693 \t 15780\n", + "GCD(39203, 4206) = 1, with coefficients -1693 and 15780 such that 1 = (-1693)*39203 + (15780)*4206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4207 \t 9 \t 1340 \t 1 \t 0\n", + "1 \t 4207 \t 1340 \t 3 \t 187 \t 0 \t 1\n", + "2 \t 1340 \t 187 \t 7 \t 31 \t 1 \t -9\n", + "3 \t 187 \t 31 \t 6 \t 1 \t -3 \t 28\n", + "4 \t 31 \t 1 \t 31 \t 0 \t 22 \t -205\n", + "\t\t\t\t\t -135 \t 1258\n", + "GCD(39203, 4207) = 1, with coefficients -135 and 1258 such that 1 = (-135)*39203 + (1258)*4207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4208 \t 9 \t 1331 \t 1 \t 0\n", + "1 \t 4208 \t 1331 \t 3 \t 215 \t 0 \t 1\n", + "2 \t 1331 \t 215 \t 6 \t 41 \t 1 \t -9\n", + "3 \t 215 \t 41 \t 5 \t 10 \t -3 \t 28\n", + "4 \t 41 \t 10 \t 4 \t 1 \t 19 \t -177\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -98 \t 913\n", + "\t\t\t\t\t 411 \t -3829\n", + "GCD(39203, 4208) = 1, with coefficients 411 and -3829 such that 1 = (411)*39203 + (-3829)*4208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4209 \t 9 \t 1322 \t 1 \t 0\n", + "1 \t 4209 \t 1322 \t 3 \t 243 \t 0 \t 1\n", + "2 \t 1322 \t 243 \t 5 \t 107 \t 1 \t -9\n", + "3 \t 243 \t 107 \t 2 \t 29 \t -3 \t 28\n", + "4 \t 107 \t 29 \t 3 \t 20 \t 16 \t -149\n", + "5 \t 29 \t 20 \t 1 \t 9 \t -35 \t 326\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 121 \t -1127\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -156 \t 1453\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 433 \t -4033\n", + "\t\t\t\t\t -1888 \t 17585\n", + "GCD(39203, 4209) = 1, with coefficients -1888 and 17585 such that 1 = (-1888)*39203 + (17585)*4209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4210 \t 9 \t 1313 \t 1 \t 0\n", + "1 \t 4210 \t 1313 \t 3 \t 271 \t 0 \t 1\n", + "2 \t 1313 \t 271 \t 4 \t 229 \t 1 \t -9\n", + "3 \t 271 \t 229 \t 1 \t 42 \t -3 \t 28\n", + "4 \t 229 \t 42 \t 5 \t 19 \t 13 \t -121\n", + "5 \t 42 \t 19 \t 2 \t 4 \t -16 \t 149\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 93 \t -866\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -202 \t 1881\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 901 \t -8390\n", + "\t\t\t\t\t -1103 \t 10271\n", + "GCD(39203, 4210) = 1, with coefficients -1103 and 10271 such that 1 = (-1103)*39203 + (10271)*4210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4211 \t 9 \t 1304 \t 1 \t 0\n", + "1 \t 4211 \t 1304 \t 3 \t 299 \t 0 \t 1\n", + "2 \t 1304 \t 299 \t 4 \t 108 \t 1 \t -9\n", + "3 \t 299 \t 108 \t 2 \t 83 \t -3 \t 28\n", + "4 \t 108 \t 83 \t 1 \t 25 \t 13 \t -121\n", + "5 \t 83 \t 25 \t 3 \t 8 \t -29 \t 270\n", + "6 \t 25 \t 8 \t 3 \t 1 \t 42 \t -391\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -155 \t 1443\n", + "\t\t\t\t\t 507 \t -4720\n", + "GCD(39203, 4211) = 1, with coefficients 507 and -4720 such that 1 = (507)*39203 + (-4720)*4211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4212 \t 9 \t 1295 \t 1 \t 0\n", + "1 \t 4212 \t 1295 \t 3 \t 327 \t 0 \t 1\n", + "2 \t 1295 \t 327 \t 3 \t 314 \t 1 \t -9\n", + "3 \t 327 \t 314 \t 1 \t 13 \t -3 \t 28\n", + "4 \t 314 \t 13 \t 24 \t 2 \t 10 \t -93\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -13 \t 121\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 322 \t -2997\n", + "\t\t\t\t\t -1945 \t 18103\n", + "GCD(39203, 4212) = 1, with coefficients -1945 and 18103 such that 1 = (-1945)*39203 + (18103)*4212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4213 \t 9 \t 1286 \t 1 \t 0\n", + "1 \t 4213 \t 1286 \t 3 \t 355 \t 0 \t 1\n", + "2 \t 1286 \t 355 \t 3 \t 221 \t 1 \t -9\n", + "3 \t 355 \t 221 \t 1 \t 134 \t -3 \t 28\n", + "4 \t 221 \t 134 \t 1 \t 87 \t 10 \t -93\n", + "5 \t 134 \t 87 \t 1 \t 47 \t -13 \t 121\n", + "6 \t 87 \t 47 \t 1 \t 40 \t 23 \t -214\n", + "7 \t 47 \t 40 \t 1 \t 7 \t -36 \t 335\n", + "8 \t 40 \t 7 \t 5 \t 5 \t 59 \t -549\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -95 \t 884\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 534 \t -4969\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -629 \t 5853\n", + "\t\t\t\t\t 1792 \t -16675\n", + "GCD(39203, 4213) = 1, with coefficients 1792 and -16675 such that 1 = (1792)*39203 + (-16675)*4213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4214 \t 9 \t 1277 \t 1 \t 0\n", + "1 \t 4214 \t 1277 \t 3 \t 383 \t 0 \t 1\n", + "2 \t 1277 \t 383 \t 3 \t 128 \t 1 \t -9\n", + "3 \t 383 \t 128 \t 2 \t 127 \t -3 \t 28\n", + "4 \t 128 \t 127 \t 1 \t 1 \t 10 \t -93\n", + "5 \t 127 \t 1 \t 127 \t 0 \t -23 \t 214\n", + "\t\t\t\t\t 33 \t -307\n", + "GCD(39203, 4214) = 1, with coefficients 33 and -307 such that 1 = (33)*39203 + (-307)*4214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4215 \t 9 \t 1268 \t 1 \t 0\n", + "1 \t 4215 \t 1268 \t 3 \t 411 \t 0 \t 1\n", + "2 \t 1268 \t 411 \t 3 \t 35 \t 1 \t -9\n", + "3 \t 411 \t 35 \t 11 \t 26 \t -3 \t 28\n", + "4 \t 35 \t 26 \t 1 \t 9 \t 10 \t -93\n", + "5 \t 26 \t 9 \t 2 \t 8 \t -113 \t 1051\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 123 \t -1144\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -359 \t 3339\n", + "\t\t\t\t\t 482 \t -4483\n", + "GCD(39203, 4215) = 1, with coefficients 482 and -4483 such that 1 = (482)*39203 + (-4483)*4215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4216 \t 9 \t 1259 \t 1 \t 0\n", + "1 \t 4216 \t 1259 \t 3 \t 439 \t 0 \t 1\n", + "2 \t 1259 \t 439 \t 2 \t 381 \t 1 \t -9\n", + "3 \t 439 \t 381 \t 1 \t 58 \t -3 \t 28\n", + "4 \t 381 \t 58 \t 6 \t 33 \t 7 \t -65\n", + "5 \t 58 \t 33 \t 1 \t 25 \t -10 \t 93\n", + "6 \t 33 \t 25 \t 1 \t 8 \t 67 \t -623\n", + "7 \t 25 \t 8 \t 3 \t 1 \t -77 \t 716\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 144 \t -1339\n", + "\t\t\t\t\t -509 \t 4733\n", + "GCD(39203, 4216) = 1, with coefficients -509 and 4733 such that 1 = (-509)*39203 + (4733)*4216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4217 \t 9 \t 1250 \t 1 \t 0\n", + "1 \t 4217 \t 1250 \t 3 \t 467 \t 0 \t 1\n", + "2 \t 1250 \t 467 \t 2 \t 316 \t 1 \t -9\n", + "3 \t 467 \t 316 \t 1 \t 151 \t -3 \t 28\n", + "4 \t 316 \t 151 \t 2 \t 14 \t 7 \t -65\n", + "5 \t 151 \t 14 \t 10 \t 11 \t -10 \t 93\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 27 \t -251\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -280 \t 2603\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 307 \t -2854\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1201 \t 11165\n", + "\t\t\t\t\t 1508 \t -14019\n", + "GCD(39203, 4217) = 1, with coefficients 1508 and -14019 such that 1 = (1508)*39203 + (-14019)*4217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4218 \t 9 \t 1241 \t 1 \t 0\n", + "1 \t 4218 \t 1241 \t 3 \t 495 \t 0 \t 1\n", + "2 \t 1241 \t 495 \t 2 \t 251 \t 1 \t -9\n", + "3 \t 495 \t 251 \t 1 \t 244 \t -3 \t 28\n", + "4 \t 251 \t 244 \t 1 \t 7 \t 7 \t -65\n", + "5 \t 244 \t 7 \t 34 \t 6 \t -10 \t 93\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 17 \t -158\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -588 \t 5465\n", + "\t\t\t\t\t 605 \t -5623\n", + "GCD(39203, 4218) = 1, with coefficients 605 and -5623 such that 1 = (605)*39203 + (-5623)*4218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4219 \t 9 \t 1232 \t 1 \t 0\n", + "1 \t 4219 \t 1232 \t 3 \t 523 \t 0 \t 1\n", + "2 \t 1232 \t 523 \t 2 \t 186 \t 1 \t -9\n", + "3 \t 523 \t 186 \t 2 \t 151 \t -3 \t 28\n", + "4 \t 186 \t 151 \t 1 \t 35 \t 7 \t -65\n", + "5 \t 151 \t 35 \t 4 \t 11 \t -17 \t 158\n", + "6 \t 35 \t 11 \t 3 \t 2 \t 24 \t -223\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -113 \t 1050\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 363 \t -3373\n", + "\t\t\t\t\t -1928 \t 17915\n", + "GCD(39203, 4219) = 1, with coefficients -1928 and 17915 such that 1 = (-1928)*39203 + (17915)*4219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4220 \t 9 \t 1223 \t 1 \t 0\n", + "1 \t 4220 \t 1223 \t 3 \t 551 \t 0 \t 1\n", + "2 \t 1223 \t 551 \t 2 \t 121 \t 1 \t -9\n", + "3 \t 551 \t 121 \t 4 \t 67 \t -3 \t 28\n", + "4 \t 121 \t 67 \t 1 \t 54 \t 7 \t -65\n", + "5 \t 67 \t 54 \t 1 \t 13 \t -31 \t 288\n", + "6 \t 54 \t 13 \t 4 \t 2 \t 38 \t -353\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -69 \t 641\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 314 \t -2917\n", + "\t\t\t\t\t -1953 \t 18143\n", + "GCD(39203, 4220) = 1, with coefficients -1953 and 18143 such that 1 = (-1953)*39203 + (18143)*4220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4221 \t 9 \t 1214 \t 1 \t 0\n", + "1 \t 4221 \t 1214 \t 3 \t 579 \t 0 \t 1\n", + "2 \t 1214 \t 579 \t 2 \t 56 \t 1 \t -9\n", + "3 \t 579 \t 56 \t 10 \t 19 \t -3 \t 28\n", + "4 \t 56 \t 19 \t 2 \t 18 \t 7 \t -65\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -73 \t 678\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 153 \t -1421\n", + "\t\t\t\t\t -226 \t 2099\n", + "GCD(39203, 4221) = 1, with coefficients -226 and 2099 such that 1 = (-226)*39203 + (2099)*4221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4222 \t 9 \t 1205 \t 1 \t 0\n", + "1 \t 4222 \t 1205 \t 3 \t 607 \t 0 \t 1\n", + "2 \t 1205 \t 607 \t 1 \t 598 \t 1 \t -9\n", + "3 \t 607 \t 598 \t 1 \t 9 \t -3 \t 28\n", + "4 \t 598 \t 9 \t 66 \t 4 \t 4 \t -37\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -7 \t 65\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 466 \t -4327\n", + "\t\t\t\t\t -939 \t 8719\n", + "GCD(39203, 4222) = 1, with coefficients -939 and 8719 such that 1 = (-939)*39203 + (8719)*4222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4223 \t 9 \t 1196 \t 1 \t 0\n", + "1 \t 4223 \t 1196 \t 3 \t 635 \t 0 \t 1\n", + "2 \t 1196 \t 635 \t 1 \t 561 \t 1 \t -9\n", + "3 \t 635 \t 561 \t 1 \t 74 \t -3 \t 28\n", + "4 \t 561 \t 74 \t 7 \t 43 \t 4 \t -37\n", + "5 \t 74 \t 43 \t 1 \t 31 \t -7 \t 65\n", + "6 \t 43 \t 31 \t 1 \t 12 \t 53 \t -492\n", + "7 \t 31 \t 12 \t 2 \t 7 \t -60 \t 557\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 113 \t -1049\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -286 \t 2655\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 399 \t -3704\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -685 \t 6359\n", + "\t\t\t\t\t 1769 \t -16422\n", + "GCD(39203, 4223) = 1, with coefficients 1769 and -16422 such that 1 = (1769)*39203 + (-16422)*4223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4224 \t 9 \t 1187 \t 1 \t 0\n", + "1 \t 4224 \t 1187 \t 3 \t 663 \t 0 \t 1\n", + "2 \t 1187 \t 663 \t 1 \t 524 \t 1 \t -9\n", + "3 \t 663 \t 524 \t 1 \t 139 \t -3 \t 28\n", + "4 \t 524 \t 139 \t 3 \t 107 \t 4 \t -37\n", + "5 \t 139 \t 107 \t 1 \t 32 \t -7 \t 65\n", + "6 \t 107 \t 32 \t 3 \t 11 \t 25 \t -232\n", + "7 \t 32 \t 11 \t 2 \t 10 \t -32 \t 297\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 121 \t -1123\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -274 \t 2543\n", + "\t\t\t\t\t 395 \t -3666\n", + "GCD(39203, 4224) = 1, with coefficients 395 and -3666 such that 1 = (395)*39203 + (-3666)*4224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4225 \t 9 \t 1178 \t 1 \t 0\n", + "1 \t 4225 \t 1178 \t 3 \t 691 \t 0 \t 1\n", + "2 \t 1178 \t 691 \t 1 \t 487 \t 1 \t -9\n", + "3 \t 691 \t 487 \t 1 \t 204 \t -3 \t 28\n", + "4 \t 487 \t 204 \t 2 \t 79 \t 4 \t -37\n", + "5 \t 204 \t 79 \t 2 \t 46 \t -7 \t 65\n", + "6 \t 79 \t 46 \t 1 \t 33 \t 18 \t -167\n", + "7 \t 46 \t 33 \t 1 \t 13 \t -43 \t 399\n", + "8 \t 33 \t 13 \t 2 \t 7 \t 61 \t -566\n", + "9 \t 13 \t 7 \t 1 \t 6 \t -104 \t 965\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 269 \t -2496\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -373 \t 3461\n", + "\t\t\t\t\t 642 \t -5957\n", + "GCD(39203, 4225) = 1, with coefficients 642 and -5957 such that 1 = (642)*39203 + (-5957)*4225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4226 \t 9 \t 1169 \t 1 \t 0\n", + "1 \t 4226 \t 1169 \t 3 \t 719 \t 0 \t 1\n", + "2 \t 1169 \t 719 \t 1 \t 450 \t 1 \t -9\n", + "3 \t 719 \t 450 \t 1 \t 269 \t -3 \t 28\n", + "4 \t 450 \t 269 \t 1 \t 181 \t 4 \t -37\n", + "5 \t 269 \t 181 \t 1 \t 88 \t -7 \t 65\n", + "6 \t 181 \t 88 \t 2 \t 5 \t 11 \t -102\n", + "7 \t 88 \t 5 \t 17 \t 3 \t -18 \t 167\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 47 \t -436\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -817 \t 7579\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 864 \t -8015\n", + "\t\t\t\t\t -1681 \t 15594\n", + "GCD(39203, 4226) = 1, with coefficients -1681 and 15594 such that 1 = (-1681)*39203 + (15594)*4226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4227 \t 9 \t 1160 \t 1 \t 0\n", + "1 \t 4227 \t 1160 \t 3 \t 747 \t 0 \t 1\n", + "2 \t 1160 \t 747 \t 1 \t 413 \t 1 \t -9\n", + "3 \t 747 \t 413 \t 1 \t 334 \t -3 \t 28\n", + "4 \t 413 \t 334 \t 1 \t 79 \t 4 \t -37\n", + "5 \t 334 \t 79 \t 4 \t 18 \t -7 \t 65\n", + "6 \t 79 \t 18 \t 4 \t 7 \t 11 \t -102\n", + "7 \t 18 \t 7 \t 2 \t 4 \t -51 \t 473\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 215 \t -1994\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -481 \t 4461\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 696 \t -6455\n", + "\t\t\t\t\t -1177 \t 10916\n", + "GCD(39203, 4227) = 1, with coefficients -1177 and 10916 such that 1 = (-1177)*39203 + (10916)*4227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4228 \t 9 \t 1151 \t 1 \t 0\n", + "1 \t 4228 \t 1151 \t 3 \t 775 \t 0 \t 1\n", + "2 \t 1151 \t 775 \t 1 \t 376 \t 1 \t -9\n", + "3 \t 775 \t 376 \t 2 \t 23 \t -3 \t 28\n", + "4 \t 376 \t 23 \t 16 \t 8 \t 4 \t -37\n", + "5 \t 23 \t 8 \t 2 \t 7 \t -11 \t 102\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 180 \t -1669\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -371 \t 3440\n", + "\t\t\t\t\t 551 \t -5109\n", + "GCD(39203, 4228) = 1, with coefficients 551 and -5109 such that 1 = (551)*39203 + (-5109)*4228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4229 \t 9 \t 1142 \t 1 \t 0\n", + "1 \t 4229 \t 1142 \t 3 \t 803 \t 0 \t 1\n", + "2 \t 1142 \t 803 \t 1 \t 339 \t 1 \t -9\n", + "3 \t 803 \t 339 \t 2 \t 125 \t -3 \t 28\n", + "4 \t 339 \t 125 \t 2 \t 89 \t 4 \t -37\n", + "5 \t 125 \t 89 \t 1 \t 36 \t -11 \t 102\n", + "6 \t 89 \t 36 \t 2 \t 17 \t 26 \t -241\n", + "7 \t 36 \t 17 \t 2 \t 2 \t -37 \t 343\n", + "8 \t 17 \t 2 \t 8 \t 1 \t 100 \t -927\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -237 \t 2197\n", + "\t\t\t\t\t 1996 \t -18503\n", + "GCD(39203, 4229) = 1, with coefficients 1996 and -18503 such that 1 = (1996)*39203 + (-18503)*4229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4230 \t 9 \t 1133 \t 1 \t 0\n", + "1 \t 4230 \t 1133 \t 3 \t 831 \t 0 \t 1\n", + "2 \t 1133 \t 831 \t 1 \t 302 \t 1 \t -9\n", + "3 \t 831 \t 302 \t 2 \t 227 \t -3 \t 28\n", + "4 \t 302 \t 227 \t 1 \t 75 \t 4 \t -37\n", + "5 \t 227 \t 75 \t 3 \t 2 \t -11 \t 102\n", + "6 \t 75 \t 2 \t 37 \t 1 \t 15 \t -139\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -56 \t 519\n", + "\t\t\t\t\t 2087 \t -19342\n", + "GCD(39203, 4230) = 1, with coefficients 2087 and -19342 such that 1 = (2087)*39203 + (-19342)*4230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4231 \t 9 \t 1124 \t 1 \t 0\n", + "1 \t 4231 \t 1124 \t 3 \t 859 \t 0 \t 1\n", + "2 \t 1124 \t 859 \t 1 \t 265 \t 1 \t -9\n", + "3 \t 859 \t 265 \t 3 \t 64 \t -3 \t 28\n", + "4 \t 265 \t 64 \t 4 \t 9 \t 4 \t -37\n", + "5 \t 64 \t 9 \t 7 \t 1 \t -15 \t 139\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 64 \t -593\n", + "\t\t\t\t\t -463 \t 4290\n", + "GCD(39203, 4231) = 1, with coefficients -463 and 4290 such that 1 = (-463)*39203 + (4290)*4231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4232 \t 9 \t 1115 \t 1 \t 0\n", + "1 \t 4232 \t 1115 \t 3 \t 887 \t 0 \t 1\n", + "2 \t 1115 \t 887 \t 1 \t 228 \t 1 \t -9\n", + "3 \t 887 \t 228 \t 3 \t 203 \t -3 \t 28\n", + "4 \t 228 \t 203 \t 1 \t 25 \t 4 \t -37\n", + "5 \t 203 \t 25 \t 8 \t 3 \t -15 \t 139\n", + "6 \t 25 \t 3 \t 8 \t 1 \t 19 \t -176\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 1547\n", + "\t\t\t\t\t 1355 \t -12552\n", + "GCD(39203, 4232) = 1, with coefficients 1355 and -12552 such that 1 = (1355)*39203 + (-12552)*4232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4233 \t 9 \t 1106 \t 1 \t 0\n", + "1 \t 4233 \t 1106 \t 3 \t 915 \t 0 \t 1\n", + "2 \t 1106 \t 915 \t 1 \t 191 \t 1 \t -9\n", + "3 \t 915 \t 191 \t 4 \t 151 \t -3 \t 28\n", + "4 \t 191 \t 151 \t 1 \t 40 \t 4 \t -37\n", + "5 \t 151 \t 40 \t 3 \t 31 \t -19 \t 176\n", + "6 \t 40 \t 31 \t 1 \t 9 \t 23 \t -213\n", + "7 \t 31 \t 9 \t 3 \t 4 \t -88 \t 815\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 111 \t -1028\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -421 \t 3899\n", + "\t\t\t\t\t 953 \t -8826\n", + "GCD(39203, 4233) = 1, with coefficients 953 and -8826 such that 1 = (953)*39203 + (-8826)*4233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4234 \t 9 \t 1097 \t 1 \t 0\n", + "1 \t 4234 \t 1097 \t 3 \t 943 \t 0 \t 1\n", + "2 \t 1097 \t 943 \t 1 \t 154 \t 1 \t -9\n", + "3 \t 943 \t 154 \t 6 \t 19 \t -3 \t 28\n", + "4 \t 154 \t 19 \t 8 \t 2 \t 4 \t -37\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -27 \t 250\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 220 \t -2037\n", + "\t\t\t\t\t -2007 \t 18583\n", + "GCD(39203, 4234) = 1, with coefficients -2007 and 18583 such that 1 = (-2007)*39203 + (18583)*4234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4235 \t 9 \t 1088 \t 1 \t 0\n", + "1 \t 4235 \t 1088 \t 3 \t 971 \t 0 \t 1\n", + "2 \t 1088 \t 971 \t 1 \t 117 \t 1 \t -9\n", + "3 \t 971 \t 117 \t 8 \t 35 \t -3 \t 28\n", + "4 \t 117 \t 35 \t 3 \t 12 \t 4 \t -37\n", + "5 \t 35 \t 12 \t 2 \t 11 \t -35 \t 324\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 109 \t -1009\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -253 \t 2342\n", + "\t\t\t\t\t 362 \t -3351\n", + "GCD(39203, 4235) = 1, with coefficients 362 and -3351 such that 1 = (362)*39203 + (-3351)*4235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4236 \t 9 \t 1079 \t 1 \t 0\n", + "1 \t 4236 \t 1079 \t 3 \t 999 \t 0 \t 1\n", + "2 \t 1079 \t 999 \t 1 \t 80 \t 1 \t -9\n", + "3 \t 999 \t 80 \t 12 \t 39 \t -3 \t 28\n", + "4 \t 80 \t 39 \t 2 \t 2 \t 4 \t -37\n", + "5 \t 39 \t 2 \t 19 \t 1 \t -51 \t 472\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 106 \t -981\n", + "\t\t\t\t\t -2065 \t 19111\n", + "GCD(39203, 4236) = 1, with coefficients -2065 and 19111 such that 1 = (-2065)*39203 + (19111)*4236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4237 \t 9 \t 1070 \t 1 \t 0\n", + "1 \t 4237 \t 1070 \t 3 \t 1027 \t 0 \t 1\n", + "2 \t 1070 \t 1027 \t 1 \t 43 \t 1 \t -9\n", + "3 \t 1027 \t 43 \t 23 \t 38 \t -3 \t 28\n", + "4 \t 43 \t 38 \t 1 \t 5 \t 4 \t -37\n", + "5 \t 38 \t 5 \t 7 \t 3 \t -95 \t 879\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 99 \t -916\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -788 \t 7291\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 887 \t -8207\n", + "\t\t\t\t\t -1675 \t 15498\n", + "GCD(39203, 4237) = 1, with coefficients -1675 and 15498 such that 1 = (-1675)*39203 + (15498)*4237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4238 \t 9 \t 1061 \t 1 \t 0\n", + "1 \t 4238 \t 1061 \t 3 \t 1055 \t 0 \t 1\n", + "2 \t 1061 \t 1055 \t 1 \t 6 \t 1 \t -9\n", + "3 \t 1055 \t 6 \t 175 \t 5 \t -3 \t 28\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 4 \t -37\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -703 \t 6503\n", + "\t\t\t\t\t 707 \t -6540\n", + "GCD(39203, 4238) = 1, with coefficients 707 and -6540 such that 1 = (707)*39203 + (-6540)*4238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4239 \t 9 \t 1052 \t 1 \t 0\n", + "1 \t 4239 \t 1052 \t 4 \t 31 \t 0 \t 1\n", + "2 \t 1052 \t 31 \t 33 \t 29 \t 1 \t -9\n", + "3 \t 31 \t 29 \t 1 \t 2 \t -4 \t 37\n", + "4 \t 29 \t 2 \t 14 \t 1 \t 133 \t -1230\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -137 \t 1267\n", + "\t\t\t\t\t 2051 \t -18968\n", + "GCD(39203, 4239) = 1, with coefficients 2051 and -18968 such that 1 = (2051)*39203 + (-18968)*4239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4240 \t 9 \t 1043 \t 1 \t 0\n", + "1 \t 4240 \t 1043 \t 4 \t 68 \t 0 \t 1\n", + "2 \t 1043 \t 68 \t 15 \t 23 \t 1 \t -9\n", + "3 \t 68 \t 23 \t 2 \t 22 \t -4 \t 37\n", + "4 \t 23 \t 22 \t 1 \t 1 \t 61 \t -564\n", + "5 \t 22 \t 1 \t 22 \t 0 \t -126 \t 1165\n", + "\t\t\t\t\t 187 \t -1729\n", + "GCD(39203, 4240) = 1, with coefficients 187 and -1729 such that 1 = (187)*39203 + (-1729)*4240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4241 \t 9 \t 1034 \t 1 \t 0\n", + "1 \t 4241 \t 1034 \t 4 \t 105 \t 0 \t 1\n", + "2 \t 1034 \t 105 \t 9 \t 89 \t 1 \t -9\n", + "3 \t 105 \t 89 \t 1 \t 16 \t -4 \t 37\n", + "4 \t 89 \t 16 \t 5 \t 9 \t 37 \t -342\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -41 \t 379\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 242 \t -2237\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -283 \t 2616\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 525 \t -4853\n", + "\t\t\t\t\t -1858 \t 17175\n", + "GCD(39203, 4241) = 1, with coefficients -1858 and 17175 such that 1 = (-1858)*39203 + (17175)*4241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4242 \t 9 \t 1025 \t 1 \t 0\n", + "1 \t 4242 \t 1025 \t 4 \t 142 \t 0 \t 1\n", + "2 \t 1025 \t 142 \t 7 \t 31 \t 1 \t -9\n", + "3 \t 142 \t 31 \t 4 \t 18 \t -4 \t 37\n", + "4 \t 31 \t 18 \t 1 \t 13 \t 29 \t -268\n", + "5 \t 18 \t 13 \t 1 \t 5 \t -120 \t 1109\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 149 \t -1377\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -269 \t 2486\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 687 \t -6349\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -956 \t 8835\n", + "\t\t\t\t\t 1643 \t -15184\n", + "GCD(39203, 4242) = 1, with coefficients 1643 and -15184 such that 1 = (1643)*39203 + (-15184)*4242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4243 \t 9 \t 1016 \t 1 \t 0\n", + "1 \t 4243 \t 1016 \t 4 \t 179 \t 0 \t 1\n", + "2 \t 1016 \t 179 \t 5 \t 121 \t 1 \t -9\n", + "3 \t 179 \t 121 \t 1 \t 58 \t -4 \t 37\n", + "4 \t 121 \t 58 \t 2 \t 5 \t 21 \t -194\n", + "5 \t 58 \t 5 \t 11 \t 3 \t -25 \t 231\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 71 \t -656\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -806 \t 7447\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 877 \t -8103\n", + "\t\t\t\t\t -1683 \t 15550\n", + "GCD(39203, 4243) = 1, with coefficients -1683 and 15550 such that 1 = (-1683)*39203 + (15550)*4243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4244 \t 9 \t 1007 \t 1 \t 0\n", + "1 \t 4244 \t 1007 \t 4 \t 216 \t 0 \t 1\n", + "2 \t 1007 \t 216 \t 4 \t 143 \t 1 \t -9\n", + "3 \t 216 \t 143 \t 1 \t 73 \t -4 \t 37\n", + "4 \t 143 \t 73 \t 1 \t 70 \t 17 \t -157\n", + "5 \t 73 \t 70 \t 1 \t 3 \t -21 \t 194\n", + "6 \t 70 \t 3 \t 23 \t 1 \t 38 \t -351\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -59 \t 545\n", + "\t\t\t\t\t 1395 \t -12886\n", + "GCD(39203, 4244) = 1, with coefficients 1395 and -12886 such that 1 = (1395)*39203 + (-12886)*4244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4245 \t 9 \t 998 \t 1 \t 0\n", + "1 \t 4245 \t 998 \t 4 \t 253 \t 0 \t 1\n", + "2 \t 998 \t 253 \t 3 \t 239 \t 1 \t -9\n", + "3 \t 253 \t 239 \t 1 \t 14 \t -4 \t 37\n", + "4 \t 239 \t 14 \t 17 \t 1 \t 13 \t -120\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -17 \t 157\n", + "\t\t\t\t\t 302 \t -2789\n", + "GCD(39203, 4245) = 1, with coefficients 302 and -2789 such that 1 = (302)*39203 + (-2789)*4245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4246 \t 9 \t 989 \t 1 \t 0\n", + "1 \t 4246 \t 989 \t 4 \t 290 \t 0 \t 1\n", + "2 \t 989 \t 290 \t 3 \t 119 \t 1 \t -9\n", + "3 \t 290 \t 119 \t 2 \t 52 \t -4 \t 37\n", + "4 \t 119 \t 52 \t 2 \t 15 \t 13 \t -120\n", + "5 \t 52 \t 15 \t 3 \t 7 \t -30 \t 277\n", + "6 \t 15 \t 7 \t 2 \t 1 \t 73 \t -674\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -249 \t 2299\n", + "\t\t\t\t\t 571 \t -5272\n", + "GCD(39203, 4246) = 1, with coefficients 571 and -5272 such that 1 = (571)*39203 + (-5272)*4246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4247 \t 9 \t 980 \t 1 \t 0\n", + "1 \t 4247 \t 980 \t 4 \t 327 \t 0 \t 1\n", + "2 \t 980 \t 327 \t 2 \t 326 \t 1 \t -9\n", + "3 \t 327 \t 326 \t 1 \t 1 \t -4 \t 37\n", + "4 \t 326 \t 1 \t 326 \t 0 \t 9 \t -83\n", + "\t\t\t\t\t -13 \t 120\n", + "GCD(39203, 4247) = 1, with coefficients -13 and 120 such that 1 = (-13)*39203 + (120)*4247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4248 \t 9 \t 971 \t 1 \t 0\n", + "1 \t 4248 \t 971 \t 4 \t 364 \t 0 \t 1\n", + "2 \t 971 \t 364 \t 2 \t 243 \t 1 \t -9\n", + "3 \t 364 \t 243 \t 1 \t 121 \t -4 \t 37\n", + "4 \t 243 \t 121 \t 2 \t 1 \t 9 \t -83\n", + "5 \t 121 \t 1 \t 121 \t 0 \t -13 \t 120\n", + "\t\t\t\t\t 35 \t -323\n", + "GCD(39203, 4248) = 1, with coefficients 35 and -323 such that 1 = (35)*39203 + (-323)*4248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4249 \t 9 \t 962 \t 1 \t 0\n", + "1 \t 4249 \t 962 \t 4 \t 401 \t 0 \t 1\n", + "2 \t 962 \t 401 \t 2 \t 160 \t 1 \t -9\n", + "3 \t 401 \t 160 \t 2 \t 81 \t -4 \t 37\n", + "4 \t 160 \t 81 \t 1 \t 79 \t 9 \t -83\n", + "5 \t 81 \t 79 \t 1 \t 2 \t -22 \t 203\n", + "6 \t 79 \t 2 \t 39 \t 1 \t 31 \t -286\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -53 \t 489\n", + "\t\t\t\t\t 2098 \t -19357\n", + "GCD(39203, 4249) = 1, with coefficients 2098 and -19357 such that 1 = (2098)*39203 + (-19357)*4249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4250 \t 9 \t 953 \t 1 \t 0\n", + "1 \t 4250 \t 953 \t 4 \t 438 \t 0 \t 1\n", + "2 \t 953 \t 438 \t 2 \t 77 \t 1 \t -9\n", + "3 \t 438 \t 77 \t 5 \t 53 \t -4 \t 37\n", + "4 \t 77 \t 53 \t 1 \t 24 \t 9 \t -83\n", + "5 \t 53 \t 24 \t 2 \t 5 \t -49 \t 452\n", + "6 \t 24 \t 5 \t 4 \t 4 \t 58 \t -535\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -165 \t 1522\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 718 \t -6623\n", + "\t\t\t\t\t -883 \t 8145\n", + "GCD(39203, 4250) = 1, with coefficients -883 and 8145 such that 1 = (-883)*39203 + (8145)*4250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4251 \t 9 \t 944 \t 1 \t 0\n", + "1 \t 4251 \t 944 \t 4 \t 475 \t 0 \t 1\n", + "2 \t 944 \t 475 \t 1 \t 469 \t 1 \t -9\n", + "3 \t 475 \t 469 \t 1 \t 6 \t -4 \t 37\n", + "4 \t 469 \t 6 \t 78 \t 1 \t 5 \t -46\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -9 \t 83\n", + "\t\t\t\t\t 707 \t -6520\n", + "GCD(39203, 4251) = 1, with coefficients 707 and -6520 such that 1 = (707)*39203 + (-6520)*4251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4252 \t 9 \t 935 \t 1 \t 0\n", + "1 \t 4252 \t 935 \t 4 \t 512 \t 0 \t 1\n", + "2 \t 935 \t 512 \t 1 \t 423 \t 1 \t -9\n", + "3 \t 512 \t 423 \t 1 \t 89 \t -4 \t 37\n", + "4 \t 423 \t 89 \t 4 \t 67 \t 5 \t -46\n", + "5 \t 89 \t 67 \t 1 \t 22 \t -9 \t 83\n", + "6 \t 67 \t 22 \t 3 \t 1 \t 41 \t -378\n", + "7 \t 22 \t 1 \t 22 \t 0 \t -50 \t 461\n", + "\t\t\t\t\t 191 \t -1761\n", + "GCD(39203, 4252) = 1, with coefficients 191 and -1761 such that 1 = (191)*39203 + (-1761)*4252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4253 \t 9 \t 926 \t 1 \t 0\n", + "1 \t 4253 \t 926 \t 4 \t 549 \t 0 \t 1\n", + "2 \t 926 \t 549 \t 1 \t 377 \t 1 \t -9\n", + "3 \t 549 \t 377 \t 1 \t 172 \t -4 \t 37\n", + "4 \t 377 \t 172 \t 2 \t 33 \t 5 \t -46\n", + "5 \t 172 \t 33 \t 5 \t 7 \t -9 \t 83\n", + "6 \t 33 \t 7 \t 4 \t 5 \t 23 \t -212\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -124 \t 1143\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 519 \t -4784\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -643 \t 5927\n", + "\t\t\t\t\t 1805 \t -16638\n", + "GCD(39203, 4253) = 1, with coefficients 1805 and -16638 such that 1 = (1805)*39203 + (-16638)*4253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4254 \t 9 \t 917 \t 1 \t 0\n", + "1 \t 4254 \t 917 \t 4 \t 586 \t 0 \t 1\n", + "2 \t 917 \t 586 \t 1 \t 331 \t 1 \t -9\n", + "3 \t 586 \t 331 \t 1 \t 255 \t -4 \t 37\n", + "4 \t 331 \t 255 \t 1 \t 76 \t 5 \t -46\n", + "5 \t 255 \t 76 \t 3 \t 27 \t -9 \t 83\n", + "6 \t 76 \t 27 \t 2 \t 22 \t 14 \t -129\n", + "7 \t 27 \t 22 \t 1 \t 5 \t -51 \t 470\n", + "8 \t 22 \t 5 \t 4 \t 2 \t 116 \t -1069\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -167 \t 1539\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 784 \t -7225\n", + "\t\t\t\t\t -1735 \t 15989\n", + "GCD(39203, 4254) = 1, with coefficients -1735 and 15989 such that 1 = (-1735)*39203 + (15989)*4254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4255 \t 9 \t 908 \t 1 \t 0\n", + "1 \t 4255 \t 908 \t 4 \t 623 \t 0 \t 1\n", + "2 \t 908 \t 623 \t 1 \t 285 \t 1 \t -9\n", + "3 \t 623 \t 285 \t 2 \t 53 \t -4 \t 37\n", + "4 \t 285 \t 53 \t 5 \t 20 \t 5 \t -46\n", + "5 \t 53 \t 20 \t 2 \t 13 \t -14 \t 129\n", + "6 \t 20 \t 13 \t 1 \t 7 \t 75 \t -691\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -164 \t 1511\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 239 \t -2202\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -403 \t 3713\n", + "\t\t\t\t\t 642 \t -5915\n", + "GCD(39203, 4255) = 1, with coefficients 642 and -5915 such that 1 = (642)*39203 + (-5915)*4255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4256 \t 9 \t 899 \t 1 \t 0\n", + "1 \t 4256 \t 899 \t 4 \t 660 \t 0 \t 1\n", + "2 \t 899 \t 660 \t 1 \t 239 \t 1 \t -9\n", + "3 \t 660 \t 239 \t 2 \t 182 \t -4 \t 37\n", + "4 \t 239 \t 182 \t 1 \t 57 \t 5 \t -46\n", + "5 \t 182 \t 57 \t 3 \t 11 \t -14 \t 129\n", + "6 \t 57 \t 11 \t 5 \t 2 \t 19 \t -175\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -71 \t 654\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 374 \t -3445\n", + "\t\t\t\t\t -1941 \t 17879\n", + "GCD(39203, 4256) = 1, with coefficients -1941 and 17879 such that 1 = (-1941)*39203 + (17879)*4256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4257 \t 9 \t 890 \t 1 \t 0\n", + "1 \t 4257 \t 890 \t 4 \t 697 \t 0 \t 1\n", + "2 \t 890 \t 697 \t 1 \t 193 \t 1 \t -9\n", + "3 \t 697 \t 193 \t 3 \t 118 \t -4 \t 37\n", + "4 \t 193 \t 118 \t 1 \t 75 \t 5 \t -46\n", + "5 \t 118 \t 75 \t 1 \t 43 \t -19 \t 175\n", + "6 \t 75 \t 43 \t 1 \t 32 \t 24 \t -221\n", + "7 \t 43 \t 32 \t 1 \t 11 \t -43 \t 396\n", + "8 \t 32 \t 11 \t 2 \t 10 \t 67 \t -617\n", + "9 \t 11 \t 10 \t 1 \t 1 \t -110 \t 1013\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 287 \t -2643\n", + "\t\t\t\t\t -397 \t 3656\n", + "GCD(39203, 4257) = 1, with coefficients -397 and 3656 such that 1 = (-397)*39203 + (3656)*4257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4258 \t 9 \t 881 \t 1 \t 0\n", + "1 \t 4258 \t 881 \t 4 \t 734 \t 0 \t 1\n", + "2 \t 881 \t 734 \t 1 \t 147 \t 1 \t -9\n", + "3 \t 734 \t 147 \t 4 \t 146 \t -4 \t 37\n", + "4 \t 147 \t 146 \t 1 \t 1 \t 5 \t -46\n", + "5 \t 146 \t 1 \t 146 \t 0 \t -24 \t 221\n", + "\t\t\t\t\t 29 \t -267\n", + "GCD(39203, 4258) = 1, with coefficients 29 and -267 such that 1 = (29)*39203 + (-267)*4258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4259 \t 9 \t 872 \t 1 \t 0\n", + "1 \t 4259 \t 872 \t 4 \t 771 \t 0 \t 1\n", + "2 \t 872 \t 771 \t 1 \t 101 \t 1 \t -9\n", + "3 \t 771 \t 101 \t 7 \t 64 \t -4 \t 37\n", + "4 \t 101 \t 64 \t 1 \t 37 \t 5 \t -46\n", + "5 \t 64 \t 37 \t 1 \t 27 \t -39 \t 359\n", + "6 \t 37 \t 27 \t 1 \t 10 \t 44 \t -405\n", + "7 \t 27 \t 10 \t 2 \t 7 \t -83 \t 764\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 127 \t -1169\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -337 \t 3102\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 464 \t -4271\n", + "\t\t\t\t\t -1265 \t 11644\n", + "GCD(39203, 4259) = 1, with coefficients -1265 and 11644 such that 1 = (-1265)*39203 + (11644)*4259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4260 \t 9 \t 863 \t 1 \t 0\n", + "1 \t 4260 \t 863 \t 4 \t 808 \t 0 \t 1\n", + "2 \t 863 \t 808 \t 1 \t 55 \t 1 \t -9\n", + "3 \t 808 \t 55 \t 14 \t 38 \t -4 \t 37\n", + "4 \t 55 \t 38 \t 1 \t 17 \t 5 \t -46\n", + "5 \t 38 \t 17 \t 2 \t 4 \t -74 \t 681\n", + "6 \t 17 \t 4 \t 4 \t 1 \t 79 \t -727\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -232 \t 2135\n", + "\t\t\t\t\t 1007 \t -9267\n", + "GCD(39203, 4260) = 1, with coefficients 1007 and -9267 such that 1 = (1007)*39203 + (-9267)*4260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4261 \t 9 \t 854 \t 1 \t 0\n", + "1 \t 4261 \t 854 \t 4 \t 845 \t 0 \t 1\n", + "2 \t 854 \t 845 \t 1 \t 9 \t 1 \t -9\n", + "3 \t 845 \t 9 \t 93 \t 8 \t -4 \t 37\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 5 \t -46\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -469 \t 4315\n", + "\t\t\t\t\t 474 \t -4361\n", + "GCD(39203, 4261) = 1, with coefficients 474 and -4361 such that 1 = (474)*39203 + (-4361)*4261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4262 \t 9 \t 845 \t 1 \t 0\n", + "1 \t 4262 \t 845 \t 5 \t 37 \t 0 \t 1\n", + "2 \t 845 \t 37 \t 22 \t 31 \t 1 \t -9\n", + "3 \t 37 \t 31 \t 1 \t 6 \t -5 \t 46\n", + "4 \t 31 \t 6 \t 5 \t 1 \t 111 \t -1021\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -116 \t 1067\n", + "\t\t\t\t\t 691 \t -6356\n", + "GCD(39203, 4262) = 1, with coefficients 691 and -6356 such that 1 = (691)*39203 + (-6356)*4262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4263 \t 9 \t 836 \t 1 \t 0\n", + "1 \t 4263 \t 836 \t 5 \t 83 \t 0 \t 1\n", + "2 \t 836 \t 83 \t 10 \t 6 \t 1 \t -9\n", + "3 \t 83 \t 6 \t 13 \t 5 \t -5 \t 46\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 51 \t -469\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -668 \t 6143\n", + "\t\t\t\t\t 719 \t -6612\n", + "GCD(39203, 4263) = 1, with coefficients 719 and -6612 such that 1 = (719)*39203 + (-6612)*4263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4264 \t 9 \t 827 \t 1 \t 0\n", + "1 \t 4264 \t 827 \t 5 \t 129 \t 0 \t 1\n", + "2 \t 827 \t 129 \t 6 \t 53 \t 1 \t -9\n", + "3 \t 129 \t 53 \t 2 \t 23 \t -5 \t 46\n", + "4 \t 53 \t 23 \t 2 \t 7 \t 31 \t -285\n", + "5 \t 23 \t 7 \t 3 \t 2 \t -67 \t 616\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 165 \t -1517\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -562 \t 5167\n", + "\t\t\t\t\t 1851 \t -17018\n", + "GCD(39203, 4264) = 1, with coefficients 1851 and -17018 such that 1 = (1851)*39203 + (-17018)*4264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4265 \t 9 \t 818 \t 1 \t 0\n", + "1 \t 4265 \t 818 \t 5 \t 175 \t 0 \t 1\n", + "2 \t 818 \t 175 \t 4 \t 118 \t 1 \t -9\n", + "3 \t 175 \t 118 \t 1 \t 57 \t -5 \t 46\n", + "4 \t 118 \t 57 \t 2 \t 4 \t 21 \t -193\n", + "5 \t 57 \t 4 \t 14 \t 1 \t -26 \t 239\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 73 \t -671\n", + "\t\t\t\t\t -1048 \t 9633\n", + "GCD(39203, 4265) = 1, with coefficients -1048 and 9633 such that 1 = (-1048)*39203 + (9633)*4265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4266 \t 9 \t 809 \t 1 \t 0\n", + "1 \t 4266 \t 809 \t 5 \t 221 \t 0 \t 1\n", + "2 \t 809 \t 221 \t 3 \t 146 \t 1 \t -9\n", + "3 \t 221 \t 146 \t 1 \t 75 \t -5 \t 46\n", + "4 \t 146 \t 75 \t 1 \t 71 \t 16 \t -147\n", + "5 \t 75 \t 71 \t 1 \t 4 \t -21 \t 193\n", + "6 \t 71 \t 4 \t 17 \t 3 \t 37 \t -340\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -58 \t 533\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1023 \t -9401\n", + "\t\t\t\t\t -1081 \t 9934\n", + "GCD(39203, 4266) = 1, with coefficients -1081 and 9934 such that 1 = (-1081)*39203 + (9934)*4266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4267 \t 9 \t 800 \t 1 \t 0\n", + "1 \t 4267 \t 800 \t 5 \t 267 \t 0 \t 1\n", + "2 \t 800 \t 267 \t 2 \t 266 \t 1 \t -9\n", + "3 \t 267 \t 266 \t 1 \t 1 \t -5 \t 46\n", + "4 \t 266 \t 1 \t 266 \t 0 \t 11 \t -101\n", + "\t\t\t\t\t -16 \t 147\n", + "GCD(39203, 4267) = 1, with coefficients -16 and 147 such that 1 = (-16)*39203 + (147)*4267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4268 \t 9 \t 791 \t 1 \t 0\n", + "1 \t 4268 \t 791 \t 5 \t 313 \t 0 \t 1\n", + "2 \t 791 \t 313 \t 2 \t 165 \t 1 \t -9\n", + "3 \t 313 \t 165 \t 1 \t 148 \t -5 \t 46\n", + "4 \t 165 \t 148 \t 1 \t 17 \t 11 \t -101\n", + "5 \t 148 \t 17 \t 8 \t 12 \t -16 \t 147\n", + "6 \t 17 \t 12 \t 1 \t 5 \t 27 \t -248\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -232 \t 2131\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 259 \t -2379\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -750 \t 6889\n", + "\t\t\t\t\t 1759 \t -16157\n", + "GCD(39203, 4268) = 1, with coefficients 1759 and -16157 such that 1 = (1759)*39203 + (-16157)*4268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4269 \t 9 \t 782 \t 1 \t 0\n", + "1 \t 4269 \t 782 \t 5 \t 359 \t 0 \t 1\n", + "2 \t 782 \t 359 \t 2 \t 64 \t 1 \t -9\n", + "3 \t 359 \t 64 \t 5 \t 39 \t -5 \t 46\n", + "4 \t 64 \t 39 \t 1 \t 25 \t 11 \t -101\n", + "5 \t 39 \t 25 \t 1 \t 14 \t -60 \t 551\n", + "6 \t 25 \t 14 \t 1 \t 11 \t 71 \t -652\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -131 \t 1203\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 202 \t -1855\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -333 \t 3058\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1201 \t -11029\n", + "\t\t\t\t\t -1534 \t 14087\n", + "GCD(39203, 4269) = 1, with coefficients -1534 and 14087 such that 1 = (-1534)*39203 + (14087)*4269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4270 \t 9 \t 773 \t 1 \t 0\n", + "1 \t 4270 \t 773 \t 5 \t 405 \t 0 \t 1\n", + "2 \t 773 \t 405 \t 1 \t 368 \t 1 \t -9\n", + "3 \t 405 \t 368 \t 1 \t 37 \t -5 \t 46\n", + "4 \t 368 \t 37 \t 9 \t 35 \t 6 \t -55\n", + "5 \t 37 \t 35 \t 1 \t 2 \t -11 \t 101\n", + "6 \t 35 \t 2 \t 17 \t 1 \t 105 \t -964\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -116 \t 1065\n", + "\t\t\t\t\t 2077 \t -19069\n", + "GCD(39203, 4270) = 1, with coefficients 2077 and -19069 such that 1 = (2077)*39203 + (-19069)*4270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4271 \t 9 \t 764 \t 1 \t 0\n", + "1 \t 4271 \t 764 \t 5 \t 451 \t 0 \t 1\n", + "2 \t 764 \t 451 \t 1 \t 313 \t 1 \t -9\n", + "3 \t 451 \t 313 \t 1 \t 138 \t -5 \t 46\n", + "4 \t 313 \t 138 \t 2 \t 37 \t 6 \t -55\n", + "5 \t 138 \t 37 \t 3 \t 27 \t -11 \t 101\n", + "6 \t 37 \t 27 \t 1 \t 10 \t 28 \t -257\n", + "7 \t 27 \t 10 \t 2 \t 7 \t -95 \t 872\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 123 \t -1129\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -341 \t 3130\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 464 \t -4259\n", + "\t\t\t\t\t -1269 \t 11648\n", + "GCD(39203, 4271) = 1, with coefficients -1269 and 11648 such that 1 = (-1269)*39203 + (11648)*4271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4272 \t 9 \t 755 \t 1 \t 0\n", + "1 \t 4272 \t 755 \t 5 \t 497 \t 0 \t 1\n", + "2 \t 755 \t 497 \t 1 \t 258 \t 1 \t -9\n", + "3 \t 497 \t 258 \t 1 \t 239 \t -5 \t 46\n", + "4 \t 258 \t 239 \t 1 \t 19 \t 6 \t -55\n", + "5 \t 239 \t 19 \t 12 \t 11 \t -11 \t 101\n", + "6 \t 19 \t 11 \t 1 \t 8 \t 17 \t -156\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -215 \t 1973\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 232 \t -2129\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -447 \t 4102\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1126 \t -10333\n", + "\t\t\t\t\t -1573 \t 14435\n", + "GCD(39203, 4272) = 1, with coefficients -1573 and 14435 such that 1 = (-1573)*39203 + (14435)*4272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4273 \t 9 \t 746 \t 1 \t 0\n", + "1 \t 4273 \t 746 \t 5 \t 543 \t 0 \t 1\n", + "2 \t 746 \t 543 \t 1 \t 203 \t 1 \t -9\n", + "3 \t 543 \t 203 \t 2 \t 137 \t -5 \t 46\n", + "4 \t 203 \t 137 \t 1 \t 66 \t 6 \t -55\n", + "5 \t 137 \t 66 \t 2 \t 5 \t -17 \t 156\n", + "6 \t 66 \t 5 \t 13 \t 1 \t 23 \t -211\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -63 \t 578\n", + "\t\t\t\t\t 842 \t -7725\n", + "GCD(39203, 4273) = 1, with coefficients 842 and -7725 such that 1 = (842)*39203 + (-7725)*4273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4274 \t 9 \t 737 \t 1 \t 0\n", + "1 \t 4274 \t 737 \t 5 \t 589 \t 0 \t 1\n", + "2 \t 737 \t 589 \t 1 \t 148 \t 1 \t -9\n", + "3 \t 589 \t 148 \t 3 \t 145 \t -5 \t 46\n", + "4 \t 148 \t 145 \t 1 \t 3 \t 6 \t -55\n", + "5 \t 145 \t 3 \t 48 \t 1 \t -23 \t 211\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 29 \t -266\n", + "\t\t\t\t\t -1415 \t 12979\n", + "GCD(39203, 4274) = 1, with coefficients -1415 and 12979 such that 1 = (-1415)*39203 + (12979)*4274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4275 \t 9 \t 728 \t 1 \t 0\n", + "1 \t 4275 \t 728 \t 5 \t 635 \t 0 \t 1\n", + "2 \t 728 \t 635 \t 1 \t 93 \t 1 \t -9\n", + "3 \t 635 \t 93 \t 6 \t 77 \t -5 \t 46\n", + "4 \t 93 \t 77 \t 1 \t 16 \t 6 \t -55\n", + "5 \t 77 \t 16 \t 4 \t 13 \t -41 \t 376\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 47 \t -431\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -229 \t 2100\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 276 \t -2531\n", + "\t\t\t\t\t -1333 \t 12224\n", + "GCD(39203, 4275) = 1, with coefficients -1333 and 12224 such that 1 = (-1333)*39203 + (12224)*4275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4276 \t 9 \t 719 \t 1 \t 0\n", + "1 \t 4276 \t 719 \t 5 \t 681 \t 0 \t 1\n", + "2 \t 719 \t 681 \t 1 \t 38 \t 1 \t -9\n", + "3 \t 681 \t 38 \t 17 \t 35 \t -5 \t 46\n", + "4 \t 38 \t 35 \t 1 \t 3 \t 6 \t -55\n", + "5 \t 35 \t 3 \t 11 \t 2 \t -107 \t 981\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 113 \t -1036\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1350 \t 12377\n", + "\t\t\t\t\t 1463 \t -13413\n", + "GCD(39203, 4276) = 1, with coefficients 1463 and -13413 such that 1 = (1463)*39203 + (-13413)*4276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4277 \t 9 \t 710 \t 1 \t 0\n", + "1 \t 4277 \t 710 \t 6 \t 17 \t 0 \t 1\n", + "2 \t 710 \t 17 \t 41 \t 13 \t 1 \t -9\n", + "3 \t 17 \t 13 \t 1 \t 4 \t -6 \t 55\n", + "4 \t 13 \t 4 \t 3 \t 1 \t 247 \t -2264\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -253 \t 2319\n", + "\t\t\t\t\t 1006 \t -9221\n", + "GCD(39203, 4277) = 1, with coefficients 1006 and -9221 such that 1 = (1006)*39203 + (-9221)*4277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4278 \t 9 \t 701 \t 1 \t 0\n", + "1 \t 4278 \t 701 \t 6 \t 72 \t 0 \t 1\n", + "2 \t 701 \t 72 \t 9 \t 53 \t 1 \t -9\n", + "3 \t 72 \t 53 \t 1 \t 19 \t -6 \t 55\n", + "4 \t 53 \t 19 \t 2 \t 15 \t 55 \t -504\n", + "5 \t 19 \t 15 \t 1 \t 4 \t -61 \t 559\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 177 \t -1622\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -238 \t 2181\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 891 \t -8165\n", + "\t\t\t\t\t -1129 \t 10346\n", + "GCD(39203, 4278) = 1, with coefficients -1129 and 10346 such that 1 = (-1129)*39203 + (10346)*4278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4279 \t 9 \t 692 \t 1 \t 0\n", + "1 \t 4279 \t 692 \t 6 \t 127 \t 0 \t 1\n", + "2 \t 692 \t 127 \t 5 \t 57 \t 1 \t -9\n", + "3 \t 127 \t 57 \t 2 \t 13 \t -6 \t 55\n", + "4 \t 57 \t 13 \t 4 \t 5 \t 31 \t -284\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -68 \t 623\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 303 \t -2776\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -674 \t 6175\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 977 \t -8951\n", + "\t\t\t\t\t -1651 \t 15126\n", + "GCD(39203, 4279) = 1, with coefficients -1651 and 15126 such that 1 = (-1651)*39203 + (15126)*4279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4280 \t 9 \t 683 \t 1 \t 0\n", + "1 \t 4280 \t 683 \t 6 \t 182 \t 0 \t 1\n", + "2 \t 683 \t 182 \t 3 \t 137 \t 1 \t -9\n", + "3 \t 182 \t 137 \t 1 \t 45 \t -6 \t 55\n", + "4 \t 137 \t 45 \t 3 \t 2 \t 19 \t -174\n", + "5 \t 45 \t 2 \t 22 \t 1 \t -25 \t 229\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 94 \t -861\n", + "\t\t\t\t\t -2093 \t 19171\n", + "GCD(39203, 4280) = 1, with coefficients -2093 and 19171 such that 1 = (-2093)*39203 + (19171)*4280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4281 \t 9 \t 674 \t 1 \t 0\n", + "1 \t 4281 \t 674 \t 6 \t 237 \t 0 \t 1\n", + "2 \t 674 \t 237 \t 2 \t 200 \t 1 \t -9\n", + "3 \t 237 \t 200 \t 1 \t 37 \t -6 \t 55\n", + "4 \t 200 \t 37 \t 5 \t 15 \t 13 \t -119\n", + "5 \t 37 \t 15 \t 2 \t 7 \t -19 \t 174\n", + "6 \t 15 \t 7 \t 2 \t 1 \t 108 \t -989\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -235 \t 2152\n", + "\t\t\t\t\t 578 \t -5293\n", + "GCD(39203, 4281) = 1, with coefficients 578 and -5293 such that 1 = (578)*39203 + (-5293)*4281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4282 \t 9 \t 665 \t 1 \t 0\n", + "1 \t 4282 \t 665 \t 6 \t 292 \t 0 \t 1\n", + "2 \t 665 \t 292 \t 2 \t 81 \t 1 \t -9\n", + "3 \t 292 \t 81 \t 3 \t 49 \t -6 \t 55\n", + "4 \t 81 \t 49 \t 1 \t 32 \t 13 \t -119\n", + "5 \t 49 \t 32 \t 1 \t 17 \t -45 \t 412\n", + "6 \t 32 \t 17 \t 1 \t 15 \t 58 \t -531\n", + "7 \t 17 \t 15 \t 1 \t 2 \t -103 \t 943\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 161 \t -1474\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -264 \t 2417\n", + "\t\t\t\t\t 2009 \t -18393\n", + "GCD(39203, 4282) = 1, with coefficients 2009 and -18393 such that 1 = (2009)*39203 + (-18393)*4282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4283 \t 9 \t 656 \t 1 \t 0\n", + "1 \t 4283 \t 656 \t 6 \t 347 \t 0 \t 1\n", + "2 \t 656 \t 347 \t 1 \t 309 \t 1 \t -9\n", + "3 \t 347 \t 309 \t 1 \t 38 \t -6 \t 55\n", + "4 \t 309 \t 38 \t 8 \t 5 \t 7 \t -64\n", + "5 \t 38 \t 5 \t 7 \t 3 \t -13 \t 119\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 111 \t -1016\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -790 \t 7231\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 901 \t -8247\n", + "\t\t\t\t\t -1691 \t 15478\n", + "GCD(39203, 4283) = 1, with coefficients -1691 and 15478 such that 1 = (-1691)*39203 + (15478)*4283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4284 \t 9 \t 647 \t 1 \t 0\n", + "1 \t 4284 \t 647 \t 6 \t 402 \t 0 \t 1\n", + "2 \t 647 \t 402 \t 1 \t 245 \t 1 \t -9\n", + "3 \t 402 \t 245 \t 1 \t 157 \t -6 \t 55\n", + "4 \t 245 \t 157 \t 1 \t 88 \t 7 \t -64\n", + "5 \t 157 \t 88 \t 1 \t 69 \t -13 \t 119\n", + "6 \t 88 \t 69 \t 1 \t 19 \t 20 \t -183\n", + "7 \t 69 \t 19 \t 3 \t 12 \t -33 \t 302\n", + "8 \t 19 \t 12 \t 1 \t 7 \t 53 \t -485\n", + "9 \t 12 \t 7 \t 1 \t 5 \t -192 \t 1757\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 245 \t -2242\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -437 \t 3999\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 682 \t -6241\n", + "\t\t\t\t\t -1801 \t 16481\n", + "GCD(39203, 4284) = 1, with coefficients -1801 and 16481 such that 1 = (-1801)*39203 + (16481)*4284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4285 \t 9 \t 638 \t 1 \t 0\n", + "1 \t 4285 \t 638 \t 6 \t 457 \t 0 \t 1\n", + "2 \t 638 \t 457 \t 1 \t 181 \t 1 \t -9\n", + "3 \t 457 \t 181 \t 2 \t 95 \t -6 \t 55\n", + "4 \t 181 \t 95 \t 1 \t 86 \t 7 \t -64\n", + "5 \t 95 \t 86 \t 1 \t 9 \t -20 \t 183\n", + "6 \t 86 \t 9 \t 9 \t 5 \t 27 \t -247\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -47 \t 430\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 450 \t -4117\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -497 \t 4547\n", + "\t\t\t\t\t 947 \t -8664\n", + "GCD(39203, 4285) = 1, with coefficients 947 and -8664 such that 1 = (947)*39203 + (-8664)*4285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4286 \t 9 \t 629 \t 1 \t 0\n", + "1 \t 4286 \t 629 \t 6 \t 512 \t 0 \t 1\n", + "2 \t 629 \t 512 \t 1 \t 117 \t 1 \t -9\n", + "3 \t 512 \t 117 \t 4 \t 44 \t -6 \t 55\n", + "4 \t 117 \t 44 \t 2 \t 29 \t 7 \t -64\n", + "5 \t 44 \t 29 \t 1 \t 15 \t -34 \t 311\n", + "6 \t 29 \t 15 \t 1 \t 14 \t 75 \t -686\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -109 \t 997\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 184 \t -1683\n", + "\t\t\t\t\t -293 \t 2680\n", + "GCD(39203, 4286) = 1, with coefficients -293 and 2680 such that 1 = (-293)*39203 + (2680)*4286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4287 \t 9 \t 620 \t 1 \t 0\n", + "1 \t 4287 \t 620 \t 6 \t 567 \t 0 \t 1\n", + "2 \t 620 \t 567 \t 1 \t 53 \t 1 \t -9\n", + "3 \t 567 \t 53 \t 10 \t 37 \t -6 \t 55\n", + "4 \t 53 \t 37 \t 1 \t 16 \t 7 \t -64\n", + "5 \t 37 \t 16 \t 2 \t 5 \t -76 \t 695\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 83 \t -759\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -242 \t 2213\n", + "\t\t\t\t\t 809 \t -7398\n", + "GCD(39203, 4287) = 1, with coefficients 809 and -7398 such that 1 = (809)*39203 + (-7398)*4287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4288 \t 9 \t 611 \t 1 \t 0\n", + "1 \t 4288 \t 611 \t 7 \t 11 \t 0 \t 1\n", + "2 \t 611 \t 11 \t 55 \t 6 \t 1 \t -9\n", + "3 \t 11 \t 6 \t 1 \t 5 \t -7 \t 64\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 386 \t -3529\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -393 \t 3593\n", + "\t\t\t\t\t 779 \t -7122\n", + "GCD(39203, 4288) = 1, with coefficients 779 and -7122 such that 1 = (779)*39203 + (-7122)*4288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4289 \t 9 \t 602 \t 1 \t 0\n", + "1 \t 4289 \t 602 \t 7 \t 75 \t 0 \t 1\n", + "2 \t 602 \t 75 \t 8 \t 2 \t 1 \t -9\n", + "3 \t 75 \t 2 \t 37 \t 1 \t -7 \t 64\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 57 \t -521\n", + "\t\t\t\t\t -2116 \t 19341\n", + "GCD(39203, 4289) = 1, with coefficients -2116 and 19341 such that 1 = (-2116)*39203 + (19341)*4289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4290 \t 9 \t 593 \t 1 \t 0\n", + "1 \t 4290 \t 593 \t 7 \t 139 \t 0 \t 1\n", + "2 \t 593 \t 139 \t 4 \t 37 \t 1 \t -9\n", + "3 \t 139 \t 37 \t 3 \t 28 \t -7 \t 64\n", + "4 \t 37 \t 28 \t 1 \t 9 \t 29 \t -265\n", + "5 \t 28 \t 9 \t 3 \t 1 \t -94 \t 859\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 123 \t -1124\n", + "\t\t\t\t\t -463 \t 4231\n", + "GCD(39203, 4290) = 1, with coefficients -463 and 4231 such that 1 = (-463)*39203 + (4231)*4290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4291 \t 9 \t 584 \t 1 \t 0\n", + "1 \t 4291 \t 584 \t 7 \t 203 \t 0 \t 1\n", + "2 \t 584 \t 203 \t 2 \t 178 \t 1 \t -9\n", + "3 \t 203 \t 178 \t 1 \t 25 \t -7 \t 64\n", + "4 \t 178 \t 25 \t 7 \t 3 \t 15 \t -137\n", + "5 \t 25 \t 3 \t 8 \t 1 \t -22 \t 201\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 169 \t -1544\n", + "\t\t\t\t\t -1374 \t 12553\n", + "GCD(39203, 4291) = 1, with coefficients -1374 and 12553 such that 1 = (-1374)*39203 + (12553)*4291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4292 \t 9 \t 575 \t 1 \t 0\n", + "1 \t 4292 \t 575 \t 7 \t 267 \t 0 \t 1\n", + "2 \t 575 \t 267 \t 2 \t 41 \t 1 \t -9\n", + "3 \t 267 \t 41 \t 6 \t 21 \t -7 \t 64\n", + "4 \t 41 \t 21 \t 1 \t 20 \t 15 \t -137\n", + "5 \t 21 \t 20 \t 1 \t 1 \t -97 \t 886\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 112 \t -1023\n", + "\t\t\t\t\t -209 \t 1909\n", + "GCD(39203, 4292) = 1, with coefficients -209 and 1909 such that 1 = (-209)*39203 + (1909)*4292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4293 \t 9 \t 566 \t 1 \t 0\n", + "1 \t 4293 \t 566 \t 7 \t 331 \t 0 \t 1\n", + "2 \t 566 \t 331 \t 1 \t 235 \t 1 \t -9\n", + "3 \t 331 \t 235 \t 1 \t 96 \t -7 \t 64\n", + "4 \t 235 \t 96 \t 2 \t 43 \t 8 \t -73\n", + "5 \t 96 \t 43 \t 2 \t 10 \t -15 \t 137\n", + "6 \t 43 \t 10 \t 4 \t 3 \t 38 \t -347\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -91 \t 831\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 402 \t -3671\n", + "\t\t\t\t\t -1297 \t 11844\n", + "GCD(39203, 4293) = 1, with coefficients -1297 and 11844 such that 1 = (-1297)*39203 + (11844)*4293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4294 \t 9 \t 557 \t 1 \t 0\n", + "1 \t 4294 \t 557 \t 7 \t 395 \t 0 \t 1\n", + "2 \t 557 \t 395 \t 1 \t 162 \t 1 \t -9\n", + "3 \t 395 \t 162 \t 2 \t 71 \t -7 \t 64\n", + "4 \t 162 \t 71 \t 2 \t 20 \t 8 \t -73\n", + "5 \t 71 \t 20 \t 3 \t 11 \t -23 \t 210\n", + "6 \t 20 \t 11 \t 1 \t 9 \t 54 \t -493\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -185 \t 1689\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 239 \t -2182\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -424 \t 3871\n", + "\t\t\t\t\t 1935 \t -17666\n", + "GCD(39203, 4294) = 1, with coefficients 1935 and -17666 such that 1 = (1935)*39203 + (-17666)*4294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4295 \t 9 \t 548 \t 1 \t 0\n", + "1 \t 4295 \t 548 \t 7 \t 459 \t 0 \t 1\n", + "2 \t 548 \t 459 \t 1 \t 89 \t 1 \t -9\n", + "3 \t 459 \t 89 \t 5 \t 14 \t -7 \t 64\n", + "4 \t 89 \t 14 \t 6 \t 5 \t 8 \t -73\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -47 \t 429\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 290 \t -2647\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -627 \t 5723\n", + "\t\t\t\t\t 917 \t -8370\n", + "GCD(39203, 4295) = 1, with coefficients 917 and -8370 such that 1 = (917)*39203 + (-8370)*4295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4296 \t 9 \t 539 \t 1 \t 0\n", + "1 \t 4296 \t 539 \t 7 \t 523 \t 0 \t 1\n", + "2 \t 539 \t 523 \t 1 \t 16 \t 1 \t -9\n", + "3 \t 523 \t 16 \t 32 \t 11 \t -7 \t 64\n", + "4 \t 16 \t 11 \t 1 \t 5 \t 8 \t -73\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -263 \t 2400\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 271 \t -2473\n", + "\t\t\t\t\t -805 \t 7346\n", + "GCD(39203, 4296) = 1, with coefficients -805 and 7346 such that 1 = (-805)*39203 + (7346)*4296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4297 \t 9 \t 530 \t 1 \t 0\n", + "1 \t 4297 \t 530 \t 8 \t 57 \t 0 \t 1\n", + "2 \t 530 \t 57 \t 9 \t 17 \t 1 \t -9\n", + "3 \t 57 \t 17 \t 3 \t 6 \t -8 \t 73\n", + "4 \t 17 \t 6 \t 2 \t 5 \t 73 \t -666\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -227 \t 2071\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 527 \t -4808\n", + "\t\t\t\t\t -754 \t 6879\n", + "GCD(39203, 4297) = 1, with coefficients -754 and 6879 such that 1 = (-754)*39203 + (6879)*4297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4298 \t 9 \t 521 \t 1 \t 0\n", + "1 \t 4298 \t 521 \t 8 \t 130 \t 0 \t 1\n", + "2 \t 521 \t 130 \t 4 \t 1 \t 1 \t -9\n", + "3 \t 130 \t 1 \t 130 \t 0 \t -8 \t 73\n", + "\t\t\t\t\t 33 \t -301\n", + "GCD(39203, 4298) = 1, with coefficients 33 and -301 such that 1 = (33)*39203 + (-301)*4298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4299 \t 9 \t 512 \t 1 \t 0\n", + "1 \t 4299 \t 512 \t 8 \t 203 \t 0 \t 1\n", + "2 \t 512 \t 203 \t 2 \t 106 \t 1 \t -9\n", + "3 \t 203 \t 106 \t 1 \t 97 \t -8 \t 73\n", + "4 \t 106 \t 97 \t 1 \t 9 \t 17 \t -155\n", + "5 \t 97 \t 9 \t 10 \t 7 \t -25 \t 228\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 42 \t -383\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -445 \t 4058\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 487 \t -4441\n", + "\t\t\t\t\t -1906 \t 17381\n", + "GCD(39203, 4299) = 1, with coefficients -1906 and 17381 such that 1 = (-1906)*39203 + (17381)*4299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4300 \t 9 \t 503 \t 1 \t 0\n", + "1 \t 4300 \t 503 \t 8 \t 276 \t 0 \t 1\n", + "2 \t 503 \t 276 \t 1 \t 227 \t 1 \t -9\n", + "3 \t 276 \t 227 \t 1 \t 49 \t -8 \t 73\n", + "4 \t 227 \t 49 \t 4 \t 31 \t 9 \t -82\n", + "5 \t 49 \t 31 \t 1 \t 18 \t -17 \t 155\n", + "6 \t 31 \t 18 \t 1 \t 13 \t 77 \t -702\n", + "7 \t 18 \t 13 \t 1 \t 5 \t -94 \t 857\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 171 \t -1559\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -265 \t 2416\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 701 \t -6391\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -966 \t 8807\n", + "\t\t\t\t\t 1667 \t -15198\n", + "GCD(39203, 4300) = 1, with coefficients 1667 and -15198 such that 1 = (1667)*39203 + (-15198)*4300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4301 \t 9 \t 494 \t 1 \t 0\n", + "1 \t 4301 \t 494 \t 8 \t 349 \t 0 \t 1\n", + "2 \t 494 \t 349 \t 1 \t 145 \t 1 \t -9\n", + "3 \t 349 \t 145 \t 2 \t 59 \t -8 \t 73\n", + "4 \t 145 \t 59 \t 2 \t 27 \t 9 \t -82\n", + "5 \t 59 \t 27 \t 2 \t 5 \t -26 \t 237\n", + "6 \t 27 \t 5 \t 5 \t 2 \t 61 \t -556\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -148 \t 1349\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 801 \t -7301\n", + "\t\t\t\t\t -1750 \t 15951\n", + "GCD(39203, 4301) = 1, with coefficients -1750 and 15951 such that 1 = (-1750)*39203 + (15951)*4301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4302 \t 9 \t 485 \t 1 \t 0\n", + "1 \t 4302 \t 485 \t 8 \t 422 \t 0 \t 1\n", + "2 \t 485 \t 422 \t 1 \t 63 \t 1 \t -9\n", + "3 \t 422 \t 63 \t 6 \t 44 \t -8 \t 73\n", + "4 \t 63 \t 44 \t 1 \t 19 \t 9 \t -82\n", + "5 \t 44 \t 19 \t 2 \t 6 \t -62 \t 565\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 71 \t -647\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -204 \t 1859\n", + "\t\t\t\t\t 683 \t -6224\n", + "GCD(39203, 4302) = 1, with coefficients 683 and -6224 such that 1 = (683)*39203 + (-6224)*4302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4303 \t 9 \t 476 \t 1 \t 0\n", + "1 \t 4303 \t 476 \t 9 \t 19 \t 0 \t 1\n", + "2 \t 476 \t 19 \t 25 \t 1 \t 1 \t -9\n", + "3 \t 19 \t 1 \t 19 \t 0 \t -9 \t 82\n", + "\t\t\t\t\t 226 \t -2059\n", + "GCD(39203, 4303) = 1, with coefficients 226 and -2059 such that 1 = (226)*39203 + (-2059)*4303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4304 \t 9 \t 467 \t 1 \t 0\n", + "1 \t 4304 \t 467 \t 9 \t 101 \t 0 \t 1\n", + "2 \t 467 \t 101 \t 4 \t 63 \t 1 \t -9\n", + "3 \t 101 \t 63 \t 1 \t 38 \t -9 \t 82\n", + "4 \t 63 \t 38 \t 1 \t 25 \t 37 \t -337\n", + "5 \t 38 \t 25 \t 1 \t 13 \t -46 \t 419\n", + "6 \t 25 \t 13 \t 1 \t 12 \t 83 \t -756\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -129 \t 1175\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 212 \t -1931\n", + "\t\t\t\t\t -341 \t 3106\n", + "GCD(39203, 4304) = 1, with coefficients -341 and 3106 such that 1 = (-341)*39203 + (3106)*4304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4305 \t 9 \t 458 \t 1 \t 0\n", + "1 \t 4305 \t 458 \t 9 \t 183 \t 0 \t 1\n", + "2 \t 458 \t 183 \t 2 \t 92 \t 1 \t -9\n", + "3 \t 183 \t 92 \t 1 \t 91 \t -9 \t 82\n", + "4 \t 92 \t 91 \t 1 \t 1 \t 19 \t -173\n", + "5 \t 91 \t 1 \t 91 \t 0 \t -28 \t 255\n", + "\t\t\t\t\t 47 \t -428\n", + "GCD(39203, 4305) = 1, with coefficients 47 and -428 such that 1 = (47)*39203 + (-428)*4305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4306 \t 9 \t 449 \t 1 \t 0\n", + "1 \t 4306 \t 449 \t 9 \t 265 \t 0 \t 1\n", + "2 \t 449 \t 265 \t 1 \t 184 \t 1 \t -9\n", + "3 \t 265 \t 184 \t 1 \t 81 \t -9 \t 82\n", + "4 \t 184 \t 81 \t 2 \t 22 \t 10 \t -91\n", + "5 \t 81 \t 22 \t 3 \t 15 \t -19 \t 173\n", + "6 \t 22 \t 15 \t 1 \t 7 \t 48 \t -437\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -163 \t 1484\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 211 \t -1921\n", + "\t\t\t\t\t -585 \t 5326\n", + "GCD(39203, 4306) = 1, with coefficients -585 and 5326 such that 1 = (-585)*39203 + (5326)*4306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4307 \t 9 \t 440 \t 1 \t 0\n", + "1 \t 4307 \t 440 \t 9 \t 347 \t 0 \t 1\n", + "2 \t 440 \t 347 \t 1 \t 93 \t 1 \t -9\n", + "3 \t 347 \t 93 \t 3 \t 68 \t -9 \t 82\n", + "4 \t 93 \t 68 \t 1 \t 25 \t 10 \t -91\n", + "5 \t 68 \t 25 \t 2 \t 18 \t -39 \t 355\n", + "6 \t 25 \t 18 \t 1 \t 7 \t 49 \t -446\n", + "7 \t 18 \t 7 \t 2 \t 4 \t -137 \t 1247\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 186 \t -1693\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -509 \t 4633\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 695 \t -6326\n", + "\t\t\t\t\t -1204 \t 10959\n", + "GCD(39203, 4307) = 1, with coefficients -1204 and 10959 such that 1 = (-1204)*39203 + (10959)*4307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4308 \t 9 \t 431 \t 1 \t 0\n", + "1 \t 4308 \t 431 \t 9 \t 429 \t 0 \t 1\n", + "2 \t 431 \t 429 \t 1 \t 2 \t 1 \t -9\n", + "3 \t 429 \t 2 \t 214 \t 1 \t -9 \t 82\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 10 \t -91\n", + "\t\t\t\t\t -2149 \t 19556\n", + "GCD(39203, 4308) = 1, with coefficients -2149 and 19556 such that 1 = (-2149)*39203 + (19556)*4308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4309 \t 9 \t 422 \t 1 \t 0\n", + "1 \t 4309 \t 422 \t 10 \t 89 \t 0 \t 1\n", + "2 \t 422 \t 89 \t 4 \t 66 \t 1 \t -9\n", + "3 \t 89 \t 66 \t 1 \t 23 \t -10 \t 91\n", + "4 \t 66 \t 23 \t 2 \t 20 \t 41 \t -373\n", + "5 \t 23 \t 20 \t 1 \t 3 \t -51 \t 464\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 143 \t -1301\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -194 \t 1765\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1307 \t -11891\n", + "\t\t\t\t\t -1501 \t 13656\n", + "GCD(39203, 4309) = 1, with coefficients -1501 and 13656 such that 1 = (-1501)*39203 + (13656)*4309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4310 \t 9 \t 413 \t 1 \t 0\n", + "1 \t 4310 \t 413 \t 10 \t 180 \t 0 \t 1\n", + "2 \t 413 \t 180 \t 2 \t 53 \t 1 \t -9\n", + "3 \t 180 \t 53 \t 3 \t 21 \t -10 \t 91\n", + "4 \t 53 \t 21 \t 2 \t 11 \t 21 \t -191\n", + "5 \t 21 \t 11 \t 1 \t 10 \t -73 \t 664\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 167 \t -1519\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -240 \t 2183\n", + "\t\t\t\t\t 407 \t -3702\n", + "GCD(39203, 4310) = 1, with coefficients 407 and -3702 such that 1 = (407)*39203 + (-3702)*4310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4311 \t 9 \t 404 \t 1 \t 0\n", + "1 \t 4311 \t 404 \t 10 \t 271 \t 0 \t 1\n", + "2 \t 404 \t 271 \t 1 \t 133 \t 1 \t -9\n", + "3 \t 271 \t 133 \t 2 \t 5 \t -10 \t 91\n", + "4 \t 133 \t 5 \t 26 \t 3 \t 11 \t -100\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -32 \t 291\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 843 \t -7666\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -875 \t 7957\n", + "\t\t\t\t\t 1718 \t -15623\n", + "GCD(39203, 4311) = 1, with coefficients 1718 and -15623 such that 1 = (1718)*39203 + (-15623)*4311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4312 \t 9 \t 395 \t 1 \t 0\n", + "1 \t 4312 \t 395 \t 10 \t 362 \t 0 \t 1\n", + "2 \t 395 \t 362 \t 1 \t 33 \t 1 \t -9\n", + "3 \t 362 \t 33 \t 10 \t 32 \t -10 \t 91\n", + "4 \t 33 \t 32 \t 1 \t 1 \t 11 \t -100\n", + "5 \t 32 \t 1 \t 32 \t 0 \t -120 \t 1091\n", + "\t\t\t\t\t 131 \t -1191\n", + "GCD(39203, 4312) = 1, with coefficients 131 and -1191 such that 1 = (131)*39203 + (-1191)*4312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4313 \t 9 \t 386 \t 1 \t 0\n", + "1 \t 4313 \t 386 \t 11 \t 67 \t 0 \t 1\n", + "2 \t 386 \t 67 \t 5 \t 51 \t 1 \t -9\n", + "3 \t 67 \t 51 \t 1 \t 16 \t -11 \t 100\n", + "4 \t 51 \t 16 \t 3 \t 3 \t 56 \t -509\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -67 \t 609\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 257 \t -2336\n", + "\t\t\t\t\t -1352 \t 12289\n", + "GCD(39203, 4313) = 1, with coefficients -1352 and 12289 such that 1 = (-1352)*39203 + (12289)*4313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4314 \t 9 \t 377 \t 1 \t 0\n", + "1 \t 4314 \t 377 \t 11 \t 167 \t 0 \t 1\n", + "2 \t 377 \t 167 \t 2 \t 43 \t 1 \t -9\n", + "3 \t 167 \t 43 \t 3 \t 38 \t -11 \t 100\n", + "4 \t 43 \t 38 \t 1 \t 5 \t 23 \t -209\n", + "5 \t 38 \t 5 \t 7 \t 3 \t -80 \t 727\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 103 \t -936\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -801 \t 7279\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 904 \t -8215\n", + "\t\t\t\t\t -1705 \t 15494\n", + "GCD(39203, 4314) = 1, with coefficients -1705 and 15494 such that 1 = (-1705)*39203 + (15494)*4314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4315 \t 9 \t 368 \t 1 \t 0\n", + "1 \t 4315 \t 368 \t 11 \t 267 \t 0 \t 1\n", + "2 \t 368 \t 267 \t 1 \t 101 \t 1 \t -9\n", + "3 \t 267 \t 101 \t 2 \t 65 \t -11 \t 100\n", + "4 \t 101 \t 65 \t 1 \t 36 \t 12 \t -109\n", + "5 \t 65 \t 36 \t 1 \t 29 \t -35 \t 318\n", + "6 \t 36 \t 29 \t 1 \t 7 \t 47 \t -427\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -82 \t 745\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 129 \t -1172\n", + "\t\t\t\t\t -598 \t 5433\n", + "GCD(39203, 4315) = 1, with coefficients -598 and 5433 such that 1 = (-598)*39203 + (5433)*4315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4316 \t 9 \t 359 \t 1 \t 0\n", + "1 \t 4316 \t 359 \t 12 \t 8 \t 0 \t 1\n", + "2 \t 359 \t 8 \t 44 \t 7 \t 1 \t -9\n", + "3 \t 8 \t 7 \t 1 \t 1 \t -12 \t 109\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 529 \t -4805\n", + "\t\t\t\t\t -541 \t 4914\n", + "GCD(39203, 4316) = 1, with coefficients -541 and 4914 such that 1 = (-541)*39203 + (4914)*4316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4317 \t 9 \t 350 \t 1 \t 0\n", + "1 \t 4317 \t 350 \t 12 \t 117 \t 0 \t 1\n", + "2 \t 350 \t 117 \t 2 \t 116 \t 1 \t -9\n", + "3 \t 117 \t 116 \t 1 \t 1 \t -12 \t 109\n", + "4 \t 116 \t 1 \t 116 \t 0 \t 25 \t -227\n", + "\t\t\t\t\t -37 \t 336\n", + "GCD(39203, 4317) = 1, with coefficients -37 and 336 such that 1 = (-37)*39203 + (336)*4317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4318 \t 9 \t 341 \t 1 \t 0\n", + "1 \t 4318 \t 341 \t 12 \t 226 \t 0 \t 1\n", + "2 \t 341 \t 226 \t 1 \t 115 \t 1 \t -9\n", + "3 \t 226 \t 115 \t 1 \t 111 \t -12 \t 109\n", + "4 \t 115 \t 111 \t 1 \t 4 \t 13 \t -118\n", + "5 \t 111 \t 4 \t 27 \t 3 \t -25 \t 227\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 38 \t -345\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1051 \t 9542\n", + "\t\t\t\t\t 1089 \t -9887\n", + "GCD(39203, 4318) = 1, with coefficients 1089 and -9887 such that 1 = (1089)*39203 + (-9887)*4318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4319 \t 9 \t 332 \t 1 \t 0\n", + "1 \t 4319 \t 332 \t 13 \t 3 \t 0 \t 1\n", + "2 \t 332 \t 3 \t 110 \t 2 \t 1 \t -9\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -13 \t 118\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1431 \t -12989\n", + "\t\t\t\t\t -1444 \t 13107\n", + "GCD(39203, 4319) = 1, with coefficients -1444 and 13107 such that 1 = (-1444)*39203 + (13107)*4319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4320 \t 9 \t 323 \t 1 \t 0\n", + "1 \t 4320 \t 323 \t 13 \t 121 \t 0 \t 1\n", + "2 \t 323 \t 121 \t 2 \t 81 \t 1 \t -9\n", + "3 \t 121 \t 81 \t 1 \t 40 \t -13 \t 118\n", + "4 \t 81 \t 40 \t 2 \t 1 \t 27 \t -245\n", + "5 \t 40 \t 1 \t 40 \t 0 \t -40 \t 363\n", + "\t\t\t\t\t 107 \t -971\n", + "GCD(39203, 4320) = 1, with coefficients 107 and -971 such that 1 = (107)*39203 + (-971)*4320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4321 \t 9 \t 314 \t 1 \t 0\n", + "1 \t 4321 \t 314 \t 13 \t 239 \t 0 \t 1\n", + "2 \t 314 \t 239 \t 1 \t 75 \t 1 \t -9\n", + "3 \t 239 \t 75 \t 3 \t 14 \t -13 \t 118\n", + "4 \t 75 \t 14 \t 5 \t 5 \t 14 \t -127\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -55 \t 499\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 289 \t -2622\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -633 \t 5743\n", + "\t\t\t\t\t 922 \t -8365\n", + "GCD(39203, 4321) = 1, with coefficients 922 and -8365 such that 1 = (922)*39203 + (-8365)*4321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4322 \t 9 \t 305 \t 1 \t 0\n", + "1 \t 4322 \t 305 \t 14 \t 52 \t 0 \t 1\n", + "2 \t 305 \t 52 \t 5 \t 45 \t 1 \t -9\n", + "3 \t 52 \t 45 \t 1 \t 7 \t -14 \t 127\n", + "4 \t 45 \t 7 \t 6 \t 3 \t 71 \t -644\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -85 \t 771\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 581 \t -5270\n", + "\t\t\t\t\t -1247 \t 11311\n", + "GCD(39203, 4322) = 1, with coefficients -1247 and 11311 such that 1 = (-1247)*39203 + (11311)*4322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4323 \t 9 \t 296 \t 1 \t 0\n", + "1 \t 4323 \t 296 \t 14 \t 179 \t 0 \t 1\n", + "2 \t 296 \t 179 \t 1 \t 117 \t 1 \t -9\n", + "3 \t 179 \t 117 \t 1 \t 62 \t -14 \t 127\n", + "4 \t 117 \t 62 \t 1 \t 55 \t 15 \t -136\n", + "5 \t 62 \t 55 \t 1 \t 7 \t -29 \t 263\n", + "6 \t 55 \t 7 \t 7 \t 6 \t 44 \t -399\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -73 \t 662\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 555 \t -5033\n", + "\t\t\t\t\t -628 \t 5695\n", + "GCD(39203, 4323) = 1, with coefficients -628 and 5695 such that 1 = (-628)*39203 + (5695)*4323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4324 \t 9 \t 287 \t 1 \t 0\n", + "1 \t 4324 \t 287 \t 15 \t 19 \t 0 \t 1\n", + "2 \t 287 \t 19 \t 15 \t 2 \t 1 \t -9\n", + "3 \t 19 \t 2 \t 9 \t 1 \t -15 \t 136\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 226 \t -2049\n", + "\t\t\t\t\t -2049 \t 18577\n", + "GCD(39203, 4324) = 1, with coefficients -2049 and 18577 such that 1 = (-2049)*39203 + (18577)*4324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4325 \t 9 \t 278 \t 1 \t 0\n", + "1 \t 4325 \t 278 \t 15 \t 155 \t 0 \t 1\n", + "2 \t 278 \t 155 \t 1 \t 123 \t 1 \t -9\n", + "3 \t 155 \t 123 \t 1 \t 32 \t -15 \t 136\n", + "4 \t 123 \t 32 \t 3 \t 27 \t 16 \t -145\n", + "5 \t 32 \t 27 \t 1 \t 5 \t -31 \t 281\n", + "6 \t 27 \t 5 \t 5 \t 2 \t 109 \t -988\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -140 \t 1269\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 809 \t -7333\n", + "\t\t\t\t\t -1758 \t 15935\n", + "GCD(39203, 4325) = 1, with coefficients -1758 and 15935 such that 1 = (-1758)*39203 + (15935)*4325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4326 \t 9 \t 269 \t 1 \t 0\n", + "1 \t 4326 \t 269 \t 16 \t 22 \t 0 \t 1\n", + "2 \t 269 \t 22 \t 12 \t 5 \t 1 \t -9\n", + "3 \t 22 \t 5 \t 4 \t 2 \t -16 \t 145\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 193 \t -1749\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -788 \t 7141\n", + "\t\t\t\t\t 1769 \t -16031\n", + "GCD(39203, 4326) = 1, with coefficients 1769 and -16031 such that 1 = (1769)*39203 + (-16031)*4326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4327 \t 9 \t 260 \t 1 \t 0\n", + "1 \t 4327 \t 260 \t 16 \t 167 \t 0 \t 1\n", + "2 \t 260 \t 167 \t 1 \t 93 \t 1 \t -9\n", + "3 \t 167 \t 93 \t 1 \t 74 \t -16 \t 145\n", + "4 \t 93 \t 74 \t 1 \t 19 \t 17 \t -154\n", + "5 \t 74 \t 19 \t 3 \t 17 \t -33 \t 299\n", + "6 \t 19 \t 17 \t 1 \t 2 \t 50 \t -453\n", + "7 \t 17 \t 2 \t 8 \t 1 \t -183 \t 1658\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 233 \t -2111\n", + "\t\t\t\t\t -2047 \t 18546\n", + "GCD(39203, 4327) = 1, with coefficients -2047 and 18546 such that 1 = (-2047)*39203 + (18546)*4327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4328 \t 9 \t 251 \t 1 \t 0\n", + "1 \t 4328 \t 251 \t 17 \t 61 \t 0 \t 1\n", + "2 \t 251 \t 61 \t 4 \t 7 \t 1 \t -9\n", + "3 \t 61 \t 7 \t 8 \t 5 \t -17 \t 154\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 69 \t -625\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -569 \t 5154\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 638 \t -5779\n", + "\t\t\t\t\t -1845 \t 16712\n", + "GCD(39203, 4328) = 1, with coefficients -1845 and 16712 such that 1 = (-1845)*39203 + (16712)*4328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4329 \t 9 \t 242 \t 1 \t 0\n", + "1 \t 4329 \t 242 \t 17 \t 215 \t 0 \t 1\n", + "2 \t 242 \t 215 \t 1 \t 27 \t 1 \t -9\n", + "3 \t 215 \t 27 \t 7 \t 26 \t -17 \t 154\n", + "4 \t 27 \t 26 \t 1 \t 1 \t 18 \t -163\n", + "5 \t 26 \t 1 \t 26 \t 0 \t -143 \t 1295\n", + "\t\t\t\t\t 161 \t -1458\n", + "GCD(39203, 4329) = 1, with coefficients 161 and -1458 such that 1 = (161)*39203 + (-1458)*4329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4330 \t 9 \t 233 \t 1 \t 0\n", + "1 \t 4330 \t 233 \t 18 \t 136 \t 0 \t 1\n", + "2 \t 233 \t 136 \t 1 \t 97 \t 1 \t -9\n", + "3 \t 136 \t 97 \t 1 \t 39 \t -18 \t 163\n", + "4 \t 97 \t 39 \t 2 \t 19 \t 19 \t -172\n", + "5 \t 39 \t 19 \t 2 \t 1 \t -37 \t 335\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 93 \t -842\n", + "\t\t\t\t\t -223 \t 2019\n", + "GCD(39203, 4330) = 1, with coefficients -223 and 2019 such that 1 = (-223)*39203 + (2019)*4330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4331 \t 9 \t 224 \t 1 \t 0\n", + "1 \t 4331 \t 224 \t 19 \t 75 \t 0 \t 1\n", + "2 \t 224 \t 75 \t 2 \t 74 \t 1 \t -9\n", + "3 \t 75 \t 74 \t 1 \t 1 \t -19 \t 172\n", + "4 \t 74 \t 1 \t 74 \t 0 \t 39 \t -353\n", + "\t\t\t\t\t -58 \t 525\n", + "GCD(39203, 4331) = 1, with coefficients -58 and 525 such that 1 = (-58)*39203 + (525)*4331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4332 \t 9 \t 215 \t 1 \t 0\n", + "1 \t 4332 \t 215 \t 20 \t 32 \t 0 \t 1\n", + "2 \t 215 \t 32 \t 6 \t 23 \t 1 \t -9\n", + "3 \t 32 \t 23 \t 1 \t 9 \t -20 \t 181\n", + "4 \t 23 \t 9 \t 2 \t 5 \t 121 \t -1095\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -141 \t 1276\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 403 \t -3647\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -544 \t 4923\n", + "\t\t\t\t\t 947 \t -8570\n", + "GCD(39203, 4332) = 1, with coefficients 947 and -8570 such that 1 = (947)*39203 + (-8570)*4332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4333 \t 9 \t 206 \t 1 \t 0\n", + "1 \t 4333 \t 206 \t 21 \t 7 \t 0 \t 1\n", + "2 \t 206 \t 7 \t 29 \t 3 \t 1 \t -9\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -21 \t 190\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 610 \t -5519\n", + "\t\t\t\t\t -1241 \t 11228\n", + "GCD(39203, 4333) = 1, with coefficients -1241 and 11228 such that 1 = (-1241)*39203 + (11228)*4333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4334 \t 9 \t 197 \t 1 \t 0\n", + "1 \t 4334 \t 197 \t 22 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -9\n", + "GCD(39203, 4334) = 197, with coefficients 1 and -9 such that 197 = (1)*39203 + (-9)*4334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4335 \t 9 \t 188 \t 1 \t 0\n", + "1 \t 4335 \t 188 \t 23 \t 11 \t 0 \t 1\n", + "2 \t 188 \t 11 \t 17 \t 1 \t 1 \t -9\n", + "3 \t 11 \t 1 \t 11 \t 0 \t -23 \t 208\n", + "\t\t\t\t\t 392 \t -3545\n", + "GCD(39203, 4335) = 1, with coefficients 392 and -3545 such that 1 = (392)*39203 + (-3545)*4335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4336 \t 9 \t 179 \t 1 \t 0\n", + "1 \t 4336 \t 179 \t 24 \t 40 \t 0 \t 1\n", + "2 \t 179 \t 40 \t 4 \t 19 \t 1 \t -9\n", + "3 \t 40 \t 19 \t 2 \t 2 \t -24 \t 217\n", + "4 \t 19 \t 2 \t 9 \t 1 \t 97 \t -877\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -218 \t 1971\n", + "\t\t\t\t\t 2059 \t -18616\n", + "GCD(39203, 4336) = 1, with coefficients 2059 and -18616 such that 1 = (2059)*39203 + (-18616)*4336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4337 \t 9 \t 170 \t 1 \t 0\n", + "1 \t 4337 \t 170 \t 25 \t 87 \t 0 \t 1\n", + "2 \t 170 \t 87 \t 1 \t 83 \t 1 \t -9\n", + "3 \t 87 \t 83 \t 1 \t 4 \t -25 \t 226\n", + "4 \t 83 \t 4 \t 20 \t 3 \t 26 \t -235\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -51 \t 461\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1046 \t -9455\n", + "\t\t\t\t\t -1097 \t 9916\n", + "GCD(39203, 4337) = 1, with coefficients -1097 and 9916 such that 1 = (-1097)*39203 + (9916)*4337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4338 \t 9 \t 161 \t 1 \t 0\n", + "1 \t 4338 \t 161 \t 26 \t 152 \t 0 \t 1\n", + "2 \t 161 \t 152 \t 1 \t 9 \t 1 \t -9\n", + "3 \t 152 \t 9 \t 16 \t 8 \t -26 \t 235\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 27 \t -244\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -458 \t 4139\n", + "\t\t\t\t\t 485 \t -4383\n", + "GCD(39203, 4338) = 1, with coefficients 485 and -4383 such that 1 = (485)*39203 + (-4383)*4338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4339 \t 9 \t 152 \t 1 \t 0\n", + "1 \t 4339 \t 152 \t 28 \t 83 \t 0 \t 1\n", + "2 \t 152 \t 83 \t 1 \t 69 \t 1 \t -9\n", + "3 \t 83 \t 69 \t 1 \t 14 \t -28 \t 253\n", + "4 \t 69 \t 14 \t 4 \t 13 \t 29 \t -262\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -57 \t 515\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 257 \t -2322\n", + "\t\t\t\t\t -314 \t 2837\n", + "GCD(39203, 4339) = 1, with coefficients -314 and 2837 such that 1 = (-314)*39203 + (2837)*4339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4340 \t 9 \t 143 \t 1 \t 0\n", + "1 \t 4340 \t 143 \t 30 \t 50 \t 0 \t 1\n", + "2 \t 143 \t 50 \t 2 \t 43 \t 1 \t -9\n", + "3 \t 50 \t 43 \t 1 \t 7 \t -30 \t 271\n", + "4 \t 43 \t 7 \t 6 \t 1 \t 61 \t -551\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -91 \t 822\n", + "\t\t\t\t\t 607 \t -5483\n", + "GCD(39203, 4340) = 1, with coefficients 607 and -5483 such that 1 = (607)*39203 + (-5483)*4340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4341 \t 9 \t 134 \t 1 \t 0\n", + "1 \t 4341 \t 134 \t 32 \t 53 \t 0 \t 1\n", + "2 \t 134 \t 53 \t 2 \t 28 \t 1 \t -9\n", + "3 \t 53 \t 28 \t 1 \t 25 \t -32 \t 289\n", + "4 \t 28 \t 25 \t 1 \t 3 \t 65 \t -587\n", + "5 \t 25 \t 3 \t 8 \t 1 \t -97 \t 876\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 162 \t -1463\n", + "\t\t\t\t\t -1393 \t 12580\n", + "GCD(39203, 4341) = 1, with coefficients -1393 and 12580 such that 1 = (-1393)*39203 + (12580)*4341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4342 \t 9 \t 125 \t 1 \t 0\n", + "1 \t 4342 \t 125 \t 34 \t 92 \t 0 \t 1\n", + "2 \t 125 \t 92 \t 1 \t 33 \t 1 \t -9\n", + "3 \t 92 \t 33 \t 2 \t 26 \t -34 \t 307\n", + "4 \t 33 \t 26 \t 1 \t 7 \t 35 \t -316\n", + "5 \t 26 \t 7 \t 3 \t 5 \t -104 \t 939\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 139 \t -1255\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -521 \t 4704\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 660 \t -5959\n", + "\t\t\t\t\t -1841 \t 16622\n", + "GCD(39203, 4342) = 1, with coefficients -1841 and 16622 such that 1 = (-1841)*39203 + (16622)*4342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4343 \t 9 \t 116 \t 1 \t 0\n", + "1 \t 4343 \t 116 \t 37 \t 51 \t 0 \t 1\n", + "2 \t 116 \t 51 \t 2 \t 14 \t 1 \t -9\n", + "3 \t 51 \t 14 \t 3 \t 9 \t -37 \t 334\n", + "4 \t 14 \t 9 \t 1 \t 5 \t 75 \t -677\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -262 \t 2365\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 337 \t -3042\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -599 \t 5407\n", + "\t\t\t\t\t 936 \t -8449\n", + "GCD(39203, 4343) = 1, with coefficients 936 and -8449 such that 1 = (936)*39203 + (-8449)*4343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4344 \t 9 \t 107 \t 1 \t 0\n", + "1 \t 4344 \t 107 \t 40 \t 64 \t 0 \t 1\n", + "2 \t 107 \t 64 \t 1 \t 43 \t 1 \t -9\n", + "3 \t 64 \t 43 \t 1 \t 21 \t -40 \t 361\n", + "4 \t 43 \t 21 \t 2 \t 1 \t 41 \t -370\n", + "5 \t 21 \t 1 \t 21 \t 0 \t -81 \t 731\n", + "\t\t\t\t\t 203 \t -1832\n", + "GCD(39203, 4344) = 1, with coefficients 203 and -1832 such that 1 = (203)*39203 + (-1832)*4344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4345 \t 9 \t 98 \t 1 \t 0\n", + "1 \t 4345 \t 98 \t 44 \t 33 \t 0 \t 1\n", + "2 \t 98 \t 33 \t 2 \t 32 \t 1 \t -9\n", + "3 \t 33 \t 32 \t 1 \t 1 \t -44 \t 397\n", + "4 \t 32 \t 1 \t 32 \t 0 \t 89 \t -803\n", + "\t\t\t\t\t -133 \t 1200\n", + "GCD(39203, 4345) = 1, with coefficients -133 and 1200 such that 1 = (-133)*39203 + (1200)*4345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4346 \t 9 \t 89 \t 1 \t 0\n", + "1 \t 4346 \t 89 \t 48 \t 74 \t 0 \t 1\n", + "2 \t 89 \t 74 \t 1 \t 15 \t 1 \t -9\n", + "3 \t 74 \t 15 \t 4 \t 14 \t -48 \t 433\n", + "4 \t 15 \t 14 \t 1 \t 1 \t 49 \t -442\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -244 \t 2201\n", + "\t\t\t\t\t 293 \t -2643\n", + "GCD(39203, 4346) = 1, with coefficients 293 and -2643 such that 1 = (293)*39203 + (-2643)*4346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4347 \t 9 \t 80 \t 1 \t 0\n", + "1 \t 4347 \t 80 \t 54 \t 27 \t 0 \t 1\n", + "2 \t 80 \t 27 \t 2 \t 26 \t 1 \t -9\n", + "3 \t 27 \t 26 \t 1 \t 1 \t -54 \t 487\n", + "4 \t 26 \t 1 \t 26 \t 0 \t 109 \t -983\n", + "\t\t\t\t\t -163 \t 1470\n", + "GCD(39203, 4347) = 1, with coefficients -163 and 1470 such that 1 = (-163)*39203 + (1470)*4347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4348 \t 9 \t 71 \t 1 \t 0\n", + "1 \t 4348 \t 71 \t 61 \t 17 \t 0 \t 1\n", + "2 \t 71 \t 17 \t 4 \t 3 \t 1 \t -9\n", + "3 \t 17 \t 3 \t 5 \t 2 \t -61 \t 550\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 245 \t -2209\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1286 \t 11595\n", + "\t\t\t\t\t 1531 \t -13804\n", + "GCD(39203, 4348) = 1, with coefficients 1531 and -13804 such that 1 = (1531)*39203 + (-13804)*4348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4349 \t 9 \t 62 \t 1 \t 0\n", + "1 \t 4349 \t 62 \t 70 \t 9 \t 0 \t 1\n", + "2 \t 62 \t 9 \t 6 \t 8 \t 1 \t -9\n", + "3 \t 9 \t 8 \t 1 \t 1 \t -70 \t 631\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 421 \t -3795\n", + "\t\t\t\t\t -491 \t 4426\n", + "GCD(39203, 4349) = 1, with coefficients -491 and 4426 such that 1 = (-491)*39203 + (4426)*4349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4350 \t 9 \t 53 \t 1 \t 0\n", + "1 \t 4350 \t 53 \t 82 \t 4 \t 0 \t 1\n", + "2 \t 53 \t 4 \t 13 \t 1 \t 1 \t -9\n", + "3 \t 4 \t 1 \t 4 \t 0 \t -82 \t 739\n", + "\t\t\t\t\t 1067 \t -9616\n", + "GCD(39203, 4350) = 1, with coefficients 1067 and -9616 such that 1 = (1067)*39203 + (-9616)*4350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4351 \t 9 \t 44 \t 1 \t 0\n", + "1 \t 4351 \t 44 \t 98 \t 39 \t 0 \t 1\n", + "2 \t 44 \t 39 \t 1 \t 5 \t 1 \t -9\n", + "3 \t 39 \t 5 \t 7 \t 4 \t -98 \t 883\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 99 \t -892\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -791 \t 7127\n", + "\t\t\t\t\t 890 \t -8019\n", + "GCD(39203, 4351) = 1, with coefficients 890 and -8019 such that 1 = (890)*39203 + (-8019)*4351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4352 \t 9 \t 35 \t 1 \t 0\n", + "1 \t 4352 \t 35 \t 124 \t 12 \t 0 \t 1\n", + "2 \t 35 \t 12 \t 2 \t 11 \t 1 \t -9\n", + "3 \t 12 \t 11 \t 1 \t 1 \t -124 \t 1117\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 249 \t -2243\n", + "\t\t\t\t\t -373 \t 3360\n", + "GCD(39203, 4352) = 1, with coefficients -373 and 3360 such that 1 = (-373)*39203 + (3360)*4352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4353 \t 9 \t 26 \t 1 \t 0\n", + "1 \t 4353 \t 26 \t 167 \t 11 \t 0 \t 1\n", + "2 \t 26 \t 11 \t 2 \t 4 \t 1 \t -9\n", + "3 \t 11 \t 4 \t 2 \t 3 \t -167 \t 1504\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 335 \t -3017\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -837 \t 7538\n", + "\t\t\t\t\t 1172 \t -10555\n", + "GCD(39203, 4353) = 1, with coefficients 1172 and -10555 such that 1 = (1172)*39203 + (-10555)*4353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4354 \t 9 \t 17 \t 1 \t 0\n", + "1 \t 4354 \t 17 \t 256 \t 2 \t 0 \t 1\n", + "2 \t 17 \t 2 \t 8 \t 1 \t 1 \t -9\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -256 \t 2305\n", + "\t\t\t\t\t 2049 \t -18449\n", + "GCD(39203, 4354) = 1, with coefficients 2049 and -18449 such that 1 = (2049)*39203 + (-18449)*4354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4355 \t 9 \t 8 \t 1 \t 0\n", + "1 \t 4355 \t 8 \t 544 \t 3 \t 0 \t 1\n", + "2 \t 8 \t 3 \t 2 \t 2 \t 1 \t -9\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -544 \t 4897\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1089 \t -9803\n", + "\t\t\t\t\t -1633 \t 14700\n", + "GCD(39203, 4355) = 1, with coefficients -1633 and 14700 such that 1 = (-1633)*39203 + (14700)*4355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4356 \t 8 \t 4355 \t 1 \t 0\n", + "1 \t 4356 \t 4355 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 4355 \t 1 \t 4355 \t 0 \t 1 \t -8\n", + "\t\t\t\t\t -1 \t 9\n", + "GCD(39203, 4356) = 1, with coefficients -1 and 9 such that 1 = (-1)*39203 + (9)*4356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4357 \t 8 \t 4347 \t 1 \t 0\n", + "1 \t 4357 \t 4347 \t 1 \t 10 \t 0 \t 1\n", + "2 \t 4347 \t 10 \t 434 \t 7 \t 1 \t -8\n", + "3 \t 10 \t 7 \t 1 \t 3 \t -1 \t 9\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 435 \t -3914\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -436 \t 3923\n", + "\t\t\t\t\t 1307 \t -11760\n", + "GCD(39203, 4357) = 1, with coefficients 1307 and -11760 such that 1 = (1307)*39203 + (-11760)*4357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4358 \t 8 \t 4339 \t 1 \t 0\n", + "1 \t 4358 \t 4339 \t 1 \t 19 \t 0 \t 1\n", + "2 \t 4339 \t 19 \t 228 \t 7 \t 1 \t -8\n", + "3 \t 19 \t 7 \t 2 \t 5 \t -1 \t 9\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 229 \t -2060\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -459 \t 4129\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 688 \t -6189\n", + "\t\t\t\t\t -1835 \t 16507\n", + "GCD(39203, 4358) = 1, with coefficients -1835 and 16507 such that 1 = (-1835)*39203 + (16507)*4358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4359 \t 8 \t 4331 \t 1 \t 0\n", + "1 \t 4359 \t 4331 \t 1 \t 28 \t 0 \t 1\n", + "2 \t 4331 \t 28 \t 154 \t 19 \t 1 \t -8\n", + "3 \t 28 \t 19 \t 1 \t 9 \t -1 \t 9\n", + "4 \t 19 \t 9 \t 2 \t 1 \t 155 \t -1394\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -156 \t 1403\n", + "\t\t\t\t\t 467 \t -4200\n", + "GCD(39203, 4359) = 1, with coefficients 467 and -4200 such that 1 = (467)*39203 + (-4200)*4359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4360 \t 8 \t 4323 \t 1 \t 0\n", + "1 \t 4360 \t 4323 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 4323 \t 37 \t 116 \t 31 \t 1 \t -8\n", + "3 \t 37 \t 31 \t 1 \t 6 \t -1 \t 9\n", + "4 \t 31 \t 6 \t 5 \t 1 \t 117 \t -1052\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -118 \t 1061\n", + "\t\t\t\t\t 707 \t -6357\n", + "GCD(39203, 4360) = 1, with coefficients 707 and -6357 such that 1 = (707)*39203 + (-6357)*4360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4361 \t 8 \t 4315 \t 1 \t 0\n", + "1 \t 4361 \t 4315 \t 1 \t 46 \t 0 \t 1\n", + "2 \t 4315 \t 46 \t 93 \t 37 \t 1 \t -8\n", + "3 \t 46 \t 37 \t 1 \t 9 \t -1 \t 9\n", + "4 \t 37 \t 9 \t 4 \t 1 \t 94 \t -845\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -95 \t 854\n", + "\t\t\t\t\t 474 \t -4261\n", + "GCD(39203, 4361) = 1, with coefficients 474 and -4261 such that 1 = (474)*39203 + (-4261)*4361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4362 \t 8 \t 4307 \t 1 \t 0\n", + "1 \t 4362 \t 4307 \t 1 \t 55 \t 0 \t 1\n", + "2 \t 4307 \t 55 \t 78 \t 17 \t 1 \t -8\n", + "3 \t 55 \t 17 \t 3 \t 4 \t -1 \t 9\n", + "4 \t 17 \t 4 \t 4 \t 1 \t 79 \t -710\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -238 \t 2139\n", + "\t\t\t\t\t 1031 \t -9266\n", + "GCD(39203, 4362) = 1, with coefficients 1031 and -9266 such that 1 = (1031)*39203 + (-9266)*4362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4363 \t 8 \t 4299 \t 1 \t 0\n", + "1 \t 4363 \t 4299 \t 1 \t 64 \t 0 \t 1\n", + "2 \t 4299 \t 64 \t 67 \t 11 \t 1 \t -8\n", + "3 \t 64 \t 11 \t 5 \t 9 \t -1 \t 9\n", + "4 \t 11 \t 9 \t 1 \t 2 \t 68 \t -611\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -341 \t 3064\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 409 \t -3675\n", + "\t\t\t\t\t -1977 \t 17764\n", + "GCD(39203, 4363) = 1, with coefficients -1977 and 17764 such that 1 = (-1977)*39203 + (17764)*4363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4364 \t 8 \t 4291 \t 1 \t 0\n", + "1 \t 4364 \t 4291 \t 1 \t 73 \t 0 \t 1\n", + "2 \t 4291 \t 73 \t 58 \t 57 \t 1 \t -8\n", + "3 \t 73 \t 57 \t 1 \t 16 \t -1 \t 9\n", + "4 \t 57 \t 16 \t 3 \t 9 \t 59 \t -530\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -60 \t 539\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 239 \t -2147\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -299 \t 2686\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 538 \t -4833\n", + "\t\t\t\t\t -1913 \t 17185\n", + "GCD(39203, 4364) = 1, with coefficients -1913 and 17185 such that 1 = (-1913)*39203 + (17185)*4364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4365 \t 8 \t 4283 \t 1 \t 0\n", + "1 \t 4365 \t 4283 \t 1 \t 82 \t 0 \t 1\n", + "2 \t 4283 \t 82 \t 52 \t 19 \t 1 \t -8\n", + "3 \t 82 \t 19 \t 4 \t 6 \t -1 \t 9\n", + "4 \t 19 \t 6 \t 3 \t 1 \t 53 \t -476\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -213 \t 1913\n", + "\t\t\t\t\t 692 \t -6215\n", + "GCD(39203, 4365) = 1, with coefficients 692 and -6215 such that 1 = (692)*39203 + (-6215)*4365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4366 \t 8 \t 4275 \t 1 \t 0\n", + "1 \t 4366 \t 4275 \t 1 \t 91 \t 0 \t 1\n", + "2 \t 4275 \t 91 \t 46 \t 89 \t 1 \t -8\n", + "3 \t 91 \t 89 \t 1 \t 2 \t -1 \t 9\n", + "4 \t 89 \t 2 \t 44 \t 1 \t 47 \t -422\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -48 \t 431\n", + "\t\t\t\t\t 2159 \t -19386\n", + "GCD(39203, 4366) = 1, with coefficients 2159 and -19386 such that 1 = (2159)*39203 + (-19386)*4366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4367 \t 8 \t 4267 \t 1 \t 0\n", + "1 \t 4367 \t 4267 \t 1 \t 100 \t 0 \t 1\n", + "2 \t 4267 \t 100 \t 42 \t 67 \t 1 \t -8\n", + "3 \t 100 \t 67 \t 1 \t 33 \t -1 \t 9\n", + "4 \t 67 \t 33 \t 2 \t 1 \t 43 \t -386\n", + "5 \t 33 \t 1 \t 33 \t 0 \t -44 \t 395\n", + "\t\t\t\t\t 131 \t -1176\n", + "GCD(39203, 4367) = 1, with coefficients 131 and -1176 such that 1 = (131)*39203 + (-1176)*4367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4368 \t 8 \t 4259 \t 1 \t 0\n", + "1 \t 4368 \t 4259 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 4259 \t 109 \t 39 \t 8 \t 1 \t -8\n", + "3 \t 109 \t 8 \t 13 \t 5 \t -1 \t 9\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 40 \t -359\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -521 \t 4676\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 561 \t -5035\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1082 \t 9711\n", + "\t\t\t\t\t 1643 \t -14746\n", + "GCD(39203, 4368) = 1, with coefficients 1643 and -14746 such that 1 = (1643)*39203 + (-14746)*4368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4369 \t 8 \t 4251 \t 1 \t 0\n", + "1 \t 4369 \t 4251 \t 1 \t 118 \t 0 \t 1\n", + "2 \t 4251 \t 118 \t 36 \t 3 \t 1 \t -8\n", + "3 \t 118 \t 3 \t 39 \t 1 \t -1 \t 9\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 37 \t -332\n", + "\t\t\t\t\t -1444 \t 12957\n", + "GCD(39203, 4369) = 1, with coefficients -1444 and 12957 such that 1 = (-1444)*39203 + (12957)*4369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4370 \t 8 \t 4243 \t 1 \t 0\n", + "1 \t 4370 \t 4243 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 4243 \t 127 \t 33 \t 52 \t 1 \t -8\n", + "3 \t 127 \t 52 \t 2 \t 23 \t -1 \t 9\n", + "4 \t 52 \t 23 \t 2 \t 6 \t 34 \t -305\n", + "5 \t 23 \t 6 \t 3 \t 5 \t -69 \t 619\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 172 \t -1543\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -585 \t 5248\n", + "\t\t\t\t\t 757 \t -6791\n", + "GCD(39203, 4370) = 1, with coefficients 757 and -6791 such that 1 = (757)*39203 + (-6791)*4370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4371 \t 8 \t 4235 \t 1 \t 0\n", + "1 \t 4371 \t 4235 \t 1 \t 136 \t 0 \t 1\n", + "2 \t 4235 \t 136 \t 31 \t 19 \t 1 \t -8\n", + "3 \t 136 \t 19 \t 7 \t 3 \t -1 \t 9\n", + "4 \t 19 \t 3 \t 6 \t 1 \t 32 \t -287\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -225 \t 2018\n", + "\t\t\t\t\t 1382 \t -12395\n", + "GCD(39203, 4371) = 1, with coefficients 1382 and -12395 such that 1 = (1382)*39203 + (-12395)*4371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4372 \t 8 \t 4227 \t 1 \t 0\n", + "1 \t 4372 \t 4227 \t 1 \t 145 \t 0 \t 1\n", + "2 \t 4227 \t 145 \t 29 \t 22 \t 1 \t -8\n", + "3 \t 145 \t 22 \t 6 \t 13 \t -1 \t 9\n", + "4 \t 22 \t 13 \t 1 \t 9 \t 30 \t -269\n", + "5 \t 13 \t 9 \t 1 \t 4 \t -181 \t 1623\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 211 \t -1892\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -392 \t 3515\n", + "\t\t\t\t\t 995 \t -8922\n", + "GCD(39203, 4372) = 1, with coefficients 995 and -8922 such that 1 = (995)*39203 + (-8922)*4372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4373 \t 8 \t 4219 \t 1 \t 0\n", + "1 \t 4373 \t 4219 \t 1 \t 154 \t 0 \t 1\n", + "2 \t 4219 \t 154 \t 27 \t 61 \t 1 \t -8\n", + "3 \t 154 \t 61 \t 2 \t 32 \t -1 \t 9\n", + "4 \t 61 \t 32 \t 1 \t 29 \t 28 \t -251\n", + "5 \t 32 \t 29 \t 1 \t 3 \t -57 \t 511\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 85 \t -762\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -142 \t 1273\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1363 \t -12219\n", + "\t\t\t\t\t -1505 \t 13492\n", + "GCD(39203, 4373) = 1, with coefficients -1505 and 13492 such that 1 = (-1505)*39203 + (13492)*4373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4374 \t 8 \t 4211 \t 1 \t 0\n", + "1 \t 4374 \t 4211 \t 1 \t 163 \t 0 \t 1\n", + "2 \t 4211 \t 163 \t 25 \t 136 \t 1 \t -8\n", + "3 \t 163 \t 136 \t 1 \t 27 \t -1 \t 9\n", + "4 \t 136 \t 27 \t 5 \t 1 \t 26 \t -233\n", + "5 \t 27 \t 1 \t 27 \t 0 \t -27 \t 242\n", + "\t\t\t\t\t 161 \t -1443\n", + "GCD(39203, 4374) = 1, with coefficients 161 and -1443 such that 1 = (161)*39203 + (-1443)*4374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4375 \t 8 \t 4203 \t 1 \t 0\n", + "1 \t 4375 \t 4203 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 4203 \t 172 \t 24 \t 75 \t 1 \t -8\n", + "3 \t 172 \t 75 \t 2 \t 22 \t -1 \t 9\n", + "4 \t 75 \t 22 \t 3 \t 9 \t 25 \t -224\n", + "5 \t 22 \t 9 \t 2 \t 4 \t -51 \t 457\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 178 \t -1595\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -407 \t 3647\n", + "\t\t\t\t\t 992 \t -8889\n", + "GCD(39203, 4375) = 1, with coefficients 992 and -8889 such that 1 = (992)*39203 + (-8889)*4375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4376 \t 8 \t 4195 \t 1 \t 0\n", + "1 \t 4376 \t 4195 \t 1 \t 181 \t 0 \t 1\n", + "2 \t 4195 \t 181 \t 23 \t 32 \t 1 \t -8\n", + "3 \t 181 \t 32 \t 5 \t 21 \t -1 \t 9\n", + "4 \t 32 \t 21 \t 1 \t 11 \t 24 \t -215\n", + "5 \t 21 \t 11 \t 1 \t 10 \t -121 \t 1084\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 145 \t -1299\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -266 \t 2383\n", + "\t\t\t\t\t 411 \t -3682\n", + "GCD(39203, 4376) = 1, with coefficients 411 and -3682 such that 1 = (411)*39203 + (-3682)*4376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4377 \t 8 \t 4187 \t 1 \t 0\n", + "1 \t 4377 \t 4187 \t 1 \t 190 \t 0 \t 1\n", + "2 \t 4187 \t 190 \t 22 \t 7 \t 1 \t -8\n", + "3 \t 190 \t 7 \t 27 \t 1 \t -1 \t 9\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 23 \t -206\n", + "\t\t\t\t\t -622 \t 5571\n", + "GCD(39203, 4377) = 1, with coefficients -622 and 5571 such that 1 = (-622)*39203 + (5571)*4377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4378 \t 8 \t 4179 \t 1 \t 0\n", + "1 \t 4378 \t 4179 \t 1 \t 199 \t 0 \t 1\n", + "2 \t 4179 \t 199 \t 21 \t 0 \t 1 \t -8\n", + "\t\t\t\t\t -1 \t 9\n", + "GCD(39203, 4378) = 199, with coefficients -1 and 9 such that 199 = (-1)*39203 + (9)*4378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4379 \t 8 \t 4171 \t 1 \t 0\n", + "1 \t 4379 \t 4171 \t 1 \t 208 \t 0 \t 1\n", + "2 \t 4171 \t 208 \t 20 \t 11 \t 1 \t -8\n", + "3 \t 208 \t 11 \t 18 \t 10 \t -1 \t 9\n", + "4 \t 11 \t 10 \t 1 \t 1 \t 21 \t -188\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -379 \t 3393\n", + "\t\t\t\t\t 400 \t -3581\n", + "GCD(39203, 4379) = 1, with coefficients 400 and -3581 such that 1 = (400)*39203 + (-3581)*4379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4380 \t 8 \t 4163 \t 1 \t 0\n", + "1 \t 4380 \t 4163 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 4163 \t 217 \t 19 \t 40 \t 1 \t -8\n", + "3 \t 217 \t 40 \t 5 \t 17 \t -1 \t 9\n", + "4 \t 40 \t 17 \t 2 \t 6 \t 20 \t -179\n", + "5 \t 17 \t 6 \t 2 \t 5 \t -101 \t 904\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 222 \t -1987\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -545 \t 4878\n", + "\t\t\t\t\t 767 \t -6865\n", + "GCD(39203, 4380) = 1, with coefficients 767 and -6865 such that 1 = (767)*39203 + (-6865)*4380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4381 \t 8 \t 4155 \t 1 \t 0\n", + "1 \t 4381 \t 4155 \t 1 \t 226 \t 0 \t 1\n", + "2 \t 4155 \t 226 \t 18 \t 87 \t 1 \t -8\n", + "3 \t 226 \t 87 \t 2 \t 52 \t -1 \t 9\n", + "4 \t 87 \t 52 \t 1 \t 35 \t 19 \t -170\n", + "5 \t 52 \t 35 \t 1 \t 17 \t -39 \t 349\n", + "6 \t 35 \t 17 \t 2 \t 1 \t 58 \t -519\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -97 \t 868\n", + "\t\t\t\t\t 252 \t -2255\n", + "GCD(39203, 4381) = 1, with coefficients 252 and -2255 such that 1 = (252)*39203 + (-2255)*4381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4382 \t 8 \t 4147 \t 1 \t 0\n", + "1 \t 4382 \t 4147 \t 1 \t 235 \t 0 \t 1\n", + "2 \t 4147 \t 235 \t 17 \t 152 \t 1 \t -8\n", + "3 \t 235 \t 152 \t 1 \t 83 \t -1 \t 9\n", + "4 \t 152 \t 83 \t 1 \t 69 \t 18 \t -161\n", + "5 \t 83 \t 69 \t 1 \t 14 \t -19 \t 170\n", + "6 \t 69 \t 14 \t 4 \t 13 \t 37 \t -331\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -56 \t 501\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 261 \t -2335\n", + "\t\t\t\t\t -317 \t 2836\n", + "GCD(39203, 4382) = 1, with coefficients -317 and 2836 such that 1 = (-317)*39203 + (2836)*4382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4383 \t 8 \t 4139 \t 1 \t 0\n", + "1 \t 4383 \t 4139 \t 1 \t 244 \t 0 \t 1\n", + "2 \t 4139 \t 244 \t 16 \t 235 \t 1 \t -8\n", + "3 \t 244 \t 235 \t 1 \t 9 \t -1 \t 9\n", + "4 \t 235 \t 9 \t 26 \t 1 \t 17 \t -152\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -18 \t 161\n", + "\t\t\t\t\t 485 \t -4338\n", + "GCD(39203, 4383) = 1, with coefficients 485 and -4338 such that 1 = (485)*39203 + (-4338)*4383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4384 \t 8 \t 4131 \t 1 \t 0\n", + "1 \t 4384 \t 4131 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 4131 \t 253 \t 16 \t 83 \t 1 \t -8\n", + "3 \t 253 \t 83 \t 3 \t 4 \t -1 \t 9\n", + "4 \t 83 \t 4 \t 20 \t 3 \t 17 \t -152\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -52 \t 465\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1057 \t -9452\n", + "\t\t\t\t\t -1109 \t 9917\n", + "GCD(39203, 4384) = 1, with coefficients -1109 and 9917 such that 1 = (-1109)*39203 + (9917)*4384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4385 \t 8 \t 4123 \t 1 \t 0\n", + "1 \t 4385 \t 4123 \t 1 \t 262 \t 0 \t 1\n", + "2 \t 4123 \t 262 \t 15 \t 193 \t 1 \t -8\n", + "3 \t 262 \t 193 \t 1 \t 69 \t -1 \t 9\n", + "4 \t 193 \t 69 \t 2 \t 55 \t 16 \t -143\n", + "5 \t 69 \t 55 \t 1 \t 14 \t -17 \t 152\n", + "6 \t 55 \t 14 \t 3 \t 13 \t 50 \t -447\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -67 \t 599\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 251 \t -2244\n", + "\t\t\t\t\t -318 \t 2843\n", + "GCD(39203, 4385) = 1, with coefficients -318 and 2843 such that 1 = (-318)*39203 + (2843)*4385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4386 \t 8 \t 4115 \t 1 \t 0\n", + "1 \t 4386 \t 4115 \t 1 \t 271 \t 0 \t 1\n", + "2 \t 4115 \t 271 \t 15 \t 50 \t 1 \t -8\n", + "3 \t 271 \t 50 \t 5 \t 21 \t -1 \t 9\n", + "4 \t 50 \t 21 \t 2 \t 8 \t 16 \t -143\n", + "5 \t 21 \t 8 \t 2 \t 5 \t -81 \t 724\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 178 \t -1591\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -437 \t 3906\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 615 \t -5497\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1052 \t 9403\n", + "\t\t\t\t\t 1667 \t -14900\n", + "GCD(39203, 4386) = 1, with coefficients 1667 and -14900 such that 1 = (1667)*39203 + (-14900)*4386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4387 \t 8 \t 4107 \t 1 \t 0\n", + "1 \t 4387 \t 4107 \t 1 \t 280 \t 0 \t 1\n", + "2 \t 4107 \t 280 \t 14 \t 187 \t 1 \t -8\n", + "3 \t 280 \t 187 \t 1 \t 93 \t -1 \t 9\n", + "4 \t 187 \t 93 \t 2 \t 1 \t 15 \t -134\n", + "5 \t 93 \t 1 \t 93 \t 0 \t -16 \t 143\n", + "\t\t\t\t\t 47 \t -420\n", + "GCD(39203, 4387) = 1, with coefficients 47 and -420 such that 1 = (47)*39203 + (-420)*4387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4388 \t 8 \t 4099 \t 1 \t 0\n", + "1 \t 4388 \t 4099 \t 1 \t 289 \t 0 \t 1\n", + "2 \t 4099 \t 289 \t 14 \t 53 \t 1 \t -8\n", + "3 \t 289 \t 53 \t 5 \t 24 \t -1 \t 9\n", + "4 \t 53 \t 24 \t 2 \t 5 \t 15 \t -134\n", + "5 \t 24 \t 5 \t 4 \t 4 \t -76 \t 679\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 167 \t -1492\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -744 \t 6647\n", + "\t\t\t\t\t 911 \t -8139\n", + "GCD(39203, 4388) = 1, with coefficients 911 and -8139 such that 1 = (911)*39203 + (-8139)*4388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4389 \t 8 \t 4091 \t 1 \t 0\n", + "1 \t 4389 \t 4091 \t 1 \t 298 \t 0 \t 1\n", + "2 \t 4091 \t 298 \t 13 \t 217 \t 1 \t -8\n", + "3 \t 298 \t 217 \t 1 \t 81 \t -1 \t 9\n", + "4 \t 217 \t 81 \t 2 \t 55 \t 14 \t -125\n", + "5 \t 81 \t 55 \t 1 \t 26 \t -15 \t 134\n", + "6 \t 55 \t 26 \t 2 \t 3 \t 44 \t -393\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -59 \t 527\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 162 \t -1447\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1355 \t 12103\n", + "\t\t\t\t\t 1517 \t -13550\n", + "GCD(39203, 4389) = 1, with coefficients 1517 and -13550 such that 1 = (1517)*39203 + (-13550)*4389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4390 \t 8 \t 4083 \t 1 \t 0\n", + "1 \t 4390 \t 4083 \t 1 \t 307 \t 0 \t 1\n", + "2 \t 4083 \t 307 \t 13 \t 92 \t 1 \t -8\n", + "3 \t 307 \t 92 \t 3 \t 31 \t -1 \t 9\n", + "4 \t 92 \t 31 \t 2 \t 30 \t 14 \t -125\n", + "5 \t 31 \t 30 \t 1 \t 1 \t -43 \t 384\n", + "6 \t 30 \t 1 \t 30 \t 0 \t 100 \t -893\n", + "\t\t\t\t\t -143 \t 1277\n", + "GCD(39203, 4390) = 1, with coefficients -143 and 1277 such that 1 = (-143)*39203 + (1277)*4390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4391 \t 8 \t 4075 \t 1 \t 0\n", + "1 \t 4391 \t 4075 \t 1 \t 316 \t 0 \t 1\n", + "2 \t 4075 \t 316 \t 12 \t 283 \t 1 \t -8\n", + "3 \t 316 \t 283 \t 1 \t 33 \t -1 \t 9\n", + "4 \t 283 \t 33 \t 8 \t 19 \t 13 \t -116\n", + "5 \t 33 \t 19 \t 1 \t 14 \t -14 \t 125\n", + "6 \t 19 \t 14 \t 1 \t 5 \t 125 \t -1116\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -139 \t 1241\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 264 \t -2357\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -667 \t 5955\n", + "\t\t\t\t\t 931 \t -8312\n", + "GCD(39203, 4391) = 1, with coefficients 931 and -8312 such that 1 = (931)*39203 + (-8312)*4391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4392 \t 8 \t 4067 \t 1 \t 0\n", + "1 \t 4392 \t 4067 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 4067 \t 325 \t 12 \t 167 \t 1 \t -8\n", + "3 \t 325 \t 167 \t 1 \t 158 \t -1 \t 9\n", + "4 \t 167 \t 158 \t 1 \t 9 \t 13 \t -116\n", + "5 \t 158 \t 9 \t 17 \t 5 \t -14 \t 125\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 27 \t -241\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -473 \t 4222\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 500 \t -4463\n", + "\t\t\t\t\t -973 \t 8685\n", + "GCD(39203, 4392) = 1, with coefficients -973 and 8685 such that 1 = (-973)*39203 + (8685)*4392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4393 \t 8 \t 4059 \t 1 \t 0\n", + "1 \t 4393 \t 4059 \t 1 \t 334 \t 0 \t 1\n", + "2 \t 4059 \t 334 \t 12 \t 51 \t 1 \t -8\n", + "3 \t 334 \t 51 \t 6 \t 28 \t -1 \t 9\n", + "4 \t 51 \t 28 \t 1 \t 23 \t 13 \t -116\n", + "5 \t 28 \t 23 \t 1 \t 5 \t -79 \t 705\n", + "6 \t 23 \t 5 \t 4 \t 3 \t 92 \t -821\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -171 \t 1526\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 776 \t -6925\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -947 \t 8451\n", + "\t\t\t\t\t 1723 \t -15376\n", + "GCD(39203, 4393) = 1, with coefficients 1723 and -15376 such that 1 = (1723)*39203 + (-15376)*4393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4394 \t 8 \t 4051 \t 1 \t 0\n", + "1 \t 4394 \t 4051 \t 1 \t 343 \t 0 \t 1\n", + "2 \t 4051 \t 343 \t 11 \t 278 \t 1 \t -8\n", + "3 \t 343 \t 278 \t 1 \t 65 \t -1 \t 9\n", + "4 \t 278 \t 65 \t 4 \t 18 \t 12 \t -107\n", + "5 \t 65 \t 18 \t 3 \t 11 \t -13 \t 116\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 64 \t -571\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -205 \t 1829\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 269 \t -2400\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -474 \t 4229\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 743 \t -6629\n", + "\t\t\t\t\t -1217 \t 10858\n", + "GCD(39203, 4394) = 1, with coefficients -1217 and 10858 such that 1 = (-1217)*39203 + (10858)*4394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4395 \t 8 \t 4043 \t 1 \t 0\n", + "1 \t 4395 \t 4043 \t 1 \t 352 \t 0 \t 1\n", + "2 \t 4043 \t 352 \t 11 \t 171 \t 1 \t -8\n", + "3 \t 352 \t 171 \t 2 \t 10 \t -1 \t 9\n", + "4 \t 171 \t 10 \t 17 \t 1 \t 12 \t -107\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -25 \t 223\n", + "\t\t\t\t\t 437 \t -3898\n", + "GCD(39203, 4395) = 1, with coefficients 437 and -3898 such that 1 = (437)*39203 + (-3898)*4395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4396 \t 8 \t 4035 \t 1 \t 0\n", + "1 \t 4396 \t 4035 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 4035 \t 361 \t 11 \t 64 \t 1 \t -8\n", + "3 \t 361 \t 64 \t 5 \t 41 \t -1 \t 9\n", + "4 \t 64 \t 41 \t 1 \t 23 \t 12 \t -107\n", + "5 \t 41 \t 23 \t 1 \t 18 \t -61 \t 544\n", + "6 \t 23 \t 18 \t 1 \t 5 \t 73 \t -651\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -134 \t 1195\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 207 \t -1846\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -755 \t 6733\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 962 \t -8579\n", + "\t\t\t\t\t -1717 \t 15312\n", + "GCD(39203, 4396) = 1, with coefficients -1717 and 15312 such that 1 = (-1717)*39203 + (15312)*4396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4397 \t 8 \t 4027 \t 1 \t 0\n", + "1 \t 4397 \t 4027 \t 1 \t 370 \t 0 \t 1\n", + "2 \t 4027 \t 370 \t 10 \t 327 \t 1 \t -8\n", + "3 \t 370 \t 327 \t 1 \t 43 \t -1 \t 9\n", + "4 \t 327 \t 43 \t 7 \t 26 \t 11 \t -98\n", + "5 \t 43 \t 26 \t 1 \t 17 \t -12 \t 107\n", + "6 \t 26 \t 17 \t 1 \t 9 \t 95 \t -847\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -107 \t 954\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 202 \t -1801\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -309 \t 2755\n", + "\t\t\t\t\t 511 \t -4556\n", + "GCD(39203, 4397) = 1, with coefficients 511 and -4556 such that 1 = (511)*39203 + (-4556)*4397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4398 \t 8 \t 4019 \t 1 \t 0\n", + "1 \t 4398 \t 4019 \t 1 \t 379 \t 0 \t 1\n", + "2 \t 4019 \t 379 \t 10 \t 229 \t 1 \t -8\n", + "3 \t 379 \t 229 \t 1 \t 150 \t -1 \t 9\n", + "4 \t 229 \t 150 \t 1 \t 79 \t 11 \t -98\n", + "5 \t 150 \t 79 \t 1 \t 71 \t -12 \t 107\n", + "6 \t 79 \t 71 \t 1 \t 8 \t 23 \t -205\n", + "7 \t 71 \t 8 \t 8 \t 7 \t -35 \t 312\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 58 \t -517\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -499 \t 4448\n", + "\t\t\t\t\t 557 \t -4965\n", + "GCD(39203, 4398) = 1, with coefficients 557 and -4965 such that 1 = (557)*39203 + (-4965)*4398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4399 \t 8 \t 4011 \t 1 \t 0\n", + "1 \t 4399 \t 4011 \t 1 \t 388 \t 0 \t 1\n", + "2 \t 4011 \t 388 \t 10 \t 131 \t 1 \t -8\n", + "3 \t 388 \t 131 \t 2 \t 126 \t -1 \t 9\n", + "4 \t 131 \t 126 \t 1 \t 5 \t 11 \t -98\n", + "5 \t 126 \t 5 \t 25 \t 1 \t -23 \t 205\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 34 \t -303\n", + "\t\t\t\t\t -873 \t 7780\n", + "GCD(39203, 4399) = 1, with coefficients -873 and 7780 such that 1 = (-873)*39203 + (7780)*4399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4400 \t 8 \t 4003 \t 1 \t 0\n", + "1 \t 4400 \t 4003 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 4003 \t 397 \t 10 \t 33 \t 1 \t -8\n", + "3 \t 397 \t 33 \t 12 \t 1 \t -1 \t 9\n", + "4 \t 33 \t 1 \t 33 \t 0 \t 11 \t -98\n", + "\t\t\t\t\t -133 \t 1185\n", + "GCD(39203, 4400) = 1, with coefficients -133 and 1185 such that 1 = (-133)*39203 + (1185)*4400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4401 \t 8 \t 3995 \t 1 \t 0\n", + "1 \t 4401 \t 3995 \t 1 \t 406 \t 0 \t 1\n", + "2 \t 3995 \t 406 \t 9 \t 341 \t 1 \t -8\n", + "3 \t 406 \t 341 \t 1 \t 65 \t -1 \t 9\n", + "4 \t 341 \t 65 \t 5 \t 16 \t 10 \t -89\n", + "5 \t 65 \t 16 \t 4 \t 1 \t -11 \t 98\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 65 \t -579\n", + "\t\t\t\t\t -271 \t 2414\n", + "GCD(39203, 4401) = 1, with coefficients -271 and 2414 such that 1 = (-271)*39203 + (2414)*4401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4402 \t 8 \t 3987 \t 1 \t 0\n", + "1 \t 4402 \t 3987 \t 1 \t 415 \t 0 \t 1\n", + "2 \t 3987 \t 415 \t 9 \t 252 \t 1 \t -8\n", + "3 \t 415 \t 252 \t 1 \t 163 \t -1 \t 9\n", + "4 \t 252 \t 163 \t 1 \t 89 \t 10 \t -89\n", + "5 \t 163 \t 89 \t 1 \t 74 \t -11 \t 98\n", + "6 \t 89 \t 74 \t 1 \t 15 \t 21 \t -187\n", + "7 \t 74 \t 15 \t 4 \t 14 \t -32 \t 285\n", + "8 \t 15 \t 14 \t 1 \t 1 \t 53 \t -472\n", + "9 \t 14 \t 1 \t 14 \t 0 \t -244 \t 2173\n", + "\t\t\t\t\t 297 \t -2645\n", + "GCD(39203, 4402) = 1, with coefficients 297 and -2645 such that 1 = (297)*39203 + (-2645)*4402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4403 \t 8 \t 3979 \t 1 \t 0\n", + "1 \t 4403 \t 3979 \t 1 \t 424 \t 0 \t 1\n", + "2 \t 3979 \t 424 \t 9 \t 163 \t 1 \t -8\n", + "3 \t 424 \t 163 \t 2 \t 98 \t -1 \t 9\n", + "4 \t 163 \t 98 \t 1 \t 65 \t 10 \t -89\n", + "5 \t 98 \t 65 \t 1 \t 33 \t -21 \t 187\n", + "6 \t 65 \t 33 \t 1 \t 32 \t 31 \t -276\n", + "7 \t 33 \t 32 \t 1 \t 1 \t -52 \t 463\n", + "8 \t 32 \t 1 \t 32 \t 0 \t 83 \t -739\n", + "\t\t\t\t\t -135 \t 1202\n", + "GCD(39203, 4403) = 1, with coefficients -135 and 1202 such that 1 = (-135)*39203 + (1202)*4403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4404 \t 8 \t 3971 \t 1 \t 0\n", + "1 \t 4404 \t 3971 \t 1 \t 433 \t 0 \t 1\n", + "2 \t 3971 \t 433 \t 9 \t 74 \t 1 \t -8\n", + "3 \t 433 \t 74 \t 5 \t 63 \t -1 \t 9\n", + "4 \t 74 \t 63 \t 1 \t 11 \t 10 \t -89\n", + "5 \t 63 \t 11 \t 5 \t 8 \t -51 \t 454\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 61 \t -543\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -356 \t 3169\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 417 \t -3712\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1190 \t 10593\n", + "\t\t\t\t\t 1607 \t -14305\n", + "GCD(39203, 4404) = 1, with coefficients 1607 and -14305 such that 1 = (1607)*39203 + (-14305)*4404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4405 \t 8 \t 3963 \t 1 \t 0\n", + "1 \t 4405 \t 3963 \t 1 \t 442 \t 0 \t 1\n", + "2 \t 3963 \t 442 \t 8 \t 427 \t 1 \t -8\n", + "3 \t 442 \t 427 \t 1 \t 15 \t -1 \t 9\n", + "4 \t 427 \t 15 \t 28 \t 7 \t 9 \t -80\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -10 \t 89\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 289 \t -2572\n", + "\t\t\t\t\t -588 \t 5233\n", + "GCD(39203, 4405) = 1, with coefficients -588 and 5233 such that 1 = (-588)*39203 + (5233)*4405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4406 \t 8 \t 3955 \t 1 \t 0\n", + "1 \t 4406 \t 3955 \t 1 \t 451 \t 0 \t 1\n", + "2 \t 3955 \t 451 \t 8 \t 347 \t 1 \t -8\n", + "3 \t 451 \t 347 \t 1 \t 104 \t -1 \t 9\n", + "4 \t 347 \t 104 \t 3 \t 35 \t 9 \t -80\n", + "5 \t 104 \t 35 \t 2 \t 34 \t -10 \t 89\n", + "6 \t 35 \t 34 \t 1 \t 1 \t 39 \t -347\n", + "7 \t 34 \t 1 \t 34 \t 0 \t -88 \t 783\n", + "\t\t\t\t\t 127 \t -1130\n", + "GCD(39203, 4406) = 1, with coefficients 127 and -1130 such that 1 = (127)*39203 + (-1130)*4406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4407 \t 8 \t 3947 \t 1 \t 0\n", + "1 \t 4407 \t 3947 \t 1 \t 460 \t 0 \t 1\n", + "2 \t 3947 \t 460 \t 8 \t 267 \t 1 \t -8\n", + "3 \t 460 \t 267 \t 1 \t 193 \t -1 \t 9\n", + "4 \t 267 \t 193 \t 1 \t 74 \t 9 \t -80\n", + "5 \t 193 \t 74 \t 2 \t 45 \t -10 \t 89\n", + "6 \t 74 \t 45 \t 1 \t 29 \t 19 \t -169\n", + "7 \t 45 \t 29 \t 1 \t 16 \t -48 \t 427\n", + "8 \t 29 \t 16 \t 1 \t 13 \t 67 \t -596\n", + "9 \t 16 \t 13 \t 1 \t 3 \t -115 \t 1023\n", + "10 \t 13 \t 3 \t 4 \t 1 \t 182 \t -1619\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -297 \t 2642\n", + "\t\t\t\t\t 1370 \t -12187\n", + "GCD(39203, 4407) = 1, with coefficients 1370 and -12187 such that 1 = (1370)*39203 + (-12187)*4407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4408 \t 8 \t 3939 \t 1 \t 0\n", + "1 \t 4408 \t 3939 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 3939 \t 469 \t 8 \t 187 \t 1 \t -8\n", + "3 \t 469 \t 187 \t 2 \t 95 \t -1 \t 9\n", + "4 \t 187 \t 95 \t 1 \t 92 \t 9 \t -80\n", + "5 \t 95 \t 92 \t 1 \t 3 \t -19 \t 169\n", + "6 \t 92 \t 3 \t 30 \t 2 \t 28 \t -249\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -47 \t 418\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1438 \t -12789\n", + "\t\t\t\t\t -1485 \t 13207\n", + "GCD(39203, 4408) = 1, with coefficients -1485 and 13207 such that 1 = (-1485)*39203 + (13207)*4408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4409 \t 8 \t 3931 \t 1 \t 0\n", + "1 \t 4409 \t 3931 \t 1 \t 478 \t 0 \t 1\n", + "2 \t 3931 \t 478 \t 8 \t 107 \t 1 \t -8\n", + "3 \t 478 \t 107 \t 4 \t 50 \t -1 \t 9\n", + "4 \t 107 \t 50 \t 2 \t 7 \t 9 \t -80\n", + "5 \t 50 \t 7 \t 7 \t 1 \t -37 \t 329\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 83 \t -738\n", + "\t\t\t\t\t -618 \t 5495\n", + "GCD(39203, 4409) = 1, with coefficients -618 and 5495 such that 1 = (-618)*39203 + (5495)*4409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4410 \t 8 \t 3923 \t 1 \t 0\n", + "1 \t 4410 \t 3923 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 3923 \t 487 \t 8 \t 27 \t 1 \t -8\n", + "3 \t 487 \t 27 \t 18 \t 1 \t -1 \t 9\n", + "4 \t 27 \t 1 \t 27 \t 0 \t 9 \t -80\n", + "\t\t\t\t\t -163 \t 1449\n", + "GCD(39203, 4410) = 1, with coefficients -163 and 1449 such that 1 = (-163)*39203 + (1449)*4410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4411 \t 8 \t 3915 \t 1 \t 0\n", + "1 \t 4411 \t 3915 \t 1 \t 496 \t 0 \t 1\n", + "2 \t 3915 \t 496 \t 7 \t 443 \t 1 \t -8\n", + "3 \t 496 \t 443 \t 1 \t 53 \t -1 \t 9\n", + "4 \t 443 \t 53 \t 8 \t 19 \t 8 \t -71\n", + "5 \t 53 \t 19 \t 2 \t 15 \t -9 \t 80\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 80 \t -711\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -169 \t 1502\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 249 \t -2213\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -916 \t 8141\n", + "\t\t\t\t\t 1165 \t -10354\n", + "GCD(39203, 4411) = 1, with coefficients 1165 and -10354 such that 1 = (1165)*39203 + (-10354)*4411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4412 \t 8 \t 3907 \t 1 \t 0\n", + "1 \t 4412 \t 3907 \t 1 \t 505 \t 0 \t 1\n", + "2 \t 3907 \t 505 \t 7 \t 372 \t 1 \t -8\n", + "3 \t 505 \t 372 \t 1 \t 133 \t -1 \t 9\n", + "4 \t 372 \t 133 \t 2 \t 106 \t 8 \t -71\n", + "5 \t 133 \t 106 \t 1 \t 27 \t -9 \t 80\n", + "6 \t 106 \t 27 \t 3 \t 25 \t 26 \t -231\n", + "7 \t 27 \t 25 \t 1 \t 2 \t -35 \t 311\n", + "8 \t 25 \t 2 \t 12 \t 1 \t 131 \t -1164\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -166 \t 1475\n", + "\t\t\t\t\t 2123 \t -18864\n", + "GCD(39203, 4412) = 1, with coefficients 2123 and -18864 such that 1 = (2123)*39203 + (-18864)*4412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4413 \t 8 \t 3899 \t 1 \t 0\n", + "1 \t 4413 \t 3899 \t 1 \t 514 \t 0 \t 1\n", + "2 \t 3899 \t 514 \t 7 \t 301 \t 1 \t -8\n", + "3 \t 514 \t 301 \t 1 \t 213 \t -1 \t 9\n", + "4 \t 301 \t 213 \t 1 \t 88 \t 8 \t -71\n", + "5 \t 213 \t 88 \t 2 \t 37 \t -9 \t 80\n", + "6 \t 88 \t 37 \t 2 \t 14 \t 17 \t -151\n", + "7 \t 37 \t 14 \t 2 \t 9 \t -43 \t 382\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 103 \t -915\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -249 \t 2212\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 352 \t -3127\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -601 \t 5339\n", + "\t\t\t\t\t 953 \t -8466\n", + "GCD(39203, 4413) = 1, with coefficients 953 and -8466 such that 1 = (953)*39203 + (-8466)*4413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4414 \t 8 \t 3891 \t 1 \t 0\n", + "1 \t 4414 \t 3891 \t 1 \t 523 \t 0 \t 1\n", + "2 \t 3891 \t 523 \t 7 \t 230 \t 1 \t -8\n", + "3 \t 523 \t 230 \t 2 \t 63 \t -1 \t 9\n", + "4 \t 230 \t 63 \t 3 \t 41 \t 8 \t -71\n", + "5 \t 63 \t 41 \t 1 \t 22 \t -17 \t 151\n", + "6 \t 41 \t 22 \t 1 \t 19 \t 59 \t -524\n", + "7 \t 22 \t 19 \t 1 \t 3 \t -76 \t 675\n", + "8 \t 19 \t 3 \t 6 \t 1 \t 135 \t -1199\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -211 \t 1874\n", + "\t\t\t\t\t 1401 \t -12443\n", + "GCD(39203, 4414) = 1, with coefficients 1401 and -12443 such that 1 = (1401)*39203 + (-12443)*4414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4415 \t 8 \t 3883 \t 1 \t 0\n", + "1 \t 4415 \t 3883 \t 1 \t 532 \t 0 \t 1\n", + "2 \t 3883 \t 532 \t 7 \t 159 \t 1 \t -8\n", + "3 \t 532 \t 159 \t 3 \t 55 \t -1 \t 9\n", + "4 \t 159 \t 55 \t 2 \t 49 \t 8 \t -71\n", + "5 \t 55 \t 49 \t 1 \t 6 \t -25 \t 222\n", + "6 \t 49 \t 6 \t 8 \t 1 \t 58 \t -515\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -83 \t 737\n", + "\t\t\t\t\t 722 \t -6411\n", + "GCD(39203, 4415) = 1, with coefficients 722 and -6411 such that 1 = (722)*39203 + (-6411)*4415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4416 \t 8 \t 3875 \t 1 \t 0\n", + "1 \t 4416 \t 3875 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 3875 \t 541 \t 7 \t 88 \t 1 \t -8\n", + "3 \t 541 \t 88 \t 6 \t 13 \t -1 \t 9\n", + "4 \t 88 \t 13 \t 6 \t 10 \t 8 \t -71\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -49 \t 435\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 302 \t -2681\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -351 \t 3116\n", + "\t\t\t\t\t 1355 \t -12029\n", + "GCD(39203, 4416) = 1, with coefficients 1355 and -12029 such that 1 = (1355)*39203 + (-12029)*4416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4417 \t 8 \t 3867 \t 1 \t 0\n", + "1 \t 4417 \t 3867 \t 1 \t 550 \t 0 \t 1\n", + "2 \t 3867 \t 550 \t 7 \t 17 \t 1 \t -8\n", + "3 \t 550 \t 17 \t 32 \t 6 \t -1 \t 9\n", + "4 \t 17 \t 6 \t 2 \t 5 \t 8 \t -71\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -257 \t 2281\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 522 \t -4633\n", + "\t\t\t\t\t -779 \t 6914\n", + "GCD(39203, 4417) = 1, with coefficients -779 and 6914 such that 1 = (-779)*39203 + (6914)*4417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4418 \t 8 \t 3859 \t 1 \t 0\n", + "1 \t 4418 \t 3859 \t 1 \t 559 \t 0 \t 1\n", + "2 \t 3859 \t 559 \t 6 \t 505 \t 1 \t -8\n", + "3 \t 559 \t 505 \t 1 \t 54 \t -1 \t 9\n", + "4 \t 505 \t 54 \t 9 \t 19 \t 7 \t -62\n", + "5 \t 54 \t 19 \t 2 \t 16 \t -8 \t 71\n", + "6 \t 19 \t 16 \t 1 \t 3 \t 79 \t -701\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -166 \t 1473\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 245 \t -2174\n", + "\t\t\t\t\t -1391 \t 12343\n", + "GCD(39203, 4418) = 1, with coefficients -1391 and 12343 such that 1 = (-1391)*39203 + (12343)*4418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4419 \t 8 \t 3851 \t 1 \t 0\n", + "1 \t 4419 \t 3851 \t 1 \t 568 \t 0 \t 1\n", + "2 \t 3851 \t 568 \t 6 \t 443 \t 1 \t -8\n", + "3 \t 568 \t 443 \t 1 \t 125 \t -1 \t 9\n", + "4 \t 443 \t 125 \t 3 \t 68 \t 7 \t -62\n", + "5 \t 125 \t 68 \t 1 \t 57 \t -8 \t 71\n", + "6 \t 68 \t 57 \t 1 \t 11 \t 31 \t -275\n", + "7 \t 57 \t 11 \t 5 \t 2 \t -39 \t 346\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 70 \t -621\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -389 \t 3451\n", + "\t\t\t\t\t 2015 \t -17876\n", + "GCD(39203, 4419) = 1, with coefficients 2015 and -17876 such that 1 = (2015)*39203 + (-17876)*4419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4420 \t 8 \t 3843 \t 1 \t 0\n", + "1 \t 4420 \t 3843 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 3843 \t 577 \t 6 \t 381 \t 1 \t -8\n", + "3 \t 577 \t 381 \t 1 \t 196 \t -1 \t 9\n", + "4 \t 381 \t 196 \t 1 \t 185 \t 7 \t -62\n", + "5 \t 196 \t 185 \t 1 \t 11 \t -8 \t 71\n", + "6 \t 185 \t 11 \t 16 \t 9 \t 15 \t -133\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -23 \t 204\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 383 \t -3397\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -406 \t 3601\n", + "\t\t\t\t\t 2007 \t -17801\n", + "GCD(39203, 4420) = 1, with coefficients 2007 and -17801 such that 1 = (2007)*39203 + (-17801)*4420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4421 \t 8 \t 3835 \t 1 \t 0\n", + "1 \t 4421 \t 3835 \t 1 \t 586 \t 0 \t 1\n", + "2 \t 3835 \t 586 \t 6 \t 319 \t 1 \t -8\n", + "3 \t 586 \t 319 \t 1 \t 267 \t -1 \t 9\n", + "4 \t 319 \t 267 \t 1 \t 52 \t 7 \t -62\n", + "5 \t 267 \t 52 \t 5 \t 7 \t -8 \t 71\n", + "6 \t 52 \t 7 \t 7 \t 3 \t 15 \t -133\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -83 \t 736\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 596 \t -5285\n", + "\t\t\t\t\t -1275 \t 11306\n", + "GCD(39203, 4421) = 1, with coefficients -1275 and 11306 such that 1 = (-1275)*39203 + (11306)*4421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4422 \t 8 \t 3827 \t 1 \t 0\n", + "1 \t 4422 \t 3827 \t 1 \t 595 \t 0 \t 1\n", + "2 \t 3827 \t 595 \t 6 \t 257 \t 1 \t -8\n", + "3 \t 595 \t 257 \t 2 \t 81 \t -1 \t 9\n", + "4 \t 257 \t 81 \t 3 \t 14 \t 7 \t -62\n", + "5 \t 81 \t 14 \t 5 \t 11 \t -15 \t 133\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 52 \t -461\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -275 \t 2438\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 327 \t -2899\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1256 \t 11135\n", + "\t\t\t\t\t 1583 \t -14034\n", + "GCD(39203, 4422) = 1, with coefficients 1583 and -14034 such that 1 = (1583)*39203 + (-14034)*4422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4423 \t 8 \t 3819 \t 1 \t 0\n", + "1 \t 4423 \t 3819 \t 1 \t 604 \t 0 \t 1\n", + "2 \t 3819 \t 604 \t 6 \t 195 \t 1 \t -8\n", + "3 \t 604 \t 195 \t 3 \t 19 \t -1 \t 9\n", + "4 \t 195 \t 19 \t 10 \t 5 \t 7 \t -62\n", + "5 \t 19 \t 5 \t 3 \t 4 \t -22 \t 195\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 227 \t -2012\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -703 \t 6231\n", + "\t\t\t\t\t 930 \t -8243\n", + "GCD(39203, 4423) = 1, with coefficients 930 and -8243 such that 1 = (930)*39203 + (-8243)*4423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4424 \t 8 \t 3811 \t 1 \t 0\n", + "1 \t 4424 \t 3811 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 3811 \t 613 \t 6 \t 133 \t 1 \t -8\n", + "3 \t 613 \t 133 \t 4 \t 81 \t -1 \t 9\n", + "4 \t 133 \t 81 \t 1 \t 52 \t 7 \t -62\n", + "5 \t 81 \t 52 \t 1 \t 29 \t -29 \t 257\n", + "6 \t 52 \t 29 \t 1 \t 23 \t 36 \t -319\n", + "7 \t 29 \t 23 \t 1 \t 6 \t -65 \t 576\n", + "8 \t 23 \t 6 \t 3 \t 5 \t 101 \t -895\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -166 \t 1471\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 599 \t -5308\n", + "\t\t\t\t\t -765 \t 6779\n", + "GCD(39203, 4424) = 1, with coefficients -765 and 6779 such that 1 = (-765)*39203 + (6779)*4424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4425 \t 8 \t 3803 \t 1 \t 0\n", + "1 \t 4425 \t 3803 \t 1 \t 622 \t 0 \t 1\n", + "2 \t 3803 \t 622 \t 6 \t 71 \t 1 \t -8\n", + "3 \t 622 \t 71 \t 8 \t 54 \t -1 \t 9\n", + "4 \t 71 \t 54 \t 1 \t 17 \t 7 \t -62\n", + "5 \t 54 \t 17 \t 3 \t 3 \t -57 \t 505\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 64 \t -567\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -249 \t 2206\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1309 \t -11597\n", + "\t\t\t\t\t -1558 \t 13803\n", + "GCD(39203, 4425) = 1, with coefficients -1558 and 13803 such that 1 = (-1558)*39203 + (13803)*4425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4426 \t 8 \t 3795 \t 1 \t 0\n", + "1 \t 4426 \t 3795 \t 1 \t 631 \t 0 \t 1\n", + "2 \t 3795 \t 631 \t 6 \t 9 \t 1 \t -8\n", + "3 \t 631 \t 9 \t 70 \t 1 \t -1 \t 9\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 7 \t -62\n", + "\t\t\t\t\t -491 \t 4349\n", + "GCD(39203, 4426) = 1, with coefficients -491 and 4349 such that 1 = (-491)*39203 + (4349)*4426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4427 \t 8 \t 3787 \t 1 \t 0\n", + "1 \t 4427 \t 3787 \t 1 \t 640 \t 0 \t 1\n", + "2 \t 3787 \t 640 \t 5 \t 587 \t 1 \t -8\n", + "3 \t 640 \t 587 \t 1 \t 53 \t -1 \t 9\n", + "4 \t 587 \t 53 \t 11 \t 4 \t 6 \t -53\n", + "5 \t 53 \t 4 \t 13 \t 1 \t -7 \t 62\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 83 \t -735\n", + "\t\t\t\t\t -1086 \t 9617\n", + "GCD(39203, 4427) = 1, with coefficients -1086 and 9617 such that 1 = (-1086)*39203 + (9617)*4427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4428 \t 8 \t 3779 \t 1 \t 0\n", + "1 \t 4428 \t 3779 \t 1 \t 649 \t 0 \t 1\n", + "2 \t 3779 \t 649 \t 5 \t 534 \t 1 \t -8\n", + "3 \t 649 \t 534 \t 1 \t 115 \t -1 \t 9\n", + "4 \t 534 \t 115 \t 4 \t 74 \t 6 \t -53\n", + "5 \t 115 \t 74 \t 1 \t 41 \t -7 \t 62\n", + "6 \t 74 \t 41 \t 1 \t 33 \t 34 \t -301\n", + "7 \t 41 \t 33 \t 1 \t 8 \t -41 \t 363\n", + "8 \t 33 \t 8 \t 4 \t 1 \t 75 \t -664\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -116 \t 1027\n", + "\t\t\t\t\t 539 \t -4772\n", + "GCD(39203, 4428) = 1, with coefficients 539 and -4772 such that 1 = (539)*39203 + (-4772)*4428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4429 \t 8 \t 3771 \t 1 \t 0\n", + "1 \t 4429 \t 3771 \t 1 \t 658 \t 0 \t 1\n", + "2 \t 3771 \t 658 \t 5 \t 481 \t 1 \t -8\n", + "3 \t 658 \t 481 \t 1 \t 177 \t -1 \t 9\n", + "4 \t 481 \t 177 \t 2 \t 127 \t 6 \t -53\n", + "5 \t 177 \t 127 \t 1 \t 50 \t -7 \t 62\n", + "6 \t 127 \t 50 \t 2 \t 27 \t 20 \t -177\n", + "7 \t 50 \t 27 \t 1 \t 23 \t -27 \t 239\n", + "8 \t 27 \t 23 \t 1 \t 4 \t 74 \t -655\n", + "9 \t 23 \t 4 \t 5 \t 3 \t -101 \t 894\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 175 \t -1549\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -976 \t 8639\n", + "\t\t\t\t\t 1151 \t -10188\n", + "GCD(39203, 4429) = 1, with coefficients 1151 and -10188 such that 1 = (1151)*39203 + (-10188)*4429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4430 \t 8 \t 3763 \t 1 \t 0\n", + "1 \t 4430 \t 3763 \t 1 \t 667 \t 0 \t 1\n", + "2 \t 3763 \t 667 \t 5 \t 428 \t 1 \t -8\n", + "3 \t 667 \t 428 \t 1 \t 239 \t -1 \t 9\n", + "4 \t 428 \t 239 \t 1 \t 189 \t 6 \t -53\n", + "5 \t 239 \t 189 \t 1 \t 50 \t -7 \t 62\n", + "6 \t 189 \t 50 \t 3 \t 39 \t 13 \t -115\n", + "7 \t 50 \t 39 \t 1 \t 11 \t -20 \t 177\n", + "8 \t 39 \t 11 \t 3 \t 6 \t 73 \t -646\n", + "9 \t 11 \t 6 \t 1 \t 5 \t -93 \t 823\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 352 \t -3115\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -445 \t 3938\n", + "\t\t\t\t\t 797 \t -7053\n", + "GCD(39203, 4430) = 1, with coefficients 797 and -7053 such that 1 = (797)*39203 + (-7053)*4430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4431 \t 8 \t 3755 \t 1 \t 0\n", + "1 \t 4431 \t 3755 \t 1 \t 676 \t 0 \t 1\n", + "2 \t 3755 \t 676 \t 5 \t 375 \t 1 \t -8\n", + "3 \t 676 \t 375 \t 1 \t 301 \t -1 \t 9\n", + "4 \t 375 \t 301 \t 1 \t 74 \t 6 \t -53\n", + "5 \t 301 \t 74 \t 4 \t 5 \t -7 \t 62\n", + "6 \t 74 \t 5 \t 14 \t 4 \t 13 \t -115\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -59 \t 522\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 839 \t -7423\n", + "\t\t\t\t\t -898 \t 7945\n", + "GCD(39203, 4431) = 1, with coefficients -898 and 7945 such that 1 = (-898)*39203 + (7945)*4431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4432 \t 8 \t 3747 \t 1 \t 0\n", + "1 \t 4432 \t 3747 \t 1 \t 685 \t 0 \t 1\n", + "2 \t 3747 \t 685 \t 5 \t 322 \t 1 \t -8\n", + "3 \t 685 \t 322 \t 2 \t 41 \t -1 \t 9\n", + "4 \t 322 \t 41 \t 7 \t 35 \t 6 \t -53\n", + "5 \t 41 \t 35 \t 1 \t 6 \t -13 \t 115\n", + "6 \t 35 \t 6 \t 5 \t 5 \t 97 \t -858\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -110 \t 973\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 647 \t -5723\n", + "\t\t\t\t\t -757 \t 6696\n", + "GCD(39203, 4432) = 1, with coefficients -757 and 6696 such that 1 = (-757)*39203 + (6696)*4432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4433 \t 8 \t 3739 \t 1 \t 0\n", + "1 \t 4433 \t 3739 \t 1 \t 694 \t 0 \t 1\n", + "2 \t 3739 \t 694 \t 5 \t 269 \t 1 \t -8\n", + "3 \t 694 \t 269 \t 2 \t 156 \t -1 \t 9\n", + "4 \t 269 \t 156 \t 1 \t 113 \t 6 \t -53\n", + "5 \t 156 \t 113 \t 1 \t 43 \t -13 \t 115\n", + "6 \t 113 \t 43 \t 2 \t 27 \t 19 \t -168\n", + "7 \t 43 \t 27 \t 1 \t 16 \t -32 \t 283\n", + "8 \t 27 \t 16 \t 1 \t 11 \t 83 \t -734\n", + "9 \t 16 \t 11 \t 1 \t 5 \t -115 \t 1017\n", + "10 \t 11 \t 5 \t 2 \t 1 \t 198 \t -1751\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -313 \t 2768\n", + "\t\t\t\t\t 824 \t -7287\n", + "GCD(39203, 4433) = 1, with coefficients 824 and -7287 such that 1 = (824)*39203 + (-7287)*4433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4434 \t 8 \t 3731 \t 1 \t 0\n", + "1 \t 4434 \t 3731 \t 1 \t 703 \t 0 \t 1\n", + "2 \t 3731 \t 703 \t 5 \t 216 \t 1 \t -8\n", + "3 \t 703 \t 216 \t 3 \t 55 \t -1 \t 9\n", + "4 \t 216 \t 55 \t 3 \t 51 \t 6 \t -53\n", + "5 \t 55 \t 51 \t 1 \t 4 \t -19 \t 168\n", + "6 \t 51 \t 4 \t 12 \t 3 \t 63 \t -557\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -82 \t 725\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1047 \t -9257\n", + "\t\t\t\t\t -1129 \t 9982\n", + "GCD(39203, 4434) = 1, with coefficients -1129 and 9982 such that 1 = (-1129)*39203 + (9982)*4434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4435 \t 8 \t 3723 \t 1 \t 0\n", + "1 \t 4435 \t 3723 \t 1 \t 712 \t 0 \t 1\n", + "2 \t 3723 \t 712 \t 5 \t 163 \t 1 \t -8\n", + "3 \t 712 \t 163 \t 4 \t 60 \t -1 \t 9\n", + "4 \t 163 \t 60 \t 2 \t 43 \t 6 \t -53\n", + "5 \t 60 \t 43 \t 1 \t 17 \t -25 \t 221\n", + "6 \t 43 \t 17 \t 2 \t 9 \t 56 \t -495\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -81 \t 716\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 218 \t -1927\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -299 \t 2643\n", + "\t\t\t\t\t 517 \t -4570\n", + "GCD(39203, 4435) = 1, with coefficients 517 and -4570 such that 1 = (517)*39203 + (-4570)*4435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4436 \t 8 \t 3715 \t 1 \t 0\n", + "1 \t 4436 \t 3715 \t 1 \t 721 \t 0 \t 1\n", + "2 \t 3715 \t 721 \t 5 \t 110 \t 1 \t -8\n", + "3 \t 721 \t 110 \t 6 \t 61 \t -1 \t 9\n", + "4 \t 110 \t 61 \t 1 \t 49 \t 6 \t -53\n", + "5 \t 61 \t 49 \t 1 \t 12 \t -37 \t 327\n", + "6 \t 49 \t 12 \t 4 \t 1 \t 43 \t -380\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -80 \t 707\n", + "\t\t\t\t\t 363 \t -3208\n", + "GCD(39203, 4436) = 1, with coefficients 363 and -3208 such that 1 = (363)*39203 + (-3208)*4436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4437 \t 8 \t 3707 \t 1 \t 0\n", + "1 \t 4437 \t 3707 \t 1 \t 730 \t 0 \t 1\n", + "2 \t 3707 \t 730 \t 5 \t 57 \t 1 \t -8\n", + "3 \t 730 \t 57 \t 12 \t 46 \t -1 \t 9\n", + "4 \t 57 \t 46 \t 1 \t 11 \t 6 \t -53\n", + "5 \t 46 \t 11 \t 4 \t 2 \t -73 \t 645\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 79 \t -698\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -389 \t 3437\n", + "\t\t\t\t\t 2024 \t -17883\n", + "GCD(39203, 4437) = 1, with coefficients 2024 and -17883 such that 1 = (2024)*39203 + (-17883)*4437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4438 \t 8 \t 3699 \t 1 \t 0\n", + "1 \t 4438 \t 3699 \t 1 \t 739 \t 0 \t 1\n", + "2 \t 3699 \t 739 \t 5 \t 4 \t 1 \t -8\n", + "3 \t 739 \t 4 \t 184 \t 3 \t -1 \t 9\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 6 \t -53\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1105 \t 9761\n", + "\t\t\t\t\t 1111 \t -9814\n", + "GCD(39203, 4438) = 1, with coefficients 1111 and -9814 such that 1 = (1111)*39203 + (-9814)*4438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4439 \t 8 \t 3691 \t 1 \t 0\n", + "1 \t 4439 \t 3691 \t 1 \t 748 \t 0 \t 1\n", + "2 \t 3691 \t 748 \t 4 \t 699 \t 1 \t -8\n", + "3 \t 748 \t 699 \t 1 \t 49 \t -1 \t 9\n", + "4 \t 699 \t 49 \t 14 \t 13 \t 5 \t -44\n", + "5 \t 49 \t 13 \t 3 \t 10 \t -6 \t 53\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 89 \t -786\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -273 \t 2411\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 362 \t -3197\n", + "\t\t\t\t\t -1359 \t 12002\n", + "GCD(39203, 4439) = 1, with coefficients -1359 and 12002 such that 1 = (-1359)*39203 + (12002)*4439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4440 \t 8 \t 3683 \t 1 \t 0\n", + "1 \t 4440 \t 3683 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 3683 \t 757 \t 4 \t 655 \t 1 \t -8\n", + "3 \t 757 \t 655 \t 1 \t 102 \t -1 \t 9\n", + "4 \t 655 \t 102 \t 6 \t 43 \t 5 \t -44\n", + "5 \t 102 \t 43 \t 2 \t 16 \t -6 \t 53\n", + "6 \t 43 \t 16 \t 2 \t 11 \t 41 \t -362\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -88 \t 777\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 217 \t -1916\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -305 \t 2693\n", + "\t\t\t\t\t 827 \t -7302\n", + "GCD(39203, 4440) = 1, with coefficients 827 and -7302 such that 1 = (827)*39203 + (-7302)*4440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4441 \t 8 \t 3675 \t 1 \t 0\n", + "1 \t 4441 \t 3675 \t 1 \t 766 \t 0 \t 1\n", + "2 \t 3675 \t 766 \t 4 \t 611 \t 1 \t -8\n", + "3 \t 766 \t 611 \t 1 \t 155 \t -1 \t 9\n", + "4 \t 611 \t 155 \t 3 \t 146 \t 5 \t -44\n", + "5 \t 155 \t 146 \t 1 \t 9 \t -6 \t 53\n", + "6 \t 146 \t 9 \t 16 \t 2 \t 23 \t -203\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -29 \t 256\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 487 \t -4299\n", + "\t\t\t\t\t -1977 \t 17452\n", + "GCD(39203, 4441) = 1, with coefficients -1977 and 17452 such that 1 = (-1977)*39203 + (17452)*4441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4442 \t 8 \t 3667 \t 1 \t 0\n", + "1 \t 4442 \t 3667 \t 1 \t 775 \t 0 \t 1\n", + "2 \t 3667 \t 775 \t 4 \t 567 \t 1 \t -8\n", + "3 \t 775 \t 567 \t 1 \t 208 \t -1 \t 9\n", + "4 \t 567 \t 208 \t 2 \t 151 \t 5 \t -44\n", + "5 \t 208 \t 151 \t 1 \t 57 \t -6 \t 53\n", + "6 \t 151 \t 57 \t 2 \t 37 \t 17 \t -150\n", + "7 \t 57 \t 37 \t 1 \t 20 \t -23 \t 203\n", + "8 \t 37 \t 20 \t 1 \t 17 \t 63 \t -556\n", + "9 \t 20 \t 17 \t 1 \t 3 \t -86 \t 759\n", + "10 \t 17 \t 3 \t 5 \t 2 \t 149 \t -1315\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -235 \t 2074\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1324 \t -11685\n", + "\t\t\t\t\t -1559 \t 13759\n", + "GCD(39203, 4442) = 1, with coefficients -1559 and 13759 such that 1 = (-1559)*39203 + (13759)*4442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4443 \t 8 \t 3659 \t 1 \t 0\n", + "1 \t 4443 \t 3659 \t 1 \t 784 \t 0 \t 1\n", + "2 \t 3659 \t 784 \t 4 \t 523 \t 1 \t -8\n", + "3 \t 784 \t 523 \t 1 \t 261 \t -1 \t 9\n", + "4 \t 523 \t 261 \t 2 \t 1 \t 5 \t -44\n", + "5 \t 261 \t 1 \t 261 \t 0 \t -6 \t 53\n", + "\t\t\t\t\t 17 \t -150\n", + "GCD(39203, 4443) = 1, with coefficients 17 and -150 such that 1 = (17)*39203 + (-150)*4443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4444 \t 8 \t 3651 \t 1 \t 0\n", + "1 \t 4444 \t 3651 \t 1 \t 793 \t 0 \t 1\n", + "2 \t 3651 \t 793 \t 4 \t 479 \t 1 \t -8\n", + "3 \t 793 \t 479 \t 1 \t 314 \t -1 \t 9\n", + "4 \t 479 \t 314 \t 1 \t 165 \t 5 \t -44\n", + "5 \t 314 \t 165 \t 1 \t 149 \t -6 \t 53\n", + "6 \t 165 \t 149 \t 1 \t 16 \t 11 \t -97\n", + "7 \t 149 \t 16 \t 9 \t 5 \t -17 \t 150\n", + "8 \t 16 \t 5 \t 3 \t 1 \t 28 \t -247\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -269 \t 2373\n", + "\t\t\t\t\t 835 \t -7366\n", + "GCD(39203, 4444) = 1, with coefficients 835 and -7366 such that 1 = (835)*39203 + (-7366)*4444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4445 \t 8 \t 3643 \t 1 \t 0\n", + "1 \t 4445 \t 3643 \t 1 \t 802 \t 0 \t 1\n", + "2 \t 3643 \t 802 \t 4 \t 435 \t 1 \t -8\n", + "3 \t 802 \t 435 \t 1 \t 367 \t -1 \t 9\n", + "4 \t 435 \t 367 \t 1 \t 68 \t 5 \t -44\n", + "5 \t 367 \t 68 \t 5 \t 27 \t -6 \t 53\n", + "6 \t 68 \t 27 \t 2 \t 14 \t 11 \t -97\n", + "7 \t 27 \t 14 \t 1 \t 13 \t -61 \t 538\n", + "8 \t 14 \t 13 \t 1 \t 1 \t 133 \t -1173\n", + "9 \t 13 \t 1 \t 13 \t 0 \t -194 \t 1711\n", + "\t\t\t\t\t 327 \t -2884\n", + "GCD(39203, 4445) = 1, with coefficients 327 and -2884 such that 1 = (327)*39203 + (-2884)*4445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4446 \t 8 \t 3635 \t 1 \t 0\n", + "1 \t 4446 \t 3635 \t 1 \t 811 \t 0 \t 1\n", + "2 \t 3635 \t 811 \t 4 \t 391 \t 1 \t -8\n", + "3 \t 811 \t 391 \t 2 \t 29 \t -1 \t 9\n", + "4 \t 391 \t 29 \t 13 \t 14 \t 5 \t -44\n", + "5 \t 29 \t 14 \t 2 \t 1 \t -11 \t 97\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 148 \t -1305\n", + "\t\t\t\t\t -307 \t 2707\n", + "GCD(39203, 4446) = 1, with coefficients -307 and 2707 such that 1 = (-307)*39203 + (2707)*4446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4447 \t 8 \t 3627 \t 1 \t 0\n", + "1 \t 4447 \t 3627 \t 1 \t 820 \t 0 \t 1\n", + "2 \t 3627 \t 820 \t 4 \t 347 \t 1 \t -8\n", + "3 \t 820 \t 347 \t 2 \t 126 \t -1 \t 9\n", + "4 \t 347 \t 126 \t 2 \t 95 \t 5 \t -44\n", + "5 \t 126 \t 95 \t 1 \t 31 \t -11 \t 97\n", + "6 \t 95 \t 31 \t 3 \t 2 \t 27 \t -238\n", + "7 \t 31 \t 2 \t 15 \t 1 \t -38 \t 335\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 141 \t -1243\n", + "\t\t\t\t\t -2153 \t 18980\n", + "GCD(39203, 4447) = 1, with coefficients -2153 and 18980 such that 1 = (-2153)*39203 + (18980)*4447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4448 \t 8 \t 3619 \t 1 \t 0\n", + "1 \t 4448 \t 3619 \t 1 \t 829 \t 0 \t 1\n", + "2 \t 3619 \t 829 \t 4 \t 303 \t 1 \t -8\n", + "3 \t 829 \t 303 \t 2 \t 223 \t -1 \t 9\n", + "4 \t 303 \t 223 \t 1 \t 80 \t 5 \t -44\n", + "5 \t 223 \t 80 \t 2 \t 63 \t -11 \t 97\n", + "6 \t 80 \t 63 \t 1 \t 17 \t 16 \t -141\n", + "7 \t 63 \t 17 \t 3 \t 12 \t -43 \t 379\n", + "8 \t 17 \t 12 \t 1 \t 5 \t 59 \t -520\n", + "9 \t 12 \t 5 \t 2 \t 2 \t -220 \t 1939\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 279 \t -2459\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -778 \t 6857\n", + "\t\t\t\t\t 1835 \t -16173\n", + "GCD(39203, 4448) = 1, with coefficients 1835 and -16173 such that 1 = (1835)*39203 + (-16173)*4448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4449 \t 8 \t 3611 \t 1 \t 0\n", + "1 \t 4449 \t 3611 \t 1 \t 838 \t 0 \t 1\n", + "2 \t 3611 \t 838 \t 4 \t 259 \t 1 \t -8\n", + "3 \t 838 \t 259 \t 3 \t 61 \t -1 \t 9\n", + "4 \t 259 \t 61 \t 4 \t 15 \t 5 \t -44\n", + "5 \t 61 \t 15 \t 4 \t 1 \t -16 \t 141\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 69 \t -608\n", + "\t\t\t\t\t -292 \t 2573\n", + "GCD(39203, 4449) = 1, with coefficients -292 and 2573 such that 1 = (-292)*39203 + (2573)*4449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4450 \t 8 \t 3603 \t 1 \t 0\n", + "1 \t 4450 \t 3603 \t 1 \t 847 \t 0 \t 1\n", + "2 \t 3603 \t 847 \t 4 \t 215 \t 1 \t -8\n", + "3 \t 847 \t 215 \t 3 \t 202 \t -1 \t 9\n", + "4 \t 215 \t 202 \t 1 \t 13 \t 5 \t -44\n", + "5 \t 202 \t 13 \t 15 \t 7 \t -16 \t 141\n", + "6 \t 13 \t 7 \t 1 \t 6 \t 21 \t -185\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -331 \t 2916\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 352 \t -3101\n", + "\t\t\t\t\t -683 \t 6017\n", + "GCD(39203, 4450) = 1, with coefficients -683 and 6017 such that 1 = (-683)*39203 + (6017)*4450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4451 \t 8 \t 3595 \t 1 \t 0\n", + "1 \t 4451 \t 3595 \t 1 \t 856 \t 0 \t 1\n", + "2 \t 3595 \t 856 \t 4 \t 171 \t 1 \t -8\n", + "3 \t 856 \t 171 \t 5 \t 1 \t -1 \t 9\n", + "4 \t 171 \t 1 \t 171 \t 0 \t 5 \t -44\n", + "\t\t\t\t\t -26 \t 229\n", + "GCD(39203, 4451) = 1, with coefficients -26 and 229 such that 1 = (-26)*39203 + (229)*4451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4452 \t 8 \t 3587 \t 1 \t 0\n", + "1 \t 4452 \t 3587 \t 1 \t 865 \t 0 \t 1\n", + "2 \t 3587 \t 865 \t 4 \t 127 \t 1 \t -8\n", + "3 \t 865 \t 127 \t 6 \t 103 \t -1 \t 9\n", + "4 \t 127 \t 103 \t 1 \t 24 \t 5 \t -44\n", + "5 \t 103 \t 24 \t 4 \t 7 \t -31 \t 273\n", + "6 \t 24 \t 7 \t 3 \t 3 \t 36 \t -317\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -175 \t 1541\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 561 \t -4940\n", + "\t\t\t\t\t -1297 \t 11421\n", + "GCD(39203, 4452) = 1, with coefficients -1297 and 11421 such that 1 = (-1297)*39203 + (11421)*4452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4453 \t 8 \t 3579 \t 1 \t 0\n", + "1 \t 4453 \t 3579 \t 1 \t 874 \t 0 \t 1\n", + "2 \t 3579 \t 874 \t 4 \t 83 \t 1 \t -8\n", + "3 \t 874 \t 83 \t 10 \t 44 \t -1 \t 9\n", + "4 \t 83 \t 44 \t 1 \t 39 \t 5 \t -44\n", + "5 \t 44 \t 39 \t 1 \t 5 \t -51 \t 449\n", + "6 \t 39 \t 5 \t 7 \t 4 \t 56 \t -493\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -107 \t 942\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 805 \t -7087\n", + "\t\t\t\t\t -912 \t 8029\n", + "GCD(39203, 4453) = 1, with coefficients -912 and 8029 such that 1 = (-912)*39203 + (8029)*4453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4454 \t 8 \t 3571 \t 1 \t 0\n", + "1 \t 4454 \t 3571 \t 1 \t 883 \t 0 \t 1\n", + "2 \t 3571 \t 883 \t 4 \t 39 \t 1 \t -8\n", + "3 \t 883 \t 39 \t 22 \t 25 \t -1 \t 9\n", + "4 \t 39 \t 25 \t 1 \t 14 \t 5 \t -44\n", + "5 \t 25 \t 14 \t 1 \t 11 \t -111 \t 977\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 116 \t -1021\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -227 \t 1998\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 343 \t -3019\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1256 \t 11055\n", + "\t\t\t\t\t 1599 \t -14074\n", + "GCD(39203, 4454) = 1, with coefficients 1599 and -14074 such that 1 = (1599)*39203 + (-14074)*4454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4455 \t 8 \t 3563 \t 1 \t 0\n", + "1 \t 4455 \t 3563 \t 1 \t 892 \t 0 \t 1\n", + "2 \t 3563 \t 892 \t 3 \t 887 \t 1 \t -8\n", + "3 \t 892 \t 887 \t 1 \t 5 \t -1 \t 9\n", + "4 \t 887 \t 5 \t 177 \t 2 \t 4 \t -35\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -5 \t 44\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 889 \t -7823\n", + "\t\t\t\t\t -1783 \t 15690\n", + "GCD(39203, 4455) = 1, with coefficients -1783 and 15690 such that 1 = (-1783)*39203 + (15690)*4455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4456 \t 8 \t 3555 \t 1 \t 0\n", + "1 \t 4456 \t 3555 \t 1 \t 901 \t 0 \t 1\n", + "2 \t 3555 \t 901 \t 3 \t 852 \t 1 \t -8\n", + "3 \t 901 \t 852 \t 1 \t 49 \t -1 \t 9\n", + "4 \t 852 \t 49 \t 17 \t 19 \t 4 \t -35\n", + "5 \t 49 \t 19 \t 2 \t 11 \t -5 \t 44\n", + "6 \t 19 \t 11 \t 1 \t 8 \t 89 \t -783\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -183 \t 1610\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 272 \t -2393\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -455 \t 4003\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1182 \t -10399\n", + "\t\t\t\t\t -1637 \t 14402\n", + "GCD(39203, 4456) = 1, with coefficients -1637 and 14402 such that 1 = (-1637)*39203 + (14402)*4456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4457 \t 8 \t 3547 \t 1 \t 0\n", + "1 \t 4457 \t 3547 \t 1 \t 910 \t 0 \t 1\n", + "2 \t 3547 \t 910 \t 3 \t 817 \t 1 \t -8\n", + "3 \t 910 \t 817 \t 1 \t 93 \t -1 \t 9\n", + "4 \t 817 \t 93 \t 8 \t 73 \t 4 \t -35\n", + "5 \t 93 \t 73 \t 1 \t 20 \t -5 \t 44\n", + "6 \t 73 \t 20 \t 3 \t 13 \t 44 \t -387\n", + "7 \t 20 \t 13 \t 1 \t 7 \t -49 \t 431\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 191 \t -1680\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -240 \t 2111\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 431 \t -3791\n", + "\t\t\t\t\t -671 \t 5902\n", + "GCD(39203, 4457) = 1, with coefficients -671 and 5902 such that 1 = (-671)*39203 + (5902)*4457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4458 \t 8 \t 3539 \t 1 \t 0\n", + "1 \t 4458 \t 3539 \t 1 \t 919 \t 0 \t 1\n", + "2 \t 3539 \t 919 \t 3 \t 782 \t 1 \t -8\n", + "3 \t 919 \t 782 \t 1 \t 137 \t -1 \t 9\n", + "4 \t 782 \t 137 \t 5 \t 97 \t 4 \t -35\n", + "5 \t 137 \t 97 \t 1 \t 40 \t -5 \t 44\n", + "6 \t 97 \t 40 \t 2 \t 17 \t 29 \t -255\n", + "7 \t 40 \t 17 \t 2 \t 6 \t -34 \t 299\n", + "8 \t 17 \t 6 \t 2 \t 5 \t 97 \t -853\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -228 \t 2005\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 553 \t -4863\n", + "\t\t\t\t\t -781 \t 6868\n", + "GCD(39203, 4458) = 1, with coefficients -781 and 6868 such that 1 = (-781)*39203 + (6868)*4458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4459 \t 8 \t 3531 \t 1 \t 0\n", + "1 \t 4459 \t 3531 \t 1 \t 928 \t 0 \t 1\n", + "2 \t 3531 \t 928 \t 3 \t 747 \t 1 \t -8\n", + "3 \t 928 \t 747 \t 1 \t 181 \t -1 \t 9\n", + "4 \t 747 \t 181 \t 4 \t 23 \t 4 \t -35\n", + "5 \t 181 \t 23 \t 7 \t 20 \t -5 \t 44\n", + "6 \t 23 \t 20 \t 1 \t 3 \t 24 \t -211\n", + "7 \t 20 \t 3 \t 6 \t 2 \t -173 \t 1521\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 197 \t -1732\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1355 \t 11913\n", + "\t\t\t\t\t 1552 \t -13645\n", + "GCD(39203, 4459) = 1, with coefficients 1552 and -13645 such that 1 = (1552)*39203 + (-13645)*4459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4460 \t 8 \t 3523 \t 1 \t 0\n", + "1 \t 4460 \t 3523 \t 1 \t 937 \t 0 \t 1\n", + "2 \t 3523 \t 937 \t 3 \t 712 \t 1 \t -8\n", + "3 \t 937 \t 712 \t 1 \t 225 \t -1 \t 9\n", + "4 \t 712 \t 225 \t 3 \t 37 \t 4 \t -35\n", + "5 \t 225 \t 37 \t 6 \t 3 \t -5 \t 44\n", + "6 \t 37 \t 3 \t 12 \t 1 \t 19 \t -167\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -119 \t 1046\n", + "\t\t\t\t\t 1447 \t -12719\n", + "GCD(39203, 4460) = 1, with coefficients 1447 and -12719 such that 1 = (1447)*39203 + (-12719)*4460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4461 \t 8 \t 3515 \t 1 \t 0\n", + "1 \t 4461 \t 3515 \t 1 \t 946 \t 0 \t 1\n", + "2 \t 3515 \t 946 \t 3 \t 677 \t 1 \t -8\n", + "3 \t 946 \t 677 \t 1 \t 269 \t -1 \t 9\n", + "4 \t 677 \t 269 \t 2 \t 139 \t 4 \t -35\n", + "5 \t 269 \t 139 \t 1 \t 130 \t -5 \t 44\n", + "6 \t 139 \t 130 \t 1 \t 9 \t 14 \t -123\n", + "7 \t 130 \t 9 \t 14 \t 4 \t -19 \t 167\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 33 \t -290\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -481 \t 4227\n", + "\t\t\t\t\t 995 \t -8744\n", + "GCD(39203, 4461) = 1, with coefficients 995 and -8744 such that 1 = (995)*39203 + (-8744)*4461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4462 \t 8 \t 3507 \t 1 \t 0\n", + "1 \t 4462 \t 3507 \t 1 \t 955 \t 0 \t 1\n", + "2 \t 3507 \t 955 \t 3 \t 642 \t 1 \t -8\n", + "3 \t 955 \t 642 \t 1 \t 313 \t -1 \t 9\n", + "4 \t 642 \t 313 \t 2 \t 16 \t 4 \t -35\n", + "5 \t 313 \t 16 \t 19 \t 9 \t -5 \t 44\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 14 \t -123\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -271 \t 2381\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 285 \t -2504\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -556 \t 4885\n", + "\t\t\t\t\t 1953 \t -17159\n", + "GCD(39203, 4462) = 1, with coefficients 1953 and -17159 such that 1 = (1953)*39203 + (-17159)*4462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4463 \t 8 \t 3499 \t 1 \t 0\n", + "1 \t 4463 \t 3499 \t 1 \t 964 \t 0 \t 1\n", + "2 \t 3499 \t 964 \t 3 \t 607 \t 1 \t -8\n", + "3 \t 964 \t 607 \t 1 \t 357 \t -1 \t 9\n", + "4 \t 607 \t 357 \t 1 \t 250 \t 4 \t -35\n", + "5 \t 357 \t 250 \t 1 \t 107 \t -5 \t 44\n", + "6 \t 250 \t 107 \t 2 \t 36 \t 9 \t -79\n", + "7 \t 107 \t 36 \t 2 \t 35 \t -14 \t 123\n", + "8 \t 36 \t 35 \t 1 \t 1 \t 37 \t -325\n", + "9 \t 35 \t 1 \t 35 \t 0 \t -88 \t 773\n", + "\t\t\t\t\t 125 \t -1098\n", + "GCD(39203, 4463) = 1, with coefficients 125 and -1098 such that 1 = (125)*39203 + (-1098)*4463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4464 \t 8 \t 3491 \t 1 \t 0\n", + "1 \t 4464 \t 3491 \t 1 \t 973 \t 0 \t 1\n", + "2 \t 3491 \t 973 \t 3 \t 572 \t 1 \t -8\n", + "3 \t 973 \t 572 \t 1 \t 401 \t -1 \t 9\n", + "4 \t 572 \t 401 \t 1 \t 171 \t 4 \t -35\n", + "5 \t 401 \t 171 \t 2 \t 59 \t -5 \t 44\n", + "6 \t 171 \t 59 \t 2 \t 53 \t 9 \t -79\n", + "7 \t 59 \t 53 \t 1 \t 6 \t -23 \t 202\n", + "8 \t 53 \t 6 \t 8 \t 5 \t 55 \t -483\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -78 \t 685\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 679 \t -5963\n", + "\t\t\t\t\t -757 \t 6648\n", + "GCD(39203, 4464) = 1, with coefficients -757 and 6648 such that 1 = (-757)*39203 + (6648)*4464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4465 \t 8 \t 3483 \t 1 \t 0\n", + "1 \t 4465 \t 3483 \t 1 \t 982 \t 0 \t 1\n", + "2 \t 3483 \t 982 \t 3 \t 537 \t 1 \t -8\n", + "3 \t 982 \t 537 \t 1 \t 445 \t -1 \t 9\n", + "4 \t 537 \t 445 \t 1 \t 92 \t 4 \t -35\n", + "5 \t 445 \t 92 \t 4 \t 77 \t -5 \t 44\n", + "6 \t 92 \t 77 \t 1 \t 15 \t 9 \t -79\n", + "7 \t 77 \t 15 \t 5 \t 2 \t -41 \t 360\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 50 \t -439\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -291 \t 2555\n", + "\t\t\t\t\t 2087 \t -18324\n", + "GCD(39203, 4465) = 1, with coefficients 2087 and -18324 such that 1 = (2087)*39203 + (-18324)*4465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4466 \t 8 \t 3475 \t 1 \t 0\n", + "1 \t 4466 \t 3475 \t 1 \t 991 \t 0 \t 1\n", + "2 \t 3475 \t 991 \t 3 \t 502 \t 1 \t -8\n", + "3 \t 991 \t 502 \t 1 \t 489 \t -1 \t 9\n", + "4 \t 502 \t 489 \t 1 \t 13 \t 4 \t -35\n", + "5 \t 489 \t 13 \t 37 \t 8 \t -5 \t 44\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 9 \t -79\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -338 \t 2967\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 347 \t -3046\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -685 \t 6013\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1032 \t -9059\n", + "\t\t\t\t\t -1717 \t 15072\n", + "GCD(39203, 4466) = 1, with coefficients -1717 and 15072 such that 1 = (-1717)*39203 + (15072)*4466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4467 \t 8 \t 3467 \t 1 \t 0\n", + "1 \t 4467 \t 3467 \t 1 \t 1000 \t 0 \t 1\n", + "2 \t 3467 \t 1000 \t 3 \t 467 \t 1 \t -8\n", + "3 \t 1000 \t 467 \t 2 \t 66 \t -1 \t 9\n", + "4 \t 467 \t 66 \t 7 \t 5 \t 4 \t -35\n", + "5 \t 66 \t 5 \t 13 \t 1 \t -9 \t 79\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 67 \t -588\n", + "\t\t\t\t\t -880 \t 7723\n", + "GCD(39203, 4467) = 1, with coefficients -880 and 7723 such that 1 = (-880)*39203 + (7723)*4467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4468 \t 8 \t 3459 \t 1 \t 0\n", + "1 \t 4468 \t 3459 \t 1 \t 1009 \t 0 \t 1\n", + "2 \t 3459 \t 1009 \t 3 \t 432 \t 1 \t -8\n", + "3 \t 1009 \t 432 \t 2 \t 145 \t -1 \t 9\n", + "4 \t 432 \t 145 \t 2 \t 142 \t 4 \t -35\n", + "5 \t 145 \t 142 \t 1 \t 3 \t -9 \t 79\n", + "6 \t 142 \t 3 \t 47 \t 1 \t 22 \t -193\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -31 \t 272\n", + "\t\t\t\t\t 1479 \t -12977\n", + "GCD(39203, 4468) = 1, with coefficients 1479 and -12977 such that 1 = (1479)*39203 + (-12977)*4468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4469 \t 8 \t 3451 \t 1 \t 0\n", + "1 \t 4469 \t 3451 \t 1 \t 1018 \t 0 \t 1\n", + "2 \t 3451 \t 1018 \t 3 \t 397 \t 1 \t -8\n", + "3 \t 1018 \t 397 \t 2 \t 224 \t -1 \t 9\n", + "4 \t 397 \t 224 \t 1 \t 173 \t 4 \t -35\n", + "5 \t 224 \t 173 \t 1 \t 51 \t -9 \t 79\n", + "6 \t 173 \t 51 \t 3 \t 20 \t 13 \t -114\n", + "7 \t 51 \t 20 \t 2 \t 11 \t -22 \t 193\n", + "8 \t 20 \t 11 \t 1 \t 9 \t 79 \t -693\n", + "9 \t 11 \t 9 \t 1 \t 2 \t -180 \t 1579\n", + "10 \t 9 \t 2 \t 4 \t 1 \t 259 \t -2272\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -439 \t 3851\n", + "\t\t\t\t\t 2015 \t -17676\n", + "GCD(39203, 4469) = 1, with coefficients 2015 and -17676 such that 1 = (2015)*39203 + (-17676)*4469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4470 \t 8 \t 3443 \t 1 \t 0\n", + "1 \t 4470 \t 3443 \t 1 \t 1027 \t 0 \t 1\n", + "2 \t 3443 \t 1027 \t 3 \t 362 \t 1 \t -8\n", + "3 \t 1027 \t 362 \t 2 \t 303 \t -1 \t 9\n", + "4 \t 362 \t 303 \t 1 \t 59 \t 4 \t -35\n", + "5 \t 303 \t 59 \t 5 \t 8 \t -9 \t 79\n", + "6 \t 59 \t 8 \t 7 \t 3 \t 13 \t -114\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -74 \t 649\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 531 \t -4657\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1136 \t 9963\n", + "\t\t\t\t\t 1667 \t -14620\n", + "GCD(39203, 4470) = 1, with coefficients 1667 and -14620 such that 1 = (1667)*39203 + (-14620)*4470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4471 \t 8 \t 3435 \t 1 \t 0\n", + "1 \t 4471 \t 3435 \t 1 \t 1036 \t 0 \t 1\n", + "2 \t 3435 \t 1036 \t 3 \t 327 \t 1 \t -8\n", + "3 \t 1036 \t 327 \t 3 \t 55 \t -1 \t 9\n", + "4 \t 327 \t 55 \t 5 \t 52 \t 4 \t -35\n", + "5 \t 55 \t 52 \t 1 \t 3 \t -13 \t 114\n", + "6 \t 52 \t 3 \t 17 \t 1 \t 69 \t -605\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -82 \t 719\n", + "\t\t\t\t\t 1463 \t -12828\n", + "GCD(39203, 4471) = 1, with coefficients 1463 and -12828 such that 1 = (1463)*39203 + (-12828)*4471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4472 \t 8 \t 3427 \t 1 \t 0\n", + "1 \t 4472 \t 3427 \t 1 \t 1045 \t 0 \t 1\n", + "2 \t 3427 \t 1045 \t 3 \t 292 \t 1 \t -8\n", + "3 \t 1045 \t 292 \t 3 \t 169 \t -1 \t 9\n", + "4 \t 292 \t 169 \t 1 \t 123 \t 4 \t -35\n", + "5 \t 169 \t 123 \t 1 \t 46 \t -13 \t 114\n", + "6 \t 123 \t 46 \t 2 \t 31 \t 17 \t -149\n", + "7 \t 46 \t 31 \t 1 \t 15 \t -30 \t 263\n", + "8 \t 31 \t 15 \t 2 \t 1 \t 77 \t -675\n", + "9 \t 15 \t 1 \t 15 \t 0 \t -107 \t 938\n", + "\t\t\t\t\t 291 \t -2551\n", + "GCD(39203, 4472) = 1, with coefficients 291 and -2551 such that 1 = (291)*39203 + (-2551)*4472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4473 \t 8 \t 3419 \t 1 \t 0\n", + "1 \t 4473 \t 3419 \t 1 \t 1054 \t 0 \t 1\n", + "2 \t 3419 \t 1054 \t 3 \t 257 \t 1 \t -8\n", + "3 \t 1054 \t 257 \t 4 \t 26 \t -1 \t 9\n", + "4 \t 257 \t 26 \t 9 \t 23 \t 4 \t -35\n", + "5 \t 26 \t 23 \t 1 \t 3 \t -17 \t 149\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 157 \t -1376\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -174 \t 1525\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1375 \t -12051\n", + "\t\t\t\t\t -1549 \t 13576\n", + "GCD(39203, 4473) = 1, with coefficients -1549 and 13576 such that 1 = (-1549)*39203 + (13576)*4473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4474 \t 8 \t 3411 \t 1 \t 0\n", + "1 \t 4474 \t 3411 \t 1 \t 1063 \t 0 \t 1\n", + "2 \t 3411 \t 1063 \t 3 \t 222 \t 1 \t -8\n", + "3 \t 1063 \t 222 \t 4 \t 175 \t -1 \t 9\n", + "4 \t 222 \t 175 \t 1 \t 47 \t 4 \t -35\n", + "5 \t 175 \t 47 \t 3 \t 34 \t -17 \t 149\n", + "6 \t 47 \t 34 \t 1 \t 13 \t 21 \t -184\n", + "7 \t 34 \t 13 \t 2 \t 8 \t -80 \t 701\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 101 \t -885\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -282 \t 2471\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 383 \t -3356\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -665 \t 5827\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1048 \t -9183\n", + "\t\t\t\t\t -1713 \t 15010\n", + "GCD(39203, 4474) = 1, with coefficients -1713 and 15010 such that 1 = (-1713)*39203 + (15010)*4474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4475 \t 8 \t 3403 \t 1 \t 0\n", + "1 \t 4475 \t 3403 \t 1 \t 1072 \t 0 \t 1\n", + "2 \t 3403 \t 1072 \t 3 \t 187 \t 1 \t -8\n", + "3 \t 1072 \t 187 \t 5 \t 137 \t -1 \t 9\n", + "4 \t 187 \t 137 \t 1 \t 50 \t 4 \t -35\n", + "5 \t 137 \t 50 \t 2 \t 37 \t -21 \t 184\n", + "6 \t 50 \t 37 \t 1 \t 13 \t 25 \t -219\n", + "7 \t 37 \t 13 \t 2 \t 11 \t -71 \t 622\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 96 \t -841\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -263 \t 2304\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 359 \t -3145\n", + "\t\t\t\t\t -2058 \t 18029\n", + "GCD(39203, 4475) = 1, with coefficients -2058 and 18029 such that 1 = (-2058)*39203 + (18029)*4475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4476 \t 8 \t 3395 \t 1 \t 0\n", + "1 \t 4476 \t 3395 \t 1 \t 1081 \t 0 \t 1\n", + "2 \t 3395 \t 1081 \t 3 \t 152 \t 1 \t -8\n", + "3 \t 1081 \t 152 \t 7 \t 17 \t -1 \t 9\n", + "4 \t 152 \t 17 \t 8 \t 16 \t 4 \t -35\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -29 \t 254\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 236 \t -2067\n", + "\t\t\t\t\t -265 \t 2321\n", + "GCD(39203, 4476) = 1, with coefficients -265 and 2321 such that 1 = (-265)*39203 + (2321)*4476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4477 \t 8 \t 3387 \t 1 \t 0\n", + "1 \t 4477 \t 3387 \t 1 \t 1090 \t 0 \t 1\n", + "2 \t 3387 \t 1090 \t 3 \t 117 \t 1 \t -8\n", + "3 \t 1090 \t 117 \t 9 \t 37 \t -1 \t 9\n", + "4 \t 117 \t 37 \t 3 \t 6 \t 4 \t -35\n", + "5 \t 37 \t 6 \t 6 \t 1 \t -37 \t 324\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 115 \t -1007\n", + "\t\t\t\t\t -727 \t 6366\n", + "GCD(39203, 4477) = 1, with coefficients -727 and 6366 such that 1 = (-727)*39203 + (6366)*4477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4478 \t 8 \t 3379 \t 1 \t 0\n", + "1 \t 4478 \t 3379 \t 1 \t 1099 \t 0 \t 1\n", + "2 \t 3379 \t 1099 \t 3 \t 82 \t 1 \t -8\n", + "3 \t 1099 \t 82 \t 13 \t 33 \t -1 \t 9\n", + "4 \t 82 \t 33 \t 2 \t 16 \t 4 \t -35\n", + "5 \t 33 \t 16 \t 2 \t 1 \t -53 \t 464\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 110 \t -963\n", + "\t\t\t\t\t -273 \t 2390\n", + "GCD(39203, 4478) = 1, with coefficients -273 and 2390 such that 1 = (-273)*39203 + (2390)*4478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4479 \t 8 \t 3371 \t 1 \t 0\n", + "1 \t 4479 \t 3371 \t 1 \t 1108 \t 0 \t 1\n", + "2 \t 3371 \t 1108 \t 3 \t 47 \t 1 \t -8\n", + "3 \t 1108 \t 47 \t 23 \t 27 \t -1 \t 9\n", + "4 \t 47 \t 27 \t 1 \t 20 \t 4 \t -35\n", + "5 \t 27 \t 20 \t 1 \t 7 \t -93 \t 814\n", + "6 \t 20 \t 7 \t 2 \t 6 \t 97 \t -849\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -190 \t 1663\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 477 \t -4175\n", + "\t\t\t\t\t -667 \t 5838\n", + "GCD(39203, 4479) = 1, with coefficients -667 and 5838 such that 1 = (-667)*39203 + (5838)*4479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4480 \t 8 \t 3363 \t 1 \t 0\n", + "1 \t 4480 \t 3363 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 3363 \t 1117 \t 3 \t 12 \t 1 \t -8\n", + "3 \t 1117 \t 12 \t 93 \t 1 \t -1 \t 9\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 4 \t -35\n", + "\t\t\t\t\t -373 \t 3264\n", + "GCD(39203, 4480) = 1, with coefficients -373 and 3264 such that 1 = (-373)*39203 + (3264)*4480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4481 \t 8 \t 3355 \t 1 \t 0\n", + "1 \t 4481 \t 3355 \t 1 \t 1126 \t 0 \t 1\n", + "2 \t 3355 \t 1126 \t 2 \t 1103 \t 1 \t -8\n", + "3 \t 1126 \t 1103 \t 1 \t 23 \t -1 \t 9\n", + "4 \t 1103 \t 23 \t 47 \t 22 \t 3 \t -26\n", + "5 \t 23 \t 22 \t 1 \t 1 \t -4 \t 35\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 191 \t -1671\n", + "\t\t\t\t\t -195 \t 1706\n", + "GCD(39203, 4481) = 1, with coefficients -195 and 1706 such that 1 = (-195)*39203 + (1706)*4481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4482 \t 8 \t 3347 \t 1 \t 0\n", + "1 \t 4482 \t 3347 \t 1 \t 1135 \t 0 \t 1\n", + "2 \t 3347 \t 1135 \t 2 \t 1077 \t 1 \t -8\n", + "3 \t 1135 \t 1077 \t 1 \t 58 \t -1 \t 9\n", + "4 \t 1077 \t 58 \t 18 \t 33 \t 3 \t -26\n", + "5 \t 58 \t 33 \t 1 \t 25 \t -4 \t 35\n", + "6 \t 33 \t 25 \t 1 \t 8 \t 75 \t -656\n", + "7 \t 25 \t 8 \t 3 \t 1 \t -79 \t 691\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 154 \t -1347\n", + "\t\t\t\t\t -541 \t 4732\n", + "GCD(39203, 4482) = 1, with coefficients -541 and 4732 such that 1 = (-541)*39203 + (4732)*4482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4483 \t 8 \t 3339 \t 1 \t 0\n", + "1 \t 4483 \t 3339 \t 1 \t 1144 \t 0 \t 1\n", + "2 \t 3339 \t 1144 \t 2 \t 1051 \t 1 \t -8\n", + "3 \t 1144 \t 1051 \t 1 \t 93 \t -1 \t 9\n", + "4 \t 1051 \t 93 \t 11 \t 28 \t 3 \t -26\n", + "5 \t 93 \t 28 \t 3 \t 9 \t -4 \t 35\n", + "6 \t 28 \t 9 \t 3 \t 1 \t 47 \t -411\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -145 \t 1268\n", + "\t\t\t\t\t 482 \t -4215\n", + "GCD(39203, 4483) = 1, with coefficients 482 and -4215 such that 1 = (482)*39203 + (-4215)*4483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4484 \t 8 \t 3331 \t 1 \t 0\n", + "1 \t 4484 \t 3331 \t 1 \t 1153 \t 0 \t 1\n", + "2 \t 3331 \t 1153 \t 2 \t 1025 \t 1 \t -8\n", + "3 \t 1153 \t 1025 \t 1 \t 128 \t -1 \t 9\n", + "4 \t 1025 \t 128 \t 8 \t 1 \t 3 \t -26\n", + "5 \t 128 \t 1 \t 128 \t 0 \t -4 \t 35\n", + "\t\t\t\t\t 35 \t -306\n", + "GCD(39203, 4484) = 1, with coefficients 35 and -306 such that 1 = (35)*39203 + (-306)*4484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4485 \t 8 \t 3323 \t 1 \t 0\n", + "1 \t 4485 \t 3323 \t 1 \t 1162 \t 0 \t 1\n", + "2 \t 3323 \t 1162 \t 2 \t 999 \t 1 \t -8\n", + "3 \t 1162 \t 999 \t 1 \t 163 \t -1 \t 9\n", + "4 \t 999 \t 163 \t 6 \t 21 \t 3 \t -26\n", + "5 \t 163 \t 21 \t 7 \t 16 \t -4 \t 35\n", + "6 \t 21 \t 16 \t 1 \t 5 \t 27 \t -236\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -193 \t 1687\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 220 \t -1923\n", + "\t\t\t\t\t -853 \t 7456\n", + "GCD(39203, 4485) = 1, with coefficients -853 and 7456 such that 1 = (-853)*39203 + (7456)*4485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4486 \t 8 \t 3315 \t 1 \t 0\n", + "1 \t 4486 \t 3315 \t 1 \t 1171 \t 0 \t 1\n", + "2 \t 3315 \t 1171 \t 2 \t 973 \t 1 \t -8\n", + "3 \t 1171 \t 973 \t 1 \t 198 \t -1 \t 9\n", + "4 \t 973 \t 198 \t 4 \t 181 \t 3 \t -26\n", + "5 \t 198 \t 181 \t 1 \t 17 \t -4 \t 35\n", + "6 \t 181 \t 17 \t 10 \t 11 \t 19 \t -166\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -23 \t 201\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 249 \t -2176\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -272 \t 2377\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 521 \t -4553\n", + "\t\t\t\t\t -793 \t 6930\n", + "GCD(39203, 4486) = 1, with coefficients -793 and 6930 such that 1 = (-793)*39203 + (6930)*4486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4487 \t 8 \t 3307 \t 1 \t 0\n", + "1 \t 4487 \t 3307 \t 1 \t 1180 \t 0 \t 1\n", + "2 \t 3307 \t 1180 \t 2 \t 947 \t 1 \t -8\n", + "3 \t 1180 \t 947 \t 1 \t 233 \t -1 \t 9\n", + "4 \t 947 \t 233 \t 4 \t 15 \t 3 \t -26\n", + "5 \t 233 \t 15 \t 15 \t 8 \t -4 \t 35\n", + "6 \t 15 \t 8 \t 1 \t 7 \t 19 \t -166\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -289 \t 2525\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 308 \t -2691\n", + "\t\t\t\t\t -597 \t 5216\n", + "GCD(39203, 4487) = 1, with coefficients -597 and 5216 such that 1 = (-597)*39203 + (5216)*4487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4488 \t 8 \t 3299 \t 1 \t 0\n", + "1 \t 4488 \t 3299 \t 1 \t 1189 \t 0 \t 1\n", + "2 \t 3299 \t 1189 \t 2 \t 921 \t 1 \t -8\n", + "3 \t 1189 \t 921 \t 1 \t 268 \t -1 \t 9\n", + "4 \t 921 \t 268 \t 3 \t 117 \t 3 \t -26\n", + "5 \t 268 \t 117 \t 2 \t 34 \t -4 \t 35\n", + "6 \t 117 \t 34 \t 3 \t 15 \t 15 \t -131\n", + "7 \t 34 \t 15 \t 2 \t 4 \t -34 \t 297\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 117 \t -1022\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -268 \t 2341\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 921 \t -8045\n", + "\t\t\t\t\t -1189 \t 10386\n", + "GCD(39203, 4488) = 1, with coefficients -1189 and 10386 such that 1 = (-1189)*39203 + (10386)*4488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4489 \t 8 \t 3291 \t 1 \t 0\n", + "1 \t 4489 \t 3291 \t 1 \t 1198 \t 0 \t 1\n", + "2 \t 3291 \t 1198 \t 2 \t 895 \t 1 \t -8\n", + "3 \t 1198 \t 895 \t 1 \t 303 \t -1 \t 9\n", + "4 \t 895 \t 303 \t 2 \t 289 \t 3 \t -26\n", + "5 \t 303 \t 289 \t 1 \t 14 \t -4 \t 35\n", + "6 \t 289 \t 14 \t 20 \t 9 \t 11 \t -96\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -15 \t 131\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 311 \t -2716\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -326 \t 2847\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 637 \t -5563\n", + "\t\t\t\t\t -963 \t 8410\n", + "GCD(39203, 4489) = 1, with coefficients -963 and 8410 such that 1 = (-963)*39203 + (8410)*4489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4490 \t 8 \t 3283 \t 1 \t 0\n", + "1 \t 4490 \t 3283 \t 1 \t 1207 \t 0 \t 1\n", + "2 \t 3283 \t 1207 \t 2 \t 869 \t 1 \t -8\n", + "3 \t 1207 \t 869 \t 1 \t 338 \t -1 \t 9\n", + "4 \t 869 \t 338 \t 2 \t 193 \t 3 \t -26\n", + "5 \t 338 \t 193 \t 1 \t 145 \t -4 \t 35\n", + "6 \t 193 \t 145 \t 1 \t 48 \t 11 \t -96\n", + "7 \t 145 \t 48 \t 3 \t 1 \t -15 \t 131\n", + "8 \t 48 \t 1 \t 48 \t 0 \t 26 \t -227\n", + "\t\t\t\t\t -93 \t 812\n", + "GCD(39203, 4490) = 1, with coefficients -93 and 812 such that 1 = (-93)*39203 + (812)*4490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4491 \t 8 \t 3275 \t 1 \t 0\n", + "1 \t 4491 \t 3275 \t 1 \t 1216 \t 0 \t 1\n", + "2 \t 3275 \t 1216 \t 2 \t 843 \t 1 \t -8\n", + "3 \t 1216 \t 843 \t 1 \t 373 \t -1 \t 9\n", + "4 \t 843 \t 373 \t 2 \t 97 \t 3 \t -26\n", + "5 \t 373 \t 97 \t 3 \t 82 \t -4 \t 35\n", + "6 \t 97 \t 82 \t 1 \t 15 \t 11 \t -96\n", + "7 \t 82 \t 15 \t 5 \t 7 \t -37 \t 323\n", + "8 \t 15 \t 7 \t 2 \t 1 \t 48 \t -419\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -277 \t 2418\n", + "\t\t\t\t\t 602 \t -5255\n", + "GCD(39203, 4491) = 1, with coefficients 602 and -5255 such that 1 = (602)*39203 + (-5255)*4491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4492 \t 8 \t 3267 \t 1 \t 0\n", + "1 \t 4492 \t 3267 \t 1 \t 1225 \t 0 \t 1\n", + "2 \t 3267 \t 1225 \t 2 \t 817 \t 1 \t -8\n", + "3 \t 1225 \t 817 \t 1 \t 408 \t -1 \t 9\n", + "4 \t 817 \t 408 \t 2 \t 1 \t 3 \t -26\n", + "5 \t 408 \t 1 \t 408 \t 0 \t -4 \t 35\n", + "\t\t\t\t\t 11 \t -96\n", + "GCD(39203, 4492) = 1, with coefficients 11 and -96 such that 1 = (11)*39203 + (-96)*4492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4493 \t 8 \t 3259 \t 1 \t 0\n", + "1 \t 4493 \t 3259 \t 1 \t 1234 \t 0 \t 1\n", + "2 \t 3259 \t 1234 \t 2 \t 791 \t 1 \t -8\n", + "3 \t 1234 \t 791 \t 1 \t 443 \t -1 \t 9\n", + "4 \t 791 \t 443 \t 1 \t 348 \t 3 \t -26\n", + "5 \t 443 \t 348 \t 1 \t 95 \t -4 \t 35\n", + "6 \t 348 \t 95 \t 3 \t 63 \t 7 \t -61\n", + "7 \t 95 \t 63 \t 1 \t 32 \t -11 \t 96\n", + "8 \t 63 \t 32 \t 1 \t 31 \t 40 \t -349\n", + "9 \t 32 \t 31 \t 1 \t 1 \t -51 \t 445\n", + "10 \t 31 \t 1 \t 31 \t 0 \t 91 \t -794\n", + "\t\t\t\t\t -142 \t 1239\n", + "GCD(39203, 4493) = 1, with coefficients -142 and 1239 such that 1 = (-142)*39203 + (1239)*4493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4494 \t 8 \t 3251 \t 1 \t 0\n", + "1 \t 4494 \t 3251 \t 1 \t 1243 \t 0 \t 1\n", + "2 \t 3251 \t 1243 \t 2 \t 765 \t 1 \t -8\n", + "3 \t 1243 \t 765 \t 1 \t 478 \t -1 \t 9\n", + "4 \t 765 \t 478 \t 1 \t 287 \t 3 \t -26\n", + "5 \t 478 \t 287 \t 1 \t 191 \t -4 \t 35\n", + "6 \t 287 \t 191 \t 1 \t 96 \t 7 \t -61\n", + "7 \t 191 \t 96 \t 1 \t 95 \t -11 \t 96\n", + "8 \t 96 \t 95 \t 1 \t 1 \t 18 \t -157\n", + "9 \t 95 \t 1 \t 95 \t 0 \t -29 \t 253\n", + "\t\t\t\t\t 47 \t -410\n", + "GCD(39203, 4494) = 1, with coefficients 47 and -410 such that 1 = (47)*39203 + (-410)*4494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4495 \t 8 \t 3243 \t 1 \t 0\n", + "1 \t 4495 \t 3243 \t 1 \t 1252 \t 0 \t 1\n", + "2 \t 3243 \t 1252 \t 2 \t 739 \t 1 \t -8\n", + "3 \t 1252 \t 739 \t 1 \t 513 \t -1 \t 9\n", + "4 \t 739 \t 513 \t 1 \t 226 \t 3 \t -26\n", + "5 \t 513 \t 226 \t 2 \t 61 \t -4 \t 35\n", + "6 \t 226 \t 61 \t 3 \t 43 \t 7 \t -61\n", + "7 \t 61 \t 43 \t 1 \t 18 \t -18 \t 157\n", + "8 \t 43 \t 18 \t 2 \t 7 \t 61 \t -532\n", + "9 \t 18 \t 7 \t 2 \t 4 \t -79 \t 689\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 219 \t -1910\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -517 \t 4509\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 736 \t -6419\n", + "\t\t\t\t\t -1253 \t 10928\n", + "GCD(39203, 4495) = 1, with coefficients -1253 and 10928 such that 1 = (-1253)*39203 + (10928)*4495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4496 \t 8 \t 3235 \t 1 \t 0\n", + "1 \t 4496 \t 3235 \t 1 \t 1261 \t 0 \t 1\n", + "2 \t 3235 \t 1261 \t 2 \t 713 \t 1 \t -8\n", + "3 \t 1261 \t 713 \t 1 \t 548 \t -1 \t 9\n", + "4 \t 713 \t 548 \t 1 \t 165 \t 3 \t -26\n", + "5 \t 548 \t 165 \t 3 \t 53 \t -4 \t 35\n", + "6 \t 165 \t 53 \t 3 \t 6 \t 7 \t -61\n", + "7 \t 53 \t 6 \t 8 \t 5 \t -25 \t 218\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 82 \t -715\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -681 \t 5938\n", + "\t\t\t\t\t 763 \t -6653\n", + "GCD(39203, 4496) = 1, with coefficients 763 and -6653 such that 1 = (763)*39203 + (-6653)*4496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4497 \t 8 \t 3227 \t 1 \t 0\n", + "1 \t 4497 \t 3227 \t 1 \t 1270 \t 0 \t 1\n", + "2 \t 3227 \t 1270 \t 2 \t 687 \t 1 \t -8\n", + "3 \t 1270 \t 687 \t 1 \t 583 \t -1 \t 9\n", + "4 \t 687 \t 583 \t 1 \t 104 \t 3 \t -26\n", + "5 \t 583 \t 104 \t 5 \t 63 \t -4 \t 35\n", + "6 \t 104 \t 63 \t 1 \t 41 \t 7 \t -61\n", + "7 \t 63 \t 41 \t 1 \t 22 \t -39 \t 340\n", + "8 \t 41 \t 22 \t 1 \t 19 \t 46 \t -401\n", + "9 \t 22 \t 19 \t 1 \t 3 \t -85 \t 741\n", + "10 \t 19 \t 3 \t 6 \t 1 \t 131 \t -1142\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -216 \t 1883\n", + "\t\t\t\t\t 1427 \t -12440\n", + "GCD(39203, 4497) = 1, with coefficients 1427 and -12440 such that 1 = (1427)*39203 + (-12440)*4497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4498 \t 8 \t 3219 \t 1 \t 0\n", + "1 \t 4498 \t 3219 \t 1 \t 1279 \t 0 \t 1\n", + "2 \t 3219 \t 1279 \t 2 \t 661 \t 1 \t -8\n", + "3 \t 1279 \t 661 \t 1 \t 618 \t -1 \t 9\n", + "4 \t 661 \t 618 \t 1 \t 43 \t 3 \t -26\n", + "5 \t 618 \t 43 \t 14 \t 16 \t -4 \t 35\n", + "6 \t 43 \t 16 \t 2 \t 11 \t 7 \t -61\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -102 \t 889\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 211 \t -1839\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -313 \t 2728\n", + "\t\t\t\t\t 837 \t -7295\n", + "GCD(39203, 4498) = 1, with coefficients 837 and -7295 such that 1 = (837)*39203 + (-7295)*4498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4499 \t 8 \t 3211 \t 1 \t 0\n", + "1 \t 4499 \t 3211 \t 1 \t 1288 \t 0 \t 1\n", + "2 \t 3211 \t 1288 \t 2 \t 635 \t 1 \t -8\n", + "3 \t 1288 \t 635 \t 2 \t 18 \t -1 \t 9\n", + "4 \t 635 \t 18 \t 35 \t 5 \t 3 \t -26\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -7 \t 61\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 248 \t -2161\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -751 \t 6544\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 999 \t -8705\n", + "\t\t\t\t\t -1750 \t 15249\n", + "GCD(39203, 4499) = 1, with coefficients -1750 and 15249 such that 1 = (-1750)*39203 + (15249)*4499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4500 \t 8 \t 3203 \t 1 \t 0\n", + "1 \t 4500 \t 3203 \t 1 \t 1297 \t 0 \t 1\n", + "2 \t 3203 \t 1297 \t 2 \t 609 \t 1 \t -8\n", + "3 \t 1297 \t 609 \t 2 \t 79 \t -1 \t 9\n", + "4 \t 609 \t 79 \t 7 \t 56 \t 3 \t -26\n", + "5 \t 79 \t 56 \t 1 \t 23 \t -7 \t 61\n", + "6 \t 56 \t 23 \t 2 \t 10 \t 52 \t -453\n", + "7 \t 23 \t 10 \t 2 \t 3 \t -59 \t 514\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 170 \t -1481\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -399 \t 3476\n", + "\t\t\t\t\t 1367 \t -11909\n", + "GCD(39203, 4500) = 1, with coefficients 1367 and -11909 such that 1 = (1367)*39203 + (-11909)*4500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4501 \t 8 \t 3195 \t 1 \t 0\n", + "1 \t 4501 \t 3195 \t 1 \t 1306 \t 0 \t 1\n", + "2 \t 3195 \t 1306 \t 2 \t 583 \t 1 \t -8\n", + "3 \t 1306 \t 583 \t 2 \t 140 \t -1 \t 9\n", + "4 \t 583 \t 140 \t 4 \t 23 \t 3 \t -26\n", + "5 \t 140 \t 23 \t 6 \t 2 \t -7 \t 61\n", + "6 \t 23 \t 2 \t 11 \t 1 \t 31 \t -270\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -193 \t 1681\n", + "\t\t\t\t\t 2154 \t -18761\n", + "GCD(39203, 4501) = 1, with coefficients 2154 and -18761 such that 1 = (2154)*39203 + (-18761)*4501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4502 \t 8 \t 3187 \t 1 \t 0\n", + "1 \t 4502 \t 3187 \t 1 \t 1315 \t 0 \t 1\n", + "2 \t 3187 \t 1315 \t 2 \t 557 \t 1 \t -8\n", + "3 \t 1315 \t 557 \t 2 \t 201 \t -1 \t 9\n", + "4 \t 557 \t 201 \t 2 \t 155 \t 3 \t -26\n", + "5 \t 201 \t 155 \t 1 \t 46 \t -7 \t 61\n", + "6 \t 155 \t 46 \t 3 \t 17 \t 17 \t -148\n", + "7 \t 46 \t 17 \t 2 \t 12 \t -24 \t 209\n", + "8 \t 17 \t 12 \t 1 \t 5 \t 89 \t -775\n", + "9 \t 12 \t 5 \t 2 \t 2 \t -202 \t 1759\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 291 \t -2534\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -784 \t 6827\n", + "\t\t\t\t\t 1859 \t -16188\n", + "GCD(39203, 4502) = 1, with coefficients 1859 and -16188 such that 1 = (1859)*39203 + (-16188)*4502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4503 \t 8 \t 3179 \t 1 \t 0\n", + "1 \t 4503 \t 3179 \t 1 \t 1324 \t 0 \t 1\n", + "2 \t 3179 \t 1324 \t 2 \t 531 \t 1 \t -8\n", + "3 \t 1324 \t 531 \t 2 \t 262 \t -1 \t 9\n", + "4 \t 531 \t 262 \t 2 \t 7 \t 3 \t -26\n", + "5 \t 262 \t 7 \t 37 \t 3 \t -7 \t 61\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 17 \t -148\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -636 \t 5537\n", + "\t\t\t\t\t 1289 \t -11222\n", + "GCD(39203, 4503) = 1, with coefficients 1289 and -11222 such that 1 = (1289)*39203 + (-11222)*4503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4504 \t 8 \t 3171 \t 1 \t 0\n", + "1 \t 4504 \t 3171 \t 1 \t 1333 \t 0 \t 1\n", + "2 \t 3171 \t 1333 \t 2 \t 505 \t 1 \t -8\n", + "3 \t 1333 \t 505 \t 2 \t 323 \t -1 \t 9\n", + "4 \t 505 \t 323 \t 1 \t 182 \t 3 \t -26\n", + "5 \t 323 \t 182 \t 1 \t 141 \t -7 \t 61\n", + "6 \t 182 \t 141 \t 1 \t 41 \t 10 \t -87\n", + "7 \t 141 \t 41 \t 3 \t 18 \t -17 \t 148\n", + "8 \t 41 \t 18 \t 2 \t 5 \t 27 \t -235\n", + "9 \t 18 \t 5 \t 3 \t 3 \t -98 \t 853\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 223 \t -1941\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -767 \t 6676\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 990 \t -8617\n", + "\t\t\t\t\t -1757 \t 15293\n", + "GCD(39203, 4504) = 1, with coefficients -1757 and 15293 such that 1 = (-1757)*39203 + (15293)*4504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4505 \t 8 \t 3163 \t 1 \t 0\n", + "1 \t 4505 \t 3163 \t 1 \t 1342 \t 0 \t 1\n", + "2 \t 3163 \t 1342 \t 2 \t 479 \t 1 \t -8\n", + "3 \t 1342 \t 479 \t 2 \t 384 \t -1 \t 9\n", + "4 \t 479 \t 384 \t 1 \t 95 \t 3 \t -26\n", + "5 \t 384 \t 95 \t 4 \t 4 \t -7 \t 61\n", + "6 \t 95 \t 4 \t 23 \t 3 \t 10 \t -87\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -47 \t 409\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1091 \t -9494\n", + "\t\t\t\t\t -1138 \t 9903\n", + "GCD(39203, 4505) = 1, with coefficients -1138 and 9903 such that 1 = (-1138)*39203 + (9903)*4505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4506 \t 8 \t 3155 \t 1 \t 0\n", + "1 \t 4506 \t 3155 \t 1 \t 1351 \t 0 \t 1\n", + "2 \t 3155 \t 1351 \t 2 \t 453 \t 1 \t -8\n", + "3 \t 1351 \t 453 \t 2 \t 445 \t -1 \t 9\n", + "4 \t 453 \t 445 \t 1 \t 8 \t 3 \t -26\n", + "5 \t 445 \t 8 \t 55 \t 5 \t -7 \t 61\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 10 \t -87\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -557 \t 4846\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 567 \t -4933\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1124 \t 9779\n", + "\t\t\t\t\t 1691 \t -14712\n", + "GCD(39203, 4506) = 1, with coefficients 1691 and -14712 such that 1 = (1691)*39203 + (-14712)*4506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4507 \t 8 \t 3147 \t 1 \t 0\n", + "1 \t 4507 \t 3147 \t 1 \t 1360 \t 0 \t 1\n", + "2 \t 3147 \t 1360 \t 2 \t 427 \t 1 \t -8\n", + "3 \t 1360 \t 427 \t 3 \t 79 \t -1 \t 9\n", + "4 \t 427 \t 79 \t 5 \t 32 \t 3 \t -26\n", + "5 \t 79 \t 32 \t 2 \t 15 \t -10 \t 87\n", + "6 \t 32 \t 15 \t 2 \t 2 \t 53 \t -461\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -116 \t 1009\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 285 \t -2479\n", + "\t\t\t\t\t -2111 \t 18362\n", + "GCD(39203, 4507) = 1, with coefficients -2111 and 18362 such that 1 = (-2111)*39203 + (18362)*4507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4508 \t 8 \t 3139 \t 1 \t 0\n", + "1 \t 4508 \t 3139 \t 1 \t 1369 \t 0 \t 1\n", + "2 \t 3139 \t 1369 \t 2 \t 401 \t 1 \t -8\n", + "3 \t 1369 \t 401 \t 3 \t 166 \t -1 \t 9\n", + "4 \t 401 \t 166 \t 2 \t 69 \t 3 \t -26\n", + "5 \t 166 \t 69 \t 2 \t 28 \t -10 \t 87\n", + "6 \t 69 \t 28 \t 2 \t 13 \t 23 \t -200\n", + "7 \t 28 \t 13 \t 2 \t 2 \t -56 \t 487\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 135 \t -1174\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -326 \t 2835\n", + "\t\t\t\t\t 2091 \t -18184\n", + "GCD(39203, 4508) = 1, with coefficients 2091 and -18184 such that 1 = (2091)*39203 + (-18184)*4508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4509 \t 8 \t 3131 \t 1 \t 0\n", + "1 \t 4509 \t 3131 \t 1 \t 1378 \t 0 \t 1\n", + "2 \t 3131 \t 1378 \t 2 \t 375 \t 1 \t -8\n", + "3 \t 1378 \t 375 \t 3 \t 253 \t -1 \t 9\n", + "4 \t 375 \t 253 \t 1 \t 122 \t 3 \t -26\n", + "5 \t 253 \t 122 \t 2 \t 9 \t -10 \t 87\n", + "6 \t 122 \t 9 \t 13 \t 5 \t 13 \t -113\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -36 \t 313\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 481 \t -4182\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -517 \t 4495\n", + "\t\t\t\t\t 998 \t -8677\n", + "GCD(39203, 4509) = 1, with coefficients 998 and -8677 such that 1 = (998)*39203 + (-8677)*4509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4510 \t 8 \t 3123 \t 1 \t 0\n", + "1 \t 4510 \t 3123 \t 1 \t 1387 \t 0 \t 1\n", + "2 \t 3123 \t 1387 \t 2 \t 349 \t 1 \t -8\n", + "3 \t 1387 \t 349 \t 3 \t 340 \t -1 \t 9\n", + "4 \t 349 \t 340 \t 1 \t 9 \t 3 \t -26\n", + "5 \t 340 \t 9 \t 37 \t 7 \t -10 \t 87\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 13 \t -113\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -491 \t 4268\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 504 \t -4381\n", + "\t\t\t\t\t -2003 \t 17411\n", + "GCD(39203, 4510) = 1, with coefficients -2003 and 17411 such that 1 = (-2003)*39203 + (17411)*4510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4511 \t 8 \t 3115 \t 1 \t 0\n", + "1 \t 4511 \t 3115 \t 1 \t 1396 \t 0 \t 1\n", + "2 \t 3115 \t 1396 \t 2 \t 323 \t 1 \t -8\n", + "3 \t 1396 \t 323 \t 4 \t 104 \t -1 \t 9\n", + "4 \t 323 \t 104 \t 3 \t 11 \t 3 \t -26\n", + "5 \t 104 \t 11 \t 9 \t 5 \t -13 \t 113\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 42 \t -365\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -391 \t 3398\n", + "\t\t\t\t\t 824 \t -7161\n", + "GCD(39203, 4511) = 1, with coefficients 824 and -7161 such that 1 = (824)*39203 + (-7161)*4511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4512 \t 8 \t 3107 \t 1 \t 0\n", + "1 \t 4512 \t 3107 \t 1 \t 1405 \t 0 \t 1\n", + "2 \t 3107 \t 1405 \t 2 \t 297 \t 1 \t -8\n", + "3 \t 1405 \t 297 \t 4 \t 217 \t -1 \t 9\n", + "4 \t 297 \t 217 \t 1 \t 80 \t 3 \t -26\n", + "5 \t 217 \t 80 \t 2 \t 57 \t -13 \t 113\n", + "6 \t 80 \t 57 \t 1 \t 23 \t 16 \t -139\n", + "7 \t 57 \t 23 \t 2 \t 11 \t -45 \t 391\n", + "8 \t 23 \t 11 \t 2 \t 1 \t 61 \t -530\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -167 \t 1451\n", + "\t\t\t\t\t 395 \t -3432\n", + "GCD(39203, 4512) = 1, with coefficients 395 and -3432 such that 1 = (395)*39203 + (-3432)*4512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4513 \t 8 \t 3099 \t 1 \t 0\n", + "1 \t 4513 \t 3099 \t 1 \t 1414 \t 0 \t 1\n", + "2 \t 3099 \t 1414 \t 2 \t 271 \t 1 \t -8\n", + "3 \t 1414 \t 271 \t 5 \t 59 \t -1 \t 9\n", + "4 \t 271 \t 59 \t 4 \t 35 \t 3 \t -26\n", + "5 \t 59 \t 35 \t 1 \t 24 \t -16 \t 139\n", + "6 \t 35 \t 24 \t 1 \t 11 \t 67 \t -582\n", + "7 \t 24 \t 11 \t 2 \t 2 \t -83 \t 721\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 150 \t -1303\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -383 \t 3327\n", + "\t\t\t\t\t 2065 \t -17938\n", + "GCD(39203, 4513) = 1, with coefficients 2065 and -17938 such that 1 = (2065)*39203 + (-17938)*4513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4514 \t 8 \t 3091 \t 1 \t 0\n", + "1 \t 4514 \t 3091 \t 1 \t 1423 \t 0 \t 1\n", + "2 \t 3091 \t 1423 \t 2 \t 245 \t 1 \t -8\n", + "3 \t 1423 \t 245 \t 5 \t 198 \t -1 \t 9\n", + "4 \t 245 \t 198 \t 1 \t 47 \t 3 \t -26\n", + "5 \t 198 \t 47 \t 4 \t 10 \t -16 \t 139\n", + "6 \t 47 \t 10 \t 4 \t 7 \t 19 \t -165\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -92 \t 799\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 387 \t -3361\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -479 \t 4160\n", + "\t\t\t\t\t 1345 \t -11681\n", + "GCD(39203, 4514) = 1, with coefficients 1345 and -11681 such that 1 = (1345)*39203 + (-11681)*4514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4515 \t 8 \t 3083 \t 1 \t 0\n", + "1 \t 4515 \t 3083 \t 1 \t 1432 \t 0 \t 1\n", + "2 \t 3083 \t 1432 \t 2 \t 219 \t 1 \t -8\n", + "3 \t 1432 \t 219 \t 6 \t 118 \t -1 \t 9\n", + "4 \t 219 \t 118 \t 1 \t 101 \t 3 \t -26\n", + "5 \t 118 \t 101 \t 1 \t 17 \t -19 \t 165\n", + "6 \t 101 \t 17 \t 5 \t 16 \t 22 \t -191\n", + "7 \t 17 \t 16 \t 1 \t 1 \t -41 \t 356\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 227 \t -1971\n", + "\t\t\t\t\t -268 \t 2327\n", + "GCD(39203, 4515) = 1, with coefficients -268 and 2327 such that 1 = (-268)*39203 + (2327)*4515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4516 \t 8 \t 3075 \t 1 \t 0\n", + "1 \t 4516 \t 3075 \t 1 \t 1441 \t 0 \t 1\n", + "2 \t 3075 \t 1441 \t 2 \t 193 \t 1 \t -8\n", + "3 \t 1441 \t 193 \t 7 \t 90 \t -1 \t 9\n", + "4 \t 193 \t 90 \t 2 \t 13 \t 3 \t -26\n", + "5 \t 90 \t 13 \t 6 \t 12 \t -22 \t 191\n", + "6 \t 13 \t 12 \t 1 \t 1 \t 47 \t -408\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -304 \t 2639\n", + "\t\t\t\t\t 351 \t -3047\n", + "GCD(39203, 4516) = 1, with coefficients 351 and -3047 such that 1 = (351)*39203 + (-3047)*4516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4517 \t 8 \t 3067 \t 1 \t 0\n", + "1 \t 4517 \t 3067 \t 1 \t 1450 \t 0 \t 1\n", + "2 \t 3067 \t 1450 \t 2 \t 167 \t 1 \t -8\n", + "3 \t 1450 \t 167 \t 8 \t 114 \t -1 \t 9\n", + "4 \t 167 \t 114 \t 1 \t 53 \t 3 \t -26\n", + "5 \t 114 \t 53 \t 2 \t 8 \t -25 \t 217\n", + "6 \t 53 \t 8 \t 6 \t 5 \t 28 \t -243\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -81 \t 703\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 514 \t -4461\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -595 \t 5164\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1109 \t -9625\n", + "\t\t\t\t\t -1704 \t 14789\n", + "GCD(39203, 4517) = 1, with coefficients -1704 and 14789 such that 1 = (-1704)*39203 + (14789)*4517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4518 \t 8 \t 3059 \t 1 \t 0\n", + "1 \t 4518 \t 3059 \t 1 \t 1459 \t 0 \t 1\n", + "2 \t 3059 \t 1459 \t 2 \t 141 \t 1 \t -8\n", + "3 \t 1459 \t 141 \t 10 \t 49 \t -1 \t 9\n", + "4 \t 141 \t 49 \t 2 \t 43 \t 3 \t -26\n", + "5 \t 49 \t 43 \t 1 \t 6 \t -31 \t 269\n", + "6 \t 43 \t 6 \t 7 \t 1 \t 65 \t -564\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -96 \t 833\n", + "\t\t\t\t\t 737 \t -6395\n", + "GCD(39203, 4518) = 1, with coefficients 737 and -6395 such that 1 = (737)*39203 + (-6395)*4518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4519 \t 8 \t 3051 \t 1 \t 0\n", + "1 \t 4519 \t 3051 \t 1 \t 1468 \t 0 \t 1\n", + "2 \t 3051 \t 1468 \t 2 \t 115 \t 1 \t -8\n", + "3 \t 1468 \t 115 \t 12 \t 88 \t -1 \t 9\n", + "4 \t 115 \t 88 \t 1 \t 27 \t 3 \t -26\n", + "5 \t 88 \t 27 \t 3 \t 7 \t -37 \t 321\n", + "6 \t 27 \t 7 \t 3 \t 6 \t 40 \t -347\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -157 \t 1362\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 511 \t -4433\n", + "\t\t\t\t\t -668 \t 5795\n", + "GCD(39203, 4519) = 1, with coefficients -668 and 5795 such that 1 = (-668)*39203 + (5795)*4519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4520 \t 8 \t 3043 \t 1 \t 0\n", + "1 \t 4520 \t 3043 \t 1 \t 1477 \t 0 \t 1\n", + "2 \t 3043 \t 1477 \t 2 \t 89 \t 1 \t -8\n", + "3 \t 1477 \t 89 \t 16 \t 53 \t -1 \t 9\n", + "4 \t 89 \t 53 \t 1 \t 36 \t 3 \t -26\n", + "5 \t 53 \t 36 \t 1 \t 17 \t -49 \t 425\n", + "6 \t 36 \t 17 \t 2 \t 2 \t 52 \t -451\n", + "7 \t 17 \t 2 \t 8 \t 1 \t -101 \t 876\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 254 \t -2203\n", + "\t\t\t\t\t -2133 \t 18500\n", + "GCD(39203, 4520) = 1, with coefficients -2133 and 18500 such that 1 = (-2133)*39203 + (18500)*4520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4521 \t 8 \t 3035 \t 1 \t 0\n", + "1 \t 4521 \t 3035 \t 1 \t 1486 \t 0 \t 1\n", + "2 \t 3035 \t 1486 \t 2 \t 63 \t 1 \t -8\n", + "3 \t 1486 \t 63 \t 23 \t 37 \t -1 \t 9\n", + "4 \t 63 \t 37 \t 1 \t 26 \t 3 \t -26\n", + "5 \t 37 \t 26 \t 1 \t 11 \t -70 \t 607\n", + "6 \t 26 \t 11 \t 2 \t 4 \t 73 \t -633\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -143 \t 1240\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 359 \t -3113\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -861 \t 7466\n", + "\t\t\t\t\t 1220 \t -10579\n", + "GCD(39203, 4521) = 1, with coefficients 1220 and -10579 such that 1 = (1220)*39203 + (-10579)*4521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4522 \t 8 \t 3027 \t 1 \t 0\n", + "1 \t 4522 \t 3027 \t 1 \t 1495 \t 0 \t 1\n", + "2 \t 3027 \t 1495 \t 2 \t 37 \t 1 \t -8\n", + "3 \t 1495 \t 37 \t 40 \t 15 \t -1 \t 9\n", + "4 \t 37 \t 15 \t 2 \t 7 \t 3 \t -26\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -121 \t 1049\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 245 \t -2124\n", + "\t\t\t\t\t -611 \t 5297\n", + "GCD(39203, 4522) = 1, with coefficients -611 and 5297 such that 1 = (-611)*39203 + (5297)*4522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4523 \t 8 \t 3019 \t 1 \t 0\n", + "1 \t 4523 \t 3019 \t 1 \t 1504 \t 0 \t 1\n", + "2 \t 3019 \t 1504 \t 2 \t 11 \t 1 \t -8\n", + "3 \t 1504 \t 11 \t 136 \t 8 \t -1 \t 9\n", + "4 \t 11 \t 8 \t 1 \t 3 \t 3 \t -26\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -409 \t 3545\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 412 \t -3571\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1233 \t 10687\n", + "\t\t\t\t\t 1645 \t -14258\n", + "GCD(39203, 4523) = 1, with coefficients 1645 and -14258 such that 1 = (1645)*39203 + (-14258)*4523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4524 \t 8 \t 3011 \t 1 \t 0\n", + "1 \t 4524 \t 3011 \t 1 \t 1513 \t 0 \t 1\n", + "2 \t 3011 \t 1513 \t 1 \t 1498 \t 1 \t -8\n", + "3 \t 1513 \t 1498 \t 1 \t 15 \t -1 \t 9\n", + "4 \t 1498 \t 15 \t 99 \t 13 \t 2 \t -17\n", + "5 \t 15 \t 13 \t 1 \t 2 \t -3 \t 26\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 299 \t -2591\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -302 \t 2617\n", + "\t\t\t\t\t 2111 \t -18293\n", + "GCD(39203, 4524) = 1, with coefficients 2111 and -18293 such that 1 = (2111)*39203 + (-18293)*4524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4525 \t 8 \t 3003 \t 1 \t 0\n", + "1 \t 4525 \t 3003 \t 1 \t 1522 \t 0 \t 1\n", + "2 \t 3003 \t 1522 \t 1 \t 1481 \t 1 \t -8\n", + "3 \t 1522 \t 1481 \t 1 \t 41 \t -1 \t 9\n", + "4 \t 1481 \t 41 \t 36 \t 5 \t 2 \t -17\n", + "5 \t 41 \t 5 \t 8 \t 1 \t -3 \t 26\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 110 \t -953\n", + "\t\t\t\t\t -883 \t 7650\n", + "GCD(39203, 4525) = 1, with coefficients -883 and 7650 such that 1 = (-883)*39203 + (7650)*4525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4526 \t 8 \t 2995 \t 1 \t 0\n", + "1 \t 4526 \t 2995 \t 1 \t 1531 \t 0 \t 1\n", + "2 \t 2995 \t 1531 \t 1 \t 1464 \t 1 \t -8\n", + "3 \t 1531 \t 1464 \t 1 \t 67 \t -1 \t 9\n", + "4 \t 1464 \t 67 \t 21 \t 57 \t 2 \t -17\n", + "5 \t 67 \t 57 \t 1 \t 10 \t -3 \t 26\n", + "6 \t 57 \t 10 \t 5 \t 7 \t 65 \t -563\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -68 \t 589\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 405 \t -3508\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -473 \t 4097\n", + "\t\t\t\t\t 1351 \t -11702\n", + "GCD(39203, 4526) = 1, with coefficients 1351 and -11702 such that 1 = (1351)*39203 + (-11702)*4526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4527 \t 8 \t 2987 \t 1 \t 0\n", + "1 \t 4527 \t 2987 \t 1 \t 1540 \t 0 \t 1\n", + "2 \t 2987 \t 1540 \t 1 \t 1447 \t 1 \t -8\n", + "3 \t 1540 \t 1447 \t 1 \t 93 \t -1 \t 9\n", + "4 \t 1447 \t 93 \t 15 \t 52 \t 2 \t -17\n", + "5 \t 93 \t 52 \t 1 \t 41 \t -3 \t 26\n", + "6 \t 52 \t 41 \t 1 \t 11 \t 47 \t -407\n", + "7 \t 41 \t 11 \t 3 \t 8 \t -50 \t 433\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 97 \t -840\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -341 \t 2953\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 438 \t -3793\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1217 \t 10539\n", + "\t\t\t\t\t 1655 \t -14332\n", + "GCD(39203, 4527) = 1, with coefficients 1655 and -14332 such that 1 = (1655)*39203 + (-14332)*4527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4528 \t 8 \t 2979 \t 1 \t 0\n", + "1 \t 4528 \t 2979 \t 1 \t 1549 \t 0 \t 1\n", + "2 \t 2979 \t 1549 \t 1 \t 1430 \t 1 \t -8\n", + "3 \t 1549 \t 1430 \t 1 \t 119 \t -1 \t 9\n", + "4 \t 1430 \t 119 \t 12 \t 2 \t 2 \t -17\n", + "5 \t 119 \t 2 \t 59 \t 1 \t -3 \t 26\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 38 \t -329\n", + "\t\t\t\t\t -2245 \t 19437\n", + "GCD(39203, 4528) = 1, with coefficients -2245 and 19437 such that 1 = (-2245)*39203 + (19437)*4528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4529 \t 8 \t 2971 \t 1 \t 0\n", + "1 \t 4529 \t 2971 \t 1 \t 1558 \t 0 \t 1\n", + "2 \t 2971 \t 1558 \t 1 \t 1413 \t 1 \t -8\n", + "3 \t 1558 \t 1413 \t 1 \t 145 \t -1 \t 9\n", + "4 \t 1413 \t 145 \t 9 \t 108 \t 2 \t -17\n", + "5 \t 145 \t 108 \t 1 \t 37 \t -3 \t 26\n", + "6 \t 108 \t 37 \t 2 \t 34 \t 29 \t -251\n", + "7 \t 37 \t 34 \t 1 \t 3 \t -32 \t 277\n", + "8 \t 34 \t 3 \t 11 \t 1 \t 93 \t -805\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -125 \t 1082\n", + "\t\t\t\t\t 1468 \t -12707\n", + "GCD(39203, 4529) = 1, with coefficients 1468 and -12707 such that 1 = (1468)*39203 + (-12707)*4529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4530 \t 8 \t 2963 \t 1 \t 0\n", + "1 \t 4530 \t 2963 \t 1 \t 1567 \t 0 \t 1\n", + "2 \t 2963 \t 1567 \t 1 \t 1396 \t 1 \t -8\n", + "3 \t 1567 \t 1396 \t 1 \t 171 \t -1 \t 9\n", + "4 \t 1396 \t 171 \t 8 \t 28 \t 2 \t -17\n", + "5 \t 171 \t 28 \t 6 \t 3 \t -3 \t 26\n", + "6 \t 28 \t 3 \t 9 \t 1 \t 26 \t -225\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -159 \t 1376\n", + "\t\t\t\t\t 1457 \t -12609\n", + "GCD(39203, 4530) = 1, with coefficients 1457 and -12609 such that 1 = (1457)*39203 + (-12609)*4530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4531 \t 8 \t 2955 \t 1 \t 0\n", + "1 \t 4531 \t 2955 \t 1 \t 1576 \t 0 \t 1\n", + "2 \t 2955 \t 1576 \t 1 \t 1379 \t 1 \t -8\n", + "3 \t 1576 \t 1379 \t 1 \t 197 \t -1 \t 9\n", + "4 \t 1379 \t 197 \t 7 \t 0 \t 2 \t -17\n", + "\t\t\t\t\t -3 \t 26\n", + "GCD(39203, 4531) = 197, with coefficients -3 and 26 such that 197 = (-3)*39203 + (26)*4531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4532 \t 8 \t 2947 \t 1 \t 0\n", + "1 \t 4532 \t 2947 \t 1 \t 1585 \t 0 \t 1\n", + "2 \t 2947 \t 1585 \t 1 \t 1362 \t 1 \t -8\n", + "3 \t 1585 \t 1362 \t 1 \t 223 \t -1 \t 9\n", + "4 \t 1362 \t 223 \t 6 \t 24 \t 2 \t -17\n", + "5 \t 223 \t 24 \t 9 \t 7 \t -3 \t 26\n", + "6 \t 24 \t 7 \t 3 \t 3 \t 20 \t -173\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -183 \t 1583\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 569 \t -4922\n", + "\t\t\t\t\t -1321 \t 11427\n", + "GCD(39203, 4532) = 1, with coefficients -1321 and 11427 such that 1 = (-1321)*39203 + (11427)*4532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4533 \t 8 \t 2939 \t 1 \t 0\n", + "1 \t 4533 \t 2939 \t 1 \t 1594 \t 0 \t 1\n", + "2 \t 2939 \t 1594 \t 1 \t 1345 \t 1 \t -8\n", + "3 \t 1594 \t 1345 \t 1 \t 249 \t -1 \t 9\n", + "4 \t 1345 \t 249 \t 5 \t 100 \t 2 \t -17\n", + "5 \t 249 \t 100 \t 2 \t 49 \t -3 \t 26\n", + "6 \t 100 \t 49 \t 2 \t 2 \t 17 \t -147\n", + "7 \t 49 \t 2 \t 24 \t 1 \t -37 \t 320\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 91 \t -787\n", + "\t\t\t\t\t -2221 \t 19208\n", + "GCD(39203, 4533) = 1, with coefficients -2221 and 19208 such that 1 = (-2221)*39203 + (19208)*4533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4534 \t 8 \t 2931 \t 1 \t 0\n", + "1 \t 4534 \t 2931 \t 1 \t 1603 \t 0 \t 1\n", + "2 \t 2931 \t 1603 \t 1 \t 1328 \t 1 \t -8\n", + "3 \t 1603 \t 1328 \t 1 \t 275 \t -1 \t 9\n", + "4 \t 1328 \t 275 \t 4 \t 228 \t 2 \t -17\n", + "5 \t 275 \t 228 \t 1 \t 47 \t -3 \t 26\n", + "6 \t 228 \t 47 \t 4 \t 40 \t 14 \t -121\n", + "7 \t 47 \t 40 \t 1 \t 7 \t -17 \t 147\n", + "8 \t 40 \t 7 \t 5 \t 5 \t 82 \t -709\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -99 \t 856\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 577 \t -4989\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -676 \t 5845\n", + "\t\t\t\t\t 1929 \t -16679\n", + "GCD(39203, 4534) = 1, with coefficients 1929 and -16679 such that 1 = (1929)*39203 + (-16679)*4534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4535 \t 8 \t 2923 \t 1 \t 0\n", + "1 \t 4535 \t 2923 \t 1 \t 1612 \t 0 \t 1\n", + "2 \t 2923 \t 1612 \t 1 \t 1311 \t 1 \t -8\n", + "3 \t 1612 \t 1311 \t 1 \t 301 \t -1 \t 9\n", + "4 \t 1311 \t 301 \t 4 \t 107 \t 2 \t -17\n", + "5 \t 301 \t 107 \t 2 \t 87 \t -3 \t 26\n", + "6 \t 107 \t 87 \t 1 \t 20 \t 14 \t -121\n", + "7 \t 87 \t 20 \t 4 \t 7 \t -31 \t 268\n", + "8 \t 20 \t 7 \t 2 \t 6 \t 45 \t -389\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -211 \t 1824\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 467 \t -4037\n", + "\t\t\t\t\t -678 \t 5861\n", + "GCD(39203, 4535) = 1, with coefficients -678 and 5861 such that 1 = (-678)*39203 + (5861)*4535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4536 \t 8 \t 2915 \t 1 \t 0\n", + "1 \t 4536 \t 2915 \t 1 \t 1621 \t 0 \t 1\n", + "2 \t 2915 \t 1621 \t 1 \t 1294 \t 1 \t -8\n", + "3 \t 1621 \t 1294 \t 1 \t 327 \t -1 \t 9\n", + "4 \t 1294 \t 327 \t 3 \t 313 \t 2 \t -17\n", + "5 \t 327 \t 313 \t 1 \t 14 \t -3 \t 26\n", + "6 \t 313 \t 14 \t 22 \t 5 \t 11 \t -95\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -14 \t 121\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 319 \t -2757\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -652 \t 5635\n", + "\t\t\t\t\t 971 \t -8392\n", + "GCD(39203, 4536) = 1, with coefficients 971 and -8392 such that 1 = (971)*39203 + (-8392)*4536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4537 \t 8 \t 2907 \t 1 \t 0\n", + "1 \t 4537 \t 2907 \t 1 \t 1630 \t 0 \t 1\n", + "2 \t 2907 \t 1630 \t 1 \t 1277 \t 1 \t -8\n", + "3 \t 1630 \t 1277 \t 1 \t 353 \t -1 \t 9\n", + "4 \t 1277 \t 353 \t 3 \t 218 \t 2 \t -17\n", + "5 \t 353 \t 218 \t 1 \t 135 \t -3 \t 26\n", + "6 \t 218 \t 135 \t 1 \t 83 \t 11 \t -95\n", + "7 \t 135 \t 83 \t 1 \t 52 \t -14 \t 121\n", + "8 \t 83 \t 52 \t 1 \t 31 \t 25 \t -216\n", + "9 \t 52 \t 31 \t 1 \t 21 \t -39 \t 337\n", + "10 \t 31 \t 21 \t 1 \t 10 \t 64 \t -553\n", + "11 \t 21 \t 10 \t 2 \t 1 \t -103 \t 890\n", + "12 \t 10 \t 1 \t 10 \t 0 \t 167 \t -1443\n", + "\t\t\t\t\t -437 \t 3776\n", + "GCD(39203, 4537) = 1, with coefficients -437 and 3776 such that 1 = (-437)*39203 + (3776)*4537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4538 \t 8 \t 2899 \t 1 \t 0\n", + "1 \t 4538 \t 2899 \t 1 \t 1639 \t 0 \t 1\n", + "2 \t 2899 \t 1639 \t 1 \t 1260 \t 1 \t -8\n", + "3 \t 1639 \t 1260 \t 1 \t 379 \t -1 \t 9\n", + "4 \t 1260 \t 379 \t 3 \t 123 \t 2 \t -17\n", + "5 \t 379 \t 123 \t 3 \t 10 \t -3 \t 26\n", + "6 \t 123 \t 10 \t 12 \t 3 \t 11 \t -95\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -36 \t 311\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 443 \t -3827\n", + "\t\t\t\t\t -1365 \t 11792\n", + "GCD(39203, 4538) = 1, with coefficients -1365 and 11792 such that 1 = (-1365)*39203 + (11792)*4538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4539 \t 8 \t 2891 \t 1 \t 0\n", + "1 \t 4539 \t 2891 \t 1 \t 1648 \t 0 \t 1\n", + "2 \t 2891 \t 1648 \t 1 \t 1243 \t 1 \t -8\n", + "3 \t 1648 \t 1243 \t 1 \t 405 \t -1 \t 9\n", + "4 \t 1243 \t 405 \t 3 \t 28 \t 2 \t -17\n", + "5 \t 405 \t 28 \t 14 \t 13 \t -3 \t 26\n", + "6 \t 28 \t 13 \t 2 \t 2 \t 11 \t -95\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -157 \t 1356\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 325 \t -2807\n", + "\t\t\t\t\t -2107 \t 18198\n", + "GCD(39203, 4539) = 1, with coefficients -2107 and 18198 such that 1 = (-2107)*39203 + (18198)*4539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4540 \t 8 \t 2883 \t 1 \t 0\n", + "1 \t 4540 \t 2883 \t 1 \t 1657 \t 0 \t 1\n", + "2 \t 2883 \t 1657 \t 1 \t 1226 \t 1 \t -8\n", + "3 \t 1657 \t 1226 \t 1 \t 431 \t -1 \t 9\n", + "4 \t 1226 \t 431 \t 2 \t 364 \t 2 \t -17\n", + "5 \t 431 \t 364 \t 1 \t 67 \t -3 \t 26\n", + "6 \t 364 \t 67 \t 5 \t 29 \t 8 \t -69\n", + "7 \t 67 \t 29 \t 2 \t 9 \t -11 \t 95\n", + "8 \t 29 \t 9 \t 3 \t 2 \t 63 \t -544\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -137 \t 1183\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 474 \t -4093\n", + "\t\t\t\t\t -2033 \t 17555\n", + "GCD(39203, 4540) = 1, with coefficients -2033 and 17555 such that 1 = (-2033)*39203 + (17555)*4540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4541 \t 8 \t 2875 \t 1 \t 0\n", + "1 \t 4541 \t 2875 \t 1 \t 1666 \t 0 \t 1\n", + "2 \t 2875 \t 1666 \t 1 \t 1209 \t 1 \t -8\n", + "3 \t 1666 \t 1209 \t 1 \t 457 \t -1 \t 9\n", + "4 \t 1209 \t 457 \t 2 \t 295 \t 2 \t -17\n", + "5 \t 457 \t 295 \t 1 \t 162 \t -3 \t 26\n", + "6 \t 295 \t 162 \t 1 \t 133 \t 8 \t -69\n", + "7 \t 162 \t 133 \t 1 \t 29 \t -11 \t 95\n", + "8 \t 133 \t 29 \t 4 \t 17 \t 19 \t -164\n", + "9 \t 29 \t 17 \t 1 \t 12 \t -30 \t 259\n", + "10 \t 17 \t 12 \t 1 \t 5 \t 139 \t -1200\n", + "11 \t 12 \t 5 \t 2 \t 2 \t -169 \t 1459\n", + "12 \t 5 \t 2 \t 2 \t 1 \t 308 \t -2659\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -785 \t 6777\n", + "\t\t\t\t\t 1878 \t -16213\n", + "GCD(39203, 4541) = 1, with coefficients 1878 and -16213 such that 1 = (1878)*39203 + (-16213)*4541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4542 \t 8 \t 2867 \t 1 \t 0\n", + "1 \t 4542 \t 2867 \t 1 \t 1675 \t 0 \t 1\n", + "2 \t 2867 \t 1675 \t 1 \t 1192 \t 1 \t -8\n", + "3 \t 1675 \t 1192 \t 1 \t 483 \t -1 \t 9\n", + "4 \t 1192 \t 483 \t 2 \t 226 \t 2 \t -17\n", + "5 \t 483 \t 226 \t 2 \t 31 \t -3 \t 26\n", + "6 \t 226 \t 31 \t 7 \t 9 \t 8 \t -69\n", + "7 \t 31 \t 9 \t 3 \t 4 \t -19 \t 164\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 141 \t -1217\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -442 \t 3815\n", + "\t\t\t\t\t 1025 \t -8847\n", + "GCD(39203, 4542) = 1, with coefficients 1025 and -8847 such that 1 = (1025)*39203 + (-8847)*4542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4543 \t 8 \t 2859 \t 1 \t 0\n", + "1 \t 4543 \t 2859 \t 1 \t 1684 \t 0 \t 1\n", + "2 \t 2859 \t 1684 \t 1 \t 1175 \t 1 \t -8\n", + "3 \t 1684 \t 1175 \t 1 \t 509 \t -1 \t 9\n", + "4 \t 1175 \t 509 \t 2 \t 157 \t 2 \t -17\n", + "5 \t 509 \t 157 \t 3 \t 38 \t -3 \t 26\n", + "6 \t 157 \t 38 \t 4 \t 5 \t 8 \t -69\n", + "7 \t 38 \t 5 \t 7 \t 3 \t -27 \t 233\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 116 \t -1001\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -839 \t 7240\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 955 \t -8241\n", + "\t\t\t\t\t -1794 \t 15481\n", + "GCD(39203, 4543) = 1, with coefficients -1794 and 15481 such that 1 = (-1794)*39203 + (15481)*4543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4544 \t 8 \t 2851 \t 1 \t 0\n", + "1 \t 4544 \t 2851 \t 1 \t 1693 \t 0 \t 1\n", + "2 \t 2851 \t 1693 \t 1 \t 1158 \t 1 \t -8\n", + "3 \t 1693 \t 1158 \t 1 \t 535 \t -1 \t 9\n", + "4 \t 1158 \t 535 \t 2 \t 88 \t 2 \t -17\n", + "5 \t 535 \t 88 \t 6 \t 7 \t -3 \t 26\n", + "6 \t 88 \t 7 \t 12 \t 4 \t 8 \t -69\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -51 \t 440\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 620 \t -5349\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -671 \t 5789\n", + "\t\t\t\t\t 1291 \t -11138\n", + "GCD(39203, 4544) = 1, with coefficients 1291 and -11138 such that 1 = (1291)*39203 + (-11138)*4544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4545 \t 8 \t 2843 \t 1 \t 0\n", + "1 \t 4545 \t 2843 \t 1 \t 1702 \t 0 \t 1\n", + "2 \t 2843 \t 1702 \t 1 \t 1141 \t 1 \t -8\n", + "3 \t 1702 \t 1141 \t 1 \t 561 \t -1 \t 9\n", + "4 \t 1141 \t 561 \t 2 \t 19 \t 2 \t -17\n", + "5 \t 561 \t 19 \t 29 \t 10 \t -3 \t 26\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 8 \t -69\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -235 \t 2027\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 243 \t -2096\n", + "\t\t\t\t\t -478 \t 4123\n", + "GCD(39203, 4545) = 1, with coefficients -478 and 4123 such that 1 = (-478)*39203 + (4123)*4545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4546 \t 8 \t 2835 \t 1 \t 0\n", + "1 \t 4546 \t 2835 \t 1 \t 1711 \t 0 \t 1\n", + "2 \t 2835 \t 1711 \t 1 \t 1124 \t 1 \t -8\n", + "3 \t 1711 \t 1124 \t 1 \t 587 \t -1 \t 9\n", + "4 \t 1124 \t 587 \t 1 \t 537 \t 2 \t -17\n", + "5 \t 587 \t 537 \t 1 \t 50 \t -3 \t 26\n", + "6 \t 537 \t 50 \t 10 \t 37 \t 5 \t -43\n", + "7 \t 50 \t 37 \t 1 \t 13 \t -8 \t 69\n", + "8 \t 37 \t 13 \t 2 \t 11 \t 85 \t -733\n", + "9 \t 13 \t 11 \t 1 \t 2 \t -93 \t 802\n", + "10 \t 11 \t 2 \t 5 \t 1 \t 271 \t -2337\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -364 \t 3139\n", + "\t\t\t\t\t 2091 \t -18032\n", + "GCD(39203, 4546) = 1, with coefficients 2091 and -18032 such that 1 = (2091)*39203 + (-18032)*4546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4547 \t 8 \t 2827 \t 1 \t 0\n", + "1 \t 4547 \t 2827 \t 1 \t 1720 \t 0 \t 1\n", + "2 \t 2827 \t 1720 \t 1 \t 1107 \t 1 \t -8\n", + "3 \t 1720 \t 1107 \t 1 \t 613 \t -1 \t 9\n", + "4 \t 1107 \t 613 \t 1 \t 494 \t 2 \t -17\n", + "5 \t 613 \t 494 \t 1 \t 119 \t -3 \t 26\n", + "6 \t 494 \t 119 \t 4 \t 18 \t 5 \t -43\n", + "7 \t 119 \t 18 \t 6 \t 11 \t -8 \t 69\n", + "8 \t 18 \t 11 \t 1 \t 7 \t 37 \t -319\n", + "9 \t 11 \t 7 \t 1 \t 4 \t -230 \t 1983\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 267 \t -2302\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -497 \t 4285\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 764 \t -6587\n", + "\t\t\t\t\t -1261 \t 10872\n", + "GCD(39203, 4547) = 1, with coefficients -1261 and 10872 such that 1 = (-1261)*39203 + (10872)*4547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4548 \t 8 \t 2819 \t 1 \t 0\n", + "1 \t 4548 \t 2819 \t 1 \t 1729 \t 0 \t 1\n", + "2 \t 2819 \t 1729 \t 1 \t 1090 \t 1 \t -8\n", + "3 \t 1729 \t 1090 \t 1 \t 639 \t -1 \t 9\n", + "4 \t 1090 \t 639 \t 1 \t 451 \t 2 \t -17\n", + "5 \t 639 \t 451 \t 1 \t 188 \t -3 \t 26\n", + "6 \t 451 \t 188 \t 2 \t 75 \t 5 \t -43\n", + "7 \t 188 \t 75 \t 2 \t 38 \t -8 \t 69\n", + "8 \t 75 \t 38 \t 1 \t 37 \t 21 \t -181\n", + "9 \t 38 \t 37 \t 1 \t 1 \t -50 \t 431\n", + "10 \t 37 \t 1 \t 37 \t 0 \t 71 \t -612\n", + "\t\t\t\t\t -121 \t 1043\n", + "GCD(39203, 4548) = 1, with coefficients -121 and 1043 such that 1 = (-121)*39203 + (1043)*4548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4549 \t 8 \t 2811 \t 1 \t 0\n", + "1 \t 4549 \t 2811 \t 1 \t 1738 \t 0 \t 1\n", + "2 \t 2811 \t 1738 \t 1 \t 1073 \t 1 \t -8\n", + "3 \t 1738 \t 1073 \t 1 \t 665 \t -1 \t 9\n", + "4 \t 1073 \t 665 \t 1 \t 408 \t 2 \t -17\n", + "5 \t 665 \t 408 \t 1 \t 257 \t -3 \t 26\n", + "6 \t 408 \t 257 \t 1 \t 151 \t 5 \t -43\n", + "7 \t 257 \t 151 \t 1 \t 106 \t -8 \t 69\n", + "8 \t 151 \t 106 \t 1 \t 45 \t 13 \t -112\n", + "9 \t 106 \t 45 \t 2 \t 16 \t -21 \t 181\n", + "10 \t 45 \t 16 \t 2 \t 13 \t 34 \t -293\n", + "11 \t 16 \t 13 \t 1 \t 3 \t -89 \t 767\n", + "12 \t 13 \t 3 \t 4 \t 1 \t 212 \t -1827\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -301 \t 2594\n", + "\t\t\t\t\t 1416 \t -12203\n", + "GCD(39203, 4549) = 1, with coefficients 1416 and -12203 such that 1 = (1416)*39203 + (-12203)*4549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4550 \t 8 \t 2803 \t 1 \t 0\n", + "1 \t 4550 \t 2803 \t 1 \t 1747 \t 0 \t 1\n", + "2 \t 2803 \t 1747 \t 1 \t 1056 \t 1 \t -8\n", + "3 \t 1747 \t 1056 \t 1 \t 691 \t -1 \t 9\n", + "4 \t 1056 \t 691 \t 1 \t 365 \t 2 \t -17\n", + "5 \t 691 \t 365 \t 1 \t 326 \t -3 \t 26\n", + "6 \t 365 \t 326 \t 1 \t 39 \t 5 \t -43\n", + "7 \t 326 \t 39 \t 8 \t 14 \t -8 \t 69\n", + "8 \t 39 \t 14 \t 2 \t 11 \t 13 \t -112\n", + "9 \t 14 \t 11 \t 1 \t 3 \t -112 \t 965\n", + "10 \t 11 \t 3 \t 3 \t 2 \t 237 \t -2042\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -349 \t 3007\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1284 \t -11063\n", + "\t\t\t\t\t -1633 \t 14070\n", + "GCD(39203, 4550) = 1, with coefficients -1633 and 14070 such that 1 = (-1633)*39203 + (14070)*4550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4551 \t 8 \t 2795 \t 1 \t 0\n", + "1 \t 4551 \t 2795 \t 1 \t 1756 \t 0 \t 1\n", + "2 \t 2795 \t 1756 \t 1 \t 1039 \t 1 \t -8\n", + "3 \t 1756 \t 1039 \t 1 \t 717 \t -1 \t 9\n", + "4 \t 1039 \t 717 \t 1 \t 322 \t 2 \t -17\n", + "5 \t 717 \t 322 \t 2 \t 73 \t -3 \t 26\n", + "6 \t 322 \t 73 \t 4 \t 30 \t 5 \t -43\n", + "7 \t 73 \t 30 \t 2 \t 13 \t -13 \t 112\n", + "8 \t 30 \t 13 \t 2 \t 4 \t 57 \t -491\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -127 \t 1094\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 311 \t -2679\n", + "\t\t\t\t\t -1060 \t 9131\n", + "GCD(39203, 4551) = 1, with coefficients -1060 and 9131 such that 1 = (-1060)*39203 + (9131)*4551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4552 \t 8 \t 2787 \t 1 \t 0\n", + "1 \t 4552 \t 2787 \t 1 \t 1765 \t 0 \t 1\n", + "2 \t 2787 \t 1765 \t 1 \t 1022 \t 1 \t -8\n", + "3 \t 1765 \t 1022 \t 1 \t 743 \t -1 \t 9\n", + "4 \t 1022 \t 743 \t 1 \t 279 \t 2 \t -17\n", + "5 \t 743 \t 279 \t 2 \t 185 \t -3 \t 26\n", + "6 \t 279 \t 185 \t 1 \t 94 \t 5 \t -43\n", + "7 \t 185 \t 94 \t 1 \t 91 \t -13 \t 112\n", + "8 \t 94 \t 91 \t 1 \t 3 \t 18 \t -155\n", + "9 \t 91 \t 3 \t 30 \t 1 \t -31 \t 267\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 49 \t -422\n", + "\t\t\t\t\t -1501 \t 12927\n", + "GCD(39203, 4552) = 1, with coefficients -1501 and 12927 such that 1 = (-1501)*39203 + (12927)*4552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4553 \t 8 \t 2779 \t 1 \t 0\n", + "1 \t 4553 \t 2779 \t 1 \t 1774 \t 0 \t 1\n", + "2 \t 2779 \t 1774 \t 1 \t 1005 \t 1 \t -8\n", + "3 \t 1774 \t 1005 \t 1 \t 769 \t -1 \t 9\n", + "4 \t 1005 \t 769 \t 1 \t 236 \t 2 \t -17\n", + "5 \t 769 \t 236 \t 3 \t 61 \t -3 \t 26\n", + "6 \t 236 \t 61 \t 3 \t 53 \t 5 \t -43\n", + "7 \t 61 \t 53 \t 1 \t 8 \t -18 \t 155\n", + "8 \t 53 \t 8 \t 6 \t 5 \t 59 \t -508\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -77 \t 663\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 521 \t -4486\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -598 \t 5149\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1119 \t -9635\n", + "\t\t\t\t\t -1717 \t 14784\n", + "GCD(39203, 4553) = 1, with coefficients -1717 and 14784 such that 1 = (-1717)*39203 + (14784)*4553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4554 \t 8 \t 2771 \t 1 \t 0\n", + "1 \t 4554 \t 2771 \t 1 \t 1783 \t 0 \t 1\n", + "2 \t 2771 \t 1783 \t 1 \t 988 \t 1 \t -8\n", + "3 \t 1783 \t 988 \t 1 \t 795 \t -1 \t 9\n", + "4 \t 988 \t 795 \t 1 \t 193 \t 2 \t -17\n", + "5 \t 795 \t 193 \t 4 \t 23 \t -3 \t 26\n", + "6 \t 193 \t 23 \t 8 \t 9 \t 5 \t -43\n", + "7 \t 23 \t 9 \t 2 \t 5 \t -23 \t 198\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 189 \t -1627\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -401 \t 3452\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 590 \t -5079\n", + "\t\t\t\t\t -991 \t 8531\n", + "GCD(39203, 4554) = 1, with coefficients -991 and 8531 such that 1 = (-991)*39203 + (8531)*4554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4555 \t 8 \t 2763 \t 1 \t 0\n", + "1 \t 4555 \t 2763 \t 1 \t 1792 \t 0 \t 1\n", + "2 \t 2763 \t 1792 \t 1 \t 971 \t 1 \t -8\n", + "3 \t 1792 \t 971 \t 1 \t 821 \t -1 \t 9\n", + "4 \t 971 \t 821 \t 1 \t 150 \t 2 \t -17\n", + "5 \t 821 \t 150 \t 5 \t 71 \t -3 \t 26\n", + "6 \t 150 \t 71 \t 2 \t 8 \t 5 \t -43\n", + "7 \t 71 \t 8 \t 8 \t 7 \t -28 \t 241\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 61 \t -525\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -516 \t 4441\n", + "\t\t\t\t\t 577 \t -4966\n", + "GCD(39203, 4555) = 1, with coefficients 577 and -4966 such that 1 = (577)*39203 + (-4966)*4555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4556 \t 8 \t 2755 \t 1 \t 0\n", + "1 \t 4556 \t 2755 \t 1 \t 1801 \t 0 \t 1\n", + "2 \t 2755 \t 1801 \t 1 \t 954 \t 1 \t -8\n", + "3 \t 1801 \t 954 \t 1 \t 847 \t -1 \t 9\n", + "4 \t 954 \t 847 \t 1 \t 107 \t 2 \t -17\n", + "5 \t 847 \t 107 \t 7 \t 98 \t -3 \t 26\n", + "6 \t 107 \t 98 \t 1 \t 9 \t 5 \t -43\n", + "7 \t 98 \t 9 \t 10 \t 8 \t -38 \t 327\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 43 \t -370\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -468 \t 4027\n", + "\t\t\t\t\t 511 \t -4397\n", + "GCD(39203, 4556) = 1, with coefficients 511 and -4397 such that 1 = (511)*39203 + (-4397)*4556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4557 \t 8 \t 2747 \t 1 \t 0\n", + "1 \t 4557 \t 2747 \t 1 \t 1810 \t 0 \t 1\n", + "2 \t 2747 \t 1810 \t 1 \t 937 \t 1 \t -8\n", + "3 \t 1810 \t 937 \t 1 \t 873 \t -1 \t 9\n", + "4 \t 937 \t 873 \t 1 \t 64 \t 2 \t -17\n", + "5 \t 873 \t 64 \t 13 \t 41 \t -3 \t 26\n", + "6 \t 64 \t 41 \t 1 \t 23 \t 5 \t -43\n", + "7 \t 41 \t 23 \t 1 \t 18 \t -68 \t 585\n", + "8 \t 23 \t 18 \t 1 \t 5 \t 73 \t -628\n", + "9 \t 18 \t 5 \t 3 \t 3 \t -141 \t 1213\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 214 \t -1841\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -783 \t 6736\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 997 \t -8577\n", + "\t\t\t\t\t -1780 \t 15313\n", + "GCD(39203, 4557) = 1, with coefficients -1780 and 15313 such that 1 = (-1780)*39203 + (15313)*4557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4558 \t 8 \t 2739 \t 1 \t 0\n", + "1 \t 4558 \t 2739 \t 1 \t 1819 \t 0 \t 1\n", + "2 \t 2739 \t 1819 \t 1 \t 920 \t 1 \t -8\n", + "3 \t 1819 \t 920 \t 1 \t 899 \t -1 \t 9\n", + "4 \t 920 \t 899 \t 1 \t 21 \t 2 \t -17\n", + "5 \t 899 \t 21 \t 42 \t 17 \t -3 \t 26\n", + "6 \t 21 \t 17 \t 1 \t 4 \t 5 \t -43\n", + "7 \t 17 \t 4 \t 4 \t 1 \t -213 \t 1832\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 218 \t -1875\n", + "\t\t\t\t\t -1085 \t 9332\n", + "GCD(39203, 4558) = 1, with coefficients -1085 and 9332 such that 1 = (-1085)*39203 + (9332)*4558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4559 \t 8 \t 2731 \t 1 \t 0\n", + "1 \t 4559 \t 2731 \t 1 \t 1828 \t 0 \t 1\n", + "2 \t 2731 \t 1828 \t 1 \t 903 \t 1 \t -8\n", + "3 \t 1828 \t 903 \t 2 \t 22 \t -1 \t 9\n", + "4 \t 903 \t 22 \t 41 \t 1 \t 2 \t -17\n", + "5 \t 22 \t 1 \t 22 \t 0 \t -5 \t 43\n", + "\t\t\t\t\t 207 \t -1780\n", + "GCD(39203, 4559) = 1, with coefficients 207 and -1780 such that 1 = (207)*39203 + (-1780)*4559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4560 \t 8 \t 2723 \t 1 \t 0\n", + "1 \t 4560 \t 2723 \t 1 \t 1837 \t 0 \t 1\n", + "2 \t 2723 \t 1837 \t 1 \t 886 \t 1 \t -8\n", + "3 \t 1837 \t 886 \t 2 \t 65 \t -1 \t 9\n", + "4 \t 886 \t 65 \t 13 \t 41 \t 2 \t -17\n", + "5 \t 65 \t 41 \t 1 \t 24 \t -5 \t 43\n", + "6 \t 41 \t 24 \t 1 \t 17 \t 67 \t -576\n", + "7 \t 24 \t 17 \t 1 \t 7 \t -72 \t 619\n", + "8 \t 17 \t 7 \t 2 \t 3 \t 139 \t -1195\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -211 \t 1814\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 561 \t -4823\n", + "\t\t\t\t\t -1333 \t 11460\n", + "GCD(39203, 4560) = 1, with coefficients -1333 and 11460 such that 1 = (-1333)*39203 + (11460)*4560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4561 \t 8 \t 2715 \t 1 \t 0\n", + "1 \t 4561 \t 2715 \t 1 \t 1846 \t 0 \t 1\n", + "2 \t 2715 \t 1846 \t 1 \t 869 \t 1 \t -8\n", + "3 \t 1846 \t 869 \t 2 \t 108 \t -1 \t 9\n", + "4 \t 869 \t 108 \t 8 \t 5 \t 2 \t -17\n", + "5 \t 108 \t 5 \t 21 \t 3 \t -5 \t 43\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 42 \t -361\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -887 \t 7624\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 929 \t -7985\n", + "\t\t\t\t\t -1816 \t 15609\n", + "GCD(39203, 4561) = 1, with coefficients -1816 and 15609 such that 1 = (-1816)*39203 + (15609)*4561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4562 \t 8 \t 2707 \t 1 \t 0\n", + "1 \t 4562 \t 2707 \t 1 \t 1855 \t 0 \t 1\n", + "2 \t 2707 \t 1855 \t 1 \t 852 \t 1 \t -8\n", + "3 \t 1855 \t 852 \t 2 \t 151 \t -1 \t 9\n", + "4 \t 852 \t 151 \t 5 \t 97 \t 2 \t -17\n", + "5 \t 151 \t 97 \t 1 \t 54 \t -5 \t 43\n", + "6 \t 97 \t 54 \t 1 \t 43 \t 27 \t -232\n", + "7 \t 54 \t 43 \t 1 \t 11 \t -32 \t 275\n", + "8 \t 43 \t 11 \t 3 \t 10 \t 59 \t -507\n", + "9 \t 11 \t 10 \t 1 \t 1 \t -91 \t 782\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 332 \t -2853\n", + "\t\t\t\t\t -423 \t 3635\n", + "GCD(39203, 4562) = 1, with coefficients -423 and 3635 such that 1 = (-423)*39203 + (3635)*4562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4563 \t 8 \t 2699 \t 1 \t 0\n", + "1 \t 4563 \t 2699 \t 1 \t 1864 \t 0 \t 1\n", + "2 \t 2699 \t 1864 \t 1 \t 835 \t 1 \t -8\n", + "3 \t 1864 \t 835 \t 2 \t 194 \t -1 \t 9\n", + "4 \t 835 \t 194 \t 4 \t 59 \t 2 \t -17\n", + "5 \t 194 \t 59 \t 3 \t 17 \t -5 \t 43\n", + "6 \t 59 \t 17 \t 3 \t 8 \t 22 \t -189\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -71 \t 610\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 235 \t -2019\n", + "\t\t\t\t\t -541 \t 4648\n", + "GCD(39203, 4563) = 1, with coefficients -541 and 4648 such that 1 = (-541)*39203 + (4648)*4563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4564 \t 8 \t 2691 \t 1 \t 0\n", + "1 \t 4564 \t 2691 \t 1 \t 1873 \t 0 \t 1\n", + "2 \t 2691 \t 1873 \t 1 \t 818 \t 1 \t -8\n", + "3 \t 1873 \t 818 \t 2 \t 237 \t -1 \t 9\n", + "4 \t 818 \t 237 \t 3 \t 107 \t 2 \t -17\n", + "5 \t 237 \t 107 \t 2 \t 23 \t -5 \t 43\n", + "6 \t 107 \t 23 \t 4 \t 15 \t 17 \t -146\n", + "7 \t 23 \t 15 \t 1 \t 8 \t -39 \t 335\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 173 \t -1486\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -212 \t 1821\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 385 \t -3307\n", + "\t\t\t\t\t -597 \t 5128\n", + "GCD(39203, 4564) = 1, with coefficients -597 and 5128 such that 1 = (-597)*39203 + (5128)*4564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4565 \t 8 \t 2683 \t 1 \t 0\n", + "1 \t 4565 \t 2683 \t 1 \t 1882 \t 0 \t 1\n", + "2 \t 2683 \t 1882 \t 1 \t 801 \t 1 \t -8\n", + "3 \t 1882 \t 801 \t 2 \t 280 \t -1 \t 9\n", + "4 \t 801 \t 280 \t 2 \t 241 \t 2 \t -17\n", + "5 \t 280 \t 241 \t 1 \t 39 \t -5 \t 43\n", + "6 \t 241 \t 39 \t 6 \t 7 \t 12 \t -103\n", + "7 \t 39 \t 7 \t 5 \t 4 \t -17 \t 146\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 114 \t -979\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -587 \t 5041\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 701 \t -6020\n", + "\t\t\t\t\t -1288 \t 11061\n", + "GCD(39203, 4565) = 1, with coefficients -1288 and 11061 such that 1 = (-1288)*39203 + (11061)*4565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4566 \t 8 \t 2675 \t 1 \t 0\n", + "1 \t 4566 \t 2675 \t 1 \t 1891 \t 0 \t 1\n", + "2 \t 2675 \t 1891 \t 1 \t 784 \t 1 \t -8\n", + "3 \t 1891 \t 784 \t 2 \t 323 \t -1 \t 9\n", + "4 \t 784 \t 323 \t 2 \t 138 \t 2 \t -17\n", + "5 \t 323 \t 138 \t 2 \t 47 \t -5 \t 43\n", + "6 \t 138 \t 47 \t 2 \t 44 \t 12 \t -103\n", + "7 \t 47 \t 44 \t 1 \t 3 \t -29 \t 249\n", + "8 \t 44 \t 3 \t 14 \t 2 \t 70 \t -601\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -99 \t 850\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1456 \t -12501\n", + "\t\t\t\t\t -1555 \t 13351\n", + "GCD(39203, 4566) = 1, with coefficients -1555 and 13351 such that 1 = (-1555)*39203 + (13351)*4566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4567 \t 8 \t 2667 \t 1 \t 0\n", + "1 \t 4567 \t 2667 \t 1 \t 1900 \t 0 \t 1\n", + "2 \t 2667 \t 1900 \t 1 \t 767 \t 1 \t -8\n", + "3 \t 1900 \t 767 \t 2 \t 366 \t -1 \t 9\n", + "4 \t 767 \t 366 \t 2 \t 35 \t 2 \t -17\n", + "5 \t 366 \t 35 \t 10 \t 16 \t -5 \t 43\n", + "6 \t 35 \t 16 \t 2 \t 3 \t 12 \t -103\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -125 \t 1073\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 262 \t -2249\n", + "\t\t\t\t\t -1435 \t 12318\n", + "GCD(39203, 4567) = 1, with coefficients -1435 and 12318 such that 1 = (-1435)*39203 + (12318)*4567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4568 \t 8 \t 2659 \t 1 \t 0\n", + "1 \t 4568 \t 2659 \t 1 \t 1909 \t 0 \t 1\n", + "2 \t 2659 \t 1909 \t 1 \t 750 \t 1 \t -8\n", + "3 \t 1909 \t 750 \t 2 \t 409 \t -1 \t 9\n", + "4 \t 750 \t 409 \t 1 \t 341 \t 2 \t -17\n", + "5 \t 409 \t 341 \t 1 \t 68 \t -5 \t 43\n", + "6 \t 341 \t 68 \t 5 \t 1 \t 7 \t -60\n", + "7 \t 68 \t 1 \t 68 \t 0 \t -12 \t 103\n", + "\t\t\t\t\t 67 \t -575\n", + "GCD(39203, 4568) = 1, with coefficients 67 and -575 such that 1 = (67)*39203 + (-575)*4568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4569 \t 8 \t 2651 \t 1 \t 0\n", + "1 \t 4569 \t 2651 \t 1 \t 1918 \t 0 \t 1\n", + "2 \t 2651 \t 1918 \t 1 \t 733 \t 1 \t -8\n", + "3 \t 1918 \t 733 \t 2 \t 452 \t -1 \t 9\n", + "4 \t 733 \t 452 \t 1 \t 281 \t 2 \t -17\n", + "5 \t 452 \t 281 \t 1 \t 171 \t -5 \t 43\n", + "6 \t 281 \t 171 \t 1 \t 110 \t 7 \t -60\n", + "7 \t 171 \t 110 \t 1 \t 61 \t -12 \t 103\n", + "8 \t 110 \t 61 \t 1 \t 49 \t 19 \t -163\n", + "9 \t 61 \t 49 \t 1 \t 12 \t -31 \t 266\n", + "10 \t 49 \t 12 \t 4 \t 1 \t 50 \t -429\n", + "11 \t 12 \t 1 \t 12 \t 0 \t -81 \t 695\n", + "\t\t\t\t\t 374 \t -3209\n", + "GCD(39203, 4569) = 1, with coefficients 374 and -3209 such that 1 = (374)*39203 + (-3209)*4569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4570 \t 8 \t 2643 \t 1 \t 0\n", + "1 \t 4570 \t 2643 \t 1 \t 1927 \t 0 \t 1\n", + "2 \t 2643 \t 1927 \t 1 \t 716 \t 1 \t -8\n", + "3 \t 1927 \t 716 \t 2 \t 495 \t -1 \t 9\n", + "4 \t 716 \t 495 \t 1 \t 221 \t 2 \t -17\n", + "5 \t 495 \t 221 \t 2 \t 53 \t -5 \t 43\n", + "6 \t 221 \t 53 \t 4 \t 9 \t 7 \t -60\n", + "7 \t 53 \t 9 \t 5 \t 8 \t -19 \t 163\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 83 \t -712\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -434 \t 3723\n", + "\t\t\t\t\t 517 \t -4435\n", + "GCD(39203, 4570) = 1, with coefficients 517 and -4435 such that 1 = (517)*39203 + (-4435)*4570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4571 \t 8 \t 2635 \t 1 \t 0\n", + "1 \t 4571 \t 2635 \t 1 \t 1936 \t 0 \t 1\n", + "2 \t 2635 \t 1936 \t 1 \t 699 \t 1 \t -8\n", + "3 \t 1936 \t 699 \t 2 \t 538 \t -1 \t 9\n", + "4 \t 699 \t 538 \t 1 \t 161 \t 2 \t -17\n", + "5 \t 538 \t 161 \t 3 \t 55 \t -5 \t 43\n", + "6 \t 161 \t 55 \t 2 \t 51 \t 7 \t -60\n", + "7 \t 55 \t 51 \t 1 \t 4 \t -26 \t 223\n", + "8 \t 51 \t 4 \t 12 \t 3 \t 59 \t -506\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -85 \t 729\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1079 \t -9254\n", + "\t\t\t\t\t -1164 \t 9983\n", + "GCD(39203, 4571) = 1, with coefficients -1164 and 9983 such that 1 = (-1164)*39203 + (9983)*4571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4572 \t 8 \t 2627 \t 1 \t 0\n", + "1 \t 4572 \t 2627 \t 1 \t 1945 \t 0 \t 1\n", + "2 \t 2627 \t 1945 \t 1 \t 682 \t 1 \t -8\n", + "3 \t 1945 \t 682 \t 2 \t 581 \t -1 \t 9\n", + "4 \t 682 \t 581 \t 1 \t 101 \t 2 \t -17\n", + "5 \t 581 \t 101 \t 5 \t 76 \t -5 \t 43\n", + "6 \t 101 \t 76 \t 1 \t 25 \t 7 \t -60\n", + "7 \t 76 \t 25 \t 3 \t 1 \t -40 \t 343\n", + "8 \t 25 \t 1 \t 25 \t 0 \t 47 \t -403\n", + "\t\t\t\t\t -181 \t 1552\n", + "GCD(39203, 4572) = 1, with coefficients -181 and 1552 such that 1 = (-181)*39203 + (1552)*4572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4573 \t 8 \t 2619 \t 1 \t 0\n", + "1 \t 4573 \t 2619 \t 1 \t 1954 \t 0 \t 1\n", + "2 \t 2619 \t 1954 \t 1 \t 665 \t 1 \t -8\n", + "3 \t 1954 \t 665 \t 2 \t 624 \t -1 \t 9\n", + "4 \t 665 \t 624 \t 1 \t 41 \t 2 \t -17\n", + "5 \t 624 \t 41 \t 15 \t 9 \t -5 \t 43\n", + "6 \t 41 \t 9 \t 4 \t 5 \t 7 \t -60\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -110 \t 943\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 447 \t -3832\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -557 \t 4775\n", + "\t\t\t\t\t 1004 \t -8607\n", + "GCD(39203, 4573) = 1, with coefficients 1004 and -8607 such that 1 = (1004)*39203 + (-8607)*4573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4574 \t 8 \t 2611 \t 1 \t 0\n", + "1 \t 4574 \t 2611 \t 1 \t 1963 \t 0 \t 1\n", + "2 \t 2611 \t 1963 \t 1 \t 648 \t 1 \t -8\n", + "3 \t 1963 \t 648 \t 3 \t 19 \t -1 \t 9\n", + "4 \t 648 \t 19 \t 34 \t 2 \t 2 \t -17\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -7 \t 60\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 240 \t -2057\n", + "\t\t\t\t\t -2167 \t 18573\n", + "GCD(39203, 4574) = 1, with coefficients -2167 and 18573 such that 1 = (-2167)*39203 + (18573)*4574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4575 \t 8 \t 2603 \t 1 \t 0\n", + "1 \t 4575 \t 2603 \t 1 \t 1972 \t 0 \t 1\n", + "2 \t 2603 \t 1972 \t 1 \t 631 \t 1 \t -8\n", + "3 \t 1972 \t 631 \t 3 \t 79 \t -1 \t 9\n", + "4 \t 631 \t 79 \t 7 \t 78 \t 2 \t -17\n", + "5 \t 79 \t 78 \t 1 \t 1 \t -7 \t 60\n", + "6 \t 78 \t 1 \t 78 \t 0 \t 51 \t -437\n", + "\t\t\t\t\t -58 \t 497\n", + "GCD(39203, 4575) = 1, with coefficients -58 and 497 such that 1 = (-58)*39203 + (497)*4575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4576 \t 8 \t 2595 \t 1 \t 0\n", + "1 \t 4576 \t 2595 \t 1 \t 1981 \t 0 \t 1\n", + "2 \t 2595 \t 1981 \t 1 \t 614 \t 1 \t -8\n", + "3 \t 1981 \t 614 \t 3 \t 139 \t -1 \t 9\n", + "4 \t 614 \t 139 \t 4 \t 58 \t 2 \t -17\n", + "5 \t 139 \t 58 \t 2 \t 23 \t -7 \t 60\n", + "6 \t 58 \t 23 \t 2 \t 12 \t 30 \t -257\n", + "7 \t 23 \t 12 \t 1 \t 11 \t -67 \t 574\n", + "8 \t 12 \t 11 \t 1 \t 1 \t 164 \t -1405\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -231 \t 1979\n", + "\t\t\t\t\t 395 \t -3384\n", + "GCD(39203, 4576) = 1, with coefficients 395 and -3384 such that 1 = (395)*39203 + (-3384)*4576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4577 \t 8 \t 2587 \t 1 \t 0\n", + "1 \t 4577 \t 2587 \t 1 \t 1990 \t 0 \t 1\n", + "2 \t 2587 \t 1990 \t 1 \t 597 \t 1 \t -8\n", + "3 \t 1990 \t 597 \t 3 \t 199 \t -1 \t 9\n", + "4 \t 597 \t 199 \t 3 \t 0 \t 2 \t -17\n", + "\t\t\t\t\t -7 \t 60\n", + "GCD(39203, 4577) = 199, with coefficients -7 and 60 such that 199 = (-7)*39203 + (60)*4577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4578 \t 8 \t 2579 \t 1 \t 0\n", + "1 \t 4578 \t 2579 \t 1 \t 1999 \t 0 \t 1\n", + "2 \t 2579 \t 1999 \t 1 \t 580 \t 1 \t -8\n", + "3 \t 1999 \t 580 \t 3 \t 259 \t -1 \t 9\n", + "4 \t 580 \t 259 \t 2 \t 62 \t 2 \t -17\n", + "5 \t 259 \t 62 \t 4 \t 11 \t -7 \t 60\n", + "6 \t 62 \t 11 \t 5 \t 7 \t 16 \t -137\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -71 \t 608\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 371 \t -3177\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -442 \t 3785\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 813 \t -6962\n", + "\t\t\t\t\t -1255 \t 10747\n", + "GCD(39203, 4578) = 1, with coefficients -1255 and 10747 such that 1 = (-1255)*39203 + (10747)*4578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4579 \t 8 \t 2571 \t 1 \t 0\n", + "1 \t 4579 \t 2571 \t 1 \t 2008 \t 0 \t 1\n", + "2 \t 2571 \t 2008 \t 1 \t 563 \t 1 \t -8\n", + "3 \t 2008 \t 563 \t 3 \t 319 \t -1 \t 9\n", + "4 \t 563 \t 319 \t 1 \t 244 \t 2 \t -17\n", + "5 \t 319 \t 244 \t 1 \t 75 \t -7 \t 60\n", + "6 \t 244 \t 75 \t 3 \t 19 \t 9 \t -77\n", + "7 \t 75 \t 19 \t 3 \t 18 \t -16 \t 137\n", + "8 \t 19 \t 18 \t 1 \t 1 \t 57 \t -488\n", + "9 \t 18 \t 1 \t 18 \t 0 \t -187 \t 1601\n", + "\t\t\t\t\t 244 \t -2089\n", + "GCD(39203, 4579) = 1, with coefficients 244 and -2089 such that 1 = (244)*39203 + (-2089)*4579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4580 \t 8 \t 2563 \t 1 \t 0\n", + "1 \t 4580 \t 2563 \t 1 \t 2017 \t 0 \t 1\n", + "2 \t 2563 \t 2017 \t 1 \t 546 \t 1 \t -8\n", + "3 \t 2017 \t 546 \t 3 \t 379 \t -1 \t 9\n", + "4 \t 546 \t 379 \t 1 \t 167 \t 2 \t -17\n", + "5 \t 379 \t 167 \t 2 \t 45 \t -7 \t 60\n", + "6 \t 167 \t 45 \t 3 \t 32 \t 9 \t -77\n", + "7 \t 45 \t 32 \t 1 \t 13 \t -25 \t 214\n", + "8 \t 32 \t 13 \t 2 \t 6 \t 84 \t -719\n", + "9 \t 13 \t 6 \t 2 \t 1 \t -109 \t 933\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 302 \t -2585\n", + "\t\t\t\t\t -713 \t 6103\n", + "GCD(39203, 4580) = 1, with coefficients -713 and 6103 such that 1 = (-713)*39203 + (6103)*4580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4581 \t 8 \t 2555 \t 1 \t 0\n", + "1 \t 4581 \t 2555 \t 1 \t 2026 \t 0 \t 1\n", + "2 \t 2555 \t 2026 \t 1 \t 529 \t 1 \t -8\n", + "3 \t 2026 \t 529 \t 3 \t 439 \t -1 \t 9\n", + "4 \t 529 \t 439 \t 1 \t 90 \t 2 \t -17\n", + "5 \t 439 \t 90 \t 4 \t 79 \t -7 \t 60\n", + "6 \t 90 \t 79 \t 1 \t 11 \t 9 \t -77\n", + "7 \t 79 \t 11 \t 7 \t 2 \t -43 \t 368\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 52 \t -445\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -407 \t 3483\n", + "\t\t\t\t\t 2087 \t -17860\n", + "GCD(39203, 4581) = 1, with coefficients 2087 and -17860 such that 1 = (2087)*39203 + (-17860)*4581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4582 \t 8 \t 2547 \t 1 \t 0\n", + "1 \t 4582 \t 2547 \t 1 \t 2035 \t 0 \t 1\n", + "2 \t 2547 \t 2035 \t 1 \t 512 \t 1 \t -8\n", + "3 \t 2035 \t 512 \t 3 \t 499 \t -1 \t 9\n", + "4 \t 512 \t 499 \t 1 \t 13 \t 2 \t -17\n", + "5 \t 499 \t 13 \t 38 \t 5 \t -7 \t 60\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 9 \t -77\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -349 \t 2986\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 707 \t -6049\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1056 \t 9035\n", + "\t\t\t\t\t 1763 \t -15084\n", + "GCD(39203, 4582) = 1, with coefficients 1763 and -15084 such that 1 = (1763)*39203 + (-15084)*4582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4583 \t 8 \t 2539 \t 1 \t 0\n", + "1 \t 4583 \t 2539 \t 1 \t 2044 \t 0 \t 1\n", + "2 \t 2539 \t 2044 \t 1 \t 495 \t 1 \t -8\n", + "3 \t 2044 \t 495 \t 4 \t 64 \t -1 \t 9\n", + "4 \t 495 \t 64 \t 7 \t 47 \t 2 \t -17\n", + "5 \t 64 \t 47 \t 1 \t 17 \t -9 \t 77\n", + "6 \t 47 \t 17 \t 2 \t 13 \t 65 \t -556\n", + "7 \t 17 \t 13 \t 1 \t 4 \t -74 \t 633\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 213 \t -1822\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -287 \t 2455\n", + "\t\t\t\t\t 1074 \t -9187\n", + "GCD(39203, 4583) = 1, with coefficients 1074 and -9187 such that 1 = (1074)*39203 + (-9187)*4583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4584 \t 8 \t 2531 \t 1 \t 0\n", + "1 \t 4584 \t 2531 \t 1 \t 2053 \t 0 \t 1\n", + "2 \t 2531 \t 2053 \t 1 \t 478 \t 1 \t -8\n", + "3 \t 2053 \t 478 \t 4 \t 141 \t -1 \t 9\n", + "4 \t 478 \t 141 \t 3 \t 55 \t 2 \t -17\n", + "5 \t 141 \t 55 \t 2 \t 31 \t -9 \t 77\n", + "6 \t 55 \t 31 \t 1 \t 24 \t 29 \t -248\n", + "7 \t 31 \t 24 \t 1 \t 7 \t -67 \t 573\n", + "8 \t 24 \t 7 \t 3 \t 3 \t 96 \t -821\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -163 \t 1394\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 585 \t -5003\n", + "\t\t\t\t\t -1333 \t 11400\n", + "GCD(39203, 4584) = 1, with coefficients -1333 and 11400 such that 1 = (-1333)*39203 + (11400)*4584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4585 \t 8 \t 2523 \t 1 \t 0\n", + "1 \t 4585 \t 2523 \t 1 \t 2062 \t 0 \t 1\n", + "2 \t 2523 \t 2062 \t 1 \t 461 \t 1 \t -8\n", + "3 \t 2062 \t 461 \t 4 \t 218 \t -1 \t 9\n", + "4 \t 461 \t 218 \t 2 \t 25 \t 2 \t -17\n", + "5 \t 218 \t 25 \t 8 \t 18 \t -9 \t 77\n", + "6 \t 25 \t 18 \t 1 \t 7 \t 20 \t -171\n", + "7 \t 18 \t 7 \t 2 \t 4 \t -169 \t 1445\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 189 \t -1616\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -547 \t 4677\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 736 \t -6293\n", + "\t\t\t\t\t -1283 \t 10970\n", + "GCD(39203, 4585) = 1, with coefficients -1283 and 10970 such that 1 = (-1283)*39203 + (10970)*4585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4586 \t 8 \t 2515 \t 1 \t 0\n", + "1 \t 4586 \t 2515 \t 1 \t 2071 \t 0 \t 1\n", + "2 \t 2515 \t 2071 \t 1 \t 444 \t 1 \t -8\n", + "3 \t 2071 \t 444 \t 4 \t 295 \t -1 \t 9\n", + "4 \t 444 \t 295 \t 1 \t 149 \t 2 \t -17\n", + "5 \t 295 \t 149 \t 1 \t 146 \t -9 \t 77\n", + "6 \t 149 \t 146 \t 1 \t 3 \t 11 \t -94\n", + "7 \t 146 \t 3 \t 48 \t 2 \t -20 \t 171\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 31 \t -265\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1508 \t 12891\n", + "\t\t\t\t\t 1539 \t -13156\n", + "GCD(39203, 4586) = 1, with coefficients 1539 and -13156 such that 1 = (1539)*39203 + (-13156)*4586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4587 \t 8 \t 2507 \t 1 \t 0\n", + "1 \t 4587 \t 2507 \t 1 \t 2080 \t 0 \t 1\n", + "2 \t 2507 \t 2080 \t 1 \t 427 \t 1 \t -8\n", + "3 \t 2080 \t 427 \t 4 \t 372 \t -1 \t 9\n", + "4 \t 427 \t 372 \t 1 \t 55 \t 2 \t -17\n", + "5 \t 372 \t 55 \t 6 \t 42 \t -9 \t 77\n", + "6 \t 55 \t 42 \t 1 \t 13 \t 11 \t -94\n", + "7 \t 42 \t 13 \t 3 \t 3 \t -75 \t 641\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 86 \t -735\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -333 \t 2846\n", + "\t\t\t\t\t 1418 \t -12119\n", + "GCD(39203, 4587) = 1, with coefficients 1418 and -12119 such that 1 = (1418)*39203 + (-12119)*4587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4588 \t 8 \t 2499 \t 1 \t 0\n", + "1 \t 4588 \t 2499 \t 1 \t 2089 \t 0 \t 1\n", + "2 \t 2499 \t 2089 \t 1 \t 410 \t 1 \t -8\n", + "3 \t 2089 \t 410 \t 5 \t 39 \t -1 \t 9\n", + "4 \t 410 \t 39 \t 10 \t 20 \t 2 \t -17\n", + "5 \t 39 \t 20 \t 1 \t 19 \t -11 \t 94\n", + "6 \t 20 \t 19 \t 1 \t 1 \t 112 \t -957\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -123 \t 1051\n", + "\t\t\t\t\t 235 \t -2008\n", + "GCD(39203, 4588) = 1, with coefficients 235 and -2008 such that 1 = (235)*39203 + (-2008)*4588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4589 \t 8 \t 2491 \t 1 \t 0\n", + "1 \t 4589 \t 2491 \t 1 \t 2098 \t 0 \t 1\n", + "2 \t 2491 \t 2098 \t 1 \t 393 \t 1 \t -8\n", + "3 \t 2098 \t 393 \t 5 \t 133 \t -1 \t 9\n", + "4 \t 393 \t 133 \t 2 \t 127 \t 2 \t -17\n", + "5 \t 133 \t 127 \t 1 \t 6 \t -11 \t 94\n", + "6 \t 127 \t 6 \t 21 \t 1 \t 24 \t -205\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -35 \t 299\n", + "\t\t\t\t\t 759 \t -6484\n", + "GCD(39203, 4589) = 1, with coefficients 759 and -6484 such that 1 = (759)*39203 + (-6484)*4589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4590 \t 8 \t 2483 \t 1 \t 0\n", + "1 \t 4590 \t 2483 \t 1 \t 2107 \t 0 \t 1\n", + "2 \t 2483 \t 2107 \t 1 \t 376 \t 1 \t -8\n", + "3 \t 2107 \t 376 \t 5 \t 227 \t -1 \t 9\n", + "4 \t 376 \t 227 \t 1 \t 149 \t 2 \t -17\n", + "5 \t 227 \t 149 \t 1 \t 78 \t -11 \t 94\n", + "6 \t 149 \t 78 \t 1 \t 71 \t 13 \t -111\n", + "7 \t 78 \t 71 \t 1 \t 7 \t -24 \t 205\n", + "8 \t 71 \t 7 \t 10 \t 1 \t 37 \t -316\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -61 \t 521\n", + "\t\t\t\t\t 647 \t -5526\n", + "GCD(39203, 4590) = 1, with coefficients 647 and -5526 such that 1 = (647)*39203 + (-5526)*4590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4591 \t 8 \t 2475 \t 1 \t 0\n", + "1 \t 4591 \t 2475 \t 1 \t 2116 \t 0 \t 1\n", + "2 \t 2475 \t 2116 \t 1 \t 359 \t 1 \t -8\n", + "3 \t 2116 \t 359 \t 5 \t 321 \t -1 \t 9\n", + "4 \t 359 \t 321 \t 1 \t 38 \t 2 \t -17\n", + "5 \t 321 \t 38 \t 8 \t 17 \t -11 \t 94\n", + "6 \t 38 \t 17 \t 2 \t 4 \t 13 \t -111\n", + "7 \t 17 \t 4 \t 4 \t 1 \t -115 \t 982\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 243 \t -2075\n", + "\t\t\t\t\t -1087 \t 9282\n", + "GCD(39203, 4591) = 1, with coefficients -1087 and 9282 such that 1 = (-1087)*39203 + (9282)*4591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4592 \t 8 \t 2467 \t 1 \t 0\n", + "1 \t 4592 \t 2467 \t 1 \t 2125 \t 0 \t 1\n", + "2 \t 2467 \t 2125 \t 1 \t 342 \t 1 \t -8\n", + "3 \t 2125 \t 342 \t 6 \t 73 \t -1 \t 9\n", + "4 \t 342 \t 73 \t 4 \t 50 \t 2 \t -17\n", + "5 \t 73 \t 50 \t 1 \t 23 \t -13 \t 111\n", + "6 \t 50 \t 23 \t 2 \t 4 \t 54 \t -461\n", + "7 \t 23 \t 4 \t 5 \t 3 \t -67 \t 572\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 188 \t -1605\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1007 \t 8597\n", + "\t\t\t\t\t 1195 \t -10202\n", + "GCD(39203, 4592) = 1, with coefficients 1195 and -10202 such that 1 = (1195)*39203 + (-10202)*4592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4593 \t 8 \t 2459 \t 1 \t 0\n", + "1 \t 4593 \t 2459 \t 1 \t 2134 \t 0 \t 1\n", + "2 \t 2459 \t 2134 \t 1 \t 325 \t 1 \t -8\n", + "3 \t 2134 \t 325 \t 6 \t 184 \t -1 \t 9\n", + "4 \t 325 \t 184 \t 1 \t 141 \t 2 \t -17\n", + "5 \t 184 \t 141 \t 1 \t 43 \t -13 \t 111\n", + "6 \t 141 \t 43 \t 3 \t 12 \t 15 \t -128\n", + "7 \t 43 \t 12 \t 3 \t 7 \t -28 \t 239\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 99 \t -845\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -325 \t 2774\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 424 \t -3619\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -749 \t 6393\n", + "\t\t\t\t\t 1922 \t -16405\n", + "GCD(39203, 4593) = 1, with coefficients 1922 and -16405 such that 1 = (1922)*39203 + (-16405)*4593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4594 \t 8 \t 2451 \t 1 \t 0\n", + "1 \t 4594 \t 2451 \t 1 \t 2143 \t 0 \t 1\n", + "2 \t 2451 \t 2143 \t 1 \t 308 \t 1 \t -8\n", + "3 \t 2143 \t 308 \t 6 \t 295 \t -1 \t 9\n", + "4 \t 308 \t 295 \t 1 \t 13 \t 2 \t -17\n", + "5 \t 295 \t 13 \t 22 \t 9 \t -13 \t 111\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 15 \t -128\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -343 \t 2927\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 358 \t -3055\n", + "\t\t\t\t\t -1059 \t 9037\n", + "GCD(39203, 4594) = 1, with coefficients -1059 and 9037 such that 1 = (-1059)*39203 + (9037)*4594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4595 \t 8 \t 2443 \t 1 \t 0\n", + "1 \t 4595 \t 2443 \t 1 \t 2152 \t 0 \t 1\n", + "2 \t 2443 \t 2152 \t 1 \t 291 \t 1 \t -8\n", + "3 \t 2152 \t 291 \t 7 \t 115 \t -1 \t 9\n", + "4 \t 291 \t 115 \t 2 \t 61 \t 2 \t -17\n", + "5 \t 115 \t 61 \t 1 \t 54 \t -15 \t 128\n", + "6 \t 61 \t 54 \t 1 \t 7 \t 32 \t -273\n", + "7 \t 54 \t 7 \t 7 \t 5 \t -47 \t 401\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 79 \t -674\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -600 \t 5119\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 679 \t -5793\n", + "\t\t\t\t\t -1958 \t 16705\n", + "GCD(39203, 4595) = 1, with coefficients -1958 and 16705 such that 1 = (-1958)*39203 + (16705)*4595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4596 \t 8 \t 2435 \t 1 \t 0\n", + "1 \t 4596 \t 2435 \t 1 \t 2161 \t 0 \t 1\n", + "2 \t 2435 \t 2161 \t 1 \t 274 \t 1 \t -8\n", + "3 \t 2161 \t 274 \t 7 \t 243 \t -1 \t 9\n", + "4 \t 274 \t 243 \t 1 \t 31 \t 2 \t -17\n", + "5 \t 243 \t 31 \t 7 \t 26 \t -15 \t 128\n", + "6 \t 31 \t 26 \t 1 \t 5 \t 17 \t -145\n", + "7 \t 26 \t 5 \t 5 \t 1 \t -134 \t 1143\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 151 \t -1288\n", + "\t\t\t\t\t -889 \t 7583\n", + "GCD(39203, 4596) = 1, with coefficients -889 and 7583 such that 1 = (-889)*39203 + (7583)*4596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4597 \t 8 \t 2427 \t 1 \t 0\n", + "1 \t 4597 \t 2427 \t 1 \t 2170 \t 0 \t 1\n", + "2 \t 2427 \t 2170 \t 1 \t 257 \t 1 \t -8\n", + "3 \t 2170 \t 257 \t 8 \t 114 \t -1 \t 9\n", + "4 \t 257 \t 114 \t 2 \t 29 \t 2 \t -17\n", + "5 \t 114 \t 29 \t 3 \t 27 \t -17 \t 145\n", + "6 \t 29 \t 27 \t 1 \t 2 \t 36 \t -307\n", + "7 \t 27 \t 2 \t 13 \t 1 \t -125 \t 1066\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 161 \t -1373\n", + "\t\t\t\t\t -2218 \t 18915\n", + "GCD(39203, 4597) = 1, with coefficients -2218 and 18915 such that 1 = (-2218)*39203 + (18915)*4597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4598 \t 8 \t 2419 \t 1 \t 0\n", + "1 \t 4598 \t 2419 \t 1 \t 2179 \t 0 \t 1\n", + "2 \t 2419 \t 2179 \t 1 \t 240 \t 1 \t -8\n", + "3 \t 2179 \t 240 \t 9 \t 19 \t -1 \t 9\n", + "4 \t 240 \t 19 \t 12 \t 12 \t 2 \t -17\n", + "5 \t 19 \t 12 \t 1 \t 7 \t -19 \t 162\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 230 \t -1961\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -249 \t 2123\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 479 \t -4084\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -728 \t 6207\n", + "\t\t\t\t\t 1935 \t -16498\n", + "GCD(39203, 4598) = 1, with coefficients 1935 and -16498 such that 1 = (1935)*39203 + (-16498)*4598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4599 \t 8 \t 2411 \t 1 \t 0\n", + "1 \t 4599 \t 2411 \t 1 \t 2188 \t 0 \t 1\n", + "2 \t 2411 \t 2188 \t 1 \t 223 \t 1 \t -8\n", + "3 \t 2188 \t 223 \t 9 \t 181 \t -1 \t 9\n", + "4 \t 223 \t 181 \t 1 \t 42 \t 2 \t -17\n", + "5 \t 181 \t 42 \t 4 \t 13 \t -19 \t 162\n", + "6 \t 42 \t 13 \t 3 \t 3 \t 21 \t -179\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -103 \t 878\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 330 \t -2813\n", + "\t\t\t\t\t -1423 \t 12130\n", + "GCD(39203, 4599) = 1, with coefficients -1423 and 12130 such that 1 = (-1423)*39203 + (12130)*4599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4600 \t 8 \t 2403 \t 1 \t 0\n", + "1 \t 4600 \t 2403 \t 1 \t 2197 \t 0 \t 1\n", + "2 \t 2403 \t 2197 \t 1 \t 206 \t 1 \t -8\n", + "3 \t 2197 \t 206 \t 10 \t 137 \t -1 \t 9\n", + "4 \t 206 \t 137 \t 1 \t 69 \t 2 \t -17\n", + "5 \t 137 \t 69 \t 1 \t 68 \t -21 \t 179\n", + "6 \t 69 \t 68 \t 1 \t 1 \t 23 \t -196\n", + "7 \t 68 \t 1 \t 68 \t 0 \t -44 \t 375\n", + "\t\t\t\t\t 67 \t -571\n", + "GCD(39203, 4600) = 1, with coefficients 67 and -571 such that 1 = (67)*39203 + (-571)*4600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4601 \t 8 \t 2395 \t 1 \t 0\n", + "1 \t 4601 \t 2395 \t 1 \t 2206 \t 0 \t 1\n", + "2 \t 2395 \t 2206 \t 1 \t 189 \t 1 \t -8\n", + "3 \t 2206 \t 189 \t 11 \t 127 \t -1 \t 9\n", + "4 \t 189 \t 127 \t 1 \t 62 \t 2 \t -17\n", + "5 \t 127 \t 62 \t 2 \t 3 \t -23 \t 196\n", + "6 \t 62 \t 3 \t 20 \t 2 \t 25 \t -213\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -73 \t 622\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1485 \t -12653\n", + "\t\t\t\t\t -1558 \t 13275\n", + "GCD(39203, 4601) = 1, with coefficients -1558 and 13275 such that 1 = (-1558)*39203 + (13275)*4601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4602 \t 8 \t 2387 \t 1 \t 0\n", + "1 \t 4602 \t 2387 \t 1 \t 2215 \t 0 \t 1\n", + "2 \t 2387 \t 2215 \t 1 \t 172 \t 1 \t -8\n", + "3 \t 2215 \t 172 \t 12 \t 151 \t -1 \t 9\n", + "4 \t 172 \t 151 \t 1 \t 21 \t 2 \t -17\n", + "5 \t 151 \t 21 \t 7 \t 4 \t -25 \t 213\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 27 \t -230\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -214 \t 1823\n", + "\t\t\t\t\t 1097 \t -9345\n", + "GCD(39203, 4602) = 1, with coefficients 1097 and -9345 such that 1 = (1097)*39203 + (-9345)*4602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4603 \t 8 \t 2379 \t 1 \t 0\n", + "1 \t 4603 \t 2379 \t 1 \t 2224 \t 0 \t 1\n", + "2 \t 2379 \t 2224 \t 1 \t 155 \t 1 \t -8\n", + "3 \t 2224 \t 155 \t 14 \t 54 \t -1 \t 9\n", + "4 \t 155 \t 54 \t 2 \t 47 \t 2 \t -17\n", + "5 \t 54 \t 47 \t 1 \t 7 \t -29 \t 247\n", + "6 \t 47 \t 7 \t 6 \t 5 \t 60 \t -511\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -89 \t 758\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 594 \t -5059\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -683 \t 5817\n", + "\t\t\t\t\t 1960 \t -16693\n", + "GCD(39203, 4603) = 1, with coefficients 1960 and -16693 such that 1 = (1960)*39203 + (-16693)*4603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4604 \t 8 \t 2371 \t 1 \t 0\n", + "1 \t 4604 \t 2371 \t 1 \t 2233 \t 0 \t 1\n", + "2 \t 2371 \t 2233 \t 1 \t 138 \t 1 \t -8\n", + "3 \t 2233 \t 138 \t 16 \t 25 \t -1 \t 9\n", + "4 \t 138 \t 25 \t 5 \t 13 \t 2 \t -17\n", + "5 \t 25 \t 13 \t 1 \t 12 \t -33 \t 281\n", + "6 \t 13 \t 12 \t 1 \t 1 \t 167 \t -1422\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -200 \t 1703\n", + "\t\t\t\t\t 367 \t -3125\n", + "GCD(39203, 4604) = 1, with coefficients 367 and -3125 such that 1 = (367)*39203 + (-3125)*4604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4605 \t 8 \t 2363 \t 1 \t 0\n", + "1 \t 4605 \t 2363 \t 1 \t 2242 \t 0 \t 1\n", + "2 \t 2363 \t 2242 \t 1 \t 121 \t 1 \t -8\n", + "3 \t 2242 \t 121 \t 18 \t 64 \t -1 \t 9\n", + "4 \t 121 \t 64 \t 1 \t 57 \t 2 \t -17\n", + "5 \t 64 \t 57 \t 1 \t 7 \t -37 \t 315\n", + "6 \t 57 \t 7 \t 8 \t 1 \t 39 \t -332\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -76 \t 647\n", + "\t\t\t\t\t 647 \t -5508\n", + "GCD(39203, 4605) = 1, with coefficients 647 and -5508 such that 1 = (647)*39203 + (-5508)*4605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4606 \t 8 \t 2355 \t 1 \t 0\n", + "1 \t 4606 \t 2355 \t 1 \t 2251 \t 0 \t 1\n", + "2 \t 2355 \t 2251 \t 1 \t 104 \t 1 \t -8\n", + "3 \t 2251 \t 104 \t 21 \t 67 \t -1 \t 9\n", + "4 \t 104 \t 67 \t 1 \t 37 \t 2 \t -17\n", + "5 \t 67 \t 37 \t 1 \t 30 \t -43 \t 366\n", + "6 \t 37 \t 30 \t 1 \t 7 \t 45 \t -383\n", + "7 \t 30 \t 7 \t 4 \t 2 \t -88 \t 749\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 133 \t -1132\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -620 \t 5277\n", + "\t\t\t\t\t 1993 \t -16963\n", + "GCD(39203, 4606) = 1, with coefficients 1993 and -16963 such that 1 = (1993)*39203 + (-16963)*4606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4607 \t 8 \t 2347 \t 1 \t 0\n", + "1 \t 4607 \t 2347 \t 1 \t 2260 \t 0 \t 1\n", + "2 \t 2347 \t 2260 \t 1 \t 87 \t 1 \t -8\n", + "3 \t 2260 \t 87 \t 25 \t 85 \t -1 \t 9\n", + "4 \t 87 \t 85 \t 1 \t 2 \t 2 \t -17\n", + "5 \t 85 \t 2 \t 42 \t 1 \t -51 \t 434\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 53 \t -451\n", + "\t\t\t\t\t -2277 \t 19376\n", + "GCD(39203, 4607) = 1, with coefficients -2277 and 19376 such that 1 = (-2277)*39203 + (19376)*4607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4608 \t 8 \t 2339 \t 1 \t 0\n", + "1 \t 4608 \t 2339 \t 1 \t 2269 \t 0 \t 1\n", + "2 \t 2339 \t 2269 \t 1 \t 70 \t 1 \t -8\n", + "3 \t 2269 \t 70 \t 32 \t 29 \t -1 \t 9\n", + "4 \t 70 \t 29 \t 2 \t 12 \t 2 \t -17\n", + "5 \t 29 \t 12 \t 2 \t 5 \t -65 \t 553\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 132 \t -1123\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -329 \t 2799\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 790 \t -6721\n", + "\t\t\t\t\t -1909 \t 16241\n", + "GCD(39203, 4608) = 1, with coefficients -1909 and 16241 such that 1 = (-1909)*39203 + (16241)*4608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4609 \t 8 \t 2331 \t 1 \t 0\n", + "1 \t 4609 \t 2331 \t 1 \t 2278 \t 0 \t 1\n", + "2 \t 2331 \t 2278 \t 1 \t 53 \t 1 \t -8\n", + "3 \t 2278 \t 53 \t 42 \t 52 \t -1 \t 9\n", + "4 \t 53 \t 52 \t 1 \t 1 \t 2 \t -17\n", + "5 \t 52 \t 1 \t 52 \t 0 \t -85 \t 723\n", + "\t\t\t\t\t 87 \t -740\n", + "GCD(39203, 4609) = 1, with coefficients 87 and -740 such that 1 = (87)*39203 + (-740)*4609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4610 \t 8 \t 2323 \t 1 \t 0\n", + "1 \t 4610 \t 2323 \t 1 \t 2287 \t 0 \t 1\n", + "2 \t 2323 \t 2287 \t 1 \t 36 \t 1 \t -8\n", + "3 \t 2287 \t 36 \t 63 \t 19 \t -1 \t 9\n", + "4 \t 36 \t 19 \t 1 \t 17 \t 2 \t -17\n", + "5 \t 19 \t 17 \t 1 \t 2 \t -127 \t 1080\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 129 \t -1097\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -256 \t 2177\n", + "\t\t\t\t\t 2177 \t -18513\n", + "GCD(39203, 4610) = 1, with coefficients 2177 and -18513 such that 1 = (2177)*39203 + (-18513)*4610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4611 \t 8 \t 2315 \t 1 \t 0\n", + "1 \t 4611 \t 2315 \t 1 \t 2296 \t 0 \t 1\n", + "2 \t 2315 \t 2296 \t 1 \t 19 \t 1 \t -8\n", + "3 \t 2296 \t 19 \t 120 \t 16 \t -1 \t 9\n", + "4 \t 19 \t 16 \t 1 \t 3 \t 2 \t -17\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -241 \t 2049\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 243 \t -2066\n", + "\t\t\t\t\t -1456 \t 12379\n", + "GCD(39203, 4611) = 1, with coefficients -1456 and 12379 such that 1 = (-1456)*39203 + (12379)*4611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4612 \t 8 \t 2307 \t 1 \t 0\n", + "1 \t 4612 \t 2307 \t 1 \t 2305 \t 0 \t 1\n", + "2 \t 2307 \t 2305 \t 1 \t 2 \t 1 \t -8\n", + "3 \t 2305 \t 2 \t 1152 \t 1 \t -1 \t 9\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 2 \t -17\n", + "\t\t\t\t\t -2305 \t 19593\n", + "GCD(39203, 4612) = 1, with coefficients -2305 and 19593 such that 1 = (-2305)*39203 + (19593)*4612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4613 \t 8 \t 2299 \t 1 \t 0\n", + "1 \t 4613 \t 2299 \t 2 \t 15 \t 0 \t 1\n", + "2 \t 2299 \t 15 \t 153 \t 4 \t 1 \t -8\n", + "3 \t 15 \t 4 \t 3 \t 3 \t -2 \t 17\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 307 \t -2609\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -923 \t 7844\n", + "\t\t\t\t\t 1230 \t -10453\n", + "GCD(39203, 4613) = 1, with coefficients 1230 and -10453 such that 1 = (1230)*39203 + (-10453)*4613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4614 \t 8 \t 2291 \t 1 \t 0\n", + "1 \t 4614 \t 2291 \t 2 \t 32 \t 0 \t 1\n", + "2 \t 2291 \t 32 \t 71 \t 19 \t 1 \t -8\n", + "3 \t 32 \t 19 \t 1 \t 13 \t -2 \t 17\n", + "4 \t 19 \t 13 \t 1 \t 6 \t 143 \t -1215\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -145 \t 1232\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 288 \t -2447\n", + "\t\t\t\t\t -721 \t 6126\n", + "GCD(39203, 4614) = 1, with coefficients -721 and 6126 such that 1 = (-721)*39203 + (6126)*4614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4615 \t 8 \t 2283 \t 1 \t 0\n", + "1 \t 4615 \t 2283 \t 2 \t 49 \t 0 \t 1\n", + "2 \t 2283 \t 49 \t 46 \t 29 \t 1 \t -8\n", + "3 \t 49 \t 29 \t 1 \t 20 \t -2 \t 17\n", + "4 \t 29 \t 20 \t 1 \t 9 \t 93 \t -790\n", + "5 \t 20 \t 9 \t 2 \t 2 \t -95 \t 807\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 188 \t -1597\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -471 \t 4001\n", + "\t\t\t\t\t 2072 \t -17601\n", + "GCD(39203, 4615) = 1, with coefficients 2072 and -17601 such that 1 = (2072)*39203 + (-17601)*4615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4616 \t 8 \t 2275 \t 1 \t 0\n", + "1 \t 4616 \t 2275 \t 2 \t 66 \t 0 \t 1\n", + "2 \t 2275 \t 66 \t 34 \t 31 \t 1 \t -8\n", + "3 \t 66 \t 31 \t 2 \t 4 \t -2 \t 17\n", + "4 \t 31 \t 4 \t 7 \t 3 \t 69 \t -586\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -140 \t 1189\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1049 \t -8909\n", + "\t\t\t\t\t -1189 \t 10098\n", + "GCD(39203, 4616) = 1, with coefficients -1189 and 10098 such that 1 = (-1189)*39203 + (10098)*4616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4617 \t 8 \t 2267 \t 1 \t 0\n", + "1 \t 4617 \t 2267 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 2267 \t 83 \t 27 \t 26 \t 1 \t -8\n", + "3 \t 83 \t 26 \t 3 \t 5 \t -2 \t 17\n", + "4 \t 26 \t 5 \t 5 \t 1 \t 55 \t -467\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -167 \t 1418\n", + "\t\t\t\t\t 890 \t -7557\n", + "GCD(39203, 4617) = 1, with coefficients 890 and -7557 such that 1 = (890)*39203 + (-7557)*4617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4618 \t 8 \t 2259 \t 1 \t 0\n", + "1 \t 4618 \t 2259 \t 2 \t 100 \t 0 \t 1\n", + "2 \t 2259 \t 100 \t 22 \t 59 \t 1 \t -8\n", + "3 \t 100 \t 59 \t 1 \t 41 \t -2 \t 17\n", + "4 \t 59 \t 41 \t 1 \t 18 \t 45 \t -382\n", + "5 \t 41 \t 18 \t 2 \t 5 \t -47 \t 399\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 92 \t -781\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -231 \t 1961\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 785 \t -6664\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1016 \t 8625\n", + "\t\t\t\t\t 1801 \t -15289\n", + "GCD(39203, 4618) = 1, with coefficients 1801 and -15289 such that 1 = (1801)*39203 + (-15289)*4618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4619 \t 8 \t 2251 \t 1 \t 0\n", + "1 \t 4619 \t 2251 \t 2 \t 117 \t 0 \t 1\n", + "2 \t 2251 \t 117 \t 19 \t 28 \t 1 \t -8\n", + "3 \t 117 \t 28 \t 4 \t 5 \t -2 \t 17\n", + "4 \t 28 \t 5 \t 5 \t 3 \t 39 \t -331\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -158 \t 1341\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 829 \t -7036\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -987 \t 8377\n", + "\t\t\t\t\t 1816 \t -15413\n", + "GCD(39203, 4619) = 1, with coefficients 1816 and -15413 such that 1 = (1816)*39203 + (-15413)*4619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4620 \t 8 \t 2243 \t 1 \t 0\n", + "1 \t 4620 \t 2243 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 2243 \t 134 \t 16 \t 99 \t 1 \t -8\n", + "3 \t 134 \t 99 \t 1 \t 35 \t -2 \t 17\n", + "4 \t 99 \t 35 \t 2 \t 29 \t 33 \t -280\n", + "5 \t 35 \t 29 \t 1 \t 6 \t -35 \t 297\n", + "6 \t 29 \t 6 \t 4 \t 5 \t 103 \t -874\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -138 \t 1171\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 655 \t -5558\n", + "\t\t\t\t\t -793 \t 6729\n", + "GCD(39203, 4620) = 1, with coefficients -793 and 6729 such that 1 = (-793)*39203 + (6729)*4620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4621 \t 8 \t 2235 \t 1 \t 0\n", + "1 \t 4621 \t 2235 \t 2 \t 151 \t 0 \t 1\n", + "2 \t 2235 \t 151 \t 14 \t 121 \t 1 \t -8\n", + "3 \t 151 \t 121 \t 1 \t 30 \t -2 \t 17\n", + "4 \t 121 \t 30 \t 4 \t 1 \t 29 \t -246\n", + "5 \t 30 \t 1 \t 30 \t 0 \t -31 \t 263\n", + "\t\t\t\t\t 153 \t -1298\n", + "GCD(39203, 4621) = 1, with coefficients 153 and -1298 such that 1 = (153)*39203 + (-1298)*4621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4622 \t 8 \t 2227 \t 1 \t 0\n", + "1 \t 4622 \t 2227 \t 2 \t 168 \t 0 \t 1\n", + "2 \t 2227 \t 168 \t 13 \t 43 \t 1 \t -8\n", + "3 \t 168 \t 43 \t 3 \t 39 \t -2 \t 17\n", + "4 \t 43 \t 39 \t 1 \t 4 \t 27 \t -229\n", + "5 \t 39 \t 4 \t 9 \t 3 \t -83 \t 704\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 110 \t -933\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1073 \t 9101\n", + "\t\t\t\t\t 1183 \t -10034\n", + "GCD(39203, 4622) = 1, with coefficients 1183 and -10034 such that 1 = (1183)*39203 + (-10034)*4622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4623 \t 8 \t 2219 \t 1 \t 0\n", + "1 \t 4623 \t 2219 \t 2 \t 185 \t 0 \t 1\n", + "2 \t 2219 \t 185 \t 11 \t 184 \t 1 \t -8\n", + "3 \t 185 \t 184 \t 1 \t 1 \t -2 \t 17\n", + "4 \t 184 \t 1 \t 184 \t 0 \t 23 \t -195\n", + "\t\t\t\t\t -25 \t 212\n", + "GCD(39203, 4623) = 1, with coefficients -25 and 212 such that 1 = (-25)*39203 + (212)*4623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4624 \t 8 \t 2211 \t 1 \t 0\n", + "1 \t 4624 \t 2211 \t 2 \t 202 \t 0 \t 1\n", + "2 \t 2211 \t 202 \t 10 \t 191 \t 1 \t -8\n", + "3 \t 202 \t 191 \t 1 \t 11 \t -2 \t 17\n", + "4 \t 191 \t 11 \t 17 \t 4 \t 21 \t -178\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -23 \t 195\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 412 \t -3493\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -847 \t 7181\n", + "\t\t\t\t\t 1259 \t -10674\n", + "GCD(39203, 4624) = 1, with coefficients 1259 and -10674 such that 1 = (1259)*39203 + (-10674)*4624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4625 \t 8 \t 2203 \t 1 \t 0\n", + "1 \t 4625 \t 2203 \t 2 \t 219 \t 0 \t 1\n", + "2 \t 2203 \t 219 \t 10 \t 13 \t 1 \t -8\n", + "3 \t 219 \t 13 \t 16 \t 11 \t -2 \t 17\n", + "4 \t 13 \t 11 \t 1 \t 2 \t 21 \t -178\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -338 \t 2865\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 359 \t -3043\n", + "\t\t\t\t\t -2133 \t 18080\n", + "GCD(39203, 4625) = 1, with coefficients -2133 and 18080 such that 1 = (-2133)*39203 + (18080)*4625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4626 \t 8 \t 2195 \t 1 \t 0\n", + "1 \t 4626 \t 2195 \t 2 \t 236 \t 0 \t 1\n", + "2 \t 2195 \t 236 \t 9 \t 71 \t 1 \t -8\n", + "3 \t 236 \t 71 \t 3 \t 23 \t -2 \t 17\n", + "4 \t 71 \t 23 \t 3 \t 2 \t 19 \t -161\n", + "5 \t 23 \t 2 \t 11 \t 1 \t -59 \t 500\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 196 \t -1661\n", + "\t\t\t\t\t -2215 \t 18771\n", + "GCD(39203, 4626) = 1, with coefficients -2215 and 18771 such that 1 = (-2215)*39203 + (18771)*4626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4627 \t 8 \t 2187 \t 1 \t 0\n", + "1 \t 4627 \t 2187 \t 2 \t 253 \t 0 \t 1\n", + "2 \t 2187 \t 253 \t 8 \t 163 \t 1 \t -8\n", + "3 \t 253 \t 163 \t 1 \t 90 \t -2 \t 17\n", + "4 \t 163 \t 90 \t 1 \t 73 \t 17 \t -144\n", + "5 \t 90 \t 73 \t 1 \t 17 \t -19 \t 161\n", + "6 \t 73 \t 17 \t 4 \t 5 \t 36 \t -305\n", + "7 \t 17 \t 5 \t 3 \t 2 \t -55 \t 466\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 256 \t -2169\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -823 \t 6973\n", + "\t\t\t\t\t 1902 \t -16115\n", + "GCD(39203, 4627) = 1, with coefficients 1902 and -16115 such that 1 = (1902)*39203 + (-16115)*4627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4628 \t 8 \t 2179 \t 1 \t 0\n", + "1 \t 4628 \t 2179 \t 2 \t 270 \t 0 \t 1\n", + "2 \t 2179 \t 270 \t 8 \t 19 \t 1 \t -8\n", + "3 \t 270 \t 19 \t 14 \t 4 \t -2 \t 17\n", + "4 \t 19 \t 4 \t 4 \t 3 \t 17 \t -144\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -240 \t 2033\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 977 \t -8276\n", + "\t\t\t\t\t -1217 \t 10309\n", + "GCD(39203, 4628) = 1, with coefficients -1217 and 10309 such that 1 = (-1217)*39203 + (10309)*4628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4629 \t 8 \t 2171 \t 1 \t 0\n", + "1 \t 4629 \t 2171 \t 2 \t 287 \t 0 \t 1\n", + "2 \t 2171 \t 287 \t 7 \t 162 \t 1 \t -8\n", + "3 \t 287 \t 162 \t 1 \t 125 \t -2 \t 17\n", + "4 \t 162 \t 125 \t 1 \t 37 \t 15 \t -127\n", + "5 \t 125 \t 37 \t 3 \t 14 \t -17 \t 144\n", + "6 \t 37 \t 14 \t 2 \t 9 \t 32 \t -271\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -113 \t 957\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 258 \t -2185\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -371 \t 3142\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 629 \t -5327\n", + "\t\t\t\t\t -1000 \t 8469\n", + "GCD(39203, 4629) = 1, with coefficients -1000 and 8469 such that 1 = (-1000)*39203 + (8469)*4629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4630 \t 8 \t 2163 \t 1 \t 0\n", + "1 \t 4630 \t 2163 \t 2 \t 304 \t 0 \t 1\n", + "2 \t 2163 \t 304 \t 7 \t 35 \t 1 \t -8\n", + "3 \t 304 \t 35 \t 8 \t 24 \t -2 \t 17\n", + "4 \t 35 \t 24 \t 1 \t 11 \t 15 \t -127\n", + "5 \t 24 \t 11 \t 2 \t 2 \t -122 \t 1033\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 137 \t -1160\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -396 \t 3353\n", + "\t\t\t\t\t 2117 \t -17925\n", + "GCD(39203, 4630) = 1, with coefficients 2117 and -17925 such that 1 = (2117)*39203 + (-17925)*4630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4631 \t 8 \t 2155 \t 1 \t 0\n", + "1 \t 4631 \t 2155 \t 2 \t 321 \t 0 \t 1\n", + "2 \t 2155 \t 321 \t 6 \t 229 \t 1 \t -8\n", + "3 \t 321 \t 229 \t 1 \t 92 \t -2 \t 17\n", + "4 \t 229 \t 92 \t 2 \t 45 \t 13 \t -110\n", + "5 \t 92 \t 45 \t 2 \t 2 \t -15 \t 127\n", + "6 \t 45 \t 2 \t 22 \t 1 \t 43 \t -364\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -101 \t 855\n", + "\t\t\t\t\t 2265 \t -19174\n", + "GCD(39203, 4631) = 1, with coefficients 2265 and -19174 such that 1 = (2265)*39203 + (-19174)*4631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4632 \t 8 \t 2147 \t 1 \t 0\n", + "1 \t 4632 \t 2147 \t 2 \t 338 \t 0 \t 1\n", + "2 \t 2147 \t 338 \t 6 \t 119 \t 1 \t -8\n", + "3 \t 338 \t 119 \t 2 \t 100 \t -2 \t 17\n", + "4 \t 119 \t 100 \t 1 \t 19 \t 13 \t -110\n", + "5 \t 100 \t 19 \t 5 \t 5 \t -28 \t 237\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 41 \t -347\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -233 \t 1972\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 740 \t -6263\n", + "\t\t\t\t\t -973 \t 8235\n", + "GCD(39203, 4632) = 1, with coefficients -973 and 8235 such that 1 = (-973)*39203 + (8235)*4632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4633 \t 8 \t 2139 \t 1 \t 0\n", + "1 \t 4633 \t 2139 \t 2 \t 355 \t 0 \t 1\n", + "2 \t 2139 \t 355 \t 6 \t 9 \t 1 \t -8\n", + "3 \t 355 \t 9 \t 39 \t 4 \t -2 \t 17\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 13 \t -110\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -509 \t 4307\n", + "\t\t\t\t\t 1031 \t -8724\n", + "GCD(39203, 4633) = 1, with coefficients 1031 and -8724 such that 1 = (1031)*39203 + (-8724)*4633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4634 \t 8 \t 2131 \t 1 \t 0\n", + "1 \t 4634 \t 2131 \t 2 \t 372 \t 0 \t 1\n", + "2 \t 2131 \t 372 \t 5 \t 271 \t 1 \t -8\n", + "3 \t 372 \t 271 \t 1 \t 101 \t -2 \t 17\n", + "4 \t 271 \t 101 \t 2 \t 69 \t 11 \t -93\n", + "5 \t 101 \t 69 \t 1 \t 32 \t -13 \t 110\n", + "6 \t 69 \t 32 \t 2 \t 5 \t 37 \t -313\n", + "7 \t 32 \t 5 \t 6 \t 2 \t -50 \t 423\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 137 \t -1159\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -872 \t 7377\n", + "\t\t\t\t\t 1881 \t -15913\n", + "GCD(39203, 4634) = 1, with coefficients 1881 and -15913 such that 1 = (1881)*39203 + (-15913)*4634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4635 \t 8 \t 2123 \t 1 \t 0\n", + "1 \t 4635 \t 2123 \t 2 \t 389 \t 0 \t 1\n", + "2 \t 2123 \t 389 \t 5 \t 178 \t 1 \t -8\n", + "3 \t 389 \t 178 \t 2 \t 33 \t -2 \t 17\n", + "4 \t 178 \t 33 \t 5 \t 13 \t 11 \t -93\n", + "5 \t 33 \t 13 \t 2 \t 7 \t -24 \t 203\n", + "6 \t 13 \t 7 \t 1 \t 6 \t 131 \t -1108\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -286 \t 2419\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 417 \t -3527\n", + "\t\t\t\t\t -703 \t 5946\n", + "GCD(39203, 4635) = 1, with coefficients -703 and 5946 such that 1 = (-703)*39203 + (5946)*4635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4636 \t 8 \t 2115 \t 1 \t 0\n", + "1 \t 4636 \t 2115 \t 2 \t 406 \t 0 \t 1\n", + "2 \t 2115 \t 406 \t 5 \t 85 \t 1 \t -8\n", + "3 \t 406 \t 85 \t 4 \t 66 \t -2 \t 17\n", + "4 \t 85 \t 66 \t 1 \t 19 \t 11 \t -93\n", + "5 \t 66 \t 19 \t 3 \t 9 \t -46 \t 389\n", + "6 \t 19 \t 9 \t 2 \t 1 \t 57 \t -482\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -217 \t 1835\n", + "\t\t\t\t\t 491 \t -4152\n", + "GCD(39203, 4636) = 1, with coefficients 491 and -4152 such that 1 = (491)*39203 + (-4152)*4636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4637 \t 8 \t 2107 \t 1 \t 0\n", + "1 \t 4637 \t 2107 \t 2 \t 423 \t 0 \t 1\n", + "2 \t 2107 \t 423 \t 4 \t 415 \t 1 \t -8\n", + "3 \t 423 \t 415 \t 1 \t 8 \t -2 \t 17\n", + "4 \t 415 \t 8 \t 51 \t 7 \t 9 \t -76\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -11 \t 93\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 570 \t -4819\n", + "\t\t\t\t\t -581 \t 4912\n", + "GCD(39203, 4637) = 1, with coefficients -581 and 4912 such that 1 = (-581)*39203 + (4912)*4637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4638 \t 8 \t 2099 \t 1 \t 0\n", + "1 \t 4638 \t 2099 \t 2 \t 440 \t 0 \t 1\n", + "2 \t 2099 \t 440 \t 4 \t 339 \t 1 \t -8\n", + "3 \t 440 \t 339 \t 1 \t 101 \t -2 \t 17\n", + "4 \t 339 \t 101 \t 3 \t 36 \t 9 \t -76\n", + "5 \t 101 \t 36 \t 2 \t 29 \t -11 \t 93\n", + "6 \t 36 \t 29 \t 1 \t 7 \t 42 \t -355\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -95 \t 803\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 137 \t -1158\n", + "\t\t\t\t\t -643 \t 5435\n", + "GCD(39203, 4638) = 1, with coefficients -643 and 5435 such that 1 = (-643)*39203 + (5435)*4638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4639 \t 8 \t 2091 \t 1 \t 0\n", + "1 \t 4639 \t 2091 \t 2 \t 457 \t 0 \t 1\n", + "2 \t 2091 \t 457 \t 4 \t 263 \t 1 \t -8\n", + "3 \t 457 \t 263 \t 1 \t 194 \t -2 \t 17\n", + "4 \t 263 \t 194 \t 1 \t 69 \t 9 \t -76\n", + "5 \t 194 \t 69 \t 2 \t 56 \t -11 \t 93\n", + "6 \t 69 \t 56 \t 1 \t 13 \t 20 \t -169\n", + "7 \t 56 \t 13 \t 4 \t 4 \t -51 \t 431\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 71 \t -600\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -335 \t 2831\n", + "\t\t\t\t\t 1076 \t -9093\n", + "GCD(39203, 4639) = 1, with coefficients 1076 and -9093 such that 1 = (1076)*39203 + (-9093)*4639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4640 \t 8 \t 2083 \t 1 \t 0\n", + "1 \t 4640 \t 2083 \t 2 \t 474 \t 0 \t 1\n", + "2 \t 2083 \t 474 \t 4 \t 187 \t 1 \t -8\n", + "3 \t 474 \t 187 \t 2 \t 100 \t -2 \t 17\n", + "4 \t 187 \t 100 \t 1 \t 87 \t 9 \t -76\n", + "5 \t 100 \t 87 \t 1 \t 13 \t -20 \t 169\n", + "6 \t 87 \t 13 \t 6 \t 9 \t 29 \t -245\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -49 \t 414\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 323 \t -2729\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -372 \t 3143\n", + "\t\t\t\t\t 1067 \t -9015\n", + "GCD(39203, 4640) = 1, with coefficients 1067 and -9015 such that 1 = (1067)*39203 + (-9015)*4640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4641 \t 8 \t 2075 \t 1 \t 0\n", + "1 \t 4641 \t 2075 \t 2 \t 491 \t 0 \t 1\n", + "2 \t 2075 \t 491 \t 4 \t 111 \t 1 \t -8\n", + "3 \t 491 \t 111 \t 4 \t 47 \t -2 \t 17\n", + "4 \t 111 \t 47 \t 2 \t 17 \t 9 \t -76\n", + "5 \t 47 \t 17 \t 2 \t 13 \t -38 \t 321\n", + "6 \t 17 \t 13 \t 1 \t 4 \t 85 \t -718\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -208 \t 1757\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 293 \t -2475\n", + "\t\t\t\t\t -1087 \t 9182\n", + "GCD(39203, 4641) = 1, with coefficients -1087 and 9182 such that 1 = (-1087)*39203 + (9182)*4641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4642 \t 8 \t 2067 \t 1 \t 0\n", + "1 \t 4642 \t 2067 \t 2 \t 508 \t 0 \t 1\n", + "2 \t 2067 \t 508 \t 4 \t 35 \t 1 \t -8\n", + "3 \t 508 \t 35 \t 14 \t 18 \t -2 \t 17\n", + "4 \t 35 \t 18 \t 1 \t 17 \t 9 \t -76\n", + "5 \t 18 \t 17 \t 1 \t 1 \t -128 \t 1081\n", + "6 \t 17 \t 1 \t 17 \t 0 \t 137 \t -1157\n", + "\t\t\t\t\t -265 \t 2238\n", + "GCD(39203, 4642) = 1, with coefficients -265 and 2238 such that 1 = (-265)*39203 + (2238)*4642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4643 \t 8 \t 2059 \t 1 \t 0\n", + "1 \t 4643 \t 2059 \t 2 \t 525 \t 0 \t 1\n", + "2 \t 2059 \t 525 \t 3 \t 484 \t 1 \t -8\n", + "3 \t 525 \t 484 \t 1 \t 41 \t -2 \t 17\n", + "4 \t 484 \t 41 \t 11 \t 33 \t 7 \t -59\n", + "5 \t 41 \t 33 \t 1 \t 8 \t -9 \t 76\n", + "6 \t 33 \t 8 \t 4 \t 1 \t 106 \t -895\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -115 \t 971\n", + "\t\t\t\t\t 566 \t -4779\n", + "GCD(39203, 4643) = 1, with coefficients 566 and -4779 such that 1 = (566)*39203 + (-4779)*4643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4644 \t 8 \t 2051 \t 1 \t 0\n", + "1 \t 4644 \t 2051 \t 2 \t 542 \t 0 \t 1\n", + "2 \t 2051 \t 542 \t 3 \t 425 \t 1 \t -8\n", + "3 \t 542 \t 425 \t 1 \t 117 \t -2 \t 17\n", + "4 \t 425 \t 117 \t 3 \t 74 \t 7 \t -59\n", + "5 \t 117 \t 74 \t 1 \t 43 \t -9 \t 76\n", + "6 \t 74 \t 43 \t 1 \t 31 \t 34 \t -287\n", + "7 \t 43 \t 31 \t 1 \t 12 \t -43 \t 363\n", + "8 \t 31 \t 12 \t 2 \t 7 \t 77 \t -650\n", + "9 \t 12 \t 7 \t 1 \t 5 \t -120 \t 1013\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 317 \t -2676\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -437 \t 3689\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 754 \t -6365\n", + "\t\t\t\t\t -1945 \t 16419\n", + "GCD(39203, 4644) = 1, with coefficients -1945 and 16419 such that 1 = (-1945)*39203 + (16419)*4644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4645 \t 8 \t 2043 \t 1 \t 0\n", + "1 \t 4645 \t 2043 \t 2 \t 559 \t 0 \t 1\n", + "2 \t 2043 \t 559 \t 3 \t 366 \t 1 \t -8\n", + "3 \t 559 \t 366 \t 1 \t 193 \t -2 \t 17\n", + "4 \t 366 \t 193 \t 1 \t 173 \t 7 \t -59\n", + "5 \t 193 \t 173 \t 1 \t 20 \t -9 \t 76\n", + "6 \t 173 \t 20 \t 8 \t 13 \t 16 \t -135\n", + "7 \t 20 \t 13 \t 1 \t 7 \t -25 \t 211\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 216 \t -1823\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -241 \t 2034\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 457 \t -3857\n", + "\t\t\t\t\t -698 \t 5891\n", + "GCD(39203, 4645) = 1, with coefficients -698 and 5891 such that 1 = (-698)*39203 + (5891)*4645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4646 \t 8 \t 2035 \t 1 \t 0\n", + "1 \t 4646 \t 2035 \t 2 \t 576 \t 0 \t 1\n", + "2 \t 2035 \t 576 \t 3 \t 307 \t 1 \t -8\n", + "3 \t 576 \t 307 \t 1 \t 269 \t -2 \t 17\n", + "4 \t 307 \t 269 \t 1 \t 38 \t 7 \t -59\n", + "5 \t 269 \t 38 \t 7 \t 3 \t -9 \t 76\n", + "6 \t 38 \t 3 \t 12 \t 2 \t 16 \t -135\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -121 \t 1021\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1468 \t -12387\n", + "\t\t\t\t\t -1589 \t 13408\n", + "GCD(39203, 4646) = 1, with coefficients -1589 and 13408 such that 1 = (-1589)*39203 + (13408)*4646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4647 \t 8 \t 2027 \t 1 \t 0\n", + "1 \t 4647 \t 2027 \t 2 \t 593 \t 0 \t 1\n", + "2 \t 2027 \t 593 \t 3 \t 248 \t 1 \t -8\n", + "3 \t 593 \t 248 \t 2 \t 97 \t -2 \t 17\n", + "4 \t 248 \t 97 \t 2 \t 54 \t 7 \t -59\n", + "5 \t 97 \t 54 \t 1 \t 43 \t -16 \t 135\n", + "6 \t 54 \t 43 \t 1 \t 11 \t 39 \t -329\n", + "7 \t 43 \t 11 \t 3 \t 10 \t -55 \t 464\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 94 \t -793\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -337 \t 2843\n", + "\t\t\t\t\t 431 \t -3636\n", + "GCD(39203, 4647) = 1, with coefficients 431 and -3636 such that 1 = (431)*39203 + (-3636)*4647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4648 \t 8 \t 2019 \t 1 \t 0\n", + "1 \t 4648 \t 2019 \t 2 \t 610 \t 0 \t 1\n", + "2 \t 2019 \t 610 \t 3 \t 189 \t 1 \t -8\n", + "3 \t 610 \t 189 \t 3 \t 43 \t -2 \t 17\n", + "4 \t 189 \t 43 \t 4 \t 17 \t 7 \t -59\n", + "5 \t 43 \t 17 \t 2 \t 9 \t -23 \t 194\n", + "6 \t 17 \t 9 \t 1 \t 8 \t 99 \t -835\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -221 \t 1864\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 320 \t -2699\n", + "\t\t\t\t\t -541 \t 4563\n", + "GCD(39203, 4648) = 1, with coefficients -541 and 4563 such that 1 = (-541)*39203 + (4563)*4648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4649 \t 8 \t 2011 \t 1 \t 0\n", + "1 \t 4649 \t 2011 \t 2 \t 627 \t 0 \t 1\n", + "2 \t 2011 \t 627 \t 3 \t 130 \t 1 \t -8\n", + "3 \t 627 \t 130 \t 4 \t 107 \t -2 \t 17\n", + "4 \t 130 \t 107 \t 1 \t 23 \t 7 \t -59\n", + "5 \t 107 \t 23 \t 4 \t 15 \t -30 \t 253\n", + "6 \t 23 \t 15 \t 1 \t 8 \t 37 \t -312\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -178 \t 1501\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 215 \t -1813\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -393 \t 3314\n", + "\t\t\t\t\t 608 \t -5127\n", + "GCD(39203, 4649) = 1, with coefficients 608 and -5127 such that 1 = (608)*39203 + (-5127)*4649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4650 \t 8 \t 2003 \t 1 \t 0\n", + "1 \t 4650 \t 2003 \t 2 \t 644 \t 0 \t 1\n", + "2 \t 2003 \t 644 \t 3 \t 71 \t 1 \t -8\n", + "3 \t 644 \t 71 \t 9 \t 5 \t -2 \t 17\n", + "4 \t 71 \t 5 \t 14 \t 1 \t 7 \t -59\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -65 \t 548\n", + "\t\t\t\t\t 917 \t -7731\n", + "GCD(39203, 4650) = 1, with coefficients 917 and -7731 such that 1 = (917)*39203 + (-7731)*4650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4651 \t 8 \t 1995 \t 1 \t 0\n", + "1 \t 4651 \t 1995 \t 2 \t 661 \t 0 \t 1\n", + "2 \t 1995 \t 661 \t 3 \t 12 \t 1 \t -8\n", + "3 \t 661 \t 12 \t 55 \t 1 \t -2 \t 17\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 7 \t -59\n", + "\t\t\t\t\t -387 \t 3262\n", + "GCD(39203, 4651) = 1, with coefficients -387 and 3262 such that 1 = (-387)*39203 + (3262)*4651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4652 \t 8 \t 1987 \t 1 \t 0\n", + "1 \t 4652 \t 1987 \t 2 \t 678 \t 0 \t 1\n", + "2 \t 1987 \t 678 \t 2 \t 631 \t 1 \t -8\n", + "3 \t 678 \t 631 \t 1 \t 47 \t -2 \t 17\n", + "4 \t 631 \t 47 \t 13 \t 20 \t 5 \t -42\n", + "5 \t 47 \t 20 \t 2 \t 7 \t -7 \t 59\n", + "6 \t 20 \t 7 \t 2 \t 6 \t 96 \t -809\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -199 \t 1677\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 494 \t -4163\n", + "\t\t\t\t\t -693 \t 5840\n", + "GCD(39203, 4652) = 1, with coefficients -693 and 5840 such that 1 = (-693)*39203 + (5840)*4652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4653 \t 8 \t 1979 \t 1 \t 0\n", + "1 \t 4653 \t 1979 \t 2 \t 695 \t 0 \t 1\n", + "2 \t 1979 \t 695 \t 2 \t 589 \t 1 \t -8\n", + "3 \t 695 \t 589 \t 1 \t 106 \t -2 \t 17\n", + "4 \t 589 \t 106 \t 5 \t 59 \t 5 \t -42\n", + "5 \t 106 \t 59 \t 1 \t 47 \t -7 \t 59\n", + "6 \t 59 \t 47 \t 1 \t 12 \t 40 \t -337\n", + "7 \t 47 \t 12 \t 3 \t 11 \t -47 \t 396\n", + "8 \t 12 \t 11 \t 1 \t 1 \t 87 \t -733\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -308 \t 2595\n", + "\t\t\t\t\t 395 \t -3328\n", + "GCD(39203, 4653) = 1, with coefficients 395 and -3328 such that 1 = (395)*39203 + (-3328)*4653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4654 \t 8 \t 1971 \t 1 \t 0\n", + "1 \t 4654 \t 1971 \t 2 \t 712 \t 0 \t 1\n", + "2 \t 1971 \t 712 \t 2 \t 547 \t 1 \t -8\n", + "3 \t 712 \t 547 \t 1 \t 165 \t -2 \t 17\n", + "4 \t 547 \t 165 \t 3 \t 52 \t 5 \t -42\n", + "5 \t 165 \t 52 \t 3 \t 9 \t -7 \t 59\n", + "6 \t 52 \t 9 \t 5 \t 7 \t 26 \t -219\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -85 \t 716\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 451 \t -3799\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -536 \t 4515\n", + "\t\t\t\t\t 2059 \t -17344\n", + "GCD(39203, 4654) = 1, with coefficients 2059 and -17344 such that 1 = (2059)*39203 + (-17344)*4654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4655 \t 8 \t 1963 \t 1 \t 0\n", + "1 \t 4655 \t 1963 \t 2 \t 729 \t 0 \t 1\n", + "2 \t 1963 \t 729 \t 2 \t 505 \t 1 \t -8\n", + "3 \t 729 \t 505 \t 1 \t 224 \t -2 \t 17\n", + "4 \t 505 \t 224 \t 2 \t 57 \t 5 \t -42\n", + "5 \t 224 \t 57 \t 3 \t 53 \t -7 \t 59\n", + "6 \t 57 \t 53 \t 1 \t 4 \t 19 \t -160\n", + "7 \t 53 \t 4 \t 13 \t 1 \t -64 \t 539\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 83 \t -699\n", + "\t\t\t\t\t -1143 \t 9626\n", + "GCD(39203, 4655) = 1, with coefficients -1143 and 9626 such that 1 = (-1143)*39203 + (9626)*4655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4656 \t 8 \t 1955 \t 1 \t 0\n", + "1 \t 4656 \t 1955 \t 2 \t 746 \t 0 \t 1\n", + "2 \t 1955 \t 746 \t 2 \t 463 \t 1 \t -8\n", + "3 \t 746 \t 463 \t 1 \t 283 \t -2 \t 17\n", + "4 \t 463 \t 283 \t 1 \t 180 \t 5 \t -42\n", + "5 \t 283 \t 180 \t 1 \t 103 \t -7 \t 59\n", + "6 \t 180 \t 103 \t 1 \t 77 \t 12 \t -101\n", + "7 \t 103 \t 77 \t 1 \t 26 \t -19 \t 160\n", + "8 \t 77 \t 26 \t 2 \t 25 \t 31 \t -261\n", + "9 \t 26 \t 25 \t 1 \t 1 \t -50 \t 421\n", + "10 \t 25 \t 1 \t 25 \t 0 \t 131 \t -1103\n", + "\t\t\t\t\t -181 \t 1524\n", + "GCD(39203, 4656) = 1, with coefficients -181 and 1524 such that 1 = (-181)*39203 + (1524)*4656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4657 \t 8 \t 1947 \t 1 \t 0\n", + "1 \t 4657 \t 1947 \t 2 \t 763 \t 0 \t 1\n", + "2 \t 1947 \t 763 \t 2 \t 421 \t 1 \t -8\n", + "3 \t 763 \t 421 \t 1 \t 342 \t -2 \t 17\n", + "4 \t 421 \t 342 \t 1 \t 79 \t 5 \t -42\n", + "5 \t 342 \t 79 \t 4 \t 26 \t -7 \t 59\n", + "6 \t 79 \t 26 \t 3 \t 1 \t 12 \t -101\n", + "7 \t 26 \t 1 \t 26 \t 0 \t -55 \t 463\n", + "\t\t\t\t\t 177 \t -1490\n", + "GCD(39203, 4657) = 1, with coefficients 177 and -1490 such that 1 = (177)*39203 + (-1490)*4657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4658 \t 8 \t 1939 \t 1 \t 0\n", + "1 \t 4658 \t 1939 \t 2 \t 780 \t 0 \t 1\n", + "2 \t 1939 \t 780 \t 2 \t 379 \t 1 \t -8\n", + "3 \t 780 \t 379 \t 2 \t 22 \t -2 \t 17\n", + "4 \t 379 \t 22 \t 17 \t 5 \t 5 \t -42\n", + "5 \t 22 \t 5 \t 4 \t 2 \t -12 \t 101\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 209 \t -1759\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -848 \t 7137\n", + "\t\t\t\t\t 1905 \t -16033\n", + "GCD(39203, 4658) = 1, with coefficients 1905 and -16033 such that 1 = (1905)*39203 + (-16033)*4658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4659 \t 8 \t 1931 \t 1 \t 0\n", + "1 \t 4659 \t 1931 \t 2 \t 797 \t 0 \t 1\n", + "2 \t 1931 \t 797 \t 2 \t 337 \t 1 \t -8\n", + "3 \t 797 \t 337 \t 2 \t 123 \t -2 \t 17\n", + "4 \t 337 \t 123 \t 2 \t 91 \t 5 \t -42\n", + "5 \t 123 \t 91 \t 1 \t 32 \t -12 \t 101\n", + "6 \t 91 \t 32 \t 2 \t 27 \t 29 \t -244\n", + "7 \t 32 \t 27 \t 1 \t 5 \t -41 \t 345\n", + "8 \t 27 \t 5 \t 5 \t 2 \t 111 \t -934\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -152 \t 1279\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 871 \t -7329\n", + "\t\t\t\t\t -1894 \t 15937\n", + "GCD(39203, 4659) = 1, with coefficients -1894 and 15937 such that 1 = (-1894)*39203 + (15937)*4659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4660 \t 8 \t 1923 \t 1 \t 0\n", + "1 \t 4660 \t 1923 \t 2 \t 814 \t 0 \t 1\n", + "2 \t 1923 \t 814 \t 2 \t 295 \t 1 \t -8\n", + "3 \t 814 \t 295 \t 2 \t 224 \t -2 \t 17\n", + "4 \t 295 \t 224 \t 1 \t 71 \t 5 \t -42\n", + "5 \t 224 \t 71 \t 3 \t 11 \t -12 \t 101\n", + "6 \t 71 \t 11 \t 6 \t 5 \t 17 \t -143\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -63 \t 530\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 395 \t -3323\n", + "\t\t\t\t\t -853 \t 7176\n", + "GCD(39203, 4660) = 1, with coefficients -853 and 7176 such that 1 = (-853)*39203 + (7176)*4660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4661 \t 8 \t 1915 \t 1 \t 0\n", + "1 \t 4661 \t 1915 \t 2 \t 831 \t 0 \t 1\n", + "2 \t 1915 \t 831 \t 2 \t 253 \t 1 \t -8\n", + "3 \t 831 \t 253 \t 3 \t 72 \t -2 \t 17\n", + "4 \t 253 \t 72 \t 3 \t 37 \t 5 \t -42\n", + "5 \t 72 \t 37 \t 1 \t 35 \t -17 \t 143\n", + "6 \t 37 \t 35 \t 1 \t 2 \t 56 \t -471\n", + "7 \t 35 \t 2 \t 17 \t 1 \t -73 \t 614\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 129 \t -1085\n", + "\t\t\t\t\t -2266 \t 19059\n", + "GCD(39203, 4661) = 1, with coefficients -2266 and 19059 such that 1 = (-2266)*39203 + (19059)*4661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4662 \t 8 \t 1907 \t 1 \t 0\n", + "1 \t 4662 \t 1907 \t 2 \t 848 \t 0 \t 1\n", + "2 \t 1907 \t 848 \t 2 \t 211 \t 1 \t -8\n", + "3 \t 848 \t 211 \t 4 \t 4 \t -2 \t 17\n", + "4 \t 211 \t 4 \t 52 \t 3 \t 5 \t -42\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -22 \t 185\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1149 \t -9662\n", + "\t\t\t\t\t -1171 \t 9847\n", + "GCD(39203, 4662) = 1, with coefficients -1171 and 9847 such that 1 = (-1171)*39203 + (9847)*4662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4663 \t 8 \t 1899 \t 1 \t 0\n", + "1 \t 4663 \t 1899 \t 2 \t 865 \t 0 \t 1\n", + "2 \t 1899 \t 865 \t 2 \t 169 \t 1 \t -8\n", + "3 \t 865 \t 169 \t 5 \t 20 \t -2 \t 17\n", + "4 \t 169 \t 20 \t 8 \t 9 \t 5 \t -42\n", + "5 \t 20 \t 9 \t 2 \t 2 \t -27 \t 227\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 221 \t -1858\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -469 \t 3943\n", + "\t\t\t\t\t 2097 \t -17630\n", + "GCD(39203, 4663) = 1, with coefficients 2097 and -17630 such that 1 = (2097)*39203 + (-17630)*4663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4664 \t 8 \t 1891 \t 1 \t 0\n", + "1 \t 4664 \t 1891 \t 2 \t 882 \t 0 \t 1\n", + "2 \t 1891 \t 882 \t 2 \t 127 \t 1 \t -8\n", + "3 \t 882 \t 127 \t 6 \t 120 \t -2 \t 17\n", + "4 \t 127 \t 120 \t 1 \t 7 \t 5 \t -42\n", + "5 \t 120 \t 7 \t 17 \t 1 \t -32 \t 269\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 37 \t -311\n", + "\t\t\t\t\t -661 \t 5556\n", + "GCD(39203, 4664) = 1, with coefficients -661 and 5556 such that 1 = (-661)*39203 + (5556)*4664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4665 \t 8 \t 1883 \t 1 \t 0\n", + "1 \t 4665 \t 1883 \t 2 \t 899 \t 0 \t 1\n", + "2 \t 1883 \t 899 \t 2 \t 85 \t 1 \t -8\n", + "3 \t 899 \t 85 \t 10 \t 49 \t -2 \t 17\n", + "4 \t 85 \t 49 \t 1 \t 36 \t 5 \t -42\n", + "5 \t 49 \t 36 \t 1 \t 13 \t -52 \t 437\n", + "6 \t 36 \t 13 \t 2 \t 10 \t 57 \t -479\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -109 \t 916\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 275 \t -2311\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -384 \t 3227\n", + "\t\t\t\t\t 1427 \t -11992\n", + "GCD(39203, 4665) = 1, with coefficients 1427 and -11992 such that 1 = (1427)*39203 + (-11992)*4665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4666 \t 8 \t 1875 \t 1 \t 0\n", + "1 \t 4666 \t 1875 \t 2 \t 916 \t 0 \t 1\n", + "2 \t 1875 \t 916 \t 2 \t 43 \t 1 \t -8\n", + "3 \t 916 \t 43 \t 21 \t 13 \t -2 \t 17\n", + "4 \t 43 \t 13 \t 3 \t 4 \t 5 \t -42\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -107 \t 899\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 326 \t -2739\n", + "\t\t\t\t\t -1085 \t 9116\n", + "GCD(39203, 4666) = 1, with coefficients -1085 and 9116 such that 1 = (-1085)*39203 + (9116)*4666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4667 \t 8 \t 1867 \t 1 \t 0\n", + "1 \t 4667 \t 1867 \t 2 \t 933 \t 0 \t 1\n", + "2 \t 1867 \t 933 \t 2 \t 1 \t 1 \t -8\n", + "3 \t 933 \t 1 \t 933 \t 0 \t -2 \t 17\n", + "\t\t\t\t\t 5 \t -42\n", + "GCD(39203, 4667) = 1, with coefficients 5 and -42 such that 1 = (5)*39203 + (-42)*4667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4668 \t 8 \t 1859 \t 1 \t 0\n", + "1 \t 4668 \t 1859 \t 2 \t 950 \t 0 \t 1\n", + "2 \t 1859 \t 950 \t 1 \t 909 \t 1 \t -8\n", + "3 \t 950 \t 909 \t 1 \t 41 \t -2 \t 17\n", + "4 \t 909 \t 41 \t 22 \t 7 \t 3 \t -25\n", + "5 \t 41 \t 7 \t 5 \t 6 \t -5 \t 42\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 113 \t -949\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -570 \t 4787\n", + "\t\t\t\t\t 683 \t -5736\n", + "GCD(39203, 4668) = 1, with coefficients 683 and -5736 such that 1 = (683)*39203 + (-5736)*4668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4669 \t 8 \t 1851 \t 1 \t 0\n", + "1 \t 4669 \t 1851 \t 2 \t 967 \t 0 \t 1\n", + "2 \t 1851 \t 967 \t 1 \t 884 \t 1 \t -8\n", + "3 \t 967 \t 884 \t 1 \t 83 \t -2 \t 17\n", + "4 \t 884 \t 83 \t 10 \t 54 \t 3 \t -25\n", + "5 \t 83 \t 54 \t 1 \t 29 \t -5 \t 42\n", + "6 \t 54 \t 29 \t 1 \t 25 \t 53 \t -445\n", + "7 \t 29 \t 25 \t 1 \t 4 \t -58 \t 487\n", + "8 \t 25 \t 4 \t 6 \t 1 \t 111 \t -932\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -169 \t 1419\n", + "\t\t\t\t\t 1125 \t -9446\n", + "GCD(39203, 4669) = 1, with coefficients 1125 and -9446 such that 1 = (1125)*39203 + (-9446)*4669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4670 \t 8 \t 1843 \t 1 \t 0\n", + "1 \t 4670 \t 1843 \t 2 \t 984 \t 0 \t 1\n", + "2 \t 1843 \t 984 \t 1 \t 859 \t 1 \t -8\n", + "3 \t 984 \t 859 \t 1 \t 125 \t -2 \t 17\n", + "4 \t 859 \t 125 \t 6 \t 109 \t 3 \t -25\n", + "5 \t 125 \t 109 \t 1 \t 16 \t -5 \t 42\n", + "6 \t 109 \t 16 \t 6 \t 13 \t 33 \t -277\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -38 \t 319\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 261 \t -2191\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -299 \t 2510\n", + "\t\t\t\t\t 1457 \t -12231\n", + "GCD(39203, 4670) = 1, with coefficients 1457 and -12231 such that 1 = (1457)*39203 + (-12231)*4670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4671 \t 8 \t 1835 \t 1 \t 0\n", + "1 \t 4671 \t 1835 \t 2 \t 1001 \t 0 \t 1\n", + "2 \t 1835 \t 1001 \t 1 \t 834 \t 1 \t -8\n", + "3 \t 1001 \t 834 \t 1 \t 167 \t -2 \t 17\n", + "4 \t 834 \t 167 \t 4 \t 166 \t 3 \t -25\n", + "5 \t 167 \t 166 \t 1 \t 1 \t -5 \t 42\n", + "6 \t 166 \t 1 \t 166 \t 0 \t 23 \t -193\n", + "\t\t\t\t\t -28 \t 235\n", + "GCD(39203, 4671) = 1, with coefficients -28 and 235 such that 1 = (-28)*39203 + (235)*4671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4672 \t 8 \t 1827 \t 1 \t 0\n", + "1 \t 4672 \t 1827 \t 2 \t 1018 \t 0 \t 1\n", + "2 \t 1827 \t 1018 \t 1 \t 809 \t 1 \t -8\n", + "3 \t 1018 \t 809 \t 1 \t 209 \t -2 \t 17\n", + "4 \t 809 \t 209 \t 3 \t 182 \t 3 \t -25\n", + "5 \t 209 \t 182 \t 1 \t 27 \t -5 \t 42\n", + "6 \t 182 \t 27 \t 6 \t 20 \t 18 \t -151\n", + "7 \t 27 \t 20 \t 1 \t 7 \t -23 \t 193\n", + "8 \t 20 \t 7 \t 2 \t 6 \t 156 \t -1309\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -179 \t 1502\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 514 \t -4313\n", + "\t\t\t\t\t -693 \t 5815\n", + "GCD(39203, 4672) = 1, with coefficients -693 and 5815 such that 1 = (-693)*39203 + (5815)*4672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4673 \t 8 \t 1819 \t 1 \t 0\n", + "1 \t 4673 \t 1819 \t 2 \t 1035 \t 0 \t 1\n", + "2 \t 1819 \t 1035 \t 1 \t 784 \t 1 \t -8\n", + "3 \t 1035 \t 784 \t 1 \t 251 \t -2 \t 17\n", + "4 \t 784 \t 251 \t 3 \t 31 \t 3 \t -25\n", + "5 \t 251 \t 31 \t 8 \t 3 \t -5 \t 42\n", + "6 \t 31 \t 3 \t 10 \t 1 \t 18 \t -151\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -149 \t 1250\n", + "\t\t\t\t\t 1508 \t -12651\n", + "GCD(39203, 4673) = 1, with coefficients 1508 and -12651 such that 1 = (1508)*39203 + (-12651)*4673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4674 \t 8 \t 1811 \t 1 \t 0\n", + "1 \t 4674 \t 1811 \t 2 \t 1052 \t 0 \t 1\n", + "2 \t 1811 \t 1052 \t 1 \t 759 \t 1 \t -8\n", + "3 \t 1052 \t 759 \t 1 \t 293 \t -2 \t 17\n", + "4 \t 759 \t 293 \t 2 \t 173 \t 3 \t -25\n", + "5 \t 293 \t 173 \t 1 \t 120 \t -5 \t 42\n", + "6 \t 173 \t 120 \t 1 \t 53 \t 13 \t -109\n", + "7 \t 120 \t 53 \t 2 \t 14 \t -18 \t 151\n", + "8 \t 53 \t 14 \t 3 \t 11 \t 31 \t -260\n", + "9 \t 14 \t 11 \t 1 \t 3 \t -80 \t 671\n", + "10 \t 11 \t 3 \t 3 \t 2 \t 271 \t -2273\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -351 \t 2944\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1324 \t -11105\n", + "\t\t\t\t\t -1675 \t 14049\n", + "GCD(39203, 4674) = 1, with coefficients -1675 and 14049 such that 1 = (-1675)*39203 + (14049)*4674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4675 \t 8 \t 1803 \t 1 \t 0\n", + "1 \t 4675 \t 1803 \t 2 \t 1069 \t 0 \t 1\n", + "2 \t 1803 \t 1069 \t 1 \t 734 \t 1 \t -8\n", + "3 \t 1069 \t 734 \t 1 \t 335 \t -2 \t 17\n", + "4 \t 734 \t 335 \t 2 \t 64 \t 3 \t -25\n", + "5 \t 335 \t 64 \t 5 \t 15 \t -5 \t 42\n", + "6 \t 64 \t 15 \t 4 \t 4 \t 13 \t -109\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -70 \t 587\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -2457\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -949 \t 7958\n", + "\t\t\t\t\t 1242 \t -10415\n", + "GCD(39203, 4675) = 1, with coefficients 1242 and -10415 such that 1 = (1242)*39203 + (-10415)*4675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4676 \t 8 \t 1795 \t 1 \t 0\n", + "1 \t 4676 \t 1795 \t 2 \t 1086 \t 0 \t 1\n", + "2 \t 1795 \t 1086 \t 1 \t 709 \t 1 \t -8\n", + "3 \t 1086 \t 709 \t 1 \t 377 \t -2 \t 17\n", + "4 \t 709 \t 377 \t 1 \t 332 \t 3 \t -25\n", + "5 \t 377 \t 332 \t 1 \t 45 \t -5 \t 42\n", + "6 \t 332 \t 45 \t 7 \t 17 \t 8 \t -67\n", + "7 \t 45 \t 17 \t 2 \t 11 \t -13 \t 109\n", + "8 \t 17 \t 11 \t 1 \t 6 \t 99 \t -830\n", + "9 \t 11 \t 6 \t 1 \t 5 \t -211 \t 1769\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 310 \t -2599\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -521 \t 4368\n", + "\t\t\t\t\t 831 \t -6967\n", + "GCD(39203, 4676) = 1, with coefficients 831 and -6967 such that 1 = (831)*39203 + (-6967)*4676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4677 \t 8 \t 1787 \t 1 \t 0\n", + "1 \t 4677 \t 1787 \t 2 \t 1103 \t 0 \t 1\n", + "2 \t 1787 \t 1103 \t 1 \t 684 \t 1 \t -8\n", + "3 \t 1103 \t 684 \t 1 \t 419 \t -2 \t 17\n", + "4 \t 684 \t 419 \t 1 \t 265 \t 3 \t -25\n", + "5 \t 419 \t 265 \t 1 \t 154 \t -5 \t 42\n", + "6 \t 265 \t 154 \t 1 \t 111 \t 8 \t -67\n", + "7 \t 154 \t 111 \t 1 \t 43 \t -13 \t 109\n", + "8 \t 111 \t 43 \t 2 \t 25 \t 21 \t -176\n", + "9 \t 43 \t 25 \t 1 \t 18 \t -34 \t 285\n", + "10 \t 25 \t 18 \t 1 \t 7 \t 89 \t -746\n", + "11 \t 18 \t 7 \t 2 \t 4 \t -123 \t 1031\n", + "12 \t 7 \t 4 \t 1 \t 3 \t 212 \t -1777\n", + "13 \t 4 \t 3 \t 1 \t 1 \t -547 \t 4585\n", + "14 \t 3 \t 1 \t 3 \t 0 \t 759 \t -6362\n", + "\t\t\t\t\t -1306 \t 10947\n", + "GCD(39203, 4677) = 1, with coefficients -1306 and 10947 such that 1 = (-1306)*39203 + (10947)*4677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4678 \t 8 \t 1779 \t 1 \t 0\n", + "1 \t 4678 \t 1779 \t 2 \t 1120 \t 0 \t 1\n", + "2 \t 1779 \t 1120 \t 1 \t 659 \t 1 \t -8\n", + "3 \t 1120 \t 659 \t 1 \t 461 \t -2 \t 17\n", + "4 \t 659 \t 461 \t 1 \t 198 \t 3 \t -25\n", + "5 \t 461 \t 198 \t 2 \t 65 \t -5 \t 42\n", + "6 \t 198 \t 65 \t 3 \t 3 \t 8 \t -67\n", + "7 \t 65 \t 3 \t 21 \t 2 \t -21 \t 176\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 71 \t -595\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1512 \t 12671\n", + "\t\t\t\t\t 1583 \t -13266\n", + "GCD(39203, 4678) = 1, with coefficients 1583 and -13266 such that 1 = (1583)*39203 + (-13266)*4678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4679 \t 8 \t 1771 \t 1 \t 0\n", + "1 \t 4679 \t 1771 \t 2 \t 1137 \t 0 \t 1\n", + "2 \t 1771 \t 1137 \t 1 \t 634 \t 1 \t -8\n", + "3 \t 1137 \t 634 \t 1 \t 503 \t -2 \t 17\n", + "4 \t 634 \t 503 \t 1 \t 131 \t 3 \t -25\n", + "5 \t 503 \t 131 \t 3 \t 110 \t -5 \t 42\n", + "6 \t 131 \t 110 \t 1 \t 21 \t 8 \t -67\n", + "7 \t 110 \t 21 \t 5 \t 5 \t -29 \t 243\n", + "8 \t 21 \t 5 \t 4 \t 1 \t 37 \t -310\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -214 \t 1793\n", + "\t\t\t\t\t 893 \t -7482\n", + "GCD(39203, 4679) = 1, with coefficients 893 and -7482 such that 1 = (893)*39203 + (-7482)*4679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4680 \t 8 \t 1763 \t 1 \t 0\n", + "1 \t 4680 \t 1763 \t 2 \t 1154 \t 0 \t 1\n", + "2 \t 1763 \t 1154 \t 1 \t 609 \t 1 \t -8\n", + "3 \t 1154 \t 609 \t 1 \t 545 \t -2 \t 17\n", + "4 \t 609 \t 545 \t 1 \t 64 \t 3 \t -25\n", + "5 \t 545 \t 64 \t 8 \t 33 \t -5 \t 42\n", + "6 \t 64 \t 33 \t 1 \t 31 \t 8 \t -67\n", + "7 \t 33 \t 31 \t 1 \t 2 \t -69 \t 578\n", + "8 \t 31 \t 2 \t 15 \t 1 \t 77 \t -645\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -146 \t 1223\n", + "\t\t\t\t\t 2267 \t -18990\n", + "GCD(39203, 4680) = 1, with coefficients 2267 and -18990 such that 1 = (2267)*39203 + (-18990)*4680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4681 \t 8 \t 1755 \t 1 \t 0\n", + "1 \t 4681 \t 1755 \t 2 \t 1171 \t 0 \t 1\n", + "2 \t 1755 \t 1171 \t 1 \t 584 \t 1 \t -8\n", + "3 \t 1171 \t 584 \t 2 \t 3 \t -2 \t 17\n", + "4 \t 584 \t 3 \t 194 \t 2 \t 3 \t -25\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -8 \t 67\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1555 \t -13023\n", + "\t\t\t\t\t -1563 \t 13090\n", + "GCD(39203, 4681) = 1, with coefficients -1563 and 13090 such that 1 = (-1563)*39203 + (13090)*4681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4682 \t 8 \t 1747 \t 1 \t 0\n", + "1 \t 4682 \t 1747 \t 2 \t 1188 \t 0 \t 1\n", + "2 \t 1747 \t 1188 \t 1 \t 559 \t 1 \t -8\n", + "3 \t 1188 \t 559 \t 2 \t 70 \t -2 \t 17\n", + "4 \t 559 \t 70 \t 7 \t 69 \t 3 \t -25\n", + "5 \t 70 \t 69 \t 1 \t 1 \t -8 \t 67\n", + "6 \t 69 \t 1 \t 69 \t 0 \t 59 \t -494\n", + "\t\t\t\t\t -67 \t 561\n", + "GCD(39203, 4682) = 1, with coefficients -67 and 561 such that 1 = (-67)*39203 + (561)*4682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4683 \t 8 \t 1739 \t 1 \t 0\n", + "1 \t 4683 \t 1739 \t 2 \t 1205 \t 0 \t 1\n", + "2 \t 1739 \t 1205 \t 1 \t 534 \t 1 \t -8\n", + "3 \t 1205 \t 534 \t 2 \t 137 \t -2 \t 17\n", + "4 \t 534 \t 137 \t 3 \t 123 \t 3 \t -25\n", + "5 \t 137 \t 123 \t 1 \t 14 \t -8 \t 67\n", + "6 \t 123 \t 14 \t 8 \t 11 \t 27 \t -226\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -35 \t 293\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 307 \t -2570\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -342 \t 2863\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1333 \t -11159\n", + "\t\t\t\t\t -1675 \t 14022\n", + "GCD(39203, 4683) = 1, with coefficients -1675 and 14022 such that 1 = (-1675)*39203 + (14022)*4683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4684 \t 8 \t 1731 \t 1 \t 0\n", + "1 \t 4684 \t 1731 \t 2 \t 1222 \t 0 \t 1\n", + "2 \t 1731 \t 1222 \t 1 \t 509 \t 1 \t -8\n", + "3 \t 1222 \t 509 \t 2 \t 204 \t -2 \t 17\n", + "4 \t 509 \t 204 \t 2 \t 101 \t 3 \t -25\n", + "5 \t 204 \t 101 \t 2 \t 2 \t -8 \t 67\n", + "6 \t 101 \t 2 \t 50 \t 1 \t 19 \t -159\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -46 \t 385\n", + "\t\t\t\t\t 2319 \t -19409\n", + "GCD(39203, 4684) = 1, with coefficients 2319 and -19409 such that 1 = (2319)*39203 + (-19409)*4684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4685 \t 8 \t 1723 \t 1 \t 0\n", + "1 \t 4685 \t 1723 \t 2 \t 1239 \t 0 \t 1\n", + "2 \t 1723 \t 1239 \t 1 \t 484 \t 1 \t -8\n", + "3 \t 1239 \t 484 \t 2 \t 271 \t -2 \t 17\n", + "4 \t 484 \t 271 \t 1 \t 213 \t 3 \t -25\n", + "5 \t 271 \t 213 \t 1 \t 58 \t -8 \t 67\n", + "6 \t 213 \t 58 \t 3 \t 39 \t 11 \t -92\n", + "7 \t 58 \t 39 \t 1 \t 19 \t -19 \t 159\n", + "8 \t 39 \t 19 \t 2 \t 1 \t 68 \t -569\n", + "9 \t 19 \t 1 \t 19 \t 0 \t -87 \t 728\n", + "\t\t\t\t\t 242 \t -2025\n", + "GCD(39203, 4685) = 1, with coefficients 242 and -2025 such that 1 = (242)*39203 + (-2025)*4685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4686 \t 8 \t 1715 \t 1 \t 0\n", + "1 \t 4686 \t 1715 \t 2 \t 1256 \t 0 \t 1\n", + "2 \t 1715 \t 1256 \t 1 \t 459 \t 1 \t -8\n", + "3 \t 1256 \t 459 \t 2 \t 338 \t -2 \t 17\n", + "4 \t 459 \t 338 \t 1 \t 121 \t 3 \t -25\n", + "5 \t 338 \t 121 \t 2 \t 96 \t -8 \t 67\n", + "6 \t 121 \t 96 \t 1 \t 25 \t 11 \t -92\n", + "7 \t 96 \t 25 \t 3 \t 21 \t -30 \t 251\n", + "8 \t 25 \t 21 \t 1 \t 4 \t 41 \t -343\n", + "9 \t 21 \t 4 \t 5 \t 1 \t -153 \t 1280\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 194 \t -1623\n", + "\t\t\t\t\t -1123 \t 9395\n", + "GCD(39203, 4686) = 1, with coefficients -1123 and 9395 such that 1 = (-1123)*39203 + (9395)*4686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4687 \t 8 \t 1707 \t 1 \t 0\n", + "1 \t 4687 \t 1707 \t 2 \t 1273 \t 0 \t 1\n", + "2 \t 1707 \t 1273 \t 1 \t 434 \t 1 \t -8\n", + "3 \t 1273 \t 434 \t 2 \t 405 \t -2 \t 17\n", + "4 \t 434 \t 405 \t 1 \t 29 \t 3 \t -25\n", + "5 \t 405 \t 29 \t 13 \t 28 \t -8 \t 67\n", + "6 \t 29 \t 28 \t 1 \t 1 \t 11 \t -92\n", + "7 \t 28 \t 1 \t 28 \t 0 \t -151 \t 1263\n", + "\t\t\t\t\t 162 \t -1355\n", + "GCD(39203, 4687) = 1, with coefficients 162 and -1355 such that 1 = (162)*39203 + (-1355)*4687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4688 \t 8 \t 1699 \t 1 \t 0\n", + "1 \t 4688 \t 1699 \t 2 \t 1290 \t 0 \t 1\n", + "2 \t 1699 \t 1290 \t 1 \t 409 \t 1 \t -8\n", + "3 \t 1290 \t 409 \t 3 \t 63 \t -2 \t 17\n", + "4 \t 409 \t 63 \t 6 \t 31 \t 3 \t -25\n", + "5 \t 63 \t 31 \t 2 \t 1 \t -11 \t 92\n", + "6 \t 31 \t 1 \t 31 \t 0 \t 69 \t -577\n", + "\t\t\t\t\t -149 \t 1246\n", + "GCD(39203, 4688) = 1, with coefficients -149 and 1246 such that 1 = (-149)*39203 + (1246)*4688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4689 \t 8 \t 1691 \t 1 \t 0\n", + "1 \t 4689 \t 1691 \t 2 \t 1307 \t 0 \t 1\n", + "2 \t 1691 \t 1307 \t 1 \t 384 \t 1 \t -8\n", + "3 \t 1307 \t 384 \t 3 \t 155 \t -2 \t 17\n", + "4 \t 384 \t 155 \t 2 \t 74 \t 3 \t -25\n", + "5 \t 155 \t 74 \t 2 \t 7 \t -11 \t 92\n", + "6 \t 74 \t 7 \t 10 \t 4 \t 25 \t -209\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -61 \t 510\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 635 \t -5309\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -696 \t 5819\n", + "\t\t\t\t\t 1331 \t -11128\n", + "GCD(39203, 4689) = 1, with coefficients 1331 and -11128 such that 1 = (1331)*39203 + (-11128)*4689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4690 \t 8 \t 1683 \t 1 \t 0\n", + "1 \t 4690 \t 1683 \t 2 \t 1324 \t 0 \t 1\n", + "2 \t 1683 \t 1324 \t 1 \t 359 \t 1 \t -8\n", + "3 \t 1324 \t 359 \t 3 \t 247 \t -2 \t 17\n", + "4 \t 359 \t 247 \t 1 \t 112 \t 3 \t -25\n", + "5 \t 247 \t 112 \t 2 \t 23 \t -11 \t 92\n", + "6 \t 112 \t 23 \t 4 \t 20 \t 14 \t -117\n", + "7 \t 23 \t 20 \t 1 \t 3 \t -39 \t 326\n", + "8 \t 20 \t 3 \t 6 \t 2 \t 170 \t -1421\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -209 \t 1747\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1424 \t -11903\n", + "\t\t\t\t\t -1633 \t 13650\n", + "GCD(39203, 4690) = 1, with coefficients -1633 and 13650 such that 1 = (-1633)*39203 + (13650)*4690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4691 \t 8 \t 1675 \t 1 \t 0\n", + "1 \t 4691 \t 1675 \t 2 \t 1341 \t 0 \t 1\n", + "2 \t 1675 \t 1341 \t 1 \t 334 \t 1 \t -8\n", + "3 \t 1341 \t 334 \t 4 \t 5 \t -2 \t 17\n", + "4 \t 334 \t 5 \t 66 \t 4 \t 3 \t -25\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -14 \t 117\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 927 \t -7747\n", + "\t\t\t\t\t -941 \t 7864\n", + "GCD(39203, 4691) = 1, with coefficients -941 and 7864 such that 1 = (-941)*39203 + (7864)*4691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4692 \t 8 \t 1667 \t 1 \t 0\n", + "1 \t 4692 \t 1667 \t 2 \t 1358 \t 0 \t 1\n", + "2 \t 1667 \t 1358 \t 1 \t 309 \t 1 \t -8\n", + "3 \t 1358 \t 309 \t 4 \t 122 \t -2 \t 17\n", + "4 \t 309 \t 122 \t 2 \t 65 \t 3 \t -25\n", + "5 \t 122 \t 65 \t 1 \t 57 \t -14 \t 117\n", + "6 \t 65 \t 57 \t 1 \t 8 \t 31 \t -259\n", + "7 \t 57 \t 8 \t 7 \t 1 \t -45 \t 376\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 76 \t -635\n", + "\t\t\t\t\t -577 \t 4821\n", + "GCD(39203, 4692) = 1, with coefficients -577 and 4821 such that 1 = (-577)*39203 + (4821)*4692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4693 \t 8 \t 1659 \t 1 \t 0\n", + "1 \t 4693 \t 1659 \t 2 \t 1375 \t 0 \t 1\n", + "2 \t 1659 \t 1375 \t 1 \t 284 \t 1 \t -8\n", + "3 \t 1375 \t 284 \t 4 \t 239 \t -2 \t 17\n", + "4 \t 284 \t 239 \t 1 \t 45 \t 3 \t -25\n", + "5 \t 239 \t 45 \t 5 \t 14 \t -14 \t 117\n", + "6 \t 45 \t 14 \t 3 \t 3 \t 17 \t -142\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -99 \t 827\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 314 \t -2623\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1355 \t 11319\n", + "\t\t\t\t\t 1669 \t -13942\n", + "GCD(39203, 4693) = 1, with coefficients 1669 and -13942 such that 1 = (1669)*39203 + (-13942)*4693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4694 \t 8 \t 1651 \t 1 \t 0\n", + "1 \t 4694 \t 1651 \t 2 \t 1392 \t 0 \t 1\n", + "2 \t 1651 \t 1392 \t 1 \t 259 \t 1 \t -8\n", + "3 \t 1392 \t 259 \t 5 \t 97 \t -2 \t 17\n", + "4 \t 259 \t 97 \t 2 \t 65 \t 3 \t -25\n", + "5 \t 97 \t 65 \t 1 \t 32 \t -17 \t 142\n", + "6 \t 65 \t 32 \t 2 \t 1 \t 37 \t -309\n", + "7 \t 32 \t 1 \t 32 \t 0 \t -54 \t 451\n", + "\t\t\t\t\t 145 \t -1211\n", + "GCD(39203, 4694) = 1, with coefficients 145 and -1211 such that 1 = (145)*39203 + (-1211)*4694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4695 \t 8 \t 1643 \t 1 \t 0\n", + "1 \t 4695 \t 1643 \t 2 \t 1409 \t 0 \t 1\n", + "2 \t 1643 \t 1409 \t 1 \t 234 \t 1 \t -8\n", + "3 \t 1409 \t 234 \t 6 \t 5 \t -2 \t 17\n", + "4 \t 234 \t 5 \t 46 \t 4 \t 3 \t -25\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -20 \t 167\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 923 \t -7707\n", + "\t\t\t\t\t -943 \t 7874\n", + "GCD(39203, 4695) = 1, with coefficients -943 and 7874 such that 1 = (-943)*39203 + (7874)*4695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4696 \t 8 \t 1635 \t 1 \t 0\n", + "1 \t 4696 \t 1635 \t 2 \t 1426 \t 0 \t 1\n", + "2 \t 1635 \t 1426 \t 1 \t 209 \t 1 \t -8\n", + "3 \t 1426 \t 209 \t 6 \t 172 \t -2 \t 17\n", + "4 \t 209 \t 172 \t 1 \t 37 \t 3 \t -25\n", + "5 \t 172 \t 37 \t 4 \t 24 \t -20 \t 167\n", + "6 \t 37 \t 24 \t 1 \t 13 \t 23 \t -192\n", + "7 \t 24 \t 13 \t 1 \t 11 \t -112 \t 935\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 135 \t -1127\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -247 \t 2062\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 382 \t -3189\n", + "\t\t\t\t\t -2157 \t 18007\n", + "GCD(39203, 4696) = 1, with coefficients -2157 and 18007 such that 1 = (-2157)*39203 + (18007)*4696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4697 \t 8 \t 1627 \t 1 \t 0\n", + "1 \t 4697 \t 1627 \t 2 \t 1443 \t 0 \t 1\n", + "2 \t 1627 \t 1443 \t 1 \t 184 \t 1 \t -8\n", + "3 \t 1443 \t 184 \t 7 \t 155 \t -2 \t 17\n", + "4 \t 184 \t 155 \t 1 \t 29 \t 3 \t -25\n", + "5 \t 155 \t 29 \t 5 \t 10 \t -23 \t 192\n", + "6 \t 29 \t 10 \t 2 \t 9 \t 26 \t -217\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -153 \t 1277\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 332 \t -2771\n", + "\t\t\t\t\t -485 \t 4048\n", + "GCD(39203, 4697) = 1, with coefficients -485 and 4048 such that 1 = (-485)*39203 + (4048)*4697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4698 \t 8 \t 1619 \t 1 \t 0\n", + "1 \t 4698 \t 1619 \t 2 \t 1460 \t 0 \t 1\n", + "2 \t 1619 \t 1460 \t 1 \t 159 \t 1 \t -8\n", + "3 \t 1460 \t 159 \t 9 \t 29 \t -2 \t 17\n", + "4 \t 159 \t 29 \t 5 \t 14 \t 3 \t -25\n", + "5 \t 29 \t 14 \t 2 \t 1 \t -29 \t 242\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 148 \t -1235\n", + "\t\t\t\t\t -325 \t 2712\n", + "GCD(39203, 4698) = 1, with coefficients -325 and 2712 such that 1 = (-325)*39203 + (2712)*4698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4699 \t 8 \t 1611 \t 1 \t 0\n", + "1 \t 4699 \t 1611 \t 2 \t 1477 \t 0 \t 1\n", + "2 \t 1611 \t 1477 \t 1 \t 134 \t 1 \t -8\n", + "3 \t 1477 \t 134 \t 11 \t 3 \t -2 \t 17\n", + "4 \t 134 \t 3 \t 44 \t 2 \t 3 \t -25\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -35 \t 292\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1543 \t -12873\n", + "\t\t\t\t\t -1578 \t 13165\n", + "GCD(39203, 4699) = 1, with coefficients -1578 and 13165 such that 1 = (-1578)*39203 + (13165)*4699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4700 \t 8 \t 1603 \t 1 \t 0\n", + "1 \t 4700 \t 1603 \t 2 \t 1494 \t 0 \t 1\n", + "2 \t 1603 \t 1494 \t 1 \t 109 \t 1 \t -8\n", + "3 \t 1494 \t 109 \t 13 \t 77 \t -2 \t 17\n", + "4 \t 109 \t 77 \t 1 \t 32 \t 3 \t -25\n", + "5 \t 77 \t 32 \t 2 \t 13 \t -41 \t 342\n", + "6 \t 32 \t 13 \t 2 \t 6 \t 44 \t -367\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -129 \t 1076\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 302 \t -2519\n", + "\t\t\t\t\t -733 \t 6114\n", + "GCD(39203, 4700) = 1, with coefficients -733 and 6114 such that 1 = (-733)*39203 + (6114)*4700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4701 \t 8 \t 1595 \t 1 \t 0\n", + "1 \t 4701 \t 1595 \t 2 \t 1511 \t 0 \t 1\n", + "2 \t 1595 \t 1511 \t 1 \t 84 \t 1 \t -8\n", + "3 \t 1511 \t 84 \t 17 \t 83 \t -2 \t 17\n", + "4 \t 84 \t 83 \t 1 \t 1 \t 3 \t -25\n", + "5 \t 83 \t 1 \t 83 \t 0 \t -53 \t 442\n", + "\t\t\t\t\t 56 \t -467\n", + "GCD(39203, 4701) = 1, with coefficients 56 and -467 such that 1 = (56)*39203 + (-467)*4701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4702 \t 8 \t 1587 \t 1 \t 0\n", + "1 \t 4702 \t 1587 \t 2 \t 1528 \t 0 \t 1\n", + "2 \t 1587 \t 1528 \t 1 \t 59 \t 1 \t -8\n", + "3 \t 1528 \t 59 \t 25 \t 53 \t -2 \t 17\n", + "4 \t 59 \t 53 \t 1 \t 6 \t 3 \t -25\n", + "5 \t 53 \t 6 \t 8 \t 5 \t -77 \t 642\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 80 \t -667\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -717 \t 5978\n", + "\t\t\t\t\t 797 \t -6645\n", + "GCD(39203, 4702) = 1, with coefficients 797 and -6645 such that 1 = (797)*39203 + (-6645)*4702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4703 \t 8 \t 1579 \t 1 \t 0\n", + "1 \t 4703 \t 1579 \t 2 \t 1545 \t 0 \t 1\n", + "2 \t 1579 \t 1545 \t 1 \t 34 \t 1 \t -8\n", + "3 \t 1545 \t 34 \t 45 \t 15 \t -2 \t 17\n", + "4 \t 34 \t 15 \t 2 \t 4 \t 3 \t -25\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -137 \t 1142\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 277 \t -2309\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -968 \t 8069\n", + "\t\t\t\t\t 1245 \t -10378\n", + "GCD(39203, 4703) = 1, with coefficients 1245 and -10378 such that 1 = (1245)*39203 + (-10378)*4703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4704 \t 8 \t 1571 \t 1 \t 0\n", + "1 \t 4704 \t 1571 \t 2 \t 1562 \t 0 \t 1\n", + "2 \t 1571 \t 1562 \t 1 \t 9 \t 1 \t -8\n", + "3 \t 1562 \t 9 \t 173 \t 5 \t -2 \t 17\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 3 \t -25\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -521 \t 4342\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 524 \t -4367\n", + "\t\t\t\t\t -1045 \t 8709\n", + "GCD(39203, 4704) = 1, with coefficients -1045 and 8709 such that 1 = (-1045)*39203 + (8709)*4704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4705 \t 8 \t 1563 \t 1 \t 0\n", + "1 \t 4705 \t 1563 \t 3 \t 16 \t 0 \t 1\n", + "2 \t 1563 \t 16 \t 97 \t 11 \t 1 \t -8\n", + "3 \t 16 \t 11 \t 1 \t 5 \t -3 \t 25\n", + "4 \t 11 \t 5 \t 2 \t 1 \t 292 \t -2433\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -295 \t 2458\n", + "\t\t\t\t\t 882 \t -7349\n", + "GCD(39203, 4705) = 1, with coefficients 882 and -7349 such that 1 = (882)*39203 + (-7349)*4705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4706 \t 8 \t 1555 \t 1 \t 0\n", + "1 \t 4706 \t 1555 \t 3 \t 41 \t 0 \t 1\n", + "2 \t 1555 \t 41 \t 37 \t 38 \t 1 \t -8\n", + "3 \t 41 \t 38 \t 1 \t 3 \t -3 \t 25\n", + "4 \t 38 \t 3 \t 12 \t 2 \t 112 \t -933\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -115 \t 958\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1492 \t -12429\n", + "\t\t\t\t\t -1607 \t 13387\n", + "GCD(39203, 4706) = 1, with coefficients -1607 and 13387 such that 1 = (-1607)*39203 + (13387)*4706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4707 \t 8 \t 1547 \t 1 \t 0\n", + "1 \t 4707 \t 1547 \t 3 \t 66 \t 0 \t 1\n", + "2 \t 1547 \t 66 \t 23 \t 29 \t 1 \t -8\n", + "3 \t 66 \t 29 \t 2 \t 8 \t -3 \t 25\n", + "4 \t 29 \t 8 \t 3 \t 5 \t 70 \t -583\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -143 \t 1191\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 499 \t -4156\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -642 \t 5347\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1141 \t -9503\n", + "\t\t\t\t\t -1783 \t 14850\n", + "GCD(39203, 4707) = 1, with coefficients -1783 and 14850 such that 1 = (-1783)*39203 + (14850)*4707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4708 \t 8 \t 1539 \t 1 \t 0\n", + "1 \t 4708 \t 1539 \t 3 \t 91 \t 0 \t 1\n", + "2 \t 1539 \t 91 \t 16 \t 83 \t 1 \t -8\n", + "3 \t 91 \t 83 \t 1 \t 8 \t -3 \t 25\n", + "4 \t 83 \t 8 \t 10 \t 3 \t 49 \t -408\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -52 \t 433\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 569 \t -4738\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1190 \t 9909\n", + "\t\t\t\t\t 1759 \t -14647\n", + "GCD(39203, 4708) = 1, with coefficients 1759 and -14647 such that 1 = (1759)*39203 + (-14647)*4708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4709 \t 8 \t 1531 \t 1 \t 0\n", + "1 \t 4709 \t 1531 \t 3 \t 116 \t 0 \t 1\n", + "2 \t 1531 \t 116 \t 13 \t 23 \t 1 \t -8\n", + "3 \t 116 \t 23 \t 5 \t 1 \t -3 \t 25\n", + "4 \t 23 \t 1 \t 23 \t 0 \t 40 \t -333\n", + "\t\t\t\t\t -203 \t 1690\n", + "GCD(39203, 4709) = 1, with coefficients -203 and 1690 such that 1 = (-203)*39203 + (1690)*4709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4710 \t 8 \t 1523 \t 1 \t 0\n", + "1 \t 4710 \t 1523 \t 3 \t 141 \t 0 \t 1\n", + "2 \t 1523 \t 141 \t 10 \t 113 \t 1 \t -8\n", + "3 \t 141 \t 113 \t 1 \t 28 \t -3 \t 25\n", + "4 \t 113 \t 28 \t 4 \t 1 \t 31 \t -258\n", + "5 \t 28 \t 1 \t 28 \t 0 \t -34 \t 283\n", + "\t\t\t\t\t 167 \t -1390\n", + "GCD(39203, 4710) = 1, with coefficients 167 and -1390 such that 1 = (167)*39203 + (-1390)*4710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4711 \t 8 \t 1515 \t 1 \t 0\n", + "1 \t 4711 \t 1515 \t 3 \t 166 \t 0 \t 1\n", + "2 \t 1515 \t 166 \t 9 \t 21 \t 1 \t -8\n", + "3 \t 166 \t 21 \t 7 \t 19 \t -3 \t 25\n", + "4 \t 21 \t 19 \t 1 \t 2 \t 28 \t -233\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -199 \t 1656\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 227 \t -1889\n", + "\t\t\t\t\t -2242 \t 18657\n", + "GCD(39203, 4711) = 1, with coefficients -2242 and 18657 such that 1 = (-2242)*39203 + (18657)*4711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4712 \t 8 \t 1507 \t 1 \t 0\n", + "1 \t 4712 \t 1507 \t 3 \t 191 \t 0 \t 1\n", + "2 \t 1507 \t 191 \t 7 \t 170 \t 1 \t -8\n", + "3 \t 191 \t 170 \t 1 \t 21 \t -3 \t 25\n", + "4 \t 170 \t 21 \t 8 \t 2 \t 22 \t -183\n", + "5 \t 21 \t 2 \t 10 \t 1 \t -25 \t 208\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 222 \t -1847\n", + "\t\t\t\t\t -2245 \t 18678\n", + "GCD(39203, 4712) = 1, with coefficients -2245 and 18678 such that 1 = (-2245)*39203 + (18678)*4712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4713 \t 8 \t 1499 \t 1 \t 0\n", + "1 \t 4713 \t 1499 \t 3 \t 216 \t 0 \t 1\n", + "2 \t 1499 \t 216 \t 6 \t 203 \t 1 \t -8\n", + "3 \t 216 \t 203 \t 1 \t 13 \t -3 \t 25\n", + "4 \t 203 \t 13 \t 15 \t 8 \t 19 \t -158\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -22 \t 183\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 349 \t -2903\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -371 \t 3086\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 720 \t -5989\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1091 \t 9075\n", + "\t\t\t\t\t 1811 \t -15064\n", + "GCD(39203, 4713) = 1, with coefficients 1811 and -15064 such that 1 = (1811)*39203 + (-15064)*4713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4714 \t 8 \t 1491 \t 1 \t 0\n", + "1 \t 4714 \t 1491 \t 3 \t 241 \t 0 \t 1\n", + "2 \t 1491 \t 241 \t 6 \t 45 \t 1 \t -8\n", + "3 \t 241 \t 45 \t 5 \t 16 \t -3 \t 25\n", + "4 \t 45 \t 16 \t 2 \t 13 \t 19 \t -158\n", + "5 \t 16 \t 13 \t 1 \t 3 \t -98 \t 815\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 215 \t -1788\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -313 \t 2603\n", + "\t\t\t\t\t 1467 \t -12200\n", + "GCD(39203, 4714) = 1, with coefficients 1467 and -12200 such that 1 = (1467)*39203 + (-12200)*4714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4715 \t 8 \t 1483 \t 1 \t 0\n", + "1 \t 4715 \t 1483 \t 3 \t 266 \t 0 \t 1\n", + "2 \t 1483 \t 266 \t 5 \t 153 \t 1 \t -8\n", + "3 \t 266 \t 153 \t 1 \t 113 \t -3 \t 25\n", + "4 \t 153 \t 113 \t 1 \t 40 \t 16 \t -133\n", + "5 \t 113 \t 40 \t 2 \t 33 \t -19 \t 158\n", + "6 \t 40 \t 33 \t 1 \t 7 \t 35 \t -291\n", + "7 \t 33 \t 7 \t 4 \t 5 \t -89 \t 740\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 124 \t -1031\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -585 \t 4864\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 709 \t -5895\n", + "\t\t\t\t\t -2003 \t 16654\n", + "GCD(39203, 4715) = 1, with coefficients -2003 and 16654 such that 1 = (-2003)*39203 + (16654)*4715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4716 \t 8 \t 1475 \t 1 \t 0\n", + "1 \t 4716 \t 1475 \t 3 \t 291 \t 0 \t 1\n", + "2 \t 1475 \t 291 \t 5 \t 20 \t 1 \t -8\n", + "3 \t 291 \t 20 \t 14 \t 11 \t -3 \t 25\n", + "4 \t 20 \t 11 \t 1 \t 9 \t 16 \t -133\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -227 \t 1887\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 243 \t -2020\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -470 \t 3907\n", + "\t\t\t\t\t 2123 \t -17648\n", + "GCD(39203, 4716) = 1, with coefficients 2123 and -17648 such that 1 = (2123)*39203 + (-17648)*4716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4717 \t 8 \t 1467 \t 1 \t 0\n", + "1 \t 4717 \t 1467 \t 3 \t 316 \t 0 \t 1\n", + "2 \t 1467 \t 316 \t 4 \t 203 \t 1 \t -8\n", + "3 \t 316 \t 203 \t 1 \t 113 \t -3 \t 25\n", + "4 \t 203 \t 113 \t 1 \t 90 \t 13 \t -108\n", + "5 \t 113 \t 90 \t 1 \t 23 \t -16 \t 133\n", + "6 \t 90 \t 23 \t 3 \t 21 \t 29 \t -241\n", + "7 \t 23 \t 21 \t 1 \t 2 \t -45 \t 374\n", + "8 \t 21 \t 2 \t 10 \t 1 \t 164 \t -1363\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -209 \t 1737\n", + "\t\t\t\t\t 2254 \t -18733\n", + "GCD(39203, 4717) = 1, with coefficients 2254 and -18733 such that 1 = (2254)*39203 + (-18733)*4717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4718 \t 8 \t 1459 \t 1 \t 0\n", + "1 \t 4718 \t 1459 \t 3 \t 341 \t 0 \t 1\n", + "2 \t 1459 \t 341 \t 4 \t 95 \t 1 \t -8\n", + "3 \t 341 \t 95 \t 3 \t 56 \t -3 \t 25\n", + "4 \t 95 \t 56 \t 1 \t 39 \t 13 \t -108\n", + "5 \t 56 \t 39 \t 1 \t 17 \t -42 \t 349\n", + "6 \t 39 \t 17 \t 2 \t 5 \t 55 \t -457\n", + "7 \t 17 \t 5 \t 3 \t 2 \t -97 \t 806\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 249 \t -2069\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -844 \t 7013\n", + "\t\t\t\t\t 1937 \t -16095\n", + "GCD(39203, 4718) = 1, with coefficients 1937 and -16095 such that 1 = (1937)*39203 + (-16095)*4718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4719 \t 8 \t 1451 \t 1 \t 0\n", + "1 \t 4719 \t 1451 \t 3 \t 366 \t 0 \t 1\n", + "2 \t 1451 \t 366 \t 3 \t 353 \t 1 \t -8\n", + "3 \t 366 \t 353 \t 1 \t 13 \t -3 \t 25\n", + "4 \t 353 \t 13 \t 27 \t 2 \t 10 \t -83\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -13 \t 108\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 361 \t -2999\n", + "\t\t\t\t\t -2179 \t 18102\n", + "GCD(39203, 4719) = 1, with coefficients -2179 and 18102 such that 1 = (-2179)*39203 + (18102)*4719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4720 \t 8 \t 1443 \t 1 \t 0\n", + "1 \t 4720 \t 1443 \t 3 \t 391 \t 0 \t 1\n", + "2 \t 1443 \t 391 \t 3 \t 270 \t 1 \t -8\n", + "3 \t 391 \t 270 \t 1 \t 121 \t -3 \t 25\n", + "4 \t 270 \t 121 \t 2 \t 28 \t 10 \t -83\n", + "5 \t 121 \t 28 \t 4 \t 9 \t -13 \t 108\n", + "6 \t 28 \t 9 \t 3 \t 1 \t 36 \t -299\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -157 \t 1304\n", + "\t\t\t\t\t 507 \t -4211\n", + "GCD(39203, 4720) = 1, with coefficients 507 and -4211 such that 1 = (507)*39203 + (-4211)*4720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4721 \t 8 \t 1435 \t 1 \t 0\n", + "1 \t 4721 \t 1435 \t 3 \t 416 \t 0 \t 1\n", + "2 \t 1435 \t 416 \t 3 \t 187 \t 1 \t -8\n", + "3 \t 416 \t 187 \t 2 \t 42 \t -3 \t 25\n", + "4 \t 187 \t 42 \t 4 \t 19 \t 10 \t -83\n", + "5 \t 42 \t 19 \t 2 \t 4 \t -23 \t 191\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 102 \t -847\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -227 \t 1885\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1010 \t -8387\n", + "\t\t\t\t\t -1237 \t 10272\n", + "GCD(39203, 4721) = 1, with coefficients -1237 and 10272 such that 1 = (-1237)*39203 + (10272)*4721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4722 \t 8 \t 1427 \t 1 \t 0\n", + "1 \t 4722 \t 1427 \t 3 \t 441 \t 0 \t 1\n", + "2 \t 1427 \t 441 \t 3 \t 104 \t 1 \t -8\n", + "3 \t 441 \t 104 \t 4 \t 25 \t -3 \t 25\n", + "4 \t 104 \t 25 \t 4 \t 4 \t 10 \t -83\n", + "5 \t 25 \t 4 \t 6 \t 1 \t -43 \t 357\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 182 \t -1511\n", + "\t\t\t\t\t -1135 \t 9423\n", + "GCD(39203, 4722) = 1, with coefficients -1135 and 9423 such that 1 = (-1135)*39203 + (9423)*4722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4723 \t 8 \t 1419 \t 1 \t 0\n", + "1 \t 4723 \t 1419 \t 3 \t 466 \t 0 \t 1\n", + "2 \t 1419 \t 466 \t 3 \t 21 \t 1 \t -8\n", + "3 \t 466 \t 21 \t 22 \t 4 \t -3 \t 25\n", + "4 \t 21 \t 4 \t 5 \t 1 \t 10 \t -83\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -223 \t 1851\n", + "\t\t\t\t\t 1125 \t -9338\n", + "GCD(39203, 4723) = 1, with coefficients 1125 and -9338 such that 1 = (1125)*39203 + (-9338)*4723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4724 \t 8 \t 1411 \t 1 \t 0\n", + "1 \t 4724 \t 1411 \t 3 \t 491 \t 0 \t 1\n", + "2 \t 1411 \t 491 \t 2 \t 429 \t 1 \t -8\n", + "3 \t 491 \t 429 \t 1 \t 62 \t -3 \t 25\n", + "4 \t 429 \t 62 \t 6 \t 57 \t 7 \t -58\n", + "5 \t 62 \t 57 \t 1 \t 5 \t -10 \t 83\n", + "6 \t 57 \t 5 \t 11 \t 2 \t 67 \t -556\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -77 \t 639\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 914 \t -7585\n", + "\t\t\t\t\t -1905 \t 15809\n", + "GCD(39203, 4724) = 1, with coefficients -1905 and 15809 such that 1 = (-1905)*39203 + (15809)*4724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4725 \t 8 \t 1403 \t 1 \t 0\n", + "1 \t 4725 \t 1403 \t 3 \t 516 \t 0 \t 1\n", + "2 \t 1403 \t 516 \t 2 \t 371 \t 1 \t -8\n", + "3 \t 516 \t 371 \t 1 \t 145 \t -3 \t 25\n", + "4 \t 371 \t 145 \t 2 \t 81 \t 7 \t -58\n", + "5 \t 145 \t 81 \t 1 \t 64 \t -10 \t 83\n", + "6 \t 81 \t 64 \t 1 \t 17 \t 27 \t -224\n", + "7 \t 64 \t 17 \t 3 \t 13 \t -37 \t 307\n", + "8 \t 17 \t 13 \t 1 \t 4 \t 64 \t -531\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -229 \t 1900\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 293 \t -2431\n", + "\t\t\t\t\t -1108 \t 9193\n", + "GCD(39203, 4725) = 1, with coefficients -1108 and 9193 such that 1 = (-1108)*39203 + (9193)*4725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4726 \t 8 \t 1395 \t 1 \t 0\n", + "1 \t 4726 \t 1395 \t 3 \t 541 \t 0 \t 1\n", + "2 \t 1395 \t 541 \t 2 \t 313 \t 1 \t -8\n", + "3 \t 541 \t 313 \t 1 \t 228 \t -3 \t 25\n", + "4 \t 313 \t 228 \t 1 \t 85 \t 7 \t -58\n", + "5 \t 228 \t 85 \t 2 \t 58 \t -10 \t 83\n", + "6 \t 85 \t 58 \t 1 \t 27 \t 17 \t -141\n", + "7 \t 58 \t 27 \t 2 \t 4 \t -44 \t 365\n", + "8 \t 27 \t 4 \t 6 \t 3 \t 61 \t -506\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -166 \t 1377\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1057 \t -8768\n", + "\t\t\t\t\t -1223 \t 10145\n", + "GCD(39203, 4726) = 1, with coefficients -1223 and 10145 such that 1 = (-1223)*39203 + (10145)*4726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4727 \t 8 \t 1387 \t 1 \t 0\n", + "1 \t 4727 \t 1387 \t 3 \t 566 \t 0 \t 1\n", + "2 \t 1387 \t 566 \t 2 \t 255 \t 1 \t -8\n", + "3 \t 566 \t 255 \t 2 \t 56 \t -3 \t 25\n", + "4 \t 255 \t 56 \t 4 \t 31 \t 7 \t -58\n", + "5 \t 56 \t 31 \t 1 \t 25 \t -17 \t 141\n", + "6 \t 31 \t 25 \t 1 \t 6 \t 75 \t -622\n", + "7 \t 25 \t 6 \t 4 \t 1 \t -92 \t 763\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 167 \t -1385\n", + "\t\t\t\t\t -760 \t 6303\n", + "GCD(39203, 4727) = 1, with coefficients -760 and 6303 such that 1 = (-760)*39203 + (6303)*4727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4728 \t 8 \t 1379 \t 1 \t 0\n", + "1 \t 4728 \t 1379 \t 3 \t 591 \t 0 \t 1\n", + "2 \t 1379 \t 591 \t 2 \t 197 \t 1 \t -8\n", + "3 \t 591 \t 197 \t 3 \t 0 \t -3 \t 25\n", + "\t\t\t\t\t 7 \t -58\n", + "GCD(39203, 4728) = 197, with coefficients 7 and -58 such that 197 = (7)*39203 + (-58)*4728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4729 \t 8 \t 1371 \t 1 \t 0\n", + "1 \t 4729 \t 1371 \t 3 \t 616 \t 0 \t 1\n", + "2 \t 1371 \t 616 \t 2 \t 139 \t 1 \t -8\n", + "3 \t 616 \t 139 \t 4 \t 60 \t -3 \t 25\n", + "4 \t 139 \t 60 \t 2 \t 19 \t 7 \t -58\n", + "5 \t 60 \t 19 \t 3 \t 3 \t -31 \t 257\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 69 \t -572\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -238 \t 1973\n", + "\t\t\t\t\t 1497 \t -12410\n", + "GCD(39203, 4729) = 1, with coefficients 1497 and -12410 such that 1 = (1497)*39203 + (-12410)*4729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4730 \t 8 \t 1363 \t 1 \t 0\n", + "1 \t 4730 \t 1363 \t 3 \t 641 \t 0 \t 1\n", + "2 \t 1363 \t 641 \t 2 \t 81 \t 1 \t -8\n", + "3 \t 641 \t 81 \t 7 \t 74 \t -3 \t 25\n", + "4 \t 81 \t 74 \t 1 \t 7 \t 7 \t -58\n", + "5 \t 74 \t 7 \t 10 \t 4 \t -52 \t 431\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 59 \t -489\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -642 \t 5321\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 701 \t -5810\n", + "\t\t\t\t\t -1343 \t 11131\n", + "GCD(39203, 4730) = 1, with coefficients -1343 and 11131 such that 1 = (-1343)*39203 + (11131)*4730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4731 \t 8 \t 1355 \t 1 \t 0\n", + "1 \t 4731 \t 1355 \t 3 \t 666 \t 0 \t 1\n", + "2 \t 1355 \t 666 \t 2 \t 23 \t 1 \t -8\n", + "3 \t 666 \t 23 \t 28 \t 22 \t -3 \t 25\n", + "4 \t 23 \t 22 \t 1 \t 1 \t 7 \t -58\n", + "5 \t 22 \t 1 \t 22 \t 0 \t -199 \t 1649\n", + "\t\t\t\t\t 206 \t -1707\n", + "GCD(39203, 4731) = 1, with coefficients 206 and -1707 such that 1 = (206)*39203 + (-1707)*4731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4732 \t 8 \t 1347 \t 1 \t 0\n", + "1 \t 4732 \t 1347 \t 3 \t 691 \t 0 \t 1\n", + "2 \t 1347 \t 691 \t 1 \t 656 \t 1 \t -8\n", + "3 \t 691 \t 656 \t 1 \t 35 \t -3 \t 25\n", + "4 \t 656 \t 35 \t 18 \t 26 \t 4 \t -33\n", + "5 \t 35 \t 26 \t 1 \t 9 \t -7 \t 58\n", + "6 \t 26 \t 9 \t 2 \t 8 \t 130 \t -1077\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -137 \t 1135\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 404 \t -3347\n", + "\t\t\t\t\t -541 \t 4482\n", + "GCD(39203, 4732) = 1, with coefficients -541 and 4482 such that 1 = (-541)*39203 + (4482)*4732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4733 \t 8 \t 1339 \t 1 \t 0\n", + "1 \t 4733 \t 1339 \t 3 \t 716 \t 0 \t 1\n", + "2 \t 1339 \t 716 \t 1 \t 623 \t 1 \t -8\n", + "3 \t 716 \t 623 \t 1 \t 93 \t -3 \t 25\n", + "4 \t 623 \t 93 \t 6 \t 65 \t 4 \t -33\n", + "5 \t 93 \t 65 \t 1 \t 28 \t -7 \t 58\n", + "6 \t 65 \t 28 \t 2 \t 9 \t 46 \t -381\n", + "7 \t 28 \t 9 \t 3 \t 1 \t -53 \t 439\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 152 \t -1259\n", + "\t\t\t\t\t -509 \t 4216\n", + "GCD(39203, 4733) = 1, with coefficients -509 and 4216 such that 1 = (-509)*39203 + (4216)*4733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4734 \t 8 \t 1331 \t 1 \t 0\n", + "1 \t 4734 \t 1331 \t 3 \t 741 \t 0 \t 1\n", + "2 \t 1331 \t 741 \t 1 \t 590 \t 1 \t -8\n", + "3 \t 741 \t 590 \t 1 \t 151 \t -3 \t 25\n", + "4 \t 590 \t 151 \t 3 \t 137 \t 4 \t -33\n", + "5 \t 151 \t 137 \t 1 \t 14 \t -7 \t 58\n", + "6 \t 137 \t 14 \t 9 \t 11 \t 25 \t -207\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -32 \t 265\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 313 \t -2592\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -345 \t 2857\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1348 \t -11163\n", + "\t\t\t\t\t -1693 \t 14020\n", + "GCD(39203, 4734) = 1, with coefficients -1693 and 14020 such that 1 = (-1693)*39203 + (14020)*4734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4735 \t 8 \t 1323 \t 1 \t 0\n", + "1 \t 4735 \t 1323 \t 3 \t 766 \t 0 \t 1\n", + "2 \t 1323 \t 766 \t 1 \t 557 \t 1 \t -8\n", + "3 \t 766 \t 557 \t 1 \t 209 \t -3 \t 25\n", + "4 \t 557 \t 209 \t 2 \t 139 \t 4 \t -33\n", + "5 \t 209 \t 139 \t 1 \t 70 \t -7 \t 58\n", + "6 \t 139 \t 70 \t 1 \t 69 \t 18 \t -149\n", + "7 \t 70 \t 69 \t 1 \t 1 \t -25 \t 207\n", + "8 \t 69 \t 1 \t 69 \t 0 \t 43 \t -356\n", + "\t\t\t\t\t -68 \t 563\n", + "GCD(39203, 4735) = 1, with coefficients -68 and 563 such that 1 = (-68)*39203 + (563)*4735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4736 \t 8 \t 1315 \t 1 \t 0\n", + "1 \t 4736 \t 1315 \t 3 \t 791 \t 0 \t 1\n", + "2 \t 1315 \t 791 \t 1 \t 524 \t 1 \t -8\n", + "3 \t 791 \t 524 \t 1 \t 267 \t -3 \t 25\n", + "4 \t 524 \t 267 \t 1 \t 257 \t 4 \t -33\n", + "5 \t 267 \t 257 \t 1 \t 10 \t -7 \t 58\n", + "6 \t 257 \t 10 \t 25 \t 7 \t 11 \t -91\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -18 \t 149\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 461 \t -3816\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -479 \t 3965\n", + "\t\t\t\t\t 1419 \t -11746\n", + "GCD(39203, 4736) = 1, with coefficients 1419 and -11746 such that 1 = (1419)*39203 + (-11746)*4736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4737 \t 8 \t 1307 \t 1 \t 0\n", + "1 \t 4737 \t 1307 \t 3 \t 816 \t 0 \t 1\n", + "2 \t 1307 \t 816 \t 1 \t 491 \t 1 \t -8\n", + "3 \t 816 \t 491 \t 1 \t 325 \t -3 \t 25\n", + "4 \t 491 \t 325 \t 1 \t 166 \t 4 \t -33\n", + "5 \t 325 \t 166 \t 1 \t 159 \t -7 \t 58\n", + "6 \t 166 \t 159 \t 1 \t 7 \t 11 \t -91\n", + "7 \t 159 \t 7 \t 22 \t 5 \t -18 \t 149\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 29 \t -240\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -656 \t 5429\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 685 \t -5669\n", + "\t\t\t\t\t -2026 \t 16767\n", + "GCD(39203, 4737) = 1, with coefficients -2026 and 16767 such that 1 = (-2026)*39203 + (16767)*4737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4738 \t 8 \t 1299 \t 1 \t 0\n", + "1 \t 4738 \t 1299 \t 3 \t 841 \t 0 \t 1\n", + "2 \t 1299 \t 841 \t 1 \t 458 \t 1 \t -8\n", + "3 \t 841 \t 458 \t 1 \t 383 \t -3 \t 25\n", + "4 \t 458 \t 383 \t 1 \t 75 \t 4 \t -33\n", + "5 \t 383 \t 75 \t 5 \t 8 \t -7 \t 58\n", + "6 \t 75 \t 8 \t 9 \t 3 \t 11 \t -91\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -62 \t 513\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 569 \t -4708\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1200 \t 9929\n", + "\t\t\t\t\t 1769 \t -14637\n", + "GCD(39203, 4738) = 1, with coefficients 1769 and -14637 such that 1 = (1769)*39203 + (-14637)*4738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4739 \t 8 \t 1291 \t 1 \t 0\n", + "1 \t 4739 \t 1291 \t 3 \t 866 \t 0 \t 1\n", + "2 \t 1291 \t 866 \t 1 \t 425 \t 1 \t -8\n", + "3 \t 866 \t 425 \t 2 \t 16 \t -3 \t 25\n", + "4 \t 425 \t 16 \t 26 \t 9 \t 4 \t -33\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -11 \t 91\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 290 \t -2399\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -301 \t 2490\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 591 \t -4889\n", + "\t\t\t\t\t -2074 \t 17157\n", + "GCD(39203, 4739) = 1, with coefficients -2074 and 17157 such that 1 = (-2074)*39203 + (17157)*4739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4740 \t 8 \t 1283 \t 1 \t 0\n", + "1 \t 4740 \t 1283 \t 3 \t 891 \t 0 \t 1\n", + "2 \t 1283 \t 891 \t 1 \t 392 \t 1 \t -8\n", + "3 \t 891 \t 392 \t 2 \t 107 \t -3 \t 25\n", + "4 \t 392 \t 107 \t 3 \t 71 \t 4 \t -33\n", + "5 \t 107 \t 71 \t 1 \t 36 \t -11 \t 91\n", + "6 \t 71 \t 36 \t 1 \t 35 \t 37 \t -306\n", + "7 \t 36 \t 35 \t 1 \t 1 \t -48 \t 397\n", + "8 \t 35 \t 1 \t 35 \t 0 \t 85 \t -703\n", + "\t\t\t\t\t -133 \t 1100\n", + "GCD(39203, 4740) = 1, with coefficients -133 and 1100 such that 1 = (-133)*39203 + (1100)*4740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4741 \t 8 \t 1275 \t 1 \t 0\n", + "1 \t 4741 \t 1275 \t 3 \t 916 \t 0 \t 1\n", + "2 \t 1275 \t 916 \t 1 \t 359 \t 1 \t -8\n", + "3 \t 916 \t 359 \t 2 \t 198 \t -3 \t 25\n", + "4 \t 359 \t 198 \t 1 \t 161 \t 4 \t -33\n", + "5 \t 198 \t 161 \t 1 \t 37 \t -11 \t 91\n", + "6 \t 161 \t 37 \t 4 \t 13 \t 15 \t -124\n", + "7 \t 37 \t 13 \t 2 \t 11 \t -26 \t 215\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 119 \t -984\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -264 \t 2183\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 383 \t -3167\n", + "\t\t\t\t\t -2179 \t 18018\n", + "GCD(39203, 4741) = 1, with coefficients -2179 and 18018 such that 1 = (-2179)*39203 + (18018)*4741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4742 \t 8 \t 1267 \t 1 \t 0\n", + "1 \t 4742 \t 1267 \t 3 \t 941 \t 0 \t 1\n", + "2 \t 1267 \t 941 \t 1 \t 326 \t 1 \t -8\n", + "3 \t 941 \t 326 \t 2 \t 289 \t -3 \t 25\n", + "4 \t 326 \t 289 \t 1 \t 37 \t 4 \t -33\n", + "5 \t 289 \t 37 \t 7 \t 30 \t -11 \t 91\n", + "6 \t 37 \t 30 \t 1 \t 7 \t 15 \t -124\n", + "7 \t 30 \t 7 \t 4 \t 2 \t -116 \t 959\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 131 \t -1083\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -640 \t 5291\n", + "\t\t\t\t\t 2051 \t -16956\n", + "GCD(39203, 4742) = 1, with coefficients 2051 and -16956 such that 1 = (2051)*39203 + (-16956)*4742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4743 \t 8 \t 1259 \t 1 \t 0\n", + "1 \t 4743 \t 1259 \t 3 \t 966 \t 0 \t 1\n", + "2 \t 1259 \t 966 \t 1 \t 293 \t 1 \t -8\n", + "3 \t 966 \t 293 \t 3 \t 87 \t -3 \t 25\n", + "4 \t 293 \t 87 \t 3 \t 32 \t 4 \t -33\n", + "5 \t 87 \t 32 \t 2 \t 23 \t -15 \t 124\n", + "6 \t 32 \t 23 \t 1 \t 9 \t 49 \t -405\n", + "7 \t 23 \t 9 \t 2 \t 5 \t -113 \t 934\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 162 \t -1339\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -437 \t 3612\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 599 \t -4951\n", + "\t\t\t\t\t -1036 \t 8563\n", + "GCD(39203, 4743) = 1, with coefficients -1036 and 8563 such that 1 = (-1036)*39203 + (8563)*4743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4744 \t 8 \t 1251 \t 1 \t 0\n", + "1 \t 4744 \t 1251 \t 3 \t 991 \t 0 \t 1\n", + "2 \t 1251 \t 991 \t 1 \t 260 \t 1 \t -8\n", + "3 \t 991 \t 260 \t 3 \t 211 \t -3 \t 25\n", + "4 \t 260 \t 211 \t 1 \t 49 \t 4 \t -33\n", + "5 \t 211 \t 49 \t 4 \t 15 \t -15 \t 124\n", + "6 \t 49 \t 15 \t 3 \t 4 \t 19 \t -157\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -91 \t 752\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 292 \t -2413\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -967 \t 7991\n", + "\t\t\t\t\t 1259 \t -10404\n", + "GCD(39203, 4744) = 1, with coefficients 1259 and -10404 such that 1 = (1259)*39203 + (-10404)*4744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4745 \t 8 \t 1243 \t 1 \t 0\n", + "1 \t 4745 \t 1243 \t 3 \t 1016 \t 0 \t 1\n", + "2 \t 1243 \t 1016 \t 1 \t 227 \t 1 \t -8\n", + "3 \t 1016 \t 227 \t 4 \t 108 \t -3 \t 25\n", + "4 \t 227 \t 108 \t 2 \t 11 \t 4 \t -33\n", + "5 \t 108 \t 11 \t 9 \t 9 \t -19 \t 157\n", + "6 \t 11 \t 9 \t 1 \t 2 \t 42 \t -347\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -397 \t 3280\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 439 \t -3627\n", + "\t\t\t\t\t -2153 \t 17788\n", + "GCD(39203, 4745) = 1, with coefficients -2153 and 17788 such that 1 = (-2153)*39203 + (17788)*4745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4746 \t 8 \t 1235 \t 1 \t 0\n", + "1 \t 4746 \t 1235 \t 3 \t 1041 \t 0 \t 1\n", + "2 \t 1235 \t 1041 \t 1 \t 194 \t 1 \t -8\n", + "3 \t 1041 \t 194 \t 5 \t 71 \t -3 \t 25\n", + "4 \t 194 \t 71 \t 2 \t 52 \t 4 \t -33\n", + "5 \t 71 \t 52 \t 1 \t 19 \t -23 \t 190\n", + "6 \t 52 \t 19 \t 2 \t 14 \t 50 \t -413\n", + "7 \t 19 \t 14 \t 1 \t 5 \t -73 \t 603\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 196 \t -1619\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -269 \t 2222\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 734 \t -6063\n", + "\t\t\t\t\t -1003 \t 8285\n", + "GCD(39203, 4746) = 1, with coefficients -1003 and 8285 such that 1 = (-1003)*39203 + (8285)*4746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4747 \t 8 \t 1227 \t 1 \t 0\n", + "1 \t 4747 \t 1227 \t 3 \t 1066 \t 0 \t 1\n", + "2 \t 1227 \t 1066 \t 1 \t 161 \t 1 \t -8\n", + "3 \t 1066 \t 161 \t 6 \t 100 \t -3 \t 25\n", + "4 \t 161 \t 100 \t 1 \t 61 \t 4 \t -33\n", + "5 \t 100 \t 61 \t 1 \t 39 \t -27 \t 223\n", + "6 \t 61 \t 39 \t 1 \t 22 \t 31 \t -256\n", + "7 \t 39 \t 22 \t 1 \t 17 \t -58 \t 479\n", + "8 \t 22 \t 17 \t 1 \t 5 \t 89 \t -735\n", + "9 \t 17 \t 5 \t 3 \t 2 \t -147 \t 1214\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 236 \t -1949\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -855 \t 7061\n", + "\t\t\t\t\t 1946 \t -16071\n", + "GCD(39203, 4747) = 1, with coefficients 1946 and -16071 such that 1 = (1946)*39203 + (-16071)*4747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4748 \t 8 \t 1219 \t 1 \t 0\n", + "1 \t 4748 \t 1219 \t 3 \t 1091 \t 0 \t 1\n", + "2 \t 1219 \t 1091 \t 1 \t 128 \t 1 \t -8\n", + "3 \t 1091 \t 128 \t 8 \t 67 \t -3 \t 25\n", + "4 \t 128 \t 67 \t 1 \t 61 \t 4 \t -33\n", + "5 \t 67 \t 61 \t 1 \t 6 \t -35 \t 289\n", + "6 \t 61 \t 6 \t 10 \t 1 \t 39 \t -322\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -74 \t 611\n", + "\t\t\t\t\t 779 \t -6432\n", + "GCD(39203, 4748) = 1, with coefficients 779 and -6432 such that 1 = (779)*39203 + (-6432)*4748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4749 \t 8 \t 1211 \t 1 \t 0\n", + "1 \t 4749 \t 1211 \t 3 \t 1116 \t 0 \t 1\n", + "2 \t 1211 \t 1116 \t 1 \t 95 \t 1 \t -8\n", + "3 \t 1116 \t 95 \t 11 \t 71 \t -3 \t 25\n", + "4 \t 95 \t 71 \t 1 \t 24 \t 4 \t -33\n", + "5 \t 71 \t 24 \t 2 \t 23 \t -47 \t 388\n", + "6 \t 24 \t 23 \t 1 \t 1 \t 51 \t -421\n", + "7 \t 23 \t 1 \t 23 \t 0 \t -149 \t 1230\n", + "\t\t\t\t\t 200 \t -1651\n", + "GCD(39203, 4749) = 1, with coefficients 200 and -1651 such that 1 = (200)*39203 + (-1651)*4749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4750 \t 8 \t 1203 \t 1 \t 0\n", + "1 \t 4750 \t 1203 \t 3 \t 1141 \t 0 \t 1\n", + "2 \t 1203 \t 1141 \t 1 \t 62 \t 1 \t -8\n", + "3 \t 1141 \t 62 \t 18 \t 25 \t -3 \t 25\n", + "4 \t 62 \t 25 \t 2 \t 12 \t 4 \t -33\n", + "5 \t 25 \t 12 \t 2 \t 1 \t -75 \t 619\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 154 \t -1271\n", + "\t\t\t\t\t -383 \t 3161\n", + "GCD(39203, 4750) = 1, with coefficients -383 and 3161 such that 1 = (-383)*39203 + (3161)*4750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4751 \t 8 \t 1195 \t 1 \t 0\n", + "1 \t 4751 \t 1195 \t 3 \t 1166 \t 0 \t 1\n", + "2 \t 1195 \t 1166 \t 1 \t 29 \t 1 \t -8\n", + "3 \t 1166 \t 29 \t 40 \t 6 \t -3 \t 25\n", + "4 \t 29 \t 6 \t 4 \t 5 \t 4 \t -33\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -163 \t 1345\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 656 \t -5413\n", + "\t\t\t\t\t -819 \t 6758\n", + "GCD(39203, 4751) = 1, with coefficients -819 and 6758 such that 1 = (-819)*39203 + (6758)*4751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4752 \t 8 \t 1187 \t 1 \t 0\n", + "1 \t 4752 \t 1187 \t 4 \t 4 \t 0 \t 1\n", + "2 \t 1187 \t 4 \t 296 \t 3 \t 1 \t -8\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -4 \t 33\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 1185 \t -9776\n", + "\t\t\t\t\t -1189 \t 9809\n", + "GCD(39203, 4752) = 1, with coefficients -1189 and 9809 such that 1 = (-1189)*39203 + (9809)*4752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4753 \t 8 \t 1179 \t 1 \t 0\n", + "1 \t 4753 \t 1179 \t 4 \t 37 \t 0 \t 1\n", + "2 \t 1179 \t 37 \t 31 \t 32 \t 1 \t -8\n", + "3 \t 37 \t 32 \t 1 \t 5 \t -4 \t 33\n", + "4 \t 32 \t 5 \t 6 \t 2 \t 125 \t -1031\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -129 \t 1064\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 899 \t -7415\n", + "\t\t\t\t\t -1927 \t 15894\n", + "GCD(39203, 4753) = 1, with coefficients -1927 and 15894 such that 1 = (-1927)*39203 + (15894)*4753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4754 \t 8 \t 1171 \t 1 \t 0\n", + "1 \t 4754 \t 1171 \t 4 \t 70 \t 0 \t 1\n", + "2 \t 1171 \t 70 \t 16 \t 51 \t 1 \t -8\n", + "3 \t 70 \t 51 \t 1 \t 19 \t -4 \t 33\n", + "4 \t 51 \t 19 \t 2 \t 13 \t 65 \t -536\n", + "5 \t 19 \t 13 \t 1 \t 6 \t -69 \t 569\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 203 \t -1674\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -272 \t 2243\n", + "\t\t\t\t\t 747 \t -6160\n", + "GCD(39203, 4754) = 1, with coefficients 747 and -6160 such that 1 = (747)*39203 + (-6160)*4754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4755 \t 8 \t 1163 \t 1 \t 0\n", + "1 \t 4755 \t 1163 \t 4 \t 103 \t 0 \t 1\n", + "2 \t 1163 \t 103 \t 11 \t 30 \t 1 \t -8\n", + "3 \t 103 \t 30 \t 3 \t 13 \t -4 \t 33\n", + "4 \t 30 \t 13 \t 2 \t 4 \t 45 \t -371\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -139 \t 1146\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 323 \t -2663\n", + "\t\t\t\t\t -1108 \t 9135\n", + "GCD(39203, 4755) = 1, with coefficients -1108 and 9135 such that 1 = (-1108)*39203 + (9135)*4755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4756 \t 8 \t 1155 \t 1 \t 0\n", + "1 \t 4756 \t 1155 \t 4 \t 136 \t 0 \t 1\n", + "2 \t 1155 \t 136 \t 8 \t 67 \t 1 \t -8\n", + "3 \t 136 \t 67 \t 2 \t 2 \t -4 \t 33\n", + "4 \t 67 \t 2 \t 33 \t 1 \t 33 \t -272\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -70 \t 577\n", + "\t\t\t\t\t 2343 \t -19313\n", + "GCD(39203, 4756) = 1, with coefficients 2343 and -19313 such that 1 = (2343)*39203 + (-19313)*4756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4757 \t 8 \t 1147 \t 1 \t 0\n", + "1 \t 4757 \t 1147 \t 4 \t 169 \t 0 \t 1\n", + "2 \t 1147 \t 169 \t 6 \t 133 \t 1 \t -8\n", + "3 \t 169 \t 133 \t 1 \t 36 \t -4 \t 33\n", + "4 \t 133 \t 36 \t 3 \t 25 \t 25 \t -206\n", + "5 \t 36 \t 25 \t 1 \t 11 \t -29 \t 239\n", + "6 \t 25 \t 11 \t 2 \t 3 \t 112 \t -923\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -141 \t 1162\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 394 \t -3247\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1323 \t 10903\n", + "\t\t\t\t\t 1717 \t -14150\n", + "GCD(39203, 4757) = 1, with coefficients 1717 and -14150 such that 1 = (1717)*39203 + (-14150)*4757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4758 \t 8 \t 1139 \t 1 \t 0\n", + "1 \t 4758 \t 1139 \t 4 \t 202 \t 0 \t 1\n", + "2 \t 1139 \t 202 \t 5 \t 129 \t 1 \t -8\n", + "3 \t 202 \t 129 \t 1 \t 73 \t -4 \t 33\n", + "4 \t 129 \t 73 \t 1 \t 56 \t 21 \t -173\n", + "5 \t 73 \t 56 \t 1 \t 17 \t -25 \t 206\n", + "6 \t 56 \t 17 \t 3 \t 5 \t 46 \t -379\n", + "7 \t 17 \t 5 \t 3 \t 2 \t -71 \t 585\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 259 \t -2134\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -848 \t 6987\n", + "\t\t\t\t\t 1955 \t -16108\n", + "GCD(39203, 4758) = 1, with coefficients 1955 and -16108 such that 1 = (1955)*39203 + (-16108)*4758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4759 \t 8 \t 1131 \t 1 \t 0\n", + "1 \t 4759 \t 1131 \t 4 \t 235 \t 0 \t 1\n", + "2 \t 1131 \t 235 \t 4 \t 191 \t 1 \t -8\n", + "3 \t 235 \t 191 \t 1 \t 44 \t -4 \t 33\n", + "4 \t 191 \t 44 \t 4 \t 15 \t 17 \t -140\n", + "5 \t 44 \t 15 \t 2 \t 14 \t -21 \t 173\n", + "6 \t 15 \t 14 \t 1 \t 1 \t 101 \t -832\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -223 \t 1837\n", + "\t\t\t\t\t 324 \t -2669\n", + "GCD(39203, 4759) = 1, with coefficients 324 and -2669 such that 1 = (324)*39203 + (-2669)*4759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4760 \t 8 \t 1123 \t 1 \t 0\n", + "1 \t 4760 \t 1123 \t 4 \t 268 \t 0 \t 1\n", + "2 \t 1123 \t 268 \t 4 \t 51 \t 1 \t -8\n", + "3 \t 268 \t 51 \t 5 \t 13 \t -4 \t 33\n", + "4 \t 51 \t 13 \t 3 \t 12 \t 17 \t -140\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -89 \t 733\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 284 \t -2339\n", + "\t\t\t\t\t -373 \t 3072\n", + "GCD(39203, 4760) = 1, with coefficients -373 and 3072 such that 1 = (-373)*39203 + (3072)*4760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4761 \t 8 \t 1115 \t 1 \t 0\n", + "1 \t 4761 \t 1115 \t 4 \t 301 \t 0 \t 1\n", + "2 \t 1115 \t 301 \t 3 \t 212 \t 1 \t -8\n", + "3 \t 301 \t 212 \t 1 \t 89 \t -4 \t 33\n", + "4 \t 212 \t 89 \t 2 \t 34 \t 13 \t -107\n", + "5 \t 89 \t 34 \t 2 \t 21 \t -17 \t 140\n", + "6 \t 34 \t 21 \t 1 \t 13 \t 47 \t -387\n", + "7 \t 21 \t 13 \t 1 \t 8 \t -111 \t 914\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 158 \t -1301\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -269 \t 2215\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 427 \t -3516\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -696 \t 5731\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1123 \t -9247\n", + "\t\t\t\t\t -1819 \t 14978\n", + "GCD(39203, 4761) = 1, with coefficients -1819 and 14978 such that 1 = (-1819)*39203 + (14978)*4761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4762 \t 8 \t 1107 \t 1 \t 0\n", + "1 \t 4762 \t 1107 \t 4 \t 334 \t 0 \t 1\n", + "2 \t 1107 \t 334 \t 3 \t 105 \t 1 \t -8\n", + "3 \t 334 \t 105 \t 3 \t 19 \t -4 \t 33\n", + "4 \t 105 \t 19 \t 5 \t 10 \t 13 \t -107\n", + "5 \t 19 \t 10 \t 1 \t 9 \t -43 \t 354\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 228 \t -1877\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -271 \t 2231\n", + "\t\t\t\t\t 499 \t -4108\n", + "GCD(39203, 4762) = 1, with coefficients 499 and -4108 such that 1 = (499)*39203 + (-4108)*4762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4763 \t 8 \t 1099 \t 1 \t 0\n", + "1 \t 4763 \t 1099 \t 4 \t 367 \t 0 \t 1\n", + "2 \t 1099 \t 367 \t 2 \t 365 \t 1 \t -8\n", + "3 \t 367 \t 365 \t 1 \t 2 \t -4 \t 33\n", + "4 \t 365 \t 2 \t 182 \t 1 \t 9 \t -74\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -13 \t 107\n", + "\t\t\t\t\t 2375 \t -19548\n", + "GCD(39203, 4763) = 1, with coefficients 2375 and -19548 such that 1 = (2375)*39203 + (-19548)*4763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4764 \t 8 \t 1091 \t 1 \t 0\n", + "1 \t 4764 \t 1091 \t 4 \t 400 \t 0 \t 1\n", + "2 \t 1091 \t 400 \t 2 \t 291 \t 1 \t -8\n", + "3 \t 400 \t 291 \t 1 \t 109 \t -4 \t 33\n", + "4 \t 291 \t 109 \t 2 \t 73 \t 9 \t -74\n", + "5 \t 109 \t 73 \t 1 \t 36 \t -13 \t 107\n", + "6 \t 73 \t 36 \t 2 \t 1 \t 35 \t -288\n", + "7 \t 36 \t 1 \t 36 \t 0 \t -48 \t 395\n", + "\t\t\t\t\t 131 \t -1078\n", + "GCD(39203, 4764) = 1, with coefficients 131 and -1078 such that 1 = (131)*39203 + (-1078)*4764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4765 \t 8 \t 1083 \t 1 \t 0\n", + "1 \t 4765 \t 1083 \t 4 \t 433 \t 0 \t 1\n", + "2 \t 1083 \t 433 \t 2 \t 217 \t 1 \t -8\n", + "3 \t 433 \t 217 \t 1 \t 216 \t -4 \t 33\n", + "4 \t 217 \t 216 \t 1 \t 1 \t 9 \t -74\n", + "5 \t 216 \t 1 \t 216 \t 0 \t -13 \t 107\n", + "\t\t\t\t\t 22 \t -181\n", + "GCD(39203, 4765) = 1, with coefficients 22 and -181 such that 1 = (22)*39203 + (-181)*4765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4766 \t 8 \t 1075 \t 1 \t 0\n", + "1 \t 4766 \t 1075 \t 4 \t 466 \t 0 \t 1\n", + "2 \t 1075 \t 466 \t 2 \t 143 \t 1 \t -8\n", + "3 \t 466 \t 143 \t 3 \t 37 \t -4 \t 33\n", + "4 \t 143 \t 37 \t 3 \t 32 \t 9 \t -74\n", + "5 \t 37 \t 32 \t 1 \t 5 \t -31 \t 255\n", + "6 \t 32 \t 5 \t 6 \t 2 \t 102 \t -839\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -133 \t 1094\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 900 \t -7403\n", + "\t\t\t\t\t -1933 \t 15900\n", + "GCD(39203, 4766) = 1, with coefficients -1933 and 15900 such that 1 = (-1933)*39203 + (15900)*4766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4767 \t 8 \t 1067 \t 1 \t 0\n", + "1 \t 4767 \t 1067 \t 4 \t 499 \t 0 \t 1\n", + "2 \t 1067 \t 499 \t 2 \t 69 \t 1 \t -8\n", + "3 \t 499 \t 69 \t 7 \t 16 \t -4 \t 33\n", + "4 \t 69 \t 16 \t 4 \t 5 \t 9 \t -74\n", + "5 \t 16 \t 5 \t 3 \t 1 \t -67 \t 551\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 277 \t -2278\n", + "\t\t\t\t\t -898 \t 7385\n", + "GCD(39203, 4767) = 1, with coefficients -898 and 7385 such that 1 = (-898)*39203 + (7385)*4767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4768 \t 8 \t 1059 \t 1 \t 0\n", + "1 \t 4768 \t 1059 \t 4 \t 532 \t 0 \t 1\n", + "2 \t 1059 \t 532 \t 1 \t 527 \t 1 \t -8\n", + "3 \t 532 \t 527 \t 1 \t 5 \t -4 \t 33\n", + "4 \t 527 \t 5 \t 105 \t 2 \t 5 \t -41\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -9 \t 74\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 950 \t -7811\n", + "\t\t\t\t\t -1909 \t 15696\n", + "GCD(39203, 4768) = 1, with coefficients -1909 and 15696 such that 1 = (-1909)*39203 + (15696)*4768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4769 \t 8 \t 1051 \t 1 \t 0\n", + "1 \t 4769 \t 1051 \t 4 \t 565 \t 0 \t 1\n", + "2 \t 1051 \t 565 \t 1 \t 486 \t 1 \t -8\n", + "3 \t 565 \t 486 \t 1 \t 79 \t -4 \t 33\n", + "4 \t 486 \t 79 \t 6 \t 12 \t 5 \t -41\n", + "5 \t 79 \t 12 \t 6 \t 7 \t -9 \t 74\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 59 \t -485\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -363 \t 2984\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 422 \t -3469\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -785 \t 6453\n", + "\t\t\t\t\t 1992 \t -16375\n", + "GCD(39203, 4769) = 1, with coefficients 1992 and -16375 such that 1 = (1992)*39203 + (-16375)*4769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4770 \t 8 \t 1043 \t 1 \t 0\n", + "1 \t 4770 \t 1043 \t 4 \t 598 \t 0 \t 1\n", + "2 \t 1043 \t 598 \t 1 \t 445 \t 1 \t -8\n", + "3 \t 598 \t 445 \t 1 \t 153 \t -4 \t 33\n", + "4 \t 445 \t 153 \t 2 \t 139 \t 5 \t -41\n", + "5 \t 153 \t 139 \t 1 \t 14 \t -9 \t 74\n", + "6 \t 139 \t 14 \t 9 \t 13 \t 23 \t -189\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -32 \t 263\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 311 \t -2556\n", + "\t\t\t\t\t -343 \t 2819\n", + "GCD(39203, 4770) = 1, with coefficients -343 and 2819 such that 1 = (-343)*39203 + (2819)*4770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4771 \t 8 \t 1035 \t 1 \t 0\n", + "1 \t 4771 \t 1035 \t 4 \t 631 \t 0 \t 1\n", + "2 \t 1035 \t 631 \t 1 \t 404 \t 1 \t -8\n", + "3 \t 631 \t 404 \t 1 \t 227 \t -4 \t 33\n", + "4 \t 404 \t 227 \t 1 \t 177 \t 5 \t -41\n", + "5 \t 227 \t 177 \t 1 \t 50 \t -9 \t 74\n", + "6 \t 177 \t 50 \t 3 \t 27 \t 14 \t -115\n", + "7 \t 50 \t 27 \t 1 \t 23 \t -23 \t 189\n", + "8 \t 27 \t 23 \t 1 \t 4 \t 83 \t -682\n", + "9 \t 23 \t 4 \t 5 \t 3 \t -106 \t 871\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 189 \t -1553\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1051 \t 8636\n", + "\t\t\t\t\t 1240 \t -10189\n", + "GCD(39203, 4771) = 1, with coefficients 1240 and -10189 such that 1 = (1240)*39203 + (-10189)*4771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4772 \t 8 \t 1027 \t 1 \t 0\n", + "1 \t 4772 \t 1027 \t 4 \t 664 \t 0 \t 1\n", + "2 \t 1027 \t 664 \t 1 \t 363 \t 1 \t -8\n", + "3 \t 664 \t 363 \t 1 \t 301 \t -4 \t 33\n", + "4 \t 363 \t 301 \t 1 \t 62 \t 5 \t -41\n", + "5 \t 301 \t 62 \t 4 \t 53 \t -9 \t 74\n", + "6 \t 62 \t 53 \t 1 \t 9 \t 14 \t -115\n", + "7 \t 53 \t 9 \t 5 \t 8 \t -65 \t 534\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 79 \t -649\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -460 \t 3779\n", + "\t\t\t\t\t 539 \t -4428\n", + "GCD(39203, 4772) = 1, with coefficients 539 and -4428 such that 1 = (539)*39203 + (-4428)*4772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4773 \t 8 \t 1019 \t 1 \t 0\n", + "1 \t 4773 \t 1019 \t 4 \t 697 \t 0 \t 1\n", + "2 \t 1019 \t 697 \t 1 \t 322 \t 1 \t -8\n", + "3 \t 697 \t 322 \t 2 \t 53 \t -4 \t 33\n", + "4 \t 322 \t 53 \t 6 \t 4 \t 5 \t -41\n", + "5 \t 53 \t 4 \t 13 \t 1 \t -14 \t 115\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 89 \t -731\n", + "\t\t\t\t\t -1171 \t 9618\n", + "GCD(39203, 4773) = 1, with coefficients -1171 and 9618 such that 1 = (-1171)*39203 + (9618)*4773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4774 \t 8 \t 1011 \t 1 \t 0\n", + "1 \t 4774 \t 1011 \t 4 \t 730 \t 0 \t 1\n", + "2 \t 1011 \t 730 \t 1 \t 281 \t 1 \t -8\n", + "3 \t 730 \t 281 \t 2 \t 168 \t -4 \t 33\n", + "4 \t 281 \t 168 \t 1 \t 113 \t 5 \t -41\n", + "5 \t 168 \t 113 \t 1 \t 55 \t -14 \t 115\n", + "6 \t 113 \t 55 \t 2 \t 3 \t 19 \t -156\n", + "7 \t 55 \t 3 \t 18 \t 1 \t -33 \t 271\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 85 \t -698\n", + "\t\t\t\t\t -1563 \t 12835\n", + "GCD(39203, 4774) = 1, with coefficients -1563 and 12835 such that 1 = (-1563)*39203 + (12835)*4774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4775 \t 8 \t 1003 \t 1 \t 0\n", + "1 \t 4775 \t 1003 \t 4 \t 763 \t 0 \t 1\n", + "2 \t 1003 \t 763 \t 1 \t 240 \t 1 \t -8\n", + "3 \t 763 \t 240 \t 3 \t 43 \t -4 \t 33\n", + "4 \t 240 \t 43 \t 5 \t 25 \t 5 \t -41\n", + "5 \t 43 \t 25 \t 1 \t 18 \t -19 \t 156\n", + "6 \t 25 \t 18 \t 1 \t 7 \t 100 \t -821\n", + "7 \t 18 \t 7 \t 2 \t 4 \t -119 \t 977\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 219 \t -1798\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -557 \t 4573\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 776 \t -6371\n", + "\t\t\t\t\t -1333 \t 10944\n", + "GCD(39203, 4775) = 1, with coefficients -1333 and 10944 such that 1 = (-1333)*39203 + (10944)*4775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4776 \t 8 \t 995 \t 1 \t 0\n", + "1 \t 4776 \t 995 \t 4 \t 796 \t 0 \t 1\n", + "2 \t 995 \t 796 \t 1 \t 199 \t 1 \t -8\n", + "3 \t 796 \t 199 \t 4 \t 0 \t -4 \t 33\n", + "\t\t\t\t\t 5 \t -41\n", + "GCD(39203, 4776) = 199, with coefficients 5 and -41 such that 199 = (5)*39203 + (-41)*4776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4777 \t 8 \t 987 \t 1 \t 0\n", + "1 \t 4777 \t 987 \t 4 \t 829 \t 0 \t 1\n", + "2 \t 987 \t 829 \t 1 \t 158 \t 1 \t -8\n", + "3 \t 829 \t 158 \t 5 \t 39 \t -4 \t 33\n", + "4 \t 158 \t 39 \t 4 \t 2 \t 5 \t -41\n", + "5 \t 39 \t 2 \t 19 \t 1 \t -29 \t 238\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 121 \t -993\n", + "\t\t\t\t\t -2328 \t 19105\n", + "GCD(39203, 4777) = 1, with coefficients -2328 and 19105 such that 1 = (-2328)*39203 + (19105)*4777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4778 \t 8 \t 979 \t 1 \t 0\n", + "1 \t 4778 \t 979 \t 4 \t 862 \t 0 \t 1\n", + "2 \t 979 \t 862 \t 1 \t 117 \t 1 \t -8\n", + "3 \t 862 \t 117 \t 7 \t 43 \t -4 \t 33\n", + "4 \t 117 \t 43 \t 2 \t 31 \t 5 \t -41\n", + "5 \t 43 \t 31 \t 1 \t 12 \t -39 \t 320\n", + "6 \t 31 \t 12 \t 2 \t 7 \t 83 \t -681\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -122 \t 1001\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 327 \t -2683\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -449 \t 3684\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 776 \t -6367\n", + "\t\t\t\t\t -2001 \t 16418\n", + "GCD(39203, 4778) = 1, with coefficients -2001 and 16418 such that 1 = (-2001)*39203 + (16418)*4778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4779 \t 8 \t 971 \t 1 \t 0\n", + "1 \t 4779 \t 971 \t 4 \t 895 \t 0 \t 1\n", + "2 \t 971 \t 895 \t 1 \t 76 \t 1 \t -8\n", + "3 \t 895 \t 76 \t 11 \t 59 \t -4 \t 33\n", + "4 \t 76 \t 59 \t 1 \t 17 \t 5 \t -41\n", + "5 \t 59 \t 17 \t 3 \t 8 \t -59 \t 484\n", + "6 \t 17 \t 8 \t 2 \t 1 \t 64 \t -525\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -251 \t 2059\n", + "\t\t\t\t\t 566 \t -4643\n", + "GCD(39203, 4779) = 1, with coefficients 566 and -4643 such that 1 = (566)*39203 + (-4643)*4779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4780 \t 8 \t 963 \t 1 \t 0\n", + "1 \t 4780 \t 963 \t 4 \t 928 \t 0 \t 1\n", + "2 \t 963 \t 928 \t 1 \t 35 \t 1 \t -8\n", + "3 \t 928 \t 35 \t 26 \t 18 \t -4 \t 33\n", + "4 \t 35 \t 18 \t 1 \t 17 \t 5 \t -41\n", + "5 \t 18 \t 17 \t 1 \t 1 \t -134 \t 1099\n", + "6 \t 17 \t 1 \t 17 \t 0 \t 139 \t -1140\n", + "\t\t\t\t\t -273 \t 2239\n", + "GCD(39203, 4780) = 1, with coefficients -273 and 2239 such that 1 = (-273)*39203 + (2239)*4780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4781 \t 8 \t 955 \t 1 \t 0\n", + "1 \t 4781 \t 955 \t 5 \t 6 \t 0 \t 1\n", + "2 \t 955 \t 6 \t 159 \t 1 \t 1 \t -8\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -5 \t 41\n", + "\t\t\t\t\t 796 \t -6527\n", + "GCD(39203, 4781) = 1, with coefficients 796 and -6527 such that 1 = (796)*39203 + (-6527)*4781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4782 \t 8 \t 947 \t 1 \t 0\n", + "1 \t 4782 \t 947 \t 5 \t 47 \t 0 \t 1\n", + "2 \t 947 \t 47 \t 20 \t 7 \t 1 \t -8\n", + "3 \t 47 \t 7 \t 6 \t 5 \t -5 \t 41\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 101 \t -828\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -611 \t 5009\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 712 \t -5837\n", + "\t\t\t\t\t -2035 \t 16683\n", + "GCD(39203, 4782) = 1, with coefficients -2035 and 16683 such that 1 = (-2035)*39203 + (16683)*4782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4783 \t 8 \t 939 \t 1 \t 0\n", + "1 \t 4783 \t 939 \t 5 \t 88 \t 0 \t 1\n", + "2 \t 939 \t 88 \t 10 \t 59 \t 1 \t -8\n", + "3 \t 88 \t 59 \t 1 \t 29 \t -5 \t 41\n", + "4 \t 59 \t 29 \t 2 \t 1 \t 51 \t -418\n", + "5 \t 29 \t 1 \t 29 \t 0 \t -56 \t 459\n", + "\t\t\t\t\t 163 \t -1336\n", + "GCD(39203, 4783) = 1, with coefficients 163 and -1336 such that 1 = (163)*39203 + (-1336)*4783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4784 \t 8 \t 931 \t 1 \t 0\n", + "1 \t 4784 \t 931 \t 5 \t 129 \t 0 \t 1\n", + "2 \t 931 \t 129 \t 7 \t 28 \t 1 \t -8\n", + "3 \t 129 \t 28 \t 4 \t 17 \t -5 \t 41\n", + "4 \t 28 \t 17 \t 1 \t 11 \t 36 \t -295\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -149 \t 1221\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 185 \t -1516\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -334 \t 2737\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 519 \t -4253\n", + "\t\t\t\t\t -853 \t 6990\n", + "GCD(39203, 4784) = 1, with coefficients -853 and 6990 such that 1 = (-853)*39203 + (6990)*4784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4785 \t 8 \t 923 \t 1 \t 0\n", + "1 \t 4785 \t 923 \t 5 \t 170 \t 0 \t 1\n", + "2 \t 923 \t 170 \t 5 \t 73 \t 1 \t -8\n", + "3 \t 170 \t 73 \t 2 \t 24 \t -5 \t 41\n", + "4 \t 73 \t 24 \t 3 \t 1 \t 26 \t -213\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -57 \t 467\n", + "\t\t\t\t\t 197 \t -1614\n", + "GCD(39203, 4785) = 1, with coefficients 197 and -1614 such that 1 = (197)*39203 + (-1614)*4785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4786 \t 8 \t 915 \t 1 \t 0\n", + "1 \t 4786 \t 915 \t 5 \t 211 \t 0 \t 1\n", + "2 \t 915 \t 211 \t 4 \t 71 \t 1 \t -8\n", + "3 \t 211 \t 71 \t 2 \t 69 \t -5 \t 41\n", + "4 \t 71 \t 69 \t 1 \t 2 \t 21 \t -172\n", + "5 \t 69 \t 2 \t 34 \t 1 \t -47 \t 385\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 68 \t -557\n", + "\t\t\t\t\t -2359 \t 19323\n", + "GCD(39203, 4786) = 1, with coefficients -2359 and 19323 such that 1 = (-2359)*39203 + (19323)*4786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4787 \t 8 \t 907 \t 1 \t 0\n", + "1 \t 4787 \t 907 \t 5 \t 252 \t 0 \t 1\n", + "2 \t 907 \t 252 \t 3 \t 151 \t 1 \t -8\n", + "3 \t 252 \t 151 \t 1 \t 101 \t -5 \t 41\n", + "4 \t 151 \t 101 \t 1 \t 50 \t 16 \t -131\n", + "5 \t 101 \t 50 \t 2 \t 1 \t -21 \t 172\n", + "6 \t 50 \t 1 \t 50 \t 0 \t 37 \t -303\n", + "\t\t\t\t\t -95 \t 778\n", + "GCD(39203, 4787) = 1, with coefficients -95 and 778 such that 1 = (-95)*39203 + (778)*4787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4788 \t 8 \t 899 \t 1 \t 0\n", + "1 \t 4788 \t 899 \t 5 \t 293 \t 0 \t 1\n", + "2 \t 899 \t 293 \t 3 \t 20 \t 1 \t -8\n", + "3 \t 293 \t 20 \t 14 \t 13 \t -5 \t 41\n", + "4 \t 20 \t 13 \t 1 \t 7 \t 16 \t -131\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -229 \t 1875\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 245 \t -2006\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -474 \t 3881\n", + "\t\t\t\t\t 719 \t -5887\n", + "GCD(39203, 4788) = 1, with coefficients 719 and -5887 such that 1 = (719)*39203 + (-5887)*4788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4789 \t 8 \t 891 \t 1 \t 0\n", + "1 \t 4789 \t 891 \t 5 \t 334 \t 0 \t 1\n", + "2 \t 891 \t 334 \t 2 \t 223 \t 1 \t -8\n", + "3 \t 334 \t 223 \t 1 \t 111 \t -5 \t 41\n", + "4 \t 223 \t 111 \t 2 \t 1 \t 11 \t -90\n", + "5 \t 111 \t 1 \t 111 \t 0 \t -16 \t 131\n", + "\t\t\t\t\t 43 \t -352\n", + "GCD(39203, 4789) = 1, with coefficients 43 and -352 such that 1 = (43)*39203 + (-352)*4789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4790 \t 8 \t 883 \t 1 \t 0\n", + "1 \t 4790 \t 883 \t 5 \t 375 \t 0 \t 1\n", + "2 \t 883 \t 375 \t 2 \t 133 \t 1 \t -8\n", + "3 \t 375 \t 133 \t 2 \t 109 \t -5 \t 41\n", + "4 \t 133 \t 109 \t 1 \t 24 \t 11 \t -90\n", + "5 \t 109 \t 24 \t 4 \t 13 \t -27 \t 221\n", + "6 \t 24 \t 13 \t 1 \t 11 \t 38 \t -311\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -179 \t 1465\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 217 \t -1776\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -396 \t 3241\n", + "\t\t\t\t\t 2197 \t -17981\n", + "GCD(39203, 4790) = 1, with coefficients 2197 and -17981 such that 1 = (2197)*39203 + (-17981)*4790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4791 \t 8 \t 875 \t 1 \t 0\n", + "1 \t 4791 \t 875 \t 5 \t 416 \t 0 \t 1\n", + "2 \t 875 \t 416 \t 2 \t 43 \t 1 \t -8\n", + "3 \t 416 \t 43 \t 9 \t 29 \t -5 \t 41\n", + "4 \t 43 \t 29 \t 1 \t 14 \t 11 \t -90\n", + "5 \t 29 \t 14 \t 2 \t 1 \t -104 \t 851\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 115 \t -941\n", + "\t\t\t\t\t -334 \t 2733\n", + "GCD(39203, 4791) = 1, with coefficients -334 and 2733 such that 1 = (-334)*39203 + (2733)*4791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4792 \t 8 \t 867 \t 1 \t 0\n", + "1 \t 4792 \t 867 \t 5 \t 457 \t 0 \t 1\n", + "2 \t 867 \t 457 \t 1 \t 410 \t 1 \t -8\n", + "3 \t 457 \t 410 \t 1 \t 47 \t -5 \t 41\n", + "4 \t 410 \t 47 \t 8 \t 34 \t 6 \t -49\n", + "5 \t 47 \t 34 \t 1 \t 13 \t -11 \t 90\n", + "6 \t 34 \t 13 \t 2 \t 8 \t 94 \t -769\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -105 \t 859\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 304 \t -2487\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -409 \t 3346\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 713 \t -5833\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1122 \t 9179\n", + "\t\t\t\t\t 1835 \t -15012\n", + "GCD(39203, 4792) = 1, with coefficients 1835 and -15012 such that 1 = (1835)*39203 + (-15012)*4792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4793 \t 8 \t 859 \t 1 \t 0\n", + "1 \t 4793 \t 859 \t 5 \t 498 \t 0 \t 1\n", + "2 \t 859 \t 498 \t 1 \t 361 \t 1 \t -8\n", + "3 \t 498 \t 361 \t 1 \t 137 \t -5 \t 41\n", + "4 \t 361 \t 137 \t 2 \t 87 \t 6 \t -49\n", + "5 \t 137 \t 87 \t 1 \t 50 \t -11 \t 90\n", + "6 \t 87 \t 50 \t 1 \t 37 \t 28 \t -229\n", + "7 \t 50 \t 37 \t 1 \t 13 \t -39 \t 319\n", + "8 \t 37 \t 13 \t 2 \t 11 \t 67 \t -548\n", + "9 \t 13 \t 11 \t 1 \t 2 \t -106 \t 867\n", + "10 \t 11 \t 2 \t 5 \t 1 \t 279 \t -2282\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -385 \t 3149\n", + "\t\t\t\t\t 2204 \t -18027\n", + "GCD(39203, 4793) = 1, with coefficients 2204 and -18027 such that 1 = (2204)*39203 + (-18027)*4793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4794 \t 8 \t 851 \t 1 \t 0\n", + "1 \t 4794 \t 851 \t 5 \t 539 \t 0 \t 1\n", + "2 \t 851 \t 539 \t 1 \t 312 \t 1 \t -8\n", + "3 \t 539 \t 312 \t 1 \t 227 \t -5 \t 41\n", + "4 \t 312 \t 227 \t 1 \t 85 \t 6 \t -49\n", + "5 \t 227 \t 85 \t 2 \t 57 \t -11 \t 90\n", + "6 \t 85 \t 57 \t 1 \t 28 \t 17 \t -139\n", + "7 \t 57 \t 28 \t 2 \t 1 \t -45 \t 368\n", + "8 \t 28 \t 1 \t 28 \t 0 \t 62 \t -507\n", + "\t\t\t\t\t -169 \t 1382\n", + "GCD(39203, 4794) = 1, with coefficients -169 and 1382 such that 1 = (-169)*39203 + (1382)*4794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4795 \t 8 \t 843 \t 1 \t 0\n", + "1 \t 4795 \t 843 \t 5 \t 580 \t 0 \t 1\n", + "2 \t 843 \t 580 \t 1 \t 263 \t 1 \t -8\n", + "3 \t 580 \t 263 \t 2 \t 54 \t -5 \t 41\n", + "4 \t 263 \t 54 \t 4 \t 47 \t 6 \t -49\n", + "5 \t 54 \t 47 \t 1 \t 7 \t -17 \t 139\n", + "6 \t 47 \t 7 \t 6 \t 5 \t 74 \t -605\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -91 \t 744\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 620 \t -5069\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -711 \t 5813\n", + "\t\t\t\t\t 2042 \t -16695\n", + "GCD(39203, 4795) = 1, with coefficients 2042 and -16695 such that 1 = (2042)*39203 + (-16695)*4795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4796 \t 8 \t 835 \t 1 \t 0\n", + "1 \t 4796 \t 835 \t 5 \t 621 \t 0 \t 1\n", + "2 \t 835 \t 621 \t 1 \t 214 \t 1 \t -8\n", + "3 \t 621 \t 214 \t 2 \t 193 \t -5 \t 41\n", + "4 \t 214 \t 193 \t 1 \t 21 \t 6 \t -49\n", + "5 \t 193 \t 21 \t 9 \t 4 \t -17 \t 139\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 23 \t -188\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -224 \t 1831\n", + "\t\t\t\t\t 1143 \t -9343\n", + "GCD(39203, 4796) = 1, with coefficients 1143 and -9343 such that 1 = (1143)*39203 + (-9343)*4796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4797 \t 8 \t 827 \t 1 \t 0\n", + "1 \t 4797 \t 827 \t 5 \t 662 \t 0 \t 1\n", + "2 \t 827 \t 662 \t 1 \t 165 \t 1 \t -8\n", + "3 \t 662 \t 165 \t 4 \t 2 \t -5 \t 41\n", + "4 \t 165 \t 2 \t 82 \t 1 \t 6 \t -49\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -29 \t 237\n", + "\t\t\t\t\t 2384 \t -19483\n", + "GCD(39203, 4797) = 1, with coefficients 2384 and -19483 such that 1 = (2384)*39203 + (-19483)*4797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4798 \t 8 \t 819 \t 1 \t 0\n", + "1 \t 4798 \t 819 \t 5 \t 703 \t 0 \t 1\n", + "2 \t 819 \t 703 \t 1 \t 116 \t 1 \t -8\n", + "3 \t 703 \t 116 \t 6 \t 7 \t -5 \t 41\n", + "4 \t 116 \t 7 \t 16 \t 4 \t 6 \t -49\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -41 \t 335\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 662 \t -5409\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -703 \t 5744\n", + "\t\t\t\t\t 1365 \t -11153\n", + "GCD(39203, 4798) = 1, with coefficients 1365 and -11153 such that 1 = (1365)*39203 + (-11153)*4798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4799 \t 8 \t 811 \t 1 \t 0\n", + "1 \t 4799 \t 811 \t 5 \t 744 \t 0 \t 1\n", + "2 \t 811 \t 744 \t 1 \t 67 \t 1 \t -8\n", + "3 \t 744 \t 67 \t 11 \t 7 \t -5 \t 41\n", + "4 \t 67 \t 7 \t 9 \t 4 \t 6 \t -49\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -71 \t 580\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 645 \t -5269\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -716 \t 5849\n", + "\t\t\t\t\t 1361 \t -11118\n", + "GCD(39203, 4799) = 1, with coefficients 1361 and -11118 such that 1 = (1361)*39203 + (-11118)*4799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4800 \t 8 \t 803 \t 1 \t 0\n", + "1 \t 4800 \t 803 \t 5 \t 785 \t 0 \t 1\n", + "2 \t 803 \t 785 \t 1 \t 18 \t 1 \t -8\n", + "3 \t 785 \t 18 \t 43 \t 11 \t -5 \t 41\n", + "4 \t 18 \t 11 \t 1 \t 7 \t 6 \t -49\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -263 \t 2148\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 269 \t -2197\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -532 \t 4345\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 801 \t -6542\n", + "\t\t\t\t\t -1333 \t 10887\n", + "GCD(39203, 4800) = 1, with coefficients -1333 and 10887 such that 1 = (-1333)*39203 + (10887)*4800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4801 \t 8 \t 795 \t 1 \t 0\n", + "1 \t 4801 \t 795 \t 6 \t 31 \t 0 \t 1\n", + "2 \t 795 \t 31 \t 25 \t 20 \t 1 \t -8\n", + "3 \t 31 \t 20 \t 1 \t 11 \t -6 \t 49\n", + "4 \t 20 \t 11 \t 1 \t 9 \t 151 \t -1233\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -157 \t 1282\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 308 \t -2515\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -465 \t 3797\n", + "\t\t\t\t\t 2168 \t -17703\n", + "GCD(39203, 4801) = 1, with coefficients 2168 and -17703 such that 1 = (2168)*39203 + (-17703)*4801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4802 \t 8 \t 787 \t 1 \t 0\n", + "1 \t 4802 \t 787 \t 6 \t 80 \t 0 \t 1\n", + "2 \t 787 \t 80 \t 9 \t 67 \t 1 \t -8\n", + "3 \t 80 \t 67 \t 1 \t 13 \t -6 \t 49\n", + "4 \t 67 \t 13 \t 5 \t 2 \t 55 \t -449\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -61 \t 498\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 360 \t -2939\n", + "\t\t\t\t\t -2221 \t 18132\n", + "GCD(39203, 4802) = 1, with coefficients -2221 and 18132 such that 1 = (-2221)*39203 + (18132)*4802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4803 \t 8 \t 779 \t 1 \t 0\n", + "1 \t 4803 \t 779 \t 6 \t 129 \t 0 \t 1\n", + "2 \t 779 \t 129 \t 6 \t 5 \t 1 \t -8\n", + "3 \t 129 \t 5 \t 25 \t 4 \t -6 \t 49\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 37 \t -302\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -931 \t 7599\n", + "\t\t\t\t\t 968 \t -7901\n", + "GCD(39203, 4803) = 1, with coefficients 968 and -7901 such that 1 = (968)*39203 + (-7901)*4803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4804 \t 8 \t 771 \t 1 \t 0\n", + "1 \t 4804 \t 771 \t 6 \t 178 \t 0 \t 1\n", + "2 \t 771 \t 178 \t 4 \t 59 \t 1 \t -8\n", + "3 \t 178 \t 59 \t 3 \t 1 \t -6 \t 49\n", + "4 \t 59 \t 1 \t 59 \t 0 \t 25 \t -204\n", + "\t\t\t\t\t -81 \t 661\n", + "GCD(39203, 4804) = 1, with coefficients -81 and 661 such that 1 = (-81)*39203 + (661)*4804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4805 \t 8 \t 763 \t 1 \t 0\n", + "1 \t 4805 \t 763 \t 6 \t 227 \t 0 \t 1\n", + "2 \t 763 \t 227 \t 3 \t 82 \t 1 \t -8\n", + "3 \t 227 \t 82 \t 2 \t 63 \t -6 \t 49\n", + "4 \t 82 \t 63 \t 1 \t 19 \t 19 \t -155\n", + "5 \t 63 \t 19 \t 3 \t 6 \t -44 \t 359\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 63 \t -514\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -233 \t 1901\n", + "\t\t\t\t\t 762 \t -6217\n", + "GCD(39203, 4805) = 1, with coefficients 762 and -6217 such that 1 = (762)*39203 + (-6217)*4805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4806 \t 8 \t 755 \t 1 \t 0\n", + "1 \t 4806 \t 755 \t 6 \t 276 \t 0 \t 1\n", + "2 \t 755 \t 276 \t 2 \t 203 \t 1 \t -8\n", + "3 \t 276 \t 203 \t 1 \t 73 \t -6 \t 49\n", + "4 \t 203 \t 73 \t 2 \t 57 \t 13 \t -106\n", + "5 \t 73 \t 57 \t 1 \t 16 \t -19 \t 155\n", + "6 \t 57 \t 16 \t 3 \t 9 \t 51 \t -416\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -70 \t 571\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 261 \t -2129\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -331 \t 2700\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 592 \t -4829\n", + "\t\t\t\t\t -2107 \t 17187\n", + "GCD(39203, 4806) = 1, with coefficients -2107 and 17187 such that 1 = (-2107)*39203 + (17187)*4806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4807 \t 8 \t 747 \t 1 \t 0\n", + "1 \t 4807 \t 747 \t 6 \t 325 \t 0 \t 1\n", + "2 \t 747 \t 325 \t 2 \t 97 \t 1 \t -8\n", + "3 \t 325 \t 97 \t 3 \t 34 \t -6 \t 49\n", + "4 \t 97 \t 34 \t 2 \t 29 \t 13 \t -106\n", + "5 \t 34 \t 29 \t 1 \t 5 \t -45 \t 367\n", + "6 \t 29 \t 5 \t 5 \t 4 \t 103 \t -840\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -148 \t 1207\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 843 \t -6875\n", + "\t\t\t\t\t -991 \t 8082\n", + "GCD(39203, 4807) = 1, with coefficients -991 and 8082 such that 1 = (-991)*39203 + (8082)*4807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4808 \t 8 \t 739 \t 1 \t 0\n", + "1 \t 4808 \t 739 \t 6 \t 374 \t 0 \t 1\n", + "2 \t 739 \t 374 \t 1 \t 365 \t 1 \t -8\n", + "3 \t 374 \t 365 \t 1 \t 9 \t -6 \t 49\n", + "4 \t 365 \t 9 \t 40 \t 5 \t 7 \t -57\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -13 \t 106\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 527 \t -4297\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -540 \t 4403\n", + "\t\t\t\t\t 1067 \t -8700\n", + "GCD(39203, 4808) = 1, with coefficients 1067 and -8700 such that 1 = (1067)*39203 + (-8700)*4808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4809 \t 8 \t 731 \t 1 \t 0\n", + "1 \t 4809 \t 731 \t 6 \t 423 \t 0 \t 1\n", + "2 \t 731 \t 423 \t 1 \t 308 \t 1 \t -8\n", + "3 \t 423 \t 308 \t 1 \t 115 \t -6 \t 49\n", + "4 \t 308 \t 115 \t 2 \t 78 \t 7 \t -57\n", + "5 \t 115 \t 78 \t 1 \t 37 \t -13 \t 106\n", + "6 \t 78 \t 37 \t 2 \t 4 \t 33 \t -269\n", + "7 \t 37 \t 4 \t 9 \t 1 \t -46 \t 375\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 125 \t -1019\n", + "\t\t\t\t\t -1171 \t 9546\n", + "GCD(39203, 4809) = 1, with coefficients -1171 and 9546 such that 1 = (-1171)*39203 + (9546)*4809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4810 \t 8 \t 723 \t 1 \t 0\n", + "1 \t 4810 \t 723 \t 6 \t 472 \t 0 \t 1\n", + "2 \t 723 \t 472 \t 1 \t 251 \t 1 \t -8\n", + "3 \t 472 \t 251 \t 1 \t 221 \t -6 \t 49\n", + "4 \t 251 \t 221 \t 1 \t 30 \t 7 \t -57\n", + "5 \t 221 \t 30 \t 7 \t 11 \t -13 \t 106\n", + "6 \t 30 \t 11 \t 2 \t 8 \t 20 \t -163\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -153 \t 1247\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 326 \t -2657\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -479 \t 3904\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1284 \t -10465\n", + "\t\t\t\t\t -1763 \t 14369\n", + "GCD(39203, 4810) = 1, with coefficients -1763 and 14369 such that 1 = (-1763)*39203 + (14369)*4810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4811 \t 8 \t 715 \t 1 \t 0\n", + "1 \t 4811 \t 715 \t 6 \t 521 \t 0 \t 1\n", + "2 \t 715 \t 521 \t 1 \t 194 \t 1 \t -8\n", + "3 \t 521 \t 194 \t 2 \t 133 \t -6 \t 49\n", + "4 \t 194 \t 133 \t 1 \t 61 \t 7 \t -57\n", + "5 \t 133 \t 61 \t 2 \t 11 \t -20 \t 163\n", + "6 \t 61 \t 11 \t 5 \t 6 \t 27 \t -220\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -74 \t 603\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 397 \t -3235\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -471 \t 3838\n", + "\t\t\t\t\t 868 \t -7073\n", + "GCD(39203, 4811) = 1, with coefficients 868 and -7073 such that 1 = (868)*39203 + (-7073)*4811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4812 \t 8 \t 707 \t 1 \t 0\n", + "1 \t 4812 \t 707 \t 6 \t 570 \t 0 \t 1\n", + "2 \t 707 \t 570 \t 1 \t 137 \t 1 \t -8\n", + "3 \t 570 \t 137 \t 4 \t 22 \t -6 \t 49\n", + "4 \t 137 \t 22 \t 6 \t 5 \t 7 \t -57\n", + "5 \t 22 \t 5 \t 4 \t 2 \t -34 \t 277\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 211 \t -1719\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -878 \t 7153\n", + "\t\t\t\t\t 1967 \t -16025\n", + "GCD(39203, 4812) = 1, with coefficients 1967 and -16025 such that 1 = (1967)*39203 + (-16025)*4812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4813 \t 8 \t 699 \t 1 \t 0\n", + "1 \t 4813 \t 699 \t 6 \t 619 \t 0 \t 1\n", + "2 \t 699 \t 619 \t 1 \t 80 \t 1 \t -8\n", + "3 \t 619 \t 80 \t 7 \t 59 \t -6 \t 49\n", + "4 \t 80 \t 59 \t 1 \t 21 \t 7 \t -57\n", + "5 \t 59 \t 21 \t 2 \t 17 \t -55 \t 448\n", + "6 \t 21 \t 17 \t 1 \t 4 \t 62 \t -505\n", + "7 \t 17 \t 4 \t 4 \t 1 \t -179 \t 1458\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 241 \t -1963\n", + "\t\t\t\t\t -1143 \t 9310\n", + "GCD(39203, 4813) = 1, with coefficients -1143 and 9310 such that 1 = (-1143)*39203 + (9310)*4813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4814 \t 8 \t 691 \t 1 \t 0\n", + "1 \t 4814 \t 691 \t 6 \t 668 \t 0 \t 1\n", + "2 \t 691 \t 668 \t 1 \t 23 \t 1 \t -8\n", + "3 \t 668 \t 23 \t 29 \t 1 \t -6 \t 49\n", + "4 \t 23 \t 1 \t 23 \t 0 \t 7 \t -57\n", + "\t\t\t\t\t -209 \t 1702\n", + "GCD(39203, 4814) = 1, with coefficients -209 and 1702 such that 1 = (-209)*39203 + (1702)*4814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4815 \t 8 \t 683 \t 1 \t 0\n", + "1 \t 4815 \t 683 \t 7 \t 34 \t 0 \t 1\n", + "2 \t 683 \t 34 \t 20 \t 3 \t 1 \t -8\n", + "3 \t 34 \t 3 \t 11 \t 1 \t -7 \t 57\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 141 \t -1148\n", + "\t\t\t\t\t -1558 \t 12685\n", + "GCD(39203, 4815) = 1, with coefficients -1558 and 12685 such that 1 = (-1558)*39203 + (12685)*4815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4816 \t 8 \t 675 \t 1 \t 0\n", + "1 \t 4816 \t 675 \t 7 \t 91 \t 0 \t 1\n", + "2 \t 675 \t 91 \t 7 \t 38 \t 1 \t -8\n", + "3 \t 91 \t 38 \t 2 \t 15 \t -7 \t 57\n", + "4 \t 38 \t 15 \t 2 \t 8 \t 50 \t -407\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -107 \t 871\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 264 \t -2149\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -371 \t 3020\n", + "\t\t\t\t\t 635 \t -5169\n", + "GCD(39203, 4816) = 1, with coefficients 635 and -5169 such that 1 = (635)*39203 + (-5169)*4816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4817 \t 8 \t 667 \t 1 \t 0\n", + "1 \t 4817 \t 667 \t 7 \t 148 \t 0 \t 1\n", + "2 \t 667 \t 148 \t 4 \t 75 \t 1 \t -8\n", + "3 \t 148 \t 75 \t 1 \t 73 \t -7 \t 57\n", + "4 \t 75 \t 73 \t 1 \t 2 \t 29 \t -236\n", + "5 \t 73 \t 2 \t 36 \t 1 \t -36 \t 293\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 65 \t -529\n", + "\t\t\t\t\t -2376 \t 19337\n", + "GCD(39203, 4817) = 1, with coefficients -2376 and 19337 such that 1 = (-2376)*39203 + (19337)*4817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4818 \t 8 \t 659 \t 1 \t 0\n", + "1 \t 4818 \t 659 \t 7 \t 205 \t 0 \t 1\n", + "2 \t 659 \t 205 \t 3 \t 44 \t 1 \t -8\n", + "3 \t 205 \t 44 \t 4 \t 29 \t -7 \t 57\n", + "4 \t 44 \t 29 \t 1 \t 15 \t 22 \t -179\n", + "5 \t 29 \t 15 \t 1 \t 14 \t -95 \t 773\n", + "6 \t 15 \t 14 \t 1 \t 1 \t 117 \t -952\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -212 \t 1725\n", + "\t\t\t\t\t 329 \t -2677\n", + "GCD(39203, 4818) = 1, with coefficients 329 and -2677 such that 1 = (329)*39203 + (-2677)*4818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4819 \t 8 \t 651 \t 1 \t 0\n", + "1 \t 4819 \t 651 \t 7 \t 262 \t 0 \t 1\n", + "2 \t 651 \t 262 \t 2 \t 127 \t 1 \t -8\n", + "3 \t 262 \t 127 \t 2 \t 8 \t -7 \t 57\n", + "4 \t 127 \t 8 \t 15 \t 7 \t 15 \t -122\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -37 \t 301\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 570 \t -4637\n", + "\t\t\t\t\t -607 \t 4938\n", + "GCD(39203, 4819) = 1, with coefficients -607 and 4938 such that 1 = (-607)*39203 + (4938)*4819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4820 \t 8 \t 643 \t 1 \t 0\n", + "1 \t 4820 \t 643 \t 7 \t 319 \t 0 \t 1\n", + "2 \t 643 \t 319 \t 2 \t 5 \t 1 \t -8\n", + "3 \t 319 \t 5 \t 63 \t 4 \t -7 \t 57\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 15 \t -122\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -952 \t 7743\n", + "\t\t\t\t\t 967 \t -7865\n", + "GCD(39203, 4820) = 1, with coefficients 967 and -7865 such that 1 = (967)*39203 + (-7865)*4820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4821 \t 8 \t 635 \t 1 \t 0\n", + "1 \t 4821 \t 635 \t 7 \t 376 \t 0 \t 1\n", + "2 \t 635 \t 376 \t 1 \t 259 \t 1 \t -8\n", + "3 \t 376 \t 259 \t 1 \t 117 \t -7 \t 57\n", + "4 \t 259 \t 117 \t 2 \t 25 \t 8 \t -65\n", + "5 \t 117 \t 25 \t 4 \t 17 \t -15 \t 122\n", + "6 \t 25 \t 17 \t 1 \t 8 \t 38 \t -309\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -167 \t 1358\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 205 \t -1667\n", + "\t\t\t\t\t -577 \t 4692\n", + "GCD(39203, 4821) = 1, with coefficients -577 and 4692 such that 1 = (-577)*39203 + (4692)*4821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4822 \t 8 \t 627 \t 1 \t 0\n", + "1 \t 4822 \t 627 \t 7 \t 433 \t 0 \t 1\n", + "2 \t 627 \t 433 \t 1 \t 194 \t 1 \t -8\n", + "3 \t 433 \t 194 \t 2 \t 45 \t -7 \t 57\n", + "4 \t 194 \t 45 \t 4 \t 14 \t 8 \t -65\n", + "5 \t 45 \t 14 \t 3 \t 3 \t -23 \t 187\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 100 \t -813\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -323 \t 2626\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1392 \t -11317\n", + "\t\t\t\t\t -1715 \t 13943\n", + "GCD(39203, 4822) = 1, with coefficients -1715 and 13943 such that 1 = (-1715)*39203 + (13943)*4822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4823 \t 8 \t 619 \t 1 \t 0\n", + "1 \t 4823 \t 619 \t 7 \t 490 \t 0 \t 1\n", + "2 \t 619 \t 490 \t 1 \t 129 \t 1 \t -8\n", + "3 \t 490 \t 129 \t 3 \t 103 \t -7 \t 57\n", + "4 \t 129 \t 103 \t 1 \t 26 \t 8 \t -65\n", + "5 \t 103 \t 26 \t 3 \t 25 \t -31 \t 252\n", + "6 \t 26 \t 25 \t 1 \t 1 \t 39 \t -317\n", + "7 \t 25 \t 1 \t 25 \t 0 \t -148 \t 1203\n", + "\t\t\t\t\t 187 \t -1520\n", + "GCD(39203, 4823) = 1, with coefficients 187 and -1520 such that 1 = (187)*39203 + (-1520)*4823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4824 \t 8 \t 611 \t 1 \t 0\n", + "1 \t 4824 \t 611 \t 7 \t 547 \t 0 \t 1\n", + "2 \t 611 \t 547 \t 1 \t 64 \t 1 \t -8\n", + "3 \t 547 \t 64 \t 8 \t 35 \t -7 \t 57\n", + "4 \t 64 \t 35 \t 1 \t 29 \t 8 \t -65\n", + "5 \t 35 \t 29 \t 1 \t 6 \t -71 \t 577\n", + "6 \t 29 \t 6 \t 4 \t 5 \t 79 \t -642\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -150 \t 1219\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 679 \t -5518\n", + "\t\t\t\t\t -829 \t 6737\n", + "GCD(39203, 4824) = 1, with coefficients -829 and 6737 such that 1 = (-829)*39203 + (6737)*4824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4825 \t 8 \t 603 \t 1 \t 0\n", + "1 \t 4825 \t 603 \t 8 \t 1 \t 0 \t 1\n", + "2 \t 603 \t 1 \t 603 \t 0 \t 1 \t -8\n", + "\t\t\t\t\t -8 \t 65\n", + "GCD(39203, 4825) = 1, with coefficients -8 and 65 such that 1 = (-8)*39203 + (65)*4825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4826 \t 8 \t 595 \t 1 \t 0\n", + "1 \t 4826 \t 595 \t 8 \t 66 \t 0 \t 1\n", + "2 \t 595 \t 66 \t 9 \t 1 \t 1 \t -8\n", + "3 \t 66 \t 1 \t 66 \t 0 \t -8 \t 65\n", + "\t\t\t\t\t 73 \t -593\n", + "GCD(39203, 4826) = 1, with coefficients 73 and -593 such that 1 = (73)*39203 + (-593)*4826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4827 \t 8 \t 587 \t 1 \t 0\n", + "1 \t 4827 \t 587 \t 8 \t 131 \t 0 \t 1\n", + "2 \t 587 \t 131 \t 4 \t 63 \t 1 \t -8\n", + "3 \t 131 \t 63 \t 2 \t 5 \t -8 \t 65\n", + "4 \t 63 \t 5 \t 12 \t 3 \t 33 \t -268\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -74 \t 601\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 921 \t -7480\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -995 \t 8081\n", + "\t\t\t\t\t 1916 \t -15561\n", + "GCD(39203, 4827) = 1, with coefficients 1916 and -15561 such that 1 = (1916)*39203 + (-15561)*4827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4828 \t 8 \t 579 \t 1 \t 0\n", + "1 \t 4828 \t 579 \t 8 \t 196 \t 0 \t 1\n", + "2 \t 579 \t 196 \t 2 \t 187 \t 1 \t -8\n", + "3 \t 196 \t 187 \t 1 \t 9 \t -8 \t 65\n", + "4 \t 187 \t 9 \t 20 \t 7 \t 17 \t -138\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -25 \t 203\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 517 \t -4198\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -542 \t 4401\n", + "\t\t\t\t\t 2143 \t -17401\n", + "GCD(39203, 4828) = 1, with coefficients 2143 and -17401 such that 1 = (2143)*39203 + (-17401)*4828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4829 \t 8 \t 571 \t 1 \t 0\n", + "1 \t 4829 \t 571 \t 8 \t 261 \t 0 \t 1\n", + "2 \t 571 \t 261 \t 2 \t 49 \t 1 \t -8\n", + "3 \t 261 \t 49 \t 5 \t 16 \t -8 \t 65\n", + "4 \t 49 \t 16 \t 3 \t 1 \t 17 \t -138\n", + "5 \t 16 \t 1 \t 16 \t 0 \t -93 \t 755\n", + "\t\t\t\t\t 296 \t -2403\n", + "GCD(39203, 4829) = 1, with coefficients 296 and -2403 such that 1 = (296)*39203 + (-2403)*4829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4830 \t 8 \t 563 \t 1 \t 0\n", + "1 \t 4830 \t 563 \t 8 \t 326 \t 0 \t 1\n", + "2 \t 563 \t 326 \t 1 \t 237 \t 1 \t -8\n", + "3 \t 326 \t 237 \t 1 \t 89 \t -8 \t 65\n", + "4 \t 237 \t 89 \t 2 \t 59 \t 9 \t -73\n", + "5 \t 89 \t 59 \t 1 \t 30 \t -17 \t 138\n", + "6 \t 59 \t 30 \t 1 \t 29 \t 43 \t -349\n", + "7 \t 30 \t 29 \t 1 \t 1 \t -60 \t 487\n", + "8 \t 29 \t 1 \t 29 \t 0 \t 103 \t -836\n", + "\t\t\t\t\t -163 \t 1323\n", + "GCD(39203, 4830) = 1, with coefficients -163 and 1323 such that 1 = (-163)*39203 + (1323)*4830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4831 \t 8 \t 555 \t 1 \t 0\n", + "1 \t 4831 \t 555 \t 8 \t 391 \t 0 \t 1\n", + "2 \t 555 \t 391 \t 1 \t 164 \t 1 \t -8\n", + "3 \t 391 \t 164 \t 2 \t 63 \t -8 \t 65\n", + "4 \t 164 \t 63 \t 2 \t 38 \t 9 \t -73\n", + "5 \t 63 \t 38 \t 1 \t 25 \t -26 \t 211\n", + "6 \t 38 \t 25 \t 1 \t 13 \t 61 \t -495\n", + "7 \t 25 \t 13 \t 1 \t 12 \t -87 \t 706\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 148 \t -1201\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -235 \t 1907\n", + "\t\t\t\t\t 383 \t -3108\n", + "GCD(39203, 4831) = 1, with coefficients 383 and -3108 such that 1 = (383)*39203 + (-3108)*4831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4832 \t 8 \t 547 \t 1 \t 0\n", + "1 \t 4832 \t 547 \t 8 \t 456 \t 0 \t 1\n", + "2 \t 547 \t 456 \t 1 \t 91 \t 1 \t -8\n", + "3 \t 456 \t 91 \t 5 \t 1 \t -8 \t 65\n", + "4 \t 91 \t 1 \t 91 \t 0 \t 9 \t -73\n", + "\t\t\t\t\t -53 \t 430\n", + "GCD(39203, 4832) = 1, with coefficients -53 and 430 such that 1 = (-53)*39203 + (430)*4832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4833 \t 8 \t 539 \t 1 \t 0\n", + "1 \t 4833 \t 539 \t 8 \t 521 \t 0 \t 1\n", + "2 \t 539 \t 521 \t 1 \t 18 \t 1 \t -8\n", + "3 \t 521 \t 18 \t 28 \t 17 \t -8 \t 65\n", + "4 \t 18 \t 17 \t 1 \t 1 \t 9 \t -73\n", + "5 \t 17 \t 1 \t 17 \t 0 \t -260 \t 2109\n", + "\t\t\t\t\t 269 \t -2182\n", + "GCD(39203, 4833) = 1, with coefficients 269 and -2182 such that 1 = (269)*39203 + (-2182)*4833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4834 \t 8 \t 531 \t 1 \t 0\n", + "1 \t 4834 \t 531 \t 9 \t 55 \t 0 \t 1\n", + "2 \t 531 \t 55 \t 9 \t 36 \t 1 \t -8\n", + "3 \t 55 \t 36 \t 1 \t 19 \t -9 \t 73\n", + "4 \t 36 \t 19 \t 1 \t 17 \t 82 \t -665\n", + "5 \t 19 \t 17 \t 1 \t 2 \t -91 \t 738\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 173 \t -1403\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -264 \t 2141\n", + "\t\t\t\t\t 2285 \t -18531\n", + "GCD(39203, 4834) = 1, with coefficients 2285 and -18531 such that 1 = (2285)*39203 + (-18531)*4834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4835 \t 8 \t 523 \t 1 \t 0\n", + "1 \t 4835 \t 523 \t 9 \t 128 \t 0 \t 1\n", + "2 \t 523 \t 128 \t 4 \t 11 \t 1 \t -8\n", + "3 \t 128 \t 11 \t 11 \t 7 \t -9 \t 73\n", + "4 \t 11 \t 7 \t 1 \t 4 \t 37 \t -300\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -416 \t 3373\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 453 \t -3673\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -869 \t 7046\n", + "\t\t\t\t\t 1322 \t -10719\n", + "GCD(39203, 4835) = 1, with coefficients 1322 and -10719 such that 1 = (1322)*39203 + (-10719)*4835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4836 \t 8 \t 515 \t 1 \t 0\n", + "1 \t 4836 \t 515 \t 9 \t 201 \t 0 \t 1\n", + "2 \t 515 \t 201 \t 2 \t 113 \t 1 \t -8\n", + "3 \t 201 \t 113 \t 1 \t 88 \t -9 \t 73\n", + "4 \t 113 \t 88 \t 1 \t 25 \t 19 \t -154\n", + "5 \t 88 \t 25 \t 3 \t 13 \t -28 \t 227\n", + "6 \t 25 \t 13 \t 1 \t 12 \t 47 \t -381\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -169 \t 1370\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 216 \t -1751\n", + "\t\t\t\t\t -385 \t 3121\n", + "GCD(39203, 4836) = 1, with coefficients -385 and 3121 such that 1 = (-385)*39203 + (3121)*4836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4837 \t 8 \t 507 \t 1 \t 0\n", + "1 \t 4837 \t 507 \t 9 \t 274 \t 0 \t 1\n", + "2 \t 507 \t 274 \t 1 \t 233 \t 1 \t -8\n", + "3 \t 274 \t 233 \t 1 \t 41 \t -9 \t 73\n", + "4 \t 233 \t 41 \t 5 \t 28 \t 10 \t -81\n", + "5 \t 41 \t 28 \t 1 \t 13 \t -19 \t 154\n", + "6 \t 28 \t 13 \t 2 \t 2 \t 105 \t -851\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -124 \t 1005\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 353 \t -2861\n", + "\t\t\t\t\t -2242 \t 18171\n", + "GCD(39203, 4837) = 1, with coefficients -2242 and 18171 such that 1 = (-2242)*39203 + (18171)*4837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4838 \t 8 \t 499 \t 1 \t 0\n", + "1 \t 4838 \t 499 \t 9 \t 347 \t 0 \t 1\n", + "2 \t 499 \t 347 \t 1 \t 152 \t 1 \t -8\n", + "3 \t 347 \t 152 \t 2 \t 43 \t -9 \t 73\n", + "4 \t 152 \t 43 \t 3 \t 23 \t 10 \t -81\n", + "5 \t 43 \t 23 \t 1 \t 20 \t -29 \t 235\n", + "6 \t 23 \t 20 \t 1 \t 3 \t 97 \t -786\n", + "7 \t 20 \t 3 \t 6 \t 2 \t -126 \t 1021\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 223 \t -1807\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1464 \t 11863\n", + "\t\t\t\t\t 1687 \t -13670\n", + "GCD(39203, 4838) = 1, with coefficients 1687 and -13670 such that 1 = (1687)*39203 + (-13670)*4838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4839 \t 8 \t 491 \t 1 \t 0\n", + "1 \t 4839 \t 491 \t 9 \t 420 \t 0 \t 1\n", + "2 \t 491 \t 420 \t 1 \t 71 \t 1 \t -8\n", + "3 \t 420 \t 71 \t 5 \t 65 \t -9 \t 73\n", + "4 \t 71 \t 65 \t 1 \t 6 \t 10 \t -81\n", + "5 \t 65 \t 6 \t 10 \t 5 \t -59 \t 478\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 69 \t -559\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -749 \t 6068\n", + "\t\t\t\t\t 818 \t -6627\n", + "GCD(39203, 4839) = 1, with coefficients 818 and -6627 such that 1 = (818)*39203 + (-6627)*4839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4840 \t 8 \t 483 \t 1 \t 0\n", + "1 \t 4840 \t 483 \t 10 \t 10 \t 0 \t 1\n", + "2 \t 483 \t 10 \t 48 \t 3 \t 1 \t -8\n", + "3 \t 10 \t 3 \t 3 \t 1 \t -10 \t 81\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 481 \t -3896\n", + "\t\t\t\t\t -1453 \t 11769\n", + "GCD(39203, 4840) = 1, with coefficients -1453 and 11769 such that 1 = (-1453)*39203 + (11769)*4840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4841 \t 8 \t 475 \t 1 \t 0\n", + "1 \t 4841 \t 475 \t 10 \t 91 \t 0 \t 1\n", + "2 \t 475 \t 91 \t 5 \t 20 \t 1 \t -8\n", + "3 \t 91 \t 20 \t 4 \t 11 \t -10 \t 81\n", + "4 \t 20 \t 11 \t 1 \t 9 \t 51 \t -413\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -214 \t 1733\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 265 \t -2146\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -479 \t 3879\n", + "\t\t\t\t\t 2181 \t -17662\n", + "GCD(39203, 4841) = 1, with coefficients 2181 and -17662 such that 1 = (2181)*39203 + (-17662)*4841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4842 \t 8 \t 467 \t 1 \t 0\n", + "1 \t 4842 \t 467 \t 10 \t 172 \t 0 \t 1\n", + "2 \t 467 \t 172 \t 2 \t 123 \t 1 \t -8\n", + "3 \t 172 \t 123 \t 1 \t 49 \t -10 \t 81\n", + "4 \t 123 \t 49 \t 2 \t 25 \t 21 \t -170\n", + "5 \t 49 \t 25 \t 1 \t 24 \t -31 \t 251\n", + "6 \t 25 \t 24 \t 1 \t 1 \t 83 \t -672\n", + "7 \t 24 \t 1 \t 24 \t 0 \t -114 \t 923\n", + "\t\t\t\t\t 197 \t -1595\n", + "GCD(39203, 4842) = 1, with coefficients 197 and -1595 such that 1 = (197)*39203 + (-1595)*4842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4843 \t 8 \t 459 \t 1 \t 0\n", + "1 \t 4843 \t 459 \t 10 \t 253 \t 0 \t 1\n", + "2 \t 459 \t 253 \t 1 \t 206 \t 1 \t -8\n", + "3 \t 253 \t 206 \t 1 \t 47 \t -10 \t 81\n", + "4 \t 206 \t 47 \t 4 \t 18 \t 11 \t -89\n", + "5 \t 47 \t 18 \t 2 \t 11 \t -21 \t 170\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 95 \t -769\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -211 \t 1708\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 306 \t -2477\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -517 \t 4185\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 823 \t -6662\n", + "\t\t\t\t\t -1340 \t 10847\n", + "GCD(39203, 4843) = 1, with coefficients -1340 and 10847 such that 1 = (-1340)*39203 + (10847)*4843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4844 \t 8 \t 451 \t 1 \t 0\n", + "1 \t 4844 \t 451 \t 10 \t 334 \t 0 \t 1\n", + "2 \t 451 \t 334 \t 1 \t 117 \t 1 \t -8\n", + "3 \t 334 \t 117 \t 2 \t 100 \t -10 \t 81\n", + "4 \t 117 \t 100 \t 1 \t 17 \t 11 \t -89\n", + "5 \t 100 \t 17 \t 5 \t 15 \t -32 \t 259\n", + "6 \t 17 \t 15 \t 1 \t 2 \t 43 \t -348\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -247 \t 1999\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 290 \t -2347\n", + "\t\t\t\t\t -2277 \t 18428\n", + "GCD(39203, 4844) = 1, with coefficients -2277 and 18428 such that 1 = (-2277)*39203 + (18428)*4844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4845 \t 8 \t 443 \t 1 \t 0\n", + "1 \t 4845 \t 443 \t 10 \t 415 \t 0 \t 1\n", + "2 \t 443 \t 415 \t 1 \t 28 \t 1 \t -8\n", + "3 \t 415 \t 28 \t 14 \t 23 \t -10 \t 81\n", + "4 \t 28 \t 23 \t 1 \t 5 \t 11 \t -89\n", + "5 \t 23 \t 5 \t 4 \t 3 \t -164 \t 1327\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 175 \t -1416\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -864 \t 6991\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1039 \t -8407\n", + "\t\t\t\t\t -1903 \t 15398\n", + "GCD(39203, 4845) = 1, with coefficients -1903 and 15398 such that 1 = (-1903)*39203 + (15398)*4845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4846 \t 8 \t 435 \t 1 \t 0\n", + "1 \t 4846 \t 435 \t 11 \t 61 \t 0 \t 1\n", + "2 \t 435 \t 61 \t 7 \t 8 \t 1 \t -8\n", + "3 \t 61 \t 8 \t 7 \t 5 \t -11 \t 89\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 78 \t -631\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -557 \t 4506\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 635 \t -5137\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1192 \t 9643\n", + "\t\t\t\t\t 1827 \t -14780\n", + "GCD(39203, 4846) = 1, with coefficients 1827 and -14780 such that 1 = (1827)*39203 + (-14780)*4846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4847 \t 8 \t 427 \t 1 \t 0\n", + "1 \t 4847 \t 427 \t 11 \t 150 \t 0 \t 1\n", + "2 \t 427 \t 150 \t 2 \t 127 \t 1 \t -8\n", + "3 \t 150 \t 127 \t 1 \t 23 \t -11 \t 89\n", + "4 \t 127 \t 23 \t 5 \t 12 \t 23 \t -186\n", + "5 \t 23 \t 12 \t 1 \t 11 \t -34 \t 275\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 193 \t -1561\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -227 \t 1836\n", + "\t\t\t\t\t 420 \t -3397\n", + "GCD(39203, 4847) = 1, with coefficients 420 and -3397 such that 1 = (420)*39203 + (-3397)*4847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4848 \t 8 \t 419 \t 1 \t 0\n", + "1 \t 4848 \t 419 \t 11 \t 239 \t 0 \t 1\n", + "2 \t 419 \t 239 \t 1 \t 180 \t 1 \t -8\n", + "3 \t 239 \t 180 \t 1 \t 59 \t -11 \t 89\n", + "4 \t 180 \t 59 \t 3 \t 3 \t 12 \t -97\n", + "5 \t 59 \t 3 \t 19 \t 2 \t -23 \t 186\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 81 \t -655\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1562 \t 12631\n", + "\t\t\t\t\t 1643 \t -13286\n", + "GCD(39203, 4848) = 1, with coefficients 1643 and -13286 such that 1 = (1643)*39203 + (-13286)*4848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4849 \t 8 \t 411 \t 1 \t 0\n", + "1 \t 4849 \t 411 \t 11 \t 328 \t 0 \t 1\n", + "2 \t 411 \t 328 \t 1 \t 83 \t 1 \t -8\n", + "3 \t 328 \t 83 \t 3 \t 79 \t -11 \t 89\n", + "4 \t 83 \t 79 \t 1 \t 4 \t 12 \t -97\n", + "5 \t 79 \t 4 \t 19 \t 3 \t -47 \t 380\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 59 \t -477\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1168 \t 9443\n", + "\t\t\t\t\t 1227 \t -9920\n", + "GCD(39203, 4849) = 1, with coefficients 1227 and -9920 such that 1 = (1227)*39203 + (-9920)*4849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4850 \t 8 \t 403 \t 1 \t 0\n", + "1 \t 4850 \t 403 \t 12 \t 14 \t 0 \t 1\n", + "2 \t 403 \t 14 \t 28 \t 11 \t 1 \t -8\n", + "3 \t 14 \t 11 \t 1 \t 3 \t -12 \t 97\n", + "4 \t 11 \t 3 \t 3 \t 2 \t 337 \t -2724\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -349 \t 2821\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1384 \t -11187\n", + "\t\t\t\t\t -1733 \t 14008\n", + "GCD(39203, 4850) = 1, with coefficients -1733 and 14008 such that 1 = (-1733)*39203 + (14008)*4850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4851 \t 8 \t 395 \t 1 \t 0\n", + "1 \t 4851 \t 395 \t 12 \t 111 \t 0 \t 1\n", + "2 \t 395 \t 111 \t 3 \t 62 \t 1 \t -8\n", + "3 \t 111 \t 62 \t 1 \t 49 \t -12 \t 97\n", + "4 \t 62 \t 49 \t 1 \t 13 \t 37 \t -299\n", + "5 \t 49 \t 13 \t 3 \t 10 \t -49 \t 396\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 86 \t -695\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -307 \t 2481\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 393 \t -3176\n", + "\t\t\t\t\t -1486 \t 12009\n", + "GCD(39203, 4851) = 1, with coefficients -1486 and 12009 such that 1 = (-1486)*39203 + (12009)*4851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4852 \t 8 \t 387 \t 1 \t 0\n", + "1 \t 4852 \t 387 \t 12 \t 208 \t 0 \t 1\n", + "2 \t 387 \t 208 \t 1 \t 179 \t 1 \t -8\n", + "3 \t 208 \t 179 \t 1 \t 29 \t -12 \t 97\n", + "4 \t 179 \t 29 \t 6 \t 5 \t 13 \t -105\n", + "5 \t 29 \t 5 \t 5 \t 4 \t -25 \t 202\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 163 \t -1317\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -840 \t 6787\n", + "\t\t\t\t\t 1003 \t -8104\n", + "GCD(39203, 4852) = 1, with coefficients 1003 and -8104 such that 1 = (1003)*39203 + (-8104)*4852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4853 \t 8 \t 379 \t 1 \t 0\n", + "1 \t 4853 \t 379 \t 12 \t 305 \t 0 \t 1\n", + "2 \t 379 \t 305 \t 1 \t 74 \t 1 \t -8\n", + "3 \t 305 \t 74 \t 4 \t 9 \t -12 \t 97\n", + "4 \t 74 \t 9 \t 8 \t 2 \t 13 \t -105\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -64 \t 517\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 525 \t -4241\n", + "\t\t\t\t\t -2164 \t 17481\n", + "GCD(39203, 4853) = 1, with coefficients -2164 and 17481 such that 1 = (-2164)*39203 + (17481)*4853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4854 \t 8 \t 371 \t 1 \t 0\n", + "1 \t 4854 \t 371 \t 13 \t 31 \t 0 \t 1\n", + "2 \t 371 \t 31 \t 11 \t 30 \t 1 \t -8\n", + "3 \t 31 \t 30 \t 1 \t 1 \t -13 \t 105\n", + "4 \t 30 \t 1 \t 30 \t 0 \t 144 \t -1163\n", + "\t\t\t\t\t -157 \t 1268\n", + "GCD(39203, 4854) = 1, with coefficients -157 and 1268 such that 1 = (-157)*39203 + (1268)*4854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4855 \t 8 \t 363 \t 1 \t 0\n", + "1 \t 4855 \t 363 \t 13 \t 136 \t 0 \t 1\n", + "2 \t 363 \t 136 \t 2 \t 91 \t 1 \t -8\n", + "3 \t 136 \t 91 \t 1 \t 45 \t -13 \t 105\n", + "4 \t 91 \t 45 \t 2 \t 1 \t 27 \t -218\n", + "5 \t 45 \t 1 \t 45 \t 0 \t -40 \t 323\n", + "\t\t\t\t\t 107 \t -864\n", + "GCD(39203, 4855) = 1, with coefficients 107 and -864 such that 1 = (107)*39203 + (-864)*4855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4856 \t 8 \t 355 \t 1 \t 0\n", + "1 \t 4856 \t 355 \t 13 \t 241 \t 0 \t 1\n", + "2 \t 355 \t 241 \t 1 \t 114 \t 1 \t -8\n", + "3 \t 241 \t 114 \t 2 \t 13 \t -13 \t 105\n", + "4 \t 114 \t 13 \t 8 \t 10 \t 14 \t -113\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -41 \t 331\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 342 \t -2761\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -383 \t 3092\n", + "\t\t\t\t\t 1491 \t -12037\n", + "GCD(39203, 4856) = 1, with coefficients 1491 and -12037 such that 1 = (1491)*39203 + (-12037)*4856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4857 \t 8 \t 347 \t 1 \t 0\n", + "1 \t 4857 \t 347 \t 13 \t 346 \t 0 \t 1\n", + "2 \t 347 \t 346 \t 1 \t 1 \t 1 \t -8\n", + "3 \t 346 \t 1 \t 346 \t 0 \t -13 \t 105\n", + "\t\t\t\t\t 14 \t -113\n", + "GCD(39203, 4857) = 1, with coefficients 14 and -113 such that 1 = (14)*39203 + (-113)*4857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4858 \t 8 \t 339 \t 1 \t 0\n", + "1 \t 4858 \t 339 \t 14 \t 112 \t 0 \t 1\n", + "2 \t 339 \t 112 \t 3 \t 3 \t 1 \t -8\n", + "3 \t 112 \t 3 \t 37 \t 1 \t -14 \t 113\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 43 \t -347\n", + "\t\t\t\t\t -1605 \t 12952\n", + "GCD(39203, 4858) = 1, with coefficients -1605 and 12952 such that 1 = (-1605)*39203 + (12952)*4858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4859 \t 8 \t 331 \t 1 \t 0\n", + "1 \t 4859 \t 331 \t 14 \t 225 \t 0 \t 1\n", + "2 \t 331 \t 225 \t 1 \t 106 \t 1 \t -8\n", + "3 \t 225 \t 106 \t 2 \t 13 \t -14 \t 113\n", + "4 \t 106 \t 13 \t 8 \t 2 \t 15 \t -121\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -44 \t 355\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 367 \t -2961\n", + "\t\t\t\t\t -2246 \t 18121\n", + "GCD(39203, 4859) = 1, with coefficients -2246 and 18121 such that 1 = (-2246)*39203 + (18121)*4859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4860 \t 8 \t 323 \t 1 \t 0\n", + "1 \t 4860 \t 323 \t 15 \t 15 \t 0 \t 1\n", + "2 \t 323 \t 15 \t 21 \t 8 \t 1 \t -8\n", + "3 \t 15 \t 8 \t 1 \t 7 \t -15 \t 121\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 316 \t -2549\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -331 \t 2670\n", + "\t\t\t\t\t 647 \t -5219\n", + "GCD(39203, 4860) = 1, with coefficients 647 and -5219 such that 1 = (647)*39203 + (-5219)*4860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4861 \t 8 \t 315 \t 1 \t 0\n", + "1 \t 4861 \t 315 \t 15 \t 136 \t 0 \t 1\n", + "2 \t 315 \t 136 \t 2 \t 43 \t 1 \t -8\n", + "3 \t 136 \t 43 \t 3 \t 7 \t -15 \t 121\n", + "4 \t 43 \t 7 \t 6 \t 1 \t 31 \t -250\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -108 \t 871\n", + "\t\t\t\t\t 679 \t -5476\n", + "GCD(39203, 4861) = 1, with coefficients 679 and -5476 such that 1 = (679)*39203 + (-5476)*4861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4862 \t 8 \t 307 \t 1 \t 0\n", + "1 \t 4862 \t 307 \t 15 \t 257 \t 0 \t 1\n", + "2 \t 307 \t 257 \t 1 \t 50 \t 1 \t -8\n", + "3 \t 257 \t 50 \t 5 \t 7 \t -15 \t 121\n", + "4 \t 50 \t 7 \t 7 \t 1 \t 16 \t -129\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -95 \t 766\n", + "\t\t\t\t\t 681 \t -5491\n", + "GCD(39203, 4862) = 1, with coefficients 681 and -5491 such that 1 = (681)*39203 + (-5491)*4862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4863 \t 8 \t 299 \t 1 \t 0\n", + "1 \t 4863 \t 299 \t 16 \t 79 \t 0 \t 1\n", + "2 \t 299 \t 79 \t 3 \t 62 \t 1 \t -8\n", + "3 \t 79 \t 62 \t 1 \t 17 \t -16 \t 129\n", + "4 \t 62 \t 17 \t 3 \t 11 \t 49 \t -395\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -65 \t 524\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 244 \t -1967\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -309 \t 2491\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 553 \t -4458\n", + "\t\t\t\t\t -862 \t 6949\n", + "GCD(39203, 4863) = 1, with coefficients -862 and 6949 such that 1 = (-862)*39203 + (6949)*4863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4864 \t 8 \t 291 \t 1 \t 0\n", + "1 \t 4864 \t 291 \t 16 \t 208 \t 0 \t 1\n", + "2 \t 291 \t 208 \t 1 \t 83 \t 1 \t -8\n", + "3 \t 208 \t 83 \t 2 \t 42 \t -16 \t 129\n", + "4 \t 83 \t 42 \t 1 \t 41 \t 17 \t -137\n", + "5 \t 42 \t 41 \t 1 \t 1 \t -50 \t 403\n", + "6 \t 41 \t 1 \t 41 \t 0 \t 67 \t -540\n", + "\t\t\t\t\t -117 \t 943\n", + "GCD(39203, 4864) = 1, with coefficients -117 and 943 such that 1 = (-117)*39203 + (943)*4864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4865 \t 8 \t 283 \t 1 \t 0\n", + "1 \t 4865 \t 283 \t 17 \t 54 \t 0 \t 1\n", + "2 \t 283 \t 54 \t 5 \t 13 \t 1 \t -8\n", + "3 \t 54 \t 13 \t 4 \t 2 \t -17 \t 137\n", + "4 \t 13 \t 2 \t 6 \t 1 \t 86 \t -693\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -361 \t 2909\n", + "\t\t\t\t\t 2252 \t -18147\n", + "GCD(39203, 4865) = 1, with coefficients 2252 and -18147 such that 1 = (2252)*39203 + (-18147)*4865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4866 \t 8 \t 275 \t 1 \t 0\n", + "1 \t 4866 \t 275 \t 17 \t 191 \t 0 \t 1\n", + "2 \t 275 \t 191 \t 1 \t 84 \t 1 \t -8\n", + "3 \t 191 \t 84 \t 2 \t 23 \t -17 \t 137\n", + "4 \t 84 \t 23 \t 3 \t 15 \t 18 \t -145\n", + "5 \t 23 \t 15 \t 1 \t 8 \t -53 \t 427\n", + "6 \t 15 \t 8 \t 1 \t 7 \t 177 \t -1426\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -230 \t 1853\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 407 \t -3279\n", + "\t\t\t\t\t -637 \t 5132\n", + "GCD(39203, 4866) = 1, with coefficients -637 and 5132 such that 1 = (-637)*39203 + (5132)*4866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4867 \t 8 \t 267 \t 1 \t 0\n", + "1 \t 4867 \t 267 \t 18 \t 61 \t 0 \t 1\n", + "2 \t 267 \t 61 \t 4 \t 23 \t 1 \t -8\n", + "3 \t 61 \t 23 \t 2 \t 15 \t -18 \t 145\n", + "4 \t 23 \t 15 \t 1 \t 8 \t 73 \t -588\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -164 \t 1321\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 237 \t -1909\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -401 \t 3230\n", + "\t\t\t\t\t 638 \t -5139\n", + "GCD(39203, 4867) = 1, with coefficients 638 and -5139 such that 1 = (638)*39203 + (-5139)*4867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4868 \t 8 \t 259 \t 1 \t 0\n", + "1 \t 4868 \t 259 \t 18 \t 206 \t 0 \t 1\n", + "2 \t 259 \t 206 \t 1 \t 53 \t 1 \t -8\n", + "3 \t 206 \t 53 \t 3 \t 47 \t -18 \t 145\n", + "4 \t 53 \t 47 \t 1 \t 6 \t 19 \t -153\n", + "5 \t 47 \t 6 \t 7 \t 5 \t -75 \t 604\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 94 \t -757\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -733 \t 5903\n", + "\t\t\t\t\t 827 \t -6660\n", + "GCD(39203, 4868) = 1, with coefficients 827 and -6660 such that 1 = (827)*39203 + (-6660)*4868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4869 \t 8 \t 251 \t 1 \t 0\n", + "1 \t 4869 \t 251 \t 19 \t 100 \t 0 \t 1\n", + "2 \t 251 \t 100 \t 2 \t 51 \t 1 \t -8\n", + "3 \t 100 \t 51 \t 1 \t 49 \t -19 \t 153\n", + "4 \t 51 \t 49 \t 1 \t 2 \t 39 \t -314\n", + "5 \t 49 \t 2 \t 24 \t 1 \t -58 \t 467\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 97 \t -781\n", + "\t\t\t\t\t -2386 \t 19211\n", + "GCD(39203, 4869) = 1, with coefficients -2386 and 19211 such that 1 = (-2386)*39203 + (19211)*4869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4870 \t 8 \t 243 \t 1 \t 0\n", + "1 \t 4870 \t 243 \t 20 \t 10 \t 0 \t 1\n", + "2 \t 243 \t 10 \t 24 \t 3 \t 1 \t -8\n", + "3 \t 10 \t 3 \t 3 \t 1 \t -20 \t 161\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 481 \t -3872\n", + "\t\t\t\t\t -1463 \t 11777\n", + "GCD(39203, 4870) = 1, with coefficients -1463 and 11777 such that 1 = (-1463)*39203 + (11777)*4870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4871 \t 8 \t 235 \t 1 \t 0\n", + "1 \t 4871 \t 235 \t 20 \t 171 \t 0 \t 1\n", + "2 \t 235 \t 171 \t 1 \t 64 \t 1 \t -8\n", + "3 \t 171 \t 64 \t 2 \t 43 \t -20 \t 161\n", + "4 \t 64 \t 43 \t 1 \t 21 \t 21 \t -169\n", + "5 \t 43 \t 21 \t 2 \t 1 \t -62 \t 499\n", + "6 \t 21 \t 1 \t 21 \t 0 \t 83 \t -668\n", + "\t\t\t\t\t -228 \t 1835\n", + "GCD(39203, 4871) = 1, with coefficients -228 and 1835 such that 1 = (-228)*39203 + (1835)*4871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4872 \t 8 \t 227 \t 1 \t 0\n", + "1 \t 4872 \t 227 \t 21 \t 105 \t 0 \t 1\n", + "2 \t 227 \t 105 \t 2 \t 17 \t 1 \t -8\n", + "3 \t 105 \t 17 \t 6 \t 3 \t -21 \t 169\n", + "4 \t 17 \t 3 \t 5 \t 2 \t 43 \t -346\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -279 \t 2245\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1438 \t -11571\n", + "\t\t\t\t\t -1717 \t 13816\n", + "GCD(39203, 4872) = 1, with coefficients -1717 and 13816 such that 1 = (-1717)*39203 + (13816)*4872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4873 \t 8 \t 219 \t 1 \t 0\n", + "1 \t 4873 \t 219 \t 22 \t 55 \t 0 \t 1\n", + "2 \t 219 \t 55 \t 3 \t 54 \t 1 \t -8\n", + "3 \t 55 \t 54 \t 1 \t 1 \t -22 \t 177\n", + "4 \t 54 \t 1 \t 54 \t 0 \t 67 \t -539\n", + "\t\t\t\t\t -89 \t 716\n", + "GCD(39203, 4873) = 1, with coefficients -89 and 716 such that 1 = (-89)*39203 + (716)*4873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4874 \t 8 \t 211 \t 1 \t 0\n", + "1 \t 4874 \t 211 \t 23 \t 21 \t 0 \t 1\n", + "2 \t 211 \t 21 \t 10 \t 1 \t 1 \t -8\n", + "3 \t 21 \t 1 \t 21 \t 0 \t -23 \t 185\n", + "\t\t\t\t\t 231 \t -1858\n", + "GCD(39203, 4874) = 1, with coefficients 231 and -1858 such that 1 = (231)*39203 + (-1858)*4874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4875 \t 8 \t 203 \t 1 \t 0\n", + "1 \t 4875 \t 203 \t 24 \t 3 \t 0 \t 1\n", + "2 \t 203 \t 3 \t 67 \t 2 \t 1 \t -8\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -24 \t 193\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1609 \t -12939\n", + "\t\t\t\t\t -1633 \t 13132\n", + "GCD(39203, 4875) = 1, with coefficients -1633 and 13132 such that 1 = (-1633)*39203 + (13132)*4875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4876 \t 8 \t 195 \t 1 \t 0\n", + "1 \t 4876 \t 195 \t 25 \t 1 \t 0 \t 1\n", + "2 \t 195 \t 1 \t 195 \t 0 \t 1 \t -8\n", + "\t\t\t\t\t -25 \t 201\n", + "GCD(39203, 4876) = 1, with coefficients -25 and 201 such that 1 = (-25)*39203 + (201)*4876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4877 \t 8 \t 187 \t 1 \t 0\n", + "1 \t 4877 \t 187 \t 26 \t 15 \t 0 \t 1\n", + "2 \t 187 \t 15 \t 12 \t 7 \t 1 \t -8\n", + "3 \t 15 \t 7 \t 2 \t 1 \t -26 \t 209\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 313 \t -2516\n", + "\t\t\t\t\t -652 \t 5241\n", + "GCD(39203, 4877) = 1, with coefficients -652 and 5241 such that 1 = (-652)*39203 + (5241)*4877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4878 \t 8 \t 179 \t 1 \t 0\n", + "1 \t 4878 \t 179 \t 27 \t 45 \t 0 \t 1\n", + "2 \t 179 \t 45 \t 3 \t 44 \t 1 \t -8\n", + "3 \t 45 \t 44 \t 1 \t 1 \t -27 \t 217\n", + "4 \t 44 \t 1 \t 44 \t 0 \t 82 \t -659\n", + "\t\t\t\t\t -109 \t 876\n", + "GCD(39203, 4878) = 1, with coefficients -109 and 876 such that 1 = (-109)*39203 + (876)*4878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4879 \t 8 \t 171 \t 1 \t 0\n", + "1 \t 4879 \t 171 \t 28 \t 91 \t 0 \t 1\n", + "2 \t 171 \t 91 \t 1 \t 80 \t 1 \t -8\n", + "3 \t 91 \t 80 \t 1 \t 11 \t -28 \t 225\n", + "4 \t 80 \t 11 \t 7 \t 3 \t 29 \t -233\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -57 \t 458\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 428 \t -3439\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1341 \t 10775\n", + "\t\t\t\t\t 1769 \t -14214\n", + "GCD(39203, 4879) = 1, with coefficients 1769 and -14214 such that 1 = (1769)*39203 + (-14214)*4879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4880 \t 8 \t 163 \t 1 \t 0\n", + "1 \t 4880 \t 163 \t 29 \t 153 \t 0 \t 1\n", + "2 \t 163 \t 153 \t 1 \t 10 \t 1 \t -8\n", + "3 \t 153 \t 10 \t 15 \t 3 \t -29 \t 233\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 30 \t -241\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -479 \t 3848\n", + "\t\t\t\t\t 1467 \t -11785\n", + "GCD(39203, 4880) = 1, with coefficients 1467 and -11785 such that 1 = (1467)*39203 + (-11785)*4880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4881 \t 8 \t 155 \t 1 \t 0\n", + "1 \t 4881 \t 155 \t 31 \t 76 \t 0 \t 1\n", + "2 \t 155 \t 76 \t 2 \t 3 \t 1 \t -8\n", + "3 \t 76 \t 3 \t 25 \t 1 \t -31 \t 249\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 63 \t -506\n", + "\t\t\t\t\t -1606 \t 12899\n", + "GCD(39203, 4881) = 1, with coefficients -1606 and 12899 such that 1 = (-1606)*39203 + (12899)*4881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4882 \t 8 \t 147 \t 1 \t 0\n", + "1 \t 4882 \t 147 \t 33 \t 31 \t 0 \t 1\n", + "2 \t 147 \t 31 \t 4 \t 23 \t 1 \t -8\n", + "3 \t 31 \t 23 \t 1 \t 8 \t -33 \t 265\n", + "4 \t 23 \t 8 \t 2 \t 7 \t 133 \t -1068\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -166 \t 1333\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 465 \t -3734\n", + "\t\t\t\t\t -631 \t 5067\n", + "GCD(39203, 4882) = 1, with coefficients -631 and 5067 such that 1 = (-631)*39203 + (5067)*4882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4883 \t 8 \t 139 \t 1 \t 0\n", + "1 \t 4883 \t 139 \t 35 \t 18 \t 0 \t 1\n", + "2 \t 139 \t 18 \t 7 \t 13 \t 1 \t -8\n", + "3 \t 18 \t 13 \t 1 \t 5 \t -35 \t 281\n", + "4 \t 13 \t 5 \t 2 \t 3 \t 246 \t -1975\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -281 \t 2256\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 808 \t -6487\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1089 \t 8743\n", + "\t\t\t\t\t 1897 \t -15230\n", + "GCD(39203, 4883) = 1, with coefficients 1897 and -15230 such that 1 = (1897)*39203 + (-15230)*4883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4884 \t 8 \t 131 \t 1 \t 0\n", + "1 \t 4884 \t 131 \t 37 \t 37 \t 0 \t 1\n", + "2 \t 131 \t 37 \t 3 \t 20 \t 1 \t -8\n", + "3 \t 37 \t 20 \t 1 \t 17 \t -37 \t 297\n", + "4 \t 20 \t 17 \t 1 \t 3 \t 112 \t -899\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -149 \t 1196\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 261 \t -2095\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1454 \t 11671\n", + "\t\t\t\t\t 1715 \t -13766\n", + "GCD(39203, 4884) = 1, with coefficients 1715 and -13766 such that 1 = (1715)*39203 + (-13766)*4884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4885 \t 8 \t 123 \t 1 \t 0\n", + "1 \t 4885 \t 123 \t 39 \t 88 \t 0 \t 1\n", + "2 \t 123 \t 88 \t 1 \t 35 \t 1 \t -8\n", + "3 \t 88 \t 35 \t 2 \t 18 \t -39 \t 313\n", + "4 \t 35 \t 18 \t 1 \t 17 \t 40 \t -321\n", + "5 \t 18 \t 17 \t 1 \t 1 \t -119 \t 955\n", + "6 \t 17 \t 1 \t 17 \t 0 \t 159 \t -1276\n", + "\t\t\t\t\t -278 \t 2231\n", + "GCD(39203, 4885) = 1, with coefficients -278 and 2231 such that 1 = (-278)*39203 + (2231)*4885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4886 \t 8 \t 115 \t 1 \t 0\n", + "1 \t 4886 \t 115 \t 42 \t 56 \t 0 \t 1\n", + "2 \t 115 \t 56 \t 2 \t 3 \t 1 \t -8\n", + "3 \t 56 \t 3 \t 18 \t 2 \t -42 \t 337\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 85 \t -682\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1572 \t 12613\n", + "\t\t\t\t\t 1657 \t -13295\n", + "GCD(39203, 4886) = 1, with coefficients 1657 and -13295 such that 1 = (1657)*39203 + (-13295)*4886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4887 \t 8 \t 107 \t 1 \t 0\n", + "1 \t 4887 \t 107 \t 45 \t 72 \t 0 \t 1\n", + "2 \t 107 \t 72 \t 1 \t 35 \t 1 \t -8\n", + "3 \t 72 \t 35 \t 2 \t 2 \t -45 \t 361\n", + "4 \t 35 \t 2 \t 17 \t 1 \t 46 \t -369\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -137 \t 1099\n", + "\t\t\t\t\t 2375 \t -19052\n", + "GCD(39203, 4887) = 1, with coefficients 2375 and -19052 such that 1 = (2375)*39203 + (-19052)*4887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4888 \t 8 \t 99 \t 1 \t 0\n", + "1 \t 4888 \t 99 \t 49 \t 37 \t 0 \t 1\n", + "2 \t 99 \t 37 \t 2 \t 25 \t 1 \t -8\n", + "3 \t 37 \t 25 \t 1 \t 12 \t -49 \t 393\n", + "4 \t 25 \t 12 \t 2 \t 1 \t 99 \t -794\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -148 \t 1187\n", + "\t\t\t\t\t 395 \t -3168\n", + "GCD(39203, 4888) = 1, with coefficients 395 and -3168 such that 1 = (395)*39203 + (-3168)*4888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4889 \t 8 \t 91 \t 1 \t 0\n", + "1 \t 4889 \t 91 \t 53 \t 66 \t 0 \t 1\n", + "2 \t 91 \t 66 \t 1 \t 25 \t 1 \t -8\n", + "3 \t 66 \t 25 \t 2 \t 16 \t -53 \t 425\n", + "4 \t 25 \t 16 \t 1 \t 9 \t 54 \t -433\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -161 \t 1291\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 215 \t -1724\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -376 \t 3015\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 591 \t -4739\n", + "\t\t\t\t\t -2149 \t 17232\n", + "GCD(39203, 4889) = 1, with coefficients -2149 and 17232 such that 1 = (-2149)*39203 + (17232)*4889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4890 \t 8 \t 83 \t 1 \t 0\n", + "1 \t 4890 \t 83 \t 58 \t 76 \t 0 \t 1\n", + "2 \t 83 \t 76 \t 1 \t 7 \t 1 \t -8\n", + "3 \t 76 \t 7 \t 10 \t 6 \t -58 \t 465\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 59 \t -473\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -648 \t 5195\n", + "\t\t\t\t\t 707 \t -5668\n", + "GCD(39203, 4890) = 1, with coefficients 707 and -5668 such that 1 = (707)*39203 + (-5668)*4890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4891 \t 8 \t 75 \t 1 \t 0\n", + "1 \t 4891 \t 75 \t 65 \t 16 \t 0 \t 1\n", + "2 \t 75 \t 16 \t 4 \t 11 \t 1 \t -8\n", + "3 \t 16 \t 11 \t 1 \t 5 \t -65 \t 521\n", + "4 \t 11 \t 5 \t 2 \t 1 \t 261 \t -2092\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -326 \t 2613\n", + "\t\t\t\t\t 913 \t -7318\n", + "GCD(39203, 4891) = 1, with coefficients 913 and -7318 such that 1 = (913)*39203 + (-7318)*4891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4892 \t 8 \t 67 \t 1 \t 0\n", + "1 \t 4892 \t 67 \t 73 \t 1 \t 0 \t 1\n", + "2 \t 67 \t 1 \t 67 \t 0 \t 1 \t -8\n", + "\t\t\t\t\t -73 \t 585\n", + "GCD(39203, 4892) = 1, with coefficients -73 and 585 such that 1 = (-73)*39203 + (585)*4892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4893 \t 8 \t 59 \t 1 \t 0\n", + "1 \t 4893 \t 59 \t 82 \t 55 \t 0 \t 1\n", + "2 \t 59 \t 55 \t 1 \t 4 \t 1 \t -8\n", + "3 \t 55 \t 4 \t 13 \t 3 \t -82 \t 657\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 83 \t -665\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1161 \t 9302\n", + "\t\t\t\t\t 1244 \t -9967\n", + "GCD(39203, 4893) = 1, with coefficients 1244 and -9967 such that 1 = (1244)*39203 + (-9967)*4893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4894 \t 8 \t 51 \t 1 \t 0\n", + "1 \t 4894 \t 51 \t 95 \t 49 \t 0 \t 1\n", + "2 \t 51 \t 49 \t 1 \t 2 \t 1 \t -8\n", + "3 \t 49 \t 2 \t 24 \t 1 \t -95 \t 761\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 96 \t -769\n", + "\t\t\t\t\t -2399 \t 19217\n", + "GCD(39203, 4894) = 1, with coefficients -2399 and 19217 such that 1 = (-2399)*39203 + (19217)*4894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4895 \t 8 \t 43 \t 1 \t 0\n", + "1 \t 4895 \t 43 \t 113 \t 36 \t 0 \t 1\n", + "2 \t 43 \t 36 \t 1 \t 7 \t 1 \t -8\n", + "3 \t 36 \t 7 \t 5 \t 1 \t -113 \t 905\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 114 \t -913\n", + "\t\t\t\t\t -683 \t 5470\n", + "GCD(39203, 4895) = 1, with coefficients -683 and 5470 such that 1 = (-683)*39203 + (5470)*4895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4896 \t 8 \t 35 \t 1 \t 0\n", + "1 \t 4896 \t 35 \t 139 \t 31 \t 0 \t 1\n", + "2 \t 35 \t 31 \t 1 \t 4 \t 1 \t -8\n", + "3 \t 31 \t 4 \t 7 \t 3 \t -139 \t 1113\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 140 \t -1121\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1119 \t 8960\n", + "\t\t\t\t\t 1259 \t -10081\n", + "GCD(39203, 4896) = 1, with coefficients 1259 and -10081 such that 1 = (1259)*39203 + (-10081)*4896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4897 \t 8 \t 27 \t 1 \t 0\n", + "1 \t 4897 \t 27 \t 181 \t 10 \t 0 \t 1\n", + "2 \t 27 \t 10 \t 2 \t 7 \t 1 \t -8\n", + "3 \t 10 \t 7 \t 1 \t 3 \t -181 \t 1449\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 363 \t -2906\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -544 \t 4355\n", + "\t\t\t\t\t 1451 \t -11616\n", + "GCD(39203, 4897) = 1, with coefficients 1451 and -11616 such that 1 = (1451)*39203 + (-11616)*4897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4898 \t 8 \t 19 \t 1 \t 0\n", + "1 \t 4898 \t 19 \t 257 \t 15 \t 0 \t 1\n", + "2 \t 19 \t 15 \t 1 \t 4 \t 1 \t -8\n", + "3 \t 15 \t 4 \t 3 \t 3 \t -257 \t 2057\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 258 \t -2065\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1031 \t 8252\n", + "\t\t\t\t\t 1289 \t -10317\n", + "GCD(39203, 4898) = 1, with coefficients 1289 and -10317 such that 1 = (1289)*39203 + (-10317)*4898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4899 \t 8 \t 11 \t 1 \t 0\n", + "1 \t 4899 \t 11 \t 445 \t 4 \t 0 \t 1\n", + "2 \t 11 \t 4 \t 2 \t 3 \t 1 \t -8\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -445 \t 3561\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 891 \t -7130\n", + "\t\t\t\t\t -1336 \t 10691\n", + "GCD(39203, 4899) = 1, with coefficients -1336 and 10691 such that 1 = (-1336)*39203 + (10691)*4899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4900 \t 8 \t 3 \t 1 \t 0\n", + "1 \t 4900 \t 3 \t 1633 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -8\n", + "\t\t\t\t\t -1633 \t 13065\n", + "GCD(39203, 4900) = 1, with coefficients -1633 and 13065 such that 1 = (-1633)*39203 + (13065)*4900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4901 \t 7 \t 4896 \t 1 \t 0\n", + "1 \t 4901 \t 4896 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 4896 \t 5 \t 979 \t 1 \t 1 \t -7\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -1 \t 8\n", + "\t\t\t\t\t 980 \t -7839\n", + "GCD(39203, 4901) = 1, with coefficients 980 and -7839 such that 1 = (980)*39203 + (-7839)*4901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4902 \t 7 \t 4889 \t 1 \t 0\n", + "1 \t 4902 \t 4889 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 4889 \t 13 \t 376 \t 1 \t 1 \t -7\n", + "3 \t 13 \t 1 \t 13 \t 0 \t -1 \t 8\n", + "\t\t\t\t\t 377 \t -3015\n", + "GCD(39203, 4902) = 1, with coefficients 377 and -3015 such that 1 = (377)*39203 + (-3015)*4902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4903 \t 7 \t 4882 \t 1 \t 0\n", + "1 \t 4903 \t 4882 \t 1 \t 21 \t 0 \t 1\n", + "2 \t 4882 \t 21 \t 232 \t 10 \t 1 \t -7\n", + "3 \t 21 \t 10 \t 2 \t 1 \t -1 \t 8\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 233 \t -1863\n", + "\t\t\t\t\t -467 \t 3734\n", + "GCD(39203, 4903) = 1, with coefficients -467 and 3734 such that 1 = (-467)*39203 + (3734)*4903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4904 \t 7 \t 4875 \t 1 \t 0\n", + "1 \t 4904 \t 4875 \t 1 \t 29 \t 0 \t 1\n", + "2 \t 4875 \t 29 \t 168 \t 3 \t 1 \t -7\n", + "3 \t 29 \t 3 \t 9 \t 2 \t -1 \t 8\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 169 \t -1351\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1522 \t 12167\n", + "\t\t\t\t\t 1691 \t -13518\n", + "GCD(39203, 4904) = 1, with coefficients 1691 and -13518 such that 1 = (1691)*39203 + (-13518)*4904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4905 \t 7 \t 4868 \t 1 \t 0\n", + "1 \t 4905 \t 4868 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 4868 \t 37 \t 131 \t 21 \t 1 \t -7\n", + "3 \t 37 \t 21 \t 1 \t 16 \t -1 \t 8\n", + "4 \t 21 \t 16 \t 1 \t 5 \t 132 \t -1055\n", + "5 \t 16 \t 5 \t 3 \t 1 \t -133 \t 1063\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 265 \t -2118\n", + "\t\t\t\t\t -928 \t 7417\n", + "GCD(39203, 4905) = 1, with coefficients -928 and 7417 such that 1 = (-928)*39203 + (7417)*4905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4906 \t 7 \t 4861 \t 1 \t 0\n", + "1 \t 4906 \t 4861 \t 1 \t 45 \t 0 \t 1\n", + "2 \t 4861 \t 45 \t 108 \t 1 \t 1 \t -7\n", + "3 \t 45 \t 1 \t 45 \t 0 \t -1 \t 8\n", + "\t\t\t\t\t 109 \t -871\n", + "GCD(39203, 4906) = 1, with coefficients 109 and -871 such that 1 = (109)*39203 + (-871)*4906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4907 \t 7 \t 4854 \t 1 \t 0\n", + "1 \t 4907 \t 4854 \t 1 \t 53 \t 0 \t 1\n", + "2 \t 4854 \t 53 \t 91 \t 31 \t 1 \t -7\n", + "3 \t 53 \t 31 \t 1 \t 22 \t -1 \t 8\n", + "4 \t 31 \t 22 \t 1 \t 9 \t 92 \t -735\n", + "5 \t 22 \t 9 \t 2 \t 4 \t -93 \t 743\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 185 \t -1478\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -463 \t 3699\n", + "\t\t\t\t\t 1111 \t -8876\n", + "GCD(39203, 4907) = 1, with coefficients 1111 and -8876 such that 1 = (1111)*39203 + (-8876)*4907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4908 \t 7 \t 4847 \t 1 \t 0\n", + "1 \t 4908 \t 4847 \t 1 \t 61 \t 0 \t 1\n", + "2 \t 4847 \t 61 \t 79 \t 28 \t 1 \t -7\n", + "3 \t 61 \t 28 \t 2 \t 5 \t -1 \t 8\n", + "4 \t 28 \t 5 \t 5 \t 3 \t 80 \t -639\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -161 \t 1286\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 885 \t -7069\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1046 \t 8355\n", + "\t\t\t\t\t 1931 \t -15424\n", + "GCD(39203, 4908) = 1, with coefficients 1931 and -15424 such that 1 = (1931)*39203 + (-15424)*4908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4909 \t 7 \t 4840 \t 1 \t 0\n", + "1 \t 4909 \t 4840 \t 1 \t 69 \t 0 \t 1\n", + "2 \t 4840 \t 69 \t 70 \t 10 \t 1 \t -7\n", + "3 \t 69 \t 10 \t 6 \t 9 \t -1 \t 8\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 71 \t -567\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -427 \t 3410\n", + "\t\t\t\t\t 498 \t -3977\n", + "GCD(39203, 4909) = 1, with coefficients 498 and -3977 such that 1 = (498)*39203 + (-3977)*4909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4910 \t 7 \t 4833 \t 1 \t 0\n", + "1 \t 4910 \t 4833 \t 1 \t 77 \t 0 \t 1\n", + "2 \t 4833 \t 77 \t 62 \t 59 \t 1 \t -7\n", + "3 \t 77 \t 59 \t 1 \t 18 \t -1 \t 8\n", + "4 \t 59 \t 18 \t 3 \t 5 \t 63 \t -503\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -64 \t 511\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 255 \t -2036\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -829 \t 6619\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1084 \t -8655\n", + "\t\t\t\t\t -1913 \t 15274\n", + "GCD(39203, 4910) = 1, with coefficients -1913 and 15274 such that 1 = (-1913)*39203 + (15274)*4910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4911 \t 7 \t 4826 \t 1 \t 0\n", + "1 \t 4911 \t 4826 \t 1 \t 85 \t 0 \t 1\n", + "2 \t 4826 \t 85 \t 56 \t 66 \t 1 \t -7\n", + "3 \t 85 \t 66 \t 1 \t 19 \t -1 \t 8\n", + "4 \t 66 \t 19 \t 3 \t 9 \t 57 \t -455\n", + "5 \t 19 \t 9 \t 2 \t 1 \t -58 \t 463\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 231 \t -1844\n", + "\t\t\t\t\t -520 \t 4151\n", + "GCD(39203, 4911) = 1, with coefficients -520 and 4151 such that 1 = (-520)*39203 + (4151)*4911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4912 \t 7 \t 4819 \t 1 \t 0\n", + "1 \t 4912 \t 4819 \t 1 \t 93 \t 0 \t 1\n", + "2 \t 4819 \t 93 \t 51 \t 76 \t 1 \t -7\n", + "3 \t 93 \t 76 \t 1 \t 17 \t -1 \t 8\n", + "4 \t 76 \t 17 \t 4 \t 8 \t 52 \t -415\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -53 \t 423\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 264 \t -2107\n", + "\t\t\t\t\t -581 \t 4637\n", + "GCD(39203, 4912) = 1, with coefficients -581 and 4637 such that 1 = (-581)*39203 + (4637)*4912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4913 \t 7 \t 4812 \t 1 \t 0\n", + "1 \t 4913 \t 4812 \t 1 \t 101 \t 0 \t 1\n", + "2 \t 4812 \t 101 \t 47 \t 65 \t 1 \t -7\n", + "3 \t 101 \t 65 \t 1 \t 36 \t -1 \t 8\n", + "4 \t 65 \t 36 \t 1 \t 29 \t 48 \t -383\n", + "5 \t 36 \t 29 \t 1 \t 7 \t -49 \t 391\n", + "6 \t 29 \t 7 \t 4 \t 1 \t 97 \t -774\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -146 \t 1165\n", + "\t\t\t\t\t 681 \t -5434\n", + "GCD(39203, 4913) = 1, with coefficients 681 and -5434 such that 1 = (681)*39203 + (-5434)*4913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4914 \t 7 \t 4805 \t 1 \t 0\n", + "1 \t 4914 \t 4805 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 4805 \t 109 \t 44 \t 9 \t 1 \t -7\n", + "3 \t 109 \t 9 \t 12 \t 1 \t -1 \t 8\n", + "4 \t 9 \t 1 \t 9 \t 0 \t 45 \t -359\n", + "\t\t\t\t\t -541 \t 4316\n", + "GCD(39203, 4914) = 1, with coefficients -541 and 4316 such that 1 = (-541)*39203 + (4316)*4914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4915 \t 7 \t 4798 \t 1 \t 0\n", + "1 \t 4915 \t 4798 \t 1 \t 117 \t 0 \t 1\n", + "2 \t 4798 \t 117 \t 41 \t 1 \t 1 \t -7\n", + "3 \t 117 \t 1 \t 117 \t 0 \t -1 \t 8\n", + "\t\t\t\t\t 42 \t -335\n", + "GCD(39203, 4915) = 1, with coefficients 42 and -335 such that 1 = (42)*39203 + (-335)*4915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4916 \t 7 \t 4791 \t 1 \t 0\n", + "1 \t 4916 \t 4791 \t 1 \t 125 \t 0 \t 1\n", + "2 \t 4791 \t 125 \t 38 \t 41 \t 1 \t -7\n", + "3 \t 125 \t 41 \t 3 \t 2 \t -1 \t 8\n", + "4 \t 41 \t 2 \t 20 \t 1 \t 39 \t -311\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -118 \t 941\n", + "\t\t\t\t\t 2399 \t -19131\n", + "GCD(39203, 4916) = 1, with coefficients 2399 and -19131 such that 1 = (2399)*39203 + (-19131)*4916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4917 \t 7 \t 4784 \t 1 \t 0\n", + "1 \t 4917 \t 4784 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 4784 \t 133 \t 35 \t 129 \t 1 \t -7\n", + "3 \t 133 \t 129 \t 1 \t 4 \t -1 \t 8\n", + "4 \t 129 \t 4 \t 32 \t 1 \t 36 \t -287\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -37 \t 295\n", + "\t\t\t\t\t 1220 \t -9727\n", + "GCD(39203, 4917) = 1, with coefficients 1220 and -9727 such that 1 = (1220)*39203 + (-9727)*4917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4918 \t 7 \t 4777 \t 1 \t 0\n", + "1 \t 4918 \t 4777 \t 1 \t 141 \t 0 \t 1\n", + "2 \t 4777 \t 141 \t 33 \t 124 \t 1 \t -7\n", + "3 \t 141 \t 124 \t 1 \t 17 \t -1 \t 8\n", + "4 \t 124 \t 17 \t 7 \t 5 \t 34 \t -271\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -35 \t 279\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 279 \t -2224\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -872 \t 6951\n", + "\t\t\t\t\t 2023 \t -16126\n", + "GCD(39203, 4918) = 1, with coefficients 2023 and -16126 such that 1 = (2023)*39203 + (-16126)*4918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4919 \t 7 \t 4770 \t 1 \t 0\n", + "1 \t 4919 \t 4770 \t 1 \t 149 \t 0 \t 1\n", + "2 \t 4770 \t 149 \t 32 \t 2 \t 1 \t -7\n", + "3 \t 149 \t 2 \t 74 \t 1 \t -1 \t 8\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 33 \t -263\n", + "\t\t\t\t\t -2443 \t 19470\n", + "GCD(39203, 4919) = 1, with coefficients -2443 and 19470 such that 1 = (-2443)*39203 + (19470)*4919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4920 \t 7 \t 4763 \t 1 \t 0\n", + "1 \t 4920 \t 4763 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 4763 \t 157 \t 30 \t 53 \t 1 \t -7\n", + "3 \t 157 \t 53 \t 2 \t 51 \t -1 \t 8\n", + "4 \t 53 \t 51 \t 1 \t 2 \t 31 \t -247\n", + "5 \t 51 \t 2 \t 25 \t 1 \t -63 \t 502\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 94 \t -749\n", + "\t\t\t\t\t -2413 \t 19227\n", + "GCD(39203, 4920) = 1, with coefficients -2413 and 19227 such that 1 = (-2413)*39203 + (19227)*4920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4921 \t 7 \t 4756 \t 1 \t 0\n", + "1 \t 4921 \t 4756 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 4756 \t 165 \t 28 \t 136 \t 1 \t -7\n", + "3 \t 165 \t 136 \t 1 \t 29 \t -1 \t 8\n", + "4 \t 136 \t 29 \t 4 \t 20 \t 29 \t -231\n", + "5 \t 29 \t 20 \t 1 \t 9 \t -30 \t 239\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 149 \t -1187\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -179 \t 1426\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 507 \t -4039\n", + "\t\t\t\t\t -2207 \t 17582\n", + "GCD(39203, 4921) = 1, with coefficients -2207 and 17582 such that 1 = (-2207)*39203 + (17582)*4921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4922 \t 7 \t 4749 \t 1 \t 0\n", + "1 \t 4922 \t 4749 \t 1 \t 173 \t 0 \t 1\n", + "2 \t 4749 \t 173 \t 27 \t 78 \t 1 \t -7\n", + "3 \t 173 \t 78 \t 2 \t 17 \t -1 \t 8\n", + "4 \t 78 \t 17 \t 4 \t 10 \t 28 \t -223\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -57 \t 454\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 256 \t -2039\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -313 \t 2493\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 569 \t -4532\n", + "\t\t\t\t\t -1451 \t 11557\n", + "GCD(39203, 4922) = 1, with coefficients -1451 and 11557 such that 1 = (-1451)*39203 + (11557)*4922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4923 \t 7 \t 4742 \t 1 \t 0\n", + "1 \t 4923 \t 4742 \t 1 \t 181 \t 0 \t 1\n", + "2 \t 4742 \t 181 \t 26 \t 36 \t 1 \t -7\n", + "3 \t 181 \t 36 \t 5 \t 1 \t -1 \t 8\n", + "4 \t 36 \t 1 \t 36 \t 0 \t 27 \t -215\n", + "\t\t\t\t\t -136 \t 1083\n", + "GCD(39203, 4923) = 1, with coefficients -136 and 1083 such that 1 = (-136)*39203 + (1083)*4923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4924 \t 7 \t 4735 \t 1 \t 0\n", + "1 \t 4924 \t 4735 \t 1 \t 189 \t 0 \t 1\n", + "2 \t 4735 \t 189 \t 25 \t 10 \t 1 \t -7\n", + "3 \t 189 \t 10 \t 18 \t 9 \t -1 \t 8\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 26 \t -207\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -469 \t 3734\n", + "\t\t\t\t\t 495 \t -3941\n", + "GCD(39203, 4924) = 1, with coefficients 495 and -3941 such that 1 = (495)*39203 + (-3941)*4924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4925 \t 7 \t 4728 \t 1 \t 0\n", + "1 \t 4925 \t 4728 \t 1 \t 197 \t 0 \t 1\n", + "2 \t 4728 \t 197 \t 24 \t 0 \t 1 \t -7\n", + "\t\t\t\t\t -1 \t 8\n", + "GCD(39203, 4925) = 197, with coefficients -1 and 8 such that 197 = (-1)*39203 + (8)*4925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4926 \t 7 \t 4721 \t 1 \t 0\n", + "1 \t 4926 \t 4721 \t 1 \t 205 \t 0 \t 1\n", + "2 \t 4721 \t 205 \t 23 \t 6 \t 1 \t -7\n", + "3 \t 205 \t 6 \t 34 \t 1 \t -1 \t 8\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 24 \t -191\n", + "\t\t\t\t\t -817 \t 6502\n", + "GCD(39203, 4926) = 1, with coefficients -817 and 6502 such that 1 = (-817)*39203 + (6502)*4926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4927 \t 7 \t 4714 \t 1 \t 0\n", + "1 \t 4927 \t 4714 \t 1 \t 213 \t 0 \t 1\n", + "2 \t 4714 \t 213 \t 22 \t 28 \t 1 \t -7\n", + "3 \t 213 \t 28 \t 7 \t 17 \t -1 \t 8\n", + "4 \t 28 \t 17 \t 1 \t 11 \t 23 \t -183\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -162 \t 1289\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 185 \t -1472\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -347 \t 2761\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 532 \t -4233\n", + "\t\t\t\t\t -879 \t 6994\n", + "GCD(39203, 4927) = 1, with coefficients -879 and 6994 such that 1 = (-879)*39203 + (6994)*4927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4928 \t 7 \t 4707 \t 1 \t 0\n", + "1 \t 4928 \t 4707 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 4707 \t 221 \t 21 \t 66 \t 1 \t -7\n", + "3 \t 221 \t 66 \t 3 \t 23 \t -1 \t 8\n", + "4 \t 66 \t 23 \t 2 \t 20 \t 22 \t -175\n", + "5 \t 23 \t 20 \t 1 \t 3 \t -67 \t 533\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 156 \t -1241\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -223 \t 1774\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1494 \t -11885\n", + "\t\t\t\t\t -1717 \t 13659\n", + "GCD(39203, 4928) = 1, with coefficients -1717 and 13659 such that 1 = (-1717)*39203 + (13659)*4928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4929 \t 7 \t 4700 \t 1 \t 0\n", + "1 \t 4929 \t 4700 \t 1 \t 229 \t 0 \t 1\n", + "2 \t 4700 \t 229 \t 20 \t 120 \t 1 \t -7\n", + "3 \t 229 \t 120 \t 1 \t 109 \t -1 \t 8\n", + "4 \t 120 \t 109 \t 1 \t 11 \t 21 \t -167\n", + "5 \t 109 \t 11 \t 9 \t 10 \t -22 \t 175\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 43 \t -342\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -409 \t 3253\n", + "\t\t\t\t\t 452 \t -3595\n", + "GCD(39203, 4929) = 1, with coefficients 452 and -3595 such that 1 = (452)*39203 + (-3595)*4929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4930 \t 7 \t 4693 \t 1 \t 0\n", + "1 \t 4930 \t 4693 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 4693 \t 237 \t 19 \t 190 \t 1 \t -7\n", + "3 \t 237 \t 190 \t 1 \t 47 \t -1 \t 8\n", + "4 \t 190 \t 47 \t 4 \t 2 \t 20 \t -159\n", + "5 \t 47 \t 2 \t 23 \t 1 \t -21 \t 167\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 104 \t -827\n", + "\t\t\t\t\t -2413 \t 19188\n", + "GCD(39203, 4930) = 1, with coefficients -2413 and 19188 such that 1 = (-2413)*39203 + (19188)*4930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4931 \t 7 \t 4686 \t 1 \t 0\n", + "1 \t 4931 \t 4686 \t 1 \t 245 \t 0 \t 1\n", + "2 \t 4686 \t 245 \t 19 \t 31 \t 1 \t -7\n", + "3 \t 245 \t 31 \t 7 \t 28 \t -1 \t 8\n", + "4 \t 31 \t 28 \t 1 \t 3 \t 20 \t -159\n", + "5 \t 28 \t 3 \t 9 \t 1 \t -141 \t 1121\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 161 \t -1280\n", + "\t\t\t\t\t -1590 \t 12641\n", + "GCD(39203, 4931) = 1, with coefficients -1590 and 12641 such that 1 = (-1590)*39203 + (12641)*4931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4932 \t 7 \t 4679 \t 1 \t 0\n", + "1 \t 4932 \t 4679 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 4679 \t 253 \t 18 \t 125 \t 1 \t -7\n", + "3 \t 253 \t 125 \t 2 \t 3 \t -1 \t 8\n", + "4 \t 125 \t 3 \t 41 \t 2 \t 19 \t -151\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -39 \t 310\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1618 \t -12861\n", + "\t\t\t\t\t -1657 \t 13171\n", + "GCD(39203, 4932) = 1, with coefficients -1657 and 13171 such that 1 = (-1657)*39203 + (13171)*4932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4933 \t 7 \t 4672 \t 1 \t 0\n", + "1 \t 4933 \t 4672 \t 1 \t 261 \t 0 \t 1\n", + "2 \t 4672 \t 261 \t 17 \t 235 \t 1 \t -7\n", + "3 \t 261 \t 235 \t 1 \t 26 \t -1 \t 8\n", + "4 \t 235 \t 26 \t 9 \t 1 \t 18 \t -143\n", + "5 \t 26 \t 1 \t 26 \t 0 \t -19 \t 151\n", + "\t\t\t\t\t 189 \t -1502\n", + "GCD(39203, 4933) = 1, with coefficients 189 and -1502 such that 1 = (189)*39203 + (-1502)*4933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4934 \t 7 \t 4665 \t 1 \t 0\n", + "1 \t 4934 \t 4665 \t 1 \t 269 \t 0 \t 1\n", + "2 \t 4665 \t 269 \t 17 \t 92 \t 1 \t -7\n", + "3 \t 269 \t 92 \t 2 \t 85 \t -1 \t 8\n", + "4 \t 92 \t 85 \t 1 \t 7 \t 18 \t -143\n", + "5 \t 85 \t 7 \t 12 \t 1 \t -37 \t 294\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 55 \t -437\n", + "\t\t\t\t\t -697 \t 5538\n", + "GCD(39203, 4934) = 1, with coefficients -697 and 5538 such that 1 = (-697)*39203 + (5538)*4934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4935 \t 7 \t 4658 \t 1 \t 0\n", + "1 \t 4935 \t 4658 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 4658 \t 277 \t 16 \t 226 \t 1 \t -7\n", + "3 \t 277 \t 226 \t 1 \t 51 \t -1 \t 8\n", + "4 \t 226 \t 51 \t 4 \t 22 \t 17 \t -135\n", + "5 \t 51 \t 22 \t 2 \t 7 \t -18 \t 143\n", + "6 \t 22 \t 7 \t 3 \t 1 \t 89 \t -707\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -196 \t 1557\n", + "\t\t\t\t\t 677 \t -5378\n", + "GCD(39203, 4935) = 1, with coefficients 677 and -5378 such that 1 = (677)*39203 + (-5378)*4935\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4936 \t 7 \t 4651 \t 1 \t 0\n", + "1 \t 4936 \t 4651 \t 1 \t 285 \t 0 \t 1\n", + "2 \t 4651 \t 285 \t 16 \t 91 \t 1 \t -7\n", + "3 \t 285 \t 91 \t 3 \t 12 \t -1 \t 8\n", + "4 \t 91 \t 12 \t 7 \t 7 \t 17 \t -135\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -52 \t 413\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 381 \t -3026\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -433 \t 3439\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 814 \t -6465\n", + "\t\t\t\t\t -2061 \t 16369\n", + "GCD(39203, 4936) = 1, with coefficients -2061 and 16369 such that 1 = (-2061)*39203 + (16369)*4936\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4937 \t 7 \t 4644 \t 1 \t 0\n", + "1 \t 4937 \t 4644 \t 1 \t 293 \t 0 \t 1\n", + "2 \t 4644 \t 293 \t 15 \t 249 \t 1 \t -7\n", + "3 \t 293 \t 249 \t 1 \t 44 \t -1 \t 8\n", + "4 \t 249 \t 44 \t 5 \t 29 \t 16 \t -127\n", + "5 \t 44 \t 29 \t 1 \t 15 \t -17 \t 135\n", + "6 \t 29 \t 15 \t 1 \t 14 \t 101 \t -802\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -118 \t 937\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 219 \t -1739\n", + "\t\t\t\t\t -337 \t 2676\n", + "GCD(39203, 4937) = 1, with coefficients -337 and 2676 such that 1 = (-337)*39203 + (2676)*4937\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4938 \t 7 \t 4637 \t 1 \t 0\n", + "1 \t 4938 \t 4637 \t 1 \t 301 \t 0 \t 1\n", + "2 \t 4637 \t 301 \t 15 \t 122 \t 1 \t -7\n", + "3 \t 301 \t 122 \t 2 \t 57 \t -1 \t 8\n", + "4 \t 122 \t 57 \t 2 \t 8 \t 16 \t -127\n", + "5 \t 57 \t 8 \t 7 \t 1 \t -33 \t 262\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 82 \t -651\n", + "\t\t\t\t\t -607 \t 4819\n", + "GCD(39203, 4938) = 1, with coefficients -607 and 4819 such that 1 = (-607)*39203 + (4819)*4938\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4939 \t 7 \t 4630 \t 1 \t 0\n", + "1 \t 4939 \t 4630 \t 1 \t 309 \t 0 \t 1\n", + "2 \t 4630 \t 309 \t 14 \t 304 \t 1 \t -7\n", + "3 \t 309 \t 304 \t 1 \t 5 \t -1 \t 8\n", + "4 \t 304 \t 5 \t 60 \t 4 \t 15 \t -119\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -16 \t 127\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 975 \t -7739\n", + "\t\t\t\t\t -991 \t 7866\n", + "GCD(39203, 4939) = 1, with coefficients -991 and 7866 such that 1 = (-991)*39203 + (7866)*4939\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4940 \t 7 \t 4623 \t 1 \t 0\n", + "1 \t 4940 \t 4623 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 4623 \t 317 \t 14 \t 185 \t 1 \t -7\n", + "3 \t 317 \t 185 \t 1 \t 132 \t -1 \t 8\n", + "4 \t 185 \t 132 \t 1 \t 53 \t 15 \t -119\n", + "5 \t 132 \t 53 \t 2 \t 26 \t -16 \t 127\n", + "6 \t 53 \t 26 \t 2 \t 1 \t 31 \t -246\n", + "7 \t 26 \t 1 \t 26 \t 0 \t -78 \t 619\n", + "\t\t\t\t\t 187 \t -1484\n", + "GCD(39203, 4940) = 1, with coefficients 187 and -1484 such that 1 = (187)*39203 + (-1484)*4940\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4941 \t 7 \t 4616 \t 1 \t 0\n", + "1 \t 4941 \t 4616 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 4616 \t 325 \t 14 \t 66 \t 1 \t -7\n", + "3 \t 325 \t 66 \t 4 \t 61 \t -1 \t 8\n", + "4 \t 66 \t 61 \t 1 \t 5 \t 15 \t -119\n", + "5 \t 61 \t 5 \t 12 \t 1 \t -61 \t 484\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 76 \t -603\n", + "\t\t\t\t\t -973 \t 7720\n", + "GCD(39203, 4941) = 1, with coefficients -973 and 7720 such that 1 = (-973)*39203 + (7720)*4941\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4942 \t 7 \t 4609 \t 1 \t 0\n", + "1 \t 4942 \t 4609 \t 1 \t 333 \t 0 \t 1\n", + "2 \t 4609 \t 333 \t 13 \t 280 \t 1 \t -7\n", + "3 \t 333 \t 280 \t 1 \t 53 \t -1 \t 8\n", + "4 \t 280 \t 53 \t 5 \t 15 \t 14 \t -111\n", + "5 \t 53 \t 15 \t 3 \t 8 \t -15 \t 119\n", + "6 \t 15 \t 8 \t 1 \t 7 \t 89 \t -706\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -282 \t 2237\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 371 \t -2943\n", + "\t\t\t\t\t -653 \t 5180\n", + "GCD(39203, 4942) = 1, with coefficients -653 and 5180 such that 1 = (-653)*39203 + (5180)*4942\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4943 \t 7 \t 4602 \t 1 \t 0\n", + "1 \t 4943 \t 4602 \t 1 \t 341 \t 0 \t 1\n", + "2 \t 4602 \t 341 \t 13 \t 169 \t 1 \t -7\n", + "3 \t 341 \t 169 \t 2 \t 3 \t -1 \t 8\n", + "4 \t 169 \t 3 \t 56 \t 1 \t 14 \t -111\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -29 \t 230\n", + "\t\t\t\t\t 1638 \t -12991\n", + "GCD(39203, 4943) = 1, with coefficients 1638 and -12991 such that 1 = (1638)*39203 + (-12991)*4943\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4944 \t 7 \t 4595 \t 1 \t 0\n", + "1 \t 4944 \t 4595 \t 1 \t 349 \t 0 \t 1\n", + "2 \t 4595 \t 349 \t 13 \t 58 \t 1 \t -7\n", + "3 \t 349 \t 58 \t 6 \t 1 \t -1 \t 8\n", + "4 \t 58 \t 1 \t 58 \t 0 \t 14 \t -111\n", + "\t\t\t\t\t -85 \t 674\n", + "GCD(39203, 4944) = 1, with coefficients -85 and 674 such that 1 = (-85)*39203 + (674)*4944\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4945 \t 7 \t 4588 \t 1 \t 0\n", + "1 \t 4945 \t 4588 \t 1 \t 357 \t 0 \t 1\n", + "2 \t 4588 \t 357 \t 12 \t 304 \t 1 \t -7\n", + "3 \t 357 \t 304 \t 1 \t 53 \t -1 \t 8\n", + "4 \t 304 \t 53 \t 5 \t 39 \t 13 \t -103\n", + "5 \t 53 \t 39 \t 1 \t 14 \t -14 \t 111\n", + "6 \t 39 \t 14 \t 2 \t 11 \t 83 \t -658\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -97 \t 769\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 277 \t -2196\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -374 \t 2965\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1399 \t -11091\n", + "\t\t\t\t\t -1773 \t 14056\n", + "GCD(39203, 4945) = 1, with coefficients -1773 and 14056 such that 1 = (-1773)*39203 + (14056)*4945\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4946 \t 7 \t 4581 \t 1 \t 0\n", + "1 \t 4946 \t 4581 \t 1 \t 365 \t 0 \t 1\n", + "2 \t 4581 \t 365 \t 12 \t 201 \t 1 \t -7\n", + "3 \t 365 \t 201 \t 1 \t 164 \t -1 \t 8\n", + "4 \t 201 \t 164 \t 1 \t 37 \t 13 \t -103\n", + "5 \t 164 \t 37 \t 4 \t 16 \t -14 \t 111\n", + "6 \t 37 \t 16 \t 2 \t 5 \t 27 \t -214\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -122 \t 967\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 271 \t -2148\n", + "\t\t\t\t\t -935 \t 7411\n", + "GCD(39203, 4946) = 1, with coefficients -935 and 7411 such that 1 = (-935)*39203 + (7411)*4946\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4947 \t 7 \t 4574 \t 1 \t 0\n", + "1 \t 4947 \t 4574 \t 1 \t 373 \t 0 \t 1\n", + "2 \t 4574 \t 373 \t 12 \t 98 \t 1 \t -7\n", + "3 \t 373 \t 98 \t 3 \t 79 \t -1 \t 8\n", + "4 \t 98 \t 79 \t 1 \t 19 \t 13 \t -103\n", + "5 \t 79 \t 19 \t 4 \t 3 \t -40 \t 317\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 53 \t -420\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -252 \t 1997\n", + "\t\t\t\t\t 1565 \t -12402\n", + "GCD(39203, 4947) = 1, with coefficients 1565 and -12402 such that 1 = (1565)*39203 + (-12402)*4947\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4948 \t 7 \t 4567 \t 1 \t 0\n", + "1 \t 4948 \t 4567 \t 1 \t 381 \t 0 \t 1\n", + "2 \t 4567 \t 381 \t 11 \t 376 \t 1 \t -7\n", + "3 \t 381 \t 376 \t 1 \t 5 \t -1 \t 8\n", + "4 \t 376 \t 5 \t 75 \t 1 \t 12 \t -95\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -13 \t 103\n", + "\t\t\t\t\t 987 \t -7820\n", + "GCD(39203, 4948) = 1, with coefficients 987 and -7820 such that 1 = (987)*39203 + (-7820)*4948\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4949 \t 7 \t 4560 \t 1 \t 0\n", + "1 \t 4949 \t 4560 \t 1 \t 389 \t 0 \t 1\n", + "2 \t 4560 \t 389 \t 11 \t 281 \t 1 \t -7\n", + "3 \t 389 \t 281 \t 1 \t 108 \t -1 \t 8\n", + "4 \t 281 \t 108 \t 2 \t 65 \t 12 \t -95\n", + "5 \t 108 \t 65 \t 1 \t 43 \t -13 \t 103\n", + "6 \t 65 \t 43 \t 1 \t 22 \t 38 \t -301\n", + "7 \t 43 \t 22 \t 1 \t 21 \t -51 \t 404\n", + "8 \t 22 \t 21 \t 1 \t 1 \t 89 \t -705\n", + "9 \t 21 \t 1 \t 21 \t 0 \t -140 \t 1109\n", + "\t\t\t\t\t 229 \t -1814\n", + "GCD(39203, 4949) = 1, with coefficients 229 and -1814 such that 1 = (229)*39203 + (-1814)*4949\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4950 \t 7 \t 4553 \t 1 \t 0\n", + "1 \t 4950 \t 4553 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 4553 \t 397 \t 11 \t 186 \t 1 \t -7\n", + "3 \t 397 \t 186 \t 2 \t 25 \t -1 \t 8\n", + "4 \t 186 \t 25 \t 7 \t 11 \t 12 \t -95\n", + "5 \t 25 \t 11 \t 2 \t 3 \t -25 \t 198\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 187 \t -1481\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -399 \t 3160\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1384 \t -10961\n", + "\t\t\t\t\t -1783 \t 14121\n", + "GCD(39203, 4950) = 1, with coefficients -1783 and 14121 such that 1 = (-1783)*39203 + (14121)*4950\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4951 \t 7 \t 4546 \t 1 \t 0\n", + "1 \t 4951 \t 4546 \t 1 \t 405 \t 0 \t 1\n", + "2 \t 4546 \t 405 \t 11 \t 91 \t 1 \t -7\n", + "3 \t 405 \t 91 \t 4 \t 41 \t -1 \t 8\n", + "4 \t 91 \t 41 \t 2 \t 9 \t 12 \t -95\n", + "5 \t 41 \t 9 \t 4 \t 5 \t -49 \t 388\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 110 \t -871\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -489 \t 3872\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 599 \t -4743\n", + "\t\t\t\t\t -1088 \t 8615\n", + "GCD(39203, 4951) = 1, with coefficients -1088 and 8615 such that 1 = (-1088)*39203 + (8615)*4951\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4952 \t 7 \t 4539 \t 1 \t 0\n", + "1 \t 4952 \t 4539 \t 1 \t 413 \t 0 \t 1\n", + "2 \t 4539 \t 413 \t 10 \t 409 \t 1 \t -7\n", + "3 \t 413 \t 409 \t 1 \t 4 \t -1 \t 8\n", + "4 \t 409 \t 4 \t 102 \t 1 \t 11 \t -87\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -12 \t 95\n", + "\t\t\t\t\t 1235 \t -9777\n", + "GCD(39203, 4952) = 1, with coefficients 1235 and -9777 such that 1 = (1235)*39203 + (-9777)*4952\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4953 \t 7 \t 4532 \t 1 \t 0\n", + "1 \t 4953 \t 4532 \t 1 \t 421 \t 0 \t 1\n", + "2 \t 4532 \t 421 \t 10 \t 322 \t 1 \t -7\n", + "3 \t 421 \t 322 \t 1 \t 99 \t -1 \t 8\n", + "4 \t 322 \t 99 \t 3 \t 25 \t 11 \t -87\n", + "5 \t 99 \t 25 \t 3 \t 24 \t -12 \t 95\n", + "6 \t 25 \t 24 \t 1 \t 1 \t 47 \t -372\n", + "7 \t 24 \t 1 \t 24 \t 0 \t -153 \t 1211\n", + "\t\t\t\t\t 200 \t -1583\n", + "GCD(39203, 4953) = 1, with coefficients 200 and -1583 such that 1 = (200)*39203 + (-1583)*4953\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4954 \t 7 \t 4525 \t 1 \t 0\n", + "1 \t 4954 \t 4525 \t 1 \t 429 \t 0 \t 1\n", + "2 \t 4525 \t 429 \t 10 \t 235 \t 1 \t -7\n", + "3 \t 429 \t 235 \t 1 \t 194 \t -1 \t 8\n", + "4 \t 235 \t 194 \t 1 \t 41 \t 11 \t -87\n", + "5 \t 194 \t 41 \t 4 \t 30 \t -12 \t 95\n", + "6 \t 41 \t 30 \t 1 \t 11 \t 23 \t -182\n", + "7 \t 30 \t 11 \t 2 \t 8 \t -104 \t 823\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 127 \t -1005\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -358 \t 2833\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 485 \t -3838\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1328 \t 10509\n", + "\t\t\t\t\t 1813 \t -14347\n", + "GCD(39203, 4954) = 1, with coefficients 1813 and -14347 such that 1 = (1813)*39203 + (-14347)*4954\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4955 \t 7 \t 4518 \t 1 \t 0\n", + "1 \t 4955 \t 4518 \t 1 \t 437 \t 0 \t 1\n", + "2 \t 4518 \t 437 \t 10 \t 148 \t 1 \t -7\n", + "3 \t 437 \t 148 \t 2 \t 141 \t -1 \t 8\n", + "4 \t 148 \t 141 \t 1 \t 7 \t 11 \t -87\n", + "5 \t 141 \t 7 \t 20 \t 1 \t -23 \t 182\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 34 \t -269\n", + "\t\t\t\t\t -703 \t 5562\n", + "GCD(39203, 4955) = 1, with coefficients -703 and 5562 such that 1 = (-703)*39203 + (5562)*4955\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4956 \t 7 \t 4511 \t 1 \t 0\n", + "1 \t 4956 \t 4511 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 4511 \t 445 \t 10 \t 61 \t 1 \t -7\n", + "3 \t 445 \t 61 \t 7 \t 18 \t -1 \t 8\n", + "4 \t 61 \t 18 \t 3 \t 7 \t 11 \t -87\n", + "5 \t 18 \t 7 \t 2 \t 4 \t -78 \t 617\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 245 \t -1938\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -568 \t 4493\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 813 \t -6431\n", + "\t\t\t\t\t -1381 \t 10924\n", + "GCD(39203, 4956) = 1, with coefficients -1381 and 10924 such that 1 = (-1381)*39203 + (10924)*4956\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4957 \t 7 \t 4504 \t 1 \t 0\n", + "1 \t 4957 \t 4504 \t 1 \t 453 \t 0 \t 1\n", + "2 \t 4504 \t 453 \t 9 \t 427 \t 1 \t -7\n", + "3 \t 453 \t 427 \t 1 \t 26 \t -1 \t 8\n", + "4 \t 427 \t 26 \t 16 \t 11 \t 10 \t -79\n", + "5 \t 26 \t 11 \t 2 \t 4 \t -11 \t 87\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 186 \t -1471\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -383 \t 3029\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 952 \t -7529\n", + "\t\t\t\t\t -1335 \t 10558\n", + "GCD(39203, 4957) = 1, with coefficients -1335 and 10558 such that 1 = (-1335)*39203 + (10558)*4957\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4958 \t 7 \t 4497 \t 1 \t 0\n", + "1 \t 4958 \t 4497 \t 1 \t 461 \t 0 \t 1\n", + "2 \t 4497 \t 461 \t 9 \t 348 \t 1 \t -7\n", + "3 \t 461 \t 348 \t 1 \t 113 \t -1 \t 8\n", + "4 \t 348 \t 113 \t 3 \t 9 \t 10 \t -79\n", + "5 \t 113 \t 9 \t 12 \t 5 \t -11 \t 87\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 43 \t -340\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -527 \t 4167\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 570 \t -4507\n", + "\t\t\t\t\t -1097 \t 8674\n", + "GCD(39203, 4958) = 1, with coefficients -1097 and 8674 such that 1 = (-1097)*39203 + (8674)*4958\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4959 \t 7 \t 4490 \t 1 \t 0\n", + "1 \t 4959 \t 4490 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 4490 \t 469 \t 9 \t 269 \t 1 \t -7\n", + "3 \t 469 \t 269 \t 1 \t 200 \t -1 \t 8\n", + "4 \t 269 \t 200 \t 1 \t 69 \t 10 \t -79\n", + "5 \t 200 \t 69 \t 2 \t 62 \t -11 \t 87\n", + "6 \t 69 \t 62 \t 1 \t 7 \t 21 \t -166\n", + "7 \t 62 \t 7 \t 8 \t 6 \t -53 \t 419\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 74 \t -585\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -645 \t 5099\n", + "\t\t\t\t\t 719 \t -5684\n", + "GCD(39203, 4959) = 1, with coefficients 719 and -5684 such that 1 = (719)*39203 + (-5684)*4959\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4960 \t 7 \t 4483 \t 1 \t 0\n", + "1 \t 4960 \t 4483 \t 1 \t 477 \t 0 \t 1\n", + "2 \t 4483 \t 477 \t 9 \t 190 \t 1 \t -7\n", + "3 \t 477 \t 190 \t 2 \t 97 \t -1 \t 8\n", + "4 \t 190 \t 97 \t 1 \t 93 \t 10 \t -79\n", + "5 \t 97 \t 93 \t 1 \t 4 \t -21 \t 166\n", + "6 \t 93 \t 4 \t 23 \t 1 \t 31 \t -245\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -52 \t 411\n", + "\t\t\t\t\t 1227 \t -9698\n", + "GCD(39203, 4960) = 1, with coefficients 1227 and -9698 such that 1 = (1227)*39203 + (-9698)*4960\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4961 \t 7 \t 4476 \t 1 \t 0\n", + "1 \t 4961 \t 4476 \t 1 \t 485 \t 0 \t 1\n", + "2 \t 4476 \t 485 \t 9 \t 111 \t 1 \t -7\n", + "3 \t 485 \t 111 \t 4 \t 41 \t -1 \t 8\n", + "4 \t 111 \t 41 \t 2 \t 29 \t 10 \t -79\n", + "5 \t 41 \t 29 \t 1 \t 12 \t -41 \t 324\n", + "6 \t 29 \t 12 \t 2 \t 5 \t 92 \t -727\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -133 \t 1051\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 358 \t -2829\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -849 \t 6709\n", + "\t\t\t\t\t 2056 \t -16247\n", + "GCD(39203, 4961) = 1, with coefficients 2056 and -16247 such that 1 = (2056)*39203 + (-16247)*4961\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4962 \t 7 \t 4469 \t 1 \t 0\n", + "1 \t 4962 \t 4469 \t 1 \t 493 \t 0 \t 1\n", + "2 \t 4469 \t 493 \t 9 \t 32 \t 1 \t -7\n", + "3 \t 493 \t 32 \t 15 \t 13 \t -1 \t 8\n", + "4 \t 32 \t 13 \t 2 \t 6 \t 10 \t -79\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -151 \t 1193\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 312 \t -2465\n", + "\t\t\t\t\t -775 \t 6123\n", + "GCD(39203, 4962) = 1, with coefficients -775 and 6123 such that 1 = (-775)*39203 + (6123)*4962\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4963 \t 7 \t 4462 \t 1 \t 0\n", + "1 \t 4963 \t 4462 \t 1 \t 501 \t 0 \t 1\n", + "2 \t 4462 \t 501 \t 8 \t 454 \t 1 \t -7\n", + "3 \t 501 \t 454 \t 1 \t 47 \t -1 \t 8\n", + "4 \t 454 \t 47 \t 9 \t 31 \t 9 \t -71\n", + "5 \t 47 \t 31 \t 1 \t 16 \t -10 \t 79\n", + "6 \t 31 \t 16 \t 1 \t 15 \t 99 \t -782\n", + "7 \t 16 \t 15 \t 1 \t 1 \t -109 \t 861\n", + "8 \t 15 \t 1 \t 15 \t 0 \t 208 \t -1643\n", + "\t\t\t\t\t -317 \t 2504\n", + "GCD(39203, 4963) = 1, with coefficients -317 and 2504 such that 1 = (-317)*39203 + (2504)*4963\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4964 \t 7 \t 4455 \t 1 \t 0\n", + "1 \t 4964 \t 4455 \t 1 \t 509 \t 0 \t 1\n", + "2 \t 4455 \t 509 \t 8 \t 383 \t 1 \t -7\n", + "3 \t 509 \t 383 \t 1 \t 126 \t -1 \t 8\n", + "4 \t 383 \t 126 \t 3 \t 5 \t 9 \t -71\n", + "5 \t 126 \t 5 \t 25 \t 1 \t -10 \t 79\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 39 \t -308\n", + "\t\t\t\t\t -985 \t 7779\n", + "GCD(39203, 4964) = 1, with coefficients -985 and 7779 such that 1 = (-985)*39203 + (7779)*4964\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4965 \t 7 \t 4448 \t 1 \t 0\n", + "1 \t 4965 \t 4448 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 4448 \t 517 \t 8 \t 312 \t 1 \t -7\n", + "3 \t 517 \t 312 \t 1 \t 205 \t -1 \t 8\n", + "4 \t 312 \t 205 \t 1 \t 107 \t 9 \t -71\n", + "5 \t 205 \t 107 \t 1 \t 98 \t -10 \t 79\n", + "6 \t 107 \t 98 \t 1 \t 9 \t 19 \t -150\n", + "7 \t 98 \t 9 \t 10 \t 8 \t -29 \t 229\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 48 \t -379\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -509 \t 4019\n", + "\t\t\t\t\t 557 \t -4398\n", + "GCD(39203, 4965) = 1, with coefficients 557 and -4398 such that 1 = (557)*39203 + (-4398)*4965\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4966 \t 7 \t 4441 \t 1 \t 0\n", + "1 \t 4966 \t 4441 \t 1 \t 525 \t 0 \t 1\n", + "2 \t 4441 \t 525 \t 8 \t 241 \t 1 \t -7\n", + "3 \t 525 \t 241 \t 2 \t 43 \t -1 \t 8\n", + "4 \t 241 \t 43 \t 5 \t 26 \t 9 \t -71\n", + "5 \t 43 \t 26 \t 1 \t 17 \t -19 \t 150\n", + "6 \t 26 \t 17 \t 1 \t 9 \t 104 \t -821\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -123 \t 971\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 227 \t -1792\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -350 \t 2763\n", + "\t\t\t\t\t 577 \t -4555\n", + "GCD(39203, 4966) = 1, with coefficients 577 and -4555 such that 1 = (577)*39203 + (-4555)*4966\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4967 \t 7 \t 4434 \t 1 \t 0\n", + "1 \t 4967 \t 4434 \t 1 \t 533 \t 0 \t 1\n", + "2 \t 4434 \t 533 \t 8 \t 170 \t 1 \t -7\n", + "3 \t 533 \t 170 \t 3 \t 23 \t -1 \t 8\n", + "4 \t 170 \t 23 \t 7 \t 9 \t 9 \t -71\n", + "5 \t 23 \t 9 \t 2 \t 5 \t -28 \t 221\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 205 \t -1618\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -438 \t 3457\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 643 \t -5075\n", + "\t\t\t\t\t -1081 \t 8532\n", + "GCD(39203, 4967) = 1, with coefficients -1081 and 8532 such that 1 = (-1081)*39203 + (8532)*4967\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4968 \t 7 \t 4427 \t 1 \t 0\n", + "1 \t 4968 \t 4427 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 4427 \t 541 \t 8 \t 99 \t 1 \t -7\n", + "3 \t 541 \t 99 \t 5 \t 46 \t -1 \t 8\n", + "4 \t 99 \t 46 \t 2 \t 7 \t 9 \t -71\n", + "5 \t 46 \t 7 \t 6 \t 4 \t -46 \t 363\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 101 \t -797\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -652 \t 5145\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 753 \t -5942\n", + "\t\t\t\t\t -1405 \t 11087\n", + "GCD(39203, 4968) = 1, with coefficients -1405 and 11087 such that 1 = (-1405)*39203 + (11087)*4968\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4969 \t 7 \t 4420 \t 1 \t 0\n", + "1 \t 4969 \t 4420 \t 1 \t 549 \t 0 \t 1\n", + "2 \t 4420 \t 549 \t 8 \t 28 \t 1 \t -7\n", + "3 \t 549 \t 28 \t 19 \t 17 \t -1 \t 8\n", + "4 \t 28 \t 17 \t 1 \t 11 \t 9 \t -71\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -172 \t 1357\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 181 \t -1428\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -353 \t 2785\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 534 \t -4213\n", + "\t\t\t\t\t -887 \t 6998\n", + "GCD(39203, 4969) = 1, with coefficients -887 and 6998 such that 1 = (-887)*39203 + (6998)*4969\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4970 \t 7 \t 4413 \t 1 \t 0\n", + "1 \t 4970 \t 4413 \t 1 \t 557 \t 0 \t 1\n", + "2 \t 4413 \t 557 \t 7 \t 514 \t 1 \t -7\n", + "3 \t 557 \t 514 \t 1 \t 43 \t -1 \t 8\n", + "4 \t 514 \t 43 \t 11 \t 41 \t 8 \t -63\n", + "5 \t 43 \t 41 \t 1 \t 2 \t -9 \t 71\n", + "6 \t 41 \t 2 \t 20 \t 1 \t 107 \t -844\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -116 \t 915\n", + "\t\t\t\t\t 2427 \t -19144\n", + "GCD(39203, 4970) = 1, with coefficients 2427 and -19144 such that 1 = (2427)*39203 + (-19144)*4970\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4971 \t 7 \t 4406 \t 1 \t 0\n", + "1 \t 4971 \t 4406 \t 1 \t 565 \t 0 \t 1\n", + "2 \t 4406 \t 565 \t 7 \t 451 \t 1 \t -7\n", + "3 \t 565 \t 451 \t 1 \t 114 \t -1 \t 8\n", + "4 \t 451 \t 114 \t 3 \t 109 \t 8 \t -63\n", + "5 \t 114 \t 109 \t 1 \t 5 \t -9 \t 71\n", + "6 \t 109 \t 5 \t 21 \t 4 \t 35 \t -276\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -44 \t 347\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 959 \t -7563\n", + "\t\t\t\t\t -1003 \t 7910\n", + "GCD(39203, 4971) = 1, with coefficients -1003 and 7910 such that 1 = (-1003)*39203 + (7910)*4971\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4972 \t 7 \t 4399 \t 1 \t 0\n", + "1 \t 4972 \t 4399 \t 1 \t 573 \t 0 \t 1\n", + "2 \t 4399 \t 573 \t 7 \t 388 \t 1 \t -7\n", + "3 \t 573 \t 388 \t 1 \t 185 \t -1 \t 8\n", + "4 \t 388 \t 185 \t 2 \t 18 \t 8 \t -63\n", + "5 \t 185 \t 18 \t 10 \t 5 \t -9 \t 71\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 26 \t -205\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -269 \t 2121\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 833 \t -6568\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1102 \t 8689\n", + "\t\t\t\t\t 1935 \t -15257\n", + "GCD(39203, 4972) = 1, with coefficients 1935 and -15257 such that 1 = (1935)*39203 + (-15257)*4972\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4973 \t 7 \t 4392 \t 1 \t 0\n", + "1 \t 4973 \t 4392 \t 1 \t 581 \t 0 \t 1\n", + "2 \t 4392 \t 581 \t 7 \t 325 \t 1 \t -7\n", + "3 \t 581 \t 325 \t 1 \t 256 \t -1 \t 8\n", + "4 \t 325 \t 256 \t 1 \t 69 \t 8 \t -63\n", + "5 \t 256 \t 69 \t 3 \t 49 \t -9 \t 71\n", + "6 \t 69 \t 49 \t 1 \t 20 \t 17 \t -134\n", + "7 \t 49 \t 20 \t 2 \t 9 \t -60 \t 473\n", + "8 \t 20 \t 9 \t 2 \t 2 \t 77 \t -607\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -214 \t 1687\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 505 \t -3981\n", + "\t\t\t\t\t -2234 \t 17611\n", + "GCD(39203, 4973) = 1, with coefficients -2234 and 17611 such that 1 = (-2234)*39203 + (17611)*4973\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4974 \t 7 \t 4385 \t 1 \t 0\n", + "1 \t 4974 \t 4385 \t 1 \t 589 \t 0 \t 1\n", + "2 \t 4385 \t 589 \t 7 \t 262 \t 1 \t -7\n", + "3 \t 589 \t 262 \t 2 \t 65 \t -1 \t 8\n", + "4 \t 262 \t 65 \t 4 \t 2 \t 8 \t -63\n", + "5 \t 65 \t 2 \t 32 \t 1 \t -17 \t 134\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 76 \t -599\n", + "\t\t\t\t\t -2449 \t 19302\n", + "GCD(39203, 4974) = 1, with coefficients -2449 and 19302 such that 1 = (-2449)*39203 + (19302)*4974\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4975 \t 7 \t 4378 \t 1 \t 0\n", + "1 \t 4975 \t 4378 \t 1 \t 597 \t 0 \t 1\n", + "2 \t 4378 \t 597 \t 7 \t 199 \t 1 \t -7\n", + "3 \t 597 \t 199 \t 3 \t 0 \t -1 \t 8\n", + "\t\t\t\t\t 8 \t -63\n", + "GCD(39203, 4975) = 199, with coefficients 8 and -63 such that 199 = (8)*39203 + (-63)*4975\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4976 \t 7 \t 4371 \t 1 \t 0\n", + "1 \t 4976 \t 4371 \t 1 \t 605 \t 0 \t 1\n", + "2 \t 4371 \t 605 \t 7 \t 136 \t 1 \t -7\n", + "3 \t 605 \t 136 \t 4 \t 61 \t -1 \t 8\n", + "4 \t 136 \t 61 \t 2 \t 14 \t 8 \t -63\n", + "5 \t 61 \t 14 \t 4 \t 5 \t -33 \t 260\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 74 \t -583\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -329 \t 2592\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 732 \t -5767\n", + "\t\t\t\t\t -1061 \t 8359\n", + "GCD(39203, 4976) = 1, with coefficients -1061 and 8359 such that 1 = (-1061)*39203 + (8359)*4976\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4977 \t 7 \t 4364 \t 1 \t 0\n", + "1 \t 4977 \t 4364 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 4364 \t 613 \t 7 \t 73 \t 1 \t -7\n", + "3 \t 613 \t 73 \t 8 \t 29 \t -1 \t 8\n", + "4 \t 73 \t 29 \t 2 \t 15 \t 8 \t -63\n", + "5 \t 29 \t 15 \t 1 \t 14 \t -65 \t 512\n", + "6 \t 15 \t 14 \t 1 \t 1 \t 138 \t -1087\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -203 \t 1599\n", + "\t\t\t\t\t 341 \t -2686\n", + "GCD(39203, 4977) = 1, with coefficients 341 and -2686 such that 1 = (341)*39203 + (-2686)*4977\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4978 \t 7 \t 4357 \t 1 \t 0\n", + "1 \t 4978 \t 4357 \t 1 \t 621 \t 0 \t 1\n", + "2 \t 4357 \t 621 \t 7 \t 10 \t 1 \t -7\n", + "3 \t 621 \t 10 \t 62 \t 1 \t -1 \t 8\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 8 \t -63\n", + "\t\t\t\t\t -497 \t 3914\n", + "GCD(39203, 4978) = 1, with coefficients -497 and 3914 such that 1 = (-497)*39203 + (3914)*4978\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4979 \t 7 \t 4350 \t 1 \t 0\n", + "1 \t 4979 \t 4350 \t 1 \t 629 \t 0 \t 1\n", + "2 \t 4350 \t 629 \t 6 \t 576 \t 1 \t -7\n", + "3 \t 629 \t 576 \t 1 \t 53 \t -1 \t 8\n", + "4 \t 576 \t 53 \t 10 \t 46 \t 7 \t -55\n", + "5 \t 53 \t 46 \t 1 \t 7 \t -8 \t 63\n", + "6 \t 46 \t 7 \t 6 \t 4 \t 87 \t -685\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -95 \t 748\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 657 \t -5173\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -752 \t 5921\n", + "\t\t\t\t\t 1409 \t -11094\n", + "GCD(39203, 4979) = 1, with coefficients 1409 and -11094 such that 1 = (1409)*39203 + (-11094)*4979\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4980 \t 7 \t 4343 \t 1 \t 0\n", + "1 \t 4980 \t 4343 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 4343 \t 637 \t 6 \t 521 \t 1 \t -7\n", + "3 \t 637 \t 521 \t 1 \t 116 \t -1 \t 8\n", + "4 \t 521 \t 116 \t 4 \t 57 \t 7 \t -55\n", + "5 \t 116 \t 57 \t 2 \t 2 \t -8 \t 63\n", + "6 \t 57 \t 2 \t 28 \t 1 \t 39 \t -307\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -86 \t 677\n", + "\t\t\t\t\t 2447 \t -19263\n", + "GCD(39203, 4980) = 1, with coefficients 2447 and -19263 such that 1 = (2447)*39203 + (-19263)*4980\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4981 \t 7 \t 4336 \t 1 \t 0\n", + "1 \t 4981 \t 4336 \t 1 \t 645 \t 0 \t 1\n", + "2 \t 4336 \t 645 \t 6 \t 466 \t 1 \t -7\n", + "3 \t 645 \t 466 \t 1 \t 179 \t -1 \t 8\n", + "4 \t 466 \t 179 \t 2 \t 108 \t 7 \t -55\n", + "5 \t 179 \t 108 \t 1 \t 71 \t -8 \t 63\n", + "6 \t 108 \t 71 \t 1 \t 37 \t 23 \t -181\n", + "7 \t 71 \t 37 \t 1 \t 34 \t -31 \t 244\n", + "8 \t 37 \t 34 \t 1 \t 3 \t 54 \t -425\n", + "9 \t 34 \t 3 \t 11 \t 1 \t -85 \t 669\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 139 \t -1094\n", + "\t\t\t\t\t -1614 \t 12703\n", + "GCD(39203, 4981) = 1, with coefficients -1614 and 12703 such that 1 = (-1614)*39203 + (12703)*4981\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4982 \t 7 \t 4329 \t 1 \t 0\n", + "1 \t 4982 \t 4329 \t 1 \t 653 \t 0 \t 1\n", + "2 \t 4329 \t 653 \t 6 \t 411 \t 1 \t -7\n", + "3 \t 653 \t 411 \t 1 \t 242 \t -1 \t 8\n", + "4 \t 411 \t 242 \t 1 \t 169 \t 7 \t -55\n", + "5 \t 242 \t 169 \t 1 \t 73 \t -8 \t 63\n", + "6 \t 169 \t 73 \t 2 \t 23 \t 15 \t -118\n", + "7 \t 73 \t 23 \t 3 \t 4 \t -23 \t 181\n", + "8 \t 23 \t 4 \t 5 \t 3 \t 61 \t -480\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -206 \t 1621\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1091 \t -8585\n", + "\t\t\t\t\t -1297 \t 10206\n", + "GCD(39203, 4982) = 1, with coefficients -1297 and 10206 such that 1 = (-1297)*39203 + (10206)*4982\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4983 \t 7 \t 4322 \t 1 \t 0\n", + "1 \t 4983 \t 4322 \t 1 \t 661 \t 0 \t 1\n", + "2 \t 4322 \t 661 \t 6 \t 356 \t 1 \t -7\n", + "3 \t 661 \t 356 \t 1 \t 305 \t -1 \t 8\n", + "4 \t 356 \t 305 \t 1 \t 51 \t 7 \t -55\n", + "5 \t 305 \t 51 \t 5 \t 50 \t -8 \t 63\n", + "6 \t 51 \t 50 \t 1 \t 1 \t 15 \t -118\n", + "7 \t 50 \t 1 \t 50 \t 0 \t -83 \t 653\n", + "\t\t\t\t\t 98 \t -771\n", + "GCD(39203, 4983) = 1, with coefficients 98 and -771 such that 1 = (98)*39203 + (-771)*4983\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4984 \t 7 \t 4315 \t 1 \t 0\n", + "1 \t 4984 \t 4315 \t 1 \t 669 \t 0 \t 1\n", + "2 \t 4315 \t 669 \t 6 \t 301 \t 1 \t -7\n", + "3 \t 669 \t 301 \t 2 \t 67 \t -1 \t 8\n", + "4 \t 301 \t 67 \t 4 \t 33 \t 7 \t -55\n", + "5 \t 67 \t 33 \t 2 \t 1 \t -15 \t 118\n", + "6 \t 33 \t 1 \t 33 \t 0 \t 67 \t -527\n", + "\t\t\t\t\t -149 \t 1172\n", + "GCD(39203, 4984) = 1, with coefficients -149 and 1172 such that 1 = (-149)*39203 + (1172)*4984\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4985 \t 7 \t 4308 \t 1 \t 0\n", + "1 \t 4985 \t 4308 \t 1 \t 677 \t 0 \t 1\n", + "2 \t 4308 \t 677 \t 6 \t 246 \t 1 \t -7\n", + "3 \t 677 \t 246 \t 2 \t 185 \t -1 \t 8\n", + "4 \t 246 \t 185 \t 1 \t 61 \t 7 \t -55\n", + "5 \t 185 \t 61 \t 3 \t 2 \t -15 \t 118\n", + "6 \t 61 \t 2 \t 30 \t 1 \t 22 \t -173\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -81 \t 637\n", + "\t\t\t\t\t 2452 \t -19283\n", + "GCD(39203, 4985) = 1, with coefficients 2452 and -19283 such that 1 = (2452)*39203 + (-19283)*4985\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4986 \t 7 \t 4301 \t 1 \t 0\n", + "1 \t 4986 \t 4301 \t 1 \t 685 \t 0 \t 1\n", + "2 \t 4301 \t 685 \t 6 \t 191 \t 1 \t -7\n", + "3 \t 685 \t 191 \t 3 \t 112 \t -1 \t 8\n", + "4 \t 191 \t 112 \t 1 \t 79 \t 7 \t -55\n", + "5 \t 112 \t 79 \t 1 \t 33 \t -22 \t 173\n", + "6 \t 79 \t 33 \t 2 \t 13 \t 29 \t -228\n", + "7 \t 33 \t 13 \t 2 \t 7 \t -51 \t 401\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 131 \t -1030\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -313 \t 2461\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 444 \t -3491\n", + "\t\t\t\t\t -757 \t 5952\n", + "GCD(39203, 4986) = 1, with coefficients -757 and 5952 such that 1 = (-757)*39203 + (5952)*4986\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4987 \t 7 \t 4294 \t 1 \t 0\n", + "1 \t 4987 \t 4294 \t 1 \t 693 \t 0 \t 1\n", + "2 \t 4294 \t 693 \t 6 \t 136 \t 1 \t -7\n", + "3 \t 693 \t 136 \t 5 \t 13 \t -1 \t 8\n", + "4 \t 136 \t 13 \t 10 \t 6 \t 7 \t -55\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -36 \t 283\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 367 \t -2885\n", + "\t\t\t\t\t -770 \t 6053\n", + "GCD(39203, 4987) = 1, with coefficients -770 and 6053 such that 1 = (-770)*39203 + (6053)*4987\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4988 \t 7 \t 4287 \t 1 \t 0\n", + "1 \t 4988 \t 4287 \t 1 \t 701 \t 0 \t 1\n", + "2 \t 4287 \t 701 \t 6 \t 81 \t 1 \t -7\n", + "3 \t 701 \t 81 \t 8 \t 53 \t -1 \t 8\n", + "4 \t 81 \t 53 \t 1 \t 28 \t 7 \t -55\n", + "5 \t 53 \t 28 \t 1 \t 25 \t -57 \t 448\n", + "6 \t 28 \t 25 \t 1 \t 3 \t 64 \t -503\n", + "7 \t 25 \t 3 \t 8 \t 1 \t -121 \t 951\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 185 \t -1454\n", + "\t\t\t\t\t -1601 \t 12583\n", + "GCD(39203, 4988) = 1, with coefficients -1601 and 12583 such that 1 = (-1601)*39203 + (12583)*4988\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4989 \t 7 \t 4280 \t 1 \t 0\n", + "1 \t 4989 \t 4280 \t 1 \t 709 \t 0 \t 1\n", + "2 \t 4280 \t 709 \t 6 \t 26 \t 1 \t -7\n", + "3 \t 709 \t 26 \t 27 \t 7 \t -1 \t 8\n", + "4 \t 26 \t 7 \t 3 \t 5 \t 7 \t -55\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -190 \t 1493\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 577 \t -4534\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -767 \t 6027\n", + "\t\t\t\t\t 2111 \t -16588\n", + "GCD(39203, 4989) = 1, with coefficients 2111 and -16588 such that 1 = (2111)*39203 + (-16588)*4989\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4990 \t 7 \t 4273 \t 1 \t 0\n", + "1 \t 4990 \t 4273 \t 1 \t 717 \t 0 \t 1\n", + "2 \t 4273 \t 717 \t 5 \t 688 \t 1 \t -7\n", + "3 \t 717 \t 688 \t 1 \t 29 \t -1 \t 8\n", + "4 \t 688 \t 29 \t 23 \t 21 \t 6 \t -47\n", + "5 \t 29 \t 21 \t 1 \t 8 \t -7 \t 55\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 167 \t -1312\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -174 \t 1367\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 515 \t -4046\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -689 \t 5413\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1204 \t -9459\n", + "\t\t\t\t\t -1893 \t 14872\n", + "GCD(39203, 4990) = 1, with coefficients -1893 and 14872 such that 1 = (-1893)*39203 + (14872)*4990\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4991 \t 7 \t 4266 \t 1 \t 0\n", + "1 \t 4991 \t 4266 \t 1 \t 725 \t 0 \t 1\n", + "2 \t 4266 \t 725 \t 5 \t 641 \t 1 \t -7\n", + "3 \t 725 \t 641 \t 1 \t 84 \t -1 \t 8\n", + "4 \t 641 \t 84 \t 7 \t 53 \t 6 \t -47\n", + "5 \t 84 \t 53 \t 1 \t 31 \t -7 \t 55\n", + "6 \t 53 \t 31 \t 1 \t 22 \t 55 \t -432\n", + "7 \t 31 \t 22 \t 1 \t 9 \t -62 \t 487\n", + "8 \t 22 \t 9 \t 2 \t 4 \t 117 \t -919\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -179 \t 1406\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 475 \t -3731\n", + "\t\t\t\t\t -1129 \t 8868\n", + "GCD(39203, 4991) = 1, with coefficients -1129 and 8868 such that 1 = (-1129)*39203 + (8868)*4991\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4992 \t 7 \t 4259 \t 1 \t 0\n", + "1 \t 4992 \t 4259 \t 1 \t 733 \t 0 \t 1\n", + "2 \t 4259 \t 733 \t 5 \t 594 \t 1 \t -7\n", + "3 \t 733 \t 594 \t 1 \t 139 \t -1 \t 8\n", + "4 \t 594 \t 139 \t 4 \t 38 \t 6 \t -47\n", + "5 \t 139 \t 38 \t 3 \t 25 \t -7 \t 55\n", + "6 \t 38 \t 25 \t 1 \t 13 \t 34 \t -267\n", + "7 \t 25 \t 13 \t 1 \t 12 \t -109 \t 856\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 143 \t -1123\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -252 \t 1979\n", + "\t\t\t\t\t 395 \t -3102\n", + "GCD(39203, 4992) = 1, with coefficients 395 and -3102 such that 1 = (395)*39203 + (-3102)*4992\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4993 \t 7 \t 4252 \t 1 \t 0\n", + "1 \t 4993 \t 4252 \t 1 \t 741 \t 0 \t 1\n", + "2 \t 4252 \t 741 \t 5 \t 547 \t 1 \t -7\n", + "3 \t 741 \t 547 \t 1 \t 194 \t -1 \t 8\n", + "4 \t 547 \t 194 \t 2 \t 159 \t 6 \t -47\n", + "5 \t 194 \t 159 \t 1 \t 35 \t -7 \t 55\n", + "6 \t 159 \t 35 \t 4 \t 19 \t 20 \t -157\n", + "7 \t 35 \t 19 \t 1 \t 16 \t -27 \t 212\n", + "8 \t 19 \t 16 \t 1 \t 3 \t 128 \t -1005\n", + "9 \t 16 \t 3 \t 5 \t 1 \t -155 \t 1217\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 283 \t -2222\n", + "\t\t\t\t\t -1570 \t 12327\n", + "GCD(39203, 4993) = 1, with coefficients -1570 and 12327 such that 1 = (-1570)*39203 + (12327)*4993\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4994 \t 7 \t 4245 \t 1 \t 0\n", + "1 \t 4994 \t 4245 \t 1 \t 749 \t 0 \t 1\n", + "2 \t 4245 \t 749 \t 5 \t 500 \t 1 \t -7\n", + "3 \t 749 \t 500 \t 1 \t 249 \t -1 \t 8\n", + "4 \t 500 \t 249 \t 2 \t 2 \t 6 \t -47\n", + "5 \t 249 \t 2 \t 124 \t 1 \t -7 \t 55\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 20 \t -157\n", + "\t\t\t\t\t -2487 \t 19523\n", + "GCD(39203, 4994) = 1, with coefficients -2487 and 19523 such that 1 = (-2487)*39203 + (19523)*4994\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4995 \t 7 \t 4238 \t 1 \t 0\n", + "1 \t 4995 \t 4238 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 4238 \t 757 \t 5 \t 453 \t 1 \t -7\n", + "3 \t 757 \t 453 \t 1 \t 304 \t -1 \t 8\n", + "4 \t 453 \t 304 \t 1 \t 149 \t 6 \t -47\n", + "5 \t 304 \t 149 \t 2 \t 6 \t -7 \t 55\n", + "6 \t 149 \t 6 \t 24 \t 5 \t 13 \t -102\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -33 \t 259\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 805 \t -6318\n", + "\t\t\t\t\t -838 \t 6577\n", + "GCD(39203, 4995) = 1, with coefficients -838 and 6577 such that 1 = (-838)*39203 + (6577)*4995\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4996 \t 7 \t 4231 \t 1 \t 0\n", + "1 \t 4996 \t 4231 \t 1 \t 765 \t 0 \t 1\n", + "2 \t 4231 \t 765 \t 5 \t 406 \t 1 \t -7\n", + "3 \t 765 \t 406 \t 1 \t 359 \t -1 \t 8\n", + "4 \t 406 \t 359 \t 1 \t 47 \t 6 \t -47\n", + "5 \t 359 \t 47 \t 7 \t 30 \t -7 \t 55\n", + "6 \t 47 \t 30 \t 1 \t 17 \t 13 \t -102\n", + "7 \t 30 \t 17 \t 1 \t 13 \t -98 \t 769\n", + "8 \t 17 \t 13 \t 1 \t 4 \t 111 \t -871\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -209 \t 1640\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 320 \t -2511\n", + "\t\t\t\t\t -1169 \t 9173\n", + "GCD(39203, 4996) = 1, with coefficients -1169 and 9173 such that 1 = (-1169)*39203 + (9173)*4996\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4997 \t 7 \t 4224 \t 1 \t 0\n", + "1 \t 4997 \t 4224 \t 1 \t 773 \t 0 \t 1\n", + "2 \t 4224 \t 773 \t 5 \t 359 \t 1 \t -7\n", + "3 \t 773 \t 359 \t 2 \t 55 \t -1 \t 8\n", + "4 \t 359 \t 55 \t 6 \t 29 \t 6 \t -47\n", + "5 \t 55 \t 29 \t 1 \t 26 \t -13 \t 102\n", + "6 \t 29 \t 26 \t 1 \t 3 \t 84 \t -659\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -97 \t 761\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 181 \t -1420\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1545 \t 12121\n", + "\t\t\t\t\t 1726 \t -13541\n", + "GCD(39203, 4997) = 1, with coefficients 1726 and -13541 such that 1 = (1726)*39203 + (-13541)*4997\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4998 \t 7 \t 4217 \t 1 \t 0\n", + "1 \t 4998 \t 4217 \t 1 \t 781 \t 0 \t 1\n", + "2 \t 4217 \t 781 \t 5 \t 312 \t 1 \t -7\n", + "3 \t 781 \t 312 \t 2 \t 157 \t -1 \t 8\n", + "4 \t 312 \t 157 \t 1 \t 155 \t 6 \t -47\n", + "5 \t 157 \t 155 \t 1 \t 2 \t -13 \t 102\n", + "6 \t 155 \t 2 \t 77 \t 1 \t 19 \t -149\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -32 \t 251\n", + "\t\t\t\t\t 2483 \t -19476\n", + "GCD(39203, 4998) = 1, with coefficients 2483 and -19476 such that 1 = (2483)*39203 + (-19476)*4998\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 4999 \t 7 \t 4210 \t 1 \t 0\n", + "1 \t 4999 \t 4210 \t 1 \t 789 \t 0 \t 1\n", + "2 \t 4210 \t 789 \t 5 \t 265 \t 1 \t -7\n", + "3 \t 789 \t 265 \t 2 \t 259 \t -1 \t 8\n", + "4 \t 265 \t 259 \t 1 \t 6 \t 6 \t -47\n", + "5 \t 259 \t 6 \t 43 \t 1 \t -13 \t 102\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 19 \t -149\n", + "\t\t\t\t\t -830 \t 6509\n", + "GCD(39203, 4999) = 1, with coefficients -830 and 6509 such that 1 = (-830)*39203 + (6509)*4999\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5000 \t 7 \t 4203 \t 1 \t 0\n", + "1 \t 5000 \t 4203 \t 1 \t 797 \t 0 \t 1\n", + "2 \t 4203 \t 797 \t 5 \t 218 \t 1 \t -7\n", + "3 \t 797 \t 218 \t 3 \t 143 \t -1 \t 8\n", + "4 \t 218 \t 143 \t 1 \t 75 \t 6 \t -47\n", + "5 \t 143 \t 75 \t 1 \t 68 \t -19 \t 149\n", + "6 \t 75 \t 68 \t 1 \t 7 \t 25 \t -196\n", + "7 \t 68 \t 7 \t 9 \t 5 \t -44 \t 345\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 69 \t -541\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -665 \t 5214\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 734 \t -5755\n", + "\t\t\t\t\t -2133 \t 16724\n", + "GCD(39203, 5000) = 1, with coefficients -2133 and 16724 such that 1 = (-2133)*39203 + (16724)*5000\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5001 \t 7 \t 4196 \t 1 \t 0\n", + "1 \t 5001 \t 4196 \t 1 \t 805 \t 0 \t 1\n", + "2 \t 4196 \t 805 \t 5 \t 171 \t 1 \t -7\n", + "3 \t 805 \t 171 \t 4 \t 121 \t -1 \t 8\n", + "4 \t 171 \t 121 \t 1 \t 50 \t 6 \t -47\n", + "5 \t 121 \t 50 \t 2 \t 21 \t -25 \t 196\n", + "6 \t 50 \t 21 \t 2 \t 8 \t 31 \t -243\n", + "7 \t 21 \t 8 \t 2 \t 5 \t -87 \t 682\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 205 \t -1607\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -497 \t 3896\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 702 \t -5503\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1199 \t 9399\n", + "\t\t\t\t\t 1901 \t -14902\n", + "GCD(39203, 5001) = 1, with coefficients 1901 and -14902 such that 1 = (1901)*39203 + (-14902)*5001\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5002 \t 7 \t 4189 \t 1 \t 0\n", + "1 \t 5002 \t 4189 \t 1 \t 813 \t 0 \t 1\n", + "2 \t 4189 \t 813 \t 5 \t 124 \t 1 \t -7\n", + "3 \t 813 \t 124 \t 6 \t 69 \t -1 \t 8\n", + "4 \t 124 \t 69 \t 1 \t 55 \t 6 \t -47\n", + "5 \t 69 \t 55 \t 1 \t 14 \t -37 \t 290\n", + "6 \t 55 \t 14 \t 3 \t 13 \t 43 \t -337\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -80 \t 627\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 283 \t -2218\n", + "\t\t\t\t\t -363 \t 2845\n", + "GCD(39203, 5002) = 1, with coefficients -363 and 2845 such that 1 = (-363)*39203 + (2845)*5002\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5003 \t 7 \t 4182 \t 1 \t 0\n", + "1 \t 5003 \t 4182 \t 1 \t 821 \t 0 \t 1\n", + "2 \t 4182 \t 821 \t 5 \t 77 \t 1 \t -7\n", + "3 \t 821 \t 77 \t 10 \t 51 \t -1 \t 8\n", + "4 \t 77 \t 51 \t 1 \t 26 \t 6 \t -47\n", + "5 \t 51 \t 26 \t 1 \t 25 \t -61 \t 478\n", + "6 \t 26 \t 25 \t 1 \t 1 \t 67 \t -525\n", + "7 \t 25 \t 1 \t 25 \t 0 \t -128 \t 1003\n", + "\t\t\t\t\t 195 \t -1528\n", + "GCD(39203, 5003) = 1, with coefficients 195 and -1528 such that 1 = (195)*39203 + (-1528)*5003\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5004 \t 7 \t 4175 \t 1 \t 0\n", + "1 \t 5004 \t 4175 \t 1 \t 829 \t 0 \t 1\n", + "2 \t 4175 \t 829 \t 5 \t 30 \t 1 \t -7\n", + "3 \t 829 \t 30 \t 27 \t 19 \t -1 \t 8\n", + "4 \t 30 \t 19 \t 1 \t 11 \t 6 \t -47\n", + "5 \t 19 \t 11 \t 1 \t 8 \t -163 \t 1277\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 169 \t -1324\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -332 \t 2601\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 501 \t -3925\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1334 \t 10451\n", + "\t\t\t\t\t 1835 \t -14376\n", + "GCD(39203, 5004) = 1, with coefficients 1835 and -14376 such that 1 = (1835)*39203 + (-14376)*5004\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5005 \t 7 \t 4168 \t 1 \t 0\n", + "1 \t 5005 \t 4168 \t 1 \t 837 \t 0 \t 1\n", + "2 \t 4168 \t 837 \t 4 \t 820 \t 1 \t -7\n", + "3 \t 837 \t 820 \t 1 \t 17 \t -1 \t 8\n", + "4 \t 820 \t 17 \t 48 \t 4 \t 5 \t -39\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -6 \t 47\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 293 \t -2295\n", + "\t\t\t\t\t -1178 \t 9227\n", + "GCD(39203, 5005) = 1, with coefficients -1178 and 9227 such that 1 = (-1178)*39203 + (9227)*5005\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5006 \t 7 \t 4161 \t 1 \t 0\n", + "1 \t 5006 \t 4161 \t 1 \t 845 \t 0 \t 1\n", + "2 \t 4161 \t 845 \t 4 \t 781 \t 1 \t -7\n", + "3 \t 845 \t 781 \t 1 \t 64 \t -1 \t 8\n", + "4 \t 781 \t 64 \t 12 \t 13 \t 5 \t -39\n", + "5 \t 64 \t 13 \t 4 \t 12 \t -6 \t 47\n", + "6 \t 13 \t 12 \t 1 \t 1 \t 77 \t -603\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -314 \t 2459\n", + "\t\t\t\t\t 391 \t -3062\n", + "GCD(39203, 5006) = 1, with coefficients 391 and -3062 such that 1 = (391)*39203 + (-3062)*5006\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5007 \t 7 \t 4154 \t 1 \t 0\n", + "1 \t 5007 \t 4154 \t 1 \t 853 \t 0 \t 1\n", + "2 \t 4154 \t 853 \t 4 \t 742 \t 1 \t -7\n", + "3 \t 853 \t 742 \t 1 \t 111 \t -1 \t 8\n", + "4 \t 742 \t 111 \t 6 \t 76 \t 5 \t -39\n", + "5 \t 111 \t 76 \t 1 \t 35 \t -6 \t 47\n", + "6 \t 76 \t 35 \t 2 \t 6 \t 41 \t -321\n", + "7 \t 35 \t 6 \t 5 \t 5 \t -47 \t 368\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 135 \t -1057\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -722 \t 5653\n", + "\t\t\t\t\t 857 \t -6710\n", + "GCD(39203, 5007) = 1, with coefficients 857 and -6710 such that 1 = (857)*39203 + (-6710)*5007\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5008 \t 7 \t 4147 \t 1 \t 0\n", + "1 \t 5008 \t 4147 \t 1 \t 861 \t 0 \t 1\n", + "2 \t 4147 \t 861 \t 4 \t 703 \t 1 \t -7\n", + "3 \t 861 \t 703 \t 1 \t 158 \t -1 \t 8\n", + "4 \t 703 \t 158 \t 4 \t 71 \t 5 \t -39\n", + "5 \t 158 \t 71 \t 2 \t 16 \t -6 \t 47\n", + "6 \t 71 \t 16 \t 4 \t 7 \t 29 \t -227\n", + "7 \t 16 \t 7 \t 2 \t 2 \t -64 \t 501\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 285 \t -2231\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -634 \t 4963\n", + "\t\t\t\t\t 2187 \t -17120\n", + "GCD(39203, 5008) = 1, with coefficients 2187 and -17120 such that 1 = (2187)*39203 + (-17120)*5008\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5009 \t 7 \t 4140 \t 1 \t 0\n", + "1 \t 5009 \t 4140 \t 1 \t 869 \t 0 \t 1\n", + "2 \t 4140 \t 869 \t 4 \t 664 \t 1 \t -7\n", + "3 \t 869 \t 664 \t 1 \t 205 \t -1 \t 8\n", + "4 \t 664 \t 205 \t 3 \t 49 \t 5 \t -39\n", + "5 \t 205 \t 49 \t 4 \t 9 \t -6 \t 47\n", + "6 \t 49 \t 9 \t 5 \t 4 \t 23 \t -180\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -98 \t 767\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 513 \t -4015\n", + "\t\t\t\t\t -1124 \t 8797\n", + "GCD(39203, 5009) = 1, with coefficients -1124 and 8797 such that 1 = (-1124)*39203 + (8797)*5009\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5010 \t 7 \t 4133 \t 1 \t 0\n", + "1 \t 5010 \t 4133 \t 1 \t 877 \t 0 \t 1\n", + "2 \t 4133 \t 877 \t 4 \t 625 \t 1 \t -7\n", + "3 \t 877 \t 625 \t 1 \t 252 \t -1 \t 8\n", + "4 \t 625 \t 252 \t 2 \t 121 \t 5 \t -39\n", + "5 \t 252 \t 121 \t 2 \t 10 \t -6 \t 47\n", + "6 \t 121 \t 10 \t 12 \t 1 \t 17 \t -133\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -40 \t 313\n", + "\t\t\t\t\t 497 \t -3889\n", + "GCD(39203, 5010) = 1, with coefficients 497 and -3889 such that 1 = (497)*39203 + (-3889)*5010\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5011 \t 7 \t 4126 \t 1 \t 0\n", + "1 \t 5011 \t 4126 \t 1 \t 885 \t 0 \t 1\n", + "2 \t 4126 \t 885 \t 4 \t 586 \t 1 \t -7\n", + "3 \t 885 \t 586 \t 1 \t 299 \t -1 \t 8\n", + "4 \t 586 \t 299 \t 1 \t 287 \t 5 \t -39\n", + "5 \t 299 \t 287 \t 1 \t 12 \t -6 \t 47\n", + "6 \t 287 \t 12 \t 23 \t 11 \t 11 \t -86\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -17 \t 133\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 402 \t -3145\n", + "\t\t\t\t\t -419 \t 3278\n", + "GCD(39203, 5011) = 1, with coefficients -419 and 3278 such that 1 = (-419)*39203 + (3278)*5011\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5012 \t 7 \t 4119 \t 1 \t 0\n", + "1 \t 5012 \t 4119 \t 1 \t 893 \t 0 \t 1\n", + "2 \t 4119 \t 893 \t 4 \t 547 \t 1 \t -7\n", + "3 \t 893 \t 547 \t 1 \t 346 \t -1 \t 8\n", + "4 \t 547 \t 346 \t 1 \t 201 \t 5 \t -39\n", + "5 \t 346 \t 201 \t 1 \t 145 \t -6 \t 47\n", + "6 \t 201 \t 145 \t 1 \t 56 \t 11 \t -86\n", + "7 \t 145 \t 56 \t 2 \t 33 \t -17 \t 133\n", + "8 \t 56 \t 33 \t 1 \t 23 \t 28 \t -219\n", + "9 \t 33 \t 23 \t 1 \t 10 \t -73 \t 571\n", + "10 \t 23 \t 10 \t 2 \t 3 \t 101 \t -790\n", + "11 \t 10 \t 3 \t 3 \t 1 \t -174 \t 1361\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 449 \t -3512\n", + "\t\t\t\t\t -1521 \t 11897\n", + "GCD(39203, 5012) = 1, with coefficients -1521 and 11897 such that 1 = (-1521)*39203 + (11897)*5012\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5013 \t 7 \t 4112 \t 1 \t 0\n", + "1 \t 5013 \t 4112 \t 1 \t 901 \t 0 \t 1\n", + "2 \t 4112 \t 901 \t 4 \t 508 \t 1 \t -7\n", + "3 \t 901 \t 508 \t 1 \t 393 \t -1 \t 8\n", + "4 \t 508 \t 393 \t 1 \t 115 \t 5 \t -39\n", + "5 \t 393 \t 115 \t 3 \t 48 \t -6 \t 47\n", + "6 \t 115 \t 48 \t 2 \t 19 \t 11 \t -86\n", + "7 \t 48 \t 19 \t 2 \t 10 \t -39 \t 305\n", + "8 \t 19 \t 10 \t 1 \t 9 \t 89 \t -696\n", + "9 \t 10 \t 9 \t 1 \t 1 \t -217 \t 1697\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 306 \t -2393\n", + "\t\t\t\t\t -523 \t 4090\n", + "GCD(39203, 5013) = 1, with coefficients -523 and 4090 such that 1 = (-523)*39203 + (4090)*5013\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5014 \t 7 \t 4105 \t 1 \t 0\n", + "1 \t 5014 \t 4105 \t 1 \t 909 \t 0 \t 1\n", + "2 \t 4105 \t 909 \t 4 \t 469 \t 1 \t -7\n", + "3 \t 909 \t 469 \t 1 \t 440 \t -1 \t 8\n", + "4 \t 469 \t 440 \t 1 \t 29 \t 5 \t -39\n", + "5 \t 440 \t 29 \t 15 \t 5 \t -6 \t 47\n", + "6 \t 29 \t 5 \t 5 \t 4 \t 11 \t -86\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -171 \t 1337\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 866 \t -6771\n", + "\t\t\t\t\t -1037 \t 8108\n", + "GCD(39203, 5014) = 1, with coefficients -1037 and 8108 such that 1 = (-1037)*39203 + (8108)*5014\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5015 \t 7 \t 4098 \t 1 \t 0\n", + "1 \t 5015 \t 4098 \t 1 \t 917 \t 0 \t 1\n", + "2 \t 4098 \t 917 \t 4 \t 430 \t 1 \t -7\n", + "3 \t 917 \t 430 \t 2 \t 57 \t -1 \t 8\n", + "4 \t 430 \t 57 \t 7 \t 31 \t 5 \t -39\n", + "5 \t 57 \t 31 \t 1 \t 26 \t -11 \t 86\n", + "6 \t 31 \t 26 \t 1 \t 5 \t 82 \t -641\n", + "7 \t 26 \t 5 \t 5 \t 1 \t -93 \t 727\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 175 \t -1368\n", + "\t\t\t\t\t -968 \t 7567\n", + "GCD(39203, 5015) = 1, with coefficients -968 and 7567 such that 1 = (-968)*39203 + (7567)*5015\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5016 \t 7 \t 4091 \t 1 \t 0\n", + "1 \t 5016 \t 4091 \t 1 \t 925 \t 0 \t 1\n", + "2 \t 4091 \t 925 \t 4 \t 391 \t 1 \t -7\n", + "3 \t 925 \t 391 \t 2 \t 143 \t -1 \t 8\n", + "4 \t 391 \t 143 \t 2 \t 105 \t 5 \t -39\n", + "5 \t 143 \t 105 \t 1 \t 38 \t -11 \t 86\n", + "6 \t 105 \t 38 \t 2 \t 29 \t 27 \t -211\n", + "7 \t 38 \t 29 \t 1 \t 9 \t -38 \t 297\n", + "8 \t 29 \t 9 \t 3 \t 2 \t 103 \t -805\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -141 \t 1102\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 526 \t -4111\n", + "\t\t\t\t\t -2245 \t 17546\n", + "GCD(39203, 5016) = 1, with coefficients -2245 and 17546 such that 1 = (-2245)*39203 + (17546)*5016\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5017 \t 7 \t 4084 \t 1 \t 0\n", + "1 \t 5017 \t 4084 \t 1 \t 933 \t 0 \t 1\n", + "2 \t 4084 \t 933 \t 4 \t 352 \t 1 \t -7\n", + "3 \t 933 \t 352 \t 2 \t 229 \t -1 \t 8\n", + "4 \t 352 \t 229 \t 1 \t 123 \t 5 \t -39\n", + "5 \t 229 \t 123 \t 1 \t 106 \t -11 \t 86\n", + "6 \t 123 \t 106 \t 1 \t 17 \t 16 \t -125\n", + "7 \t 106 \t 17 \t 6 \t 4 \t -27 \t 211\n", + "8 \t 17 \t 4 \t 4 \t 1 \t 43 \t -336\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -285 \t 2227\n", + "\t\t\t\t\t 1183 \t -9244\n", + "GCD(39203, 5017) = 1, with coefficients 1183 and -9244 such that 1 = (1183)*39203 + (-9244)*5017\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5018 \t 7 \t 4077 \t 1 \t 0\n", + "1 \t 5018 \t 4077 \t 1 \t 941 \t 0 \t 1\n", + "2 \t 4077 \t 941 \t 4 \t 313 \t 1 \t -7\n", + "3 \t 941 \t 313 \t 3 \t 2 \t -1 \t 8\n", + "4 \t 313 \t 2 \t 156 \t 1 \t 5 \t -39\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -16 \t 125\n", + "\t\t\t\t\t 2501 \t -19539\n", + "GCD(39203, 5018) = 1, with coefficients 2501 and -19539 such that 1 = (2501)*39203 + (-19539)*5018\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5019 \t 7 \t 4070 \t 1 \t 0\n", + "1 \t 5019 \t 4070 \t 1 \t 949 \t 0 \t 1\n", + "2 \t 4070 \t 949 \t 4 \t 274 \t 1 \t -7\n", + "3 \t 949 \t 274 \t 3 \t 127 \t -1 \t 8\n", + "4 \t 274 \t 127 \t 2 \t 20 \t 5 \t -39\n", + "5 \t 127 \t 20 \t 6 \t 7 \t -16 \t 125\n", + "6 \t 20 \t 7 \t 2 \t 6 \t 37 \t -289\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -238 \t 1859\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 513 \t -4007\n", + "\t\t\t\t\t -751 \t 5866\n", + "GCD(39203, 5019) = 1, with coefficients -751 and 5866 such that 1 = (-751)*39203 + (5866)*5019\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5020 \t 7 \t 4063 \t 1 \t 0\n", + "1 \t 5020 \t 4063 \t 1 \t 957 \t 0 \t 1\n", + "2 \t 4063 \t 957 \t 4 \t 235 \t 1 \t -7\n", + "3 \t 957 \t 235 \t 4 \t 17 \t -1 \t 8\n", + "4 \t 235 \t 17 \t 13 \t 14 \t 5 \t -39\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -21 \t 164\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 278 \t -2171\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -299 \t 2335\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1474 \t -11511\n", + "\t\t\t\t\t -1773 \t 13846\n", + "GCD(39203, 5020) = 1, with coefficients -1773 and 13846 such that 1 = (-1773)*39203 + (13846)*5020\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5021 \t 7 \t 4056 \t 1 \t 0\n", + "1 \t 5021 \t 4056 \t 1 \t 965 \t 0 \t 1\n", + "2 \t 4056 \t 965 \t 4 \t 196 \t 1 \t -7\n", + "3 \t 965 \t 196 \t 4 \t 181 \t -1 \t 8\n", + "4 \t 196 \t 181 \t 1 \t 15 \t 5 \t -39\n", + "5 \t 181 \t 15 \t 12 \t 1 \t -21 \t 164\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 26 \t -203\n", + "\t\t\t\t\t -333 \t 2600\n", + "GCD(39203, 5021) = 1, with coefficients -333 and 2600 such that 1 = (-333)*39203 + (2600)*5021\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5022 \t 7 \t 4049 \t 1 \t 0\n", + "1 \t 5022 \t 4049 \t 1 \t 973 \t 0 \t 1\n", + "2 \t 4049 \t 973 \t 4 \t 157 \t 1 \t -7\n", + "3 \t 973 \t 157 \t 6 \t 31 \t -1 \t 8\n", + "4 \t 157 \t 31 \t 5 \t 2 \t 5 \t -39\n", + "5 \t 31 \t 2 \t 15 \t 1 \t -31 \t 242\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 160 \t -1249\n", + "\t\t\t\t\t -2431 \t 18977\n", + "GCD(39203, 5022) = 1, with coefficients -2431 and 18977 such that 1 = (-2431)*39203 + (18977)*5022\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5023 \t 7 \t 4042 \t 1 \t 0\n", + "1 \t 5023 \t 4042 \t 1 \t 981 \t 0 \t 1\n", + "2 \t 4042 \t 981 \t 4 \t 118 \t 1 \t -7\n", + "3 \t 981 \t 118 \t 8 \t 37 \t -1 \t 8\n", + "4 \t 118 \t 37 \t 3 \t 7 \t 5 \t -39\n", + "5 \t 37 \t 7 \t 5 \t 2 \t -41 \t 320\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 128 \t -999\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -681 \t 5315\n", + "\t\t\t\t\t 2171 \t -16944\n", + "GCD(39203, 5023) = 1, with coefficients 2171 and -16944 such that 1 = (2171)*39203 + (-16944)*5023\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5024 \t 7 \t 4035 \t 1 \t 0\n", + "1 \t 5024 \t 4035 \t 1 \t 989 \t 0 \t 1\n", + "2 \t 4035 \t 989 \t 4 \t 79 \t 1 \t -7\n", + "3 \t 989 \t 79 \t 12 \t 41 \t -1 \t 8\n", + "4 \t 79 \t 41 \t 1 \t 38 \t 5 \t -39\n", + "5 \t 41 \t 38 \t 1 \t 3 \t -61 \t 476\n", + "6 \t 38 \t 3 \t 12 \t 2 \t 66 \t -515\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -127 \t 991\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1590 \t -12407\n", + "\t\t\t\t\t -1717 \t 13398\n", + "GCD(39203, 5024) = 1, with coefficients -1717 and 13398 such that 1 = (-1717)*39203 + (13398)*5024\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5025 \t 7 \t 4028 \t 1 \t 0\n", + "1 \t 5025 \t 4028 \t 1 \t 997 \t 0 \t 1\n", + "2 \t 4028 \t 997 \t 4 \t 40 \t 1 \t -7\n", + "3 \t 997 \t 40 \t 24 \t 37 \t -1 \t 8\n", + "4 \t 40 \t 37 \t 1 \t 3 \t 5 \t -39\n", + "5 \t 37 \t 3 \t 12 \t 1 \t -121 \t 944\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 126 \t -983\n", + "\t\t\t\t\t -1633 \t 12740\n", + "GCD(39203, 5025) = 1, with coefficients -1633 and 12740 such that 1 = (-1633)*39203 + (12740)*5025\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5026 \t 7 \t 4021 \t 1 \t 0\n", + "1 \t 5026 \t 4021 \t 1 \t 1005 \t 0 \t 1\n", + "2 \t 4021 \t 1005 \t 4 \t 1 \t 1 \t -7\n", + "3 \t 1005 \t 1 \t 1005 \t 0 \t -1 \t 8\n", + "\t\t\t\t\t 5 \t -39\n", + "GCD(39203, 5026) = 1, with coefficients 5 and -39 such that 1 = (5)*39203 + (-39)*5026\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5027 \t 7 \t 4014 \t 1 \t 0\n", + "1 \t 5027 \t 4014 \t 1 \t 1013 \t 0 \t 1\n", + "2 \t 4014 \t 1013 \t 3 \t 975 \t 1 \t -7\n", + "3 \t 1013 \t 975 \t 1 \t 38 \t -1 \t 8\n", + "4 \t 975 \t 38 \t 25 \t 25 \t 4 \t -31\n", + "5 \t 38 \t 25 \t 1 \t 13 \t -5 \t 39\n", + "6 \t 25 \t 13 \t 1 \t 12 \t 129 \t -1006\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -134 \t 1045\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 263 \t -2051\n", + "\t\t\t\t\t -397 \t 3096\n", + "GCD(39203, 5027) = 1, with coefficients -397 and 3096 such that 1 = (-397)*39203 + (3096)*5027\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5028 \t 7 \t 4007 \t 1 \t 0\n", + "1 \t 5028 \t 4007 \t 1 \t 1021 \t 0 \t 1\n", + "2 \t 4007 \t 1021 \t 3 \t 944 \t 1 \t -7\n", + "3 \t 1021 \t 944 \t 1 \t 77 \t -1 \t 8\n", + "4 \t 944 \t 77 \t 12 \t 20 \t 4 \t -31\n", + "5 \t 77 \t 20 \t 3 \t 17 \t -5 \t 39\n", + "6 \t 20 \t 17 \t 1 \t 3 \t 64 \t -499\n", + "7 \t 17 \t 3 \t 5 \t 2 \t -197 \t 1536\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 261 \t -2035\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1502 \t 11711\n", + "\t\t\t\t\t 1763 \t -13746\n", + "GCD(39203, 5028) = 1, with coefficients 1763 and -13746 such that 1 = (1763)*39203 + (-13746)*5028\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5029 \t 7 \t 4000 \t 1 \t 0\n", + "1 \t 5029 \t 4000 \t 1 \t 1029 \t 0 \t 1\n", + "2 \t 4000 \t 1029 \t 3 \t 913 \t 1 \t -7\n", + "3 \t 1029 \t 913 \t 1 \t 116 \t -1 \t 8\n", + "4 \t 913 \t 116 \t 7 \t 101 \t 4 \t -31\n", + "5 \t 116 \t 101 \t 1 \t 15 \t -5 \t 39\n", + "6 \t 101 \t 15 \t 6 \t 11 \t 39 \t -304\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -44 \t 343\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 303 \t -2362\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -347 \t 2705\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 997 \t -7772\n", + "\t\t\t\t\t -1344 \t 10477\n", + "GCD(39203, 5029) = 1, with coefficients -1344 and 10477 such that 1 = (-1344)*39203 + (10477)*5029\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5030 \t 7 \t 3993 \t 1 \t 0\n", + "1 \t 5030 \t 3993 \t 1 \t 1037 \t 0 \t 1\n", + "2 \t 3993 \t 1037 \t 3 \t 882 \t 1 \t -7\n", + "3 \t 1037 \t 882 \t 1 \t 155 \t -1 \t 8\n", + "4 \t 882 \t 155 \t 5 \t 107 \t 4 \t -31\n", + "5 \t 155 \t 107 \t 1 \t 48 \t -5 \t 39\n", + "6 \t 107 \t 48 \t 2 \t 11 \t 29 \t -226\n", + "7 \t 48 \t 11 \t 4 \t 4 \t -34 \t 265\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 97 \t -756\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -422 \t 3289\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 941 \t -7334\n", + "\t\t\t\t\t -1363 \t 10623\n", + "GCD(39203, 5030) = 1, with coefficients -1363 and 10623 such that 1 = (-1363)*39203 + (10623)*5030\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5031 \t 7 \t 3986 \t 1 \t 0\n", + "1 \t 5031 \t 3986 \t 1 \t 1045 \t 0 \t 1\n", + "2 \t 3986 \t 1045 \t 3 \t 851 \t 1 \t -7\n", + "3 \t 1045 \t 851 \t 1 \t 194 \t -1 \t 8\n", + "4 \t 851 \t 194 \t 4 \t 75 \t 4 \t -31\n", + "5 \t 194 \t 75 \t 2 \t 44 \t -5 \t 39\n", + "6 \t 75 \t 44 \t 1 \t 31 \t 24 \t -187\n", + "7 \t 44 \t 31 \t 1 \t 13 \t -53 \t 413\n", + "8 \t 31 \t 13 \t 2 \t 5 \t 77 \t -600\n", + "9 \t 13 \t 5 \t 2 \t 3 \t -130 \t 1013\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 337 \t -2626\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -804 \t 6265\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1141 \t -8891\n", + "\t\t\t\t\t -1945 \t 15156\n", + "GCD(39203, 5031) = 1, with coefficients -1945 and 15156 such that 1 = (-1945)*39203 + (15156)*5031\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5032 \t 7 \t 3979 \t 1 \t 0\n", + "1 \t 5032 \t 3979 \t 1 \t 1053 \t 0 \t 1\n", + "2 \t 3979 \t 1053 \t 3 \t 820 \t 1 \t -7\n", + "3 \t 1053 \t 820 \t 1 \t 233 \t -1 \t 8\n", + "4 \t 820 \t 233 \t 3 \t 121 \t 4 \t -31\n", + "5 \t 233 \t 121 \t 1 \t 112 \t -5 \t 39\n", + "6 \t 121 \t 112 \t 1 \t 9 \t 19 \t -148\n", + "7 \t 112 \t 9 \t 12 \t 4 \t -24 \t 187\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 43 \t -335\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -540 \t 4207\n", + "\t\t\t\t\t 1123 \t -8749\n", + "GCD(39203, 5032) = 1, with coefficients 1123 and -8749 such that 1 = (1123)*39203 + (-8749)*5032\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5033 \t 7 \t 3972 \t 1 \t 0\n", + "1 \t 5033 \t 3972 \t 1 \t 1061 \t 0 \t 1\n", + "2 \t 3972 \t 1061 \t 3 \t 789 \t 1 \t -7\n", + "3 \t 1061 \t 789 \t 1 \t 272 \t -1 \t 8\n", + "4 \t 789 \t 272 \t 2 \t 245 \t 4 \t -31\n", + "5 \t 272 \t 245 \t 1 \t 27 \t -5 \t 39\n", + "6 \t 245 \t 27 \t 9 \t 2 \t 14 \t -109\n", + "7 \t 27 \t 2 \t 13 \t 1 \t -19 \t 148\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 185 \t -1441\n", + "\t\t\t\t\t -2424 \t 18881\n", + "GCD(39203, 5033) = 1, with coefficients -2424 and 18881 such that 1 = (-2424)*39203 + (18881)*5033\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5034 \t 7 \t 3965 \t 1 \t 0\n", + "1 \t 5034 \t 3965 \t 1 \t 1069 \t 0 \t 1\n", + "2 \t 3965 \t 1069 \t 3 \t 758 \t 1 \t -7\n", + "3 \t 1069 \t 758 \t 1 \t 311 \t -1 \t 8\n", + "4 \t 758 \t 311 \t 2 \t 136 \t 4 \t -31\n", + "5 \t 311 \t 136 \t 2 \t 39 \t -5 \t 39\n", + "6 \t 136 \t 39 \t 3 \t 19 \t 14 \t -109\n", + "7 \t 39 \t 19 \t 2 \t 1 \t -33 \t 257\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 113 \t -880\n", + "\t\t\t\t\t -259 \t 2017\n", + "GCD(39203, 5034) = 1, with coefficients -259 and 2017 such that 1 = (-259)*39203 + (2017)*5034\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5035 \t 7 \t 3958 \t 1 \t 0\n", + "1 \t 5035 \t 3958 \t 1 \t 1077 \t 0 \t 1\n", + "2 \t 3958 \t 1077 \t 3 \t 727 \t 1 \t -7\n", + "3 \t 1077 \t 727 \t 1 \t 350 \t -1 \t 8\n", + "4 \t 727 \t 350 \t 2 \t 27 \t 4 \t -31\n", + "5 \t 350 \t 27 \t 12 \t 26 \t -5 \t 39\n", + "6 \t 27 \t 26 \t 1 \t 1 \t 14 \t -109\n", + "7 \t 26 \t 1 \t 26 \t 0 \t -173 \t 1347\n", + "\t\t\t\t\t 187 \t -1456\n", + "GCD(39203, 5035) = 1, with coefficients 187 and -1456 such that 1 = (187)*39203 + (-1456)*5035\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5036 \t 7 \t 3951 \t 1 \t 0\n", + "1 \t 5036 \t 3951 \t 1 \t 1085 \t 0 \t 1\n", + "2 \t 3951 \t 1085 \t 3 \t 696 \t 1 \t -7\n", + "3 \t 1085 \t 696 \t 1 \t 389 \t -1 \t 8\n", + "4 \t 696 \t 389 \t 1 \t 307 \t 4 \t -31\n", + "5 \t 389 \t 307 \t 1 \t 82 \t -5 \t 39\n", + "6 \t 307 \t 82 \t 3 \t 61 \t 9 \t -70\n", + "7 \t 82 \t 61 \t 1 \t 21 \t -14 \t 109\n", + "8 \t 61 \t 21 \t 2 \t 19 \t 51 \t -397\n", + "9 \t 21 \t 19 \t 1 \t 2 \t -65 \t 506\n", + "10 \t 19 \t 2 \t 9 \t 1 \t 181 \t -1409\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -246 \t 1915\n", + "\t\t\t\t\t 2395 \t -18644\n", + "GCD(39203, 5036) = 1, with coefficients 2395 and -18644 such that 1 = (2395)*39203 + (-18644)*5036\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5037 \t 7 \t 3944 \t 1 \t 0\n", + "1 \t 5037 \t 3944 \t 1 \t 1093 \t 0 \t 1\n", + "2 \t 3944 \t 1093 \t 3 \t 665 \t 1 \t -7\n", + "3 \t 1093 \t 665 \t 1 \t 428 \t -1 \t 8\n", + "4 \t 665 \t 428 \t 1 \t 237 \t 4 \t -31\n", + "5 \t 428 \t 237 \t 1 \t 191 \t -5 \t 39\n", + "6 \t 237 \t 191 \t 1 \t 46 \t 9 \t -70\n", + "7 \t 191 \t 46 \t 4 \t 7 \t -14 \t 109\n", + "8 \t 46 \t 7 \t 6 \t 4 \t 23 \t -179\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -106 \t 825\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 659 \t -5129\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -765 \t 5954\n", + "\t\t\t\t\t 1424 \t -11083\n", + "GCD(39203, 5037) = 1, with coefficients 1424 and -11083 such that 1 = (1424)*39203 + (-11083)*5037\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5038 \t 7 \t 3937 \t 1 \t 0\n", + "1 \t 5038 \t 3937 \t 1 \t 1101 \t 0 \t 1\n", + "2 \t 3937 \t 1101 \t 3 \t 634 \t 1 \t -7\n", + "3 \t 1101 \t 634 \t 1 \t 467 \t -1 \t 8\n", + "4 \t 634 \t 467 \t 1 \t 167 \t 4 \t -31\n", + "5 \t 467 \t 167 \t 2 \t 133 \t -5 \t 39\n", + "6 \t 167 \t 133 \t 1 \t 34 \t 9 \t -70\n", + "7 \t 133 \t 34 \t 3 \t 31 \t -23 \t 179\n", + "8 \t 34 \t 31 \t 1 \t 3 \t 32 \t -249\n", + "9 \t 31 \t 3 \t 10 \t 1 \t -119 \t 926\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 151 \t -1175\n", + "\t\t\t\t\t -1629 \t 12676\n", + "GCD(39203, 5038) = 1, with coefficients -1629 and 12676 such that 1 = (-1629)*39203 + (12676)*5038\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5039 \t 7 \t 3930 \t 1 \t 0\n", + "1 \t 5039 \t 3930 \t 1 \t 1109 \t 0 \t 1\n", + "2 \t 3930 \t 1109 \t 3 \t 603 \t 1 \t -7\n", + "3 \t 1109 \t 603 \t 1 \t 506 \t -1 \t 8\n", + "4 \t 603 \t 506 \t 1 \t 97 \t 4 \t -31\n", + "5 \t 506 \t 97 \t 5 \t 21 \t -5 \t 39\n", + "6 \t 97 \t 21 \t 4 \t 13 \t 9 \t -70\n", + "7 \t 21 \t 13 \t 1 \t 8 \t -50 \t 389\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 209 \t -1626\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -259 \t 2015\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 468 \t -3641\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -727 \t 5656\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1195 \t -9297\n", + "\t\t\t\t\t -1922 \t 14953\n", + "GCD(39203, 5039) = 1, with coefficients -1922 and 14953 such that 1 = (-1922)*39203 + (14953)*5039\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5040 \t 7 \t 3923 \t 1 \t 0\n", + "1 \t 5040 \t 3923 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 3923 \t 1117 \t 3 \t 572 \t 1 \t -7\n", + "3 \t 1117 \t 572 \t 1 \t 545 \t -1 \t 8\n", + "4 \t 572 \t 545 \t 1 \t 27 \t 4 \t -31\n", + "5 \t 545 \t 27 \t 20 \t 5 \t -5 \t 39\n", + "6 \t 27 \t 5 \t 5 \t 2 \t 9 \t -70\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -185 \t 1439\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 934 \t -7265\n", + "\t\t\t\t\t -2053 \t 15969\n", + "GCD(39203, 5040) = 1, with coefficients -2053 and 15969 such that 1 = (-2053)*39203 + (15969)*5040\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5041 \t 7 \t 3916 \t 1 \t 0\n", + "1 \t 5041 \t 3916 \t 1 \t 1125 \t 0 \t 1\n", + "2 \t 3916 \t 1125 \t 3 \t 541 \t 1 \t -7\n", + "3 \t 1125 \t 541 \t 2 \t 43 \t -1 \t 8\n", + "4 \t 541 \t 43 \t 12 \t 25 \t 4 \t -31\n", + "5 \t 43 \t 25 \t 1 \t 18 \t -9 \t 70\n", + "6 \t 25 \t 18 \t 1 \t 7 \t 112 \t -871\n", + "7 \t 18 \t 7 \t 2 \t 4 \t -121 \t 941\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 233 \t -1812\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -587 \t 4565\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 820 \t -6377\n", + "\t\t\t\t\t -1407 \t 10942\n", + "GCD(39203, 5041) = 1, with coefficients -1407 and 10942 such that 1 = (-1407)*39203 + (10942)*5041\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5042 \t 7 \t 3909 \t 1 \t 0\n", + "1 \t 5042 \t 3909 \t 1 \t 1133 \t 0 \t 1\n", + "2 \t 3909 \t 1133 \t 3 \t 510 \t 1 \t -7\n", + "3 \t 1133 \t 510 \t 2 \t 113 \t -1 \t 8\n", + "4 \t 510 \t 113 \t 4 \t 58 \t 4 \t -31\n", + "5 \t 113 \t 58 \t 1 \t 55 \t -9 \t 70\n", + "6 \t 58 \t 55 \t 1 \t 3 \t 40 \t -311\n", + "7 \t 55 \t 3 \t 18 \t 1 \t -49 \t 381\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 89 \t -692\n", + "\t\t\t\t\t -1651 \t 12837\n", + "GCD(39203, 5042) = 1, with coefficients -1651 and 12837 such that 1 = (-1651)*39203 + (12837)*5042\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5043 \t 7 \t 3902 \t 1 \t 0\n", + "1 \t 5043 \t 3902 \t 1 \t 1141 \t 0 \t 1\n", + "2 \t 3902 \t 1141 \t 3 \t 479 \t 1 \t -7\n", + "3 \t 1141 \t 479 \t 2 \t 183 \t -1 \t 8\n", + "4 \t 479 \t 183 \t 2 \t 113 \t 4 \t -31\n", + "5 \t 183 \t 113 \t 1 \t 70 \t -9 \t 70\n", + "6 \t 113 \t 70 \t 1 \t 43 \t 22 \t -171\n", + "7 \t 70 \t 43 \t 1 \t 27 \t -31 \t 241\n", + "8 \t 43 \t 27 \t 1 \t 16 \t 53 \t -412\n", + "9 \t 27 \t 16 \t 1 \t 11 \t -84 \t 653\n", + "10 \t 16 \t 11 \t 1 \t 5 \t 137 \t -1065\n", + "11 \t 11 \t 5 \t 2 \t 1 \t -221 \t 1718\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 358 \t -2783\n", + "\t\t\t\t\t -937 \t 7284\n", + "GCD(39203, 5043) = 1, with coefficients -937 and 7284 such that 1 = (-937)*39203 + (7284)*5043\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5044 \t 7 \t 3895 \t 1 \t 0\n", + "1 \t 5044 \t 3895 \t 1 \t 1149 \t 0 \t 1\n", + "2 \t 3895 \t 1149 \t 3 \t 448 \t 1 \t -7\n", + "3 \t 1149 \t 448 \t 2 \t 253 \t -1 \t 8\n", + "4 \t 448 \t 253 \t 1 \t 195 \t 4 \t -31\n", + "5 \t 253 \t 195 \t 1 \t 58 \t -9 \t 70\n", + "6 \t 195 \t 58 \t 3 \t 21 \t 13 \t -101\n", + "7 \t 58 \t 21 \t 2 \t 16 \t -22 \t 171\n", + "8 \t 21 \t 16 \t 1 \t 5 \t 79 \t -614\n", + "9 \t 16 \t 5 \t 3 \t 1 \t -180 \t 1399\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 259 \t -2013\n", + "\t\t\t\t\t -957 \t 7438\n", + "GCD(39203, 5044) = 1, with coefficients -957 and 7438 such that 1 = (-957)*39203 + (7438)*5044\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5045 \t 7 \t 3888 \t 1 \t 0\n", + "1 \t 5045 \t 3888 \t 1 \t 1157 \t 0 \t 1\n", + "2 \t 3888 \t 1157 \t 3 \t 417 \t 1 \t -7\n", + "3 \t 1157 \t 417 \t 2 \t 323 \t -1 \t 8\n", + "4 \t 417 \t 323 \t 1 \t 94 \t 4 \t -31\n", + "5 \t 323 \t 94 \t 3 \t 41 \t -9 \t 70\n", + "6 \t 94 \t 41 \t 2 \t 12 \t 13 \t -101\n", + "7 \t 41 \t 12 \t 3 \t 5 \t -48 \t 373\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 109 \t -847\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -375 \t 2914\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 859 \t -6675\n", + "\t\t\t\t\t -2093 \t 16264\n", + "GCD(39203, 5045) = 1, with coefficients -2093 and 16264 such that 1 = (-2093)*39203 + (16264)*5045\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5046 \t 7 \t 3881 \t 1 \t 0\n", + "1 \t 5046 \t 3881 \t 1 \t 1165 \t 0 \t 1\n", + "2 \t 3881 \t 1165 \t 3 \t 386 \t 1 \t -7\n", + "3 \t 1165 \t 386 \t 3 \t 7 \t -1 \t 8\n", + "4 \t 386 \t 7 \t 55 \t 1 \t 4 \t -31\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -13 \t 101\n", + "\t\t\t\t\t 719 \t -5586\n", + "GCD(39203, 5046) = 1, with coefficients 719 and -5586 such that 1 = (719)*39203 + (-5586)*5046\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5047 \t 7 \t 3874 \t 1 \t 0\n", + "1 \t 5047 \t 3874 \t 1 \t 1173 \t 0 \t 1\n", + "2 \t 3874 \t 1173 \t 3 \t 355 \t 1 \t -7\n", + "3 \t 1173 \t 355 \t 3 \t 108 \t -1 \t 8\n", + "4 \t 355 \t 108 \t 3 \t 31 \t 4 \t -31\n", + "5 \t 108 \t 31 \t 3 \t 15 \t -13 \t 101\n", + "6 \t 31 \t 15 \t 2 \t 1 \t 43 \t -334\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -142 \t 1103\n", + "\t\t\t\t\t 327 \t -2540\n", + "GCD(39203, 5047) = 1, with coefficients 327 and -2540 such that 1 = (327)*39203 + (-2540)*5047\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5048 \t 7 \t 3867 \t 1 \t 0\n", + "1 \t 5048 \t 3867 \t 1 \t 1181 \t 0 \t 1\n", + "2 \t 3867 \t 1181 \t 3 \t 324 \t 1 \t -7\n", + "3 \t 1181 \t 324 \t 3 \t 209 \t -1 \t 8\n", + "4 \t 324 \t 209 \t 1 \t 115 \t 4 \t -31\n", + "5 \t 209 \t 115 \t 1 \t 94 \t -13 \t 101\n", + "6 \t 115 \t 94 \t 1 \t 21 \t 17 \t -132\n", + "7 \t 94 \t 21 \t 4 \t 10 \t -30 \t 233\n", + "8 \t 21 \t 10 \t 2 \t 1 \t 47 \t -365\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -218 \t 1693\n", + "\t\t\t\t\t 483 \t -3751\n", + "GCD(39203, 5048) = 1, with coefficients 483 and -3751 such that 1 = (483)*39203 + (-3751)*5048\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5049 \t 7 \t 3860 \t 1 \t 0\n", + "1 \t 5049 \t 3860 \t 1 \t 1189 \t 0 \t 1\n", + "2 \t 3860 \t 1189 \t 3 \t 293 \t 1 \t -7\n", + "3 \t 1189 \t 293 \t 4 \t 17 \t -1 \t 8\n", + "4 \t 293 \t 17 \t 17 \t 4 \t 4 \t -31\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -17 \t 132\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 293 \t -2275\n", + "\t\t\t\t\t -1189 \t 9232\n", + "GCD(39203, 5049) = 1, with coefficients -1189 and 9232 such that 1 = (-1189)*39203 + (9232)*5049\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5050 \t 7 \t 3853 \t 1 \t 0\n", + "1 \t 5050 \t 3853 \t 1 \t 1197 \t 0 \t 1\n", + "2 \t 3853 \t 1197 \t 3 \t 262 \t 1 \t -7\n", + "3 \t 1197 \t 262 \t 4 \t 149 \t -1 \t 8\n", + "4 \t 262 \t 149 \t 1 \t 113 \t 4 \t -31\n", + "5 \t 149 \t 113 \t 1 \t 36 \t -17 \t 132\n", + "6 \t 113 \t 36 \t 3 \t 5 \t 21 \t -163\n", + "7 \t 36 \t 5 \t 7 \t 1 \t -38 \t 295\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 135 \t -1048\n", + "\t\t\t\t\t -983 \t 7631\n", + "GCD(39203, 5050) = 1, with coefficients -983 and 7631 such that 1 = (-983)*39203 + (7631)*5050\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5051 \t 7 \t 3846 \t 1 \t 0\n", + "1 \t 5051 \t 3846 \t 1 \t 1205 \t 0 \t 1\n", + "2 \t 3846 \t 1205 \t 3 \t 231 \t 1 \t -7\n", + "3 \t 1205 \t 231 \t 5 \t 50 \t -1 \t 8\n", + "4 \t 231 \t 50 \t 4 \t 31 \t 4 \t -31\n", + "5 \t 50 \t 31 \t 1 \t 19 \t -21 \t 163\n", + "6 \t 31 \t 19 \t 1 \t 12 \t 88 \t -683\n", + "7 \t 19 \t 12 \t 1 \t 7 \t -109 \t 846\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 197 \t -1529\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -306 \t 2375\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 503 \t -3904\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -809 \t 6279\n", + "\t\t\t\t\t 2121 \t -16462\n", + "GCD(39203, 5051) = 1, with coefficients 2121 and -16462 such that 1 = (2121)*39203 + (-16462)*5051\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5052 \t 7 \t 3839 \t 1 \t 0\n", + "1 \t 5052 \t 3839 \t 1 \t 1213 \t 0 \t 1\n", + "2 \t 3839 \t 1213 \t 3 \t 200 \t 1 \t -7\n", + "3 \t 1213 \t 200 \t 6 \t 13 \t -1 \t 8\n", + "4 \t 200 \t 13 \t 15 \t 5 \t 4 \t -31\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -25 \t 194\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 379 \t -2941\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -783 \t 6076\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1162 \t -9017\n", + "\t\t\t\t\t -1945 \t 15093\n", + "GCD(39203, 5052) = 1, with coefficients -1945 and 15093 such that 1 = (-1945)*39203 + (15093)*5052\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5053 \t 7 \t 3832 \t 1 \t 0\n", + "1 \t 5053 \t 3832 \t 1 \t 1221 \t 0 \t 1\n", + "2 \t 3832 \t 1221 \t 3 \t 169 \t 1 \t -7\n", + "3 \t 1221 \t 169 \t 7 \t 38 \t -1 \t 8\n", + "4 \t 169 \t 38 \t 4 \t 17 \t 4 \t -31\n", + "5 \t 38 \t 17 \t 2 \t 4 \t -29 \t 225\n", + "6 \t 17 \t 4 \t 4 \t 1 \t 120 \t -931\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -269 \t 2087\n", + "\t\t\t\t\t 1196 \t -9279\n", + "GCD(39203, 5053) = 1, with coefficients 1196 and -9279 such that 1 = (1196)*39203 + (-9279)*5053\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5054 \t 7 \t 3825 \t 1 \t 0\n", + "1 \t 5054 \t 3825 \t 1 \t 1229 \t 0 \t 1\n", + "2 \t 3825 \t 1229 \t 3 \t 138 \t 1 \t -7\n", + "3 \t 1229 \t 138 \t 8 \t 125 \t -1 \t 8\n", + "4 \t 138 \t 125 \t 1 \t 13 \t 4 \t -31\n", + "5 \t 125 \t 13 \t 9 \t 8 \t -33 \t 256\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 37 \t -287\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -366 \t 2839\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 403 \t -3126\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -769 \t 5965\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1172 \t -9091\n", + "\t\t\t\t\t -1941 \t 15056\n", + "GCD(39203, 5054) = 1, with coefficients -1941 and 15056 such that 1 = (-1941)*39203 + (15056)*5054\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5055 \t 7 \t 3818 \t 1 \t 0\n", + "1 \t 5055 \t 3818 \t 1 \t 1237 \t 0 \t 1\n", + "2 \t 3818 \t 1237 \t 3 \t 107 \t 1 \t -7\n", + "3 \t 1237 \t 107 \t 11 \t 60 \t -1 \t 8\n", + "4 \t 107 \t 60 \t 1 \t 47 \t 4 \t -31\n", + "5 \t 60 \t 47 \t 1 \t 13 \t -45 \t 349\n", + "6 \t 47 \t 13 \t 3 \t 8 \t 49 \t -380\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -94 \t 729\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 331 \t -2567\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -425 \t 3296\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 756 \t -5863\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1181 \t 9159\n", + "\t\t\t\t\t 1937 \t -15022\n", + "GCD(39203, 5055) = 1, with coefficients 1937 and -15022 such that 1 = (1937)*39203 + (-15022)*5055\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5056 \t 7 \t 3811 \t 1 \t 0\n", + "1 \t 5056 \t 3811 \t 1 \t 1245 \t 0 \t 1\n", + "2 \t 3811 \t 1245 \t 3 \t 76 \t 1 \t -7\n", + "3 \t 1245 \t 76 \t 16 \t 29 \t -1 \t 8\n", + "4 \t 76 \t 29 \t 2 \t 18 \t 4 \t -31\n", + "5 \t 29 \t 18 \t 1 \t 11 \t -65 \t 504\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 134 \t -1039\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -199 \t 1543\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 333 \t -2582\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -532 \t 4125\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 865 \t -6707\n", + "\t\t\t\t\t -1397 \t 10832\n", + "GCD(39203, 5056) = 1, with coefficients -1397 and 10832 such that 1 = (-1397)*39203 + (10832)*5056\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5057 \t 7 \t 3804 \t 1 \t 0\n", + "1 \t 5057 \t 3804 \t 1 \t 1253 \t 0 \t 1\n", + "2 \t 3804 \t 1253 \t 3 \t 45 \t 1 \t -7\n", + "3 \t 1253 \t 45 \t 27 \t 38 \t -1 \t 8\n", + "4 \t 45 \t 38 \t 1 \t 7 \t 4 \t -31\n", + "5 \t 38 \t 7 \t 5 \t 3 \t -109 \t 845\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 113 \t -876\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -674 \t 5225\n", + "\t\t\t\t\t 1461 \t -11326\n", + "GCD(39203, 5057) = 1, with coefficients 1461 and -11326 such that 1 = (1461)*39203 + (-11326)*5057\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5058 \t 7 \t 3797 \t 1 \t 0\n", + "1 \t 5058 \t 3797 \t 1 \t 1261 \t 0 \t 1\n", + "2 \t 3797 \t 1261 \t 3 \t 14 \t 1 \t -7\n", + "3 \t 1261 \t 14 \t 90 \t 1 \t -1 \t 8\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 4 \t -31\n", + "\t\t\t\t\t -361 \t 2798\n", + "GCD(39203, 5058) = 1, with coefficients -361 and 2798 such that 1 = (-361)*39203 + (2798)*5058\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5059 \t 7 \t 3790 \t 1 \t 0\n", + "1 \t 5059 \t 3790 \t 1 \t 1269 \t 0 \t 1\n", + "2 \t 3790 \t 1269 \t 2 \t 1252 \t 1 \t -7\n", + "3 \t 1269 \t 1252 \t 1 \t 17 \t -1 \t 8\n", + "4 \t 1252 \t 17 \t 73 \t 11 \t 3 \t -23\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -4 \t 31\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 295 \t -2286\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -299 \t 2317\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 594 \t -4603\n", + "\t\t\t\t\t -893 \t 6920\n", + "GCD(39203, 5059) = 1, with coefficients -893 and 6920 such that 1 = (-893)*39203 + (6920)*5059\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5060 \t 7 \t 3783 \t 1 \t 0\n", + "1 \t 5060 \t 3783 \t 1 \t 1277 \t 0 \t 1\n", + "2 \t 3783 \t 1277 \t 2 \t 1229 \t 1 \t -7\n", + "3 \t 1277 \t 1229 \t 1 \t 48 \t -1 \t 8\n", + "4 \t 1229 \t 48 \t 25 \t 29 \t 3 \t -23\n", + "5 \t 48 \t 29 \t 1 \t 19 \t -4 \t 31\n", + "6 \t 29 \t 19 \t 1 \t 10 \t 103 \t -798\n", + "7 \t 19 \t 10 \t 1 \t 9 \t -107 \t 829\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 210 \t -1627\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -317 \t 2456\n", + "\t\t\t\t\t 527 \t -4083\n", + "GCD(39203, 5060) = 1, with coefficients 527 and -4083 such that 1 = (527)*39203 + (-4083)*5060\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5061 \t 7 \t 3776 \t 1 \t 0\n", + "1 \t 5061 \t 3776 \t 1 \t 1285 \t 0 \t 1\n", + "2 \t 3776 \t 1285 \t 2 \t 1206 \t 1 \t -7\n", + "3 \t 1285 \t 1206 \t 1 \t 79 \t -1 \t 8\n", + "4 \t 1206 \t 79 \t 15 \t 21 \t 3 \t -23\n", + "5 \t 79 \t 21 \t 3 \t 16 \t -4 \t 31\n", + "6 \t 21 \t 16 \t 1 \t 5 \t 63 \t -488\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -193 \t 1495\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 256 \t -1983\n", + "\t\t\t\t\t -961 \t 7444\n", + "GCD(39203, 5061) = 1, with coefficients -961 and 7444 such that 1 = (-961)*39203 + (7444)*5061\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5062 \t 7 \t 3769 \t 1 \t 0\n", + "1 \t 5062 \t 3769 \t 1 \t 1293 \t 0 \t 1\n", + "2 \t 3769 \t 1293 \t 2 \t 1183 \t 1 \t -7\n", + "3 \t 1293 \t 1183 \t 1 \t 110 \t -1 \t 8\n", + "4 \t 1183 \t 110 \t 10 \t 83 \t 3 \t -23\n", + "5 \t 110 \t 83 \t 1 \t 27 \t -4 \t 31\n", + "6 \t 83 \t 27 \t 3 \t 2 \t 43 \t -333\n", + "7 \t 27 \t 2 \t 13 \t 1 \t -47 \t 364\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 184 \t -1425\n", + "\t\t\t\t\t -2439 \t 18889\n", + "GCD(39203, 5062) = 1, with coefficients -2439 and 18889 such that 1 = (-2439)*39203 + (18889)*5062\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5063 \t 7 \t 3762 \t 1 \t 0\n", + "1 \t 5063 \t 3762 \t 1 \t 1301 \t 0 \t 1\n", + "2 \t 3762 \t 1301 \t 2 \t 1160 \t 1 \t -7\n", + "3 \t 1301 \t 1160 \t 1 \t 141 \t -1 \t 8\n", + "4 \t 1160 \t 141 \t 8 \t 32 \t 3 \t -23\n", + "5 \t 141 \t 32 \t 4 \t 13 \t -4 \t 31\n", + "6 \t 32 \t 13 \t 2 \t 6 \t 35 \t -271\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -144 \t 1115\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 323 \t -2501\n", + "\t\t\t\t\t -790 \t 6117\n", + "GCD(39203, 5063) = 1, with coefficients -790 and 6117 such that 1 = (-790)*39203 + (6117)*5063\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5064 \t 7 \t 3755 \t 1 \t 0\n", + "1 \t 5064 \t 3755 \t 1 \t 1309 \t 0 \t 1\n", + "2 \t 3755 \t 1309 \t 2 \t 1137 \t 1 \t -7\n", + "3 \t 1309 \t 1137 \t 1 \t 172 \t -1 \t 8\n", + "4 \t 1137 \t 172 \t 6 \t 105 \t 3 \t -23\n", + "5 \t 172 \t 105 \t 1 \t 67 \t -4 \t 31\n", + "6 \t 105 \t 67 \t 1 \t 38 \t 27 \t -209\n", + "7 \t 67 \t 38 \t 1 \t 29 \t -31 \t 240\n", + "8 \t 38 \t 29 \t 1 \t 9 \t 58 \t -449\n", + "9 \t 29 \t 9 \t 3 \t 2 \t -89 \t 689\n", + "10 \t 9 \t 2 \t 4 \t 1 \t 147 \t -1138\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -530 \t 4103\n", + "\t\t\t\t\t 2267 \t -17550\n", + "GCD(39203, 5064) = 1, with coefficients 2267 and -17550 such that 1 = (2267)*39203 + (-17550)*5064\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5065 \t 7 \t 3748 \t 1 \t 0\n", + "1 \t 5065 \t 3748 \t 1 \t 1317 \t 0 \t 1\n", + "2 \t 3748 \t 1317 \t 2 \t 1114 \t 1 \t -7\n", + "3 \t 1317 \t 1114 \t 1 \t 203 \t -1 \t 8\n", + "4 \t 1114 \t 203 \t 5 \t 99 \t 3 \t -23\n", + "5 \t 203 \t 99 \t 2 \t 5 \t -4 \t 31\n", + "6 \t 99 \t 5 \t 19 \t 4 \t 23 \t -178\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -50 \t 387\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 973 \t -7531\n", + "\t\t\t\t\t -1023 \t 7918\n", + "GCD(39203, 5065) = 1, with coefficients -1023 and 7918 such that 1 = (-1023)*39203 + (7918)*5065\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5066 \t 7 \t 3741 \t 1 \t 0\n", + "1 \t 5066 \t 3741 \t 1 \t 1325 \t 0 \t 1\n", + "2 \t 3741 \t 1325 \t 2 \t 1091 \t 1 \t -7\n", + "3 \t 1325 \t 1091 \t 1 \t 234 \t -1 \t 8\n", + "4 \t 1091 \t 234 \t 4 \t 155 \t 3 \t -23\n", + "5 \t 234 \t 155 \t 1 \t 79 \t -4 \t 31\n", + "6 \t 155 \t 79 \t 1 \t 76 \t 19 \t -147\n", + "7 \t 79 \t 76 \t 1 \t 3 \t -23 \t 178\n", + "8 \t 76 \t 3 \t 25 \t 1 \t 42 \t -325\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -65 \t 503\n", + "\t\t\t\t\t 1667 \t -12900\n", + "GCD(39203, 5066) = 1, with coefficients 1667 and -12900 such that 1 = (1667)*39203 + (-12900)*5066\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5067 \t 7 \t 3734 \t 1 \t 0\n", + "1 \t 5067 \t 3734 \t 1 \t 1333 \t 0 \t 1\n", + "2 \t 3734 \t 1333 \t 2 \t 1068 \t 1 \t -7\n", + "3 \t 1333 \t 1068 \t 1 \t 265 \t -1 \t 8\n", + "4 \t 1068 \t 265 \t 4 \t 8 \t 3 \t -23\n", + "5 \t 265 \t 8 \t 33 \t 1 \t -4 \t 31\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 19 \t -147\n", + "\t\t\t\t\t -631 \t 4882\n", + "GCD(39203, 5067) = 1, with coefficients -631 and 4882 such that 1 = (-631)*39203 + (4882)*5067\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5068 \t 7 \t 3727 \t 1 \t 0\n", + "1 \t 5068 \t 3727 \t 1 \t 1341 \t 0 \t 1\n", + "2 \t 3727 \t 1341 \t 2 \t 1045 \t 1 \t -7\n", + "3 \t 1341 \t 1045 \t 1 \t 296 \t -1 \t 8\n", + "4 \t 1045 \t 296 \t 3 \t 157 \t 3 \t -23\n", + "5 \t 296 \t 157 \t 1 \t 139 \t -4 \t 31\n", + "6 \t 157 \t 139 \t 1 \t 18 \t 15 \t -116\n", + "7 \t 139 \t 18 \t 7 \t 13 \t -19 \t 147\n", + "8 \t 18 \t 13 \t 1 \t 5 \t 34 \t -263\n", + "9 \t 13 \t 5 \t 2 \t 3 \t -257 \t 1988\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 291 \t -2251\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -839 \t 6490\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1130 \t -8741\n", + "\t\t\t\t\t -1969 \t 15231\n", + "GCD(39203, 5068) = 1, with coefficients -1969 and 15231 such that 1 = (-1969)*39203 + (15231)*5068\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5069 \t 7 \t 3720 \t 1 \t 0\n", + "1 \t 5069 \t 3720 \t 1 \t 1349 \t 0 \t 1\n", + "2 \t 3720 \t 1349 \t 2 \t 1022 \t 1 \t -7\n", + "3 \t 1349 \t 1022 \t 1 \t 327 \t -1 \t 8\n", + "4 \t 1022 \t 327 \t 3 \t 41 \t 3 \t -23\n", + "5 \t 327 \t 41 \t 7 \t 40 \t -4 \t 31\n", + "6 \t 41 \t 40 \t 1 \t 1 \t 15 \t -116\n", + "7 \t 40 \t 1 \t 40 \t 0 \t -109 \t 843\n", + "\t\t\t\t\t 124 \t -959\n", + "GCD(39203, 5069) = 1, with coefficients 124 and -959 such that 1 = (124)*39203 + (-959)*5069\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5070 \t 7 \t 3713 \t 1 \t 0\n", + "1 \t 5070 \t 3713 \t 1 \t 1357 \t 0 \t 1\n", + "2 \t 3713 \t 1357 \t 2 \t 999 \t 1 \t -7\n", + "3 \t 1357 \t 999 \t 1 \t 358 \t -1 \t 8\n", + "4 \t 999 \t 358 \t 2 \t 283 \t 3 \t -23\n", + "5 \t 358 \t 283 \t 1 \t 75 \t -4 \t 31\n", + "6 \t 283 \t 75 \t 3 \t 58 \t 11 \t -85\n", + "7 \t 75 \t 58 \t 1 \t 17 \t -15 \t 116\n", + "8 \t 58 \t 17 \t 3 \t 7 \t 56 \t -433\n", + "9 \t 17 \t 7 \t 2 \t 3 \t -71 \t 549\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 269 \t -2080\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -609 \t 4709\n", + "\t\t\t\t\t 1487 \t -11498\n", + "GCD(39203, 5070) = 1, with coefficients 1487 and -11498 such that 1 = (1487)*39203 + (-11498)*5070\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5071 \t 7 \t 3706 \t 1 \t 0\n", + "1 \t 5071 \t 3706 \t 1 \t 1365 \t 0 \t 1\n", + "2 \t 3706 \t 1365 \t 2 \t 976 \t 1 \t -7\n", + "3 \t 1365 \t 976 \t 1 \t 389 \t -1 \t 8\n", + "4 \t 976 \t 389 \t 2 \t 198 \t 3 \t -23\n", + "5 \t 389 \t 198 \t 1 \t 191 \t -4 \t 31\n", + "6 \t 198 \t 191 \t 1 \t 7 \t 11 \t -85\n", + "7 \t 191 \t 7 \t 27 \t 2 \t -15 \t 116\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 26 \t -201\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -717 \t 5543\n", + "\t\t\t\t\t 2177 \t -16830\n", + "GCD(39203, 5071) = 1, with coefficients 2177 and -16830 such that 1 = (2177)*39203 + (-16830)*5071\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5072 \t 7 \t 3699 \t 1 \t 0\n", + "1 \t 5072 \t 3699 \t 1 \t 1373 \t 0 \t 1\n", + "2 \t 3699 \t 1373 \t 2 \t 953 \t 1 \t -7\n", + "3 \t 1373 \t 953 \t 1 \t 420 \t -1 \t 8\n", + "4 \t 953 \t 420 \t 2 \t 113 \t 3 \t -23\n", + "5 \t 420 \t 113 \t 3 \t 81 \t -4 \t 31\n", + "6 \t 113 \t 81 \t 1 \t 32 \t 11 \t -85\n", + "7 \t 81 \t 32 \t 2 \t 17 \t -37 \t 286\n", + "8 \t 32 \t 17 \t 1 \t 15 \t 48 \t -371\n", + "9 \t 17 \t 15 \t 1 \t 2 \t -133 \t 1028\n", + "10 \t 15 \t 2 \t 7 \t 1 \t 181 \t -1399\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -314 \t 2427\n", + "\t\t\t\t\t 2379 \t -18388\n", + "GCD(39203, 5072) = 1, with coefficients 2379 and -18388 such that 1 = (2379)*39203 + (-18388)*5072\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5073 \t 7 \t 3692 \t 1 \t 0\n", + "1 \t 5073 \t 3692 \t 1 \t 1381 \t 0 \t 1\n", + "2 \t 3692 \t 1381 \t 2 \t 930 \t 1 \t -7\n", + "3 \t 1381 \t 930 \t 1 \t 451 \t -1 \t 8\n", + "4 \t 930 \t 451 \t 2 \t 28 \t 3 \t -23\n", + "5 \t 451 \t 28 \t 16 \t 3 \t -4 \t 31\n", + "6 \t 28 \t 3 \t 9 \t 1 \t 11 \t -85\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -180 \t 1391\n", + "\t\t\t\t\t 1631 \t -12604\n", + "GCD(39203, 5073) = 1, with coefficients 1631 and -12604 such that 1 = (1631)*39203 + (-12604)*5073\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5074 \t 7 \t 3685 \t 1 \t 0\n", + "1 \t 5074 \t 3685 \t 1 \t 1389 \t 0 \t 1\n", + "2 \t 3685 \t 1389 \t 2 \t 907 \t 1 \t -7\n", + "3 \t 1389 \t 907 \t 1 \t 482 \t -1 \t 8\n", + "4 \t 907 \t 482 \t 1 \t 425 \t 3 \t -23\n", + "5 \t 482 \t 425 \t 1 \t 57 \t -4 \t 31\n", + "6 \t 425 \t 57 \t 7 \t 26 \t 7 \t -54\n", + "7 \t 57 \t 26 \t 2 \t 5 \t -11 \t 85\n", + "8 \t 26 \t 5 \t 5 \t 1 \t 84 \t -649\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -179 \t 1383\n", + "\t\t\t\t\t 979 \t -7564\n", + "GCD(39203, 5074) = 1, with coefficients 979 and -7564 such that 1 = (979)*39203 + (-7564)*5074\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5075 \t 7 \t 3678 \t 1 \t 0\n", + "1 \t 5075 \t 3678 \t 1 \t 1397 \t 0 \t 1\n", + "2 \t 3678 \t 1397 \t 2 \t 884 \t 1 \t -7\n", + "3 \t 1397 \t 884 \t 1 \t 513 \t -1 \t 8\n", + "4 \t 884 \t 513 \t 1 \t 371 \t 3 \t -23\n", + "5 \t 513 \t 371 \t 1 \t 142 \t -4 \t 31\n", + "6 \t 371 \t 142 \t 2 \t 87 \t 7 \t -54\n", + "7 \t 142 \t 87 \t 1 \t 55 \t -11 \t 85\n", + "8 \t 87 \t 55 \t 1 \t 32 \t 29 \t -224\n", + "9 \t 55 \t 32 \t 1 \t 23 \t -40 \t 309\n", + "10 \t 32 \t 23 \t 1 \t 9 \t 69 \t -533\n", + "11 \t 23 \t 9 \t 2 \t 5 \t -109 \t 842\n", + "12 \t 9 \t 5 \t 1 \t 4 \t 178 \t -1375\n", + "13 \t 5 \t 4 \t 1 \t 1 \t -465 \t 3592\n", + "14 \t 4 \t 1 \t 4 \t 0 \t 643 \t -4967\n", + "\t\t\t\t\t -1108 \t 8559\n", + "GCD(39203, 5075) = 1, with coefficients -1108 and 8559 such that 1 = (-1108)*39203 + (8559)*5075\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5076 \t 7 \t 3671 \t 1 \t 0\n", + "1 \t 5076 \t 3671 \t 1 \t 1405 \t 0 \t 1\n", + "2 \t 3671 \t 1405 \t 2 \t 861 \t 1 \t -7\n", + "3 \t 1405 \t 861 \t 1 \t 544 \t -1 \t 8\n", + "4 \t 861 \t 544 \t 1 \t 317 \t 3 \t -23\n", + "5 \t 544 \t 317 \t 1 \t 227 \t -4 \t 31\n", + "6 \t 317 \t 227 \t 1 \t 90 \t 7 \t -54\n", + "7 \t 227 \t 90 \t 2 \t 47 \t -11 \t 85\n", + "8 \t 90 \t 47 \t 1 \t 43 \t 18 \t -139\n", + "9 \t 47 \t 43 \t 1 \t 4 \t -47 \t 363\n", + "10 \t 43 \t 4 \t 10 \t 3 \t 65 \t -502\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -112 \t 865\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1185 \t -9152\n", + "\t\t\t\t\t -1297 \t 10017\n", + "GCD(39203, 5076) = 1, with coefficients -1297 and 10017 such that 1 = (-1297)*39203 + (10017)*5076\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5077 \t 7 \t 3664 \t 1 \t 0\n", + "1 \t 5077 \t 3664 \t 1 \t 1413 \t 0 \t 1\n", + "2 \t 3664 \t 1413 \t 2 \t 838 \t 1 \t -7\n", + "3 \t 1413 \t 838 \t 1 \t 575 \t -1 \t 8\n", + "4 \t 838 \t 575 \t 1 \t 263 \t 3 \t -23\n", + "5 \t 575 \t 263 \t 2 \t 49 \t -4 \t 31\n", + "6 \t 263 \t 49 \t 5 \t 18 \t 7 \t -54\n", + "7 \t 49 \t 18 \t 2 \t 13 \t -18 \t 139\n", + "8 \t 18 \t 13 \t 1 \t 5 \t 97 \t -749\n", + "9 \t 13 \t 5 \t 2 \t 3 \t -212 \t 1637\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 309 \t -2386\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -830 \t 6409\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1139 \t -8795\n", + "\t\t\t\t\t -1969 \t 15204\n", + "GCD(39203, 5077) = 1, with coefficients -1969 and 15204 such that 1 = (-1969)*39203 + (15204)*5077\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5078 \t 7 \t 3657 \t 1 \t 0\n", + "1 \t 5078 \t 3657 \t 1 \t 1421 \t 0 \t 1\n", + "2 \t 3657 \t 1421 \t 2 \t 815 \t 1 \t -7\n", + "3 \t 1421 \t 815 \t 1 \t 606 \t -1 \t 8\n", + "4 \t 815 \t 606 \t 1 \t 209 \t 3 \t -23\n", + "5 \t 606 \t 209 \t 2 \t 188 \t -4 \t 31\n", + "6 \t 209 \t 188 \t 1 \t 21 \t 7 \t -54\n", + "7 \t 188 \t 21 \t 8 \t 20 \t -18 \t 139\n", + "8 \t 21 \t 20 \t 1 \t 1 \t 25 \t -193\n", + "9 \t 20 \t 1 \t 20 \t 0 \t -218 \t 1683\n", + "\t\t\t\t\t 243 \t -1876\n", + "GCD(39203, 5078) = 1, with coefficients 243 and -1876 such that 1 = (243)*39203 + (-1876)*5078\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5079 \t 7 \t 3650 \t 1 \t 0\n", + "1 \t 5079 \t 3650 \t 1 \t 1429 \t 0 \t 1\n", + "2 \t 3650 \t 1429 \t 2 \t 792 \t 1 \t -7\n", + "3 \t 1429 \t 792 \t 1 \t 637 \t -1 \t 8\n", + "4 \t 792 \t 637 \t 1 \t 155 \t 3 \t -23\n", + "5 \t 637 \t 155 \t 4 \t 17 \t -4 \t 31\n", + "6 \t 155 \t 17 \t 9 \t 2 \t 7 \t -54\n", + "7 \t 17 \t 2 \t 8 \t 1 \t -32 \t 247\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 295 \t -2277\n", + "\t\t\t\t\t -2392 \t 18463\n", + "GCD(39203, 5079) = 1, with coefficients -2392 and 18463 such that 1 = (-2392)*39203 + (18463)*5079\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5080 \t 7 \t 3643 \t 1 \t 0\n", + "1 \t 5080 \t 3643 \t 1 \t 1437 \t 0 \t 1\n", + "2 \t 3643 \t 1437 \t 2 \t 769 \t 1 \t -7\n", + "3 \t 1437 \t 769 \t 1 \t 668 \t -1 \t 8\n", + "4 \t 769 \t 668 \t 1 \t 101 \t 3 \t -23\n", + "5 \t 668 \t 101 \t 6 \t 62 \t -4 \t 31\n", + "6 \t 101 \t 62 \t 1 \t 39 \t 7 \t -54\n", + "7 \t 62 \t 39 \t 1 \t 23 \t -46 \t 355\n", + "8 \t 39 \t 23 \t 1 \t 16 \t 53 \t -409\n", + "9 \t 23 \t 16 \t 1 \t 7 \t -99 \t 764\n", + "10 \t 16 \t 7 \t 2 \t 2 \t 152 \t -1173\n", + "11 \t 7 \t 2 \t 3 \t 1 \t -251 \t 1937\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 654 \t -5047\n", + "\t\t\t\t\t -2213 \t 17078\n", + "GCD(39203, 5080) = 1, with coefficients -2213 and 17078 such that 1 = (-2213)*39203 + (17078)*5080\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5081 \t 7 \t 3636 \t 1 \t 0\n", + "1 \t 5081 \t 3636 \t 1 \t 1445 \t 0 \t 1\n", + "2 \t 3636 \t 1445 \t 2 \t 746 \t 1 \t -7\n", + "3 \t 1445 \t 746 \t 1 \t 699 \t -1 \t 8\n", + "4 \t 746 \t 699 \t 1 \t 47 \t 3 \t -23\n", + "5 \t 699 \t 47 \t 14 \t 41 \t -4 \t 31\n", + "6 \t 47 \t 41 \t 1 \t 6 \t 7 \t -54\n", + "7 \t 41 \t 6 \t 6 \t 5 \t -102 \t 787\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 109 \t -841\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -756 \t 5833\n", + "\t\t\t\t\t 865 \t -6674\n", + "GCD(39203, 5081) = 1, with coefficients 865 and -6674 such that 1 = (865)*39203 + (-6674)*5081\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5082 \t 7 \t 3629 \t 1 \t 0\n", + "1 \t 5082 \t 3629 \t 1 \t 1453 \t 0 \t 1\n", + "2 \t 3629 \t 1453 \t 2 \t 723 \t 1 \t -7\n", + "3 \t 1453 \t 723 \t 2 \t 7 \t -1 \t 8\n", + "4 \t 723 \t 7 \t 103 \t 2 \t 3 \t -23\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -7 \t 54\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 724 \t -5585\n", + "\t\t\t\t\t -2179 \t 16809\n", + "GCD(39203, 5082) = 1, with coefficients -2179 and 16809 such that 1 = (-2179)*39203 + (16809)*5082\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5083 \t 7 \t 3622 \t 1 \t 0\n", + "1 \t 5083 \t 3622 \t 1 \t 1461 \t 0 \t 1\n", + "2 \t 3622 \t 1461 \t 2 \t 700 \t 1 \t -7\n", + "3 \t 1461 \t 700 \t 2 \t 61 \t -1 \t 8\n", + "4 \t 700 \t 61 \t 11 \t 29 \t 3 \t -23\n", + "5 \t 61 \t 29 \t 2 \t 3 \t -7 \t 54\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 80 \t -617\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -167 \t 1288\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1583 \t -12209\n", + "\t\t\t\t\t -1750 \t 13497\n", + "GCD(39203, 5083) = 1, with coefficients -1750 and 13497 such that 1 = (-1750)*39203 + (13497)*5083\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5084 \t 7 \t 3615 \t 1 \t 0\n", + "1 \t 5084 \t 3615 \t 1 \t 1469 \t 0 \t 1\n", + "2 \t 3615 \t 1469 \t 2 \t 677 \t 1 \t -7\n", + "3 \t 1469 \t 677 \t 2 \t 115 \t -1 \t 8\n", + "4 \t 677 \t 115 \t 5 \t 102 \t 3 \t -23\n", + "5 \t 115 \t 102 \t 1 \t 13 \t -7 \t 54\n", + "6 \t 102 \t 13 \t 7 \t 11 \t 38 \t -293\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -45 \t 347\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 353 \t -2722\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -398 \t 3069\n", + "\t\t\t\t\t 2343 \t -18067\n", + "GCD(39203, 5084) = 1, with coefficients 2343 and -18067 such that 1 = (2343)*39203 + (-18067)*5084\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5085 \t 7 \t 3608 \t 1 \t 0\n", + "1 \t 5085 \t 3608 \t 1 \t 1477 \t 0 \t 1\n", + "2 \t 3608 \t 1477 \t 2 \t 654 \t 1 \t -7\n", + "3 \t 1477 \t 654 \t 2 \t 169 \t -1 \t 8\n", + "4 \t 654 \t 169 \t 3 \t 147 \t 3 \t -23\n", + "5 \t 169 \t 147 \t 1 \t 22 \t -7 \t 54\n", + "6 \t 147 \t 22 \t 6 \t 15 \t 24 \t -185\n", + "7 \t 22 \t 15 \t 1 \t 7 \t -31 \t 239\n", + "8 \t 15 \t 7 \t 2 \t 1 \t 210 \t -1619\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -241 \t 1858\n", + "\t\t\t\t\t 692 \t -5335\n", + "GCD(39203, 5085) = 1, with coefficients 692 and -5335 such that 1 = (692)*39203 + (-5335)*5085\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5086 \t 7 \t 3601 \t 1 \t 0\n", + "1 \t 5086 \t 3601 \t 1 \t 1485 \t 0 \t 1\n", + "2 \t 3601 \t 1485 \t 2 \t 631 \t 1 \t -7\n", + "3 \t 1485 \t 631 \t 2 \t 223 \t -1 \t 8\n", + "4 \t 631 \t 223 \t 2 \t 185 \t 3 \t -23\n", + "5 \t 223 \t 185 \t 1 \t 38 \t -7 \t 54\n", + "6 \t 185 \t 38 \t 4 \t 33 \t 17 \t -131\n", + "7 \t 38 \t 33 \t 1 \t 5 \t -24 \t 185\n", + "8 \t 33 \t 5 \t 6 \t 3 \t 113 \t -871\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -137 \t 1056\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 935 \t -7207\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1072 \t 8263\n", + "\t\t\t\t\t 2007 \t -15470\n", + "GCD(39203, 5086) = 1, with coefficients 2007 and -15470 such that 1 = (2007)*39203 + (-15470)*5086\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5087 \t 7 \t 3594 \t 1 \t 0\n", + "1 \t 5087 \t 3594 \t 1 \t 1493 \t 0 \t 1\n", + "2 \t 3594 \t 1493 \t 2 \t 608 \t 1 \t -7\n", + "3 \t 1493 \t 608 \t 2 \t 277 \t -1 \t 8\n", + "4 \t 608 \t 277 \t 2 \t 54 \t 3 \t -23\n", + "5 \t 277 \t 54 \t 5 \t 7 \t -7 \t 54\n", + "6 \t 54 \t 7 \t 7 \t 5 \t 17 \t -131\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -92 \t 709\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 661 \t -5094\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -753 \t 5803\n", + "\t\t\t\t\t 2167 \t -16700\n", + "GCD(39203, 5087) = 1, with coefficients 2167 and -16700 such that 1 = (2167)*39203 + (-16700)*5087\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5088 \t 7 \t 3587 \t 1 \t 0\n", + "1 \t 5088 \t 3587 \t 1 \t 1501 \t 0 \t 1\n", + "2 \t 3587 \t 1501 \t 2 \t 585 \t 1 \t -7\n", + "3 \t 1501 \t 585 \t 2 \t 331 \t -1 \t 8\n", + "4 \t 585 \t 331 \t 1 \t 254 \t 3 \t -23\n", + "5 \t 331 \t 254 \t 1 \t 77 \t -7 \t 54\n", + "6 \t 254 \t 77 \t 3 \t 23 \t 10 \t -77\n", + "7 \t 77 \t 23 \t 3 \t 8 \t -17 \t 131\n", + "8 \t 23 \t 8 \t 2 \t 7 \t 61 \t -470\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -200 \t 1541\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 461 \t -3552\n", + "\t\t\t\t\t -661 \t 5093\n", + "GCD(39203, 5088) = 1, with coefficients -661 and 5093 such that 1 = (-661)*39203 + (5093)*5088\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5089 \t 7 \t 3580 \t 1 \t 0\n", + "1 \t 5089 \t 3580 \t 1 \t 1509 \t 0 \t 1\n", + "2 \t 3580 \t 1509 \t 2 \t 562 \t 1 \t -7\n", + "3 \t 1509 \t 562 \t 2 \t 385 \t -1 \t 8\n", + "4 \t 562 \t 385 \t 1 \t 177 \t 3 \t -23\n", + "5 \t 385 \t 177 \t 2 \t 31 \t -7 \t 54\n", + "6 \t 177 \t 31 \t 5 \t 22 \t 10 \t -77\n", + "7 \t 31 \t 22 \t 1 \t 9 \t -27 \t 208\n", + "8 \t 22 \t 9 \t 2 \t 4 \t 145 \t -1117\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -172 \t 1325\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 489 \t -3767\n", + "\t\t\t\t\t -1150 \t 8859\n", + "GCD(39203, 5089) = 1, with coefficients -1150 and 8859 such that 1 = (-1150)*39203 + (8859)*5089\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5090 \t 7 \t 3573 \t 1 \t 0\n", + "1 \t 5090 \t 3573 \t 1 \t 1517 \t 0 \t 1\n", + "2 \t 3573 \t 1517 \t 2 \t 539 \t 1 \t -7\n", + "3 \t 1517 \t 539 \t 2 \t 439 \t -1 \t 8\n", + "4 \t 539 \t 439 \t 1 \t 100 \t 3 \t -23\n", + "5 \t 439 \t 100 \t 4 \t 39 \t -7 \t 54\n", + "6 \t 100 \t 39 \t 2 \t 22 \t 10 \t -77\n", + "7 \t 39 \t 22 \t 1 \t 17 \t -47 \t 362\n", + "8 \t 22 \t 17 \t 1 \t 5 \t 104 \t -801\n", + "9 \t 17 \t 5 \t 3 \t 2 \t -151 \t 1163\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 255 \t -1964\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -916 \t 7055\n", + "\t\t\t\t\t 2087 \t -16074\n", + "GCD(39203, 5090) = 1, with coefficients 2087 and -16074 such that 1 = (2087)*39203 + (-16074)*5090\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5091 \t 7 \t 3566 \t 1 \t 0\n", + "1 \t 5091 \t 3566 \t 1 \t 1525 \t 0 \t 1\n", + "2 \t 3566 \t 1525 \t 2 \t 516 \t 1 \t -7\n", + "3 \t 1525 \t 516 \t 2 \t 493 \t -1 \t 8\n", + "4 \t 516 \t 493 \t 1 \t 23 \t 3 \t -23\n", + "5 \t 493 \t 23 \t 21 \t 10 \t -7 \t 54\n", + "6 \t 23 \t 10 \t 2 \t 3 \t 10 \t -77\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -217 \t 1671\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 444 \t -3419\n", + "\t\t\t\t\t -1549 \t 11928\n", + "GCD(39203, 5091) = 1, with coefficients -1549 and 11928 such that 1 = (-1549)*39203 + (11928)*5091\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5092 \t 7 \t 3559 \t 1 \t 0\n", + "1 \t 5092 \t 3559 \t 1 \t 1533 \t 0 \t 1\n", + "2 \t 3559 \t 1533 \t 2 \t 493 \t 1 \t -7\n", + "3 \t 1533 \t 493 \t 3 \t 54 \t -1 \t 8\n", + "4 \t 493 \t 54 \t 9 \t 7 \t 3 \t -23\n", + "5 \t 54 \t 7 \t 7 \t 5 \t -10 \t 77\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 93 \t -716\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -661 \t 5089\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 754 \t -5805\n", + "\t\t\t\t\t -2169 \t 16699\n", + "GCD(39203, 5092) = 1, with coefficients -2169 and 16699 such that 1 = (-2169)*39203 + (16699)*5092\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5093 \t 7 \t 3552 \t 1 \t 0\n", + "1 \t 5093 \t 3552 \t 1 \t 1541 \t 0 \t 1\n", + "2 \t 3552 \t 1541 \t 2 \t 470 \t 1 \t -7\n", + "3 \t 1541 \t 470 \t 3 \t 131 \t -1 \t 8\n", + "4 \t 470 \t 131 \t 3 \t 77 \t 3 \t -23\n", + "5 \t 131 \t 77 \t 1 \t 54 \t -10 \t 77\n", + "6 \t 77 \t 54 \t 1 \t 23 \t 33 \t -254\n", + "7 \t 54 \t 23 \t 2 \t 8 \t -43 \t 331\n", + "8 \t 23 \t 8 \t 2 \t 7 \t 76 \t -585\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -195 \t 1501\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 466 \t -3587\n", + "\t\t\t\t\t -661 \t 5088\n", + "GCD(39203, 5093) = 1, with coefficients -661 and 5088 such that 1 = (-661)*39203 + (5088)*5093\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5094 \t 7 \t 3545 \t 1 \t 0\n", + "1 \t 5094 \t 3545 \t 1 \t 1549 \t 0 \t 1\n", + "2 \t 3545 \t 1549 \t 2 \t 447 \t 1 \t -7\n", + "3 \t 1549 \t 447 \t 3 \t 208 \t -1 \t 8\n", + "4 \t 447 \t 208 \t 2 \t 31 \t 3 \t -23\n", + "5 \t 208 \t 31 \t 6 \t 22 \t -10 \t 77\n", + "6 \t 31 \t 22 \t 1 \t 9 \t 23 \t -177\n", + "7 \t 22 \t 9 \t 2 \t 4 \t -148 \t 1139\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 171 \t -1316\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -490 \t 3771\n", + "\t\t\t\t\t 1151 \t -8858\n", + "GCD(39203, 5094) = 1, with coefficients 1151 and -8858 such that 1 = (1151)*39203 + (-8858)*5094\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5095 \t 7 \t 3538 \t 1 \t 0\n", + "1 \t 5095 \t 3538 \t 1 \t 1557 \t 0 \t 1\n", + "2 \t 3538 \t 1557 \t 2 \t 424 \t 1 \t -7\n", + "3 \t 1557 \t 424 \t 3 \t 285 \t -1 \t 8\n", + "4 \t 424 \t 285 \t 1 \t 139 \t 3 \t -23\n", + "5 \t 285 \t 139 \t 2 \t 7 \t -10 \t 77\n", + "6 \t 139 \t 7 \t 19 \t 6 \t 13 \t -100\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -36 \t 277\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 697 \t -5363\n", + "\t\t\t\t\t -733 \t 5640\n", + "GCD(39203, 5095) = 1, with coefficients -733 and 5640 such that 1 = (-733)*39203 + (5640)*5095\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5096 \t 7 \t 3531 \t 1 \t 0\n", + "1 \t 5096 \t 3531 \t 1 \t 1565 \t 0 \t 1\n", + "2 \t 3531 \t 1565 \t 2 \t 401 \t 1 \t -7\n", + "3 \t 1565 \t 401 \t 3 \t 362 \t -1 \t 8\n", + "4 \t 401 \t 362 \t 1 \t 39 \t 3 \t -23\n", + "5 \t 362 \t 39 \t 9 \t 11 \t -10 \t 77\n", + "6 \t 39 \t 11 \t 3 \t 6 \t 13 \t -100\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -127 \t 977\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 394 \t -3031\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -521 \t 4008\n", + "\t\t\t\t\t 915 \t -7039\n", + "GCD(39203, 5096) = 1, with coefficients 915 and -7039 such that 1 = (915)*39203 + (-7039)*5096\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5097 \t 7 \t 3524 \t 1 \t 0\n", + "1 \t 5097 \t 3524 \t 1 \t 1573 \t 0 \t 1\n", + "2 \t 3524 \t 1573 \t 2 \t 378 \t 1 \t -7\n", + "3 \t 1573 \t 378 \t 4 \t 61 \t -1 \t 8\n", + "4 \t 378 \t 61 \t 6 \t 12 \t 3 \t -23\n", + "5 \t 61 \t 12 \t 5 \t 1 \t -13 \t 100\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 81 \t -623\n", + "\t\t\t\t\t -418 \t 3215\n", + "GCD(39203, 5097) = 1, with coefficients -418 and 3215 such that 1 = (-418)*39203 + (3215)*5097\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5098 \t 7 \t 3517 \t 1 \t 0\n", + "1 \t 5098 \t 3517 \t 1 \t 1581 \t 0 \t 1\n", + "2 \t 3517 \t 1581 \t 2 \t 355 \t 1 \t -7\n", + "3 \t 1581 \t 355 \t 4 \t 161 \t -1 \t 8\n", + "4 \t 355 \t 161 \t 2 \t 33 \t 3 \t -23\n", + "5 \t 161 \t 33 \t 4 \t 29 \t -13 \t 100\n", + "6 \t 33 \t 29 \t 1 \t 4 \t 29 \t -223\n", + "7 \t 29 \t 4 \t 7 \t 1 \t -129 \t 992\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 158 \t -1215\n", + "\t\t\t\t\t -1235 \t 9497\n", + "GCD(39203, 5098) = 1, with coefficients -1235 and 9497 such that 1 = (-1235)*39203 + (9497)*5098\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5099 \t 7 \t 3510 \t 1 \t 0\n", + "1 \t 5099 \t 3510 \t 1 \t 1589 \t 0 \t 1\n", + "2 \t 3510 \t 1589 \t 2 \t 332 \t 1 \t -7\n", + "3 \t 1589 \t 332 \t 4 \t 261 \t -1 \t 8\n", + "4 \t 332 \t 261 \t 1 \t 71 \t 3 \t -23\n", + "5 \t 261 \t 71 \t 3 \t 48 \t -13 \t 100\n", + "6 \t 71 \t 48 \t 1 \t 23 \t 16 \t -123\n", + "7 \t 48 \t 23 \t 2 \t 2 \t -61 \t 469\n", + "8 \t 23 \t 2 \t 11 \t 1 \t 77 \t -592\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -215 \t 1653\n", + "\t\t\t\t\t 2442 \t -18775\n", + "GCD(39203, 5099) = 1, with coefficients 2442 and -18775 such that 1 = (2442)*39203 + (-18775)*5099\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5100 \t 7 \t 3503 \t 1 \t 0\n", + "1 \t 5100 \t 3503 \t 1 \t 1597 \t 0 \t 1\n", + "2 \t 3503 \t 1597 \t 2 \t 309 \t 1 \t -7\n", + "3 \t 1597 \t 309 \t 5 \t 52 \t -1 \t 8\n", + "4 \t 309 \t 52 \t 5 \t 49 \t 3 \t -23\n", + "5 \t 52 \t 49 \t 1 \t 3 \t -16 \t 123\n", + "6 \t 49 \t 3 \t 16 \t 1 \t 83 \t -638\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -99 \t 761\n", + "\t\t\t\t\t 1667 \t -12814\n", + "GCD(39203, 5100) = 1, with coefficients 1667 and -12814 such that 1 = (1667)*39203 + (-12814)*5100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5101 \t 7 \t 3496 \t 1 \t 0\n", + "1 \t 5101 \t 3496 \t 1 \t 1605 \t 0 \t 1\n", + "2 \t 3496 \t 1605 \t 2 \t 286 \t 1 \t -7\n", + "3 \t 1605 \t 286 \t 5 \t 175 \t -1 \t 8\n", + "4 \t 286 \t 175 \t 1 \t 111 \t 3 \t -23\n", + "5 \t 175 \t 111 \t 1 \t 64 \t -16 \t 123\n", + "6 \t 111 \t 64 \t 1 \t 47 \t 19 \t -146\n", + "7 \t 64 \t 47 \t 1 \t 17 \t -35 \t 269\n", + "8 \t 47 \t 17 \t 2 \t 13 \t 54 \t -415\n", + "9 \t 17 \t 13 \t 1 \t 4 \t -89 \t 684\n", + "10 \t 13 \t 4 \t 3 \t 1 \t 232 \t -1783\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -321 \t 2467\n", + "\t\t\t\t\t 1195 \t -9184\n", + "GCD(39203, 5101) = 1, with coefficients 1195 and -9184 such that 1 = (1195)*39203 + (-9184)*5101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5102 \t 7 \t 3489 \t 1 \t 0\n", + "1 \t 5102 \t 3489 \t 1 \t 1613 \t 0 \t 1\n", + "2 \t 3489 \t 1613 \t 2 \t 263 \t 1 \t -7\n", + "3 \t 1613 \t 263 \t 6 \t 35 \t -1 \t 8\n", + "4 \t 263 \t 35 \t 7 \t 18 \t 3 \t -23\n", + "5 \t 35 \t 18 \t 1 \t 17 \t -19 \t 146\n", + "6 \t 18 \t 17 \t 1 \t 1 \t 136 \t -1045\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -155 \t 1191\n", + "\t\t\t\t\t 291 \t -2236\n", + "GCD(39203, 5102) = 1, with coefficients 291 and -2236 such that 1 = (291)*39203 + (-2236)*5102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5103 \t 7 \t 3482 \t 1 \t 0\n", + "1 \t 5103 \t 3482 \t 1 \t 1621 \t 0 \t 1\n", + "2 \t 3482 \t 1621 \t 2 \t 240 \t 1 \t -7\n", + "3 \t 1621 \t 240 \t 6 \t 181 \t -1 \t 8\n", + "4 \t 240 \t 181 \t 1 \t 59 \t 3 \t -23\n", + "5 \t 181 \t 59 \t 3 \t 4 \t -19 \t 146\n", + "6 \t 59 \t 4 \t 14 \t 3 \t 22 \t -169\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -85 \t 653\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1212 \t -9311\n", + "\t\t\t\t\t -1297 \t 9964\n", + "GCD(39203, 5103) = 1, with coefficients -1297 and 9964 such that 1 = (-1297)*39203 + (9964)*5103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5104 \t 7 \t 3475 \t 1 \t 0\n", + "1 \t 5104 \t 3475 \t 1 \t 1629 \t 0 \t 1\n", + "2 \t 3475 \t 1629 \t 2 \t 217 \t 1 \t -7\n", + "3 \t 1629 \t 217 \t 7 \t 110 \t -1 \t 8\n", + "4 \t 217 \t 110 \t 1 \t 107 \t 3 \t -23\n", + "5 \t 110 \t 107 \t 1 \t 3 \t -22 \t 169\n", + "6 \t 107 \t 3 \t 35 \t 2 \t 25 \t -192\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -47 \t 361\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1670 \t -12827\n", + "\t\t\t\t\t -1717 \t 13188\n", + "GCD(39203, 5104) = 1, with coefficients -1717 and 13188 such that 1 = (-1717)*39203 + (13188)*5104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5105 \t 7 \t 3468 \t 1 \t 0\n", + "1 \t 5105 \t 3468 \t 1 \t 1637 \t 0 \t 1\n", + "2 \t 3468 \t 1637 \t 2 \t 194 \t 1 \t -7\n", + "3 \t 1637 \t 194 \t 8 \t 85 \t -1 \t 8\n", + "4 \t 194 \t 85 \t 2 \t 24 \t 3 \t -23\n", + "5 \t 85 \t 24 \t 3 \t 13 \t -25 \t 192\n", + "6 \t 24 \t 13 \t 1 \t 11 \t 53 \t -407\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -184 \t 1413\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 237 \t -1820\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -421 \t 3233\n", + "\t\t\t\t\t 2342 \t -17985\n", + "GCD(39203, 5105) = 1, with coefficients 2342 and -17985 such that 1 = (2342)*39203 + (-17985)*5105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5106 \t 7 \t 3461 \t 1 \t 0\n", + "1 \t 5106 \t 3461 \t 1 \t 1645 \t 0 \t 1\n", + "2 \t 3461 \t 1645 \t 2 \t 171 \t 1 \t -7\n", + "3 \t 1645 \t 171 \t 9 \t 106 \t -1 \t 8\n", + "4 \t 171 \t 106 \t 1 \t 65 \t 3 \t -23\n", + "5 \t 106 \t 65 \t 1 \t 41 \t -28 \t 215\n", + "6 \t 65 \t 41 \t 1 \t 24 \t 31 \t -238\n", + "7 \t 41 \t 24 \t 1 \t 17 \t -59 \t 453\n", + "8 \t 24 \t 17 \t 1 \t 7 \t 90 \t -691\n", + "9 \t 17 \t 7 \t 2 \t 3 \t -149 \t 1144\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 239 \t -1835\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -627 \t 4814\n", + "\t\t\t\t\t 1493 \t -11463\n", + "GCD(39203, 5106) = 1, with coefficients 1493 and -11463 such that 1 = (1493)*39203 + (-11463)*5106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5107 \t 7 \t 3454 \t 1 \t 0\n", + "1 \t 5107 \t 3454 \t 1 \t 1653 \t 0 \t 1\n", + "2 \t 3454 \t 1653 \t 2 \t 148 \t 1 \t -7\n", + "3 \t 1653 \t 148 \t 11 \t 25 \t -1 \t 8\n", + "4 \t 148 \t 25 \t 5 \t 23 \t 3 \t -23\n", + "5 \t 25 \t 23 \t 1 \t 2 \t -34 \t 261\n", + "6 \t 23 \t 2 \t 11 \t 1 \t 173 \t -1328\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -207 \t 1589\n", + "\t\t\t\t\t 2450 \t -18807\n", + "GCD(39203, 5107) = 1, with coefficients 2450 and -18807 such that 1 = (2450)*39203 + (-18807)*5107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5108 \t 7 \t 3447 \t 1 \t 0\n", + "1 \t 5108 \t 3447 \t 1 \t 1661 \t 0 \t 1\n", + "2 \t 3447 \t 1661 \t 2 \t 125 \t 1 \t -7\n", + "3 \t 1661 \t 125 \t 13 \t 36 \t -1 \t 8\n", + "4 \t 125 \t 36 \t 3 \t 17 \t 3 \t -23\n", + "5 \t 36 \t 17 \t 2 \t 2 \t -40 \t 307\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 123 \t -944\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -286 \t 2195\n", + "\t\t\t\t\t 2411 \t -18504\n", + "GCD(39203, 5108) = 1, with coefficients 2411 and -18504 such that 1 = (2411)*39203 + (-18504)*5108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5109 \t 7 \t 3440 \t 1 \t 0\n", + "1 \t 5109 \t 3440 \t 1 \t 1669 \t 0 \t 1\n", + "2 \t 3440 \t 1669 \t 2 \t 102 \t 1 \t -7\n", + "3 \t 1669 \t 102 \t 16 \t 37 \t -1 \t 8\n", + "4 \t 102 \t 37 \t 2 \t 28 \t 3 \t -23\n", + "5 \t 37 \t 28 \t 1 \t 9 \t -49 \t 376\n", + "6 \t 28 \t 9 \t 3 \t 1 \t 101 \t -775\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -150 \t 1151\n", + "\t\t\t\t\t 551 \t -4228\n", + "GCD(39203, 5109) = 1, with coefficients 551 and -4228 such that 1 = (551)*39203 + (-4228)*5109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5110 \t 7 \t 3433 \t 1 \t 0\n", + "1 \t 5110 \t 3433 \t 1 \t 1677 \t 0 \t 1\n", + "2 \t 3433 \t 1677 \t 2 \t 79 \t 1 \t -7\n", + "3 \t 1677 \t 79 \t 21 \t 18 \t -1 \t 8\n", + "4 \t 79 \t 18 \t 4 \t 7 \t 3 \t -23\n", + "5 \t 18 \t 7 \t 2 \t 4 \t -64 \t 491\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 259 \t -1987\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -582 \t 4465\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 841 \t -6452\n", + "\t\t\t\t\t -1423 \t 10917\n", + "GCD(39203, 5110) = 1, with coefficients -1423 and 10917 such that 1 = (-1423)*39203 + (10917)*5110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5111 \t 7 \t 3426 \t 1 \t 0\n", + "1 \t 5111 \t 3426 \t 1 \t 1685 \t 0 \t 1\n", + "2 \t 3426 \t 1685 \t 2 \t 56 \t 1 \t -7\n", + "3 \t 1685 \t 56 \t 30 \t 5 \t -1 \t 8\n", + "4 \t 56 \t 5 \t 11 \t 1 \t 3 \t -23\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -91 \t 698\n", + "\t\t\t\t\t 1004 \t -7701\n", + "GCD(39203, 5111) = 1, with coefficients 1004 and -7701 such that 1 = (1004)*39203 + (-7701)*5111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5112 \t 7 \t 3419 \t 1 \t 0\n", + "1 \t 5112 \t 3419 \t 1 \t 1693 \t 0 \t 1\n", + "2 \t 3419 \t 1693 \t 2 \t 33 \t 1 \t -7\n", + "3 \t 1693 \t 33 \t 51 \t 10 \t -1 \t 8\n", + "4 \t 33 \t 10 \t 3 \t 3 \t 3 \t -23\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -154 \t 1181\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 465 \t -3566\n", + "\t\t\t\t\t -1549 \t 11879\n", + "GCD(39203, 5112) = 1, with coefficients -1549 and 11879 such that 1 = (-1549)*39203 + (11879)*5112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5113 \t 7 \t 3412 \t 1 \t 0\n", + "1 \t 5113 \t 3412 \t 1 \t 1701 \t 0 \t 1\n", + "2 \t 3412 \t 1701 \t 2 \t 10 \t 1 \t -7\n", + "3 \t 1701 \t 10 \t 170 \t 1 \t -1 \t 8\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 3 \t -23\n", + "\t\t\t\t\t -511 \t 3918\n", + "GCD(39203, 5113) = 1, with coefficients -511 and 3918 such that 1 = (-511)*39203 + (3918)*5113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5114 \t 7 \t 3405 \t 1 \t 0\n", + "1 \t 5114 \t 3405 \t 1 \t 1709 \t 0 \t 1\n", + "2 \t 3405 \t 1709 \t 1 \t 1696 \t 1 \t -7\n", + "3 \t 1709 \t 1696 \t 1 \t 13 \t -1 \t 8\n", + "4 \t 1696 \t 13 \t 130 \t 6 \t 2 \t -15\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -3 \t 23\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 392 \t -3005\n", + "\t\t\t\t\t -787 \t 6033\n", + "GCD(39203, 5114) = 1, with coefficients -787 and 6033 such that 1 = (-787)*39203 + (6033)*5114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5115 \t 7 \t 3398 \t 1 \t 0\n", + "1 \t 5115 \t 3398 \t 1 \t 1717 \t 0 \t 1\n", + "2 \t 3398 \t 1717 \t 1 \t 1681 \t 1 \t -7\n", + "3 \t 1717 \t 1681 \t 1 \t 36 \t -1 \t 8\n", + "4 \t 1681 \t 36 \t 46 \t 25 \t 2 \t -15\n", + "5 \t 36 \t 25 \t 1 \t 11 \t -3 \t 23\n", + "6 \t 25 \t 11 \t 2 \t 3 \t 140 \t -1073\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -143 \t 1096\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 426 \t -3265\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1421 \t 10891\n", + "\t\t\t\t\t 1847 \t -14156\n", + "GCD(39203, 5115) = 1, with coefficients 1847 and -14156 such that 1 = (1847)*39203 + (-14156)*5115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5116 \t 7 \t 3391 \t 1 \t 0\n", + "1 \t 5116 \t 3391 \t 1 \t 1725 \t 0 \t 1\n", + "2 \t 3391 \t 1725 \t 1 \t 1666 \t 1 \t -7\n", + "3 \t 1725 \t 1666 \t 1 \t 59 \t -1 \t 8\n", + "4 \t 1666 \t 59 \t 28 \t 14 \t 2 \t -15\n", + "5 \t 59 \t 14 \t 4 \t 3 \t -3 \t 23\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 86 \t -659\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -347 \t 2659\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1474 \t -11295\n", + "\t\t\t\t\t -1821 \t 13954\n", + "GCD(39203, 5116) = 1, with coefficients -1821 and 13954 such that 1 = (-1821)*39203 + (13954)*5116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5117 \t 7 \t 3384 \t 1 \t 0\n", + "1 \t 5117 \t 3384 \t 1 \t 1733 \t 0 \t 1\n", + "2 \t 3384 \t 1733 \t 1 \t 1651 \t 1 \t -7\n", + "3 \t 1733 \t 1651 \t 1 \t 82 \t -1 \t 8\n", + "4 \t 1651 \t 82 \t 20 \t 11 \t 2 \t -15\n", + "5 \t 82 \t 11 \t 7 \t 5 \t -3 \t 23\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 62 \t -475\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -437 \t 3348\n", + "\t\t\t\t\t 936 \t -7171\n", + "GCD(39203, 5117) = 1, with coefficients 936 and -7171 such that 1 = (936)*39203 + (-7171)*5117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5118 \t 7 \t 3377 \t 1 \t 0\n", + "1 \t 5118 \t 3377 \t 1 \t 1741 \t 0 \t 1\n", + "2 \t 3377 \t 1741 \t 1 \t 1636 \t 1 \t -7\n", + "3 \t 1741 \t 1636 \t 1 \t 105 \t -1 \t 8\n", + "4 \t 1636 \t 105 \t 15 \t 61 \t 2 \t -15\n", + "5 \t 105 \t 61 \t 1 \t 44 \t -3 \t 23\n", + "6 \t 61 \t 44 \t 1 \t 17 \t 47 \t -360\n", + "7 \t 44 \t 17 \t 2 \t 10 \t -50 \t 383\n", + "8 \t 17 \t 10 \t 1 \t 7 \t 97 \t -743\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -244 \t 1869\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 341 \t -2612\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -585 \t 4481\n", + "\t\t\t\t\t 1511 \t -11574\n", + "GCD(39203, 5118) = 1, with coefficients 1511 and -11574 such that 1 = (1511)*39203 + (-11574)*5118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5119 \t 7 \t 3370 \t 1 \t 0\n", + "1 \t 5119 \t 3370 \t 1 \t 1749 \t 0 \t 1\n", + "2 \t 3370 \t 1749 \t 1 \t 1621 \t 1 \t -7\n", + "3 \t 1749 \t 1621 \t 1 \t 128 \t -1 \t 8\n", + "4 \t 1621 \t 128 \t 12 \t 85 \t 2 \t -15\n", + "5 \t 128 \t 85 \t 1 \t 43 \t -3 \t 23\n", + "6 \t 85 \t 43 \t 1 \t 42 \t 38 \t -291\n", + "7 \t 43 \t 42 \t 1 \t 1 \t -41 \t 314\n", + "8 \t 42 \t 1 \t 42 \t 0 \t 79 \t -605\n", + "\t\t\t\t\t -120 \t 919\n", + "GCD(39203, 5119) = 1, with coefficients -120 and 919 such that 1 = (-120)*39203 + (919)*5119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5120 \t 7 \t 3363 \t 1 \t 0\n", + "1 \t 5120 \t 3363 \t 1 \t 1757 \t 0 \t 1\n", + "2 \t 3363 \t 1757 \t 1 \t 1606 \t 1 \t -7\n", + "3 \t 1757 \t 1606 \t 1 \t 151 \t -1 \t 8\n", + "4 \t 1606 \t 151 \t 10 \t 96 \t 2 \t -15\n", + "5 \t 151 \t 96 \t 1 \t 55 \t -3 \t 23\n", + "6 \t 96 \t 55 \t 1 \t 41 \t 32 \t -245\n", + "7 \t 55 \t 41 \t 1 \t 14 \t -35 \t 268\n", + "8 \t 41 \t 14 \t 2 \t 13 \t 67 \t -513\n", + "9 \t 14 \t 13 \t 1 \t 1 \t -102 \t 781\n", + "10 \t 13 \t 1 \t 13 \t 0 \t 271 \t -2075\n", + "\t\t\t\t\t -373 \t 2856\n", + "GCD(39203, 5120) = 1, with coefficients -373 and 2856 such that 1 = (-373)*39203 + (2856)*5120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5121 \t 7 \t 3356 \t 1 \t 0\n", + "1 \t 5121 \t 3356 \t 1 \t 1765 \t 0 \t 1\n", + "2 \t 3356 \t 1765 \t 1 \t 1591 \t 1 \t -7\n", + "3 \t 1765 \t 1591 \t 1 \t 174 \t -1 \t 8\n", + "4 \t 1591 \t 174 \t 9 \t 25 \t 2 \t -15\n", + "5 \t 174 \t 25 \t 6 \t 24 \t -3 \t 23\n", + "6 \t 25 \t 24 \t 1 \t 1 \t 29 \t -222\n", + "7 \t 24 \t 1 \t 24 \t 0 \t -177 \t 1355\n", + "\t\t\t\t\t 206 \t -1577\n", + "GCD(39203, 5121) = 1, with coefficients 206 and -1577 such that 1 = (206)*39203 + (-1577)*5121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5122 \t 7 \t 3349 \t 1 \t 0\n", + "1 \t 5122 \t 3349 \t 1 \t 1773 \t 0 \t 1\n", + "2 \t 3349 \t 1773 \t 1 \t 1576 \t 1 \t -7\n", + "3 \t 1773 \t 1576 \t 1 \t 197 \t -1 \t 8\n", + "4 \t 1576 \t 197 \t 8 \t 0 \t 2 \t -15\n", + "\t\t\t\t\t -3 \t 23\n", + "GCD(39203, 5122) = 197, with coefficients -3 and 23 such that 197 = (-3)*39203 + (23)*5122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5123 \t 7 \t 3342 \t 1 \t 0\n", + "1 \t 5123 \t 3342 \t 1 \t 1781 \t 0 \t 1\n", + "2 \t 3342 \t 1781 \t 1 \t 1561 \t 1 \t -7\n", + "3 \t 1781 \t 1561 \t 1 \t 220 \t -1 \t 8\n", + "4 \t 1561 \t 220 \t 7 \t 21 \t 2 \t -15\n", + "5 \t 220 \t 21 \t 10 \t 10 \t -3 \t 23\n", + "6 \t 21 \t 10 \t 2 \t 1 \t 23 \t -176\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -233 \t 1783\n", + "\t\t\t\t\t 489 \t -3742\n", + "GCD(39203, 5123) = 1, with coefficients 489 and -3742 such that 1 = (489)*39203 + (-3742)*5123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5124 \t 7 \t 3335 \t 1 \t 0\n", + "1 \t 5124 \t 3335 \t 1 \t 1789 \t 0 \t 1\n", + "2 \t 3335 \t 1789 \t 1 \t 1546 \t 1 \t -7\n", + "3 \t 1789 \t 1546 \t 1 \t 243 \t -1 \t 8\n", + "4 \t 1546 \t 243 \t 6 \t 88 \t 2 \t -15\n", + "5 \t 243 \t 88 \t 2 \t 67 \t -3 \t 23\n", + "6 \t 88 \t 67 \t 1 \t 21 \t 20 \t -153\n", + "7 \t 67 \t 21 \t 3 \t 4 \t -43 \t 329\n", + "8 \t 21 \t 4 \t 5 \t 1 \t 63 \t -482\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -232 \t 1775\n", + "\t\t\t\t\t 1223 \t -9357\n", + "GCD(39203, 5124) = 1, with coefficients 1223 and -9357 such that 1 = (1223)*39203 + (-9357)*5124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5125 \t 7 \t 3328 \t 1 \t 0\n", + "1 \t 5125 \t 3328 \t 1 \t 1797 \t 0 \t 1\n", + "2 \t 3328 \t 1797 \t 1 \t 1531 \t 1 \t -7\n", + "3 \t 1797 \t 1531 \t 1 \t 266 \t -1 \t 8\n", + "4 \t 1531 \t 266 \t 5 \t 201 \t 2 \t -15\n", + "5 \t 266 \t 201 \t 1 \t 65 \t -3 \t 23\n", + "6 \t 201 \t 65 \t 3 \t 6 \t 17 \t -130\n", + "7 \t 65 \t 6 \t 10 \t 5 \t -20 \t 153\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 77 \t -589\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -790 \t 6043\n", + "\t\t\t\t\t 867 \t -6632\n", + "GCD(39203, 5125) = 1, with coefficients 867 and -6632 such that 1 = (867)*39203 + (-6632)*5125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5126 \t 7 \t 3321 \t 1 \t 0\n", + "1 \t 5126 \t 3321 \t 1 \t 1805 \t 0 \t 1\n", + "2 \t 3321 \t 1805 \t 1 \t 1516 \t 1 \t -7\n", + "3 \t 1805 \t 1516 \t 1 \t 289 \t -1 \t 8\n", + "4 \t 1516 \t 289 \t 5 \t 71 \t 2 \t -15\n", + "5 \t 289 \t 71 \t 4 \t 5 \t -3 \t 23\n", + "6 \t 71 \t 5 \t 14 \t 1 \t 17 \t -130\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -71 \t 543\n", + "\t\t\t\t\t 1011 \t -7732\n", + "GCD(39203, 5126) = 1, with coefficients 1011 and -7732 such that 1 = (1011)*39203 + (-7732)*5126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5127 \t 7 \t 3314 \t 1 \t 0\n", + "1 \t 5127 \t 3314 \t 1 \t 1813 \t 0 \t 1\n", + "2 \t 3314 \t 1813 \t 1 \t 1501 \t 1 \t -7\n", + "3 \t 1813 \t 1501 \t 1 \t 312 \t -1 \t 8\n", + "4 \t 1501 \t 312 \t 4 \t 253 \t 2 \t -15\n", + "5 \t 312 \t 253 \t 1 \t 59 \t -3 \t 23\n", + "6 \t 253 \t 59 \t 4 \t 17 \t 14 \t -107\n", + "7 \t 59 \t 17 \t 3 \t 8 \t -17 \t 130\n", + "8 \t 17 \t 8 \t 2 \t 1 \t 82 \t -627\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -263 \t 2011\n", + "\t\t\t\t\t 608 \t -4649\n", + "GCD(39203, 5127) = 1, with coefficients 608 and -4649 such that 1 = (608)*39203 + (-4649)*5127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5128 \t 7 \t 3307 \t 1 \t 0\n", + "1 \t 5128 \t 3307 \t 1 \t 1821 \t 0 \t 1\n", + "2 \t 3307 \t 1821 \t 1 \t 1486 \t 1 \t -7\n", + "3 \t 1821 \t 1486 \t 1 \t 335 \t -1 \t 8\n", + "4 \t 1486 \t 335 \t 4 \t 146 \t 2 \t -15\n", + "5 \t 335 \t 146 \t 2 \t 43 \t -3 \t 23\n", + "6 \t 146 \t 43 \t 3 \t 17 \t 14 \t -107\n", + "7 \t 43 \t 17 \t 2 \t 9 \t -31 \t 237\n", + "8 \t 17 \t 9 \t 1 \t 8 \t 107 \t -818\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -245 \t 1873\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 352 \t -2691\n", + "\t\t\t\t\t -597 \t 4564\n", + "GCD(39203, 5128) = 1, with coefficients -597 and 4564 such that 1 = (-597)*39203 + (4564)*5128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5129 \t 7 \t 3300 \t 1 \t 0\n", + "1 \t 5129 \t 3300 \t 1 \t 1829 \t 0 \t 1\n", + "2 \t 3300 \t 1829 \t 1 \t 1471 \t 1 \t -7\n", + "3 \t 1829 \t 1471 \t 1 \t 358 \t -1 \t 8\n", + "4 \t 1471 \t 358 \t 4 \t 39 \t 2 \t -15\n", + "5 \t 358 \t 39 \t 9 \t 7 \t -3 \t 23\n", + "6 \t 39 \t 7 \t 5 \t 4 \t 14 \t -107\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -129 \t 986\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 659 \t -5037\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -788 \t 6023\n", + "\t\t\t\t\t 1447 \t -11060\n", + "GCD(39203, 5129) = 1, with coefficients 1447 and -11060 such that 1 = (1447)*39203 + (-11060)*5129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5130 \t 7 \t 3293 \t 1 \t 0\n", + "1 \t 5130 \t 3293 \t 1 \t 1837 \t 0 \t 1\n", + "2 \t 3293 \t 1837 \t 1 \t 1456 \t 1 \t -7\n", + "3 \t 1837 \t 1456 \t 1 \t 381 \t -1 \t 8\n", + "4 \t 1456 \t 381 \t 3 \t 313 \t 2 \t -15\n", + "5 \t 381 \t 313 \t 1 \t 68 \t -3 \t 23\n", + "6 \t 313 \t 68 \t 4 \t 41 \t 11 \t -84\n", + "7 \t 68 \t 41 \t 1 \t 27 \t -14 \t 107\n", + "8 \t 41 \t 27 \t 1 \t 14 \t 67 \t -512\n", + "9 \t 27 \t 14 \t 1 \t 13 \t -81 \t 619\n", + "10 \t 14 \t 13 \t 1 \t 1 \t 148 \t -1131\n", + "11 \t 13 \t 1 \t 13 \t 0 \t -229 \t 1750\n", + "\t\t\t\t\t 377 \t -2881\n", + "GCD(39203, 5130) = 1, with coefficients 377 and -2881 such that 1 = (377)*39203 + (-2881)*5130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5131 \t 7 \t 3286 \t 1 \t 0\n", + "1 \t 5131 \t 3286 \t 1 \t 1845 \t 0 \t 1\n", + "2 \t 3286 \t 1845 \t 1 \t 1441 \t 1 \t -7\n", + "3 \t 1845 \t 1441 \t 1 \t 404 \t -1 \t 8\n", + "4 \t 1441 \t 404 \t 3 \t 229 \t 2 \t -15\n", + "5 \t 404 \t 229 \t 1 \t 175 \t -3 \t 23\n", + "6 \t 229 \t 175 \t 1 \t 54 \t 11 \t -84\n", + "7 \t 175 \t 54 \t 3 \t 13 \t -14 \t 107\n", + "8 \t 54 \t 13 \t 4 \t 2 \t 25 \t -191\n", + "9 \t 13 \t 2 \t 6 \t 1 \t -89 \t 680\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 381 \t -2911\n", + "\t\t\t\t\t -2375 \t 18146\n", + "GCD(39203, 5131) = 1, with coefficients -2375 and 18146 such that 1 = (-2375)*39203 + (18146)*5131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5132 \t 7 \t 3279 \t 1 \t 0\n", + "1 \t 5132 \t 3279 \t 1 \t 1853 \t 0 \t 1\n", + "2 \t 3279 \t 1853 \t 1 \t 1426 \t 1 \t -7\n", + "3 \t 1853 \t 1426 \t 1 \t 427 \t -1 \t 8\n", + "4 \t 1426 \t 427 \t 3 \t 145 \t 2 \t -15\n", + "5 \t 427 \t 145 \t 2 \t 137 \t -3 \t 23\n", + "6 \t 145 \t 137 \t 1 \t 8 \t 11 \t -84\n", + "7 \t 137 \t 8 \t 17 \t 1 \t -25 \t 191\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 36 \t -275\n", + "\t\t\t\t\t -637 \t 4866\n", + "GCD(39203, 5132) = 1, with coefficients -637 and 4866 such that 1 = (-637)*39203 + (4866)*5132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5133 \t 7 \t 3272 \t 1 \t 0\n", + "1 \t 5133 \t 3272 \t 1 \t 1861 \t 0 \t 1\n", + "2 \t 3272 \t 1861 \t 1 \t 1411 \t 1 \t -7\n", + "3 \t 1861 \t 1411 \t 1 \t 450 \t -1 \t 8\n", + "4 \t 1411 \t 450 \t 3 \t 61 \t 2 \t -15\n", + "5 \t 450 \t 61 \t 7 \t 23 \t -3 \t 23\n", + "6 \t 61 \t 23 \t 2 \t 15 \t 11 \t -84\n", + "7 \t 23 \t 15 \t 1 \t 8 \t -80 \t 611\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 171 \t -1306\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -251 \t 1917\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 422 \t -3223\n", + "\t\t\t\t\t -673 \t 5140\n", + "GCD(39203, 5133) = 1, with coefficients -673 and 5140 such that 1 = (-673)*39203 + (5140)*5133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5134 \t 7 \t 3265 \t 1 \t 0\n", + "1 \t 5134 \t 3265 \t 1 \t 1869 \t 0 \t 1\n", + "2 \t 3265 \t 1869 \t 1 \t 1396 \t 1 \t -7\n", + "3 \t 1869 \t 1396 \t 1 \t 473 \t -1 \t 8\n", + "4 \t 1396 \t 473 \t 2 \t 450 \t 2 \t -15\n", + "5 \t 473 \t 450 \t 1 \t 23 \t -3 \t 23\n", + "6 \t 450 \t 23 \t 19 \t 13 \t 8 \t -61\n", + "7 \t 23 \t 13 \t 1 \t 10 \t -11 \t 84\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 217 \t -1657\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -228 \t 1741\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 445 \t -3398\n", + "\t\t\t\t\t -1563 \t 11935\n", + "GCD(39203, 5134) = 1, with coefficients -1563 and 11935 such that 1 = (-1563)*39203 + (11935)*5134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5135 \t 7 \t 3258 \t 1 \t 0\n", + "1 \t 5135 \t 3258 \t 1 \t 1877 \t 0 \t 1\n", + "2 \t 3258 \t 1877 \t 1 \t 1381 \t 1 \t -7\n", + "3 \t 1877 \t 1381 \t 1 \t 496 \t -1 \t 8\n", + "4 \t 1381 \t 496 \t 2 \t 389 \t 2 \t -15\n", + "5 \t 496 \t 389 \t 1 \t 107 \t -3 \t 23\n", + "6 \t 389 \t 107 \t 3 \t 68 \t 8 \t -61\n", + "7 \t 107 \t 68 \t 1 \t 39 \t -11 \t 84\n", + "8 \t 68 \t 39 \t 1 \t 29 \t 41 \t -313\n", + "9 \t 39 \t 29 \t 1 \t 10 \t -52 \t 397\n", + "10 \t 29 \t 10 \t 2 \t 9 \t 93 \t -710\n", + "11 \t 10 \t 9 \t 1 \t 1 \t -145 \t 1107\n", + "12 \t 9 \t 1 \t 9 \t 0 \t 383 \t -2924\n", + "\t\t\t\t\t -528 \t 4031\n", + "GCD(39203, 5135) = 1, with coefficients -528 and 4031 such that 1 = (-528)*39203 + (4031)*5135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5136 \t 7 \t 3251 \t 1 \t 0\n", + "1 \t 5136 \t 3251 \t 1 \t 1885 \t 0 \t 1\n", + "2 \t 3251 \t 1885 \t 1 \t 1366 \t 1 \t -7\n", + "3 \t 1885 \t 1366 \t 1 \t 519 \t -1 \t 8\n", + "4 \t 1366 \t 519 \t 2 \t 328 \t 2 \t -15\n", + "5 \t 519 \t 328 \t 1 \t 191 \t -3 \t 23\n", + "6 \t 328 \t 191 \t 1 \t 137 \t 8 \t -61\n", + "7 \t 191 \t 137 \t 1 \t 54 \t -11 \t 84\n", + "8 \t 137 \t 54 \t 2 \t 29 \t 19 \t -145\n", + "9 \t 54 \t 29 \t 1 \t 25 \t -30 \t 229\n", + "10 \t 29 \t 25 \t 1 \t 4 \t 79 \t -603\n", + "11 \t 25 \t 4 \t 6 \t 1 \t -109 \t 832\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 188 \t -1435\n", + "\t\t\t\t\t -1237 \t 9442\n", + "GCD(39203, 5136) = 1, with coefficients -1237 and 9442 such that 1 = (-1237)*39203 + (9442)*5136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5137 \t 7 \t 3244 \t 1 \t 0\n", + "1 \t 5137 \t 3244 \t 1 \t 1893 \t 0 \t 1\n", + "2 \t 3244 \t 1893 \t 1 \t 1351 \t 1 \t -7\n", + "3 \t 1893 \t 1351 \t 1 \t 542 \t -1 \t 8\n", + "4 \t 1351 \t 542 \t 2 \t 267 \t 2 \t -15\n", + "5 \t 542 \t 267 \t 2 \t 8 \t -3 \t 23\n", + "6 \t 267 \t 8 \t 33 \t 3 \t 8 \t -61\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -19 \t 145\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 635 \t -4846\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1289 \t 9837\n", + "\t\t\t\t\t 1924 \t -14683\n", + "GCD(39203, 5137) = 1, with coefficients 1924 and -14683 such that 1 = (1924)*39203 + (-14683)*5137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5138 \t 7 \t 3237 \t 1 \t 0\n", + "1 \t 5138 \t 3237 \t 1 \t 1901 \t 0 \t 1\n", + "2 \t 3237 \t 1901 \t 1 \t 1336 \t 1 \t -7\n", + "3 \t 1901 \t 1336 \t 1 \t 565 \t -1 \t 8\n", + "4 \t 1336 \t 565 \t 2 \t 206 \t 2 \t -15\n", + "5 \t 565 \t 206 \t 2 \t 153 \t -3 \t 23\n", + "6 \t 206 \t 153 \t 1 \t 53 \t 8 \t -61\n", + "7 \t 153 \t 53 \t 2 \t 47 \t -19 \t 145\n", + "8 \t 53 \t 47 \t 1 \t 6 \t 27 \t -206\n", + "9 \t 47 \t 6 \t 7 \t 5 \t -73 \t 557\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 100 \t -763\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -773 \t 5898\n", + "\t\t\t\t\t 873 \t -6661\n", + "GCD(39203, 5138) = 1, with coefficients 873 and -6661 such that 1 = (873)*39203 + (-6661)*5138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5139 \t 7 \t 3230 \t 1 \t 0\n", + "1 \t 5139 \t 3230 \t 1 \t 1909 \t 0 \t 1\n", + "2 \t 3230 \t 1909 \t 1 \t 1321 \t 1 \t -7\n", + "3 \t 1909 \t 1321 \t 1 \t 588 \t -1 \t 8\n", + "4 \t 1321 \t 588 \t 2 \t 145 \t 2 \t -15\n", + "5 \t 588 \t 145 \t 4 \t 8 \t -3 \t 23\n", + "6 \t 145 \t 8 \t 18 \t 1 \t 8 \t -61\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -35 \t 267\n", + "\t\t\t\t\t 638 \t -4867\n", + "GCD(39203, 5139) = 1, with coefficients 638 and -4867 such that 1 = (638)*39203 + (-4867)*5139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5140 \t 7 \t 3223 \t 1 \t 0\n", + "1 \t 5140 \t 3223 \t 1 \t 1917 \t 0 \t 1\n", + "2 \t 3223 \t 1917 \t 1 \t 1306 \t 1 \t -7\n", + "3 \t 1917 \t 1306 \t 1 \t 611 \t -1 \t 8\n", + "4 \t 1306 \t 611 \t 2 \t 84 \t 2 \t -15\n", + "5 \t 611 \t 84 \t 7 \t 23 \t -3 \t 23\n", + "6 \t 84 \t 23 \t 3 \t 15 \t 8 \t -61\n", + "7 \t 23 \t 15 \t 1 \t 8 \t -59 \t 450\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 185 \t -1411\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -244 \t 1861\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 429 \t -3272\n", + "\t\t\t\t\t -673 \t 5133\n", + "GCD(39203, 5140) = 1, with coefficients -673 and 5133 such that 1 = (-673)*39203 + (5133)*5140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5141 \t 7 \t 3216 \t 1 \t 0\n", + "1 \t 5141 \t 3216 \t 1 \t 1925 \t 0 \t 1\n", + "2 \t 3216 \t 1925 \t 1 \t 1291 \t 1 \t -7\n", + "3 \t 1925 \t 1291 \t 1 \t 634 \t -1 \t 8\n", + "4 \t 1291 \t 634 \t 2 \t 23 \t 2 \t -15\n", + "5 \t 634 \t 23 \t 27 \t 13 \t -3 \t 23\n", + "6 \t 23 \t 13 \t 1 \t 10 \t 8 \t -61\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -219 \t 1670\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 227 \t -1731\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -446 \t 3401\n", + "\t\t\t\t\t 1565 \t -11934\n", + "GCD(39203, 5141) = 1, with coefficients 1565 and -11934 such that 1 = (1565)*39203 + (-11934)*5141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5142 \t 7 \t 3209 \t 1 \t 0\n", + "1 \t 5142 \t 3209 \t 1 \t 1933 \t 0 \t 1\n", + "2 \t 3209 \t 1933 \t 1 \t 1276 \t 1 \t -7\n", + "3 \t 1933 \t 1276 \t 1 \t 657 \t -1 \t 8\n", + "4 \t 1276 \t 657 \t 1 \t 619 \t 2 \t -15\n", + "5 \t 657 \t 619 \t 1 \t 38 \t -3 \t 23\n", + "6 \t 619 \t 38 \t 16 \t 11 \t 5 \t -38\n", + "7 \t 38 \t 11 \t 3 \t 5 \t -8 \t 61\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 133 \t -1014\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -407 \t 3103\n", + "\t\t\t\t\t 947 \t -7220\n", + "GCD(39203, 5142) = 1, with coefficients 947 and -7220 such that 1 = (947)*39203 + (-7220)*5142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5143 \t 7 \t 3202 \t 1 \t 0\n", + "1 \t 5143 \t 3202 \t 1 \t 1941 \t 0 \t 1\n", + "2 \t 3202 \t 1941 \t 1 \t 1261 \t 1 \t -7\n", + "3 \t 1941 \t 1261 \t 1 \t 680 \t -1 \t 8\n", + "4 \t 1261 \t 680 \t 1 \t 581 \t 2 \t -15\n", + "5 \t 680 \t 581 \t 1 \t 99 \t -3 \t 23\n", + "6 \t 581 \t 99 \t 5 \t 86 \t 5 \t -38\n", + "7 \t 99 \t 86 \t 1 \t 13 \t -8 \t 61\n", + "8 \t 86 \t 13 \t 6 \t 8 \t 45 \t -343\n", + "9 \t 13 \t 8 \t 1 \t 5 \t -53 \t 404\n", + "10 \t 8 \t 5 \t 1 \t 3 \t 363 \t -2767\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -416 \t 3171\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 779 \t -5938\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1195 \t 9109\n", + "\t\t\t\t\t 1974 \t -15047\n", + "GCD(39203, 5143) = 1, with coefficients 1974 and -15047 such that 1 = (1974)*39203 + (-15047)*5143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5144 \t 7 \t 3195 \t 1 \t 0\n", + "1 \t 5144 \t 3195 \t 1 \t 1949 \t 0 \t 1\n", + "2 \t 3195 \t 1949 \t 1 \t 1246 \t 1 \t -7\n", + "3 \t 1949 \t 1246 \t 1 \t 703 \t -1 \t 8\n", + "4 \t 1246 \t 703 \t 1 \t 543 \t 2 \t -15\n", + "5 \t 703 \t 543 \t 1 \t 160 \t -3 \t 23\n", + "6 \t 543 \t 160 \t 3 \t 63 \t 5 \t -38\n", + "7 \t 160 \t 63 \t 2 \t 34 \t -8 \t 61\n", + "8 \t 63 \t 34 \t 1 \t 29 \t 29 \t -221\n", + "9 \t 34 \t 29 \t 1 \t 5 \t -66 \t 503\n", + "10 \t 29 \t 5 \t 5 \t 4 \t 95 \t -724\n", + "11 \t 5 \t 4 \t 1 \t 1 \t -161 \t 1227\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 900 \t -6859\n", + "\t\t\t\t\t -1061 \t 8086\n", + "GCD(39203, 5144) = 1, with coefficients -1061 and 8086 such that 1 = (-1061)*39203 + (8086)*5144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5145 \t 7 \t 3188 \t 1 \t 0\n", + "1 \t 5145 \t 3188 \t 1 \t 1957 \t 0 \t 1\n", + "2 \t 3188 \t 1957 \t 1 \t 1231 \t 1 \t -7\n", + "3 \t 1957 \t 1231 \t 1 \t 726 \t -1 \t 8\n", + "4 \t 1231 \t 726 \t 1 \t 505 \t 2 \t -15\n", + "5 \t 726 \t 505 \t 1 \t 221 \t -3 \t 23\n", + "6 \t 505 \t 221 \t 2 \t 63 \t 5 \t -38\n", + "7 \t 221 \t 63 \t 3 \t 32 \t -8 \t 61\n", + "8 \t 63 \t 32 \t 1 \t 31 \t 21 \t -160\n", + "9 \t 32 \t 31 \t 1 \t 1 \t -71 \t 541\n", + "10 \t 31 \t 1 \t 31 \t 0 \t 92 \t -701\n", + "\t\t\t\t\t -163 \t 1242\n", + "GCD(39203, 5145) = 1, with coefficients -163 and 1242 such that 1 = (-163)*39203 + (1242)*5145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5146 \t 7 \t 3181 \t 1 \t 0\n", + "1 \t 5146 \t 3181 \t 1 \t 1965 \t 0 \t 1\n", + "2 \t 3181 \t 1965 \t 1 \t 1216 \t 1 \t -7\n", + "3 \t 1965 \t 1216 \t 1 \t 749 \t -1 \t 8\n", + "4 \t 1216 \t 749 \t 1 \t 467 \t 2 \t -15\n", + "5 \t 749 \t 467 \t 1 \t 282 \t -3 \t 23\n", + "6 \t 467 \t 282 \t 1 \t 185 \t 5 \t -38\n", + "7 \t 282 \t 185 \t 1 \t 97 \t -8 \t 61\n", + "8 \t 185 \t 97 \t 1 \t 88 \t 13 \t -99\n", + "9 \t 97 \t 88 \t 1 \t 9 \t -21 \t 160\n", + "10 \t 88 \t 9 \t 9 \t 7 \t 34 \t -259\n", + "11 \t 9 \t 7 \t 1 \t 2 \t -55 \t 419\n", + "12 \t 7 \t 2 \t 3 \t 1 \t 529 \t -4030\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -584 \t 4449\n", + "\t\t\t\t\t 2281 \t -17377\n", + "GCD(39203, 5146) = 1, with coefficients 2281 and -17377 such that 1 = (2281)*39203 + (-17377)*5146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5147 \t 7 \t 3174 \t 1 \t 0\n", + "1 \t 5147 \t 3174 \t 1 \t 1973 \t 0 \t 1\n", + "2 \t 3174 \t 1973 \t 1 \t 1201 \t 1 \t -7\n", + "3 \t 1973 \t 1201 \t 1 \t 772 \t -1 \t 8\n", + "4 \t 1201 \t 772 \t 1 \t 429 \t 2 \t -15\n", + "5 \t 772 \t 429 \t 1 \t 343 \t -3 \t 23\n", + "6 \t 429 \t 343 \t 1 \t 86 \t 5 \t -38\n", + "7 \t 343 \t 86 \t 3 \t 85 \t -8 \t 61\n", + "8 \t 86 \t 85 \t 1 \t 1 \t 13 \t -99\n", + "9 \t 85 \t 1 \t 85 \t 0 \t -47 \t 358\n", + "\t\t\t\t\t 60 \t -457\n", + "GCD(39203, 5147) = 1, with coefficients 60 and -457 such that 1 = (60)*39203 + (-457)*5147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5148 \t 7 \t 3167 \t 1 \t 0\n", + "1 \t 5148 \t 3167 \t 1 \t 1981 \t 0 \t 1\n", + "2 \t 3167 \t 1981 \t 1 \t 1186 \t 1 \t -7\n", + "3 \t 1981 \t 1186 \t 1 \t 795 \t -1 \t 8\n", + "4 \t 1186 \t 795 \t 1 \t 391 \t 2 \t -15\n", + "5 \t 795 \t 391 \t 2 \t 13 \t -3 \t 23\n", + "6 \t 391 \t 13 \t 30 \t 1 \t 5 \t -38\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -13 \t 99\n", + "\t\t\t\t\t 395 \t -3008\n", + "GCD(39203, 5148) = 1, with coefficients 395 and -3008 such that 1 = (395)*39203 + (-3008)*5148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5149 \t 7 \t 3160 \t 1 \t 0\n", + "1 \t 5149 \t 3160 \t 1 \t 1989 \t 0 \t 1\n", + "2 \t 3160 \t 1989 \t 1 \t 1171 \t 1 \t -7\n", + "3 \t 1989 \t 1171 \t 1 \t 818 \t -1 \t 8\n", + "4 \t 1171 \t 818 \t 1 \t 353 \t 2 \t -15\n", + "5 \t 818 \t 353 \t 2 \t 112 \t -3 \t 23\n", + "6 \t 353 \t 112 \t 3 \t 17 \t 5 \t -38\n", + "7 \t 112 \t 17 \t 6 \t 10 \t -13 \t 99\n", + "8 \t 17 \t 10 \t 1 \t 7 \t 44 \t -335\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -277 \t 2109\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 321 \t -2444\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -598 \t 4553\n", + "\t\t\t\t\t 1517 \t -11550\n", + "GCD(39203, 5149) = 1, with coefficients 1517 and -11550 such that 1 = (1517)*39203 + (-11550)*5149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5150 \t 7 \t 3153 \t 1 \t 0\n", + "1 \t 5150 \t 3153 \t 1 \t 1997 \t 0 \t 1\n", + "2 \t 3153 \t 1997 \t 1 \t 1156 \t 1 \t -7\n", + "3 \t 1997 \t 1156 \t 1 \t 841 \t -1 \t 8\n", + "4 \t 1156 \t 841 \t 1 \t 315 \t 2 \t -15\n", + "5 \t 841 \t 315 \t 2 \t 211 \t -3 \t 23\n", + "6 \t 315 \t 211 \t 1 \t 104 \t 5 \t -38\n", + "7 \t 211 \t 104 \t 2 \t 3 \t -13 \t 99\n", + "8 \t 104 \t 3 \t 34 \t 2 \t 18 \t -137\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -49 \t 373\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1684 \t -12819\n", + "\t\t\t\t\t -1733 \t 13192\n", + "GCD(39203, 5150) = 1, with coefficients -1733 and 13192 such that 1 = (-1733)*39203 + (13192)*5150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5151 \t 7 \t 3146 \t 1 \t 0\n", + "1 \t 5151 \t 3146 \t 1 \t 2005 \t 0 \t 1\n", + "2 \t 3146 \t 2005 \t 1 \t 1141 \t 1 \t -7\n", + "3 \t 2005 \t 1141 \t 1 \t 864 \t -1 \t 8\n", + "4 \t 1141 \t 864 \t 1 \t 277 \t 2 \t -15\n", + "5 \t 864 \t 277 \t 3 \t 33 \t -3 \t 23\n", + "6 \t 277 \t 33 \t 8 \t 13 \t 5 \t -38\n", + "7 \t 33 \t 13 \t 2 \t 7 \t -18 \t 137\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 149 \t -1134\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -316 \t 2405\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 465 \t -3539\n", + "\t\t\t\t\t -781 \t 5944\n", + "GCD(39203, 5151) = 1, with coefficients -781 and 5944 such that 1 = (-781)*39203 + (5944)*5151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5152 \t 7 \t 3139 \t 1 \t 0\n", + "1 \t 5152 \t 3139 \t 1 \t 2013 \t 0 \t 1\n", + "2 \t 3139 \t 2013 \t 1 \t 1126 \t 1 \t -7\n", + "3 \t 2013 \t 1126 \t 1 \t 887 \t -1 \t 8\n", + "4 \t 1126 \t 887 \t 1 \t 239 \t 2 \t -15\n", + "5 \t 887 \t 239 \t 3 \t 170 \t -3 \t 23\n", + "6 \t 239 \t 170 \t 1 \t 69 \t 5 \t -38\n", + "7 \t 170 \t 69 \t 2 \t 32 \t -18 \t 137\n", + "8 \t 69 \t 32 \t 2 \t 5 \t 23 \t -175\n", + "9 \t 32 \t 5 \t 6 \t 2 \t -64 \t 487\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 151 \t -1149\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -970 \t 7381\n", + "\t\t\t\t\t 2091 \t -15911\n", + "GCD(39203, 5152) = 1, with coefficients 2091 and -15911 such that 1 = (2091)*39203 + (-15911)*5152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5153 \t 7 \t 3132 \t 1 \t 0\n", + "1 \t 5153 \t 3132 \t 1 \t 2021 \t 0 \t 1\n", + "2 \t 3132 \t 2021 \t 1 \t 1111 \t 1 \t -7\n", + "3 \t 2021 \t 1111 \t 1 \t 910 \t -1 \t 8\n", + "4 \t 1111 \t 910 \t 1 \t 201 \t 2 \t -15\n", + "5 \t 910 \t 201 \t 4 \t 106 \t -3 \t 23\n", + "6 \t 201 \t 106 \t 1 \t 95 \t 5 \t -38\n", + "7 \t 106 \t 95 \t 1 \t 11 \t -23 \t 175\n", + "8 \t 95 \t 11 \t 8 \t 7 \t 28 \t -213\n", + "9 \t 11 \t 7 \t 1 \t 4 \t -51 \t 388\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 436 \t -3317\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -487 \t 3705\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 923 \t -7022\n", + "\t\t\t\t\t -1410 \t 10727\n", + "GCD(39203, 5153) = 1, with coefficients -1410 and 10727 such that 1 = (-1410)*39203 + (10727)*5153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5154 \t 7 \t 3125 \t 1 \t 0\n", + "1 \t 5154 \t 3125 \t 1 \t 2029 \t 0 \t 1\n", + "2 \t 3125 \t 2029 \t 1 \t 1096 \t 1 \t -7\n", + "3 \t 2029 \t 1096 \t 1 \t 933 \t -1 \t 8\n", + "4 \t 1096 \t 933 \t 1 \t 163 \t 2 \t -15\n", + "5 \t 933 \t 163 \t 5 \t 118 \t -3 \t 23\n", + "6 \t 163 \t 118 \t 1 \t 45 \t 5 \t -38\n", + "7 \t 118 \t 45 \t 2 \t 28 \t -28 \t 213\n", + "8 \t 45 \t 28 \t 1 \t 17 \t 33 \t -251\n", + "9 \t 28 \t 17 \t 1 \t 11 \t -94 \t 715\n", + "10 \t 17 \t 11 \t 1 \t 6 \t 127 \t -966\n", + "11 \t 11 \t 6 \t 1 \t 5 \t -221 \t 1681\n", + "12 \t 6 \t 5 \t 1 \t 1 \t 348 \t -2647\n", + "13 \t 5 \t 1 \t 5 \t 0 \t -569 \t 4328\n", + "\t\t\t\t\t 917 \t -6975\n", + "GCD(39203, 5154) = 1, with coefficients 917 and -6975 such that 1 = (917)*39203 + (-6975)*5154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5155 \t 7 \t 3118 \t 1 \t 0\n", + "1 \t 5155 \t 3118 \t 1 \t 2037 \t 0 \t 1\n", + "2 \t 3118 \t 2037 \t 1 \t 1081 \t 1 \t -7\n", + "3 \t 2037 \t 1081 \t 1 \t 956 \t -1 \t 8\n", + "4 \t 1081 \t 956 \t 1 \t 125 \t 2 \t -15\n", + "5 \t 956 \t 125 \t 7 \t 81 \t -3 \t 23\n", + "6 \t 125 \t 81 \t 1 \t 44 \t 5 \t -38\n", + "7 \t 81 \t 44 \t 1 \t 37 \t -38 \t 289\n", + "8 \t 44 \t 37 \t 1 \t 7 \t 43 \t -327\n", + "9 \t 37 \t 7 \t 5 \t 2 \t -81 \t 616\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 124 \t -943\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -701 \t 5331\n", + "\t\t\t\t\t 2227 \t -16936\n", + "GCD(39203, 5155) = 1, with coefficients 2227 and -16936 such that 1 = (2227)*39203 + (-16936)*5155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5156 \t 7 \t 3111 \t 1 \t 0\n", + "1 \t 5156 \t 3111 \t 1 \t 2045 \t 0 \t 1\n", + "2 \t 3111 \t 2045 \t 1 \t 1066 \t 1 \t -7\n", + "3 \t 2045 \t 1066 \t 1 \t 979 \t -1 \t 8\n", + "4 \t 1066 \t 979 \t 1 \t 87 \t 2 \t -15\n", + "5 \t 979 \t 87 \t 11 \t 22 \t -3 \t 23\n", + "6 \t 87 \t 22 \t 3 \t 21 \t 5 \t -38\n", + "7 \t 22 \t 21 \t 1 \t 1 \t -58 \t 441\n", + "8 \t 21 \t 1 \t 21 \t 0 \t 179 \t -1361\n", + "\t\t\t\t\t -237 \t 1802\n", + "GCD(39203, 5156) = 1, with coefficients -237 and 1802 such that 1 = (-237)*39203 + (1802)*5156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5157 \t 7 \t 3104 \t 1 \t 0\n", + "1 \t 5157 \t 3104 \t 1 \t 2053 \t 0 \t 1\n", + "2 \t 3104 \t 2053 \t 1 \t 1051 \t 1 \t -7\n", + "3 \t 2053 \t 1051 \t 1 \t 1002 \t -1 \t 8\n", + "4 \t 1051 \t 1002 \t 1 \t 49 \t 2 \t -15\n", + "5 \t 1002 \t 49 \t 20 \t 22 \t -3 \t 23\n", + "6 \t 49 \t 22 \t 2 \t 5 \t 5 \t -38\n", + "7 \t 22 \t 5 \t 4 \t 2 \t -103 \t 783\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 211 \t -1604\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -947 \t 7199\n", + "\t\t\t\t\t 2105 \t -16002\n", + "GCD(39203, 5157) = 1, with coefficients 2105 and -16002 such that 1 = (2105)*39203 + (-16002)*5157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5158 \t 7 \t 3097 \t 1 \t 0\n", + "1 \t 5158 \t 3097 \t 1 \t 2061 \t 0 \t 1\n", + "2 \t 3097 \t 2061 \t 1 \t 1036 \t 1 \t -7\n", + "3 \t 2061 \t 1036 \t 1 \t 1025 \t -1 \t 8\n", + "4 \t 1036 \t 1025 \t 1 \t 11 \t 2 \t -15\n", + "5 \t 1025 \t 11 \t 93 \t 2 \t -3 \t 23\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 5 \t -38\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -468 \t 3557\n", + "\t\t\t\t\t 2345 \t -17823\n", + "GCD(39203, 5158) = 1, with coefficients 2345 and -17823 such that 1 = (2345)*39203 + (-17823)*5158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5159 \t 7 \t 3090 \t 1 \t 0\n", + "1 \t 5159 \t 3090 \t 1 \t 2069 \t 0 \t 1\n", + "2 \t 3090 \t 2069 \t 1 \t 1021 \t 1 \t -7\n", + "3 \t 2069 \t 1021 \t 2 \t 27 \t -1 \t 8\n", + "4 \t 1021 \t 27 \t 37 \t 22 \t 2 \t -15\n", + "5 \t 27 \t 22 \t 1 \t 5 \t -5 \t 38\n", + "6 \t 22 \t 5 \t 4 \t 2 \t 187 \t -1421\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -192 \t 1459\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 955 \t -7257\n", + "\t\t\t\t\t -2102 \t 15973\n", + "GCD(39203, 5159) = 1, with coefficients -2102 and 15973 such that 1 = (-2102)*39203 + (15973)*5159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5160 \t 7 \t 3083 \t 1 \t 0\n", + "1 \t 5160 \t 3083 \t 1 \t 2077 \t 0 \t 1\n", + "2 \t 3083 \t 2077 \t 1 \t 1006 \t 1 \t -7\n", + "3 \t 2077 \t 1006 \t 2 \t 65 \t -1 \t 8\n", + "4 \t 1006 \t 65 \t 15 \t 31 \t 2 \t -15\n", + "5 \t 65 \t 31 \t 2 \t 3 \t -5 \t 38\n", + "6 \t 31 \t 3 \t 10 \t 1 \t 77 \t -585\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -159 \t 1208\n", + "\t\t\t\t\t 1667 \t -12665\n", + "GCD(39203, 5160) = 1, with coefficients 1667 and -12665 such that 1 = (1667)*39203 + (-12665)*5160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5161 \t 7 \t 3076 \t 1 \t 0\n", + "1 \t 5161 \t 3076 \t 1 \t 2085 \t 0 \t 1\n", + "2 \t 3076 \t 2085 \t 1 \t 991 \t 1 \t -7\n", + "3 \t 2085 \t 991 \t 2 \t 103 \t -1 \t 8\n", + "4 \t 991 \t 103 \t 9 \t 64 \t 2 \t -15\n", + "5 \t 103 \t 64 \t 1 \t 39 \t -5 \t 38\n", + "6 \t 64 \t 39 \t 1 \t 25 \t 47 \t -357\n", + "7 \t 39 \t 25 \t 1 \t 14 \t -52 \t 395\n", + "8 \t 25 \t 14 \t 1 \t 11 \t 99 \t -752\n", + "9 \t 14 \t 11 \t 1 \t 3 \t -151 \t 1147\n", + "10 \t 11 \t 3 \t 3 \t 2 \t 250 \t -1899\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -401 \t 3046\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1453 \t -11037\n", + "\t\t\t\t\t -1854 \t 14083\n", + "GCD(39203, 5161) = 1, with coefficients -1854 and 14083 such that 1 = (-1854)*39203 + (14083)*5161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5162 \t 7 \t 3069 \t 1 \t 0\n", + "1 \t 5162 \t 3069 \t 1 \t 2093 \t 0 \t 1\n", + "2 \t 3069 \t 2093 \t 1 \t 976 \t 1 \t -7\n", + "3 \t 2093 \t 976 \t 2 \t 141 \t -1 \t 8\n", + "4 \t 976 \t 141 \t 6 \t 130 \t 2 \t -15\n", + "5 \t 141 \t 130 \t 1 \t 11 \t -5 \t 38\n", + "6 \t 130 \t 11 \t 11 \t 9 \t 32 \t -243\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -37 \t 281\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 439 \t -3334\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -476 \t 3615\n", + "\t\t\t\t\t 2343 \t -17794\n", + "GCD(39203, 5162) = 1, with coefficients 2343 and -17794 such that 1 = (2343)*39203 + (-17794)*5162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5163 \t 7 \t 3062 \t 1 \t 0\n", + "1 \t 5163 \t 3062 \t 1 \t 2101 \t 0 \t 1\n", + "2 \t 3062 \t 2101 \t 1 \t 961 \t 1 \t -7\n", + "3 \t 2101 \t 961 \t 2 \t 179 \t -1 \t 8\n", + "4 \t 961 \t 179 \t 5 \t 66 \t 2 \t -15\n", + "5 \t 179 \t 66 \t 2 \t 47 \t -5 \t 38\n", + "6 \t 66 \t 47 \t 1 \t 19 \t 27 \t -205\n", + "7 \t 47 \t 19 \t 2 \t 9 \t -59 \t 448\n", + "8 \t 19 \t 9 \t 2 \t 1 \t 86 \t -653\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -231 \t 1754\n", + "\t\t\t\t\t 548 \t -4161\n", + "GCD(39203, 5163) = 1, with coefficients 548 and -4161 such that 1 = (548)*39203 + (-4161)*5163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5164 \t 7 \t 3055 \t 1 \t 0\n", + "1 \t 5164 \t 3055 \t 1 \t 2109 \t 0 \t 1\n", + "2 \t 3055 \t 2109 \t 1 \t 946 \t 1 \t -7\n", + "3 \t 2109 \t 946 \t 2 \t 217 \t -1 \t 8\n", + "4 \t 946 \t 217 \t 4 \t 78 \t 2 \t -15\n", + "5 \t 217 \t 78 \t 2 \t 61 \t -5 \t 38\n", + "6 \t 78 \t 61 \t 1 \t 17 \t 22 \t -167\n", + "7 \t 61 \t 17 \t 3 \t 10 \t -49 \t 372\n", + "8 \t 17 \t 10 \t 1 \t 7 \t 71 \t -539\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -262 \t 1989\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 333 \t -2528\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -595 \t 4517\n", + "\t\t\t\t\t 1523 \t -11562\n", + "GCD(39203, 5164) = 1, with coefficients 1523 and -11562 such that 1 = (1523)*39203 + (-11562)*5164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5165 \t 7 \t 3048 \t 1 \t 0\n", + "1 \t 5165 \t 3048 \t 1 \t 2117 \t 0 \t 1\n", + "2 \t 3048 \t 2117 \t 1 \t 931 \t 1 \t -7\n", + "3 \t 2117 \t 931 \t 2 \t 255 \t -1 \t 8\n", + "4 \t 931 \t 255 \t 3 \t 166 \t 2 \t -15\n", + "5 \t 255 \t 166 \t 1 \t 89 \t -5 \t 38\n", + "6 \t 166 \t 89 \t 1 \t 77 \t 17 \t -129\n", + "7 \t 89 \t 77 \t 1 \t 12 \t -22 \t 167\n", + "8 \t 77 \t 12 \t 6 \t 5 \t 39 \t -296\n", + "9 \t 12 \t 5 \t 2 \t 2 \t -61 \t 463\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 405 \t -3074\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -871 \t 6611\n", + "\t\t\t\t\t 2147 \t -16296\n", + "GCD(39203, 5165) = 1, with coefficients 2147 and -16296 such that 1 = (2147)*39203 + (-16296)*5165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5166 \t 7 \t 3041 \t 1 \t 0\n", + "1 \t 5166 \t 3041 \t 1 \t 2125 \t 0 \t 1\n", + "2 \t 3041 \t 2125 \t 1 \t 916 \t 1 \t -7\n", + "3 \t 2125 \t 916 \t 2 \t 293 \t -1 \t 8\n", + "4 \t 916 \t 293 \t 3 \t 37 \t 2 \t -15\n", + "5 \t 293 \t 37 \t 7 \t 34 \t -5 \t 38\n", + "6 \t 37 \t 34 \t 1 \t 3 \t 17 \t -129\n", + "7 \t 34 \t 3 \t 11 \t 1 \t -124 \t 941\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 141 \t -1070\n", + "\t\t\t\t\t -1675 \t 12711\n", + "GCD(39203, 5166) = 1, with coefficients -1675 and 12711 such that 1 = (-1675)*39203 + (12711)*5166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5167 \t 7 \t 3034 \t 1 \t 0\n", + "1 \t 5167 \t 3034 \t 1 \t 2133 \t 0 \t 1\n", + "2 \t 3034 \t 2133 \t 1 \t 901 \t 1 \t -7\n", + "3 \t 2133 \t 901 \t 2 \t 331 \t -1 \t 8\n", + "4 \t 901 \t 331 \t 2 \t 239 \t 2 \t -15\n", + "5 \t 331 \t 239 \t 1 \t 92 \t -5 \t 38\n", + "6 \t 239 \t 92 \t 2 \t 55 \t 12 \t -91\n", + "7 \t 92 \t 55 \t 1 \t 37 \t -17 \t 129\n", + "8 \t 55 \t 37 \t 1 \t 18 \t 46 \t -349\n", + "9 \t 37 \t 18 \t 2 \t 1 \t -63 \t 478\n", + "10 \t 18 \t 1 \t 18 \t 0 \t 109 \t -827\n", + "\t\t\t\t\t -281 \t 2132\n", + "GCD(39203, 5167) = 1, with coefficients -281 and 2132 such that 1 = (-281)*39203 + (2132)*5167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5168 \t 7 \t 3027 \t 1 \t 0\n", + "1 \t 5168 \t 3027 \t 1 \t 2141 \t 0 \t 1\n", + "2 \t 3027 \t 2141 \t 1 \t 886 \t 1 \t -7\n", + "3 \t 2141 \t 886 \t 2 \t 369 \t -1 \t 8\n", + "4 \t 886 \t 369 \t 2 \t 148 \t 2 \t -15\n", + "5 \t 369 \t 148 \t 2 \t 73 \t -5 \t 38\n", + "6 \t 148 \t 73 \t 2 \t 2 \t 12 \t -91\n", + "7 \t 73 \t 2 \t 36 \t 1 \t -29 \t 220\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 70 \t -531\n", + "\t\t\t\t\t -2549 \t 19336\n", + "GCD(39203, 5168) = 1, with coefficients -2549 and 19336 such that 1 = (-2549)*39203 + (19336)*5168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5169 \t 7 \t 3020 \t 1 \t 0\n", + "1 \t 5169 \t 3020 \t 1 \t 2149 \t 0 \t 1\n", + "2 \t 3020 \t 2149 \t 1 \t 871 \t 1 \t -7\n", + "3 \t 2149 \t 871 \t 2 \t 407 \t -1 \t 8\n", + "4 \t 871 \t 407 \t 2 \t 57 \t 2 \t -15\n", + "5 \t 407 \t 57 \t 7 \t 8 \t -5 \t 38\n", + "6 \t 57 \t 8 \t 7 \t 1 \t 12 \t -91\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -89 \t 675\n", + "\t\t\t\t\t 635 \t -4816\n", + "GCD(39203, 5169) = 1, with coefficients 635 and -4816 such that 1 = (635)*39203 + (-4816)*5169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5170 \t 7 \t 3013 \t 1 \t 0\n", + "1 \t 5170 \t 3013 \t 1 \t 2157 \t 0 \t 1\n", + "2 \t 3013 \t 2157 \t 1 \t 856 \t 1 \t -7\n", + "3 \t 2157 \t 856 \t 2 \t 445 \t -1 \t 8\n", + "4 \t 856 \t 445 \t 1 \t 411 \t 2 \t -15\n", + "5 \t 445 \t 411 \t 1 \t 34 \t -5 \t 38\n", + "6 \t 411 \t 34 \t 12 \t 3 \t 7 \t -53\n", + "7 \t 34 \t 3 \t 11 \t 1 \t -12 \t 91\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 151 \t -1145\n", + "\t\t\t\t\t -1673 \t 12686\n", + "GCD(39203, 5170) = 1, with coefficients -1673 and 12686 such that 1 = (-1673)*39203 + (12686)*5170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5171 \t 7 \t 3006 \t 1 \t 0\n", + "1 \t 5171 \t 3006 \t 1 \t 2165 \t 0 \t 1\n", + "2 \t 3006 \t 2165 \t 1 \t 841 \t 1 \t -7\n", + "3 \t 2165 \t 841 \t 2 \t 483 \t -1 \t 8\n", + "4 \t 841 \t 483 \t 1 \t 358 \t 2 \t -15\n", + "5 \t 483 \t 358 \t 1 \t 125 \t -5 \t 38\n", + "6 \t 358 \t 125 \t 2 \t 108 \t 7 \t -53\n", + "7 \t 125 \t 108 \t 1 \t 17 \t -12 \t 91\n", + "8 \t 108 \t 17 \t 6 \t 6 \t 31 \t -235\n", + "9 \t 17 \t 6 \t 2 \t 5 \t -43 \t 326\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 289 \t -2191\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -621 \t 4708\n", + "\t\t\t\t\t 910 \t -6899\n", + "GCD(39203, 5171) = 1, with coefficients 910 and -6899 such that 1 = (910)*39203 + (-6899)*5171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5172 \t 7 \t 2999 \t 1 \t 0\n", + "1 \t 5172 \t 2999 \t 1 \t 2173 \t 0 \t 1\n", + "2 \t 2999 \t 2173 \t 1 \t 826 \t 1 \t -7\n", + "3 \t 2173 \t 826 \t 2 \t 521 \t -1 \t 8\n", + "4 \t 826 \t 521 \t 1 \t 305 \t 2 \t -15\n", + "5 \t 521 \t 305 \t 1 \t 216 \t -5 \t 38\n", + "6 \t 305 \t 216 \t 1 \t 89 \t 7 \t -53\n", + "7 \t 216 \t 89 \t 2 \t 38 \t -12 \t 91\n", + "8 \t 89 \t 38 \t 2 \t 13 \t 19 \t -144\n", + "9 \t 38 \t 13 \t 2 \t 12 \t -50 \t 379\n", + "10 \t 13 \t 12 \t 1 \t 1 \t 119 \t -902\n", + "11 \t 12 \t 1 \t 12 \t 0 \t -288 \t 2183\n", + "\t\t\t\t\t 407 \t -3085\n", + "GCD(39203, 5172) = 1, with coefficients 407 and -3085 such that 1 = (407)*39203 + (-3085)*5172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5173 \t 7 \t 2992 \t 1 \t 0\n", + "1 \t 5173 \t 2992 \t 1 \t 2181 \t 0 \t 1\n", + "2 \t 2992 \t 2181 \t 1 \t 811 \t 1 \t -7\n", + "3 \t 2181 \t 811 \t 2 \t 559 \t -1 \t 8\n", + "4 \t 811 \t 559 \t 1 \t 252 \t 2 \t -15\n", + "5 \t 559 \t 252 \t 2 \t 55 \t -5 \t 38\n", + "6 \t 252 \t 55 \t 4 \t 32 \t 7 \t -53\n", + "7 \t 55 \t 32 \t 1 \t 23 \t -19 \t 144\n", + "8 \t 32 \t 23 \t 1 \t 9 \t 83 \t -629\n", + "9 \t 23 \t 9 \t 2 \t 5 \t -102 \t 773\n", + "10 \t 9 \t 5 \t 1 \t 4 \t 185 \t -1402\n", + "11 \t 5 \t 4 \t 1 \t 1 \t -472 \t 3577\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 657 \t -4979\n", + "\t\t\t\t\t -1129 \t 8556\n", + "GCD(39203, 5173) = 1, with coefficients -1129 and 8556 such that 1 = (-1129)*39203 + (8556)*5173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5174 \t 7 \t 2985 \t 1 \t 0\n", + "1 \t 5174 \t 2985 \t 1 \t 2189 \t 0 \t 1\n", + "2 \t 2985 \t 2189 \t 1 \t 796 \t 1 \t -7\n", + "3 \t 2189 \t 796 \t 2 \t 597 \t -1 \t 8\n", + "4 \t 796 \t 597 \t 1 \t 199 \t 2 \t -15\n", + "5 \t 597 \t 199 \t 3 \t 0 \t -5 \t 38\n", + "\t\t\t\t\t 7 \t -53\n", + "GCD(39203, 5174) = 199, with coefficients 7 and -53 such that 199 = (7)*39203 + (-53)*5174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5175 \t 7 \t 2978 \t 1 \t 0\n", + "1 \t 5175 \t 2978 \t 1 \t 2197 \t 0 \t 1\n", + "2 \t 2978 \t 2197 \t 1 \t 781 \t 1 \t -7\n", + "3 \t 2197 \t 781 \t 2 \t 635 \t -1 \t 8\n", + "4 \t 781 \t 635 \t 1 \t 146 \t 2 \t -15\n", + "5 \t 635 \t 146 \t 4 \t 51 \t -5 \t 38\n", + "6 \t 146 \t 51 \t 2 \t 44 \t 7 \t -53\n", + "7 \t 51 \t 44 \t 1 \t 7 \t -33 \t 250\n", + "8 \t 44 \t 7 \t 6 \t 2 \t 73 \t -553\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -106 \t 803\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 709 \t -5371\n", + "\t\t\t\t\t -2233 \t 16916\n", + "GCD(39203, 5175) = 1, with coefficients -2233 and 16916 such that 1 = (-2233)*39203 + (16916)*5175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5176 \t 7 \t 2971 \t 1 \t 0\n", + "1 \t 5176 \t 2971 \t 1 \t 2205 \t 0 \t 1\n", + "2 \t 2971 \t 2205 \t 1 \t 766 \t 1 \t -7\n", + "3 \t 2205 \t 766 \t 2 \t 673 \t -1 \t 8\n", + "4 \t 766 \t 673 \t 1 \t 93 \t 2 \t -15\n", + "5 \t 673 \t 93 \t 7 \t 22 \t -5 \t 38\n", + "6 \t 93 \t 22 \t 4 \t 5 \t 7 \t -53\n", + "7 \t 22 \t 5 \t 4 \t 2 \t -54 \t 409\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 223 \t -1689\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -946 \t 7165\n", + "\t\t\t\t\t 2115 \t -16019\n", + "GCD(39203, 5176) = 1, with coefficients 2115 and -16019 such that 1 = (2115)*39203 + (-16019)*5176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5177 \t 7 \t 2964 \t 1 \t 0\n", + "1 \t 5177 \t 2964 \t 1 \t 2213 \t 0 \t 1\n", + "2 \t 2964 \t 2213 \t 1 \t 751 \t 1 \t -7\n", + "3 \t 2213 \t 751 \t 2 \t 711 \t -1 \t 8\n", + "4 \t 751 \t 711 \t 1 \t 40 \t 2 \t -15\n", + "5 \t 711 \t 40 \t 17 \t 31 \t -5 \t 38\n", + "6 \t 40 \t 31 \t 1 \t 9 \t 7 \t -53\n", + "7 \t 31 \t 9 \t 3 \t 4 \t -124 \t 939\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 131 \t -992\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -517 \t 3915\n", + "\t\t\t\t\t 1165 \t -8822\n", + "GCD(39203, 5177) = 1, with coefficients 1165 and -8822 such that 1 = (1165)*39203 + (-8822)*5177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5178 \t 7 \t 2957 \t 1 \t 0\n", + "1 \t 5178 \t 2957 \t 1 \t 2221 \t 0 \t 1\n", + "2 \t 2957 \t 2221 \t 1 \t 736 \t 1 \t -7\n", + "3 \t 2221 \t 736 \t 3 \t 13 \t -1 \t 8\n", + "4 \t 736 \t 13 \t 56 \t 8 \t 2 \t -15\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -7 \t 53\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 394 \t -2983\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -401 \t 3036\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 795 \t -6019\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1196 \t 9055\n", + "\t\t\t\t\t 1991 \t -15074\n", + "GCD(39203, 5178) = 1, with coefficients 1991 and -15074 such that 1 = (1991)*39203 + (-15074)*5178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5179 \t 7 \t 2950 \t 1 \t 0\n", + "1 \t 5179 \t 2950 \t 1 \t 2229 \t 0 \t 1\n", + "2 \t 2950 \t 2229 \t 1 \t 721 \t 1 \t -7\n", + "3 \t 2229 \t 721 \t 3 \t 66 \t -1 \t 8\n", + "4 \t 721 \t 66 \t 10 \t 61 \t 2 \t -15\n", + "5 \t 66 \t 61 \t 1 \t 5 \t -7 \t 53\n", + "6 \t 61 \t 5 \t 12 \t 1 \t 72 \t -545\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -79 \t 598\n", + "\t\t\t\t\t 1020 \t -7721\n", + "GCD(39203, 5179) = 1, with coefficients 1020 and -7721 such that 1 = (1020)*39203 + (-7721)*5179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5180 \t 7 \t 2943 \t 1 \t 0\n", + "1 \t 5180 \t 2943 \t 1 \t 2237 \t 0 \t 1\n", + "2 \t 2943 \t 2237 \t 1 \t 706 \t 1 \t -7\n", + "3 \t 2237 \t 706 \t 3 \t 119 \t -1 \t 8\n", + "4 \t 706 \t 119 \t 5 \t 111 \t 2 \t -15\n", + "5 \t 119 \t 111 \t 1 \t 8 \t -7 \t 53\n", + "6 \t 111 \t 8 \t 13 \t 7 \t 37 \t -280\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -44 \t 333\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 609 \t -4609\n", + "\t\t\t\t\t -653 \t 4942\n", + "GCD(39203, 5180) = 1, with coefficients -653 and 4942 such that 1 = (-653)*39203 + (4942)*5180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5181 \t 7 \t 2936 \t 1 \t 0\n", + "1 \t 5181 \t 2936 \t 1 \t 2245 \t 0 \t 1\n", + "2 \t 2936 \t 2245 \t 1 \t 691 \t 1 \t -7\n", + "3 \t 2245 \t 691 \t 3 \t 172 \t -1 \t 8\n", + "4 \t 691 \t 172 \t 4 \t 3 \t 2 \t -15\n", + "5 \t 172 \t 3 \t 57 \t 1 \t -7 \t 53\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 30 \t -227\n", + "\t\t\t\t\t -1717 \t 12992\n", + "GCD(39203, 5181) = 1, with coefficients -1717 and 12992 such that 1 = (-1717)*39203 + (12992)*5181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5182 \t 7 \t 2929 \t 1 \t 0\n", + "1 \t 5182 \t 2929 \t 1 \t 2253 \t 0 \t 1\n", + "2 \t 2929 \t 2253 \t 1 \t 676 \t 1 \t -7\n", + "3 \t 2253 \t 676 \t 3 \t 225 \t -1 \t 8\n", + "4 \t 676 \t 225 \t 3 \t 1 \t 2 \t -15\n", + "5 \t 225 \t 1 \t 225 \t 0 \t -7 \t 53\n", + "\t\t\t\t\t 23 \t -174\n", + "GCD(39203, 5182) = 1, with coefficients 23 and -174 such that 1 = (23)*39203 + (-174)*5182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5183 \t 7 \t 2922 \t 1 \t 0\n", + "1 \t 5183 \t 2922 \t 1 \t 2261 \t 0 \t 1\n", + "2 \t 2922 \t 2261 \t 1 \t 661 \t 1 \t -7\n", + "3 \t 2261 \t 661 \t 3 \t 278 \t -1 \t 8\n", + "4 \t 661 \t 278 \t 2 \t 105 \t 2 \t -15\n", + "5 \t 278 \t 105 \t 2 \t 68 \t -7 \t 53\n", + "6 \t 105 \t 68 \t 1 \t 37 \t 16 \t -121\n", + "7 \t 68 \t 37 \t 1 \t 31 \t -39 \t 295\n", + "8 \t 37 \t 31 \t 1 \t 6 \t 55 \t -416\n", + "9 \t 31 \t 6 \t 5 \t 1 \t -94 \t 711\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 149 \t -1127\n", + "\t\t\t\t\t -839 \t 6346\n", + "GCD(39203, 5183) = 1, with coefficients -839 and 6346 such that 1 = (-839)*39203 + (6346)*5183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5184 \t 7 \t 2915 \t 1 \t 0\n", + "1 \t 5184 \t 2915 \t 1 \t 2269 \t 0 \t 1\n", + "2 \t 2915 \t 2269 \t 1 \t 646 \t 1 \t -7\n", + "3 \t 2269 \t 646 \t 3 \t 331 \t -1 \t 8\n", + "4 \t 646 \t 331 \t 1 \t 315 \t 2 \t -15\n", + "5 \t 331 \t 315 \t 1 \t 16 \t -7 \t 53\n", + "6 \t 315 \t 16 \t 19 \t 11 \t 9 \t -68\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -16 \t 121\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 313 \t -2367\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -329 \t 2488\n", + "\t\t\t\t\t 971 \t -7343\n", + "GCD(39203, 5184) = 1, with coefficients 971 and -7343 such that 1 = (971)*39203 + (-7343)*5184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5185 \t 7 \t 2908 \t 1 \t 0\n", + "1 \t 5185 \t 2908 \t 1 \t 2277 \t 0 \t 1\n", + "2 \t 2908 \t 2277 \t 1 \t 631 \t 1 \t -7\n", + "3 \t 2277 \t 631 \t 3 \t 384 \t -1 \t 8\n", + "4 \t 631 \t 384 \t 1 \t 247 \t 2 \t -15\n", + "5 \t 384 \t 247 \t 1 \t 137 \t -7 \t 53\n", + "6 \t 247 \t 137 \t 1 \t 110 \t 9 \t -68\n", + "7 \t 137 \t 110 \t 1 \t 27 \t -16 \t 121\n", + "8 \t 110 \t 27 \t 4 \t 2 \t 25 \t -189\n", + "9 \t 27 \t 2 \t 13 \t 1 \t -41 \t 310\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 189 \t -1429\n", + "\t\t\t\t\t -2498 \t 18887\n", + "GCD(39203, 5185) = 1, with coefficients -2498 and 18887 such that 1 = (-2498)*39203 + (18887)*5185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5186 \t 7 \t 2901 \t 1 \t 0\n", + "1 \t 5186 \t 2901 \t 1 \t 2285 \t 0 \t 1\n", + "2 \t 2901 \t 2285 \t 1 \t 616 \t 1 \t -7\n", + "3 \t 2285 \t 616 \t 3 \t 437 \t -1 \t 8\n", + "4 \t 616 \t 437 \t 1 \t 179 \t 2 \t -15\n", + "5 \t 437 \t 179 \t 2 \t 79 \t -7 \t 53\n", + "6 \t 179 \t 79 \t 2 \t 21 \t 9 \t -68\n", + "7 \t 79 \t 21 \t 3 \t 16 \t -25 \t 189\n", + "8 \t 21 \t 16 \t 1 \t 5 \t 59 \t -446\n", + "9 \t 16 \t 5 \t 3 \t 1 \t -202 \t 1527\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 261 \t -1973\n", + "\t\t\t\t\t -985 \t 7446\n", + "GCD(39203, 5186) = 1, with coefficients -985 and 7446 such that 1 = (-985)*39203 + (7446)*5186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5187 \t 7 \t 2894 \t 1 \t 0\n", + "1 \t 5187 \t 2894 \t 1 \t 2293 \t 0 \t 1\n", + "2 \t 2894 \t 2293 \t 1 \t 601 \t 1 \t -7\n", + "3 \t 2293 \t 601 \t 3 \t 490 \t -1 \t 8\n", + "4 \t 601 \t 490 \t 1 \t 111 \t 2 \t -15\n", + "5 \t 490 \t 111 \t 4 \t 46 \t -7 \t 53\n", + "6 \t 111 \t 46 \t 2 \t 19 \t 9 \t -68\n", + "7 \t 46 \t 19 \t 2 \t 8 \t -43 \t 325\n", + "8 \t 19 \t 8 \t 2 \t 3 \t 95 \t -718\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -233 \t 1761\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 561 \t -4240\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1355 \t 10241\n", + "\t\t\t\t\t 1916 \t -14481\n", + "GCD(39203, 5187) = 1, with coefficients 1916 and -14481 such that 1 = (1916)*39203 + (-14481)*5187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5188 \t 7 \t 2887 \t 1 \t 0\n", + "1 \t 5188 \t 2887 \t 1 \t 2301 \t 0 \t 1\n", + "2 \t 2887 \t 2301 \t 1 \t 586 \t 1 \t -7\n", + "3 \t 2301 \t 586 \t 3 \t 543 \t -1 \t 8\n", + "4 \t 586 \t 543 \t 1 \t 43 \t 2 \t -15\n", + "5 \t 543 \t 43 \t 12 \t 27 \t -7 \t 53\n", + "6 \t 43 \t 27 \t 1 \t 16 \t 9 \t -68\n", + "7 \t 27 \t 16 \t 1 \t 11 \t -115 \t 869\n", + "8 \t 16 \t 11 \t 1 \t 5 \t 124 \t -937\n", + "9 \t 11 \t 5 \t 2 \t 1 \t -239 \t 1806\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 363 \t -2743\n", + "\t\t\t\t\t -965 \t 7292\n", + "GCD(39203, 5188) = 1, with coefficients -965 and 7292 such that 1 = (-965)*39203 + (7292)*5188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5189 \t 7 \t 2880 \t 1 \t 0\n", + "1 \t 5189 \t 2880 \t 1 \t 2309 \t 0 \t 1\n", + "2 \t 2880 \t 2309 \t 1 \t 571 \t 1 \t -7\n", + "3 \t 2309 \t 571 \t 4 \t 25 \t -1 \t 8\n", + "4 \t 571 \t 25 \t 22 \t 21 \t 2 \t -15\n", + "5 \t 25 \t 21 \t 1 \t 4 \t -9 \t 68\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 200 \t -1511\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -209 \t 1579\n", + "\t\t\t\t\t 1245 \t -9406\n", + "GCD(39203, 5189) = 1, with coefficients 1245 and -9406 such that 1 = (1245)*39203 + (-9406)*5189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5190 \t 7 \t 2873 \t 1 \t 0\n", + "1 \t 5190 \t 2873 \t 1 \t 2317 \t 0 \t 1\n", + "2 \t 2873 \t 2317 \t 1 \t 556 \t 1 \t -7\n", + "3 \t 2317 \t 556 \t 4 \t 93 \t -1 \t 8\n", + "4 \t 556 \t 93 \t 5 \t 91 \t 2 \t -15\n", + "5 \t 93 \t 91 \t 1 \t 2 \t -9 \t 68\n", + "6 \t 91 \t 2 \t 45 \t 1 \t 47 \t -355\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -56 \t 423\n", + "\t\t\t\t\t 2567 \t -19390\n", + "GCD(39203, 5190) = 1, with coefficients 2567 and -19390 such that 1 = (2567)*39203 + (-19390)*5190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5191 \t 7 \t 2866 \t 1 \t 0\n", + "1 \t 5191 \t 2866 \t 1 \t 2325 \t 0 \t 1\n", + "2 \t 2866 \t 2325 \t 1 \t 541 \t 1 \t -7\n", + "3 \t 2325 \t 541 \t 4 \t 161 \t -1 \t 8\n", + "4 \t 541 \t 161 \t 3 \t 58 \t 2 \t -15\n", + "5 \t 161 \t 58 \t 2 \t 45 \t -9 \t 68\n", + "6 \t 58 \t 45 \t 1 \t 13 \t 29 \t -219\n", + "7 \t 45 \t 13 \t 3 \t 6 \t -67 \t 506\n", + "8 \t 13 \t 6 \t 2 \t 1 \t 96 \t -725\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -355 \t 2681\n", + "\t\t\t\t\t 806 \t -6087\n", + "GCD(39203, 5191) = 1, with coefficients 806 and -6087 such that 1 = (806)*39203 + (-6087)*5191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5192 \t 7 \t 2859 \t 1 \t 0\n", + "1 \t 5192 \t 2859 \t 1 \t 2333 \t 0 \t 1\n", + "2 \t 2859 \t 2333 \t 1 \t 526 \t 1 \t -7\n", + "3 \t 2333 \t 526 \t 4 \t 229 \t -1 \t 8\n", + "4 \t 526 \t 229 \t 2 \t 68 \t 2 \t -15\n", + "5 \t 229 \t 68 \t 3 \t 25 \t -9 \t 68\n", + "6 \t 68 \t 25 \t 2 \t 18 \t 20 \t -151\n", + "7 \t 25 \t 18 \t 1 \t 7 \t -69 \t 521\n", + "8 \t 18 \t 7 \t 2 \t 4 \t 158 \t -1193\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -227 \t 1714\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 612 \t -4621\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -839 \t 6335\n", + "\t\t\t\t\t 1451 \t -10956\n", + "GCD(39203, 5192) = 1, with coefficients 1451 and -10956 such that 1 = (1451)*39203 + (-10956)*5192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5193 \t 7 \t 2852 \t 1 \t 0\n", + "1 \t 5193 \t 2852 \t 1 \t 2341 \t 0 \t 1\n", + "2 \t 2852 \t 2341 \t 1 \t 511 \t 1 \t -7\n", + "3 \t 2341 \t 511 \t 4 \t 297 \t -1 \t 8\n", + "4 \t 511 \t 297 \t 1 \t 214 \t 2 \t -15\n", + "5 \t 297 \t 214 \t 1 \t 83 \t -9 \t 68\n", + "6 \t 214 \t 83 \t 2 \t 48 \t 11 \t -83\n", + "7 \t 83 \t 48 \t 1 \t 35 \t -20 \t 151\n", + "8 \t 48 \t 35 \t 1 \t 13 \t 51 \t -385\n", + "9 \t 35 \t 13 \t 2 \t 9 \t -71 \t 536\n", + "10 \t 13 \t 9 \t 1 \t 4 \t 122 \t -921\n", + "11 \t 9 \t 4 \t 2 \t 1 \t -315 \t 2378\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 437 \t -3299\n", + "\t\t\t\t\t -1189 \t 8976\n", + "GCD(39203, 5193) = 1, with coefficients -1189 and 8976 such that 1 = (-1189)*39203 + (8976)*5193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5194 \t 7 \t 2845 \t 1 \t 0\n", + "1 \t 5194 \t 2845 \t 1 \t 2349 \t 0 \t 1\n", + "2 \t 2845 \t 2349 \t 1 \t 496 \t 1 \t -7\n", + "3 \t 2349 \t 496 \t 4 \t 365 \t -1 \t 8\n", + "4 \t 496 \t 365 \t 1 \t 131 \t 2 \t -15\n", + "5 \t 365 \t 131 \t 2 \t 103 \t -9 \t 68\n", + "6 \t 131 \t 103 \t 1 \t 28 \t 11 \t -83\n", + "7 \t 103 \t 28 \t 3 \t 19 \t -31 \t 234\n", + "8 \t 28 \t 19 \t 1 \t 9 \t 42 \t -317\n", + "9 \t 19 \t 9 \t 2 \t 1 \t -157 \t 1185\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 199 \t -1502\n", + "\t\t\t\t\t -555 \t 4189\n", + "GCD(39203, 5194) = 1, with coefficients -555 and 4189 such that 1 = (-555)*39203 + (4189)*5194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5195 \t 7 \t 2838 \t 1 \t 0\n", + "1 \t 5195 \t 2838 \t 1 \t 2357 \t 0 \t 1\n", + "2 \t 2838 \t 2357 \t 1 \t 481 \t 1 \t -7\n", + "3 \t 2357 \t 481 \t 4 \t 433 \t -1 \t 8\n", + "4 \t 481 \t 433 \t 1 \t 48 \t 2 \t -15\n", + "5 \t 433 \t 48 \t 9 \t 1 \t -9 \t 68\n", + "6 \t 48 \t 1 \t 48 \t 0 \t 11 \t -83\n", + "\t\t\t\t\t -108 \t 815\n", + "GCD(39203, 5195) = 1, with coefficients -108 and 815 such that 1 = (-108)*39203 + (815)*5195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5196 \t 7 \t 2831 \t 1 \t 0\n", + "1 \t 5196 \t 2831 \t 1 \t 2365 \t 0 \t 1\n", + "2 \t 2831 \t 2365 \t 1 \t 466 \t 1 \t -7\n", + "3 \t 2365 \t 466 \t 5 \t 35 \t -1 \t 8\n", + "4 \t 466 \t 35 \t 13 \t 11 \t 2 \t -15\n", + "5 \t 35 \t 11 \t 3 \t 2 \t -11 \t 83\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 145 \t -1094\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -446 \t 3365\n", + "\t\t\t\t\t 2375 \t -17919\n", + "GCD(39203, 5196) = 1, with coefficients 2375 and -17919 such that 1 = (2375)*39203 + (-17919)*5196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5197 \t 7 \t 2824 \t 1 \t 0\n", + "1 \t 5197 \t 2824 \t 1 \t 2373 \t 0 \t 1\n", + "2 \t 2824 \t 2373 \t 1 \t 451 \t 1 \t -7\n", + "3 \t 2373 \t 451 \t 5 \t 118 \t -1 \t 8\n", + "4 \t 451 \t 118 \t 3 \t 97 \t 2 \t -15\n", + "5 \t 118 \t 97 \t 1 \t 21 \t -11 \t 83\n", + "6 \t 97 \t 21 \t 4 \t 13 \t 35 \t -264\n", + "7 \t 21 \t 13 \t 1 \t 8 \t -46 \t 347\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 219 \t -1652\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -265 \t 1999\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 484 \t -3651\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -749 \t 5650\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1233 \t -9301\n", + "\t\t\t\t\t -1982 \t 14951\n", + "GCD(39203, 5197) = 1, with coefficients -1982 and 14951 such that 1 = (-1982)*39203 + (14951)*5197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5198 \t 7 \t 2817 \t 1 \t 0\n", + "1 \t 5198 \t 2817 \t 1 \t 2381 \t 0 \t 1\n", + "2 \t 2817 \t 2381 \t 1 \t 436 \t 1 \t -7\n", + "3 \t 2381 \t 436 \t 5 \t 201 \t -1 \t 8\n", + "4 \t 436 \t 201 \t 2 \t 34 \t 2 \t -15\n", + "5 \t 201 \t 34 \t 5 \t 31 \t -11 \t 83\n", + "6 \t 34 \t 31 \t 1 \t 3 \t 24 \t -181\n", + "7 \t 31 \t 3 \t 10 \t 1 \t -131 \t 988\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 155 \t -1169\n", + "\t\t\t\t\t -1681 \t 12678\n", + "GCD(39203, 5198) = 1, with coefficients -1681 and 12678 such that 1 = (-1681)*39203 + (12678)*5198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5199 \t 7 \t 2810 \t 1 \t 0\n", + "1 \t 5199 \t 2810 \t 1 \t 2389 \t 0 \t 1\n", + "2 \t 2810 \t 2389 \t 1 \t 421 \t 1 \t -7\n", + "3 \t 2389 \t 421 \t 5 \t 284 \t -1 \t 8\n", + "4 \t 421 \t 284 \t 1 \t 137 \t 2 \t -15\n", + "5 \t 284 \t 137 \t 2 \t 10 \t -11 \t 83\n", + "6 \t 137 \t 10 \t 13 \t 7 \t 13 \t -98\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -37 \t 279\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 494 \t -3725\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -531 \t 4004\n", + "\t\t\t\t\t 1556 \t -11733\n", + "GCD(39203, 5199) = 1, with coefficients 1556 and -11733 such that 1 = (1556)*39203 + (-11733)*5199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5200 \t 7 \t 2803 \t 1 \t 0\n", + "1 \t 5200 \t 2803 \t 1 \t 2397 \t 0 \t 1\n", + "2 \t 2803 \t 2397 \t 1 \t 406 \t 1 \t -7\n", + "3 \t 2397 \t 406 \t 5 \t 367 \t -1 \t 8\n", + "4 \t 406 \t 367 \t 1 \t 39 \t 2 \t -15\n", + "5 \t 367 \t 39 \t 9 \t 16 \t -11 \t 83\n", + "6 \t 39 \t 16 \t 2 \t 7 \t 13 \t -98\n", + "7 \t 16 \t 7 \t 2 \t 2 \t -128 \t 965\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 269 \t -2028\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -666 \t 5021\n", + "\t\t\t\t\t 2267 \t -17091\n", + "GCD(39203, 5200) = 1, with coefficients 2267 and -17091 such that 1 = (2267)*39203 + (-17091)*5200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5201 \t 7 \t 2796 \t 1 \t 0\n", + "1 \t 5201 \t 2796 \t 1 \t 2405 \t 0 \t 1\n", + "2 \t 2796 \t 2405 \t 1 \t 391 \t 1 \t -7\n", + "3 \t 2405 \t 391 \t 6 \t 59 \t -1 \t 8\n", + "4 \t 391 \t 59 \t 6 \t 37 \t 2 \t -15\n", + "5 \t 59 \t 37 \t 1 \t 22 \t -13 \t 98\n", + "6 \t 37 \t 22 \t 1 \t 15 \t 80 \t -603\n", + "7 \t 22 \t 15 \t 1 \t 7 \t -93 \t 701\n", + "8 \t 15 \t 7 \t 2 \t 1 \t 173 \t -1304\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -266 \t 2005\n", + "\t\t\t\t\t 705 \t -5314\n", + "GCD(39203, 5201) = 1, with coefficients 705 and -5314 such that 1 = (705)*39203 + (-5314)*5201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5202 \t 7 \t 2789 \t 1 \t 0\n", + "1 \t 5202 \t 2789 \t 1 \t 2413 \t 0 \t 1\n", + "2 \t 2789 \t 2413 \t 1 \t 376 \t 1 \t -7\n", + "3 \t 2413 \t 376 \t 6 \t 157 \t -1 \t 8\n", + "4 \t 376 \t 157 \t 2 \t 62 \t 2 \t -15\n", + "5 \t 157 \t 62 \t 2 \t 33 \t -13 \t 98\n", + "6 \t 62 \t 33 \t 1 \t 29 \t 28 \t -211\n", + "7 \t 33 \t 29 \t 1 \t 4 \t -69 \t 520\n", + "8 \t 29 \t 4 \t 7 \t 1 \t 97 \t -731\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -166 \t 1251\n", + "\t\t\t\t\t 1259 \t -9488\n", + "GCD(39203, 5202) = 1, with coefficients 1259 and -9488 such that 1 = (1259)*39203 + (-9488)*5202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5203 \t 7 \t 2782 \t 1 \t 0\n", + "1 \t 5203 \t 2782 \t 1 \t 2421 \t 0 \t 1\n", + "2 \t 2782 \t 2421 \t 1 \t 361 \t 1 \t -7\n", + "3 \t 2421 \t 361 \t 6 \t 255 \t -1 \t 8\n", + "4 \t 361 \t 255 \t 1 \t 106 \t 2 \t -15\n", + "5 \t 255 \t 106 \t 2 \t 43 \t -13 \t 98\n", + "6 \t 106 \t 43 \t 2 \t 20 \t 15 \t -113\n", + "7 \t 43 \t 20 \t 2 \t 3 \t -43 \t 324\n", + "8 \t 20 \t 3 \t 6 \t 2 \t 101 \t -761\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -245 \t 1846\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1571 \t -11837\n", + "\t\t\t\t\t -1816 \t 13683\n", + "GCD(39203, 5203) = 1, with coefficients -1816 and 13683 such that 1 = (-1816)*39203 + (13683)*5203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5204 \t 7 \t 2775 \t 1 \t 0\n", + "1 \t 5204 \t 2775 \t 1 \t 2429 \t 0 \t 1\n", + "2 \t 2775 \t 2429 \t 1 \t 346 \t 1 \t -7\n", + "3 \t 2429 \t 346 \t 7 \t 7 \t -1 \t 8\n", + "4 \t 346 \t 7 \t 49 \t 3 \t 2 \t -15\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -15 \t 113\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 737 \t -5552\n", + "\t\t\t\t\t -1489 \t 11217\n", + "GCD(39203, 5204) = 1, with coefficients -1489 and 11217 such that 1 = (-1489)*39203 + (11217)*5204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5205 \t 7 \t 2768 \t 1 \t 0\n", + "1 \t 5205 \t 2768 \t 1 \t 2437 \t 0 \t 1\n", + "2 \t 2768 \t 2437 \t 1 \t 331 \t 1 \t -7\n", + "3 \t 2437 \t 331 \t 7 \t 120 \t -1 \t 8\n", + "4 \t 331 \t 120 \t 2 \t 91 \t 2 \t -15\n", + "5 \t 120 \t 91 \t 1 \t 29 \t -15 \t 113\n", + "6 \t 91 \t 29 \t 3 \t 4 \t 32 \t -241\n", + "7 \t 29 \t 4 \t 7 \t 1 \t -47 \t 354\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 173 \t -1303\n", + "\t\t\t\t\t -1258 \t 9475\n", + "GCD(39203, 5205) = 1, with coefficients -1258 and 9475 such that 1 = (-1258)*39203 + (9475)*5205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5206 \t 7 \t 2761 \t 1 \t 0\n", + "1 \t 5206 \t 2761 \t 1 \t 2445 \t 0 \t 1\n", + "2 \t 2761 \t 2445 \t 1 \t 316 \t 1 \t -7\n", + "3 \t 2445 \t 316 \t 7 \t 233 \t -1 \t 8\n", + "4 \t 316 \t 233 \t 1 \t 83 \t 2 \t -15\n", + "5 \t 233 \t 83 \t 2 \t 67 \t -15 \t 113\n", + "6 \t 83 \t 67 \t 1 \t 16 \t 17 \t -128\n", + "7 \t 67 \t 16 \t 4 \t 3 \t -49 \t 369\n", + "8 \t 16 \t 3 \t 5 \t 1 \t 66 \t -497\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -313 \t 2357\n", + "\t\t\t\t\t 1631 \t -12282\n", + "GCD(39203, 5206) = 1, with coefficients 1631 and -12282 such that 1 = (1631)*39203 + (-12282)*5206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5207 \t 7 \t 2754 \t 1 \t 0\n", + "1 \t 5207 \t 2754 \t 1 \t 2453 \t 0 \t 1\n", + "2 \t 2754 \t 2453 \t 1 \t 301 \t 1 \t -7\n", + "3 \t 2453 \t 301 \t 8 \t 45 \t -1 \t 8\n", + "4 \t 301 \t 45 \t 6 \t 31 \t 2 \t -15\n", + "5 \t 45 \t 31 \t 1 \t 14 \t -17 \t 128\n", + "6 \t 31 \t 14 \t 2 \t 3 \t 104 \t -783\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -121 \t 911\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 346 \t -2605\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1505 \t 11331\n", + "\t\t\t\t\t 1851 \t -13936\n", + "GCD(39203, 5207) = 1, with coefficients 1851 and -13936 such that 1 = (1851)*39203 + (-13936)*5207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5208 \t 7 \t 2747 \t 1 \t 0\n", + "1 \t 5208 \t 2747 \t 1 \t 2461 \t 0 \t 1\n", + "2 \t 2747 \t 2461 \t 1 \t 286 \t 1 \t -7\n", + "3 \t 2461 \t 286 \t 8 \t 173 \t -1 \t 8\n", + "4 \t 286 \t 173 \t 1 \t 113 \t 2 \t -15\n", + "5 \t 173 \t 113 \t 1 \t 60 \t -17 \t 128\n", + "6 \t 113 \t 60 \t 1 \t 53 \t 19 \t -143\n", + "7 \t 60 \t 53 \t 1 \t 7 \t -36 \t 271\n", + "8 \t 53 \t 7 \t 7 \t 4 \t 55 \t -414\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -91 \t 685\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 692 \t -5209\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -783 \t 5894\n", + "\t\t\t\t\t 1475 \t -11103\n", + "GCD(39203, 5208) = 1, with coefficients 1475 and -11103 such that 1 = (1475)*39203 + (-11103)*5208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5209 \t 7 \t 2740 \t 1 \t 0\n", + "1 \t 5209 \t 2740 \t 1 \t 2469 \t 0 \t 1\n", + "2 \t 2740 \t 2469 \t 1 \t 271 \t 1 \t -7\n", + "3 \t 2469 \t 271 \t 9 \t 30 \t -1 \t 8\n", + "4 \t 271 \t 30 \t 9 \t 1 \t 2 \t -15\n", + "5 \t 30 \t 1 \t 30 \t 0 \t -19 \t 143\n", + "\t\t\t\t\t 173 \t -1302\n", + "GCD(39203, 5209) = 1, with coefficients 173 and -1302 such that 1 = (173)*39203 + (-1302)*5209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5210 \t 7 \t 2733 \t 1 \t 0\n", + "1 \t 5210 \t 2733 \t 1 \t 2477 \t 0 \t 1\n", + "2 \t 2733 \t 2477 \t 1 \t 256 \t 1 \t -7\n", + "3 \t 2477 \t 256 \t 9 \t 173 \t -1 \t 8\n", + "4 \t 256 \t 173 \t 1 \t 83 \t 2 \t -15\n", + "5 \t 173 \t 83 \t 2 \t 7 \t -19 \t 143\n", + "6 \t 83 \t 7 \t 11 \t 6 \t 21 \t -158\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -61 \t 459\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 692 \t -5207\n", + "\t\t\t\t\t -753 \t 5666\n", + "GCD(39203, 5210) = 1, with coefficients -753 and 5666 such that 1 = (-753)*39203 + (5666)*5210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5211 \t 7 \t 2726 \t 1 \t 0\n", + "1 \t 5211 \t 2726 \t 1 \t 2485 \t 0 \t 1\n", + "2 \t 2726 \t 2485 \t 1 \t 241 \t 1 \t -7\n", + "3 \t 2485 \t 241 \t 10 \t 75 \t -1 \t 8\n", + "4 \t 241 \t 75 \t 3 \t 16 \t 2 \t -15\n", + "5 \t 75 \t 16 \t 4 \t 11 \t -21 \t 158\n", + "6 \t 16 \t 11 \t 1 \t 5 \t 65 \t -489\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -281 \t 2114\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 346 \t -2603\n", + "\t\t\t\t\t -973 \t 7320\n", + "GCD(39203, 5211) = 1, with coefficients -973 and 7320 such that 1 = (-973)*39203 + (7320)*5211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5212 \t 7 \t 2719 \t 1 \t 0\n", + "1 \t 5212 \t 2719 \t 1 \t 2493 \t 0 \t 1\n", + "2 \t 2719 \t 2493 \t 1 \t 226 \t 1 \t -7\n", + "3 \t 2493 \t 226 \t 11 \t 7 \t -1 \t 8\n", + "4 \t 226 \t 7 \t 32 \t 2 \t 2 \t -15\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -23 \t 173\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 738 \t -5551\n", + "\t\t\t\t\t -2237 \t 16826\n", + "GCD(39203, 5212) = 1, with coefficients -2237 and 16826 such that 1 = (-2237)*39203 + (16826)*5212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5213 \t 7 \t 2712 \t 1 \t 0\n", + "1 \t 5213 \t 2712 \t 1 \t 2501 \t 0 \t 1\n", + "2 \t 2712 \t 2501 \t 1 \t 211 \t 1 \t -7\n", + "3 \t 2501 \t 211 \t 11 \t 180 \t -1 \t 8\n", + "4 \t 211 \t 180 \t 1 \t 31 \t 2 \t -15\n", + "5 \t 180 \t 31 \t 5 \t 25 \t -23 \t 173\n", + "6 \t 31 \t 25 \t 1 \t 6 \t 25 \t -188\n", + "7 \t 25 \t 6 \t 4 \t 1 \t -148 \t 1113\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 173 \t -1301\n", + "\t\t\t\t\t -840 \t 6317\n", + "GCD(39203, 5213) = 1, with coefficients -840 and 6317 such that 1 = (-840)*39203 + (6317)*5213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5214 \t 7 \t 2705 \t 1 \t 0\n", + "1 \t 5214 \t 2705 \t 1 \t 2509 \t 0 \t 1\n", + "2 \t 2705 \t 2509 \t 1 \t 196 \t 1 \t -7\n", + "3 \t 2509 \t 196 \t 12 \t 157 \t -1 \t 8\n", + "4 \t 196 \t 157 \t 1 \t 39 \t 2 \t -15\n", + "5 \t 157 \t 39 \t 4 \t 1 \t -25 \t 188\n", + "6 \t 39 \t 1 \t 39 \t 0 \t 27 \t -203\n", + "\t\t\t\t\t -133 \t 1000\n", + "GCD(39203, 5214) = 1, with coefficients -133 and 1000 such that 1 = (-133)*39203 + (1000)*5214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5215 \t 7 \t 2698 \t 1 \t 0\n", + "1 \t 5215 \t 2698 \t 1 \t 2517 \t 0 \t 1\n", + "2 \t 2698 \t 2517 \t 1 \t 181 \t 1 \t -7\n", + "3 \t 2517 \t 181 \t 13 \t 164 \t -1 \t 8\n", + "4 \t 181 \t 164 \t 1 \t 17 \t 2 \t -15\n", + "5 \t 164 \t 17 \t 9 \t 11 \t -27 \t 203\n", + "6 \t 17 \t 11 \t 1 \t 6 \t 29 \t -218\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -288 \t 2165\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 317 \t -2383\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -605 \t 4548\n", + "\t\t\t\t\t 922 \t -6931\n", + "GCD(39203, 5215) = 1, with coefficients 922 and -6931 such that 1 = (922)*39203 + (-6931)*5215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5216 \t 7 \t 2691 \t 1 \t 0\n", + "1 \t 5216 \t 2691 \t 1 \t 2525 \t 0 \t 1\n", + "2 \t 2691 \t 2525 \t 1 \t 166 \t 1 \t -7\n", + "3 \t 2525 \t 166 \t 15 \t 35 \t -1 \t 8\n", + "4 \t 166 \t 35 \t 4 \t 26 \t 2 \t -15\n", + "5 \t 35 \t 26 \t 1 \t 9 \t -31 \t 233\n", + "6 \t 26 \t 9 \t 2 \t 8 \t 126 \t -947\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -157 \t 1180\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 440 \t -3307\n", + "\t\t\t\t\t -597 \t 4487\n", + "GCD(39203, 5216) = 1, with coefficients -597 and 4487 such that 1 = (-597)*39203 + (4487)*5216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5217 \t 7 \t 2684 \t 1 \t 0\n", + "1 \t 5217 \t 2684 \t 1 \t 2533 \t 0 \t 1\n", + "2 \t 2684 \t 2533 \t 1 \t 151 \t 1 \t -7\n", + "3 \t 2533 \t 151 \t 16 \t 117 \t -1 \t 8\n", + "4 \t 151 \t 117 \t 1 \t 34 \t 2 \t -15\n", + "5 \t 117 \t 34 \t 3 \t 15 \t -33 \t 248\n", + "6 \t 34 \t 15 \t 2 \t 4 \t 35 \t -263\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -138 \t 1037\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 311 \t -2337\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1071 \t 8048\n", + "\t\t\t\t\t 1382 \t -10385\n", + "GCD(39203, 5217) = 1, with coefficients 1382 and -10385 such that 1 = (1382)*39203 + (-10385)*5217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5218 \t 7 \t 2677 \t 1 \t 0\n", + "1 \t 5218 \t 2677 \t 1 \t 2541 \t 0 \t 1\n", + "2 \t 2677 \t 2541 \t 1 \t 136 \t 1 \t -7\n", + "3 \t 2541 \t 136 \t 18 \t 93 \t -1 \t 8\n", + "4 \t 136 \t 93 \t 1 \t 43 \t 2 \t -15\n", + "5 \t 93 \t 43 \t 2 \t 7 \t -37 \t 278\n", + "6 \t 43 \t 7 \t 6 \t 1 \t 39 \t -293\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -115 \t 864\n", + "\t\t\t\t\t 729 \t -5477\n", + "GCD(39203, 5218) = 1, with coefficients 729 and -5477 such that 1 = (729)*39203 + (-5477)*5218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5219 \t 7 \t 2670 \t 1 \t 0\n", + "1 \t 5219 \t 2670 \t 1 \t 2549 \t 0 \t 1\n", + "2 \t 2670 \t 2549 \t 1 \t 121 \t 1 \t -7\n", + "3 \t 2549 \t 121 \t 21 \t 8 \t -1 \t 8\n", + "4 \t 121 \t 8 \t 15 \t 1 \t 2 \t -15\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -43 \t 323\n", + "\t\t\t\t\t 647 \t -4860\n", + "GCD(39203, 5219) = 1, with coefficients 647 and -4860 such that 1 = (647)*39203 + (-4860)*5219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5220 \t 7 \t 2663 \t 1 \t 0\n", + "1 \t 5220 \t 2663 \t 1 \t 2557 \t 0 \t 1\n", + "2 \t 2663 \t 2557 \t 1 \t 106 \t 1 \t -7\n", + "3 \t 2557 \t 106 \t 24 \t 13 \t -1 \t 8\n", + "4 \t 106 \t 13 \t 8 \t 2 \t 2 \t -15\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -49 \t 368\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 394 \t -2959\n", + "\t\t\t\t\t -2413 \t 18122\n", + "GCD(39203, 5220) = 1, with coefficients -2413 and 18122 such that 1 = (-2413)*39203 + (18122)*5220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5221 \t 7 \t 2656 \t 1 \t 0\n", + "1 \t 5221 \t 2656 \t 1 \t 2565 \t 0 \t 1\n", + "2 \t 2656 \t 2565 \t 1 \t 91 \t 1 \t -7\n", + "3 \t 2565 \t 91 \t 28 \t 17 \t -1 \t 8\n", + "4 \t 91 \t 17 \t 5 \t 6 \t 2 \t -15\n", + "5 \t 17 \t 6 \t 2 \t 5 \t -57 \t 428\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 287 \t -2155\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -631 \t 4738\n", + "\t\t\t\t\t 918 \t -6893\n", + "GCD(39203, 5221) = 1, with coefficients 918 and -6893 such that 1 = (918)*39203 + (-6893)*5221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5222 \t 7 \t 2649 \t 1 \t 0\n", + "1 \t 5222 \t 2649 \t 1 \t 2573 \t 0 \t 1\n", + "2 \t 2649 \t 2573 \t 1 \t 76 \t 1 \t -7\n", + "3 \t 2573 \t 76 \t 33 \t 65 \t -1 \t 8\n", + "4 \t 76 \t 65 \t 1 \t 11 \t 2 \t -15\n", + "5 \t 65 \t 11 \t 5 \t 10 \t -67 \t 503\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 69 \t -518\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -412 \t 3093\n", + "\t\t\t\t\t 481 \t -3611\n", + "GCD(39203, 5222) = 1, with coefficients 481 and -3611 such that 1 = (481)*39203 + (-3611)*5222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5223 \t 7 \t 2642 \t 1 \t 0\n", + "1 \t 5223 \t 2642 \t 1 \t 2581 \t 0 \t 1\n", + "2 \t 2642 \t 2581 \t 1 \t 61 \t 1 \t -7\n", + "3 \t 2581 \t 61 \t 42 \t 19 \t -1 \t 8\n", + "4 \t 61 \t 19 \t 3 \t 4 \t 2 \t -15\n", + "5 \t 19 \t 4 \t 4 \t 3 \t -85 \t 638\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 257 \t -1929\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1113 \t 8354\n", + "\t\t\t\t\t 1370 \t -10283\n", + "GCD(39203, 5223) = 1, with coefficients 1370 and -10283 such that 1 = (1370)*39203 + (-10283)*5223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5224 \t 7 \t 2635 \t 1 \t 0\n", + "1 \t 5224 \t 2635 \t 1 \t 2589 \t 0 \t 1\n", + "2 \t 2635 \t 2589 \t 1 \t 46 \t 1 \t -7\n", + "3 \t 2589 \t 46 \t 56 \t 13 \t -1 \t 8\n", + "4 \t 46 \t 13 \t 3 \t 7 \t 2 \t -15\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -113 \t 848\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 341 \t -2559\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -454 \t 3407\n", + "\t\t\t\t\t 795 \t -5966\n", + "GCD(39203, 5224) = 1, with coefficients 795 and -5966 such that 1 = (795)*39203 + (-5966)*5224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5225 \t 7 \t 2628 \t 1 \t 0\n", + "1 \t 5225 \t 2628 \t 1 \t 2597 \t 0 \t 1\n", + "2 \t 2628 \t 2597 \t 1 \t 31 \t 1 \t -7\n", + "3 \t 2597 \t 31 \t 83 \t 24 \t -1 \t 8\n", + "4 \t 31 \t 24 \t 1 \t 7 \t 2 \t -15\n", + "5 \t 24 \t 7 \t 3 \t 3 \t -167 \t 1253\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 169 \t -1268\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -674 \t 5057\n", + "\t\t\t\t\t 1517 \t -11382\n", + "GCD(39203, 5225) = 1, with coefficients 1517 and -11382 such that 1 = (1517)*39203 + (-11382)*5225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5226 \t 7 \t 2621 \t 1 \t 0\n", + "1 \t 5226 \t 2621 \t 1 \t 2605 \t 0 \t 1\n", + "2 \t 2621 \t 2605 \t 1 \t 16 \t 1 \t -7\n", + "3 \t 2605 \t 16 \t 162 \t 13 \t -1 \t 8\n", + "4 \t 16 \t 13 \t 1 \t 3 \t 2 \t -15\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -325 \t 2438\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 327 \t -2453\n", + "\t\t\t\t\t -1633 \t 12250\n", + "GCD(39203, 5226) = 1, with coefficients -1633 and 12250 such that 1 = (-1633)*39203 + (12250)*5226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5227 \t 7 \t 2614 \t 1 \t 0\n", + "1 \t 5227 \t 2614 \t 1 \t 2613 \t 0 \t 1\n", + "2 \t 2614 \t 2613 \t 1 \t 1 \t 1 \t -7\n", + "3 \t 2613 \t 1 \t 2613 \t 0 \t -1 \t 8\n", + "\t\t\t\t\t 2 \t -15\n", + "GCD(39203, 5227) = 1, with coefficients 2 and -15 such that 1 = (2)*39203 + (-15)*5227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5228 \t 7 \t 2607 \t 1 \t 0\n", + "1 \t 5228 \t 2607 \t 2 \t 14 \t 0 \t 1\n", + "2 \t 2607 \t 14 \t 186 \t 3 \t 1 \t -7\n", + "3 \t 14 \t 3 \t 4 \t 2 \t -2 \t 15\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 373 \t -2797\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1494 \t 11203\n", + "\t\t\t\t\t 1867 \t -14000\n", + "GCD(39203, 5228) = 1, with coefficients 1867 and -14000 such that 1 = (1867)*39203 + (-14000)*5228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5229 \t 7 \t 2600 \t 1 \t 0\n", + "1 \t 5229 \t 2600 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 2600 \t 29 \t 89 \t 19 \t 1 \t -7\n", + "3 \t 29 \t 19 \t 1 \t 10 \t -2 \t 15\n", + "4 \t 19 \t 10 \t 1 \t 9 \t 179 \t -1342\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -181 \t 1357\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 360 \t -2699\n", + "\t\t\t\t\t -541 \t 4056\n", + "GCD(39203, 5229) = 1, with coefficients -541 and 4056 such that 1 = (-541)*39203 + (4056)*5229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5230 \t 7 \t 2593 \t 1 \t 0\n", + "1 \t 5230 \t 2593 \t 2 \t 44 \t 0 \t 1\n", + "2 \t 2593 \t 44 \t 58 \t 41 \t 1 \t -7\n", + "3 \t 44 \t 41 \t 1 \t 3 \t -2 \t 15\n", + "4 \t 41 \t 3 \t 13 \t 2 \t 117 \t -877\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -119 \t 892\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1664 \t -12473\n", + "\t\t\t\t\t -1783 \t 13365\n", + "GCD(39203, 5230) = 1, with coefficients -1783 and 13365 such that 1 = (-1783)*39203 + (13365)*5230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5231 \t 7 \t 2586 \t 1 \t 0\n", + "1 \t 5231 \t 2586 \t 2 \t 59 \t 0 \t 1\n", + "2 \t 2586 \t 59 \t 43 \t 49 \t 1 \t -7\n", + "3 \t 59 \t 49 \t 1 \t 10 \t -2 \t 15\n", + "4 \t 49 \t 10 \t 4 \t 9 \t 87 \t -652\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -89 \t 667\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 443 \t -3320\n", + "\t\t\t\t\t -532 \t 3987\n", + "GCD(39203, 5231) = 1, with coefficients -532 and 3987 such that 1 = (-532)*39203 + (3987)*5231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5232 \t 7 \t 2579 \t 1 \t 0\n", + "1 \t 5232 \t 2579 \t 2 \t 74 \t 0 \t 1\n", + "2 \t 2579 \t 74 \t 34 \t 63 \t 1 \t -7\n", + "3 \t 74 \t 63 \t 1 \t 11 \t -2 \t 15\n", + "4 \t 63 \t 11 \t 5 \t 8 \t 69 \t -517\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -71 \t 532\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 424 \t -3177\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -495 \t 3709\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1414 \t -10595\n", + "\t\t\t\t\t -1909 \t 14304\n", + "GCD(39203, 5232) = 1, with coefficients -1909 and 14304 such that 1 = (-1909)*39203 + (14304)*5232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5233 \t 7 \t 2572 \t 1 \t 0\n", + "1 \t 5233 \t 2572 \t 2 \t 89 \t 0 \t 1\n", + "2 \t 2572 \t 89 \t 28 \t 80 \t 1 \t -7\n", + "3 \t 89 \t 80 \t 1 \t 9 \t -2 \t 15\n", + "4 \t 80 \t 9 \t 8 \t 8 \t 57 \t -427\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -59 \t 442\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 529 \t -3963\n", + "\t\t\t\t\t -588 \t 4405\n", + "GCD(39203, 5233) = 1, with coefficients -588 and 4405 such that 1 = (-588)*39203 + (4405)*5233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5234 \t 7 \t 2565 \t 1 \t 0\n", + "1 \t 5234 \t 2565 \t 2 \t 104 \t 0 \t 1\n", + "2 \t 2565 \t 104 \t 24 \t 69 \t 1 \t -7\n", + "3 \t 104 \t 69 \t 1 \t 35 \t -2 \t 15\n", + "4 \t 69 \t 35 \t 1 \t 34 \t 49 \t -367\n", + "5 \t 35 \t 34 \t 1 \t 1 \t -51 \t 382\n", + "6 \t 34 \t 1 \t 34 \t 0 \t 100 \t -749\n", + "\t\t\t\t\t -151 \t 1131\n", + "GCD(39203, 5234) = 1, with coefficients -151 and 1131 such that 1 = (-151)*39203 + (1131)*5234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5235 \t 7 \t 2558 \t 1 \t 0\n", + "1 \t 5235 \t 2558 \t 2 \t 119 \t 0 \t 1\n", + "2 \t 2558 \t 119 \t 21 \t 59 \t 1 \t -7\n", + "3 \t 119 \t 59 \t 2 \t 1 \t -2 \t 15\n", + "4 \t 59 \t 1 \t 59 \t 0 \t 43 \t -322\n", + "\t\t\t\t\t -88 \t 659\n", + "GCD(39203, 5235) = 1, with coefficients -88 and 659 such that 1 = (-88)*39203 + (659)*5235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5236 \t 7 \t 2551 \t 1 \t 0\n", + "1 \t 5236 \t 2551 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 2551 \t 134 \t 19 \t 5 \t 1 \t -7\n", + "3 \t 134 \t 5 \t 26 \t 4 \t -2 \t 15\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 39 \t -292\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -1016 \t 7607\n", + "\t\t\t\t\t 1055 \t -7899\n", + "GCD(39203, 5236) = 1, with coefficients 1055 and -7899 such that 1 = (1055)*39203 + (-7899)*5236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5237 \t 7 \t 2544 \t 1 \t 0\n", + "1 \t 5237 \t 2544 \t 2 \t 149 \t 0 \t 1\n", + "2 \t 2544 \t 149 \t 17 \t 11 \t 1 \t -7\n", + "3 \t 149 \t 11 \t 13 \t 6 \t -2 \t 15\n", + "4 \t 11 \t 6 \t 1 \t 5 \t 35 \t -262\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -457 \t 3421\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 492 \t -3683\n", + "\t\t\t\t\t -949 \t 7104\n", + "GCD(39203, 5237) = 1, with coefficients -949 and 7104 such that 1 = (-949)*39203 + (7104)*5237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5238 \t 7 \t 2537 \t 1 \t 0\n", + "1 \t 5238 \t 2537 \t 2 \t 164 \t 0 \t 1\n", + "2 \t 2537 \t 164 \t 15 \t 77 \t 1 \t -7\n", + "3 \t 164 \t 77 \t 2 \t 10 \t -2 \t 15\n", + "4 \t 77 \t 10 \t 7 \t 7 \t 31 \t -232\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -64 \t 479\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 479 \t -3585\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -543 \t 4064\n", + "\t\t\t\t\t 1565 \t -11713\n", + "GCD(39203, 5238) = 1, with coefficients 1565 and -11713 such that 1 = (1565)*39203 + (-11713)*5238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5239 \t 7 \t 2530 \t 1 \t 0\n", + "1 \t 5239 \t 2530 \t 2 \t 179 \t 0 \t 1\n", + "2 \t 2530 \t 179 \t 14 \t 24 \t 1 \t -7\n", + "3 \t 179 \t 24 \t 7 \t 11 \t -2 \t 15\n", + "4 \t 24 \t 11 \t 2 \t 2 \t 29 \t -217\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -205 \t 1534\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 439 \t -3285\n", + "\t\t\t\t\t -2400 \t 17959\n", + "GCD(39203, 5239) = 1, with coefficients -2400 and 17959 such that 1 = (-2400)*39203 + (17959)*5239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5240 \t 7 \t 2523 \t 1 \t 0\n", + "1 \t 5240 \t 2523 \t 2 \t 194 \t 0 \t 1\n", + "2 \t 2523 \t 194 \t 13 \t 1 \t 1 \t -7\n", + "3 \t 194 \t 1 \t 194 \t 0 \t -2 \t 15\n", + "\t\t\t\t\t 27 \t -202\n", + "GCD(39203, 5240) = 1, with coefficients 27 and -202 such that 1 = (27)*39203 + (-202)*5240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5241 \t 7 \t 2516 \t 1 \t 0\n", + "1 \t 5241 \t 2516 \t 2 \t 209 \t 0 \t 1\n", + "2 \t 2516 \t 209 \t 12 \t 8 \t 1 \t -7\n", + "3 \t 209 \t 8 \t 26 \t 1 \t -2 \t 15\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 25 \t -187\n", + "\t\t\t\t\t -652 \t 4877\n", + "GCD(39203, 5241) = 1, with coefficients -652 and 4877 such that 1 = (-652)*39203 + (4877)*5241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5242 \t 7 \t 2509 \t 1 \t 0\n", + "1 \t 5242 \t 2509 \t 2 \t 224 \t 0 \t 1\n", + "2 \t 2509 \t 224 \t 11 \t 45 \t 1 \t -7\n", + "3 \t 224 \t 45 \t 4 \t 44 \t -2 \t 15\n", + "4 \t 45 \t 44 \t 1 \t 1 \t 23 \t -172\n", + "5 \t 44 \t 1 \t 44 \t 0 \t -94 \t 703\n", + "\t\t\t\t\t 117 \t -875\n", + "GCD(39203, 5242) = 1, with coefficients 117 and -875 such that 1 = (117)*39203 + (-875)*5242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5243 \t 7 \t 2502 \t 1 \t 0\n", + "1 \t 5243 \t 2502 \t 2 \t 239 \t 0 \t 1\n", + "2 \t 2502 \t 239 \t 10 \t 112 \t 1 \t -7\n", + "3 \t 239 \t 112 \t 2 \t 15 \t -2 \t 15\n", + "4 \t 112 \t 15 \t 7 \t 7 \t 21 \t -157\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -44 \t 329\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 329 \t -2460\n", + "\t\t\t\t\t -702 \t 5249\n", + "GCD(39203, 5243) = 1, with coefficients -702 and 5249 such that 1 = (-702)*39203 + (5249)*5243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5244 \t 7 \t 2495 \t 1 \t 0\n", + "1 \t 5244 \t 2495 \t 2 \t 254 \t 0 \t 1\n", + "2 \t 2495 \t 254 \t 9 \t 209 \t 1 \t -7\n", + "3 \t 254 \t 209 \t 1 \t 45 \t -2 \t 15\n", + "4 \t 209 \t 45 \t 4 \t 29 \t 19 \t -142\n", + "5 \t 45 \t 29 \t 1 \t 16 \t -21 \t 157\n", + "6 \t 29 \t 16 \t 1 \t 13 \t 103 \t -770\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -124 \t 927\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 227 \t -1697\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -351 \t 2624\n", + "\t\t\t\t\t 1631 \t -12193\n", + "GCD(39203, 5244) = 1, with coefficients 1631 and -12193 such that 1 = (1631)*39203 + (-12193)*5244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5245 \t 7 \t 2488 \t 1 \t 0\n", + "1 \t 5245 \t 2488 \t 2 \t 269 \t 0 \t 1\n", + "2 \t 2488 \t 269 \t 9 \t 67 \t 1 \t -7\n", + "3 \t 269 \t 67 \t 4 \t 1 \t -2 \t 15\n", + "4 \t 67 \t 1 \t 67 \t 0 \t 19 \t -142\n", + "\t\t\t\t\t -78 \t 583\n", + "GCD(39203, 5245) = 1, with coefficients -78 and 583 such that 1 = (-78)*39203 + (583)*5245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5246 \t 7 \t 2481 \t 1 \t 0\n", + "1 \t 5246 \t 2481 \t 2 \t 284 \t 0 \t 1\n", + "2 \t 2481 \t 284 \t 8 \t 209 \t 1 \t -7\n", + "3 \t 284 \t 209 \t 1 \t 75 \t -2 \t 15\n", + "4 \t 209 \t 75 \t 2 \t 59 \t 17 \t -127\n", + "5 \t 75 \t 59 \t 1 \t 16 \t -19 \t 142\n", + "6 \t 59 \t 16 \t 3 \t 11 \t 55 \t -411\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -74 \t 553\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 277 \t -2070\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -351 \t 2623\n", + "\t\t\t\t\t 979 \t -7316\n", + "GCD(39203, 5246) = 1, with coefficients 979 and -7316 such that 1 = (979)*39203 + (-7316)*5246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5247 \t 7 \t 2474 \t 1 \t 0\n", + "1 \t 5247 \t 2474 \t 2 \t 299 \t 0 \t 1\n", + "2 \t 2474 \t 299 \t 8 \t 82 \t 1 \t -7\n", + "3 \t 299 \t 82 \t 3 \t 53 \t -2 \t 15\n", + "4 \t 82 \t 53 \t 1 \t 29 \t 17 \t -127\n", + "5 \t 53 \t 29 \t 1 \t 24 \t -53 \t 396\n", + "6 \t 29 \t 24 \t 1 \t 5 \t 70 \t -523\n", + "7 \t 24 \t 5 \t 4 \t 4 \t -123 \t 919\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 193 \t -1442\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -895 \t 6687\n", + "\t\t\t\t\t 1088 \t -8129\n", + "GCD(39203, 5247) = 1, with coefficients 1088 and -8129 such that 1 = (1088)*39203 + (-8129)*5247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5248 \t 7 \t 2467 \t 1 \t 0\n", + "1 \t 5248 \t 2467 \t 2 \t 314 \t 0 \t 1\n", + "2 \t 2467 \t 314 \t 7 \t 269 \t 1 \t -7\n", + "3 \t 314 \t 269 \t 1 \t 45 \t -2 \t 15\n", + "4 \t 269 \t 45 \t 5 \t 44 \t 15 \t -112\n", + "5 \t 45 \t 44 \t 1 \t 1 \t -17 \t 127\n", + "6 \t 44 \t 1 \t 44 \t 0 \t 100 \t -747\n", + "\t\t\t\t\t -117 \t 874\n", + "GCD(39203, 5248) = 1, with coefficients -117 and 874 such that 1 = (-117)*39203 + (874)*5248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5249 \t 7 \t 2460 \t 1 \t 0\n", + "1 \t 5249 \t 2460 \t 2 \t 329 \t 0 \t 1\n", + "2 \t 2460 \t 329 \t 7 \t 157 \t 1 \t -7\n", + "3 \t 329 \t 157 \t 2 \t 15 \t -2 \t 15\n", + "4 \t 157 \t 15 \t 10 \t 7 \t 15 \t -112\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -32 \t 239\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 335 \t -2502\n", + "\t\t\t\t\t -702 \t 5243\n", + "GCD(39203, 5249) = 1, with coefficients -702 and 5243 such that 1 = (-702)*39203 + (5243)*5249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5250 \t 7 \t 2453 \t 1 \t 0\n", + "1 \t 5250 \t 2453 \t 2 \t 344 \t 0 \t 1\n", + "2 \t 2453 \t 344 \t 7 \t 45 \t 1 \t -7\n", + "3 \t 344 \t 45 \t 7 \t 29 \t -2 \t 15\n", + "4 \t 45 \t 29 \t 1 \t 16 \t 15 \t -112\n", + "5 \t 29 \t 16 \t 1 \t 13 \t -107 \t 799\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 122 \t -911\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -229 \t 1710\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 351 \t -2621\n", + "\t\t\t\t\t -1633 \t 12194\n", + "GCD(39203, 5250) = 1, with coefficients -1633 and 12194 such that 1 = (-1633)*39203 + (12194)*5250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5251 \t 7 \t 2446 \t 1 \t 0\n", + "1 \t 5251 \t 2446 \t 2 \t 359 \t 0 \t 1\n", + "2 \t 2446 \t 359 \t 6 \t 292 \t 1 \t -7\n", + "3 \t 359 \t 292 \t 1 \t 67 \t -2 \t 15\n", + "4 \t 292 \t 67 \t 4 \t 24 \t 13 \t -97\n", + "5 \t 67 \t 24 \t 2 \t 19 \t -15 \t 112\n", + "6 \t 24 \t 19 \t 1 \t 5 \t 73 \t -545\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -161 \t 1202\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 234 \t -1747\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -863 \t 6443\n", + "\t\t\t\t\t 1097 \t -8190\n", + "GCD(39203, 5251) = 1, with coefficients 1097 and -8190 such that 1 = (1097)*39203 + (-8190)*5251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5252 \t 7 \t 2439 \t 1 \t 0\n", + "1 \t 5252 \t 2439 \t 2 \t 374 \t 0 \t 1\n", + "2 \t 2439 \t 374 \t 6 \t 195 \t 1 \t -7\n", + "3 \t 374 \t 195 \t 1 \t 179 \t -2 \t 15\n", + "4 \t 195 \t 179 \t 1 \t 16 \t 13 \t -97\n", + "5 \t 179 \t 16 \t 11 \t 3 \t -15 \t 112\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 28 \t -209\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -323 \t 2411\n", + "\t\t\t\t\t 1643 \t -12264\n", + "GCD(39203, 5252) = 1, with coefficients 1643 and -12264 such that 1 = (1643)*39203 + (-12264)*5252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5253 \t 7 \t 2432 \t 1 \t 0\n", + "1 \t 5253 \t 2432 \t 2 \t 389 \t 0 \t 1\n", + "2 \t 2432 \t 389 \t 6 \t 98 \t 1 \t -7\n", + "3 \t 389 \t 98 \t 3 \t 95 \t -2 \t 15\n", + "4 \t 98 \t 95 \t 1 \t 3 \t 13 \t -97\n", + "5 \t 95 \t 3 \t 31 \t 2 \t -41 \t 306\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 54 \t -403\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1715 \t 12799\n", + "\t\t\t\t\t 1769 \t -13202\n", + "GCD(39203, 5253) = 1, with coefficients 1769 and -13202 such that 1 = (1769)*39203 + (-13202)*5253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5254 \t 7 \t 2425 \t 1 \t 0\n", + "1 \t 5254 \t 2425 \t 2 \t 404 \t 0 \t 1\n", + "2 \t 2425 \t 404 \t 6 \t 1 \t 1 \t -7\n", + "3 \t 404 \t 1 \t 404 \t 0 \t -2 \t 15\n", + "\t\t\t\t\t 13 \t -97\n", + "GCD(39203, 5254) = 1, with coefficients 13 and -97 such that 1 = (13)*39203 + (-97)*5254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5255 \t 7 \t 2418 \t 1 \t 0\n", + "1 \t 5255 \t 2418 \t 2 \t 419 \t 0 \t 1\n", + "2 \t 2418 \t 419 \t 5 \t 323 \t 1 \t -7\n", + "3 \t 419 \t 323 \t 1 \t 96 \t -2 \t 15\n", + "4 \t 323 \t 96 \t 3 \t 35 \t 11 \t -82\n", + "5 \t 96 \t 35 \t 2 \t 26 \t -13 \t 97\n", + "6 \t 35 \t 26 \t 1 \t 9 \t 50 \t -373\n", + "7 \t 26 \t 9 \t 2 \t 8 \t -113 \t 843\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 163 \t -1216\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -439 \t 3275\n", + "\t\t\t\t\t 602 \t -4491\n", + "GCD(39203, 5255) = 1, with coefficients 602 and -4491 such that 1 = (602)*39203 + (-4491)*5255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5256 \t 7 \t 2411 \t 1 \t 0\n", + "1 \t 5256 \t 2411 \t 2 \t 434 \t 0 \t 1\n", + "2 \t 2411 \t 434 \t 5 \t 241 \t 1 \t -7\n", + "3 \t 434 \t 241 \t 1 \t 193 \t -2 \t 15\n", + "4 \t 241 \t 193 \t 1 \t 48 \t 11 \t -82\n", + "5 \t 193 \t 48 \t 4 \t 1 \t -13 \t 97\n", + "6 \t 48 \t 1 \t 48 \t 0 \t 24 \t -179\n", + "\t\t\t\t\t -109 \t 813\n", + "GCD(39203, 5256) = 1, with coefficients -109 and 813 such that 1 = (-109)*39203 + (813)*5256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5257 \t 7 \t 2404 \t 1 \t 0\n", + "1 \t 5257 \t 2404 \t 2 \t 449 \t 0 \t 1\n", + "2 \t 2404 \t 449 \t 5 \t 159 \t 1 \t -7\n", + "3 \t 449 \t 159 \t 2 \t 131 \t -2 \t 15\n", + "4 \t 159 \t 131 \t 1 \t 28 \t 11 \t -82\n", + "5 \t 131 \t 28 \t 4 \t 19 \t -24 \t 179\n", + "6 \t 28 \t 19 \t 1 \t 9 \t 35 \t -261\n", + "7 \t 19 \t 9 \t 2 \t 1 \t -164 \t 1223\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 199 \t -1484\n", + "\t\t\t\t\t -562 \t 4191\n", + "GCD(39203, 5257) = 1, with coefficients -562 and 4191 such that 1 = (-562)*39203 + (4191)*5257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5258 \t 7 \t 2397 \t 1 \t 0\n", + "1 \t 5258 \t 2397 \t 2 \t 464 \t 0 \t 1\n", + "2 \t 2397 \t 464 \t 5 \t 77 \t 1 \t -7\n", + "3 \t 464 \t 77 \t 6 \t 2 \t -2 \t 15\n", + "4 \t 77 \t 2 \t 38 \t 1 \t 11 \t -82\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -68 \t 507\n", + "\t\t\t\t\t 2595 \t -19348\n", + "GCD(39203, 5258) = 1, with coefficients 2595 and -19348 such that 1 = (2595)*39203 + (-19348)*5258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5259 \t 7 \t 2390 \t 1 \t 0\n", + "1 \t 5259 \t 2390 \t 2 \t 479 \t 0 \t 1\n", + "2 \t 2390 \t 479 \t 4 \t 474 \t 1 \t -7\n", + "3 \t 479 \t 474 \t 1 \t 5 \t -2 \t 15\n", + "4 \t 474 \t 5 \t 94 \t 4 \t 9 \t -67\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -11 \t 82\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1043 \t -7775\n", + "\t\t\t\t\t -1054 \t 7857\n", + "GCD(39203, 5259) = 1, with coefficients -1054 and 7857 such that 1 = (-1054)*39203 + (7857)*5259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5260 \t 7 \t 2383 \t 1 \t 0\n", + "1 \t 5260 \t 2383 \t 2 \t 494 \t 0 \t 1\n", + "2 \t 2383 \t 494 \t 4 \t 407 \t 1 \t -7\n", + "3 \t 494 \t 407 \t 1 \t 87 \t -2 \t 15\n", + "4 \t 407 \t 87 \t 4 \t 59 \t 9 \t -67\n", + "5 \t 87 \t 59 \t 1 \t 28 \t -11 \t 82\n", + "6 \t 59 \t 28 \t 2 \t 3 \t 53 \t -395\n", + "7 \t 28 \t 3 \t 9 \t 1 \t -64 \t 477\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 181 \t -1349\n", + "\t\t\t\t\t -1693 \t 12618\n", + "GCD(39203, 5260) = 1, with coefficients -1693 and 12618 such that 1 = (-1693)*39203 + (12618)*5260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5261 \t 7 \t 2376 \t 1 \t 0\n", + "1 \t 5261 \t 2376 \t 2 \t 509 \t 0 \t 1\n", + "2 \t 2376 \t 509 \t 4 \t 340 \t 1 \t -7\n", + "3 \t 509 \t 340 \t 1 \t 169 \t -2 \t 15\n", + "4 \t 340 \t 169 \t 2 \t 2 \t 9 \t -67\n", + "5 \t 169 \t 2 \t 84 \t 1 \t -11 \t 82\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 31 \t -231\n", + "\t\t\t\t\t -2615 \t 19486\n", + "GCD(39203, 5261) = 1, with coefficients -2615 and 19486 such that 1 = (-2615)*39203 + (19486)*5261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5262 \t 7 \t 2369 \t 1 \t 0\n", + "1 \t 5262 \t 2369 \t 2 \t 524 \t 0 \t 1\n", + "2 \t 2369 \t 524 \t 4 \t 273 \t 1 \t -7\n", + "3 \t 524 \t 273 \t 1 \t 251 \t -2 \t 15\n", + "4 \t 273 \t 251 \t 1 \t 22 \t 9 \t -67\n", + "5 \t 251 \t 22 \t 11 \t 9 \t -11 \t 82\n", + "6 \t 22 \t 9 \t 2 \t 4 \t 20 \t -149\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -231 \t 1721\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 482 \t -3591\n", + "\t\t\t\t\t -1195 \t 8903\n", + "GCD(39203, 5262) = 1, with coefficients -1195 and 8903 such that 1 = (-1195)*39203 + (8903)*5262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5263 \t 7 \t 2362 \t 1 \t 0\n", + "1 \t 5263 \t 2362 \t 2 \t 539 \t 0 \t 1\n", + "2 \t 2362 \t 539 \t 4 \t 206 \t 1 \t -7\n", + "3 \t 539 \t 206 \t 2 \t 127 \t -2 \t 15\n", + "4 \t 206 \t 127 \t 1 \t 79 \t 9 \t -67\n", + "5 \t 127 \t 79 \t 1 \t 48 \t -20 \t 149\n", + "6 \t 79 \t 48 \t 1 \t 31 \t 29 \t -216\n", + "7 \t 48 \t 31 \t 1 \t 17 \t -49 \t 365\n", + "8 \t 31 \t 17 \t 1 \t 14 \t 78 \t -581\n", + "9 \t 17 \t 14 \t 1 \t 3 \t -127 \t 946\n", + "10 \t 14 \t 3 \t 4 \t 2 \t 205 \t -1527\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -332 \t 2473\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1533 \t -11419\n", + "\t\t\t\t\t -1865 \t 13892\n", + "GCD(39203, 5263) = 1, with coefficients -1865 and 13892 such that 1 = (-1865)*39203 + (13892)*5263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5264 \t 7 \t 2355 \t 1 \t 0\n", + "1 \t 5264 \t 2355 \t 2 \t 554 \t 0 \t 1\n", + "2 \t 2355 \t 554 \t 4 \t 139 \t 1 \t -7\n", + "3 \t 554 \t 139 \t 3 \t 137 \t -2 \t 15\n", + "4 \t 139 \t 137 \t 1 \t 2 \t 9 \t -67\n", + "5 \t 137 \t 2 \t 68 \t 1 \t -29 \t 216\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 38 \t -283\n", + "\t\t\t\t\t -2613 \t 19460\n", + "GCD(39203, 5264) = 1, with coefficients -2613 and 19460 such that 1 = (-2613)*39203 + (19460)*5264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5265 \t 7 \t 2348 \t 1 \t 0\n", + "1 \t 5265 \t 2348 \t 2 \t 569 \t 0 \t 1\n", + "2 \t 2348 \t 569 \t 4 \t 72 \t 1 \t -7\n", + "3 \t 569 \t 72 \t 7 \t 65 \t -2 \t 15\n", + "4 \t 72 \t 65 \t 1 \t 7 \t 9 \t -67\n", + "5 \t 65 \t 7 \t 9 \t 2 \t -65 \t 484\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 74 \t -551\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -731 \t 5443\n", + "\t\t\t\t\t 2267 \t -16880\n", + "GCD(39203, 5265) = 1, with coefficients 2267 and -16880 such that 1 = (2267)*39203 + (-16880)*5265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5266 \t 7 \t 2341 \t 1 \t 0\n", + "1 \t 5266 \t 2341 \t 2 \t 584 \t 0 \t 1\n", + "2 \t 2341 \t 584 \t 4 \t 5 \t 1 \t -7\n", + "3 \t 584 \t 5 \t 116 \t 4 \t -2 \t 15\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 9 \t -67\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -1046 \t 7787\n", + "\t\t\t\t\t 1055 \t -7854\n", + "GCD(39203, 5266) = 1, with coefficients 1055 and -7854 such that 1 = (1055)*39203 + (-7854)*5266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5267 \t 7 \t 2334 \t 1 \t 0\n", + "1 \t 5267 \t 2334 \t 2 \t 599 \t 0 \t 1\n", + "2 \t 2334 \t 599 \t 3 \t 537 \t 1 \t -7\n", + "3 \t 599 \t 537 \t 1 \t 62 \t -2 \t 15\n", + "4 \t 537 \t 62 \t 8 \t 41 \t 7 \t -52\n", + "5 \t 62 \t 41 \t 1 \t 21 \t -9 \t 67\n", + "6 \t 41 \t 21 \t 1 \t 20 \t 79 \t -588\n", + "7 \t 21 \t 20 \t 1 \t 1 \t -88 \t 655\n", + "8 \t 20 \t 1 \t 20 \t 0 \t 167 \t -1243\n", + "\t\t\t\t\t -255 \t 1898\n", + "GCD(39203, 5267) = 1, with coefficients -255 and 1898 such that 1 = (-255)*39203 + (1898)*5267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5268 \t 7 \t 2327 \t 1 \t 0\n", + "1 \t 5268 \t 2327 \t 2 \t 614 \t 0 \t 1\n", + "2 \t 2327 \t 614 \t 3 \t 485 \t 1 \t -7\n", + "3 \t 614 \t 485 \t 1 \t 129 \t -2 \t 15\n", + "4 \t 485 \t 129 \t 3 \t 98 \t 7 \t -52\n", + "5 \t 129 \t 98 \t 1 \t 31 \t -9 \t 67\n", + "6 \t 98 \t 31 \t 3 \t 5 \t 34 \t -253\n", + "7 \t 31 \t 5 \t 6 \t 1 \t -43 \t 320\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 163 \t -1213\n", + "\t\t\t\t\t -1021 \t 7598\n", + "GCD(39203, 5268) = 1, with coefficients -1021 and 7598 such that 1 = (-1021)*39203 + (7598)*5268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5269 \t 7 \t 2320 \t 1 \t 0\n", + "1 \t 5269 \t 2320 \t 2 \t 629 \t 0 \t 1\n", + "2 \t 2320 \t 629 \t 3 \t 433 \t 1 \t -7\n", + "3 \t 629 \t 433 \t 1 \t 196 \t -2 \t 15\n", + "4 \t 433 \t 196 \t 2 \t 41 \t 7 \t -52\n", + "5 \t 196 \t 41 \t 4 \t 32 \t -9 \t 67\n", + "6 \t 41 \t 32 \t 1 \t 9 \t 25 \t -186\n", + "7 \t 32 \t 9 \t 3 \t 5 \t -109 \t 811\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 134 \t -997\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -511 \t 3802\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 645 \t -4799\n", + "\t\t\t\t\t -1156 \t 8601\n", + "GCD(39203, 5269) = 1, with coefficients -1156 and 8601 such that 1 = (-1156)*39203 + (8601)*5269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5270 \t 7 \t 2313 \t 1 \t 0\n", + "1 \t 5270 \t 2313 \t 2 \t 644 \t 0 \t 1\n", + "2 \t 2313 \t 644 \t 3 \t 381 \t 1 \t -7\n", + "3 \t 644 \t 381 \t 1 \t 263 \t -2 \t 15\n", + "4 \t 381 \t 263 \t 1 \t 118 \t 7 \t -52\n", + "5 \t 263 \t 118 \t 2 \t 27 \t -9 \t 67\n", + "6 \t 118 \t 27 \t 4 \t 10 \t 16 \t -119\n", + "7 \t 27 \t 10 \t 2 \t 7 \t -41 \t 305\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 180 \t -1339\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -401 \t 2983\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 581 \t -4322\n", + "\t\t\t\t\t -1563 \t 11627\n", + "GCD(39203, 5270) = 1, with coefficients -1563 and 11627 such that 1 = (-1563)*39203 + (11627)*5270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5271 \t 7 \t 2306 \t 1 \t 0\n", + "1 \t 5271 \t 2306 \t 2 \t 659 \t 0 \t 1\n", + "2 \t 2306 \t 659 \t 3 \t 329 \t 1 \t -7\n", + "3 \t 659 \t 329 \t 2 \t 1 \t -2 \t 15\n", + "4 \t 329 \t 1 \t 329 \t 0 \t 7 \t -52\n", + "\t\t\t\t\t -16 \t 119\n", + "GCD(39203, 5271) = 1, with coefficients -16 and 119 such that 1 = (-16)*39203 + (119)*5271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5272 \t 7 \t 2299 \t 1 \t 0\n", + "1 \t 5272 \t 2299 \t 2 \t 674 \t 0 \t 1\n", + "2 \t 2299 \t 674 \t 3 \t 277 \t 1 \t -7\n", + "3 \t 674 \t 277 \t 2 \t 120 \t -2 \t 15\n", + "4 \t 277 \t 120 \t 2 \t 37 \t 7 \t -52\n", + "5 \t 120 \t 37 \t 3 \t 9 \t -16 \t 119\n", + "6 \t 37 \t 9 \t 4 \t 1 \t 39 \t -290\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -133 \t 989\n", + "\t\t\t\t\t 571 \t -4246\n", + "GCD(39203, 5272) = 1, with coefficients 571 and -4246 such that 1 = (571)*39203 + (-4246)*5272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5273 \t 7 \t 2292 \t 1 \t 0\n", + "1 \t 5273 \t 2292 \t 2 \t 689 \t 0 \t 1\n", + "2 \t 2292 \t 689 \t 3 \t 225 \t 1 \t -7\n", + "3 \t 689 \t 225 \t 3 \t 14 \t -2 \t 15\n", + "4 \t 225 \t 14 \t 16 \t 1 \t 7 \t -52\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -23 \t 171\n", + "\t\t\t\t\t 375 \t -2788\n", + "GCD(39203, 5273) = 1, with coefficients 375 and -2788 such that 1 = (375)*39203 + (-2788)*5273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5274 \t 7 \t 2285 \t 1 \t 0\n", + "1 \t 5274 \t 2285 \t 2 \t 704 \t 0 \t 1\n", + "2 \t 2285 \t 704 \t 3 \t 173 \t 1 \t -7\n", + "3 \t 704 \t 173 \t 4 \t 12 \t -2 \t 15\n", + "4 \t 173 \t 12 \t 14 \t 5 \t 7 \t -52\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -30 \t 223\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 427 \t -3174\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -884 \t 6571\n", + "\t\t\t\t\t 2195 \t -16316\n", + "GCD(39203, 5274) = 1, with coefficients 2195 and -16316 such that 1 = (2195)*39203 + (-16316)*5274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5275 \t 7 \t 2278 \t 1 \t 0\n", + "1 \t 5275 \t 2278 \t 2 \t 719 \t 0 \t 1\n", + "2 \t 2278 \t 719 \t 3 \t 121 \t 1 \t -7\n", + "3 \t 719 \t 121 \t 5 \t 114 \t -2 \t 15\n", + "4 \t 121 \t 114 \t 1 \t 7 \t 7 \t -52\n", + "5 \t 114 \t 7 \t 16 \t 2 \t -37 \t 275\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 44 \t -327\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -741 \t 5507\n", + "\t\t\t\t\t 2267 \t -16848\n", + "GCD(39203, 5275) = 1, with coefficients 2267 and -16848 such that 1 = (2267)*39203 + (-16848)*5275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5276 \t 7 \t 2271 \t 1 \t 0\n", + "1 \t 5276 \t 2271 \t 2 \t 734 \t 0 \t 1\n", + "2 \t 2271 \t 734 \t 3 \t 69 \t 1 \t -7\n", + "3 \t 734 \t 69 \t 10 \t 44 \t -2 \t 15\n", + "4 \t 69 \t 44 \t 1 \t 25 \t 7 \t -52\n", + "5 \t 44 \t 25 \t 1 \t 19 \t -72 \t 535\n", + "6 \t 25 \t 19 \t 1 \t 6 \t 79 \t -587\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -151 \t 1122\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 230 \t -1709\n", + "\t\t\t\t\t -841 \t 6249\n", + "GCD(39203, 5276) = 1, with coefficients -841 and 6249 such that 1 = (-841)*39203 + (6249)*5276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5277 \t 7 \t 2264 \t 1 \t 0\n", + "1 \t 5277 \t 2264 \t 2 \t 749 \t 0 \t 1\n", + "2 \t 2264 \t 749 \t 3 \t 17 \t 1 \t -7\n", + "3 \t 749 \t 17 \t 44 \t 1 \t -2 \t 15\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 7 \t -52\n", + "\t\t\t\t\t -310 \t 2303\n", + "GCD(39203, 5277) = 1, with coefficients -310 and 2303 such that 1 = (-310)*39203 + (2303)*5277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5278 \t 7 \t 2257 \t 1 \t 0\n", + "1 \t 5278 \t 2257 \t 2 \t 764 \t 0 \t 1\n", + "2 \t 2257 \t 764 \t 2 \t 729 \t 1 \t -7\n", + "3 \t 764 \t 729 \t 1 \t 35 \t -2 \t 15\n", + "4 \t 729 \t 35 \t 20 \t 29 \t 5 \t -37\n", + "5 \t 35 \t 29 \t 1 \t 6 \t -7 \t 52\n", + "6 \t 29 \t 6 \t 4 \t 5 \t 145 \t -1077\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -152 \t 1129\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 753 \t -5593\n", + "\t\t\t\t\t -905 \t 6722\n", + "GCD(39203, 5278) = 1, with coefficients -905 and 6722 such that 1 = (-905)*39203 + (6722)*5278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5279 \t 7 \t 2250 \t 1 \t 0\n", + "1 \t 5279 \t 2250 \t 2 \t 779 \t 0 \t 1\n", + "2 \t 2250 \t 779 \t 2 \t 692 \t 1 \t -7\n", + "3 \t 779 \t 692 \t 1 \t 87 \t -2 \t 15\n", + "4 \t 692 \t 87 \t 7 \t 83 \t 5 \t -37\n", + "5 \t 87 \t 83 \t 1 \t 4 \t -7 \t 52\n", + "6 \t 83 \t 4 \t 20 \t 3 \t 54 \t -401\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -61 \t 453\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1274 \t -9461\n", + "\t\t\t\t\t -1335 \t 9914\n", + "GCD(39203, 5279) = 1, with coefficients -1335 and 9914 such that 1 = (-1335)*39203 + (9914)*5279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5280 \t 7 \t 2243 \t 1 \t 0\n", + "1 \t 5280 \t 2243 \t 2 \t 794 \t 0 \t 1\n", + "2 \t 2243 \t 794 \t 2 \t 655 \t 1 \t -7\n", + "3 \t 794 \t 655 \t 1 \t 139 \t -2 \t 15\n", + "4 \t 655 \t 139 \t 4 \t 99 \t 5 \t -37\n", + "5 \t 139 \t 99 \t 1 \t 40 \t -7 \t 52\n", + "6 \t 99 \t 40 \t 2 \t 19 \t 33 \t -245\n", + "7 \t 40 \t 19 \t 2 \t 2 \t -40 \t 297\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 113 \t -839\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -266 \t 1975\n", + "\t\t\t\t\t 2507 \t -18614\n", + "GCD(39203, 5280) = 1, with coefficients 2507 and -18614 such that 1 = (2507)*39203 + (-18614)*5280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5281 \t 7 \t 2236 \t 1 \t 0\n", + "1 \t 5281 \t 2236 \t 2 \t 809 \t 0 \t 1\n", + "2 \t 2236 \t 809 \t 2 \t 618 \t 1 \t -7\n", + "3 \t 809 \t 618 \t 1 \t 191 \t -2 \t 15\n", + "4 \t 618 \t 191 \t 3 \t 45 \t 5 \t -37\n", + "5 \t 191 \t 45 \t 4 \t 11 \t -7 \t 52\n", + "6 \t 45 \t 11 \t 4 \t 1 \t 26 \t -193\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -111 \t 824\n", + "\t\t\t\t\t 470 \t -3489\n", + "GCD(39203, 5281) = 1, with coefficients 470 and -3489 such that 1 = (470)*39203 + (-3489)*5281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5282 \t 7 \t 2229 \t 1 \t 0\n", + "1 \t 5282 \t 2229 \t 2 \t 824 \t 0 \t 1\n", + "2 \t 2229 \t 824 \t 2 \t 581 \t 1 \t -7\n", + "3 \t 824 \t 581 \t 1 \t 243 \t -2 \t 15\n", + "4 \t 581 \t 243 \t 2 \t 95 \t 5 \t -37\n", + "5 \t 243 \t 95 \t 2 \t 53 \t -7 \t 52\n", + "6 \t 95 \t 53 \t 1 \t 42 \t 19 \t -141\n", + "7 \t 53 \t 42 \t 1 \t 11 \t -45 \t 334\n", + "8 \t 42 \t 11 \t 3 \t 9 \t 64 \t -475\n", + "9 \t 11 \t 9 \t 1 \t 2 \t -109 \t 809\n", + "10 \t 9 \t 2 \t 4 \t 1 \t 391 \t -2902\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -500 \t 3711\n", + "\t\t\t\t\t 2391 \t -17746\n", + "GCD(39203, 5282) = 1, with coefficients 2391 and -17746 such that 1 = (2391)*39203 + (-17746)*5282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5283 \t 7 \t 2222 \t 1 \t 0\n", + "1 \t 5283 \t 2222 \t 2 \t 839 \t 0 \t 1\n", + "2 \t 2222 \t 839 \t 2 \t 544 \t 1 \t -7\n", + "3 \t 839 \t 544 \t 1 \t 295 \t -2 \t 15\n", + "4 \t 544 \t 295 \t 1 \t 249 \t 5 \t -37\n", + "5 \t 295 \t 249 \t 1 \t 46 \t -7 \t 52\n", + "6 \t 249 \t 46 \t 5 \t 19 \t 12 \t -89\n", + "7 \t 46 \t 19 \t 2 \t 8 \t -19 \t 141\n", + "8 \t 19 \t 8 \t 2 \t 3 \t 107 \t -794\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -233 \t 1729\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 573 \t -4252\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1379 \t 10233\n", + "\t\t\t\t\t 1952 \t -14485\n", + "GCD(39203, 5283) = 1, with coefficients 1952 and -14485 such that 1 = (1952)*39203 + (-14485)*5283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5284 \t 7 \t 2215 \t 1 \t 0\n", + "1 \t 5284 \t 2215 \t 2 \t 854 \t 0 \t 1\n", + "2 \t 2215 \t 854 \t 2 \t 507 \t 1 \t -7\n", + "3 \t 854 \t 507 \t 1 \t 347 \t -2 \t 15\n", + "4 \t 507 \t 347 \t 1 \t 160 \t 5 \t -37\n", + "5 \t 347 \t 160 \t 2 \t 27 \t -7 \t 52\n", + "6 \t 160 \t 27 \t 5 \t 25 \t 12 \t -89\n", + "7 \t 27 \t 25 \t 1 \t 2 \t -31 \t 230\n", + "8 \t 25 \t 2 \t 12 \t 1 \t 167 \t -1239\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -198 \t 1469\n", + "\t\t\t\t\t 2543 \t -18867\n", + "GCD(39203, 5284) = 1, with coefficients 2543 and -18867 such that 1 = (2543)*39203 + (-18867)*5284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5285 \t 7 \t 2208 \t 1 \t 0\n", + "1 \t 5285 \t 2208 \t 2 \t 869 \t 0 \t 1\n", + "2 \t 2208 \t 869 \t 2 \t 470 \t 1 \t -7\n", + "3 \t 869 \t 470 \t 1 \t 399 \t -2 \t 15\n", + "4 \t 470 \t 399 \t 1 \t 71 \t 5 \t -37\n", + "5 \t 399 \t 71 \t 5 \t 44 \t -7 \t 52\n", + "6 \t 71 \t 44 \t 1 \t 27 \t 12 \t -89\n", + "7 \t 44 \t 27 \t 1 \t 17 \t -67 \t 497\n", + "8 \t 27 \t 17 \t 1 \t 10 \t 79 \t -586\n", + "9 \t 17 \t 10 \t 1 \t 7 \t -146 \t 1083\n", + "10 \t 10 \t 7 \t 1 \t 3 \t 225 \t -1669\n", + "11 \t 7 \t 3 \t 2 \t 1 \t -371 \t 2752\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 596 \t -4421\n", + "\t\t\t\t\t -1563 \t 11594\n", + "GCD(39203, 5285) = 1, with coefficients -1563 and 11594 such that 1 = (-1563)*39203 + (11594)*5285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5286 \t 7 \t 2201 \t 1 \t 0\n", + "1 \t 5286 \t 2201 \t 2 \t 884 \t 0 \t 1\n", + "2 \t 2201 \t 884 \t 2 \t 433 \t 1 \t -7\n", + "3 \t 884 \t 433 \t 2 \t 18 \t -2 \t 15\n", + "4 \t 433 \t 18 \t 24 \t 1 \t 5 \t -37\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -12 \t 89\n", + "\t\t\t\t\t 293 \t -2173\n", + "GCD(39203, 5286) = 1, with coefficients 293 and -2173 such that 1 = (293)*39203 + (-2173)*5286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5287 \t 7 \t 2194 \t 1 \t 0\n", + "1 \t 5287 \t 2194 \t 2 \t 899 \t 0 \t 1\n", + "2 \t 2194 \t 899 \t 2 \t 396 \t 1 \t -7\n", + "3 \t 899 \t 396 \t 2 \t 107 \t -2 \t 15\n", + "4 \t 396 \t 107 \t 3 \t 75 \t 5 \t -37\n", + "5 \t 107 \t 75 \t 1 \t 32 \t -12 \t 89\n", + "6 \t 75 \t 32 \t 2 \t 11 \t 41 \t -304\n", + "7 \t 32 \t 11 \t 2 \t 10 \t -53 \t 393\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 147 \t -1090\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -347 \t 2573\n", + "\t\t\t\t\t 494 \t -3663\n", + "GCD(39203, 5287) = 1, with coefficients 494 and -3663 such that 1 = (494)*39203 + (-3663)*5287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5288 \t 7 \t 2187 \t 1 \t 0\n", + "1 \t 5288 \t 2187 \t 2 \t 914 \t 0 \t 1\n", + "2 \t 2187 \t 914 \t 2 \t 359 \t 1 \t -7\n", + "3 \t 914 \t 359 \t 2 \t 196 \t -2 \t 15\n", + "4 \t 359 \t 196 \t 1 \t 163 \t 5 \t -37\n", + "5 \t 196 \t 163 \t 1 \t 33 \t -12 \t 89\n", + "6 \t 163 \t 33 \t 4 \t 31 \t 17 \t -126\n", + "7 \t 33 \t 31 \t 1 \t 2 \t -29 \t 215\n", + "8 \t 31 \t 2 \t 15 \t 1 \t 133 \t -986\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -162 \t 1201\n", + "\t\t\t\t\t 2563 \t -19001\n", + "GCD(39203, 5288) = 1, with coefficients 2563 and -19001 such that 1 = (2563)*39203 + (-19001)*5288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5289 \t 7 \t 2180 \t 1 \t 0\n", + "1 \t 5289 \t 2180 \t 2 \t 929 \t 0 \t 1\n", + "2 \t 2180 \t 929 \t 2 \t 322 \t 1 \t -7\n", + "3 \t 929 \t 322 \t 2 \t 285 \t -2 \t 15\n", + "4 \t 322 \t 285 \t 1 \t 37 \t 5 \t -37\n", + "5 \t 285 \t 37 \t 7 \t 26 \t -12 \t 89\n", + "6 \t 37 \t 26 \t 1 \t 11 \t 17 \t -126\n", + "7 \t 26 \t 11 \t 2 \t 4 \t -131 \t 971\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 148 \t -1097\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -427 \t 3165\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1002 \t -7427\n", + "\t\t\t\t\t -1429 \t 10592\n", + "GCD(39203, 5289) = 1, with coefficients -1429 and 10592 such that 1 = (-1429)*39203 + (10592)*5289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5290 \t 7 \t 2173 \t 1 \t 0\n", + "1 \t 5290 \t 2173 \t 2 \t 944 \t 0 \t 1\n", + "2 \t 2173 \t 944 \t 2 \t 285 \t 1 \t -7\n", + "3 \t 944 \t 285 \t 3 \t 89 \t -2 \t 15\n", + "4 \t 285 \t 89 \t 3 \t 18 \t 5 \t -37\n", + "5 \t 89 \t 18 \t 4 \t 17 \t -17 \t 126\n", + "6 \t 18 \t 17 \t 1 \t 1 \t 56 \t -415\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -241 \t 1786\n", + "\t\t\t\t\t 297 \t -2201\n", + "GCD(39203, 5290) = 1, with coefficients 297 and -2201 such that 1 = (297)*39203 + (-2201)*5290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5291 \t 7 \t 2166 \t 1 \t 0\n", + "1 \t 5291 \t 2166 \t 2 \t 959 \t 0 \t 1\n", + "2 \t 2166 \t 959 \t 2 \t 248 \t 1 \t -7\n", + "3 \t 959 \t 248 \t 3 \t 215 \t -2 \t 15\n", + "4 \t 248 \t 215 \t 1 \t 33 \t 5 \t -37\n", + "5 \t 215 \t 33 \t 6 \t 17 \t -17 \t 126\n", + "6 \t 33 \t 17 \t 1 \t 16 \t 22 \t -163\n", + "7 \t 17 \t 16 \t 1 \t 1 \t -149 \t 1104\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 171 \t -1267\n", + "\t\t\t\t\t -320 \t 2371\n", + "GCD(39203, 5291) = 1, with coefficients -320 and 2371 such that 1 = (-320)*39203 + (2371)*5291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5292 \t 7 \t 2159 \t 1 \t 0\n", + "1 \t 5292 \t 2159 \t 2 \t 974 \t 0 \t 1\n", + "2 \t 2159 \t 974 \t 2 \t 211 \t 1 \t -7\n", + "3 \t 974 \t 211 \t 4 \t 130 \t -2 \t 15\n", + "4 \t 211 \t 130 \t 1 \t 81 \t 5 \t -37\n", + "5 \t 130 \t 81 \t 1 \t 49 \t -22 \t 163\n", + "6 \t 81 \t 49 \t 1 \t 32 \t 27 \t -200\n", + "7 \t 49 \t 32 \t 1 \t 17 \t -49 \t 363\n", + "8 \t 32 \t 17 \t 1 \t 15 \t 76 \t -563\n", + "9 \t 17 \t 15 \t 1 \t 2 \t -125 \t 926\n", + "10 \t 15 \t 2 \t 7 \t 1 \t 201 \t -1489\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -326 \t 2415\n", + "\t\t\t\t\t 2483 \t -18394\n", + "GCD(39203, 5292) = 1, with coefficients 2483 and -18394 such that 1 = (2483)*39203 + (-18394)*5292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5293 \t 7 \t 2152 \t 1 \t 0\n", + "1 \t 5293 \t 2152 \t 2 \t 989 \t 0 \t 1\n", + "2 \t 2152 \t 989 \t 2 \t 174 \t 1 \t -7\n", + "3 \t 989 \t 174 \t 5 \t 119 \t -2 \t 15\n", + "4 \t 174 \t 119 \t 1 \t 55 \t 5 \t -37\n", + "5 \t 119 \t 55 \t 2 \t 9 \t -27 \t 200\n", + "6 \t 55 \t 9 \t 6 \t 1 \t 32 \t -237\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -91 \t 674\n", + "\t\t\t\t\t 578 \t -4281\n", + "GCD(39203, 5293) = 1, with coefficients 578 and -4281 such that 1 = (578)*39203 + (-4281)*5293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5294 \t 7 \t 2145 \t 1 \t 0\n", + "1 \t 5294 \t 2145 \t 2 \t 1004 \t 0 \t 1\n", + "2 \t 2145 \t 1004 \t 2 \t 137 \t 1 \t -7\n", + "3 \t 1004 \t 137 \t 7 \t 45 \t -2 \t 15\n", + "4 \t 137 \t 45 \t 3 \t 2 \t 5 \t -37\n", + "5 \t 45 \t 2 \t 22 \t 1 \t -37 \t 274\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 116 \t -859\n", + "\t\t\t\t\t -2589 \t 19172\n", + "GCD(39203, 5294) = 1, with coefficients -2589 and 19172 such that 1 = (-2589)*39203 + (19172)*5294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5295 \t 7 \t 2138 \t 1 \t 0\n", + "1 \t 5295 \t 2138 \t 2 \t 1019 \t 0 \t 1\n", + "2 \t 2138 \t 1019 \t 2 \t 100 \t 1 \t -7\n", + "3 \t 1019 \t 100 \t 10 \t 19 \t -2 \t 15\n", + "4 \t 100 \t 19 \t 5 \t 5 \t 5 \t -37\n", + "5 \t 19 \t 5 \t 3 \t 4 \t -52 \t 385\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 265 \t -1962\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -847 \t 6271\n", + "\t\t\t\t\t 1112 \t -8233\n", + "GCD(39203, 5295) = 1, with coefficients 1112 and -8233 such that 1 = (1112)*39203 + (-8233)*5295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5296 \t 7 \t 2131 \t 1 \t 0\n", + "1 \t 5296 \t 2131 \t 2 \t 1034 \t 0 \t 1\n", + "2 \t 2131 \t 1034 \t 2 \t 63 \t 1 \t -7\n", + "3 \t 1034 \t 63 \t 16 \t 26 \t -2 \t 15\n", + "4 \t 63 \t 26 \t 2 \t 11 \t 5 \t -37\n", + "5 \t 26 \t 11 \t 2 \t 4 \t -82 \t 607\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 169 \t -1251\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -420 \t 3109\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1009 \t -7469\n", + "\t\t\t\t\t -1429 \t 10578\n", + "GCD(39203, 5296) = 1, with coefficients -1429 and 10578 such that 1 = (-1429)*39203 + (10578)*5296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5297 \t 7 \t 2124 \t 1 \t 0\n", + "1 \t 5297 \t 2124 \t 2 \t 1049 \t 0 \t 1\n", + "2 \t 2124 \t 1049 \t 2 \t 26 \t 1 \t -7\n", + "3 \t 1049 \t 26 \t 40 \t 9 \t -2 \t 15\n", + "4 \t 26 \t 9 \t 2 \t 8 \t 5 \t -37\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -202 \t 1495\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 409 \t -3027\n", + "\t\t\t\t\t -611 \t 4522\n", + "GCD(39203, 5297) = 1, with coefficients -611 and 4522 such that 1 = (-611)*39203 + (4522)*5297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5298 \t 7 \t 2117 \t 1 \t 0\n", + "1 \t 5298 \t 2117 \t 2 \t 1064 \t 0 \t 1\n", + "2 \t 2117 \t 1064 \t 1 \t 1053 \t 1 \t -7\n", + "3 \t 1064 \t 1053 \t 1 \t 11 \t -2 \t 15\n", + "4 \t 1053 \t 11 \t 95 \t 8 \t 3 \t -22\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -5 \t 37\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 478 \t -3537\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -483 \t 3574\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1444 \t -10685\n", + "\t\t\t\t\t -1927 \t 14259\n", + "GCD(39203, 5298) = 1, with coefficients -1927 and 14259 such that 1 = (-1927)*39203 + (14259)*5298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5299 \t 7 \t 2110 \t 1 \t 0\n", + "1 \t 5299 \t 2110 \t 2 \t 1079 \t 0 \t 1\n", + "2 \t 2110 \t 1079 \t 1 \t 1031 \t 1 \t -7\n", + "3 \t 1079 \t 1031 \t 1 \t 48 \t -2 \t 15\n", + "4 \t 1031 \t 48 \t 21 \t 23 \t 3 \t -22\n", + "5 \t 48 \t 23 \t 2 \t 2 \t -5 \t 37\n", + "6 \t 23 \t 2 \t 11 \t 1 \t 108 \t -799\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -221 \t 1635\n", + "\t\t\t\t\t 2539 \t -18784\n", + "GCD(39203, 5299) = 1, with coefficients 2539 and -18784 such that 1 = (2539)*39203 + (-18784)*5299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5300 \t 7 \t 2103 \t 1 \t 0\n", + "1 \t 5300 \t 2103 \t 2 \t 1094 \t 0 \t 1\n", + "2 \t 2103 \t 1094 \t 1 \t 1009 \t 1 \t -7\n", + "3 \t 1094 \t 1009 \t 1 \t 85 \t -2 \t 15\n", + "4 \t 1009 \t 85 \t 11 \t 74 \t 3 \t -22\n", + "5 \t 85 \t 74 \t 1 \t 11 \t -5 \t 37\n", + "6 \t 74 \t 11 \t 6 \t 8 \t 58 \t -429\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -63 \t 466\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 436 \t -3225\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -499 \t 3691\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1434 \t -10607\n", + "\t\t\t\t\t -1933 \t 14298\n", + "GCD(39203, 5300) = 1, with coefficients -1933 and 14298 such that 1 = (-1933)*39203 + (14298)*5300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5301 \t 7 \t 2096 \t 1 \t 0\n", + "1 \t 5301 \t 2096 \t 2 \t 1109 \t 0 \t 1\n", + "2 \t 2096 \t 1109 \t 1 \t 987 \t 1 \t -7\n", + "3 \t 1109 \t 987 \t 1 \t 122 \t -2 \t 15\n", + "4 \t 987 \t 122 \t 8 \t 11 \t 3 \t -22\n", + "5 \t 122 \t 11 \t 11 \t 1 \t -5 \t 37\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 43 \t -318\n", + "\t\t\t\t\t -478 \t 3535\n", + "GCD(39203, 5301) = 1, with coefficients -478 and 3535 such that 1 = (-478)*39203 + (3535)*5301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5302 \t 7 \t 2089 \t 1 \t 0\n", + "1 \t 5302 \t 2089 \t 2 \t 1124 \t 0 \t 1\n", + "2 \t 2089 \t 1124 \t 1 \t 965 \t 1 \t -7\n", + "3 \t 1124 \t 965 \t 1 \t 159 \t -2 \t 15\n", + "4 \t 965 \t 159 \t 6 \t 11 \t 3 \t -22\n", + "5 \t 159 \t 11 \t 14 \t 5 \t -5 \t 37\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 33 \t -244\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -467 \t 3453\n", + "\t\t\t\t\t 967 \t -7150\n", + "GCD(39203, 5302) = 1, with coefficients 967 and -7150 such that 1 = (967)*39203 + (-7150)*5302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5303 \t 7 \t 2082 \t 1 \t 0\n", + "1 \t 5303 \t 2082 \t 2 \t 1139 \t 0 \t 1\n", + "2 \t 2082 \t 1139 \t 1 \t 943 \t 1 \t -7\n", + "3 \t 1139 \t 943 \t 1 \t 196 \t -2 \t 15\n", + "4 \t 943 \t 196 \t 4 \t 159 \t 3 \t -22\n", + "5 \t 196 \t 159 \t 1 \t 37 \t -5 \t 37\n", + "6 \t 159 \t 37 \t 4 \t 11 \t 23 \t -170\n", + "7 \t 37 \t 11 \t 3 \t 4 \t -28 \t 207\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 135 \t -998\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -433 \t 3201\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1001 \t -7400\n", + "\t\t\t\t\t -1434 \t 10601\n", + "GCD(39203, 5303) = 1, with coefficients -1434 and 10601 such that 1 = (-1434)*39203 + (10601)*5303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5304 \t 7 \t 2075 \t 1 \t 0\n", + "1 \t 5304 \t 2075 \t 2 \t 1154 \t 0 \t 1\n", + "2 \t 2075 \t 1154 \t 1 \t 921 \t 1 \t -7\n", + "3 \t 1154 \t 921 \t 1 \t 233 \t -2 \t 15\n", + "4 \t 921 \t 233 \t 3 \t 222 \t 3 \t -22\n", + "5 \t 233 \t 222 \t 1 \t 11 \t -5 \t 37\n", + "6 \t 222 \t 11 \t 20 \t 2 \t 18 \t -133\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -23 \t 170\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 478 \t -3533\n", + "\t\t\t\t\t -2413 \t 17835\n", + "GCD(39203, 5304) = 1, with coefficients -2413 and 17835 such that 1 = (-2413)*39203 + (17835)*5304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5305 \t 7 \t 2068 \t 1 \t 0\n", + "1 \t 5305 \t 2068 \t 2 \t 1169 \t 0 \t 1\n", + "2 \t 2068 \t 1169 \t 1 \t 899 \t 1 \t -7\n", + "3 \t 1169 \t 899 \t 1 \t 270 \t -2 \t 15\n", + "4 \t 899 \t 270 \t 3 \t 89 \t 3 \t -22\n", + "5 \t 270 \t 89 \t 3 \t 3 \t -5 \t 37\n", + "6 \t 89 \t 3 \t 29 \t 2 \t 18 \t -133\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -59 \t 436\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1729 \t -12777\n", + "\t\t\t\t\t -1788 \t 13213\n", + "GCD(39203, 5305) = 1, with coefficients -1788 and 13213 such that 1 = (-1788)*39203 + (13213)*5305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5306 \t 7 \t 2061 \t 1 \t 0\n", + "1 \t 5306 \t 2061 \t 2 \t 1184 \t 0 \t 1\n", + "2 \t 2061 \t 1184 \t 1 \t 877 \t 1 \t -7\n", + "3 \t 1184 \t 877 \t 1 \t 307 \t -2 \t 15\n", + "4 \t 877 \t 307 \t 2 \t 263 \t 3 \t -22\n", + "5 \t 307 \t 263 \t 1 \t 44 \t -5 \t 37\n", + "6 \t 263 \t 44 \t 5 \t 43 \t 13 \t -96\n", + "7 \t 44 \t 43 \t 1 \t 1 \t -18 \t 133\n", + "8 \t 43 \t 1 \t 43 \t 0 \t 103 \t -761\n", + "\t\t\t\t\t -121 \t 894\n", + "GCD(39203, 5306) = 1, with coefficients -121 and 894 such that 1 = (-121)*39203 + (894)*5306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5307 \t 7 \t 2054 \t 1 \t 0\n", + "1 \t 5307 \t 2054 \t 2 \t 1199 \t 0 \t 1\n", + "2 \t 2054 \t 1199 \t 1 \t 855 \t 1 \t -7\n", + "3 \t 1199 \t 855 \t 1 \t 344 \t -2 \t 15\n", + "4 \t 855 \t 344 \t 2 \t 167 \t 3 \t -22\n", + "5 \t 344 \t 167 \t 2 \t 10 \t -5 \t 37\n", + "6 \t 167 \t 10 \t 16 \t 7 \t 13 \t -96\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -31 \t 229\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 509 \t -3760\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -540 \t 3989\n", + "\t\t\t\t\t 1589 \t -11738\n", + "GCD(39203, 5307) = 1, with coefficients 1589 and -11738 such that 1 = (1589)*39203 + (-11738)*5307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5308 \t 7 \t 2047 \t 1 \t 0\n", + "1 \t 5308 \t 2047 \t 2 \t 1214 \t 0 \t 1\n", + "2 \t 2047 \t 1214 \t 1 \t 833 \t 1 \t -7\n", + "3 \t 1214 \t 833 \t 1 \t 381 \t -2 \t 15\n", + "4 \t 833 \t 381 \t 2 \t 71 \t 3 \t -22\n", + "5 \t 381 \t 71 \t 5 \t 26 \t -5 \t 37\n", + "6 \t 71 \t 26 \t 2 \t 19 \t 13 \t -96\n", + "7 \t 26 \t 19 \t 1 \t 7 \t -70 \t 517\n", + "8 \t 19 \t 7 \t 2 \t 5 \t 153 \t -1130\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -223 \t 1647\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 599 \t -4424\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -822 \t 6071\n", + "\t\t\t\t\t 2243 \t -16566\n", + "GCD(39203, 5308) = 1, with coefficients 2243 and -16566 such that 1 = (2243)*39203 + (-16566)*5308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5309 \t 7 \t 2040 \t 1 \t 0\n", + "1 \t 5309 \t 2040 \t 2 \t 1229 \t 0 \t 1\n", + "2 \t 2040 \t 1229 \t 1 \t 811 \t 1 \t -7\n", + "3 \t 1229 \t 811 \t 1 \t 418 \t -2 \t 15\n", + "4 \t 811 \t 418 \t 1 \t 393 \t 3 \t -22\n", + "5 \t 418 \t 393 \t 1 \t 25 \t -5 \t 37\n", + "6 \t 393 \t 25 \t 15 \t 18 \t 8 \t -59\n", + "7 \t 25 \t 18 \t 1 \t 7 \t -13 \t 96\n", + "8 \t 18 \t 7 \t 2 \t 4 \t 203 \t -1499\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -216 \t 1595\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 635 \t -4689\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -851 \t 6284\n", + "\t\t\t\t\t 1486 \t -10973\n", + "GCD(39203, 5309) = 1, with coefficients 1486 and -10973 such that 1 = (1486)*39203 + (-10973)*5309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5310 \t 7 \t 2033 \t 1 \t 0\n", + "1 \t 5310 \t 2033 \t 2 \t 1244 \t 0 \t 1\n", + "2 \t 2033 \t 1244 \t 1 \t 789 \t 1 \t -7\n", + "3 \t 1244 \t 789 \t 1 \t 455 \t -2 \t 15\n", + "4 \t 789 \t 455 \t 1 \t 334 \t 3 \t -22\n", + "5 \t 455 \t 334 \t 1 \t 121 \t -5 \t 37\n", + "6 \t 334 \t 121 \t 2 \t 92 \t 8 \t -59\n", + "7 \t 121 \t 92 \t 1 \t 29 \t -13 \t 96\n", + "8 \t 92 \t 29 \t 3 \t 5 \t 34 \t -251\n", + "9 \t 29 \t 5 \t 5 \t 4 \t -47 \t 347\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 175 \t -1292\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -922 \t 6807\n", + "\t\t\t\t\t 1097 \t -8099\n", + "GCD(39203, 5310) = 1, with coefficients 1097 and -8099 such that 1 = (1097)*39203 + (-8099)*5310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5311 \t 7 \t 2026 \t 1 \t 0\n", + "1 \t 5311 \t 2026 \t 2 \t 1259 \t 0 \t 1\n", + "2 \t 2026 \t 1259 \t 1 \t 767 \t 1 \t -7\n", + "3 \t 1259 \t 767 \t 1 \t 492 \t -2 \t 15\n", + "4 \t 767 \t 492 \t 1 \t 275 \t 3 \t -22\n", + "5 \t 492 \t 275 \t 1 \t 217 \t -5 \t 37\n", + "6 \t 275 \t 217 \t 1 \t 58 \t 8 \t -59\n", + "7 \t 217 \t 58 \t 3 \t 43 \t -13 \t 96\n", + "8 \t 58 \t 43 \t 1 \t 15 \t 21 \t -155\n", + "9 \t 43 \t 15 \t 2 \t 13 \t -76 \t 561\n", + "10 \t 15 \t 13 \t 1 \t 2 \t 97 \t -716\n", + "11 \t 13 \t 2 \t 6 \t 1 \t -270 \t 1993\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 367 \t -2709\n", + "\t\t\t\t\t -2472 \t 18247\n", + "GCD(39203, 5311) = 1, with coefficients -2472 and 18247 such that 1 = (-2472)*39203 + (18247)*5311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5312 \t 7 \t 2019 \t 1 \t 0\n", + "1 \t 5312 \t 2019 \t 2 \t 1274 \t 0 \t 1\n", + "2 \t 2019 \t 1274 \t 1 \t 745 \t 1 \t -7\n", + "3 \t 1274 \t 745 \t 1 \t 529 \t -2 \t 15\n", + "4 \t 745 \t 529 \t 1 \t 216 \t 3 \t -22\n", + "5 \t 529 \t 216 \t 2 \t 97 \t -5 \t 37\n", + "6 \t 216 \t 97 \t 2 \t 22 \t 8 \t -59\n", + "7 \t 97 \t 22 \t 4 \t 9 \t -21 \t 155\n", + "8 \t 22 \t 9 \t 2 \t 4 \t 50 \t -369\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -221 \t 1631\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 492 \t -3631\n", + "\t\t\t\t\t -1205 \t 8893\n", + "GCD(39203, 5312) = 1, with coefficients -1205 and 8893 such that 1 = (-1205)*39203 + (8893)*5312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5313 \t 7 \t 2012 \t 1 \t 0\n", + "1 \t 5313 \t 2012 \t 2 \t 1289 \t 0 \t 1\n", + "2 \t 2012 \t 1289 \t 1 \t 723 \t 1 \t -7\n", + "3 \t 1289 \t 723 \t 1 \t 566 \t -2 \t 15\n", + "4 \t 723 \t 566 \t 1 \t 157 \t 3 \t -22\n", + "5 \t 566 \t 157 \t 3 \t 95 \t -5 \t 37\n", + "6 \t 157 \t 95 \t 1 \t 62 \t 8 \t -59\n", + "7 \t 95 \t 62 \t 1 \t 33 \t -29 \t 214\n", + "8 \t 62 \t 33 \t 1 \t 29 \t 37 \t -273\n", + "9 \t 33 \t 29 \t 1 \t 4 \t -66 \t 487\n", + "10 \t 29 \t 4 \t 7 \t 1 \t 103 \t -760\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -169 \t 1247\n", + "\t\t\t\t\t 1286 \t -9489\n", + "GCD(39203, 5313) = 1, with coefficients 1286 and -9489 such that 1 = (1286)*39203 + (-9489)*5313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5314 \t 7 \t 2005 \t 1 \t 0\n", + "1 \t 5314 \t 2005 \t 2 \t 1304 \t 0 \t 1\n", + "2 \t 2005 \t 1304 \t 1 \t 701 \t 1 \t -7\n", + "3 \t 1304 \t 701 \t 1 \t 603 \t -2 \t 15\n", + "4 \t 701 \t 603 \t 1 \t 98 \t 3 \t -22\n", + "5 \t 603 \t 98 \t 6 \t 15 \t -5 \t 37\n", + "6 \t 98 \t 15 \t 6 \t 8 \t 8 \t -59\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -53 \t 391\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 326 \t -2405\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -379 \t 2796\n", + "\t\t\t\t\t 705 \t -5201\n", + "GCD(39203, 5314) = 1, with coefficients 705 and -5201 such that 1 = (705)*39203 + (-5201)*5314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5315 \t 7 \t 1998 \t 1 \t 0\n", + "1 \t 5315 \t 1998 \t 2 \t 1319 \t 0 \t 1\n", + "2 \t 1998 \t 1319 \t 1 \t 679 \t 1 \t -7\n", + "3 \t 1319 \t 679 \t 1 \t 640 \t -2 \t 15\n", + "4 \t 679 \t 640 \t 1 \t 39 \t 3 \t -22\n", + "5 \t 640 \t 39 \t 16 \t 16 \t -5 \t 37\n", + "6 \t 39 \t 16 \t 2 \t 7 \t 8 \t -59\n", + "7 \t 16 \t 7 \t 2 \t 2 \t -133 \t 981\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 274 \t -2021\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -681 \t 5023\n", + "\t\t\t\t\t 2317 \t -17090\n", + "GCD(39203, 5315) = 1, with coefficients 2317 and -17090 such that 1 = (2317)*39203 + (-17090)*5315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5316 \t 7 \t 1991 \t 1 \t 0\n", + "1 \t 5316 \t 1991 \t 2 \t 1334 \t 0 \t 1\n", + "2 \t 1991 \t 1334 \t 1 \t 657 \t 1 \t -7\n", + "3 \t 1334 \t 657 \t 2 \t 20 \t -2 \t 15\n", + "4 \t 657 \t 20 \t 32 \t 17 \t 3 \t -22\n", + "5 \t 20 \t 17 \t 1 \t 3 \t -8 \t 59\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 259 \t -1910\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -267 \t 1969\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1594 \t -11755\n", + "\t\t\t\t\t -1861 \t 13724\n", + "GCD(39203, 5316) = 1, with coefficients -1861 and 13724 such that 1 = (-1861)*39203 + (13724)*5316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5317 \t 7 \t 1984 \t 1 \t 0\n", + "1 \t 5317 \t 1984 \t 2 \t 1349 \t 0 \t 1\n", + "2 \t 1984 \t 1349 \t 1 \t 635 \t 1 \t -7\n", + "3 \t 1349 \t 635 \t 2 \t 79 \t -2 \t 15\n", + "4 \t 635 \t 79 \t 8 \t 3 \t 3 \t -22\n", + "5 \t 79 \t 3 \t 26 \t 1 \t -8 \t 59\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 67 \t -494\n", + "\t\t\t\t\t -1750 \t 12903\n", + "GCD(39203, 5317) = 1, with coefficients -1750 and 12903 such that 1 = (-1750)*39203 + (12903)*5317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5318 \t 7 \t 1977 \t 1 \t 0\n", + "1 \t 5318 \t 1977 \t 2 \t 1364 \t 0 \t 1\n", + "2 \t 1977 \t 1364 \t 1 \t 613 \t 1 \t -7\n", + "3 \t 1364 \t 613 \t 2 \t 138 \t -2 \t 15\n", + "4 \t 613 \t 138 \t 4 \t 61 \t 3 \t -22\n", + "5 \t 138 \t 61 \t 2 \t 16 \t -8 \t 59\n", + "6 \t 61 \t 16 \t 3 \t 13 \t 35 \t -258\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -78 \t 575\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 269 \t -1983\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -347 \t 2558\n", + "\t\t\t\t\t 1657 \t -12215\n", + "GCD(39203, 5318) = 1, with coefficients 1657 and -12215 such that 1 = (1657)*39203 + (-12215)*5318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5319 \t 7 \t 1970 \t 1 \t 0\n", + "1 \t 5319 \t 1970 \t 2 \t 1379 \t 0 \t 1\n", + "2 \t 1970 \t 1379 \t 1 \t 591 \t 1 \t -7\n", + "3 \t 1379 \t 591 \t 2 \t 197 \t -2 \t 15\n", + "4 \t 591 \t 197 \t 3 \t 0 \t 3 \t -22\n", + "\t\t\t\t\t -8 \t 59\n", + "GCD(39203, 5319) = 197, with coefficients -8 and 59 such that 197 = (-8)*39203 + (59)*5319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5320 \t 7 \t 1963 \t 1 \t 0\n", + "1 \t 5320 \t 1963 \t 2 \t 1394 \t 0 \t 1\n", + "2 \t 1963 \t 1394 \t 1 \t 569 \t 1 \t -7\n", + "3 \t 1394 \t 569 \t 2 \t 256 \t -2 \t 15\n", + "4 \t 569 \t 256 \t 2 \t 57 \t 3 \t -22\n", + "5 \t 256 \t 57 \t 4 \t 28 \t -8 \t 59\n", + "6 \t 57 \t 28 \t 2 \t 1 \t 19 \t -140\n", + "7 \t 28 \t 1 \t 28 \t 0 \t -84 \t 619\n", + "\t\t\t\t\t 187 \t -1378\n", + "GCD(39203, 5320) = 1, with coefficients 187 and -1378 such that 1 = (187)*39203 + (-1378)*5320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5321 \t 7 \t 1956 \t 1 \t 0\n", + "1 \t 5321 \t 1956 \t 2 \t 1409 \t 0 \t 1\n", + "2 \t 1956 \t 1409 \t 1 \t 547 \t 1 \t -7\n", + "3 \t 1409 \t 547 \t 2 \t 315 \t -2 \t 15\n", + "4 \t 547 \t 315 \t 1 \t 232 \t 3 \t -22\n", + "5 \t 315 \t 232 \t 1 \t 83 \t -8 \t 59\n", + "6 \t 232 \t 83 \t 2 \t 66 \t 11 \t -81\n", + "7 \t 83 \t 66 \t 1 \t 17 \t -19 \t 140\n", + "8 \t 66 \t 17 \t 3 \t 15 \t 49 \t -361\n", + "9 \t 17 \t 15 \t 1 \t 2 \t -68 \t 501\n", + "10 \t 15 \t 2 \t 7 \t 1 \t 253 \t -1864\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -321 \t 2365\n", + "\t\t\t\t\t 2500 \t -18419\n", + "GCD(39203, 5321) = 1, with coefficients 2500 and -18419 such that 1 = (2500)*39203 + (-18419)*5321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5322 \t 7 \t 1949 \t 1 \t 0\n", + "1 \t 5322 \t 1949 \t 2 \t 1424 \t 0 \t 1\n", + "2 \t 1949 \t 1424 \t 1 \t 525 \t 1 \t -7\n", + "3 \t 1424 \t 525 \t 2 \t 374 \t -2 \t 15\n", + "4 \t 525 \t 374 \t 1 \t 151 \t 3 \t -22\n", + "5 \t 374 \t 151 \t 2 \t 72 \t -8 \t 59\n", + "6 \t 151 \t 72 \t 2 \t 7 \t 11 \t -81\n", + "7 \t 72 \t 7 \t 10 \t 2 \t -30 \t 221\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 71 \t -523\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -740 \t 5451\n", + "\t\t\t\t\t 2291 \t -16876\n", + "GCD(39203, 5322) = 1, with coefficients 2291 and -16876 such that 1 = (2291)*39203 + (-16876)*5322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5323 \t 7 \t 1942 \t 1 \t 0\n", + "1 \t 5323 \t 1942 \t 2 \t 1439 \t 0 \t 1\n", + "2 \t 1942 \t 1439 \t 1 \t 503 \t 1 \t -7\n", + "3 \t 1439 \t 503 \t 2 \t 433 \t -2 \t 15\n", + "4 \t 503 \t 433 \t 1 \t 70 \t 3 \t -22\n", + "5 \t 433 \t 70 \t 6 \t 13 \t -8 \t 59\n", + "6 \t 70 \t 13 \t 5 \t 5 \t 11 \t -81\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -74 \t 545\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 381 \t -2806\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -836 \t 6157\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1217 \t -8963\n", + "\t\t\t\t\t -2053 \t 15120\n", + "GCD(39203, 5323) = 1, with coefficients -2053 and 15120 such that 1 = (-2053)*39203 + (15120)*5323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5324 \t 7 \t 1935 \t 1 \t 0\n", + "1 \t 5324 \t 1935 \t 2 \t 1454 \t 0 \t 1\n", + "2 \t 1935 \t 1454 \t 1 \t 481 \t 1 \t -7\n", + "3 \t 1454 \t 481 \t 3 \t 11 \t -2 \t 15\n", + "4 \t 481 \t 11 \t 43 \t 8 \t 3 \t -22\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -11 \t 81\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 476 \t -3505\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -487 \t 3586\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1450 \t -10677\n", + "\t\t\t\t\t -1937 \t 14263\n", + "GCD(39203, 5324) = 1, with coefficients -1937 and 14263 such that 1 = (-1937)*39203 + (14263)*5324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5325 \t 7 \t 1928 \t 1 \t 0\n", + "1 \t 5325 \t 1928 \t 2 \t 1469 \t 0 \t 1\n", + "2 \t 1928 \t 1469 \t 1 \t 459 \t 1 \t -7\n", + "3 \t 1469 \t 459 \t 3 \t 92 \t -2 \t 15\n", + "4 \t 459 \t 92 \t 4 \t 91 \t 3 \t -22\n", + "5 \t 92 \t 91 \t 1 \t 1 \t -11 \t 81\n", + "6 \t 91 \t 1 \t 91 \t 0 \t 47 \t -346\n", + "\t\t\t\t\t -58 \t 427\n", + "GCD(39203, 5325) = 1, with coefficients -58 and 427 such that 1 = (-58)*39203 + (427)*5325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5326 \t 7 \t 1921 \t 1 \t 0\n", + "1 \t 5326 \t 1921 \t 2 \t 1484 \t 0 \t 1\n", + "2 \t 1921 \t 1484 \t 1 \t 437 \t 1 \t -7\n", + "3 \t 1484 \t 437 \t 3 \t 173 \t -2 \t 15\n", + "4 \t 437 \t 173 \t 2 \t 91 \t 3 \t -22\n", + "5 \t 173 \t 91 \t 1 \t 82 \t -11 \t 81\n", + "6 \t 91 \t 82 \t 1 \t 9 \t 25 \t -184\n", + "7 \t 82 \t 9 \t 9 \t 1 \t -36 \t 265\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 61 \t -449\n", + "\t\t\t\t\t -585 \t 4306\n", + "GCD(39203, 5326) = 1, with coefficients -585 and 4306 such that 1 = (-585)*39203 + (4306)*5326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5327 \t 7 \t 1914 \t 1 \t 0\n", + "1 \t 5327 \t 1914 \t 2 \t 1499 \t 0 \t 1\n", + "2 \t 1914 \t 1499 \t 1 \t 415 \t 1 \t -7\n", + "3 \t 1499 \t 415 \t 3 \t 254 \t -2 \t 15\n", + "4 \t 415 \t 254 \t 1 \t 161 \t 3 \t -22\n", + "5 \t 254 \t 161 \t 1 \t 93 \t -11 \t 81\n", + "6 \t 161 \t 93 \t 1 \t 68 \t 14 \t -103\n", + "7 \t 93 \t 68 \t 1 \t 25 \t -25 \t 184\n", + "8 \t 68 \t 25 \t 2 \t 18 \t 39 \t -287\n", + "9 \t 25 \t 18 \t 1 \t 7 \t -64 \t 471\n", + "10 \t 18 \t 7 \t 2 \t 4 \t 167 \t -1229\n", + "11 \t 7 \t 4 \t 1 \t 3 \t -231 \t 1700\n", + "12 \t 4 \t 3 \t 1 \t 1 \t 629 \t -4629\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -860 \t 6329\n", + "\t\t\t\t\t 1489 \t -10958\n", + "GCD(39203, 5327) = 1, with coefficients 1489 and -10958 such that 1 = (1489)*39203 + (-10958)*5327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5328 \t 7 \t 1907 \t 1 \t 0\n", + "1 \t 5328 \t 1907 \t 2 \t 1514 \t 0 \t 1\n", + "2 \t 1907 \t 1514 \t 1 \t 393 \t 1 \t -7\n", + "3 \t 1514 \t 393 \t 3 \t 335 \t -2 \t 15\n", + "4 \t 393 \t 335 \t 1 \t 58 \t 3 \t -22\n", + "5 \t 335 \t 58 \t 5 \t 45 \t -11 \t 81\n", + "6 \t 58 \t 45 \t 1 \t 13 \t 14 \t -103\n", + "7 \t 45 \t 13 \t 3 \t 6 \t -81 \t 596\n", + "8 \t 13 \t 6 \t 2 \t 1 \t 95 \t -699\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -366 \t 2693\n", + "\t\t\t\t\t 827 \t -6085\n", + "GCD(39203, 5328) = 1, with coefficients 827 and -6085 such that 1 = (827)*39203 + (-6085)*5328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5329 \t 7 \t 1900 \t 1 \t 0\n", + "1 \t 5329 \t 1900 \t 2 \t 1529 \t 0 \t 1\n", + "2 \t 1900 \t 1529 \t 1 \t 371 \t 1 \t -7\n", + "3 \t 1529 \t 371 \t 4 \t 45 \t -2 \t 15\n", + "4 \t 371 \t 45 \t 8 \t 11 \t 3 \t -22\n", + "5 \t 45 \t 11 \t 4 \t 1 \t -14 \t 103\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 115 \t -846\n", + "\t\t\t\t\t -474 \t 3487\n", + "GCD(39203, 5329) = 1, with coefficients -474 and 3487 such that 1 = (-474)*39203 + (3487)*5329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5330 \t 7 \t 1893 \t 1 \t 0\n", + "1 \t 5330 \t 1893 \t 2 \t 1544 \t 0 \t 1\n", + "2 \t 1893 \t 1544 \t 1 \t 349 \t 1 \t -7\n", + "3 \t 1544 \t 349 \t 4 \t 148 \t -2 \t 15\n", + "4 \t 349 \t 148 \t 2 \t 53 \t 3 \t -22\n", + "5 \t 148 \t 53 \t 2 \t 42 \t -14 \t 103\n", + "6 \t 53 \t 42 \t 1 \t 11 \t 31 \t -228\n", + "7 \t 42 \t 11 \t 3 \t 9 \t -76 \t 559\n", + "8 \t 11 \t 9 \t 1 \t 2 \t 107 \t -787\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -397 \t 2920\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 504 \t -3707\n", + "\t\t\t\t\t -2413 \t 17748\n", + "GCD(39203, 5330) = 1, with coefficients -2413 and 17748 such that 1 = (-2413)*39203 + (17748)*5330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5331 \t 7 \t 1886 \t 1 \t 0\n", + "1 \t 5331 \t 1886 \t 2 \t 1559 \t 0 \t 1\n", + "2 \t 1886 \t 1559 \t 1 \t 327 \t 1 \t -7\n", + "3 \t 1559 \t 327 \t 4 \t 251 \t -2 \t 15\n", + "4 \t 327 \t 251 \t 1 \t 76 \t 3 \t -22\n", + "5 \t 251 \t 76 \t 3 \t 23 \t -14 \t 103\n", + "6 \t 76 \t 23 \t 3 \t 7 \t 17 \t -125\n", + "7 \t 23 \t 7 \t 3 \t 2 \t -65 \t 478\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 212 \t -1559\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -701 \t 5155\n", + "\t\t\t\t\t 2315 \t -17024\n", + "GCD(39203, 5331) = 1, with coefficients 2315 and -17024 such that 1 = (2315)*39203 + (-17024)*5331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5332 \t 7 \t 1879 \t 1 \t 0\n", + "1 \t 5332 \t 1879 \t 2 \t 1574 \t 0 \t 1\n", + "2 \t 1879 \t 1574 \t 1 \t 305 \t 1 \t -7\n", + "3 \t 1574 \t 305 \t 5 \t 49 \t -2 \t 15\n", + "4 \t 305 \t 49 \t 6 \t 11 \t 3 \t -22\n", + "5 \t 49 \t 11 \t 4 \t 5 \t -17 \t 125\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 105 \t -772\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -437 \t 3213\n", + "\t\t\t\t\t 979 \t -7198\n", + "GCD(39203, 5332) = 1, with coefficients 979 and -7198 such that 1 = (979)*39203 + (-7198)*5332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5333 \t 7 \t 1872 \t 1 \t 0\n", + "1 \t 5333 \t 1872 \t 2 \t 1589 \t 0 \t 1\n", + "2 \t 1872 \t 1589 \t 1 \t 283 \t 1 \t -7\n", + "3 \t 1589 \t 283 \t 5 \t 174 \t -2 \t 15\n", + "4 \t 283 \t 174 \t 1 \t 109 \t 3 \t -22\n", + "5 \t 174 \t 109 \t 1 \t 65 \t -17 \t 125\n", + "6 \t 109 \t 65 \t 1 \t 44 \t 20 \t -147\n", + "7 \t 65 \t 44 \t 1 \t 21 \t -37 \t 272\n", + "8 \t 44 \t 21 \t 2 \t 2 \t 57 \t -419\n", + "9 \t 21 \t 2 \t 10 \t 1 \t -94 \t 691\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 245 \t -1801\n", + "\t\t\t\t\t -2544 \t 18701\n", + "GCD(39203, 5333) = 1, with coefficients -2544 and 18701 such that 1 = (-2544)*39203 + (18701)*5333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5334 \t 7 \t 1865 \t 1 \t 0\n", + "1 \t 5334 \t 1865 \t 2 \t 1604 \t 0 \t 1\n", + "2 \t 1865 \t 1604 \t 1 \t 261 \t 1 \t -7\n", + "3 \t 1604 \t 261 \t 6 \t 38 \t -2 \t 15\n", + "4 \t 261 \t 38 \t 6 \t 33 \t 3 \t -22\n", + "5 \t 38 \t 33 \t 1 \t 5 \t -20 \t 147\n", + "6 \t 33 \t 5 \t 6 \t 3 \t 123 \t -904\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -143 \t 1051\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 981 \t -7210\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1124 \t 8261\n", + "\t\t\t\t\t 2105 \t -15471\n", + "GCD(39203, 5334) = 1, with coefficients 2105 and -15471 such that 1 = (2105)*39203 + (-15471)*5334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5335 \t 7 \t 1858 \t 1 \t 0\n", + "1 \t 5335 \t 1858 \t 2 \t 1619 \t 0 \t 1\n", + "2 \t 1858 \t 1619 \t 1 \t 239 \t 1 \t -7\n", + "3 \t 1619 \t 239 \t 6 \t 185 \t -2 \t 15\n", + "4 \t 239 \t 185 \t 1 \t 54 \t 3 \t -22\n", + "5 \t 185 \t 54 \t 3 \t 23 \t -20 \t 147\n", + "6 \t 54 \t 23 \t 2 \t 8 \t 23 \t -169\n", + "7 \t 23 \t 8 \t 2 \t 7 \t -89 \t 654\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 201 \t -1477\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -491 \t 3608\n", + "\t\t\t\t\t 692 \t -5085\n", + "GCD(39203, 5335) = 1, with coefficients 692 and -5085 such that 1 = (692)*39203 + (-5085)*5335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5336 \t 7 \t 1851 \t 1 \t 0\n", + "1 \t 5336 \t 1851 \t 2 \t 1634 \t 0 \t 1\n", + "2 \t 1851 \t 1634 \t 1 \t 217 \t 1 \t -7\n", + "3 \t 1634 \t 217 \t 7 \t 115 \t -2 \t 15\n", + "4 \t 217 \t 115 \t 1 \t 102 \t 3 \t -22\n", + "5 \t 115 \t 102 \t 1 \t 13 \t -23 \t 169\n", + "6 \t 102 \t 13 \t 7 \t 11 \t 26 \t -191\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -49 \t 360\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 369 \t -2711\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -418 \t 3071\n", + "\t\t\t\t\t 2459 \t -18066\n", + "GCD(39203, 5336) = 1, with coefficients 2459 and -18066 such that 1 = (2459)*39203 + (-18066)*5336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5337 \t 7 \t 1844 \t 1 \t 0\n", + "1 \t 5337 \t 1844 \t 2 \t 1649 \t 0 \t 1\n", + "2 \t 1844 \t 1649 \t 1 \t 195 \t 1 \t -7\n", + "3 \t 1649 \t 195 \t 8 \t 89 \t -2 \t 15\n", + "4 \t 195 \t 89 \t 2 \t 17 \t 3 \t -22\n", + "5 \t 89 \t 17 \t 5 \t 4 \t -26 \t 191\n", + "6 \t 17 \t 4 \t 4 \t 1 \t 55 \t -404\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -301 \t 2211\n", + "\t\t\t\t\t 1259 \t -9248\n", + "GCD(39203, 5337) = 1, with coefficients 1259 and -9248 such that 1 = (1259)*39203 + (-9248)*5337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5338 \t 7 \t 1837 \t 1 \t 0\n", + "1 \t 5338 \t 1837 \t 2 \t 1664 \t 0 \t 1\n", + "2 \t 1837 \t 1664 \t 1 \t 173 \t 1 \t -7\n", + "3 \t 1664 \t 173 \t 9 \t 107 \t -2 \t 15\n", + "4 \t 173 \t 107 \t 1 \t 66 \t 3 \t -22\n", + "5 \t 107 \t 66 \t 1 \t 41 \t -29 \t 213\n", + "6 \t 66 \t 41 \t 1 \t 25 \t 32 \t -235\n", + "7 \t 41 \t 25 \t 1 \t 16 \t -61 \t 448\n", + "8 \t 25 \t 16 \t 1 \t 9 \t 93 \t -683\n", + "9 \t 16 \t 9 \t 1 \t 7 \t -154 \t 1131\n", + "10 \t 9 \t 7 \t 1 \t 2 \t 247 \t -1814\n", + "11 \t 7 \t 2 \t 3 \t 1 \t -401 \t 2945\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 648 \t -4759\n", + "\t\t\t\t\t -2345 \t 17222\n", + "GCD(39203, 5338) = 1, with coefficients -2345 and 17222 such that 1 = (-2345)*39203 + (17222)*5338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5339 \t 7 \t 1830 \t 1 \t 0\n", + "1 \t 5339 \t 1830 \t 2 \t 1679 \t 0 \t 1\n", + "2 \t 1830 \t 1679 \t 1 \t 151 \t 1 \t -7\n", + "3 \t 1679 \t 151 \t 11 \t 18 \t -2 \t 15\n", + "4 \t 151 \t 18 \t 8 \t 7 \t 3 \t -22\n", + "5 \t 18 \t 7 \t 2 \t 4 \t -35 \t 257\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 283 \t -2078\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -601 \t 4413\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 884 \t -6491\n", + "\t\t\t\t\t -1485 \t 10904\n", + "GCD(39203, 5339) = 1, with coefficients -1485 and 10904 such that 1 = (-1485)*39203 + (10904)*5339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5340 \t 7 \t 1823 \t 1 \t 0\n", + "1 \t 5340 \t 1823 \t 2 \t 1694 \t 0 \t 1\n", + "2 \t 1823 \t 1694 \t 1 \t 129 \t 1 \t -7\n", + "3 \t 1694 \t 129 \t 13 \t 17 \t -2 \t 15\n", + "4 \t 129 \t 17 \t 7 \t 10 \t 3 \t -22\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -41 \t 301\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 290 \t -2129\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -331 \t 2430\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 621 \t -4559\n", + "\t\t\t\t\t -1573 \t 11548\n", + "GCD(39203, 5340) = 1, with coefficients -1573 and 11548 such that 1 = (-1573)*39203 + (11548)*5340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5341 \t 7 \t 1816 \t 1 \t 0\n", + "1 \t 5341 \t 1816 \t 2 \t 1709 \t 0 \t 1\n", + "2 \t 1816 \t 1709 \t 1 \t 107 \t 1 \t -7\n", + "3 \t 1709 \t 107 \t 15 \t 104 \t -2 \t 15\n", + "4 \t 107 \t 104 \t 1 \t 3 \t 3 \t -22\n", + "5 \t 104 \t 3 \t 34 \t 2 \t -47 \t 345\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 50 \t -367\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1747 \t 12823\n", + "\t\t\t\t\t 1797 \t -13190\n", + "GCD(39203, 5341) = 1, with coefficients 1797 and -13190 such that 1 = (1797)*39203 + (-13190)*5341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5342 \t 7 \t 1809 \t 1 \t 0\n", + "1 \t 5342 \t 1809 \t 2 \t 1724 \t 0 \t 1\n", + "2 \t 1809 \t 1724 \t 1 \t 85 \t 1 \t -7\n", + "3 \t 1724 \t 85 \t 20 \t 24 \t -2 \t 15\n", + "4 \t 85 \t 24 \t 3 \t 13 \t 3 \t -22\n", + "5 \t 24 \t 13 \t 1 \t 11 \t -62 \t 455\n", + "6 \t 13 \t 11 \t 1 \t 2 \t 189 \t -1387\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -251 \t 1842\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 440 \t -3229\n", + "\t\t\t\t\t -2451 \t 17987\n", + "GCD(39203, 5342) = 1, with coefficients -2451 and 17987 such that 1 = (-2451)*39203 + (17987)*5342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5343 \t 7 \t 1802 \t 1 \t 0\n", + "1 \t 5343 \t 1802 \t 2 \t 1739 \t 0 \t 1\n", + "2 \t 1802 \t 1739 \t 1 \t 63 \t 1 \t -7\n", + "3 \t 1739 \t 63 \t 27 \t 38 \t -2 \t 15\n", + "4 \t 63 \t 38 \t 1 \t 25 \t 3 \t -22\n", + "5 \t 38 \t 25 \t 1 \t 13 \t -83 \t 609\n", + "6 \t 25 \t 13 \t 1 \t 12 \t 86 \t -631\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -169 \t 1240\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 255 \t -1871\n", + "\t\t\t\t\t -424 \t 3111\n", + "GCD(39203, 5343) = 1, with coefficients -424 and 3111 such that 1 = (-424)*39203 + (3111)*5343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5344 \t 7 \t 1795 \t 1 \t 0\n", + "1 \t 5344 \t 1795 \t 2 \t 1754 \t 0 \t 1\n", + "2 \t 1795 \t 1754 \t 1 \t 41 \t 1 \t -7\n", + "3 \t 1754 \t 41 \t 42 \t 32 \t -2 \t 15\n", + "4 \t 41 \t 32 \t 1 \t 9 \t 3 \t -22\n", + "5 \t 32 \t 9 \t 3 \t 5 \t -128 \t 939\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 131 \t -961\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -521 \t 3822\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 652 \t -4783\n", + "\t\t\t\t\t -1173 \t 8605\n", + "GCD(39203, 5344) = 1, with coefficients -1173 and 8605 such that 1 = (-1173)*39203 + (8605)*5344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5345 \t 7 \t 1788 \t 1 \t 0\n", + "1 \t 5345 \t 1788 \t 2 \t 1769 \t 0 \t 1\n", + "2 \t 1788 \t 1769 \t 1 \t 19 \t 1 \t -7\n", + "3 \t 1769 \t 19 \t 93 \t 2 \t -2 \t 15\n", + "4 \t 19 \t 2 \t 9 \t 1 \t 3 \t -22\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -281 \t 2061\n", + "\t\t\t\t\t 2532 \t -18571\n", + "GCD(39203, 5345) = 1, with coefficients 2532 and -18571 such that 1 = (2532)*39203 + (-18571)*5345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5346 \t 7 \t 1781 \t 1 \t 0\n", + "1 \t 5346 \t 1781 \t 3 \t 3 \t 0 \t 1\n", + "2 \t 1781 \t 3 \t 593 \t 2 \t 1 \t -7\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -3 \t 22\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1780 \t -13053\n", + "\t\t\t\t\t -1783 \t 13075\n", + "GCD(39203, 5346) = 1, with coefficients -1783 and 13075 such that 1 = (-1783)*39203 + (13075)*5346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5347 \t 7 \t 1774 \t 1 \t 0\n", + "1 \t 5347 \t 1774 \t 3 \t 25 \t 0 \t 1\n", + "2 \t 1774 \t 25 \t 70 \t 24 \t 1 \t -7\n", + "3 \t 25 \t 24 \t 1 \t 1 \t -3 \t 22\n", + "4 \t 24 \t 1 \t 24 \t 0 \t 211 \t -1547\n", + "\t\t\t\t\t -214 \t 1569\n", + "GCD(39203, 5347) = 1, with coefficients -214 and 1569 such that 1 = (-214)*39203 + (1569)*5347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5348 \t 7 \t 1767 \t 1 \t 0\n", + "1 \t 5348 \t 1767 \t 3 \t 47 \t 0 \t 1\n", + "2 \t 1767 \t 47 \t 37 \t 28 \t 1 \t -7\n", + "3 \t 47 \t 28 \t 1 \t 19 \t -3 \t 22\n", + "4 \t 28 \t 19 \t 1 \t 9 \t 112 \t -821\n", + "5 \t 19 \t 9 \t 2 \t 1 \t -115 \t 843\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 227 \t -1664\n", + "\t\t\t\t\t -569 \t 4171\n", + "GCD(39203, 5348) = 1, with coefficients -569 and 4171 such that 1 = (-569)*39203 + (4171)*5348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5349 \t 7 \t 1760 \t 1 \t 0\n", + "1 \t 5349 \t 1760 \t 3 \t 69 \t 0 \t 1\n", + "2 \t 1760 \t 69 \t 25 \t 35 \t 1 \t -7\n", + "3 \t 69 \t 35 \t 1 \t 34 \t -3 \t 22\n", + "4 \t 35 \t 34 \t 1 \t 1 \t 76 \t -557\n", + "5 \t 34 \t 1 \t 34 \t 0 \t -79 \t 579\n", + "\t\t\t\t\t 155 \t -1136\n", + "GCD(39203, 5349) = 1, with coefficients 155 and -1136 such that 1 = (155)*39203 + (-1136)*5349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5350 \t 7 \t 1753 \t 1 \t 0\n", + "1 \t 5350 \t 1753 \t 3 \t 91 \t 0 \t 1\n", + "2 \t 1753 \t 91 \t 19 \t 24 \t 1 \t -7\n", + "3 \t 91 \t 24 \t 3 \t 19 \t -3 \t 22\n", + "4 \t 24 \t 19 \t 1 \t 5 \t 58 \t -425\n", + "5 \t 19 \t 5 \t 3 \t 4 \t -177 \t 1297\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 235 \t -1722\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -882 \t 6463\n", + "\t\t\t\t\t 1117 \t -8185\n", + "GCD(39203, 5350) = 1, with coefficients 1117 and -8185 such that 1 = (1117)*39203 + (-8185)*5350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5351 \t 7 \t 1746 \t 1 \t 0\n", + "1 \t 5351 \t 1746 \t 3 \t 113 \t 0 \t 1\n", + "2 \t 1746 \t 113 \t 15 \t 51 \t 1 \t -7\n", + "3 \t 113 \t 51 \t 2 \t 11 \t -3 \t 22\n", + "4 \t 51 \t 11 \t 4 \t 7 \t 46 \t -337\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -95 \t 696\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 426 \t -3121\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -521 \t 3817\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 947 \t -6938\n", + "\t\t\t\t\t -1468 \t 10755\n", + "GCD(39203, 5351) = 1, with coefficients -1468 and 10755 such that 1 = (-1468)*39203 + (10755)*5351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5352 \t 7 \t 1739 \t 1 \t 0\n", + "1 \t 5352 \t 1739 \t 3 \t 135 \t 0 \t 1\n", + "2 \t 1739 \t 135 \t 12 \t 119 \t 1 \t -7\n", + "3 \t 135 \t 119 \t 1 \t 16 \t -3 \t 22\n", + "4 \t 119 \t 16 \t 7 \t 7 \t 37 \t -271\n", + "5 \t 16 \t 7 \t 2 \t 2 \t -40 \t 293\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 317 \t -2322\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -674 \t 4937\n", + "\t\t\t\t\t 2339 \t -17133\n", + "GCD(39203, 5352) = 1, with coefficients 2339 and -17133 such that 1 = (2339)*39203 + (-17133)*5352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5353 \t 7 \t 1732 \t 1 \t 0\n", + "1 \t 5353 \t 1732 \t 3 \t 157 \t 0 \t 1\n", + "2 \t 1732 \t 157 \t 11 \t 5 \t 1 \t -7\n", + "3 \t 157 \t 5 \t 31 \t 2 \t -3 \t 22\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 34 \t -249\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1057 \t 7741\n", + "\t\t\t\t\t 2148 \t -15731\n", + "GCD(39203, 5353) = 1, with coefficients 2148 and -15731 such that 1 = (2148)*39203 + (-15731)*5353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5354 \t 7 \t 1725 \t 1 \t 0\n", + "1 \t 5354 \t 1725 \t 3 \t 179 \t 0 \t 1\n", + "2 \t 1725 \t 179 \t 9 \t 114 \t 1 \t -7\n", + "3 \t 179 \t 114 \t 1 \t 65 \t -3 \t 22\n", + "4 \t 114 \t 65 \t 1 \t 49 \t 28 \t -205\n", + "5 \t 65 \t 49 \t 1 \t 16 \t -31 \t 227\n", + "6 \t 49 \t 16 \t 3 \t 1 \t 59 \t -432\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -90 \t 659\n", + "\t\t\t\t\t 329 \t -2409\n", + "GCD(39203, 5354) = 1, with coefficients 329 and -2409 such that 1 = (329)*39203 + (-2409)*5354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5355 \t 7 \t 1718 \t 1 \t 0\n", + "1 \t 5355 \t 1718 \t 3 \t 201 \t 0 \t 1\n", + "2 \t 1718 \t 201 \t 8 \t 110 \t 1 \t -7\n", + "3 \t 201 \t 110 \t 1 \t 91 \t -3 \t 22\n", + "4 \t 110 \t 91 \t 1 \t 19 \t 25 \t -183\n", + "5 \t 91 \t 19 \t 4 \t 15 \t -28 \t 205\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 53 \t -388\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -240 \t 1757\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -2145\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1119 \t 8192\n", + "\t\t\t\t\t 1412 \t -10337\n", + "GCD(39203, 5355) = 1, with coefficients 1412 and -10337 such that 1 = (1412)*39203 + (-10337)*5355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5356 \t 7 \t 1711 \t 1 \t 0\n", + "1 \t 5356 \t 1711 \t 3 \t 223 \t 0 \t 1\n", + "2 \t 1711 \t 223 \t 7 \t 150 \t 1 \t -7\n", + "3 \t 223 \t 150 \t 1 \t 73 \t -3 \t 22\n", + "4 \t 150 \t 73 \t 2 \t 4 \t 22 \t -161\n", + "5 \t 73 \t 4 \t 18 \t 1 \t -25 \t 183\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 72 \t -527\n", + "\t\t\t\t\t -1321 \t 9669\n", + "GCD(39203, 5356) = 1, with coefficients -1321 and 9669 such that 1 = (-1321)*39203 + (9669)*5356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5357 \t 7 \t 1704 \t 1 \t 0\n", + "1 \t 5357 \t 1704 \t 3 \t 245 \t 0 \t 1\n", + "2 \t 1704 \t 245 \t 6 \t 234 \t 1 \t -7\n", + "3 \t 245 \t 234 \t 1 \t 11 \t -3 \t 22\n", + "4 \t 234 \t 11 \t 21 \t 3 \t 19 \t -139\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -22 \t 161\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 481 \t -3520\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1465 \t 10721\n", + "\t\t\t\t\t 1946 \t -14241\n", + "GCD(39203, 5357) = 1, with coefficients 1946 and -14241 such that 1 = (1946)*39203 + (-14241)*5357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5358 \t 7 \t 1697 \t 1 \t 0\n", + "1 \t 5358 \t 1697 \t 3 \t 267 \t 0 \t 1\n", + "2 \t 1697 \t 267 \t 6 \t 95 \t 1 \t -7\n", + "3 \t 267 \t 95 \t 2 \t 77 \t -3 \t 22\n", + "4 \t 95 \t 77 \t 1 \t 18 \t 19 \t -139\n", + "5 \t 77 \t 18 \t 4 \t 5 \t -41 \t 300\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 60 \t -439\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -281 \t 2056\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 903 \t -6607\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1184 \t 8663\n", + "\t\t\t\t\t 2087 \t -15270\n", + "GCD(39203, 5358) = 1, with coefficients 2087 and -15270 such that 1 = (2087)*39203 + (-15270)*5358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5359 \t 7 \t 1690 \t 1 \t 0\n", + "1 \t 5359 \t 1690 \t 3 \t 289 \t 0 \t 1\n", + "2 \t 1690 \t 289 \t 5 \t 245 \t 1 \t -7\n", + "3 \t 289 \t 245 \t 1 \t 44 \t -3 \t 22\n", + "4 \t 245 \t 44 \t 5 \t 25 \t 16 \t -117\n", + "5 \t 44 \t 25 \t 1 \t 19 \t -19 \t 139\n", + "6 \t 25 \t 19 \t 1 \t 6 \t 111 \t -812\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -130 \t 951\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 241 \t -1763\n", + "\t\t\t\t\t -853 \t 6240\n", + "GCD(39203, 5359) = 1, with coefficients -853 and 6240 such that 1 = (-853)*39203 + (6240)*5359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5360 \t 7 \t 1683 \t 1 \t 0\n", + "1 \t 5360 \t 1683 \t 3 \t 311 \t 0 \t 1\n", + "2 \t 1683 \t 311 \t 5 \t 128 \t 1 \t -7\n", + "3 \t 311 \t 128 \t 2 \t 55 \t -3 \t 22\n", + "4 \t 128 \t 55 \t 2 \t 18 \t 16 \t -117\n", + "5 \t 55 \t 18 \t 3 \t 1 \t -35 \t 256\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 86 \t -629\n", + "\t\t\t\t\t -293 \t 2143\n", + "GCD(39203, 5360) = 1, with coefficients -293 and 2143 such that 1 = (-293)*39203 + (2143)*5360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5361 \t 7 \t 1676 \t 1 \t 0\n", + "1 \t 5361 \t 1676 \t 3 \t 333 \t 0 \t 1\n", + "2 \t 1676 \t 333 \t 5 \t 11 \t 1 \t -7\n", + "3 \t 333 \t 11 \t 30 \t 3 \t -3 \t 22\n", + "4 \t 11 \t 3 \t 3 \t 2 \t 16 \t -117\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -483 \t 3532\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1465 \t -10713\n", + "\t\t\t\t\t -1948 \t 14245\n", + "GCD(39203, 5361) = 1, with coefficients -1948 and 14245 such that 1 = (-1948)*39203 + (14245)*5361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5362 \t 7 \t 1669 \t 1 \t 0\n", + "1 \t 5362 \t 1669 \t 3 \t 355 \t 0 \t 1\n", + "2 \t 1669 \t 355 \t 4 \t 249 \t 1 \t -7\n", + "3 \t 355 \t 249 \t 1 \t 106 \t -3 \t 22\n", + "4 \t 249 \t 106 \t 2 \t 37 \t 13 \t -95\n", + "5 \t 106 \t 37 \t 2 \t 32 \t -16 \t 117\n", + "6 \t 37 \t 32 \t 1 \t 5 \t 45 \t -329\n", + "7 \t 32 \t 5 \t 6 \t 2 \t -106 \t 775\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 151 \t -1104\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1012 \t 7399\n", + "\t\t\t\t\t 2175 \t -15902\n", + "GCD(39203, 5362) = 1, with coefficients 2175 and -15902 such that 1 = (2175)*39203 + (-15902)*5362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5363 \t 7 \t 1662 \t 1 \t 0\n", + "1 \t 5363 \t 1662 \t 3 \t 377 \t 0 \t 1\n", + "2 \t 1662 \t 377 \t 4 \t 154 \t 1 \t -7\n", + "3 \t 377 \t 154 \t 2 \t 69 \t -3 \t 22\n", + "4 \t 154 \t 69 \t 2 \t 16 \t 13 \t -95\n", + "5 \t 69 \t 16 \t 4 \t 5 \t -29 \t 212\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 71 \t -519\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -313 \t 2288\n", + "\t\t\t\t\t 1010 \t -7383\n", + "GCD(39203, 5363) = 1, with coefficients 1010 and -7383 such that 1 = (1010)*39203 + (-7383)*5363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5364 \t 7 \t 1655 \t 1 \t 0\n", + "1 \t 5364 \t 1655 \t 3 \t 399 \t 0 \t 1\n", + "2 \t 1655 \t 399 \t 4 \t 59 \t 1 \t -7\n", + "3 \t 399 \t 59 \t 6 \t 45 \t -3 \t 22\n", + "4 \t 59 \t 45 \t 1 \t 14 \t 13 \t -95\n", + "5 \t 45 \t 14 \t 3 \t 3 \t -81 \t 592\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 94 \t -687\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -363 \t 2653\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1546 \t -11299\n", + "\t\t\t\t\t -1909 \t 13952\n", + "GCD(39203, 5364) = 1, with coefficients -1909 and 13952 such that 1 = (-1909)*39203 + (13952)*5364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5365 \t 7 \t 1648 \t 1 \t 0\n", + "1 \t 5365 \t 1648 \t 3 \t 421 \t 0 \t 1\n", + "2 \t 1648 \t 421 \t 3 \t 385 \t 1 \t -7\n", + "3 \t 421 \t 385 \t 1 \t 36 \t -3 \t 22\n", + "4 \t 385 \t 36 \t 10 \t 25 \t 10 \t -73\n", + "5 \t 36 \t 25 \t 1 \t 11 \t -13 \t 95\n", + "6 \t 25 \t 11 \t 2 \t 3 \t 140 \t -1023\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -153 \t 1118\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 446 \t -3259\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1491 \t 10895\n", + "\t\t\t\t\t 1937 \t -14154\n", + "GCD(39203, 5365) = 1, with coefficients 1937 and -14154 such that 1 = (1937)*39203 + (-14154)*5365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5366 \t 7 \t 1641 \t 1 \t 0\n", + "1 \t 5366 \t 1641 \t 3 \t 443 \t 0 \t 1\n", + "2 \t 1641 \t 443 \t 3 \t 312 \t 1 \t -7\n", + "3 \t 443 \t 312 \t 1 \t 131 \t -3 \t 22\n", + "4 \t 312 \t 131 \t 2 \t 50 \t 10 \t -73\n", + "5 \t 131 \t 50 \t 2 \t 31 \t -13 \t 95\n", + "6 \t 50 \t 31 \t 1 \t 19 \t 36 \t -263\n", + "7 \t 31 \t 19 \t 1 \t 12 \t -85 \t 621\n", + "8 \t 19 \t 12 \t 1 \t 7 \t 121 \t -884\n", + "9 \t 12 \t 7 \t 1 \t 5 \t -206 \t 1505\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 327 \t -2389\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -533 \t 3894\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 860 \t -6283\n", + "\t\t\t\t\t -2253 \t 16460\n", + "GCD(39203, 5366) = 1, with coefficients -2253 and 16460 such that 1 = (-2253)*39203 + (16460)*5366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5367 \t 7 \t 1634 \t 1 \t 0\n", + "1 \t 5367 \t 1634 \t 3 \t 465 \t 0 \t 1\n", + "2 \t 1634 \t 465 \t 3 \t 239 \t 1 \t -7\n", + "3 \t 465 \t 239 \t 1 \t 226 \t -3 \t 22\n", + "4 \t 239 \t 226 \t 1 \t 13 \t 10 \t -73\n", + "5 \t 226 \t 13 \t 17 \t 5 \t -13 \t 95\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 23 \t -168\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -404 \t 2951\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 831 \t -6070\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1235 \t 9021\n", + "\t\t\t\t\t 2066 \t -15091\n", + "GCD(39203, 5367) = 1, with coefficients 2066 and -15091 such that 1 = (2066)*39203 + (-15091)*5367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5368 \t 7 \t 1627 \t 1 \t 0\n", + "1 \t 5368 \t 1627 \t 3 \t 487 \t 0 \t 1\n", + "2 \t 1627 \t 487 \t 3 \t 166 \t 1 \t -7\n", + "3 \t 487 \t 166 \t 2 \t 155 \t -3 \t 22\n", + "4 \t 166 \t 155 \t 1 \t 11 \t 10 \t -73\n", + "5 \t 155 \t 11 \t 14 \t 1 \t -23 \t 168\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 33 \t -241\n", + "\t\t\t\t\t -485 \t 3542\n", + "GCD(39203, 5368) = 1, with coefficients -485 and 3542 such that 1 = (-485)*39203 + (3542)*5368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5369 \t 7 \t 1620 \t 1 \t 0\n", + "1 \t 5369 \t 1620 \t 3 \t 509 \t 0 \t 1\n", + "2 \t 1620 \t 509 \t 3 \t 93 \t 1 \t -7\n", + "3 \t 509 \t 93 \t 5 \t 44 \t -3 \t 22\n", + "4 \t 93 \t 44 \t 2 \t 5 \t 10 \t -73\n", + "5 \t 44 \t 5 \t 8 \t 4 \t -53 \t 387\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 116 \t -847\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -981 \t 7163\n", + "\t\t\t\t\t 1097 \t -8010\n", + "GCD(39203, 5369) = 1, with coefficients 1097 and -8010 such that 1 = (1097)*39203 + (-8010)*5369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5370 \t 7 \t 1613 \t 1 \t 0\n", + "1 \t 5370 \t 1613 \t 3 \t 531 \t 0 \t 1\n", + "2 \t 1613 \t 531 \t 3 \t 20 \t 1 \t -7\n", + "3 \t 531 \t 20 \t 26 \t 11 \t -3 \t 22\n", + "4 \t 20 \t 11 \t 1 \t 9 \t 10 \t -73\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -263 \t 1920\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 273 \t -1993\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -536 \t 3913\n", + "\t\t\t\t\t 2417 \t -17645\n", + "GCD(39203, 5370) = 1, with coefficients 2417 and -17645 such that 1 = (2417)*39203 + (-17645)*5370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5371 \t 7 \t 1606 \t 1 \t 0\n", + "1 \t 5371 \t 1606 \t 3 \t 553 \t 0 \t 1\n", + "2 \t 1606 \t 553 \t 2 \t 500 \t 1 \t -7\n", + "3 \t 553 \t 500 \t 1 \t 53 \t -3 \t 22\n", + "4 \t 500 \t 53 \t 9 \t 23 \t 7 \t -51\n", + "5 \t 53 \t 23 \t 2 \t 7 \t -10 \t 73\n", + "6 \t 23 \t 7 \t 3 \t 2 \t 97 \t -708\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -204 \t 1489\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 709 \t -5175\n", + "\t\t\t\t\t -2331 \t 17014\n", + "GCD(39203, 5371) = 1, with coefficients -2331 and 17014 such that 1 = (-2331)*39203 + (17014)*5371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5372 \t 7 \t 1599 \t 1 \t 0\n", + "1 \t 5372 \t 1599 \t 3 \t 575 \t 0 \t 1\n", + "2 \t 1599 \t 575 \t 2 \t 449 \t 1 \t -7\n", + "3 \t 575 \t 449 \t 1 \t 126 \t -3 \t 22\n", + "4 \t 449 \t 126 \t 3 \t 71 \t 7 \t -51\n", + "5 \t 126 \t 71 \t 1 \t 55 \t -10 \t 73\n", + "6 \t 71 \t 55 \t 1 \t 16 \t 37 \t -270\n", + "7 \t 55 \t 16 \t 3 \t 7 \t -47 \t 343\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 84 \t -613\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -299 \t 2182\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 682 \t -4977\n", + "\t\t\t\t\t -2345 \t 17113\n", + "GCD(39203, 5372) = 1, with coefficients -2345 and 17113 such that 1 = (-2345)*39203 + (17113)*5372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5373 \t 7 \t 1592 \t 1 \t 0\n", + "1 \t 5373 \t 1592 \t 3 \t 597 \t 0 \t 1\n", + "2 \t 1592 \t 597 \t 2 \t 398 \t 1 \t -7\n", + "3 \t 597 \t 398 \t 1 \t 199 \t -3 \t 22\n", + "4 \t 398 \t 199 \t 2 \t 0 \t 7 \t -51\n", + "\t\t\t\t\t -10 \t 73\n", + "GCD(39203, 5373) = 199, with coefficients -10 and 73 such that 199 = (-10)*39203 + (73)*5373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5374 \t 7 \t 1585 \t 1 \t 0\n", + "1 \t 5374 \t 1585 \t 3 \t 619 \t 0 \t 1\n", + "2 \t 1585 \t 619 \t 2 \t 347 \t 1 \t -7\n", + "3 \t 619 \t 347 \t 1 \t 272 \t -3 \t 22\n", + "4 \t 347 \t 272 \t 1 \t 75 \t 7 \t -51\n", + "5 \t 272 \t 75 \t 3 \t 47 \t -10 \t 73\n", + "6 \t 75 \t 47 \t 1 \t 28 \t 17 \t -124\n", + "7 \t 47 \t 28 \t 1 \t 19 \t -61 \t 445\n", + "8 \t 28 \t 19 \t 1 \t 9 \t 78 \t -569\n", + "9 \t 19 \t 9 \t 2 \t 1 \t -139 \t 1014\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 217 \t -1583\n", + "\t\t\t\t\t -573 \t 4180\n", + "GCD(39203, 5374) = 1, with coefficients -573 and 4180 such that 1 = (-573)*39203 + (4180)*5374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5375 \t 7 \t 1578 \t 1 \t 0\n", + "1 \t 5375 \t 1578 \t 3 \t 641 \t 0 \t 1\n", + "2 \t 1578 \t 641 \t 2 \t 296 \t 1 \t -7\n", + "3 \t 641 \t 296 \t 2 \t 49 \t -3 \t 22\n", + "4 \t 296 \t 49 \t 6 \t 2 \t 7 \t -51\n", + "5 \t 49 \t 2 \t 24 \t 1 \t -17 \t 124\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 109 \t -795\n", + "\t\t\t\t\t -2633 \t 19204\n", + "GCD(39203, 5375) = 1, with coefficients -2633 and 19204 such that 1 = (-2633)*39203 + (19204)*5375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5376 \t 7 \t 1571 \t 1 \t 0\n", + "1 \t 5376 \t 1571 \t 3 \t 663 \t 0 \t 1\n", + "2 \t 1571 \t 663 \t 2 \t 245 \t 1 \t -7\n", + "3 \t 663 \t 245 \t 2 \t 173 \t -3 \t 22\n", + "4 \t 245 \t 173 \t 1 \t 72 \t 7 \t -51\n", + "5 \t 173 \t 72 \t 2 \t 29 \t -17 \t 124\n", + "6 \t 72 \t 29 \t 2 \t 14 \t 24 \t -175\n", + "7 \t 29 \t 14 \t 2 \t 1 \t -65 \t 474\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 154 \t -1123\n", + "\t\t\t\t\t -373 \t 2720\n", + "GCD(39203, 5376) = 1, with coefficients -373 and 2720 such that 1 = (-373)*39203 + (2720)*5376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5377 \t 7 \t 1564 \t 1 \t 0\n", + "1 \t 5377 \t 1564 \t 3 \t 685 \t 0 \t 1\n", + "2 \t 1564 \t 685 \t 2 \t 194 \t 1 \t -7\n", + "3 \t 685 \t 194 \t 3 \t 103 \t -3 \t 22\n", + "4 \t 194 \t 103 \t 1 \t 91 \t 7 \t -51\n", + "5 \t 103 \t 91 \t 1 \t 12 \t -24 \t 175\n", + "6 \t 91 \t 12 \t 7 \t 7 \t 31 \t -226\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -55 \t 401\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 416 \t -3033\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -471 \t 3434\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 887 \t -6467\n", + "\t\t\t\t\t -2245 \t 16368\n", + "GCD(39203, 5377) = 1, with coefficients -2245 and 16368 such that 1 = (-2245)*39203 + (16368)*5377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5378 \t 7 \t 1557 \t 1 \t 0\n", + "1 \t 5378 \t 1557 \t 3 \t 707 \t 0 \t 1\n", + "2 \t 1557 \t 707 \t 2 \t 143 \t 1 \t -7\n", + "3 \t 707 \t 143 \t 4 \t 135 \t -3 \t 22\n", + "4 \t 143 \t 135 \t 1 \t 8 \t 7 \t -51\n", + "5 \t 135 \t 8 \t 16 \t 7 \t -31 \t 226\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 38 \t -277\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -639 \t 4658\n", + "\t\t\t\t\t 677 \t -4935\n", + "GCD(39203, 5378) = 1, with coefficients 677 and -4935 such that 1 = (677)*39203 + (-4935)*5378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5379 \t 7 \t 1550 \t 1 \t 0\n", + "1 \t 5379 \t 1550 \t 3 \t 729 \t 0 \t 1\n", + "2 \t 1550 \t 729 \t 2 \t 92 \t 1 \t -7\n", + "3 \t 729 \t 92 \t 7 \t 85 \t -3 \t 22\n", + "4 \t 92 \t 85 \t 1 \t 7 \t 7 \t -51\n", + "5 \t 85 \t 7 \t 12 \t 1 \t -52 \t 379\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 59 \t -430\n", + "\t\t\t\t\t -760 \t 5539\n", + "GCD(39203, 5379) = 1, with coefficients -760 and 5539 such that 1 = (-760)*39203 + (5539)*5379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5380 \t 7 \t 1543 \t 1 \t 0\n", + "1 \t 5380 \t 1543 \t 3 \t 751 \t 0 \t 1\n", + "2 \t 1543 \t 751 \t 2 \t 41 \t 1 \t -7\n", + "3 \t 751 \t 41 \t 18 \t 13 \t -3 \t 22\n", + "4 \t 41 \t 13 \t 3 \t 2 \t 7 \t -51\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -129 \t 940\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 394 \t -2871\n", + "\t\t\t\t\t -2493 \t 18166\n", + "GCD(39203, 5380) = 1, with coefficients -2493 and 18166 such that 1 = (-2493)*39203 + (18166)*5380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5381 \t 7 \t 1536 \t 1 \t 0\n", + "1 \t 5381 \t 1536 \t 3 \t 773 \t 0 \t 1\n", + "2 \t 1536 \t 773 \t 1 \t 763 \t 1 \t -7\n", + "3 \t 773 \t 763 \t 1 \t 10 \t -3 \t 22\n", + "4 \t 763 \t 10 \t 76 \t 3 \t 4 \t -29\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -7 \t 51\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 536 \t -3905\n", + "\t\t\t\t\t -1615 \t 11766\n", + "GCD(39203, 5381) = 1, with coefficients -1615 and 11766 such that 1 = (-1615)*39203 + (11766)*5381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5382 \t 7 \t 1529 \t 1 \t 0\n", + "1 \t 5382 \t 1529 \t 3 \t 795 \t 0 \t 1\n", + "2 \t 1529 \t 795 \t 1 \t 734 \t 1 \t -7\n", + "3 \t 795 \t 734 \t 1 \t 61 \t -3 \t 22\n", + "4 \t 734 \t 61 \t 12 \t 2 \t 4 \t -29\n", + "5 \t 61 \t 2 \t 30 \t 1 \t -7 \t 51\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 88 \t -641\n", + "\t\t\t\t\t -2647 \t 19281\n", + "GCD(39203, 5382) = 1, with coefficients -2647 and 19281 such that 1 = (-2647)*39203 + (19281)*5382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5383 \t 7 \t 1522 \t 1 \t 0\n", + "1 \t 5383 \t 1522 \t 3 \t 817 \t 0 \t 1\n", + "2 \t 1522 \t 817 \t 1 \t 705 \t 1 \t -7\n", + "3 \t 817 \t 705 \t 1 \t 112 \t -3 \t 22\n", + "4 \t 705 \t 112 \t 6 \t 33 \t 4 \t -29\n", + "5 \t 112 \t 33 \t 3 \t 13 \t -7 \t 51\n", + "6 \t 33 \t 13 \t 2 \t 7 \t 46 \t -335\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -145 \t 1056\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 336 \t -2447\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -481 \t 3503\n", + "\t\t\t\t\t 817 \t -5950\n", + "GCD(39203, 5383) = 1, with coefficients 817 and -5950 such that 1 = (817)*39203 + (-5950)*5383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5384 \t 7 \t 1515 \t 1 \t 0\n", + "1 \t 5384 \t 1515 \t 3 \t 839 \t 0 \t 1\n", + "2 \t 1515 \t 839 \t 1 \t 676 \t 1 \t -7\n", + "3 \t 839 \t 676 \t 1 \t 163 \t -3 \t 22\n", + "4 \t 676 \t 163 \t 4 \t 24 \t 4 \t -29\n", + "5 \t 163 \t 24 \t 6 \t 19 \t -7 \t 51\n", + "6 \t 24 \t 19 \t 1 \t 5 \t 32 \t -233\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -199 \t 1449\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 231 \t -1682\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -892 \t 6495\n", + "\t\t\t\t\t 1123 \t -8177\n", + "GCD(39203, 5384) = 1, with coefficients 1123 and -8177 such that 1 = (1123)*39203 + (-8177)*5384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5385 \t 7 \t 1508 \t 1 \t 0\n", + "1 \t 5385 \t 1508 \t 3 \t 861 \t 0 \t 1\n", + "2 \t 1508 \t 861 \t 1 \t 647 \t 1 \t -7\n", + "3 \t 861 \t 647 \t 1 \t 214 \t -3 \t 22\n", + "4 \t 647 \t 214 \t 3 \t 5 \t 4 \t -29\n", + "5 \t 214 \t 5 \t 42 \t 4 \t -7 \t 51\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 25 \t -182\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1057 \t 7695\n", + "\t\t\t\t\t 1082 \t -7877\n", + "GCD(39203, 5385) = 1, with coefficients 1082 and -7877 such that 1 = (1082)*39203 + (-7877)*5385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5386 \t 7 \t 1501 \t 1 \t 0\n", + "1 \t 5386 \t 1501 \t 3 \t 883 \t 0 \t 1\n", + "2 \t 1501 \t 883 \t 1 \t 618 \t 1 \t -7\n", + "3 \t 883 \t 618 \t 1 \t 265 \t -3 \t 22\n", + "4 \t 618 \t 265 \t 2 \t 88 \t 4 \t -29\n", + "5 \t 265 \t 88 \t 3 \t 1 \t -7 \t 51\n", + "6 \t 88 \t 1 \t 88 \t 0 \t 18 \t -131\n", + "\t\t\t\t\t -61 \t 444\n", + "GCD(39203, 5386) = 1, with coefficients -61 and 444 such that 1 = (-61)*39203 + (444)*5386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5387 \t 7 \t 1494 \t 1 \t 0\n", + "1 \t 5387 \t 1494 \t 3 \t 905 \t 0 \t 1\n", + "2 \t 1494 \t 905 \t 1 \t 589 \t 1 \t -7\n", + "3 \t 905 \t 589 \t 1 \t 316 \t -3 \t 22\n", + "4 \t 589 \t 316 \t 1 \t 273 \t 4 \t -29\n", + "5 \t 316 \t 273 \t 1 \t 43 \t -7 \t 51\n", + "6 \t 273 \t 43 \t 6 \t 15 \t 11 \t -80\n", + "7 \t 43 \t 15 \t 2 \t 13 \t -18 \t 131\n", + "8 \t 15 \t 13 \t 1 \t 2 \t 119 \t -866\n", + "9 \t 13 \t 2 \t 6 \t 1 \t -256 \t 1863\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 375 \t -2729\n", + "\t\t\t\t\t -2506 \t 18237\n", + "GCD(39203, 5387) = 1, with coefficients -2506 and 18237 such that 1 = (-2506)*39203 + (18237)*5387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5388 \t 7 \t 1487 \t 1 \t 0\n", + "1 \t 5388 \t 1487 \t 3 \t 927 \t 0 \t 1\n", + "2 \t 1487 \t 927 \t 1 \t 560 \t 1 \t -7\n", + "3 \t 927 \t 560 \t 1 \t 367 \t -3 \t 22\n", + "4 \t 560 \t 367 \t 1 \t 193 \t 4 \t -29\n", + "5 \t 367 \t 193 \t 1 \t 174 \t -7 \t 51\n", + "6 \t 193 \t 174 \t 1 \t 19 \t 11 \t -80\n", + "7 \t 174 \t 19 \t 9 \t 3 \t -18 \t 131\n", + "8 \t 19 \t 3 \t 6 \t 1 \t 29 \t -211\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -279 \t 2030\n", + "\t\t\t\t\t 1703 \t -12391\n", + "GCD(39203, 5388) = 1, with coefficients 1703 and -12391 such that 1 = (1703)*39203 + (-12391)*5388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5389 \t 7 \t 1480 \t 1 \t 0\n", + "1 \t 5389 \t 1480 \t 3 \t 949 \t 0 \t 1\n", + "2 \t 1480 \t 949 \t 1 \t 531 \t 1 \t -7\n", + "3 \t 949 \t 531 \t 1 \t 418 \t -3 \t 22\n", + "4 \t 531 \t 418 \t 1 \t 113 \t 4 \t -29\n", + "5 \t 418 \t 113 \t 3 \t 79 \t -7 \t 51\n", + "6 \t 113 \t 79 \t 1 \t 34 \t 11 \t -80\n", + "7 \t 79 \t 34 \t 2 \t 11 \t -40 \t 291\n", + "8 \t 34 \t 11 \t 3 \t 1 \t 51 \t -371\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -142 \t 1033\n", + "\t\t\t\t\t 477 \t -3470\n", + "GCD(39203, 5389) = 1, with coefficients 477 and -3470 such that 1 = (477)*39203 + (-3470)*5389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5390 \t 7 \t 1473 \t 1 \t 0\n", + "1 \t 5390 \t 1473 \t 3 \t 971 \t 0 \t 1\n", + "2 \t 1473 \t 971 \t 1 \t 502 \t 1 \t -7\n", + "3 \t 971 \t 502 \t 1 \t 469 \t -3 \t 22\n", + "4 \t 502 \t 469 \t 1 \t 33 \t 4 \t -29\n", + "5 \t 469 \t 33 \t 14 \t 7 \t -7 \t 51\n", + "6 \t 33 \t 7 \t 4 \t 5 \t 11 \t -80\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -161 \t 1171\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 655 \t -4764\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -816 \t 5935\n", + "\t\t\t\t\t 2287 \t -16634\n", + "GCD(39203, 5390) = 1, with coefficients 2287 and -16634 such that 1 = (2287)*39203 + (-16634)*5390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5391 \t 7 \t 1466 \t 1 \t 0\n", + "1 \t 5391 \t 1466 \t 3 \t 993 \t 0 \t 1\n", + "2 \t 1466 \t 993 \t 1 \t 473 \t 1 \t -7\n", + "3 \t 993 \t 473 \t 2 \t 47 \t -3 \t 22\n", + "4 \t 473 \t 47 \t 10 \t 3 \t 4 \t -29\n", + "5 \t 47 \t 3 \t 15 \t 2 \t -11 \t 80\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 114 \t -829\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1721 \t 12515\n", + "\t\t\t\t\t 1835 \t -13344\n", + "GCD(39203, 5391) = 1, with coefficients 1835 and -13344 such that 1 = (1835)*39203 + (-13344)*5391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5392 \t 7 \t 1459 \t 1 \t 0\n", + "1 \t 5392 \t 1459 \t 3 \t 1015 \t 0 \t 1\n", + "2 \t 1459 \t 1015 \t 1 \t 444 \t 1 \t -7\n", + "3 \t 1015 \t 444 \t 2 \t 127 \t -3 \t 22\n", + "4 \t 444 \t 127 \t 3 \t 63 \t 4 \t -29\n", + "5 \t 127 \t 63 \t 2 \t 1 \t -11 \t 80\n", + "6 \t 63 \t 1 \t 63 \t 0 \t 37 \t -269\n", + "\t\t\t\t\t -85 \t 618\n", + "GCD(39203, 5392) = 1, with coefficients -85 and 618 such that 1 = (-85)*39203 + (618)*5392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5393 \t 7 \t 1452 \t 1 \t 0\n", + "1 \t 5393 \t 1452 \t 3 \t 1037 \t 0 \t 1\n", + "2 \t 1452 \t 1037 \t 1 \t 415 \t 1 \t -7\n", + "3 \t 1037 \t 415 \t 2 \t 207 \t -3 \t 22\n", + "4 \t 415 \t 207 \t 2 \t 1 \t 4 \t -29\n", + "5 \t 207 \t 1 \t 207 \t 0 \t -11 \t 80\n", + "\t\t\t\t\t 26 \t -189\n", + "GCD(39203, 5393) = 1, with coefficients 26 and -189 such that 1 = (26)*39203 + (-189)*5393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5394 \t 7 \t 1445 \t 1 \t 0\n", + "1 \t 5394 \t 1445 \t 3 \t 1059 \t 0 \t 1\n", + "2 \t 1445 \t 1059 \t 1 \t 386 \t 1 \t -7\n", + "3 \t 1059 \t 386 \t 2 \t 287 \t -3 \t 22\n", + "4 \t 386 \t 287 \t 1 \t 99 \t 4 \t -29\n", + "5 \t 287 \t 99 \t 2 \t 89 \t -11 \t 80\n", + "6 \t 99 \t 89 \t 1 \t 10 \t 15 \t -109\n", + "7 \t 89 \t 10 \t 8 \t 9 \t -41 \t 298\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 56 \t -407\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -489 \t 3554\n", + "\t\t\t\t\t 545 \t -3961\n", + "GCD(39203, 5394) = 1, with coefficients 545 and -3961 such that 1 = (545)*39203 + (-3961)*5394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5395 \t 7 \t 1438 \t 1 \t 0\n", + "1 \t 5395 \t 1438 \t 3 \t 1081 \t 0 \t 1\n", + "2 \t 1438 \t 1081 \t 1 \t 357 \t 1 \t -7\n", + "3 \t 1081 \t 357 \t 3 \t 10 \t -3 \t 22\n", + "4 \t 357 \t 10 \t 35 \t 7 \t 4 \t -29\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -15 \t 109\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 529 \t -3844\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -544 \t 3953\n", + "\t\t\t\t\t 1617 \t -11750\n", + "GCD(39203, 5395) = 1, with coefficients 1617 and -11750 such that 1 = (1617)*39203 + (-11750)*5395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5396 \t 7 \t 1431 \t 1 \t 0\n", + "1 \t 5396 \t 1431 \t 3 \t 1103 \t 0 \t 1\n", + "2 \t 1431 \t 1103 \t 1 \t 328 \t 1 \t -7\n", + "3 \t 1103 \t 328 \t 3 \t 119 \t -3 \t 22\n", + "4 \t 328 \t 119 \t 2 \t 90 \t 4 \t -29\n", + "5 \t 119 \t 90 \t 1 \t 29 \t -15 \t 109\n", + "6 \t 90 \t 29 \t 3 \t 3 \t 34 \t -247\n", + "7 \t 29 \t 3 \t 9 \t 2 \t -49 \t 356\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 181 \t -1315\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1678 \t 12191\n", + "\t\t\t\t\t 1859 \t -13506\n", + "GCD(39203, 5396) = 1, with coefficients 1859 and -13506 such that 1 = (1859)*39203 + (-13506)*5396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5397 \t 7 \t 1424 \t 1 \t 0\n", + "1 \t 5397 \t 1424 \t 3 \t 1125 \t 0 \t 1\n", + "2 \t 1424 \t 1125 \t 1 \t 299 \t 1 \t -7\n", + "3 \t 1125 \t 299 \t 3 \t 228 \t -3 \t 22\n", + "4 \t 299 \t 228 \t 1 \t 71 \t 4 \t -29\n", + "5 \t 228 \t 71 \t 3 \t 15 \t -15 \t 109\n", + "6 \t 71 \t 15 \t 4 \t 11 \t 19 \t -138\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -72 \t 523\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 307 \t -2230\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -379 \t 2753\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1065 \t -7736\n", + "\t\t\t\t\t -1444 \t 10489\n", + "GCD(39203, 5397) = 1, with coefficients -1444 and 10489 such that 1 = (-1444)*39203 + (10489)*5397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5398 \t 7 \t 1417 \t 1 \t 0\n", + "1 \t 5398 \t 1417 \t 3 \t 1147 \t 0 \t 1\n", + "2 \t 1417 \t 1147 \t 1 \t 270 \t 1 \t -7\n", + "3 \t 1147 \t 270 \t 4 \t 67 \t -3 \t 22\n", + "4 \t 270 \t 67 \t 4 \t 2 \t 4 \t -29\n", + "5 \t 67 \t 2 \t 33 \t 1 \t -19 \t 138\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 80 \t -581\n", + "\t\t\t\t\t -2659 \t 19311\n", + "GCD(39203, 5398) = 1, with coefficients -2659 and 19311 such that 1 = (-2659)*39203 + (19311)*5398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5399 \t 7 \t 1410 \t 1 \t 0\n", + "1 \t 5399 \t 1410 \t 3 \t 1169 \t 0 \t 1\n", + "2 \t 1410 \t 1169 \t 1 \t 241 \t 1 \t -7\n", + "3 \t 1169 \t 241 \t 4 \t 205 \t -3 \t 22\n", + "4 \t 241 \t 205 \t 1 \t 36 \t 4 \t -29\n", + "5 \t 205 \t 36 \t 5 \t 25 \t -19 \t 138\n", + "6 \t 36 \t 25 \t 1 \t 11 \t 23 \t -167\n", + "7 \t 25 \t 11 \t 2 \t 3 \t -134 \t 973\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 157 \t -1140\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -448 \t 3253\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1501 \t -10899\n", + "\t\t\t\t\t -1949 \t 14152\n", + "GCD(39203, 5399) = 1, with coefficients -1949 and 14152 such that 1 = (-1949)*39203 + (14152)*5399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5400 \t 7 \t 1403 \t 1 \t 0\n", + "1 \t 5400 \t 1403 \t 3 \t 1191 \t 0 \t 1\n", + "2 \t 1403 \t 1191 \t 1 \t 212 \t 1 \t -7\n", + "3 \t 1191 \t 212 \t 5 \t 131 \t -3 \t 22\n", + "4 \t 212 \t 131 \t 1 \t 81 \t 4 \t -29\n", + "5 \t 131 \t 81 \t 1 \t 50 \t -23 \t 167\n", + "6 \t 81 \t 50 \t 1 \t 31 \t 27 \t -196\n", + "7 \t 50 \t 31 \t 1 \t 19 \t -50 \t 363\n", + "8 \t 31 \t 19 \t 1 \t 12 \t 77 \t -559\n", + "9 \t 19 \t 12 \t 1 \t 7 \t -127 \t 922\n", + "10 \t 12 \t 7 \t 1 \t 5 \t 204 \t -1481\n", + "11 \t 7 \t 5 \t 1 \t 2 \t -331 \t 2403\n", + "12 \t 5 \t 2 \t 2 \t 1 \t 535 \t -3884\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -866 \t 6287\n", + "\t\t\t\t\t 2267 \t -16458\n", + "GCD(39203, 5400) = 1, with coefficients 2267 and -16458 such that 1 = (2267)*39203 + (-16458)*5400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5401 \t 7 \t 1396 \t 1 \t 0\n", + "1 \t 5401 \t 1396 \t 3 \t 1213 \t 0 \t 1\n", + "2 \t 1396 \t 1213 \t 1 \t 183 \t 1 \t -7\n", + "3 \t 1213 \t 183 \t 6 \t 115 \t -3 \t 22\n", + "4 \t 183 \t 115 \t 1 \t 68 \t 4 \t -29\n", + "5 \t 115 \t 68 \t 1 \t 47 \t -27 \t 196\n", + "6 \t 68 \t 47 \t 1 \t 21 \t 31 \t -225\n", + "7 \t 47 \t 21 \t 2 \t 5 \t -58 \t 421\n", + "8 \t 21 \t 5 \t 4 \t 1 \t 89 \t -646\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -236 \t 1713\n", + "\t\t\t\t\t 1033 \t -7498\n", + "GCD(39203, 5401) = 1, with coefficients 1033 and -7498 such that 1 = (1033)*39203 + (-7498)*5401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5402 \t 7 \t 1389 \t 1 \t 0\n", + "1 \t 5402 \t 1389 \t 3 \t 1235 \t 0 \t 1\n", + "2 \t 1389 \t 1235 \t 1 \t 154 \t 1 \t -7\n", + "3 \t 1235 \t 154 \t 8 \t 3 \t -3 \t 22\n", + "4 \t 154 \t 3 \t 51 \t 1 \t 4 \t -29\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -35 \t 254\n", + "\t\t\t\t\t 1789 \t -12983\n", + "GCD(39203, 5402) = 1, with coefficients 1789 and -12983 such that 1 = (1789)*39203 + (-12983)*5402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5403 \t 7 \t 1382 \t 1 \t 0\n", + "1 \t 5403 \t 1382 \t 3 \t 1257 \t 0 \t 1\n", + "2 \t 1382 \t 1257 \t 1 \t 125 \t 1 \t -7\n", + "3 \t 1257 \t 125 \t 10 \t 7 \t -3 \t 22\n", + "4 \t 125 \t 7 \t 17 \t 6 \t 4 \t -29\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -43 \t 312\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 735 \t -5333\n", + "\t\t\t\t\t -778 \t 5645\n", + "GCD(39203, 5403) = 1, with coefficients -778 and 5645 such that 1 = (-778)*39203 + (5645)*5403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5404 \t 7 \t 1375 \t 1 \t 0\n", + "1 \t 5404 \t 1375 \t 3 \t 1279 \t 0 \t 1\n", + "2 \t 1375 \t 1279 \t 1 \t 96 \t 1 \t -7\n", + "3 \t 1279 \t 96 \t 13 \t 31 \t -3 \t 22\n", + "4 \t 96 \t 31 \t 3 \t 3 \t 4 \t -29\n", + "5 \t 31 \t 3 \t 10 \t 1 \t -55 \t 399\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 169 \t -1226\n", + "\t\t\t\t\t -1745 \t 12659\n", + "GCD(39203, 5404) = 1, with coefficients -1745 and 12659 such that 1 = (-1745)*39203 + (12659)*5404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5405 \t 7 \t 1368 \t 1 \t 0\n", + "1 \t 5405 \t 1368 \t 3 \t 1301 \t 0 \t 1\n", + "2 \t 1368 \t 1301 \t 1 \t 67 \t 1 \t -7\n", + "3 \t 1301 \t 67 \t 19 \t 28 \t -3 \t 22\n", + "4 \t 67 \t 28 \t 2 \t 11 \t 4 \t -29\n", + "5 \t 28 \t 11 \t 2 \t 6 \t -79 \t 573\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 162 \t -1175\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -403 \t 2923\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 565 \t -4098\n", + "\t\t\t\t\t -968 \t 7021\n", + "GCD(39203, 5405) = 1, with coefficients -968 and 7021 such that 1 = (-968)*39203 + (7021)*5405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5406 \t 7 \t 1361 \t 1 \t 0\n", + "1 \t 5406 \t 1361 \t 3 \t 1323 \t 0 \t 1\n", + "2 \t 1361 \t 1323 \t 1 \t 38 \t 1 \t -7\n", + "3 \t 1323 \t 38 \t 34 \t 31 \t -3 \t 22\n", + "4 \t 38 \t 31 \t 1 \t 7 \t 4 \t -29\n", + "5 \t 31 \t 7 \t 4 \t 3 \t -139 \t 1008\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 143 \t -1037\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -711 \t 5156\n", + "\t\t\t\t\t 1565 \t -11349\n", + "GCD(39203, 5406) = 1, with coefficients 1565 and -11349 such that 1 = (1565)*39203 + (-11349)*5406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5407 \t 7 \t 1354 \t 1 \t 0\n", + "1 \t 5407 \t 1354 \t 3 \t 1345 \t 0 \t 1\n", + "2 \t 1354 \t 1345 \t 1 \t 9 \t 1 \t -7\n", + "3 \t 1345 \t 9 \t 149 \t 4 \t -3 \t 22\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 4 \t -29\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -599 \t 4343\n", + "\t\t\t\t\t 1202 \t -8715\n", + "GCD(39203, 5407) = 1, with coefficients 1202 and -8715 such that 1 = (1202)*39203 + (-8715)*5407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5408 \t 7 \t 1347 \t 1 \t 0\n", + "1 \t 5408 \t 1347 \t 4 \t 20 \t 0 \t 1\n", + "2 \t 1347 \t 20 \t 67 \t 7 \t 1 \t -7\n", + "3 \t 20 \t 7 \t 2 \t 6 \t -4 \t 29\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 269 \t -1950\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -542 \t 3929\n", + "\t\t\t\t\t 811 \t -5879\n", + "GCD(39203, 5408) = 1, with coefficients 811 and -5879 such that 1 = (811)*39203 + (-5879)*5408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5409 \t 7 \t 1340 \t 1 \t 0\n", + "1 \t 5409 \t 1340 \t 4 \t 49 \t 0 \t 1\n", + "2 \t 1340 \t 49 \t 27 \t 17 \t 1 \t -7\n", + "3 \t 49 \t 17 \t 2 \t 15 \t -4 \t 29\n", + "4 \t 17 \t 15 \t 1 \t 2 \t 109 \t -790\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -222 \t 1609\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 331 \t -2399\n", + "\t\t\t\t\t -2539 \t 18402\n", + "GCD(39203, 5409) = 1, with coefficients -2539 and 18402 such that 1 = (-2539)*39203 + (18402)*5409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5410 \t 7 \t 1333 \t 1 \t 0\n", + "1 \t 5410 \t 1333 \t 4 \t 78 \t 0 \t 1\n", + "2 \t 1333 \t 78 \t 17 \t 7 \t 1 \t -7\n", + "3 \t 78 \t 7 \t 11 \t 1 \t -4 \t 29\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 69 \t -500\n", + "\t\t\t\t\t -763 \t 5529\n", + "GCD(39203, 5410) = 1, with coefficients -763 and 5529 such that 1 = (-763)*39203 + (5529)*5410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5411 \t 7 \t 1326 \t 1 \t 0\n", + "1 \t 5411 \t 1326 \t 4 \t 107 \t 0 \t 1\n", + "2 \t 1326 \t 107 \t 12 \t 42 \t 1 \t -7\n", + "3 \t 107 \t 42 \t 2 \t 23 \t -4 \t 29\n", + "4 \t 42 \t 23 \t 1 \t 19 \t 49 \t -355\n", + "5 \t 23 \t 19 \t 1 \t 4 \t -102 \t 739\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 151 \t -1094\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -253 \t 1833\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1163 \t -8426\n", + "\t\t\t\t\t -1416 \t 10259\n", + "GCD(39203, 5411) = 1, with coefficients -1416 and 10259 such that 1 = (-1416)*39203 + (10259)*5411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5412 \t 7 \t 1319 \t 1 \t 0\n", + "1 \t 5412 \t 1319 \t 4 \t 136 \t 0 \t 1\n", + "2 \t 1319 \t 136 \t 9 \t 95 \t 1 \t -7\n", + "3 \t 136 \t 95 \t 1 \t 41 \t -4 \t 29\n", + "4 \t 95 \t 41 \t 2 \t 13 \t 37 \t -268\n", + "5 \t 41 \t 13 \t 3 \t 2 \t -41 \t 297\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 119 \t -862\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -398 \t 2883\n", + "\t\t\t\t\t 2507 \t -18160\n", + "GCD(39203, 5412) = 1, with coefficients 2507 and -18160 such that 1 = (2507)*39203 + (-18160)*5412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5413 \t 7 \t 1312 \t 1 \t 0\n", + "1 \t 5413 \t 1312 \t 4 \t 165 \t 0 \t 1\n", + "2 \t 1312 \t 165 \t 7 \t 157 \t 1 \t -7\n", + "3 \t 165 \t 157 \t 1 \t 8 \t -4 \t 29\n", + "4 \t 157 \t 8 \t 19 \t 5 \t 29 \t -210\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -33 \t 239\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 656 \t -4751\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -689 \t 4990\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1345 \t -9741\n", + "\t\t\t\t\t -2034 \t 14731\n", + "GCD(39203, 5413) = 1, with coefficients -2034 and 14731 such that 1 = (-2034)*39203 + (14731)*5413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5414 \t 7 \t 1305 \t 1 \t 0\n", + "1 \t 5414 \t 1305 \t 4 \t 194 \t 0 \t 1\n", + "2 \t 1305 \t 194 \t 6 \t 141 \t 1 \t -7\n", + "3 \t 194 \t 141 \t 1 \t 53 \t -4 \t 29\n", + "4 \t 141 \t 53 \t 2 \t 35 \t 25 \t -181\n", + "5 \t 53 \t 35 \t 1 \t 18 \t -29 \t 210\n", + "6 \t 35 \t 18 \t 1 \t 17 \t 83 \t -601\n", + "7 \t 18 \t 17 \t 1 \t 1 \t -112 \t 811\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 195 \t -1412\n", + "\t\t\t\t\t -307 \t 2223\n", + "GCD(39203, 5414) = 1, with coefficients -307 and 2223 such that 1 = (-307)*39203 + (2223)*5414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5415 \t 7 \t 1298 \t 1 \t 0\n", + "1 \t 5415 \t 1298 \t 4 \t 223 \t 0 \t 1\n", + "2 \t 1298 \t 223 \t 5 \t 183 \t 1 \t -7\n", + "3 \t 223 \t 183 \t 1 \t 40 \t -4 \t 29\n", + "4 \t 183 \t 40 \t 4 \t 23 \t 21 \t -152\n", + "5 \t 40 \t 23 \t 1 \t 17 \t -25 \t 181\n", + "6 \t 23 \t 17 \t 1 \t 6 \t 121 \t -876\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -146 \t 1057\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 267 \t -1933\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -680 \t 4923\n", + "\t\t\t\t\t 947 \t -6856\n", + "GCD(39203, 5415) = 1, with coefficients 947 and -6856 such that 1 = (947)*39203 + (-6856)*5415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5416 \t 7 \t 1291 \t 1 \t 0\n", + "1 \t 5416 \t 1291 \t 4 \t 252 \t 0 \t 1\n", + "2 \t 1291 \t 252 \t 5 \t 31 \t 1 \t -7\n", + "3 \t 252 \t 31 \t 8 \t 4 \t -4 \t 29\n", + "4 \t 31 \t 4 \t 7 \t 3 \t 21 \t -152\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -172 \t 1245\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1225 \t -8867\n", + "\t\t\t\t\t -1397 \t 10112\n", + "GCD(39203, 5416) = 1, with coefficients -1397 and 10112 such that 1 = (-1397)*39203 + (10112)*5416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5417 \t 7 \t 1284 \t 1 \t 0\n", + "1 \t 5417 \t 1284 \t 4 \t 281 \t 0 \t 1\n", + "2 \t 1284 \t 281 \t 4 \t 160 \t 1 \t -7\n", + "3 \t 281 \t 160 \t 1 \t 121 \t -4 \t 29\n", + "4 \t 160 \t 121 \t 1 \t 39 \t 17 \t -123\n", + "5 \t 121 \t 39 \t 3 \t 4 \t -21 \t 152\n", + "6 \t 39 \t 4 \t 9 \t 3 \t 38 \t -275\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -135 \t 977\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1253 \t -9068\n", + "\t\t\t\t\t -1388 \t 10045\n", + "GCD(39203, 5417) = 1, with coefficients -1388 and 10045 such that 1 = (-1388)*39203 + (10045)*5417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5418 \t 7 \t 1277 \t 1 \t 0\n", + "1 \t 5418 \t 1277 \t 4 \t 310 \t 0 \t 1\n", + "2 \t 1277 \t 310 \t 4 \t 37 \t 1 \t -7\n", + "3 \t 310 \t 37 \t 8 \t 14 \t -4 \t 29\n", + "4 \t 37 \t 14 \t 2 \t 9 \t 17 \t -123\n", + "5 \t 14 \t 9 \t 1 \t 5 \t -140 \t 1013\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 297 \t -2149\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -437 \t 3162\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 734 \t -5311\n", + "\t\t\t\t\t -1171 \t 8473\n", + "GCD(39203, 5418) = 1, with coefficients -1171 and 8473 such that 1 = (-1171)*39203 + (8473)*5418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5419 \t 7 \t 1270 \t 1 \t 0\n", + "1 \t 5419 \t 1270 \t 4 \t 339 \t 0 \t 1\n", + "2 \t 1270 \t 339 \t 3 \t 253 \t 1 \t -7\n", + "3 \t 339 \t 253 \t 1 \t 86 \t -4 \t 29\n", + "4 \t 253 \t 86 \t 2 \t 81 \t 13 \t -94\n", + "5 \t 86 \t 81 \t 1 \t 5 \t -17 \t 123\n", + "6 \t 81 \t 5 \t 16 \t 1 \t 47 \t -340\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -64 \t 463\n", + "\t\t\t\t\t 1071 \t -7748\n", + "GCD(39203, 5419) = 1, with coefficients 1071 and -7748 such that 1 = (1071)*39203 + (-7748)*5419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5420 \t 7 \t 1263 \t 1 \t 0\n", + "1 \t 5420 \t 1263 \t 4 \t 368 \t 0 \t 1\n", + "2 \t 1263 \t 368 \t 3 \t 159 \t 1 \t -7\n", + "3 \t 368 \t 159 \t 2 \t 50 \t -4 \t 29\n", + "4 \t 159 \t 50 \t 3 \t 9 \t 13 \t -94\n", + "5 \t 50 \t 9 \t 5 \t 5 \t -30 \t 217\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 103 \t -745\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -545 \t 3942\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 648 \t -4687\n", + "\t\t\t\t\t -1193 \t 8629\n", + "GCD(39203, 5420) = 1, with coefficients -1193 and 8629 such that 1 = (-1193)*39203 + (8629)*5420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5421 \t 7 \t 1256 \t 1 \t 0\n", + "1 \t 5421 \t 1256 \t 4 \t 397 \t 0 \t 1\n", + "2 \t 1256 \t 397 \t 3 \t 65 \t 1 \t -7\n", + "3 \t 397 \t 65 \t 6 \t 7 \t -4 \t 29\n", + "4 \t 65 \t 7 \t 9 \t 2 \t 13 \t -94\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -82 \t 593\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 751 \t -5431\n", + "\t\t\t\t\t -2335 \t 16886\n", + "GCD(39203, 5421) = 1, with coefficients -2335 and 16886 such that 1 = (-2335)*39203 + (16886)*5421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5422 \t 7 \t 1249 \t 1 \t 0\n", + "1 \t 5422 \t 1249 \t 4 \t 426 \t 0 \t 1\n", + "2 \t 1249 \t 426 \t 2 \t 397 \t 1 \t -7\n", + "3 \t 426 \t 397 \t 1 \t 29 \t -4 \t 29\n", + "4 \t 397 \t 29 \t 13 \t 20 \t 9 \t -65\n", + "5 \t 29 \t 20 \t 1 \t 9 \t -13 \t 94\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 178 \t -1287\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -191 \t 1381\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 560 \t -4049\n", + "\t\t\t\t\t -2431 \t 17577\n", + "GCD(39203, 5422) = 1, with coefficients -2431 and 17577 such that 1 = (-2431)*39203 + (17577)*5422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5423 \t 7 \t 1242 \t 1 \t 0\n", + "1 \t 5423 \t 1242 \t 4 \t 455 \t 0 \t 1\n", + "2 \t 1242 \t 455 \t 2 \t 332 \t 1 \t -7\n", + "3 \t 455 \t 332 \t 1 \t 123 \t -4 \t 29\n", + "4 \t 332 \t 123 \t 2 \t 86 \t 9 \t -65\n", + "5 \t 123 \t 86 \t 1 \t 37 \t -13 \t 94\n", + "6 \t 86 \t 37 \t 2 \t 12 \t 35 \t -253\n", + "7 \t 37 \t 12 \t 3 \t 1 \t -48 \t 347\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 131 \t -947\n", + "\t\t\t\t\t -441 \t 3188\n", + "GCD(39203, 5423) = 1, with coefficients -441 and 3188 such that 1 = (-441)*39203 + (3188)*5423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5424 \t 7 \t 1235 \t 1 \t 0\n", + "1 \t 5424 \t 1235 \t 4 \t 484 \t 0 \t 1\n", + "2 \t 1235 \t 484 \t 2 \t 267 \t 1 \t -7\n", + "3 \t 484 \t 267 \t 1 \t 217 \t -4 \t 29\n", + "4 \t 267 \t 217 \t 1 \t 50 \t 9 \t -65\n", + "5 \t 217 \t 50 \t 4 \t 17 \t -13 \t 94\n", + "6 \t 50 \t 17 \t 2 \t 16 \t 22 \t -159\n", + "7 \t 17 \t 16 \t 1 \t 1 \t -101 \t 730\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 224 \t -1619\n", + "\t\t\t\t\t -325 \t 2349\n", + "GCD(39203, 5424) = 1, with coefficients -325 and 2349 such that 1 = (-325)*39203 + (2349)*5424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5425 \t 7 \t 1228 \t 1 \t 0\n", + "1 \t 5425 \t 1228 \t 4 \t 513 \t 0 \t 1\n", + "2 \t 1228 \t 513 \t 2 \t 202 \t 1 \t -7\n", + "3 \t 513 \t 202 \t 2 \t 109 \t -4 \t 29\n", + "4 \t 202 \t 109 \t 1 \t 93 \t 9 \t -65\n", + "5 \t 109 \t 93 \t 1 \t 16 \t -22 \t 159\n", + "6 \t 93 \t 16 \t 5 \t 13 \t 31 \t -224\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -53 \t 383\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 296 \t -2139\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -349 \t 2522\n", + "\t\t\t\t\t 1692 \t -12227\n", + "GCD(39203, 5425) = 1, with coefficients 1692 and -12227 such that 1 = (1692)*39203 + (-12227)*5425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5426 \t 7 \t 1221 \t 1 \t 0\n", + "1 \t 5426 \t 1221 \t 4 \t 542 \t 0 \t 1\n", + "2 \t 1221 \t 542 \t 2 \t 137 \t 1 \t -7\n", + "3 \t 542 \t 137 \t 3 \t 131 \t -4 \t 29\n", + "4 \t 137 \t 131 \t 1 \t 6 \t 9 \t -65\n", + "5 \t 131 \t 6 \t 21 \t 5 \t -31 \t 224\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 40 \t -289\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -871 \t 6293\n", + "\t\t\t\t\t 911 \t -6582\n", + "GCD(39203, 5426) = 1, with coefficients 911 and -6582 such that 1 = (911)*39203 + (-6582)*5426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5427 \t 7 \t 1214 \t 1 \t 0\n", + "1 \t 5427 \t 1214 \t 4 \t 571 \t 0 \t 1\n", + "2 \t 1214 \t 571 \t 2 \t 72 \t 1 \t -7\n", + "3 \t 571 \t 72 \t 7 \t 67 \t -4 \t 29\n", + "4 \t 72 \t 67 \t 1 \t 5 \t 9 \t -65\n", + "5 \t 67 \t 5 \t 13 \t 2 \t -67 \t 484\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 76 \t -549\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1055 \t 7621\n", + "\t\t\t\t\t 2186 \t -15791\n", + "GCD(39203, 5427) = 1, with coefficients 2186 and -15791 such that 1 = (2186)*39203 + (-15791)*5427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5428 \t 7 \t 1207 \t 1 \t 0\n", + "1 \t 5428 \t 1207 \t 4 \t 600 \t 0 \t 1\n", + "2 \t 1207 \t 600 \t 2 \t 7 \t 1 \t -7\n", + "3 \t 600 \t 7 \t 85 \t 5 \t -4 \t 29\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 9 \t -65\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -769 \t 5554\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 778 \t -5619\n", + "\t\t\t\t\t -2325 \t 16792\n", + "GCD(39203, 5428) = 1, with coefficients -2325 and 16792 such that 1 = (-2325)*39203 + (16792)*5428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5429 \t 7 \t 1200 \t 1 \t 0\n", + "1 \t 5429 \t 1200 \t 4 \t 629 \t 0 \t 1\n", + "2 \t 1200 \t 629 \t 1 \t 571 \t 1 \t -7\n", + "3 \t 629 \t 571 \t 1 \t 58 \t -4 \t 29\n", + "4 \t 571 \t 58 \t 9 \t 49 \t 5 \t -36\n", + "5 \t 58 \t 49 \t 1 \t 9 \t -9 \t 65\n", + "6 \t 49 \t 9 \t 5 \t 4 \t 86 \t -621\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -95 \t 686\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 561 \t -4051\n", + "\t\t\t\t\t -1217 \t 8788\n", + "GCD(39203, 5429) = 1, with coefficients -1217 and 8788 such that 1 = (-1217)*39203 + (8788)*5429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5430 \t 7 \t 1193 \t 1 \t 0\n", + "1 \t 5430 \t 1193 \t 4 \t 658 \t 0 \t 1\n", + "2 \t 1193 \t 658 \t 1 \t 535 \t 1 \t -7\n", + "3 \t 658 \t 535 \t 1 \t 123 \t -4 \t 29\n", + "4 \t 535 \t 123 \t 4 \t 43 \t 5 \t -36\n", + "5 \t 123 \t 43 \t 2 \t 37 \t -9 \t 65\n", + "6 \t 43 \t 37 \t 1 \t 6 \t 41 \t -296\n", + "7 \t 37 \t 6 \t 6 \t 1 \t -91 \t 657\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 132 \t -953\n", + "\t\t\t\t\t -883 \t 6375\n", + "GCD(39203, 5430) = 1, with coefficients -883 and 6375 such that 1 = (-883)*39203 + (6375)*5430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5431 \t 7 \t 1186 \t 1 \t 0\n", + "1 \t 5431 \t 1186 \t 4 \t 687 \t 0 \t 1\n", + "2 \t 1186 \t 687 \t 1 \t 499 \t 1 \t -7\n", + "3 \t 687 \t 499 \t 1 \t 188 \t -4 \t 29\n", + "4 \t 499 \t 188 \t 2 \t 123 \t 5 \t -36\n", + "5 \t 188 \t 123 \t 1 \t 65 \t -9 \t 65\n", + "6 \t 123 \t 65 \t 1 \t 58 \t 23 \t -166\n", + "7 \t 65 \t 58 \t 1 \t 7 \t -32 \t 231\n", + "8 \t 58 \t 7 \t 8 \t 2 \t 55 \t -397\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -87 \t 628\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 751 \t -5421\n", + "\t\t\t\t\t -2340 \t 16891\n", + "GCD(39203, 5431) = 1, with coefficients -2340 and 16891 such that 1 = (-2340)*39203 + (16891)*5431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5432 \t 7 \t 1179 \t 1 \t 0\n", + "1 \t 5432 \t 1179 \t 4 \t 716 \t 0 \t 1\n", + "2 \t 1179 \t 716 \t 1 \t 463 \t 1 \t -7\n", + "3 \t 716 \t 463 \t 1 \t 253 \t -4 \t 29\n", + "4 \t 463 \t 253 \t 1 \t 210 \t 5 \t -36\n", + "5 \t 253 \t 210 \t 1 \t 43 \t -9 \t 65\n", + "6 \t 210 \t 43 \t 4 \t 38 \t 14 \t -101\n", + "7 \t 43 \t 38 \t 1 \t 5 \t -23 \t 166\n", + "8 \t 38 \t 5 \t 7 \t 3 \t 106 \t -765\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -129 \t 931\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1009 \t -7282\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1138 \t 8213\n", + "\t\t\t\t\t 2147 \t -15495\n", + "GCD(39203, 5432) = 1, with coefficients 2147 and -15495 such that 1 = (2147)*39203 + (-15495)*5432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5433 \t 7 \t 1172 \t 1 \t 0\n", + "1 \t 5433 \t 1172 \t 4 \t 745 \t 0 \t 1\n", + "2 \t 1172 \t 745 \t 1 \t 427 \t 1 \t -7\n", + "3 \t 745 \t 427 \t 1 \t 318 \t -4 \t 29\n", + "4 \t 427 \t 318 \t 1 \t 109 \t 5 \t -36\n", + "5 \t 318 \t 109 \t 2 \t 100 \t -9 \t 65\n", + "6 \t 109 \t 100 \t 1 \t 9 \t 14 \t -101\n", + "7 \t 100 \t 9 \t 11 \t 1 \t -37 \t 267\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 51 \t -368\n", + "\t\t\t\t\t -598 \t 4315\n", + "GCD(39203, 5433) = 1, with coefficients -598 and 4315 such that 1 = (-598)*39203 + (4315)*5433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5434 \t 7 \t 1165 \t 1 \t 0\n", + "1 \t 5434 \t 1165 \t 4 \t 774 \t 0 \t 1\n", + "2 \t 1165 \t 774 \t 1 \t 391 \t 1 \t -7\n", + "3 \t 774 \t 391 \t 1 \t 383 \t -4 \t 29\n", + "4 \t 391 \t 383 \t 1 \t 8 \t 5 \t -36\n", + "5 \t 383 \t 8 \t 47 \t 7 \t -9 \t 65\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 14 \t -101\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -667 \t 4812\n", + "\t\t\t\t\t 681 \t -4913\n", + "GCD(39203, 5434) = 1, with coefficients 681 and -4913 such that 1 = (681)*39203 + (-4913)*5434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5435 \t 7 \t 1158 \t 1 \t 0\n", + "1 \t 5435 \t 1158 \t 4 \t 803 \t 0 \t 1\n", + "2 \t 1158 \t 803 \t 1 \t 355 \t 1 \t -7\n", + "3 \t 803 \t 355 \t 2 \t 93 \t -4 \t 29\n", + "4 \t 355 \t 93 \t 3 \t 76 \t 5 \t -36\n", + "5 \t 93 \t 76 \t 1 \t 17 \t -14 \t 101\n", + "6 \t 76 \t 17 \t 4 \t 8 \t 47 \t -339\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -61 \t 440\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 291 \t -2099\n", + "\t\t\t\t\t -643 \t 4638\n", + "GCD(39203, 5435) = 1, with coefficients -643 and 4638 such that 1 = (-643)*39203 + (4638)*5435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5436 \t 7 \t 1151 \t 1 \t 0\n", + "1 \t 5436 \t 1151 \t 4 \t 832 \t 0 \t 1\n", + "2 \t 1151 \t 832 \t 1 \t 319 \t 1 \t -7\n", + "3 \t 832 \t 319 \t 2 \t 194 \t -4 \t 29\n", + "4 \t 319 \t 194 \t 1 \t 125 \t 5 \t -36\n", + "5 \t 194 \t 125 \t 1 \t 69 \t -14 \t 101\n", + "6 \t 125 \t 69 \t 1 \t 56 \t 19 \t -137\n", + "7 \t 69 \t 56 \t 1 \t 13 \t -33 \t 238\n", + "8 \t 56 \t 13 \t 4 \t 4 \t 52 \t -375\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -85 \t 613\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 392 \t -2827\n", + "\t\t\t\t\t -1261 \t 9094\n", + "GCD(39203, 5436) = 1, with coefficients -1261 and 9094 such that 1 = (-1261)*39203 + (9094)*5436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5437 \t 7 \t 1144 \t 1 \t 0\n", + "1 \t 5437 \t 1144 \t 4 \t 861 \t 0 \t 1\n", + "2 \t 1144 \t 861 \t 1 \t 283 \t 1 \t -7\n", + "3 \t 861 \t 283 \t 3 \t 12 \t -4 \t 29\n", + "4 \t 283 \t 12 \t 23 \t 7 \t 5 \t -36\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -19 \t 137\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 442 \t -3187\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -461 \t 3324\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 903 \t -6511\n", + "\t\t\t\t\t -2267 \t 16346\n", + "GCD(39203, 5437) = 1, with coefficients -2267 and 16346 such that 1 = (-2267)*39203 + (16346)*5437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5438 \t 7 \t 1137 \t 1 \t 0\n", + "1 \t 5438 \t 1137 \t 4 \t 890 \t 0 \t 1\n", + "2 \t 1137 \t 890 \t 1 \t 247 \t 1 \t -7\n", + "3 \t 890 \t 247 \t 3 \t 149 \t -4 \t 29\n", + "4 \t 247 \t 149 \t 1 \t 98 \t 5 \t -36\n", + "5 \t 149 \t 98 \t 1 \t 51 \t -19 \t 137\n", + "6 \t 98 \t 51 \t 1 \t 47 \t 24 \t -173\n", + "7 \t 51 \t 47 \t 1 \t 4 \t -43 \t 310\n", + "8 \t 47 \t 4 \t 11 \t 3 \t 67 \t -483\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -110 \t 793\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1277 \t -9206\n", + "\t\t\t\t\t -1387 \t 9999\n", + "GCD(39203, 5438) = 1, with coefficients -1387 and 9999 such that 1 = (-1387)*39203 + (9999)*5438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5439 \t 7 \t 1130 \t 1 \t 0\n", + "1 \t 5439 \t 1130 \t 4 \t 919 \t 0 \t 1\n", + "2 \t 1130 \t 919 \t 1 \t 211 \t 1 \t -7\n", + "3 \t 919 \t 211 \t 4 \t 75 \t -4 \t 29\n", + "4 \t 211 \t 75 \t 2 \t 61 \t 5 \t -36\n", + "5 \t 75 \t 61 \t 1 \t 14 \t -24 \t 173\n", + "6 \t 61 \t 14 \t 4 \t 5 \t 53 \t -382\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -77 \t 555\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 361 \t -2602\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -799 \t 5759\n", + "\t\t\t\t\t 1160 \t -8361\n", + "GCD(39203, 5439) = 1, with coefficients 1160 and -8361 such that 1 = (1160)*39203 + (-8361)*5439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5440 \t 7 \t 1123 \t 1 \t 0\n", + "1 \t 5440 \t 1123 \t 4 \t 948 \t 0 \t 1\n", + "2 \t 1123 \t 948 \t 1 \t 175 \t 1 \t -7\n", + "3 \t 948 \t 175 \t 5 \t 73 \t -4 \t 29\n", + "4 \t 175 \t 73 \t 2 \t 29 \t 5 \t -36\n", + "5 \t 73 \t 29 \t 2 \t 15 \t -29 \t 209\n", + "6 \t 29 \t 15 \t 1 \t 14 \t 63 \t -454\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -155 \t 1117\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 218 \t -1571\n", + "\t\t\t\t\t -373 \t 2688\n", + "GCD(39203, 5440) = 1, with coefficients -373 and 2688 such that 1 = (-373)*39203 + (2688)*5440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5441 \t 7 \t 1116 \t 1 \t 0\n", + "1 \t 5441 \t 1116 \t 4 \t 977 \t 0 \t 1\n", + "2 \t 1116 \t 977 \t 1 \t 139 \t 1 \t -7\n", + "3 \t 977 \t 139 \t 7 \t 4 \t -4 \t 29\n", + "4 \t 139 \t 4 \t 34 \t 3 \t 5 \t -36\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -39 \t 281\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1331 \t -9590\n", + "\t\t\t\t\t -1370 \t 9871\n", + "GCD(39203, 5441) = 1, with coefficients -1370 and 9871 such that 1 = (-1370)*39203 + (9871)*5441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5442 \t 7 \t 1109 \t 1 \t 0\n", + "1 \t 5442 \t 1109 \t 4 \t 1006 \t 0 \t 1\n", + "2 \t 1109 \t 1006 \t 1 \t 103 \t 1 \t -7\n", + "3 \t 1006 \t 103 \t 9 \t 79 \t -4 \t 29\n", + "4 \t 103 \t 79 \t 1 \t 24 \t 5 \t -36\n", + "5 \t 79 \t 24 \t 3 \t 7 \t -49 \t 353\n", + "6 \t 24 \t 7 \t 3 \t 3 \t 54 \t -389\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -211 \t 1520\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 687 \t -4949\n", + "\t\t\t\t\t -1585 \t 11418\n", + "GCD(39203, 5442) = 1, with coefficients -1585 and 11418 such that 1 = (-1585)*39203 + (11418)*5442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5443 \t 7 \t 1102 \t 1 \t 0\n", + "1 \t 5443 \t 1102 \t 4 \t 1035 \t 0 \t 1\n", + "2 \t 1102 \t 1035 \t 1 \t 67 \t 1 \t -7\n", + "3 \t 1035 \t 67 \t 15 \t 30 \t -4 \t 29\n", + "4 \t 67 \t 30 \t 2 \t 7 \t 5 \t -36\n", + "5 \t 30 \t 7 \t 4 \t 2 \t -79 \t 569\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 163 \t -1174\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -731 \t 5265\n", + "\t\t\t\t\t 2356 \t -16969\n", + "GCD(39203, 5443) = 1, with coefficients 2356 and -16969 such that 1 = (2356)*39203 + (-16969)*5443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5444 \t 7 \t 1095 \t 1 \t 0\n", + "1 \t 5444 \t 1095 \t 4 \t 1064 \t 0 \t 1\n", + "2 \t 1095 \t 1064 \t 1 \t 31 \t 1 \t -7\n", + "3 \t 1064 \t 31 \t 34 \t 10 \t -4 \t 29\n", + "4 \t 31 \t 10 \t 3 \t 1 \t 5 \t -36\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -174 \t 1253\n", + "\t\t\t\t\t 527 \t -3795\n", + "GCD(39203, 5444) = 1, with coefficients 527 and -3795 such that 1 = (527)*39203 + (-3795)*5444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5445 \t 7 \t 1088 \t 1 \t 0\n", + "1 \t 5445 \t 1088 \t 5 \t 5 \t 0 \t 1\n", + "2 \t 1088 \t 5 \t 217 \t 3 \t 1 \t -7\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -5 \t 36\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 1086 \t -7819\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1091 \t 7855\n", + "\t\t\t\t\t 2177 \t -15674\n", + "GCD(39203, 5445) = 1, with coefficients 2177 and -15674 such that 1 = (2177)*39203 + (-15674)*5445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5446 \t 7 \t 1081 \t 1 \t 0\n", + "1 \t 5446 \t 1081 \t 5 \t 41 \t 0 \t 1\n", + "2 \t 1081 \t 41 \t 26 \t 15 \t 1 \t -7\n", + "3 \t 41 \t 15 \t 2 \t 11 \t -5 \t 36\n", + "4 \t 15 \t 11 \t 1 \t 4 \t 131 \t -943\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -267 \t 1922\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 398 \t -2865\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1063 \t 7652\n", + "\t\t\t\t\t 1461 \t -10517\n", + "GCD(39203, 5446) = 1, with coefficients 1461 and -10517 such that 1 = (1461)*39203 + (-10517)*5446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5447 \t 7 \t 1074 \t 1 \t 0\n", + "1 \t 5447 \t 1074 \t 5 \t 77 \t 0 \t 1\n", + "2 \t 1074 \t 77 \t 13 \t 73 \t 1 \t -7\n", + "3 \t 77 \t 73 \t 1 \t 4 \t -5 \t 36\n", + "4 \t 73 \t 4 \t 18 \t 1 \t 66 \t -475\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -71 \t 511\n", + "\t\t\t\t\t 1344 \t -9673\n", + "GCD(39203, 5447) = 1, with coefficients 1344 and -9673 such that 1 = (1344)*39203 + (-9673)*5447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5448 \t 7 \t 1067 \t 1 \t 0\n", + "1 \t 5448 \t 1067 \t 5 \t 113 \t 0 \t 1\n", + "2 \t 1067 \t 113 \t 9 \t 50 \t 1 \t -7\n", + "3 \t 113 \t 50 \t 2 \t 13 \t -5 \t 36\n", + "4 \t 50 \t 13 \t 3 \t 11 \t 46 \t -331\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -97 \t 698\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 337 \t -2425\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -434 \t 3123\n", + "\t\t\t\t\t 2507 \t -18040\n", + "GCD(39203, 5448) = 1, with coefficients 2507 and -18040 such that 1 = (2507)*39203 + (-18040)*5448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5449 \t 7 \t 1060 \t 1 \t 0\n", + "1 \t 5449 \t 1060 \t 5 \t 149 \t 0 \t 1\n", + "2 \t 1060 \t 149 \t 7 \t 17 \t 1 \t -7\n", + "3 \t 149 \t 17 \t 8 \t 13 \t -5 \t 36\n", + "4 \t 17 \t 13 \t 1 \t 4 \t 36 \t -259\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -293 \t 2108\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 329 \t -2367\n", + "\t\t\t\t\t -1280 \t 9209\n", + "GCD(39203, 5449) = 1, with coefficients -1280 and 9209 such that 1 = (-1280)*39203 + (9209)*5449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5450 \t 7 \t 1053 \t 1 \t 0\n", + "1 \t 5450 \t 1053 \t 5 \t 185 \t 0 \t 1\n", + "2 \t 1053 \t 185 \t 5 \t 128 \t 1 \t -7\n", + "3 \t 185 \t 128 \t 1 \t 57 \t -5 \t 36\n", + "4 \t 128 \t 57 \t 2 \t 14 \t 26 \t -187\n", + "5 \t 57 \t 14 \t 4 \t 1 \t -31 \t 223\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 88 \t -633\n", + "\t\t\t\t\t -383 \t 2755\n", + "GCD(39203, 5450) = 1, with coefficients -383 and 2755 such that 1 = (-383)*39203 + (2755)*5450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5451 \t 7 \t 1046 \t 1 \t 0\n", + "1 \t 5451 \t 1046 \t 5 \t 221 \t 0 \t 1\n", + "2 \t 1046 \t 221 \t 4 \t 162 \t 1 \t -7\n", + "3 \t 221 \t 162 \t 1 \t 59 \t -5 \t 36\n", + "4 \t 162 \t 59 \t 2 \t 44 \t 21 \t -151\n", + "5 \t 59 \t 44 \t 1 \t 15 \t -26 \t 187\n", + "6 \t 44 \t 15 \t 2 \t 14 \t 73 \t -525\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -99 \t 712\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 271 \t -1949\n", + "\t\t\t\t\t -370 \t 2661\n", + "GCD(39203, 5451) = 1, with coefficients -370 and 2661 such that 1 = (-370)*39203 + (2661)*5451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5452 \t 7 \t 1039 \t 1 \t 0\n", + "1 \t 5452 \t 1039 \t 5 \t 257 \t 0 \t 1\n", + "2 \t 1039 \t 257 \t 4 \t 11 \t 1 \t -7\n", + "3 \t 257 \t 11 \t 23 \t 4 \t -5 \t 36\n", + "4 \t 11 \t 4 \t 2 \t 3 \t 21 \t -151\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -488 \t 3509\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 997 \t -7169\n", + "\t\t\t\t\t -1485 \t 10678\n", + "GCD(39203, 5452) = 1, with coefficients -1485 and 10678 such that 1 = (-1485)*39203 + (10678)*5452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5453 \t 7 \t 1032 \t 1 \t 0\n", + "1 \t 5453 \t 1032 \t 5 \t 293 \t 0 \t 1\n", + "2 \t 1032 \t 293 \t 3 \t 153 \t 1 \t -7\n", + "3 \t 293 \t 153 \t 1 \t 140 \t -5 \t 36\n", + "4 \t 153 \t 140 \t 1 \t 13 \t 16 \t -115\n", + "5 \t 140 \t 13 \t 10 \t 10 \t -21 \t 151\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 37 \t -266\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -391 \t 2811\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 428 \t -3077\n", + "\t\t\t\t\t -1675 \t 12042\n", + "GCD(39203, 5453) = 1, with coefficients -1675 and 12042 such that 1 = (-1675)*39203 + (12042)*5453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5454 \t 7 \t 1025 \t 1 \t 0\n", + "1 \t 5454 \t 1025 \t 5 \t 329 \t 0 \t 1\n", + "2 \t 1025 \t 329 \t 3 \t 38 \t 1 \t -7\n", + "3 \t 329 \t 38 \t 8 \t 25 \t -5 \t 36\n", + "4 \t 38 \t 25 \t 1 \t 13 \t 16 \t -115\n", + "5 \t 25 \t 13 \t 1 \t 12 \t -133 \t 956\n", + "6 \t 13 \t 12 \t 1 \t 1 \t 149 \t -1071\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -282 \t 2027\n", + "\t\t\t\t\t 431 \t -3098\n", + "GCD(39203, 5454) = 1, with coefficients 431 and -3098 such that 1 = (431)*39203 + (-3098)*5454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5455 \t 7 \t 1018 \t 1 \t 0\n", + "1 \t 5455 \t 1018 \t 5 \t 365 \t 0 \t 1\n", + "2 \t 1018 \t 365 \t 2 \t 288 \t 1 \t -7\n", + "3 \t 365 \t 288 \t 1 \t 77 \t -5 \t 36\n", + "4 \t 288 \t 77 \t 3 \t 57 \t 11 \t -79\n", + "5 \t 77 \t 57 \t 1 \t 20 \t -16 \t 115\n", + "6 \t 57 \t 20 \t 2 \t 17 \t 59 \t -424\n", + "7 \t 20 \t 17 \t 1 \t 3 \t -75 \t 539\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 209 \t -1502\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -284 \t 2041\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1629 \t -11707\n", + "\t\t\t\t\t -1913 \t 13748\n", + "GCD(39203, 5455) = 1, with coefficients -1913 and 13748 such that 1 = (-1913)*39203 + (13748)*5455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5456 \t 7 \t 1011 \t 1 \t 0\n", + "1 \t 5456 \t 1011 \t 5 \t 401 \t 0 \t 1\n", + "2 \t 1011 \t 401 \t 2 \t 209 \t 1 \t -7\n", + "3 \t 401 \t 209 \t 1 \t 192 \t -5 \t 36\n", + "4 \t 209 \t 192 \t 1 \t 17 \t 11 \t -79\n", + "5 \t 192 \t 17 \t 11 \t 5 \t -16 \t 115\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 27 \t -194\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -313 \t 2249\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 966 \t -6941\n", + "\t\t\t\t\t -2245 \t 16131\n", + "GCD(39203, 5456) = 1, with coefficients -2245 and 16131 such that 1 = (-2245)*39203 + (16131)*5456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5457 \t 7 \t 1004 \t 1 \t 0\n", + "1 \t 5457 \t 1004 \t 5 \t 437 \t 0 \t 1\n", + "2 \t 1004 \t 437 \t 2 \t 130 \t 1 \t -7\n", + "3 \t 437 \t 130 \t 3 \t 47 \t -5 \t 36\n", + "4 \t 130 \t 47 \t 2 \t 36 \t 11 \t -79\n", + "5 \t 47 \t 36 \t 1 \t 11 \t -38 \t 273\n", + "6 \t 36 \t 11 \t 3 \t 3 \t 87 \t -625\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -125 \t 898\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 462 \t -3319\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1511 \t 10855\n", + "\t\t\t\t\t 1973 \t -14174\n", + "GCD(39203, 5457) = 1, with coefficients 1973 and -14174 such that 1 = (1973)*39203 + (-14174)*5457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5458 \t 7 \t 997 \t 1 \t 0\n", + "1 \t 5458 \t 997 \t 5 \t 473 \t 0 \t 1\n", + "2 \t 997 \t 473 \t 2 \t 51 \t 1 \t -7\n", + "3 \t 473 \t 51 \t 9 \t 14 \t -5 \t 36\n", + "4 \t 51 \t 14 \t 3 \t 9 \t 11 \t -79\n", + "5 \t 14 \t 9 \t 1 \t 5 \t -104 \t 747\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 323 \t -2320\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -427 \t 3067\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 750 \t -5387\n", + "\t\t\t\t\t -1177 \t 8454\n", + "GCD(39203, 5458) = 1, with coefficients -1177 and 8454 such that 1 = (-1177)*39203 + (8454)*5458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5459 \t 7 \t 990 \t 1 \t 0\n", + "1 \t 5459 \t 990 \t 5 \t 509 \t 0 \t 1\n", + "2 \t 990 \t 509 \t 1 \t 481 \t 1 \t -7\n", + "3 \t 509 \t 481 \t 1 \t 28 \t -5 \t 36\n", + "4 \t 481 \t 28 \t 17 \t 5 \t 6 \t -43\n", + "5 \t 28 \t 5 \t 5 \t 3 \t -11 \t 79\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 193 \t -1386\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -976 \t 7009\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1169 \t -8395\n", + "\t\t\t\t\t -2145 \t 15404\n", + "GCD(39203, 5459) = 1, with coefficients -2145 and 15404 such that 1 = (-2145)*39203 + (15404)*5459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5460 \t 7 \t 983 \t 1 \t 0\n", + "1 \t 5460 \t 983 \t 5 \t 545 \t 0 \t 1\n", + "2 \t 983 \t 545 \t 1 \t 438 \t 1 \t -7\n", + "3 \t 545 \t 438 \t 1 \t 107 \t -5 \t 36\n", + "4 \t 438 \t 107 \t 4 \t 10 \t 6 \t -43\n", + "5 \t 107 \t 10 \t 10 \t 7 \t -11 \t 79\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 50 \t -359\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -511 \t 3669\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 561 \t -4028\n", + "\t\t\t\t\t -1633 \t 11725\n", + "GCD(39203, 5460) = 1, with coefficients -1633 and 11725 such that 1 = (-1633)*39203 + (11725)*5460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5461 \t 7 \t 976 \t 1 \t 0\n", + "1 \t 5461 \t 976 \t 5 \t 581 \t 0 \t 1\n", + "2 \t 976 \t 581 \t 1 \t 395 \t 1 \t -7\n", + "3 \t 581 \t 395 \t 1 \t 186 \t -5 \t 36\n", + "4 \t 395 \t 186 \t 2 \t 23 \t 6 \t -43\n", + "5 \t 186 \t 23 \t 8 \t 2 \t -11 \t 79\n", + "6 \t 23 \t 2 \t 11 \t 1 \t 28 \t -201\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -235 \t 1687\n", + "\t\t\t\t\t 2613 \t -18758\n", + "GCD(39203, 5461) = 1, with coefficients 2613 and -18758 such that 1 = (2613)*39203 + (-18758)*5461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5462 \t 7 \t 969 \t 1 \t 0\n", + "1 \t 5462 \t 969 \t 5 \t 617 \t 0 \t 1\n", + "2 \t 969 \t 617 \t 1 \t 352 \t 1 \t -7\n", + "3 \t 617 \t 352 \t 1 \t 265 \t -5 \t 36\n", + "4 \t 352 \t 265 \t 1 \t 87 \t 6 \t -43\n", + "5 \t 265 \t 87 \t 3 \t 4 \t -11 \t 79\n", + "6 \t 87 \t 4 \t 21 \t 3 \t 17 \t -122\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -62 \t 445\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1319 \t -9467\n", + "\t\t\t\t\t -1381 \t 9912\n", + "GCD(39203, 5462) = 1, with coefficients -1381 and 9912 such that 1 = (-1381)*39203 + (9912)*5462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5463 \t 7 \t 962 \t 1 \t 0\n", + "1 \t 5463 \t 962 \t 5 \t 653 \t 0 \t 1\n", + "2 \t 962 \t 653 \t 1 \t 309 \t 1 \t -7\n", + "3 \t 653 \t 309 \t 2 \t 35 \t -5 \t 36\n", + "4 \t 309 \t 35 \t 8 \t 29 \t 6 \t -43\n", + "5 \t 35 \t 29 \t 1 \t 6 \t -17 \t 122\n", + "6 \t 29 \t 6 \t 4 \t 5 \t 142 \t -1019\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -159 \t 1141\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 778 \t -5583\n", + "\t\t\t\t\t -937 \t 6724\n", + "GCD(39203, 5463) = 1, with coefficients -937 and 6724 such that 1 = (-937)*39203 + (6724)*5463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5464 \t 7 \t 955 \t 1 \t 0\n", + "1 \t 5464 \t 955 \t 5 \t 689 \t 0 \t 1\n", + "2 \t 955 \t 689 \t 1 \t 266 \t 1 \t -7\n", + "3 \t 689 \t 266 \t 2 \t 157 \t -5 \t 36\n", + "4 \t 266 \t 157 \t 1 \t 109 \t 6 \t -43\n", + "5 \t 157 \t 109 \t 1 \t 48 \t -17 \t 122\n", + "6 \t 109 \t 48 \t 2 \t 13 \t 23 \t -165\n", + "7 \t 48 \t 13 \t 3 \t 9 \t -40 \t 287\n", + "8 \t 13 \t 9 \t 1 \t 4 \t 103 \t -739\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -349 \t 2504\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 452 \t -3243\n", + "\t\t\t\t\t -1253 \t 8990\n", + "GCD(39203, 5464) = 1, with coefficients -1253 and 8990 such that 1 = (-1253)*39203 + (8990)*5464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5465 \t 7 \t 948 \t 1 \t 0\n", + "1 \t 5465 \t 948 \t 5 \t 725 \t 0 \t 1\n", + "2 \t 948 \t 725 \t 1 \t 223 \t 1 \t -7\n", + "3 \t 725 \t 223 \t 3 \t 56 \t -5 \t 36\n", + "4 \t 223 \t 56 \t 3 \t 55 \t 6 \t -43\n", + "5 \t 56 \t 55 \t 1 \t 1 \t -23 \t 165\n", + "6 \t 55 \t 1 \t 55 \t 0 \t 75 \t -538\n", + "\t\t\t\t\t -98 \t 703\n", + "GCD(39203, 5465) = 1, with coefficients -98 and 703 such that 1 = (-98)*39203 + (703)*5465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5466 \t 7 \t 941 \t 1 \t 0\n", + "1 \t 5466 \t 941 \t 5 \t 761 \t 0 \t 1\n", + "2 \t 941 \t 761 \t 1 \t 180 \t 1 \t -7\n", + "3 \t 761 \t 180 \t 4 \t 41 \t -5 \t 36\n", + "4 \t 180 \t 41 \t 4 \t 16 \t 6 \t -43\n", + "5 \t 41 \t 16 \t 2 \t 9 \t -29 \t 208\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 122 \t -875\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -273 \t 1958\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 395 \t -2833\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -668 \t 4791\n", + "\t\t\t\t\t 2399 \t -17206\n", + "GCD(39203, 5466) = 1, with coefficients 2399 and -17206 such that 1 = (2399)*39203 + (-17206)*5466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5467 \t 7 \t 934 \t 1 \t 0\n", + "1 \t 5467 \t 934 \t 5 \t 797 \t 0 \t 1\n", + "2 \t 934 \t 797 \t 1 \t 137 \t 1 \t -7\n", + "3 \t 797 \t 137 \t 5 \t 112 \t -5 \t 36\n", + "4 \t 137 \t 112 \t 1 \t 25 \t 6 \t -43\n", + "5 \t 112 \t 25 \t 4 \t 12 \t -35 \t 251\n", + "6 \t 25 \t 12 \t 2 \t 1 \t 41 \t -294\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -199 \t 1427\n", + "\t\t\t\t\t 439 \t -3148\n", + "GCD(39203, 5467) = 1, with coefficients 439 and -3148 such that 1 = (439)*39203 + (-3148)*5467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5468 \t 7 \t 927 \t 1 \t 0\n", + "1 \t 5468 \t 927 \t 5 \t 833 \t 0 \t 1\n", + "2 \t 927 \t 833 \t 1 \t 94 \t 1 \t -7\n", + "3 \t 833 \t 94 \t 8 \t 81 \t -5 \t 36\n", + "4 \t 94 \t 81 \t 1 \t 13 \t 6 \t -43\n", + "5 \t 81 \t 13 \t 6 \t 3 \t -53 \t 380\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 59 \t -423\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -407 \t 2918\n", + "\t\t\t\t\t 1687 \t -12095\n", + "GCD(39203, 5468) = 1, with coefficients 1687 and -12095 such that 1 = (1687)*39203 + (-12095)*5468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5469 \t 7 \t 920 \t 1 \t 0\n", + "1 \t 5469 \t 920 \t 5 \t 869 \t 0 \t 1\n", + "2 \t 920 \t 869 \t 1 \t 51 \t 1 \t -7\n", + "3 \t 869 \t 51 \t 17 \t 2 \t -5 \t 36\n", + "4 \t 51 \t 2 \t 25 \t 1 \t 6 \t -43\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -107 \t 767\n", + "\t\t\t\t\t 2681 \t -19218\n", + "GCD(39203, 5469) = 1, with coefficients 2681 and -19218 such that 1 = (2681)*39203 + (-19218)*5469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5470 \t 7 \t 913 \t 1 \t 0\n", + "1 \t 5470 \t 913 \t 5 \t 905 \t 0 \t 1\n", + "2 \t 913 \t 905 \t 1 \t 8 \t 1 \t -7\n", + "3 \t 905 \t 8 \t 113 \t 1 \t -5 \t 36\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 6 \t -43\n", + "\t\t\t\t\t -683 \t 4895\n", + "GCD(39203, 5470) = 1, with coefficients -683 and 4895 such that 1 = (-683)*39203 + (4895)*5470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5471 \t 7 \t 906 \t 1 \t 0\n", + "1 \t 5471 \t 906 \t 6 \t 35 \t 0 \t 1\n", + "2 \t 906 \t 35 \t 25 \t 31 \t 1 \t -7\n", + "3 \t 35 \t 31 \t 1 \t 4 \t -6 \t 43\n", + "4 \t 31 \t 4 \t 7 \t 3 \t 151 \t -1082\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -157 \t 1125\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1250 \t -8957\n", + "\t\t\t\t\t -1407 \t 10082\n", + "GCD(39203, 5471) = 1, with coefficients -1407 and 10082 such that 1 = (-1407)*39203 + (10082)*5471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5472 \t 7 \t 899 \t 1 \t 0\n", + "1 \t 5472 \t 899 \t 6 \t 78 \t 0 \t 1\n", + "2 \t 899 \t 78 \t 11 \t 41 \t 1 \t -7\n", + "3 \t 78 \t 41 \t 1 \t 37 \t -6 \t 43\n", + "4 \t 41 \t 37 \t 1 \t 4 \t 67 \t -480\n", + "5 \t 37 \t 4 \t 9 \t 1 \t -73 \t 523\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 140 \t -1003\n", + "\t\t\t\t\t -1333 \t 9550\n", + "GCD(39203, 5472) = 1, with coefficients -1333 and 9550 such that 1 = (-1333)*39203 + (9550)*5472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5473 \t 7 \t 892 \t 1 \t 0\n", + "1 \t 5473 \t 892 \t 6 \t 121 \t 0 \t 1\n", + "2 \t 892 \t 121 \t 7 \t 45 \t 1 \t -7\n", + "3 \t 121 \t 45 \t 2 \t 31 \t -6 \t 43\n", + "4 \t 45 \t 31 \t 1 \t 14 \t 43 \t -308\n", + "5 \t 31 \t 14 \t 2 \t 3 \t -92 \t 659\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 135 \t -967\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -362 \t 2593\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1583 \t -11339\n", + "\t\t\t\t\t -1945 \t 13932\n", + "GCD(39203, 5473) = 1, with coefficients -1945 and 13932 such that 1 = (-1945)*39203 + (13932)*5473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5474 \t 7 \t 885 \t 1 \t 0\n", + "1 \t 5474 \t 885 \t 6 \t 164 \t 0 \t 1\n", + "2 \t 885 \t 164 \t 5 \t 65 \t 1 \t -7\n", + "3 \t 164 \t 65 \t 2 \t 34 \t -6 \t 43\n", + "4 \t 65 \t 34 \t 1 \t 31 \t 31 \t -222\n", + "5 \t 34 \t 31 \t 1 \t 3 \t -68 \t 487\n", + "6 \t 31 \t 3 \t 10 \t 1 \t 99 \t -709\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 1196\n", + "\t\t\t\t\t 1769 \t -12669\n", + "GCD(39203, 5474) = 1, with coefficients 1769 and -12669 such that 1 = (1769)*39203 + (-12669)*5474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5475 \t 7 \t 878 \t 1 \t 0\n", + "1 \t 5475 \t 878 \t 6 \t 207 \t 0 \t 1\n", + "2 \t 878 \t 207 \t 4 \t 50 \t 1 \t -7\n", + "3 \t 207 \t 50 \t 4 \t 7 \t -6 \t 43\n", + "4 \t 50 \t 7 \t 7 \t 1 \t 25 \t -179\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -106 \t 759\n", + "\t\t\t\t\t 767 \t -5492\n", + "GCD(39203, 5475) = 1, with coefficients 767 and -5492 such that 1 = (767)*39203 + (-5492)*5475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5476 \t 7 \t 871 \t 1 \t 0\n", + "1 \t 5476 \t 871 \t 6 \t 250 \t 0 \t 1\n", + "2 \t 871 \t 250 \t 3 \t 121 \t 1 \t -7\n", + "3 \t 250 \t 121 \t 2 \t 8 \t -6 \t 43\n", + "4 \t 121 \t 8 \t 15 \t 1 \t 19 \t -136\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -44 \t 315\n", + "\t\t\t\t\t 679 \t -4861\n", + "GCD(39203, 5476) = 1, with coefficients 679 and -4861 such that 1 = (679)*39203 + (-4861)*5476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5477 \t 7 \t 864 \t 1 \t 0\n", + "1 \t 5477 \t 864 \t 6 \t 293 \t 0 \t 1\n", + "2 \t 864 \t 293 \t 2 \t 278 \t 1 \t -7\n", + "3 \t 293 \t 278 \t 1 \t 15 \t -6 \t 43\n", + "4 \t 278 \t 15 \t 18 \t 8 \t 13 \t -93\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -19 \t 136\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 355 \t -2541\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -374 \t 2677\n", + "\t\t\t\t\t 729 \t -5218\n", + "GCD(39203, 5477) = 1, with coefficients 729 and -5218 such that 1 = (729)*39203 + (-5218)*5477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5478 \t 7 \t 857 \t 1 \t 0\n", + "1 \t 5478 \t 857 \t 6 \t 336 \t 0 \t 1\n", + "2 \t 857 \t 336 \t 2 \t 185 \t 1 \t -7\n", + "3 \t 336 \t 185 \t 1 \t 151 \t -6 \t 43\n", + "4 \t 185 \t 151 \t 1 \t 34 \t 13 \t -93\n", + "5 \t 151 \t 34 \t 4 \t 15 \t -19 \t 136\n", + "6 \t 34 \t 15 \t 2 \t 4 \t 32 \t -229\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -147 \t 1052\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 326 \t -2333\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1125 \t 8051\n", + "\t\t\t\t\t 1451 \t -10384\n", + "GCD(39203, 5478) = 1, with coefficients 1451 and -10384 such that 1 = (1451)*39203 + (-10384)*5478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5479 \t 7 \t 850 \t 1 \t 0\n", + "1 \t 5479 \t 850 \t 6 \t 379 \t 0 \t 1\n", + "2 \t 850 \t 379 \t 2 \t 92 \t 1 \t -7\n", + "3 \t 379 \t 92 \t 4 \t 11 \t -6 \t 43\n", + "4 \t 92 \t 11 \t 8 \t 4 \t 13 \t -93\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -58 \t 415\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 477 \t -3413\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1012 \t 7241\n", + "\t\t\t\t\t 1489 \t -10654\n", + "GCD(39203, 5479) = 1, with coefficients 1489 and -10654 such that 1 = (1489)*39203 + (-10654)*5479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5480 \t 7 \t 843 \t 1 \t 0\n", + "1 \t 5480 \t 843 \t 6 \t 422 \t 0 \t 1\n", + "2 \t 843 \t 422 \t 1 \t 421 \t 1 \t -7\n", + "3 \t 422 \t 421 \t 1 \t 1 \t -6 \t 43\n", + "4 \t 421 \t 1 \t 421 \t 0 \t 7 \t -50\n", + "\t\t\t\t\t -13 \t 93\n", + "GCD(39203, 5480) = 1, with coefficients -13 and 93 such that 1 = (-13)*39203 + (93)*5480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5481 \t 7 \t 836 \t 1 \t 0\n", + "1 \t 5481 \t 836 \t 6 \t 465 \t 0 \t 1\n", + "2 \t 836 \t 465 \t 1 \t 371 \t 1 \t -7\n", + "3 \t 465 \t 371 \t 1 \t 94 \t -6 \t 43\n", + "4 \t 371 \t 94 \t 3 \t 89 \t 7 \t -50\n", + "5 \t 94 \t 89 \t 1 \t 5 \t -13 \t 93\n", + "6 \t 89 \t 5 \t 17 \t 4 \t 46 \t -329\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -59 \t 422\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1049 \t -7503\n", + "\t\t\t\t\t -1108 \t 7925\n", + "GCD(39203, 5481) = 1, with coefficients -1108 and 7925 such that 1 = (-1108)*39203 + (7925)*5481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5482 \t 7 \t 829 \t 1 \t 0\n", + "1 \t 5482 \t 829 \t 6 \t 508 \t 0 \t 1\n", + "2 \t 829 \t 508 \t 1 \t 321 \t 1 \t -7\n", + "3 \t 508 \t 321 \t 1 \t 187 \t -6 \t 43\n", + "4 \t 321 \t 187 \t 1 \t 134 \t 7 \t -50\n", + "5 \t 187 \t 134 \t 1 \t 53 \t -13 \t 93\n", + "6 \t 134 \t 53 \t 2 \t 28 \t 20 \t -143\n", + "7 \t 53 \t 28 \t 1 \t 25 \t -33 \t 236\n", + "8 \t 28 \t 25 \t 1 \t 3 \t 86 \t -615\n", + "9 \t 25 \t 3 \t 8 \t 1 \t -119 \t 851\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 205 \t -1466\n", + "\t\t\t\t\t -1759 \t 12579\n", + "GCD(39203, 5482) = 1, with coefficients -1759 and 12579 such that 1 = (-1759)*39203 + (12579)*5482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5483 \t 7 \t 822 \t 1 \t 0\n", + "1 \t 5483 \t 822 \t 6 \t 551 \t 0 \t 1\n", + "2 \t 822 \t 551 \t 1 \t 271 \t 1 \t -7\n", + "3 \t 551 \t 271 \t 2 \t 9 \t -6 \t 43\n", + "4 \t 271 \t 9 \t 30 \t 1 \t 7 \t -50\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -20 \t 143\n", + "\t\t\t\t\t 607 \t -4340\n", + "GCD(39203, 5483) = 1, with coefficients 607 and -4340 such that 1 = (607)*39203 + (-4340)*5483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5484 \t 7 \t 815 \t 1 \t 0\n", + "1 \t 5484 \t 815 \t 6 \t 594 \t 0 \t 1\n", + "2 \t 815 \t 594 \t 1 \t 221 \t 1 \t -7\n", + "3 \t 594 \t 221 \t 2 \t 152 \t -6 \t 43\n", + "4 \t 221 \t 152 \t 1 \t 69 \t 7 \t -50\n", + "5 \t 152 \t 69 \t 2 \t 14 \t -20 \t 143\n", + "6 \t 69 \t 14 \t 4 \t 13 \t 27 \t -193\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -74 \t 529\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 323 \t -2309\n", + "\t\t\t\t\t -397 \t 2838\n", + "GCD(39203, 5484) = 1, with coefficients -397 and 2838 such that 1 = (-397)*39203 + (2838)*5484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5485 \t 7 \t 808 \t 1 \t 0\n", + "1 \t 5485 \t 808 \t 6 \t 637 \t 0 \t 1\n", + "2 \t 808 \t 637 \t 1 \t 171 \t 1 \t -7\n", + "3 \t 637 \t 171 \t 3 \t 124 \t -6 \t 43\n", + "4 \t 171 \t 124 \t 1 \t 47 \t 7 \t -50\n", + "5 \t 124 \t 47 \t 2 \t 30 \t -27 \t 193\n", + "6 \t 47 \t 30 \t 1 \t 17 \t 34 \t -243\n", + "7 \t 30 \t 17 \t 1 \t 13 \t -95 \t 679\n", + "8 \t 17 \t 13 \t 1 \t 4 \t 129 \t -922\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -224 \t 1601\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 353 \t -2523\n", + "\t\t\t\t\t -1283 \t 9170\n", + "GCD(39203, 5485) = 1, with coefficients -1283 and 9170 such that 1 = (-1283)*39203 + (9170)*5485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5486 \t 7 \t 801 \t 1 \t 0\n", + "1 \t 5486 \t 801 \t 6 \t 680 \t 0 \t 1\n", + "2 \t 801 \t 680 \t 1 \t 121 \t 1 \t -7\n", + "3 \t 680 \t 121 \t 5 \t 75 \t -6 \t 43\n", + "4 \t 121 \t 75 \t 1 \t 46 \t 7 \t -50\n", + "5 \t 75 \t 46 \t 1 \t 29 \t -41 \t 293\n", + "6 \t 46 \t 29 \t 1 \t 17 \t 48 \t -343\n", + "7 \t 29 \t 17 \t 1 \t 12 \t -89 \t 636\n", + "8 \t 17 \t 12 \t 1 \t 5 \t 137 \t -979\n", + "9 \t 12 \t 5 \t 2 \t 2 \t -226 \t 1615\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 363 \t -2594\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -952 \t 6803\n", + "\t\t\t\t\t 2267 \t -16200\n", + "GCD(39203, 5486) = 1, with coefficients 2267 and -16200 such that 1 = (2267)*39203 + (-16200)*5486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5487 \t 7 \t 794 \t 1 \t 0\n", + "1 \t 5487 \t 794 \t 6 \t 723 \t 0 \t 1\n", + "2 \t 794 \t 723 \t 1 \t 71 \t 1 \t -7\n", + "3 \t 723 \t 71 \t 10 \t 13 \t -6 \t 43\n", + "4 \t 71 \t 13 \t 5 \t 6 \t 7 \t -50\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -76 \t 543\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 387 \t -2765\n", + "\t\t\t\t\t -850 \t 6073\n", + "GCD(39203, 5487) = 1, with coefficients -850 and 6073 such that 1 = (-850)*39203 + (6073)*5487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5488 \t 7 \t 787 \t 1 \t 0\n", + "1 \t 5488 \t 787 \t 6 \t 766 \t 0 \t 1\n", + "2 \t 787 \t 766 \t 1 \t 21 \t 1 \t -7\n", + "3 \t 766 \t 21 \t 36 \t 10 \t -6 \t 43\n", + "4 \t 21 \t 10 \t 2 \t 1 \t 7 \t -50\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -258 \t 1843\n", + "\t\t\t\t\t 523 \t -3736\n", + "GCD(39203, 5488) = 1, with coefficients 523 and -3736 such that 1 = (523)*39203 + (-3736)*5488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5489 \t 7 \t 780 \t 1 \t 0\n", + "1 \t 5489 \t 780 \t 7 \t 29 \t 0 \t 1\n", + "2 \t 780 \t 29 \t 26 \t 26 \t 1 \t -7\n", + "3 \t 29 \t 26 \t 1 \t 3 \t -7 \t 50\n", + "4 \t 26 \t 3 \t 8 \t 2 \t 183 \t -1307\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -190 \t 1357\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1703 \t -12163\n", + "\t\t\t\t\t -1893 \t 13520\n", + "GCD(39203, 5489) = 1, with coefficients -1893 and 13520 such that 1 = (-1893)*39203 + (13520)*5489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5490 \t 7 \t 773 \t 1 \t 0\n", + "1 \t 5490 \t 773 \t 7 \t 79 \t 0 \t 1\n", + "2 \t 773 \t 79 \t 9 \t 62 \t 1 \t -7\n", + "3 \t 79 \t 62 \t 1 \t 17 \t -7 \t 50\n", + "4 \t 62 \t 17 \t 3 \t 11 \t 64 \t -457\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -71 \t 507\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 277 \t -1978\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -348 \t 2485\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 625 \t -4463\n", + "\t\t\t\t\t -973 \t 6948\n", + "GCD(39203, 5490) = 1, with coefficients -973 and 6948 such that 1 = (-973)*39203 + (6948)*5490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5491 \t 7 \t 766 \t 1 \t 0\n", + "1 \t 5491 \t 766 \t 7 \t 129 \t 0 \t 1\n", + "2 \t 766 \t 129 \t 5 \t 121 \t 1 \t -7\n", + "3 \t 129 \t 121 \t 1 \t 8 \t -7 \t 50\n", + "4 \t 121 \t 8 \t 15 \t 1 \t 36 \t -257\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -43 \t 307\n", + "\t\t\t\t\t 681 \t -4862\n", + "GCD(39203, 5491) = 1, with coefficients 681 and -4862 such that 1 = (681)*39203 + (-4862)*5491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5492 \t 7 \t 759 \t 1 \t 0\n", + "1 \t 5492 \t 759 \t 7 \t 179 \t 0 \t 1\n", + "2 \t 759 \t 179 \t 4 \t 43 \t 1 \t -7\n", + "3 \t 179 \t 43 \t 4 \t 7 \t -7 \t 50\n", + "4 \t 43 \t 7 \t 6 \t 1 \t 29 \t -207\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -123 \t 878\n", + "\t\t\t\t\t 767 \t -5475\n", + "GCD(39203, 5492) = 1, with coefficients 767 and -5475 such that 1 = (767)*39203 + (-5475)*5492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5493 \t 7 \t 752 \t 1 \t 0\n", + "1 \t 5493 \t 752 \t 7 \t 229 \t 0 \t 1\n", + "2 \t 752 \t 229 \t 3 \t 65 \t 1 \t -7\n", + "3 \t 229 \t 65 \t 3 \t 34 \t -7 \t 50\n", + "4 \t 65 \t 34 \t 1 \t 31 \t 22 \t -157\n", + "5 \t 34 \t 31 \t 1 \t 3 \t -73 \t 521\n", + "6 \t 31 \t 3 \t 10 \t 1 \t 95 \t -678\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -168 \t 1199\n", + "\t\t\t\t\t 1775 \t -12668\n", + "GCD(39203, 5493) = 1, with coefficients 1775 and -12668 such that 1 = (1775)*39203 + (-12668)*5493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5494 \t 7 \t 745 \t 1 \t 0\n", + "1 \t 5494 \t 745 \t 7 \t 279 \t 0 \t 1\n", + "2 \t 745 \t 279 \t 2 \t 187 \t 1 \t -7\n", + "3 \t 279 \t 187 \t 1 \t 92 \t -7 \t 50\n", + "4 \t 187 \t 92 \t 2 \t 3 \t 15 \t -107\n", + "5 \t 92 \t 3 \t 30 \t 2 \t -22 \t 157\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 59 \t -421\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1792 \t 12787\n", + "\t\t\t\t\t 1851 \t -13208\n", + "GCD(39203, 5494) = 1, with coefficients 1851 and -13208 such that 1 = (1851)*39203 + (-13208)*5494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5495 \t 7 \t 738 \t 1 \t 0\n", + "1 \t 5495 \t 738 \t 7 \t 329 \t 0 \t 1\n", + "2 \t 738 \t 329 \t 2 \t 80 \t 1 \t -7\n", + "3 \t 329 \t 80 \t 4 \t 9 \t -7 \t 50\n", + "4 \t 80 \t 9 \t 8 \t 8 \t 15 \t -107\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -67 \t 478\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 551 \t -3931\n", + "\t\t\t\t\t -618 \t 4409\n", + "GCD(39203, 5495) = 1, with coefficients -618 and 4409 such that 1 = (-618)*39203 + (4409)*5495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5496 \t 7 \t 731 \t 1 \t 0\n", + "1 \t 5496 \t 731 \t 7 \t 379 \t 0 \t 1\n", + "2 \t 731 \t 379 \t 1 \t 352 \t 1 \t -7\n", + "3 \t 379 \t 352 \t 1 \t 27 \t -7 \t 50\n", + "4 \t 352 \t 27 \t 13 \t 1 \t 8 \t -57\n", + "5 \t 27 \t 1 \t 27 \t 0 \t -15 \t 107\n", + "\t\t\t\t\t 203 \t -1448\n", + "GCD(39203, 5496) = 1, with coefficients 203 and -1448 such that 1 = (203)*39203 + (-1448)*5496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5497 \t 7 \t 724 \t 1 \t 0\n", + "1 \t 5497 \t 724 \t 7 \t 429 \t 0 \t 1\n", + "2 \t 724 \t 429 \t 1 \t 295 \t 1 \t -7\n", + "3 \t 429 \t 295 \t 1 \t 134 \t -7 \t 50\n", + "4 \t 295 \t 134 \t 2 \t 27 \t 8 \t -57\n", + "5 \t 134 \t 27 \t 4 \t 26 \t -15 \t 107\n", + "6 \t 27 \t 26 \t 1 \t 1 \t 38 \t -271\n", + "7 \t 26 \t 1 \t 26 \t 0 \t -167 \t 1191\n", + "\t\t\t\t\t 205 \t -1462\n", + "GCD(39203, 5497) = 1, with coefficients 205 and -1462 such that 1 = (205)*39203 + (-1462)*5497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5498 \t 7 \t 717 \t 1 \t 0\n", + "1 \t 5498 \t 717 \t 7 \t 479 \t 0 \t 1\n", + "2 \t 717 \t 479 \t 1 \t 238 \t 1 \t -7\n", + "3 \t 479 \t 238 \t 2 \t 3 \t -7 \t 50\n", + "4 \t 238 \t 3 \t 79 \t 1 \t 8 \t -57\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -23 \t 164\n", + "\t\t\t\t\t 1825 \t -13013\n", + "GCD(39203, 5498) = 1, with coefficients 1825 and -13013 such that 1 = (1825)*39203 + (-13013)*5498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5499 \t 7 \t 710 \t 1 \t 0\n", + "1 \t 5499 \t 710 \t 7 \t 529 \t 0 \t 1\n", + "2 \t 710 \t 529 \t 1 \t 181 \t 1 \t -7\n", + "3 \t 529 \t 181 \t 2 \t 167 \t -7 \t 50\n", + "4 \t 181 \t 167 \t 1 \t 14 \t 8 \t -57\n", + "5 \t 167 \t 14 \t 11 \t 13 \t -23 \t 164\n", + "6 \t 14 \t 13 \t 1 \t 1 \t 31 \t -221\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -364 \t 2595\n", + "\t\t\t\t\t 395 \t -2816\n", + "GCD(39203, 5499) = 1, with coefficients 395 and -2816 such that 1 = (395)*39203 + (-2816)*5499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5500 \t 7 \t 703 \t 1 \t 0\n", + "1 \t 5500 \t 703 \t 7 \t 579 \t 0 \t 1\n", + "2 \t 703 \t 579 \t 1 \t 124 \t 1 \t -7\n", + "3 \t 579 \t 124 \t 4 \t 83 \t -7 \t 50\n", + "4 \t 124 \t 83 \t 1 \t 41 \t 8 \t -57\n", + "5 \t 83 \t 41 \t 2 \t 1 \t -39 \t 278\n", + "6 \t 41 \t 1 \t 41 \t 0 \t 47 \t -335\n", + "\t\t\t\t\t -133 \t 948\n", + "GCD(39203, 5500) = 1, with coefficients -133 and 948 such that 1 = (-133)*39203 + (948)*5500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5501 \t 7 \t 696 \t 1 \t 0\n", + "1 \t 5501 \t 696 \t 7 \t 629 \t 0 \t 1\n", + "2 \t 696 \t 629 \t 1 \t 67 \t 1 \t -7\n", + "3 \t 629 \t 67 \t 9 \t 26 \t -7 \t 50\n", + "4 \t 67 \t 26 \t 2 \t 15 \t 8 \t -57\n", + "5 \t 26 \t 15 \t 1 \t 11 \t -79 \t 563\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 166 \t -1183\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -245 \t 1746\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 411 \t -2929\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1067 \t 7604\n", + "\t\t\t\t\t 1478 \t -10533\n", + "GCD(39203, 5501) = 1, with coefficients 1478 and -10533 such that 1 = (1478)*39203 + (-10533)*5501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5502 \t 7 \t 689 \t 1 \t 0\n", + "1 \t 5502 \t 689 \t 7 \t 679 \t 0 \t 1\n", + "2 \t 689 \t 679 \t 1 \t 10 \t 1 \t -7\n", + "3 \t 679 \t 10 \t 67 \t 9 \t -7 \t 50\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 8 \t -57\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -543 \t 3869\n", + "\t\t\t\t\t 551 \t -3926\n", + "GCD(39203, 5502) = 1, with coefficients 551 and -3926 such that 1 = (551)*39203 + (-3926)*5502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5503 \t 7 \t 682 \t 1 \t 0\n", + "1 \t 5503 \t 682 \t 8 \t 47 \t 0 \t 1\n", + "2 \t 682 \t 47 \t 14 \t 24 \t 1 \t -7\n", + "3 \t 47 \t 24 \t 1 \t 23 \t -8 \t 57\n", + "4 \t 24 \t 23 \t 1 \t 1 \t 113 \t -805\n", + "5 \t 23 \t 1 \t 23 \t 0 \t -121 \t 862\n", + "\t\t\t\t\t 234 \t -1667\n", + "GCD(39203, 5503) = 1, with coefficients 234 and -1667 such that 1 = (234)*39203 + (-1667)*5503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5504 \t 7 \t 675 \t 1 \t 0\n", + "1 \t 5504 \t 675 \t 8 \t 104 \t 0 \t 1\n", + "2 \t 675 \t 104 \t 6 \t 51 \t 1 \t -7\n", + "3 \t 104 \t 51 \t 2 \t 2 \t -8 \t 57\n", + "4 \t 51 \t 2 \t 25 \t 1 \t 49 \t -349\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -106 \t 755\n", + "\t\t\t\t\t 2699 \t -19224\n", + "GCD(39203, 5504) = 1, with coefficients 2699 and -19224 such that 1 = (2699)*39203 + (-19224)*5504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5505 \t 7 \t 668 \t 1 \t 0\n", + "1 \t 5505 \t 668 \t 8 \t 161 \t 0 \t 1\n", + "2 \t 668 \t 161 \t 4 \t 24 \t 1 \t -7\n", + "3 \t 161 \t 24 \t 6 \t 17 \t -8 \t 57\n", + "4 \t 24 \t 17 \t 1 \t 7 \t 33 \t -235\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -206 \t 1467\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 239 \t -1702\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -684 \t 4871\n", + "\t\t\t\t\t 1607 \t -11444\n", + "GCD(39203, 5505) = 1, with coefficients 1607 and -11444 such that 1 = (1607)*39203 + (-11444)*5505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5506 \t 7 \t 661 \t 1 \t 0\n", + "1 \t 5506 \t 661 \t 8 \t 218 \t 0 \t 1\n", + "2 \t 661 \t 218 \t 3 \t 7 \t 1 \t -7\n", + "3 \t 218 \t 7 \t 31 \t 1 \t -8 \t 57\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 25 \t -178\n", + "\t\t\t\t\t -783 \t 5575\n", + "GCD(39203, 5506) = 1, with coefficients -783 and 5575 such that 1 = (-783)*39203 + (5575)*5506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5507 \t 7 \t 654 \t 1 \t 0\n", + "1 \t 5507 \t 654 \t 8 \t 275 \t 0 \t 1\n", + "2 \t 654 \t 275 \t 2 \t 104 \t 1 \t -7\n", + "3 \t 275 \t 104 \t 2 \t 67 \t -8 \t 57\n", + "4 \t 104 \t 67 \t 1 \t 37 \t 17 \t -121\n", + "5 \t 67 \t 37 \t 1 \t 30 \t -42 \t 299\n", + "6 \t 37 \t 30 \t 1 \t 7 \t 59 \t -420\n", + "7 \t 30 \t 7 \t 4 \t 2 \t -101 \t 719\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 160 \t -1139\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -741 \t 5275\n", + "\t\t\t\t\t 2383 \t -16964\n", + "GCD(39203, 5507) = 1, with coefficients 2383 and -16964 such that 1 = (2383)*39203 + (-16964)*5507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5508 \t 7 \t 647 \t 1 \t 0\n", + "1 \t 5508 \t 647 \t 8 \t 332 \t 0 \t 1\n", + "2 \t 647 \t 332 \t 1 \t 315 \t 1 \t -7\n", + "3 \t 332 \t 315 \t 1 \t 17 \t -8 \t 57\n", + "4 \t 315 \t 17 \t 18 \t 9 \t 9 \t -64\n", + "5 \t 17 \t 9 \t 1 \t 8 \t -17 \t 121\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 315 \t -2242\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -332 \t 2363\n", + "\t\t\t\t\t 647 \t -4605\n", + "GCD(39203, 5508) = 1, with coefficients 647 and -4605 such that 1 = (647)*39203 + (-4605)*5508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5509 \t 7 \t 640 \t 1 \t 0\n", + "1 \t 5509 \t 640 \t 8 \t 389 \t 0 \t 1\n", + "2 \t 640 \t 389 \t 1 \t 251 \t 1 \t -7\n", + "3 \t 389 \t 251 \t 1 \t 138 \t -8 \t 57\n", + "4 \t 251 \t 138 \t 1 \t 113 \t 9 \t -64\n", + "5 \t 138 \t 113 \t 1 \t 25 \t -17 \t 121\n", + "6 \t 113 \t 25 \t 4 \t 13 \t 26 \t -185\n", + "7 \t 25 \t 13 \t 1 \t 12 \t -43 \t 306\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 198 \t -1409\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -241 \t 1715\n", + "\t\t\t\t\t 439 \t -3124\n", + "GCD(39203, 5509) = 1, with coefficients 439 and -3124 such that 1 = (439)*39203 + (-3124)*5509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5510 \t 7 \t 633 \t 1 \t 0\n", + "1 \t 5510 \t 633 \t 8 \t 446 \t 0 \t 1\n", + "2 \t 633 \t 446 \t 1 \t 187 \t 1 \t -7\n", + "3 \t 446 \t 187 \t 2 \t 72 \t -8 \t 57\n", + "4 \t 187 \t 72 \t 2 \t 43 \t 9 \t -64\n", + "5 \t 72 \t 43 \t 1 \t 29 \t -26 \t 185\n", + "6 \t 43 \t 29 \t 1 \t 14 \t 61 \t -434\n", + "7 \t 29 \t 14 \t 2 \t 1 \t -87 \t 619\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 148 \t -1053\n", + "\t\t\t\t\t -383 \t 2725\n", + "GCD(39203, 5510) = 1, with coefficients -383 and 2725 such that 1 = (-383)*39203 + (2725)*5510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5511 \t 7 \t 626 \t 1 \t 0\n", + "1 \t 5511 \t 626 \t 8 \t 503 \t 0 \t 1\n", + "2 \t 626 \t 503 \t 1 \t 123 \t 1 \t -7\n", + "3 \t 503 \t 123 \t 4 \t 11 \t -8 \t 57\n", + "4 \t 123 \t 11 \t 11 \t 2 \t 9 \t -64\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -44 \t 313\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 493 \t -3507\n", + "\t\t\t\t\t -2509 \t 17848\n", + "GCD(39203, 5511) = 1, with coefficients -2509 and 17848 such that 1 = (-2509)*39203 + (17848)*5511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5512 \t 7 \t 619 \t 1 \t 0\n", + "1 \t 5512 \t 619 \t 8 \t 560 \t 0 \t 1\n", + "2 \t 619 \t 560 \t 1 \t 59 \t 1 \t -7\n", + "3 \t 560 \t 59 \t 9 \t 29 \t -8 \t 57\n", + "4 \t 59 \t 29 \t 2 \t 1 \t 9 \t -64\n", + "5 \t 29 \t 1 \t 29 \t 0 \t -89 \t 633\n", + "\t\t\t\t\t 187 \t -1330\n", + "GCD(39203, 5512) = 1, with coefficients 187 and -1330 such that 1 = (187)*39203 + (-1330)*5512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5513 \t 7 \t 612 \t 1 \t 0\n", + "1 \t 5513 \t 612 \t 9 \t 5 \t 0 \t 1\n", + "2 \t 612 \t 5 \t 122 \t 2 \t 1 \t -7\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -9 \t 64\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1099 \t -7815\n", + "\t\t\t\t\t -2207 \t 15694\n", + "GCD(39203, 5513) = 1, with coefficients -2207 and 15694 such that 1 = (-2207)*39203 + (15694)*5513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5514 \t 7 \t 605 \t 1 \t 0\n", + "1 \t 5514 \t 605 \t 9 \t 69 \t 0 \t 1\n", + "2 \t 605 \t 69 \t 8 \t 53 \t 1 \t -7\n", + "3 \t 69 \t 53 \t 1 \t 16 \t -9 \t 64\n", + "4 \t 53 \t 16 \t 3 \t 5 \t 73 \t -519\n", + "5 \t 16 \t 5 \t 3 \t 1 \t -82 \t 583\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 319 \t -2268\n", + "\t\t\t\t\t -1039 \t 7387\n", + "GCD(39203, 5514) = 1, with coefficients -1039 and 7387 such that 1 = (-1039)*39203 + (7387)*5514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5515 \t 7 \t 598 \t 1 \t 0\n", + "1 \t 5515 \t 598 \t 9 \t 133 \t 0 \t 1\n", + "2 \t 598 \t 133 \t 4 \t 66 \t 1 \t -7\n", + "3 \t 133 \t 66 \t 2 \t 1 \t -9 \t 64\n", + "4 \t 66 \t 1 \t 66 \t 0 \t 37 \t -263\n", + "\t\t\t\t\t -83 \t 590\n", + "GCD(39203, 5515) = 1, with coefficients -83 and 590 such that 1 = (-83)*39203 + (590)*5515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5516 \t 7 \t 591 \t 1 \t 0\n", + "1 \t 5516 \t 591 \t 9 \t 197 \t 0 \t 1\n", + "2 \t 591 \t 197 \t 3 \t 0 \t 1 \t -7\n", + "\t\t\t\t\t -9 \t 64\n", + "GCD(39203, 5516) = 197, with coefficients -9 and 64 such that 197 = (-9)*39203 + (64)*5516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5517 \t 7 \t 584 \t 1 \t 0\n", + "1 \t 5517 \t 584 \t 9 \t 261 \t 0 \t 1\n", + "2 \t 584 \t 261 \t 2 \t 62 \t 1 \t -7\n", + "3 \t 261 \t 62 \t 4 \t 13 \t -9 \t 64\n", + "4 \t 62 \t 13 \t 4 \t 10 \t 19 \t -135\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -85 \t 604\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 359 \t -2551\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -444 \t 3155\n", + "\t\t\t\t\t 1691 \t -12016\n", + "GCD(39203, 5517) = 1, with coefficients 1691 and -12016 such that 1 = (1691)*39203 + (-12016)*5517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5518 \t 7 \t 577 \t 1 \t 0\n", + "1 \t 5518 \t 577 \t 9 \t 325 \t 0 \t 1\n", + "2 \t 577 \t 325 \t 1 \t 252 \t 1 \t -7\n", + "3 \t 325 \t 252 \t 1 \t 73 \t -9 \t 64\n", + "4 \t 252 \t 73 \t 3 \t 33 \t 10 \t -71\n", + "5 \t 73 \t 33 \t 2 \t 7 \t -19 \t 135\n", + "6 \t 33 \t 7 \t 4 \t 5 \t 67 \t -476\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -153 \t 1087\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 679 \t -4824\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -832 \t 5911\n", + "\t\t\t\t\t 2343 \t -16646\n", + "GCD(39203, 5518) = 1, with coefficients 2343 and -16646 such that 1 = (2343)*39203 + (-16646)*5518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5519 \t 7 \t 570 \t 1 \t 0\n", + "1 \t 5519 \t 570 \t 9 \t 389 \t 0 \t 1\n", + "2 \t 570 \t 389 \t 1 \t 181 \t 1 \t -7\n", + "3 \t 389 \t 181 \t 2 \t 27 \t -9 \t 64\n", + "4 \t 181 \t 27 \t 6 \t 19 \t 10 \t -71\n", + "5 \t 27 \t 19 \t 1 \t 8 \t -29 \t 206\n", + "6 \t 19 \t 8 \t 2 \t 3 \t 184 \t -1307\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -213 \t 1513\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 610 \t -4333\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1433 \t 10179\n", + "\t\t\t\t\t 2043 \t -14512\n", + "GCD(39203, 5519) = 1, with coefficients 2043 and -14512 such that 1 = (2043)*39203 + (-14512)*5519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5520 \t 7 \t 563 \t 1 \t 0\n", + "1 \t 5520 \t 563 \t 9 \t 453 \t 0 \t 1\n", + "2 \t 563 \t 453 \t 1 \t 110 \t 1 \t -7\n", + "3 \t 453 \t 110 \t 4 \t 13 \t -9 \t 64\n", + "4 \t 110 \t 13 \t 8 \t 6 \t 10 \t -71\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -49 \t 348\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 402 \t -2855\n", + "\t\t\t\t\t -853 \t 6058\n", + "GCD(39203, 5520) = 1, with coefficients -853 and 6058 such that 1 = (-853)*39203 + (6058)*5520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5521 \t 7 \t 556 \t 1 \t 0\n", + "1 \t 5521 \t 556 \t 9 \t 517 \t 0 \t 1\n", + "2 \t 556 \t 517 \t 1 \t 39 \t 1 \t -7\n", + "3 \t 517 \t 39 \t 13 \t 10 \t -9 \t 64\n", + "4 \t 39 \t 10 \t 3 \t 9 \t 10 \t -71\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -139 \t 987\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 427 \t -3032\n", + "\t\t\t\t\t -566 \t 4019\n", + "GCD(39203, 5521) = 1, with coefficients -566 and 4019 such that 1 = (-566)*39203 + (4019)*5521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5522 \t 7 \t 549 \t 1 \t 0\n", + "1 \t 5522 \t 549 \t 10 \t 32 \t 0 \t 1\n", + "2 \t 549 \t 32 \t 17 \t 5 \t 1 \t -7\n", + "3 \t 32 \t 5 \t 6 \t 2 \t -10 \t 71\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 171 \t -1214\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1036 \t 7355\n", + "\t\t\t\t\t 2243 \t -15924\n", + "GCD(39203, 5522) = 1, with coefficients 2243 and -15924 such that 1 = (2243)*39203 + (-15924)*5522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5523 \t 7 \t 542 \t 1 \t 0\n", + "1 \t 5523 \t 542 \t 10 \t 103 \t 0 \t 1\n", + "2 \t 542 \t 103 \t 5 \t 27 \t 1 \t -7\n", + "3 \t 103 \t 27 \t 3 \t 22 \t -10 \t 71\n", + "4 \t 27 \t 22 \t 1 \t 5 \t 51 \t -362\n", + "5 \t 22 \t 5 \t 4 \t 2 \t -163 \t 1157\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 214 \t -1519\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1019 \t 7233\n", + "\t\t\t\t\t 2252 \t -15985\n", + "GCD(39203, 5523) = 1, with coefficients 2252 and -15985 such that 1 = (2252)*39203 + (-15985)*5523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5524 \t 7 \t 535 \t 1 \t 0\n", + "1 \t 5524 \t 535 \t 10 \t 174 \t 0 \t 1\n", + "2 \t 535 \t 174 \t 3 \t 13 \t 1 \t -7\n", + "3 \t 174 \t 13 \t 13 \t 5 \t -10 \t 71\n", + "4 \t 13 \t 5 \t 2 \t 3 \t 31 \t -220\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -413 \t 2931\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 857 \t -6082\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1270 \t 9013\n", + "\t\t\t\t\t 2127 \t -15095\n", + "GCD(39203, 5524) = 1, with coefficients 2127 and -15095 such that 1 = (2127)*39203 + (-15095)*5524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5525 \t 7 \t 528 \t 1 \t 0\n", + "1 \t 5525 \t 528 \t 10 \t 245 \t 0 \t 1\n", + "2 \t 528 \t 245 \t 2 \t 38 \t 1 \t -7\n", + "3 \t 245 \t 38 \t 6 \t 17 \t -10 \t 71\n", + "4 \t 38 \t 17 \t 2 \t 4 \t 21 \t -149\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -136 \t 965\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 293 \t -2079\n", + "\t\t\t\t\t -1308 \t 9281\n", + "GCD(39203, 5525) = 1, with coefficients -1308 and 9281 such that 1 = (-1308)*39203 + (9281)*5525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5526 \t 7 \t 521 \t 1 \t 0\n", + "1 \t 5526 \t 521 \t 10 \t 316 \t 0 \t 1\n", + "2 \t 521 \t 316 \t 1 \t 205 \t 1 \t -7\n", + "3 \t 316 \t 205 \t 1 \t 111 \t -10 \t 71\n", + "4 \t 205 \t 111 \t 1 \t 94 \t 11 \t -78\n", + "5 \t 111 \t 94 \t 1 \t 17 \t -21 \t 149\n", + "6 \t 94 \t 17 \t 5 \t 9 \t 32 \t -227\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -53 \t 376\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 297 \t -2107\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -350 \t 2483\n", + "\t\t\t\t\t 647 \t -4590\n", + "GCD(39203, 5526) = 1, with coefficients 647 and -4590 such that 1 = (647)*39203 + (-4590)*5526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5527 \t 7 \t 514 \t 1 \t 0\n", + "1 \t 5527 \t 514 \t 10 \t 387 \t 0 \t 1\n", + "2 \t 514 \t 387 \t 1 \t 127 \t 1 \t -7\n", + "3 \t 387 \t 127 \t 3 \t 6 \t -10 \t 71\n", + "4 \t 127 \t 6 \t 21 \t 1 \t 11 \t -78\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -43 \t 305\n", + "\t\t\t\t\t 914 \t -6483\n", + "GCD(39203, 5527) = 1, with coefficients 914 and -6483 such that 1 = (914)*39203 + (-6483)*5527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5528 \t 7 \t 507 \t 1 \t 0\n", + "1 \t 5528 \t 507 \t 10 \t 458 \t 0 \t 1\n", + "2 \t 507 \t 458 \t 1 \t 49 \t 1 \t -7\n", + "3 \t 458 \t 49 \t 9 \t 17 \t -10 \t 71\n", + "4 \t 49 \t 17 \t 2 \t 15 \t 11 \t -78\n", + "5 \t 17 \t 15 \t 1 \t 2 \t -109 \t 773\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 229 \t -1624\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -338 \t 2397\n", + "\t\t\t\t\t 2595 \t -18403\n", + "GCD(39203, 5528) = 1, with coefficients 2595 and -18403 such that 1 = (2595)*39203 + (-18403)*5528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5529 \t 7 \t 500 \t 1 \t 0\n", + "1 \t 5529 \t 500 \t 11 \t 29 \t 0 \t 1\n", + "2 \t 500 \t 29 \t 17 \t 7 \t 1 \t -7\n", + "3 \t 29 \t 7 \t 4 \t 1 \t -11 \t 78\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 188 \t -1333\n", + "\t\t\t\t\t -763 \t 5410\n", + "GCD(39203, 5529) = 1, with coefficients -763 and 5410 such that 1 = (-763)*39203 + (5410)*5529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5530 \t 7 \t 493 \t 1 \t 0\n", + "1 \t 5530 \t 493 \t 11 \t 107 \t 0 \t 1\n", + "2 \t 493 \t 107 \t 4 \t 65 \t 1 \t -7\n", + "3 \t 107 \t 65 \t 1 \t 42 \t -11 \t 78\n", + "4 \t 65 \t 42 \t 1 \t 23 \t 45 \t -319\n", + "5 \t 42 \t 23 \t 1 \t 19 \t -56 \t 397\n", + "6 \t 23 \t 19 \t 1 \t 4 \t 101 \t -716\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -157 \t 1113\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 258 \t -1829\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1189 \t 8429\n", + "\t\t\t\t\t 1447 \t -10258\n", + "GCD(39203, 5530) = 1, with coefficients 1447 and -10258 such that 1 = (1447)*39203 + (-10258)*5530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5531 \t 7 \t 486 \t 1 \t 0\n", + "1 \t 5531 \t 486 \t 11 \t 185 \t 0 \t 1\n", + "2 \t 486 \t 185 \t 2 \t 116 \t 1 \t -7\n", + "3 \t 185 \t 116 \t 1 \t 69 \t -11 \t 78\n", + "4 \t 116 \t 69 \t 1 \t 47 \t 23 \t -163\n", + "5 \t 69 \t 47 \t 1 \t 22 \t -34 \t 241\n", + "6 \t 47 \t 22 \t 2 \t 3 \t 57 \t -404\n", + "7 \t 22 \t 3 \t 7 \t 1 \t -91 \t 645\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 239 \t -1694\n", + "\t\t\t\t\t -1764 \t 12503\n", + "GCD(39203, 5531) = 1, with coefficients -1764 and 12503 such that 1 = (-1764)*39203 + (12503)*5531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5532 \t 7 \t 479 \t 1 \t 0\n", + "1 \t 5532 \t 479 \t 11 \t 263 \t 0 \t 1\n", + "2 \t 479 \t 263 \t 1 \t 216 \t 1 \t -7\n", + "3 \t 263 \t 216 \t 1 \t 47 \t -11 \t 78\n", + "4 \t 216 \t 47 \t 4 \t 28 \t 12 \t -85\n", + "5 \t 47 \t 28 \t 1 \t 19 \t -23 \t 163\n", + "6 \t 28 \t 19 \t 1 \t 9 \t 104 \t -737\n", + "7 \t 19 \t 9 \t 2 \t 1 \t -127 \t 900\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 231 \t -1637\n", + "\t\t\t\t\t -589 \t 4174\n", + "GCD(39203, 5532) = 1, with coefficients -589 and 4174 such that 1 = (-589)*39203 + (4174)*5532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5533 \t 7 \t 472 \t 1 \t 0\n", + "1 \t 5533 \t 472 \t 11 \t 341 \t 0 \t 1\n", + "2 \t 472 \t 341 \t 1 \t 131 \t 1 \t -7\n", + "3 \t 341 \t 131 \t 2 \t 79 \t -11 \t 78\n", + "4 \t 131 \t 79 \t 1 \t 52 \t 12 \t -85\n", + "5 \t 79 \t 52 \t 1 \t 27 \t -35 \t 248\n", + "6 \t 52 \t 27 \t 1 \t 25 \t 47 \t -333\n", + "7 \t 27 \t 25 \t 1 \t 2 \t -82 \t 581\n", + "8 \t 25 \t 2 \t 12 \t 1 \t 129 \t -914\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -211 \t 1495\n", + "\t\t\t\t\t 2661 \t -18854\n", + "GCD(39203, 5533) = 1, with coefficients 2661 and -18854 such that 1 = (2661)*39203 + (-18854)*5533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5534 \t 7 \t 465 \t 1 \t 0\n", + "1 \t 5534 \t 465 \t 11 \t 419 \t 0 \t 1\n", + "2 \t 465 \t 419 \t 1 \t 46 \t 1 \t -7\n", + "3 \t 419 \t 46 \t 9 \t 5 \t -11 \t 78\n", + "4 \t 46 \t 5 \t 9 \t 1 \t 12 \t -85\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -119 \t 843\n", + "\t\t\t\t\t 1083 \t -7672\n", + "GCD(39203, 5534) = 1, with coefficients 1083 and -7672 such that 1 = (1083)*39203 + (-7672)*5534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5535 \t 7 \t 458 \t 1 \t 0\n", + "1 \t 5535 \t 458 \t 12 \t 39 \t 0 \t 1\n", + "2 \t 458 \t 39 \t 11 \t 29 \t 1 \t -7\n", + "3 \t 39 \t 29 \t 1 \t 10 \t -12 \t 85\n", + "4 \t 29 \t 10 \t 2 \t 9 \t 133 \t -942\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -145 \t 1027\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 423 \t -2996\n", + "\t\t\t\t\t -568 \t 4023\n", + "GCD(39203, 5535) = 1, with coefficients -568 and 4023 such that 1 = (-568)*39203 + (4023)*5535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5536 \t 7 \t 451 \t 1 \t 0\n", + "1 \t 5536 \t 451 \t 12 \t 124 \t 0 \t 1\n", + "2 \t 451 \t 124 \t 3 \t 79 \t 1 \t -7\n", + "3 \t 124 \t 79 \t 1 \t 45 \t -12 \t 85\n", + "4 \t 79 \t 45 \t 1 \t 34 \t 37 \t -262\n", + "5 \t 45 \t 34 \t 1 \t 11 \t -49 \t 347\n", + "6 \t 34 \t 11 \t 3 \t 1 \t 86 \t -609\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -135 \t 956\n", + "\t\t\t\t\t 491 \t -3477\n", + "GCD(39203, 5536) = 1, with coefficients 491 and -3477 such that 1 = (491)*39203 + (-3477)*5536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5537 \t 7 \t 444 \t 1 \t 0\n", + "1 \t 5537 \t 444 \t 12 \t 209 \t 0 \t 1\n", + "2 \t 444 \t 209 \t 2 \t 26 \t 1 \t -7\n", + "3 \t 209 \t 26 \t 8 \t 1 \t -12 \t 85\n", + "4 \t 26 \t 1 \t 26 \t 0 \t 25 \t -177\n", + "\t\t\t\t\t -212 \t 1501\n", + "GCD(39203, 5537) = 1, with coefficients -212 and 1501 such that 1 = (-212)*39203 + (1501)*5537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5538 \t 7 \t 437 \t 1 \t 0\n", + "1 \t 5538 \t 437 \t 12 \t 294 \t 0 \t 1\n", + "2 \t 437 \t 294 \t 1 \t 143 \t 1 \t -7\n", + "3 \t 294 \t 143 \t 2 \t 8 \t -12 \t 85\n", + "4 \t 143 \t 8 \t 17 \t 7 \t 13 \t -92\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -38 \t 269\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 659 \t -4665\n", + "\t\t\t\t\t -697 \t 4934\n", + "GCD(39203, 5538) = 1, with coefficients -697 and 4934 such that 1 = (-697)*39203 + (4934)*5538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5539 \t 7 \t 430 \t 1 \t 0\n", + "1 \t 5539 \t 430 \t 12 \t 379 \t 0 \t 1\n", + "2 \t 430 \t 379 \t 1 \t 51 \t 1 \t -7\n", + "3 \t 379 \t 51 \t 7 \t 22 \t -12 \t 85\n", + "4 \t 51 \t 22 \t 2 \t 7 \t 13 \t -92\n", + "5 \t 22 \t 7 \t 3 \t 1 \t -103 \t 729\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 219 \t -1550\n", + "\t\t\t\t\t -760 \t 5379\n", + "GCD(39203, 5539) = 1, with coefficients -760 and 5379 such that 1 = (-760)*39203 + (5379)*5539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5540 \t 7 \t 423 \t 1 \t 0\n", + "1 \t 5540 \t 423 \t 13 \t 41 \t 0 \t 1\n", + "2 \t 423 \t 41 \t 10 \t 13 \t 1 \t -7\n", + "3 \t 41 \t 13 \t 3 \t 2 \t -13 \t 92\n", + "4 \t 13 \t 2 \t 6 \t 1 \t 131 \t -927\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -406 \t 2873\n", + "\t\t\t\t\t 2567 \t -18165\n", + "GCD(39203, 5540) = 1, with coefficients 2567 and -18165 such that 1 = (2567)*39203 + (-18165)*5540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5541 \t 7 \t 416 \t 1 \t 0\n", + "1 \t 5541 \t 416 \t 13 \t 133 \t 0 \t 1\n", + "2 \t 416 \t 133 \t 3 \t 17 \t 1 \t -7\n", + "3 \t 133 \t 17 \t 7 \t 14 \t -13 \t 92\n", + "4 \t 17 \t 14 \t 1 \t 3 \t 40 \t -283\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -293 \t 2073\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 333 \t -2356\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1625 \t 11497\n", + "\t\t\t\t\t 1958 \t -13853\n", + "GCD(39203, 5541) = 1, with coefficients 1958 and -13853 such that 1 = (1958)*39203 + (-13853)*5541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5542 \t 7 \t 409 \t 1 \t 0\n", + "1 \t 5542 \t 409 \t 13 \t 225 \t 0 \t 1\n", + "2 \t 409 \t 225 \t 1 \t 184 \t 1 \t -7\n", + "3 \t 225 \t 184 \t 1 \t 41 \t -13 \t 92\n", + "4 \t 184 \t 41 \t 4 \t 20 \t 14 \t -99\n", + "5 \t 41 \t 20 \t 2 \t 1 \t -27 \t 191\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 122 \t -863\n", + "\t\t\t\t\t -271 \t 1917\n", + "GCD(39203, 5542) = 1, with coefficients -271 and 1917 such that 1 = (-271)*39203 + (1917)*5542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5543 \t 7 \t 402 \t 1 \t 0\n", + "1 \t 5543 \t 402 \t 13 \t 317 \t 0 \t 1\n", + "2 \t 402 \t 317 \t 1 \t 85 \t 1 \t -7\n", + "3 \t 317 \t 85 \t 3 \t 62 \t -13 \t 92\n", + "4 \t 85 \t 62 \t 1 \t 23 \t 14 \t -99\n", + "5 \t 62 \t 23 \t 2 \t 16 \t -55 \t 389\n", + "6 \t 23 \t 16 \t 1 \t 7 \t 69 \t -488\n", + "7 \t 16 \t 7 \t 2 \t 2 \t -193 \t 1365\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 262 \t -1853\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -717 \t 5071\n", + "\t\t\t\t\t 2413 \t -17066\n", + "GCD(39203, 5543) = 1, with coefficients 2413 and -17066 such that 1 = (2413)*39203 + (-17066)*5543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5544 \t 7 \t 395 \t 1 \t 0\n", + "1 \t 5544 \t 395 \t 14 \t 14 \t 0 \t 1\n", + "2 \t 395 \t 14 \t 28 \t 3 \t 1 \t -7\n", + "3 \t 14 \t 3 \t 4 \t 2 \t -14 \t 99\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 393 \t -2779\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1586 \t 11215\n", + "\t\t\t\t\t 1979 \t -13994\n", + "GCD(39203, 5544) = 1, with coefficients 1979 and -13994 such that 1 = (1979)*39203 + (-13994)*5544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5545 \t 7 \t 388 \t 1 \t 0\n", + "1 \t 5545 \t 388 \t 14 \t 113 \t 0 \t 1\n", + "2 \t 388 \t 113 \t 3 \t 49 \t 1 \t -7\n", + "3 \t 113 \t 49 \t 2 \t 15 \t -14 \t 99\n", + "4 \t 49 \t 15 \t 3 \t 4 \t 43 \t -304\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -100 \t 707\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 343 \t -2425\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1129 \t 7982\n", + "\t\t\t\t\t 1472 \t -10407\n", + "GCD(39203, 5545) = 1, with coefficients 1472 and -10407 such that 1 = (1472)*39203 + (-10407)*5545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5546 \t 7 \t 381 \t 1 \t 0\n", + "1 \t 5546 \t 381 \t 14 \t 212 \t 0 \t 1\n", + "2 \t 381 \t 212 \t 1 \t 169 \t 1 \t -7\n", + "3 \t 212 \t 169 \t 1 \t 43 \t -14 \t 99\n", + "4 \t 169 \t 43 \t 3 \t 40 \t 15 \t -106\n", + "5 \t 43 \t 40 \t 1 \t 3 \t -29 \t 205\n", + "6 \t 40 \t 3 \t 13 \t 1 \t 102 \t -721\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -131 \t 926\n", + "\t\t\t\t\t 1805 \t -12759\n", + "GCD(39203, 5546) = 1, with coefficients 1805 and -12759 such that 1 = (1805)*39203 + (-12759)*5546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5547 \t 7 \t 374 \t 1 \t 0\n", + "1 \t 5547 \t 374 \t 14 \t 311 \t 0 \t 1\n", + "2 \t 374 \t 311 \t 1 \t 63 \t 1 \t -7\n", + "3 \t 311 \t 63 \t 4 \t 59 \t -14 \t 99\n", + "4 \t 63 \t 59 \t 1 \t 4 \t 15 \t -106\n", + "5 \t 59 \t 4 \t 14 \t 3 \t -74 \t 523\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 89 \t -629\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1320 \t 9329\n", + "\t\t\t\t\t 1409 \t -9958\n", + "GCD(39203, 5547) = 1, with coefficients 1409 and -9958 such that 1 = (1409)*39203 + (-9958)*5547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5548 \t 7 \t 367 \t 1 \t 0\n", + "1 \t 5548 \t 367 \t 15 \t 43 \t 0 \t 1\n", + "2 \t 367 \t 43 \t 8 \t 23 \t 1 \t -7\n", + "3 \t 43 \t 23 \t 1 \t 20 \t -15 \t 106\n", + "4 \t 23 \t 20 \t 1 \t 3 \t 121 \t -855\n", + "5 \t 20 \t 3 \t 6 \t 2 \t -136 \t 961\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 257 \t -1816\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1678 \t 11857\n", + "\t\t\t\t\t 1935 \t -13673\n", + "GCD(39203, 5548) = 1, with coefficients 1935 and -13673 such that 1 = (1935)*39203 + (-13673)*5548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5549 \t 7 \t 360 \t 1 \t 0\n", + "1 \t 5549 \t 360 \t 15 \t 149 \t 0 \t 1\n", + "2 \t 360 \t 149 \t 2 \t 62 \t 1 \t -7\n", + "3 \t 149 \t 62 \t 2 \t 25 \t -15 \t 106\n", + "4 \t 62 \t 25 \t 2 \t 12 \t 31 \t -219\n", + "5 \t 25 \t 12 \t 2 \t 1 \t -77 \t 544\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 185 \t -1307\n", + "\t\t\t\t\t -447 \t 3158\n", + "GCD(39203, 5549) = 1, with coefficients -447 and 3158 such that 1 = (-447)*39203 + (3158)*5549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5550 \t 7 \t 353 \t 1 \t 0\n", + "1 \t 5550 \t 353 \t 15 \t 255 \t 0 \t 1\n", + "2 \t 353 \t 255 \t 1 \t 98 \t 1 \t -7\n", + "3 \t 255 \t 98 \t 2 \t 59 \t -15 \t 106\n", + "4 \t 98 \t 59 \t 1 \t 39 \t 16 \t -113\n", + "5 \t 59 \t 39 \t 1 \t 20 \t -47 \t 332\n", + "6 \t 39 \t 20 \t 1 \t 19 \t 63 \t -445\n", + "7 \t 20 \t 19 \t 1 \t 1 \t -110 \t 777\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 173 \t -1222\n", + "\t\t\t\t\t -283 \t 1999\n", + "GCD(39203, 5550) = 1, with coefficients -283 and 1999 such that 1 = (-283)*39203 + (1999)*5550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5551 \t 7 \t 346 \t 1 \t 0\n", + "1 \t 5551 \t 346 \t 16 \t 15 \t 0 \t 1\n", + "2 \t 346 \t 15 \t 23 \t 1 \t 1 \t -7\n", + "3 \t 15 \t 1 \t 15 \t 0 \t -16 \t 113\n", + "\t\t\t\t\t 369 \t -2606\n", + "GCD(39203, 5551) = 1, with coefficients 369 and -2606 such that 1 = (369)*39203 + (-2606)*5551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5552 \t 7 \t 339 \t 1 \t 0\n", + "1 \t 5552 \t 339 \t 16 \t 128 \t 0 \t 1\n", + "2 \t 339 \t 128 \t 2 \t 83 \t 1 \t -7\n", + "3 \t 128 \t 83 \t 1 \t 45 \t -16 \t 113\n", + "4 \t 83 \t 45 \t 1 \t 38 \t 33 \t -233\n", + "5 \t 45 \t 38 \t 1 \t 7 \t -49 \t 346\n", + "6 \t 38 \t 7 \t 5 \t 3 \t 82 \t -579\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -131 \t 925\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 737 \t -5204\n", + "\t\t\t\t\t -1605 \t 11333\n", + "GCD(39203, 5552) = 1, with coefficients -1605 and 11333 such that 1 = (-1605)*39203 + (11333)*5552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5553 \t 7 \t 332 \t 1 \t 0\n", + "1 \t 5553 \t 332 \t 16 \t 241 \t 0 \t 1\n", + "2 \t 332 \t 241 \t 1 \t 91 \t 1 \t -7\n", + "3 \t 241 \t 91 \t 2 \t 59 \t -16 \t 113\n", + "4 \t 91 \t 59 \t 1 \t 32 \t 17 \t -120\n", + "5 \t 59 \t 32 \t 1 \t 27 \t -50 \t 353\n", + "6 \t 32 \t 27 \t 1 \t 5 \t 67 \t -473\n", + "7 \t 27 \t 5 \t 5 \t 2 \t -117 \t 826\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 184 \t -1299\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1037 \t 7321\n", + "\t\t\t\t\t 2258 \t -15941\n", + "GCD(39203, 5553) = 1, with coefficients 2258 and -15941 such that 1 = (2258)*39203 + (-15941)*5553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5554 \t 7 \t 325 \t 1 \t 0\n", + "1 \t 5554 \t 325 \t 17 \t 29 \t 0 \t 1\n", + "2 \t 325 \t 29 \t 11 \t 6 \t 1 \t -7\n", + "3 \t 29 \t 6 \t 4 \t 5 \t -17 \t 120\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 188 \t -1327\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -769 \t 5428\n", + "\t\t\t\t\t 957 \t -6755\n", + "GCD(39203, 5554) = 1, with coefficients 957 and -6755 such that 1 = (957)*39203 + (-6755)*5554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5555 \t 7 \t 318 \t 1 \t 0\n", + "1 \t 5555 \t 318 \t 17 \t 149 \t 0 \t 1\n", + "2 \t 318 \t 149 \t 2 \t 20 \t 1 \t -7\n", + "3 \t 149 \t 20 \t 7 \t 9 \t -17 \t 120\n", + "4 \t 20 \t 9 \t 2 \t 2 \t 35 \t -247\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -262 \t 1849\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 559 \t -3945\n", + "\t\t\t\t\t -2498 \t 17629\n", + "GCD(39203, 5555) = 1, with coefficients -2498 and 17629 such that 1 = (-2498)*39203 + (17629)*5555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5556 \t 7 \t 311 \t 1 \t 0\n", + "1 \t 5556 \t 311 \t 17 \t 269 \t 0 \t 1\n", + "2 \t 311 \t 269 \t 1 \t 42 \t 1 \t -7\n", + "3 \t 269 \t 42 \t 6 \t 17 \t -17 \t 120\n", + "4 \t 42 \t 17 \t 2 \t 8 \t 18 \t -127\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -125 \t 882\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 268 \t -1891\n", + "\t\t\t\t\t -661 \t 4664\n", + "GCD(39203, 5556) = 1, with coefficients -661 and 4664 such that 1 = (-661)*39203 + (4664)*5556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5557 \t 7 \t 304 \t 1 \t 0\n", + "1 \t 5557 \t 304 \t 18 \t 85 \t 0 \t 1\n", + "2 \t 304 \t 85 \t 3 \t 49 \t 1 \t -7\n", + "3 \t 85 \t 49 \t 1 \t 36 \t -18 \t 127\n", + "4 \t 49 \t 36 \t 1 \t 13 \t 55 \t -388\n", + "5 \t 36 \t 13 \t 2 \t 10 \t -73 \t 515\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 128 \t -903\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -329 \t 2321\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 457 \t -3224\n", + "\t\t\t\t\t -1700 \t 11993\n", + "GCD(39203, 5557) = 1, with coefficients -1700 and 11993 such that 1 = (-1700)*39203 + (11993)*5557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5558 \t 7 \t 297 \t 1 \t 0\n", + "1 \t 5558 \t 297 \t 18 \t 212 \t 0 \t 1\n", + "2 \t 297 \t 212 \t 1 \t 85 \t 1 \t -7\n", + "3 \t 212 \t 85 \t 2 \t 42 \t -18 \t 127\n", + "4 \t 85 \t 42 \t 2 \t 1 \t 19 \t -134\n", + "5 \t 42 \t 1 \t 42 \t 0 \t -56 \t 395\n", + "\t\t\t\t\t 131 \t -924\n", + "GCD(39203, 5558) = 1, with coefficients 131 and -924 such that 1 = (131)*39203 + (-924)*5558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5559 \t 7 \t 290 \t 1 \t 0\n", + "1 \t 5559 \t 290 \t 19 \t 49 \t 0 \t 1\n", + "2 \t 290 \t 49 \t 5 \t 45 \t 1 \t -7\n", + "3 \t 49 \t 45 \t 1 \t 4 \t -19 \t 134\n", + "4 \t 45 \t 4 \t 11 \t 1 \t 96 \t -677\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -115 \t 811\n", + "\t\t\t\t\t 1361 \t -9598\n", + "GCD(39203, 5559) = 1, with coefficients 1361 and -9598 such that 1 = (1361)*39203 + (-9598)*5559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5560 \t 7 \t 283 \t 1 \t 0\n", + "1 \t 5560 \t 283 \t 19 \t 183 \t 0 \t 1\n", + "2 \t 283 \t 183 \t 1 \t 100 \t 1 \t -7\n", + "3 \t 183 \t 100 \t 1 \t 83 \t -19 \t 134\n", + "4 \t 100 \t 83 \t 1 \t 17 \t 20 \t -141\n", + "5 \t 83 \t 17 \t 4 \t 15 \t -39 \t 275\n", + "6 \t 17 \t 15 \t 1 \t 2 \t 59 \t -416\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -275 \t 1939\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 334 \t -2355\n", + "\t\t\t\t\t -2613 \t 18424\n", + "GCD(39203, 5560) = 1, with coefficients -2613 and 18424 such that 1 = (-2613)*39203 + (18424)*5560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5561 \t 7 \t 276 \t 1 \t 0\n", + "1 \t 5561 \t 276 \t 20 \t 41 \t 0 \t 1\n", + "2 \t 276 \t 41 \t 6 \t 30 \t 1 \t -7\n", + "3 \t 41 \t 30 \t 1 \t 11 \t -20 \t 141\n", + "4 \t 30 \t 11 \t 2 \t 8 \t 121 \t -853\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -141 \t 994\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 403 \t -2841\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -544 \t 3835\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1491 \t -10511\n", + "\t\t\t\t\t -2035 \t 14346\n", + "GCD(39203, 5561) = 1, with coefficients -2035 and 14346 such that 1 = (-2035)*39203 + (14346)*5561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5562 \t 7 \t 269 \t 1 \t 0\n", + "1 \t 5562 \t 269 \t 20 \t 182 \t 0 \t 1\n", + "2 \t 269 \t 182 \t 1 \t 87 \t 1 \t -7\n", + "3 \t 182 \t 87 \t 2 \t 8 \t -20 \t 141\n", + "4 \t 87 \t 8 \t 10 \t 7 \t 21 \t -148\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -62 \t 437\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 641 \t -4518\n", + "\t\t\t\t\t -703 \t 4955\n", + "GCD(39203, 5562) = 1, with coefficients -703 and 4955 such that 1 = (-703)*39203 + (4955)*5562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5563 \t 7 \t 262 \t 1 \t 0\n", + "1 \t 5563 \t 262 \t 21 \t 61 \t 0 \t 1\n", + "2 \t 262 \t 61 \t 4 \t 18 \t 1 \t -7\n", + "3 \t 61 \t 18 \t 3 \t 7 \t -21 \t 148\n", + "4 \t 18 \t 7 \t 2 \t 4 \t 85 \t -599\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -276 \t 1945\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 637 \t -4489\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -913 \t 6434\n", + "\t\t\t\t\t 1550 \t -10923\n", + "GCD(39203, 5563) = 1, with coefficients 1550 and -10923 such that 1 = (1550)*39203 + (-10923)*5563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5564 \t 7 \t 255 \t 1 \t 0\n", + "1 \t 5564 \t 255 \t 21 \t 209 \t 0 \t 1\n", + "2 \t 255 \t 209 \t 1 \t 46 \t 1 \t -7\n", + "3 \t 209 \t 46 \t 4 \t 25 \t -21 \t 148\n", + "4 \t 46 \t 25 \t 1 \t 21 \t 22 \t -155\n", + "5 \t 25 \t 21 \t 1 \t 4 \t -109 \t 768\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 131 \t -923\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -240 \t 1691\n", + "\t\t\t\t\t 1331 \t -9378\n", + "GCD(39203, 5564) = 1, with coefficients 1331 and -9378 such that 1 = (1331)*39203 + (-9378)*5564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5565 \t 7 \t 248 \t 1 \t 0\n", + "1 \t 5565 \t 248 \t 22 \t 109 \t 0 \t 1\n", + "2 \t 248 \t 109 \t 2 \t 30 \t 1 \t -7\n", + "3 \t 109 \t 30 \t 3 \t 19 \t -22 \t 155\n", + "4 \t 30 \t 19 \t 1 \t 11 \t 45 \t -317\n", + "5 \t 19 \t 11 \t 1 \t 8 \t -157 \t 1106\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 202 \t -1423\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -359 \t 2529\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 561 \t -3952\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1481 \t 10433\n", + "\t\t\t\t\t 2042 \t -14385\n", + "GCD(39203, 5565) = 1, with coefficients 2042 and -14385 such that 1 = (2042)*39203 + (-14385)*5565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5566 \t 7 \t 241 \t 1 \t 0\n", + "1 \t 5566 \t 241 \t 23 \t 23 \t 0 \t 1\n", + "2 \t 241 \t 23 \t 10 \t 11 \t 1 \t -7\n", + "3 \t 23 \t 11 \t 2 \t 1 \t -23 \t 162\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 231 \t -1627\n", + "\t\t\t\t\t -485 \t 3416\n", + "GCD(39203, 5566) = 1, with coefficients -485 and 3416 such that 1 = (-485)*39203 + (3416)*5566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5567 \t 7 \t 234 \t 1 \t 0\n", + "1 \t 5567 \t 234 \t 23 \t 185 \t 0 \t 1\n", + "2 \t 234 \t 185 \t 1 \t 49 \t 1 \t -7\n", + "3 \t 185 \t 49 \t 3 \t 38 \t -23 \t 162\n", + "4 \t 49 \t 38 \t 1 \t 11 \t 24 \t -169\n", + "5 \t 38 \t 11 \t 3 \t 5 \t -95 \t 669\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 119 \t -838\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -452 \t 3183\n", + "\t\t\t\t\t 1023 \t -7204\n", + "GCD(39203, 5567) = 1, with coefficients 1023 and -7204 such that 1 = (1023)*39203 + (-7204)*5567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5568 \t 7 \t 227 \t 1 \t 0\n", + "1 \t 5568 \t 227 \t 24 \t 120 \t 0 \t 1\n", + "2 \t 227 \t 120 \t 1 \t 107 \t 1 \t -7\n", + "3 \t 120 \t 107 \t 1 \t 13 \t -24 \t 169\n", + "4 \t 107 \t 13 \t 8 \t 3 \t 25 \t -176\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -49 \t 345\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 417 \t -2936\n", + "\t\t\t\t\t -1717 \t 12089\n", + "GCD(39203, 5568) = 1, with coefficients -1717 and 12089 such that 1 = (-1717)*39203 + (12089)*5568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5569 \t 7 \t 220 \t 1 \t 0\n", + "1 \t 5569 \t 220 \t 25 \t 69 \t 0 \t 1\n", + "2 \t 220 \t 69 \t 3 \t 13 \t 1 \t -7\n", + "3 \t 69 \t 13 \t 5 \t 4 \t -25 \t 176\n", + "4 \t 13 \t 4 \t 3 \t 1 \t 76 \t -535\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -405 \t 2851\n", + "\t\t\t\t\t 1291 \t -9088\n", + "GCD(39203, 5569) = 1, with coefficients 1291 and -9088 such that 1 = (1291)*39203 + (-9088)*5569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5570 \t 7 \t 213 \t 1 \t 0\n", + "1 \t 5570 \t 213 \t 26 \t 32 \t 0 \t 1\n", + "2 \t 213 \t 32 \t 6 \t 21 \t 1 \t -7\n", + "3 \t 32 \t 21 \t 1 \t 11 \t -26 \t 183\n", + "4 \t 21 \t 11 \t 1 \t 10 \t 157 \t -1105\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -183 \t 1288\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 340 \t -2393\n", + "\t\t\t\t\t -523 \t 3681\n", + "GCD(39203, 5570) = 1, with coefficients -523 and 3681 such that 1 = (-523)*39203 + (3681)*5570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5571 \t 7 \t 206 \t 1 \t 0\n", + "1 \t 5571 \t 206 \t 27 \t 9 \t 0 \t 1\n", + "2 \t 206 \t 9 \t 22 \t 8 \t 1 \t -7\n", + "3 \t 9 \t 8 \t 1 \t 1 \t -27 \t 190\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 595 \t -4187\n", + "\t\t\t\t\t -622 \t 4377\n", + "GCD(39203, 5571) = 1, with coefficients -622 and 4377 such that 1 = (-622)*39203 + (4377)*5571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5572 \t 7 \t 199 \t 1 \t 0\n", + "1 \t 5572 \t 199 \t 28 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -7\n", + "GCD(39203, 5572) = 199, with coefficients 1 and -7 such that 199 = (1)*39203 + (-7)*5572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5573 \t 7 \t 192 \t 1 \t 0\n", + "1 \t 5573 \t 192 \t 29 \t 5 \t 0 \t 1\n", + "2 \t 192 \t 5 \t 38 \t 2 \t 1 \t -7\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -29 \t 204\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1103 \t -7759\n", + "\t\t\t\t\t -2235 \t 15722\n", + "GCD(39203, 5573) = 1, with coefficients -2235 and 15722 such that 1 = (-2235)*39203 + (15722)*5573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5574 \t 7 \t 185 \t 1 \t 0\n", + "1 \t 5574 \t 185 \t 30 \t 24 \t 0 \t 1\n", + "2 \t 185 \t 24 \t 7 \t 17 \t 1 \t -7\n", + "3 \t 24 \t 17 \t 1 \t 7 \t -30 \t 211\n", + "4 \t 17 \t 7 \t 2 \t 3 \t 211 \t -1484\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -241 \t 1695\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 693 \t -4874\n", + "\t\t\t\t\t -1627 \t 11443\n", + "GCD(39203, 5574) = 1, with coefficients -1627 and 11443 such that 1 = (-1627)*39203 + (11443)*5574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5575 \t 7 \t 178 \t 1 \t 0\n", + "1 \t 5575 \t 178 \t 31 \t 57 \t 0 \t 1\n", + "2 \t 178 \t 57 \t 3 \t 7 \t 1 \t -7\n", + "3 \t 57 \t 7 \t 8 \t 1 \t -31 \t 218\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 94 \t -661\n", + "\t\t\t\t\t -783 \t 5506\n", + "GCD(39203, 5575) = 1, with coefficients -783 and 5506 such that 1 = (-783)*39203 + (5506)*5575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5576 \t 7 \t 171 \t 1 \t 0\n", + "1 \t 5576 \t 171 \t 32 \t 104 \t 0 \t 1\n", + "2 \t 171 \t 104 \t 1 \t 67 \t 1 \t -7\n", + "3 \t 104 \t 67 \t 1 \t 37 \t -32 \t 225\n", + "4 \t 67 \t 37 \t 1 \t 30 \t 33 \t -232\n", + "5 \t 37 \t 30 \t 1 \t 7 \t -65 \t 457\n", + "6 \t 30 \t 7 \t 4 \t 2 \t 98 \t -689\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -163 \t 1146\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 750 \t -5273\n", + "\t\t\t\t\t -2413 \t 16965\n", + "GCD(39203, 5576) = 1, with coefficients -2413 and 16965 such that 1 = (-2413)*39203 + (16965)*5576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5577 \t 7 \t 164 \t 1 \t 0\n", + "1 \t 5577 \t 164 \t 34 \t 1 \t 0 \t 1\n", + "2 \t 164 \t 1 \t 164 \t 0 \t 1 \t -7\n", + "\t\t\t\t\t -34 \t 239\n", + "GCD(39203, 5577) = 1, with coefficients -34 and 239 such that 1 = (-34)*39203 + (239)*5577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5578 \t 7 \t 157 \t 1 \t 0\n", + "1 \t 5578 \t 157 \t 35 \t 83 \t 0 \t 1\n", + "2 \t 157 \t 83 \t 1 \t 74 \t 1 \t -7\n", + "3 \t 83 \t 74 \t 1 \t 9 \t -35 \t 246\n", + "4 \t 74 \t 9 \t 8 \t 2 \t 36 \t -253\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -71 \t 499\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 604 \t -4245\n", + "\t\t\t\t\t -2487 \t 17479\n", + "GCD(39203, 5578) = 1, with coefficients -2487 and 17479 such that 1 = (-2487)*39203 + (17479)*5578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5579 \t 7 \t 150 \t 1 \t 0\n", + "1 \t 5579 \t 150 \t 37 \t 29 \t 0 \t 1\n", + "2 \t 150 \t 29 \t 5 \t 5 \t 1 \t -7\n", + "3 \t 29 \t 5 \t 5 \t 4 \t -37 \t 260\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 186 \t -1307\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -967 \t 6795\n", + "\t\t\t\t\t 1153 \t -8102\n", + "GCD(39203, 5579) = 1, with coefficients 1153 and -8102 such that 1 = (1153)*39203 + (-8102)*5579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5580 \t 7 \t 143 \t 1 \t 0\n", + "1 \t 5580 \t 143 \t 39 \t 3 \t 0 \t 1\n", + "2 \t 143 \t 3 \t 47 \t 2 \t 1 \t -7\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -39 \t 274\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1834 \t -12885\n", + "\t\t\t\t\t -1873 \t 13159\n", + "GCD(39203, 5580) = 1, with coefficients -1873 and 13159 such that 1 = (-1873)*39203 + (13159)*5580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5581 \t 7 \t 136 \t 1 \t 0\n", + "1 \t 5581 \t 136 \t 41 \t 5 \t 0 \t 1\n", + "2 \t 136 \t 5 \t 27 \t 1 \t 1 \t -7\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -41 \t 288\n", + "\t\t\t\t\t 1108 \t -7783\n", + "GCD(39203, 5581) = 1, with coefficients 1108 and -7783 such that 1 = (1108)*39203 + (-7783)*5581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5582 \t 7 \t 129 \t 1 \t 0\n", + "1 \t 5582 \t 129 \t 43 \t 35 \t 0 \t 1\n", + "2 \t 129 \t 35 \t 3 \t 24 \t 1 \t -7\n", + "3 \t 35 \t 24 \t 1 \t 11 \t -43 \t 302\n", + "4 \t 24 \t 11 \t 2 \t 2 \t 130 \t -913\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -173 \t 1215\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 476 \t -3343\n", + "\t\t\t\t\t -2553 \t 17930\n", + "GCD(39203, 5582) = 1, with coefficients -2553 and 17930 such that 1 = (-2553)*39203 + (17930)*5582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5583 \t 7 \t 122 \t 1 \t 0\n", + "1 \t 5583 \t 122 \t 45 \t 93 \t 0 \t 1\n", + "2 \t 122 \t 93 \t 1 \t 29 \t 1 \t -7\n", + "3 \t 93 \t 29 \t 3 \t 6 \t -45 \t 316\n", + "4 \t 29 \t 6 \t 4 \t 5 \t 46 \t -323\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -183 \t 1285\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 778 \t -5463\n", + "\t\t\t\t\t -961 \t 6748\n", + "GCD(39203, 5583) = 1, with coefficients -961 and 6748 such that 1 = (-961)*39203 + (6748)*5583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5584 \t 7 \t 115 \t 1 \t 0\n", + "1 \t 5584 \t 115 \t 48 \t 64 \t 0 \t 1\n", + "2 \t 115 \t 64 \t 1 \t 51 \t 1 \t -7\n", + "3 \t 64 \t 51 \t 1 \t 13 \t -48 \t 337\n", + "4 \t 51 \t 13 \t 3 \t 12 \t 49 \t -344\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -97 \t 681\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 340 \t -2387\n", + "\t\t\t\t\t -437 \t 3068\n", + "GCD(39203, 5584) = 1, with coefficients -437 and 3068 such that 1 = (-437)*39203 + (3068)*5584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5585 \t 7 \t 108 \t 1 \t 0\n", + "1 \t 5585 \t 108 \t 51 \t 77 \t 0 \t 1\n", + "2 \t 108 \t 77 \t 1 \t 31 \t 1 \t -7\n", + "3 \t 77 \t 31 \t 2 \t 15 \t -51 \t 358\n", + "4 \t 31 \t 15 \t 2 \t 1 \t 52 \t -365\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -155 \t 1088\n", + "\t\t\t\t\t 362 \t -2541\n", + "GCD(39203, 5585) = 1, with coefficients 362 and -2541 such that 1 = (362)*39203 + (-2541)*5585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5586 \t 7 \t 101 \t 1 \t 0\n", + "1 \t 5586 \t 101 \t 55 \t 31 \t 0 \t 1\n", + "2 \t 101 \t 31 \t 3 \t 8 \t 1 \t -7\n", + "3 \t 31 \t 8 \t 3 \t 7 \t -55 \t 386\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 166 \t -1165\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -553 \t 3881\n", + "\t\t\t\t\t 719 \t -5046\n", + "GCD(39203, 5586) = 1, with coefficients 719 and -5046 such that 1 = (719)*39203 + (-5046)*5586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5587 \t 7 \t 94 \t 1 \t 0\n", + "1 \t 5587 \t 94 \t 59 \t 41 \t 0 \t 1\n", + "2 \t 94 \t 41 \t 2 \t 12 \t 1 \t -7\n", + "3 \t 41 \t 12 \t 3 \t 5 \t -59 \t 414\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 119 \t -835\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -416 \t 2919\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 951 \t -6673\n", + "\t\t\t\t\t -2318 \t 16265\n", + "GCD(39203, 5587) = 1, with coefficients -2318 and 16265 such that 1 = (-2318)*39203 + (16265)*5587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5588 \t 7 \t 87 \t 1 \t 0\n", + "1 \t 5588 \t 87 \t 64 \t 20 \t 0 \t 1\n", + "2 \t 87 \t 20 \t 4 \t 7 \t 1 \t -7\n", + "3 \t 20 \t 7 \t 2 \t 6 \t -64 \t 449\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 257 \t -1803\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -578 \t 4055\n", + "\t\t\t\t\t 835 \t -5858\n", + "GCD(39203, 5588) = 1, with coefficients 835 and -5858 such that 1 = (835)*39203 + (-5858)*5588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5589 \t 7 \t 80 \t 1 \t 0\n", + "1 \t 5589 \t 80 \t 69 \t 69 \t 0 \t 1\n", + "2 \t 80 \t 69 \t 1 \t 11 \t 1 \t -7\n", + "3 \t 69 \t 11 \t 6 \t 3 \t -69 \t 484\n", + "4 \t 11 \t 3 \t 3 \t 2 \t 70 \t -491\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -489 \t 3430\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1537 \t -10781\n", + "\t\t\t\t\t -2026 \t 14211\n", + "GCD(39203, 5589) = 1, with coefficients -2026 and 14211 such that 1 = (-2026)*39203 + (14211)*5589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5590 \t 7 \t 73 \t 1 \t 0\n", + "1 \t 5590 \t 73 \t 76 \t 42 \t 0 \t 1\n", + "2 \t 73 \t 42 \t 1 \t 31 \t 1 \t -7\n", + "3 \t 42 \t 31 \t 1 \t 11 \t -76 \t 533\n", + "4 \t 31 \t 11 \t 2 \t 9 \t 77 \t -540\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -153 \t 1073\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 383 \t -2686\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -536 \t 3759\n", + "\t\t\t\t\t 2527 \t -17722\n", + "GCD(39203, 5590) = 1, with coefficients 2527 and -17722 such that 1 = (2527)*39203 + (-17722)*5590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5591 \t 7 \t 66 \t 1 \t 0\n", + "1 \t 5591 \t 66 \t 84 \t 47 \t 0 \t 1\n", + "2 \t 66 \t 47 \t 1 \t 19 \t 1 \t -7\n", + "3 \t 47 \t 19 \t 2 \t 9 \t -84 \t 589\n", + "4 \t 19 \t 9 \t 2 \t 1 \t 85 \t -596\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -254 \t 1781\n", + "\t\t\t\t\t 593 \t -4158\n", + "GCD(39203, 5591) = 1, with coefficients 593 and -4158 such that 1 = (593)*39203 + (-4158)*5591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5592 \t 7 \t 59 \t 1 \t 0\n", + "1 \t 5592 \t 59 \t 94 \t 46 \t 0 \t 1\n", + "2 \t 59 \t 46 \t 1 \t 13 \t 1 \t -7\n", + "3 \t 46 \t 13 \t 3 \t 7 \t -94 \t 659\n", + "4 \t 13 \t 7 \t 1 \t 6 \t 95 \t -666\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -379 \t 2657\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 474 \t -3323\n", + "\t\t\t\t\t -853 \t 5980\n", + "GCD(39203, 5592) = 1, with coefficients -853 and 5980 such that 1 = (-853)*39203 + (5980)*5592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5593 \t 7 \t 52 \t 1 \t 0\n", + "1 \t 5593 \t 52 \t 107 \t 29 \t 0 \t 1\n", + "2 \t 52 \t 29 \t 1 \t 23 \t 1 \t -7\n", + "3 \t 29 \t 23 \t 1 \t 6 \t -107 \t 750\n", + "4 \t 23 \t 6 \t 3 \t 5 \t 108 \t -757\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -215 \t 1507\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 753 \t -5278\n", + "\t\t\t\t\t -968 \t 6785\n", + "GCD(39203, 5593) = 1, with coefficients -968 and 6785 such that 1 = (-968)*39203 + (6785)*5593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5594 \t 7 \t 45 \t 1 \t 0\n", + "1 \t 5594 \t 45 \t 124 \t 14 \t 0 \t 1\n", + "2 \t 45 \t 14 \t 3 \t 3 \t 1 \t -7\n", + "3 \t 14 \t 3 \t 4 \t 2 \t -124 \t 869\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 373 \t -2614\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1616 \t 11325\n", + "\t\t\t\t\t 1989 \t -13939\n", + "GCD(39203, 5594) = 1, with coefficients 1989 and -13939 such that 1 = (1989)*39203 + (-13939)*5594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5595 \t 7 \t 38 \t 1 \t 0\n", + "1 \t 5595 \t 38 \t 147 \t 9 \t 0 \t 1\n", + "2 \t 38 \t 9 \t 4 \t 2 \t 1 \t -7\n", + "3 \t 9 \t 2 \t 4 \t 1 \t -147 \t 1030\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 589 \t -4127\n", + "\t\t\t\t\t -2503 \t 17538\n", + "GCD(39203, 5595) = 1, with coefficients -2503 and 17538 such that 1 = (-2503)*39203 + (17538)*5595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5596 \t 7 \t 31 \t 1 \t 0\n", + "1 \t 5596 \t 31 \t 180 \t 16 \t 0 \t 1\n", + "2 \t 31 \t 16 \t 1 \t 15 \t 1 \t -7\n", + "3 \t 16 \t 15 \t 1 \t 1 \t -180 \t 1261\n", + "4 \t 15 \t 1 \t 15 \t 0 \t 181 \t -1268\n", + "\t\t\t\t\t -361 \t 2529\n", + "GCD(39203, 5596) = 1, with coefficients -361 and 2529 such that 1 = (-361)*39203 + (2529)*5596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5597 \t 7 \t 24 \t 1 \t 0\n", + "1 \t 5597 \t 24 \t 233 \t 5 \t 0 \t 1\n", + "2 \t 24 \t 5 \t 4 \t 4 \t 1 \t -7\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -233 \t 1632\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 933 \t -6535\n", + "\t\t\t\t\t -1166 \t 8167\n", + "GCD(39203, 5597) = 1, with coefficients -1166 and 8167 such that 1 = (-1166)*39203 + (8167)*5597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5598 \t 7 \t 17 \t 1 \t 0\n", + "1 \t 5598 \t 17 \t 329 \t 5 \t 0 \t 1\n", + "2 \t 17 \t 5 \t 3 \t 2 \t 1 \t -7\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -329 \t 2304\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 988 \t -6919\n", + "\t\t\t\t\t -2305 \t 16142\n", + "GCD(39203, 5598) = 1, with coefficients -2305 and 16142 such that 1 = (-2305)*39203 + (16142)*5598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5599 \t 7 \t 10 \t 1 \t 0\n", + "1 \t 5599 \t 10 \t 559 \t 9 \t 0 \t 1\n", + "2 \t 10 \t 9 \t 1 \t 1 \t 1 \t -7\n", + "3 \t 9 \t 1 \t 9 \t 0 \t -559 \t 3914\n", + "\t\t\t\t\t 560 \t -3921\n", + "GCD(39203, 5599) = 1, with coefficients 560 and -3921 such that 1 = (560)*39203 + (-3921)*5599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5600 \t 7 \t 3 \t 1 \t 0\n", + "1 \t 5600 \t 3 \t 1866 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -7\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -1866 \t 13063\n", + "\t\t\t\t\t 1867 \t -13070\n", + "GCD(39203, 5600) = 1, with coefficients 1867 and -13070 such that 1 = (1867)*39203 + (-13070)*5600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5601 \t 6 \t 5597 \t 1 \t 0\n", + "1 \t 5601 \t 5597 \t 1 \t 4 \t 0 \t 1\n", + "2 \t 5597 \t 4 \t 1399 \t 1 \t 1 \t -6\n", + "3 \t 4 \t 1 \t 4 \t 0 \t -1 \t 7\n", + "\t\t\t\t\t 1400 \t -9799\n", + "GCD(39203, 5601) = 1, with coefficients 1400 and -9799 such that 1 = (1400)*39203 + (-9799)*5601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5602 \t 6 \t 5591 \t 1 \t 0\n", + "1 \t 5602 \t 5591 \t 1 \t 11 \t 0 \t 1\n", + "2 \t 5591 \t 11 \t 508 \t 3 \t 1 \t -6\n", + "3 \t 11 \t 3 \t 3 \t 2 \t -1 \t 7\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 509 \t -3562\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1528 \t 10693\n", + "\t\t\t\t\t 2037 \t -14255\n", + "GCD(39203, 5602) = 1, with coefficients 2037 and -14255 such that 1 = (2037)*39203 + (-14255)*5602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5603 \t 6 \t 5585 \t 1 \t 0\n", + "1 \t 5603 \t 5585 \t 1 \t 18 \t 0 \t 1\n", + "2 \t 5585 \t 18 \t 310 \t 5 \t 1 \t -6\n", + "3 \t 18 \t 5 \t 3 \t 3 \t -1 \t 7\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 311 \t -2176\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -934 \t 6535\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1245 \t -8711\n", + "\t\t\t\t\t -2179 \t 15246\n", + "GCD(39203, 5603) = 1, with coefficients -2179 and 15246 such that 1 = (-2179)*39203 + (15246)*5603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5604 \t 6 \t 5579 \t 1 \t 0\n", + "1 \t 5604 \t 5579 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 5579 \t 25 \t 223 \t 4 \t 1 \t -6\n", + "3 \t 25 \t 4 \t 6 \t 1 \t -1 \t 7\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 224 \t -1567\n", + "\t\t\t\t\t -1345 \t 9409\n", + "GCD(39203, 5604) = 1, with coefficients -1345 and 9409 such that 1 = (-1345)*39203 + (9409)*5604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5605 \t 6 \t 5573 \t 1 \t 0\n", + "1 \t 5605 \t 5573 \t 1 \t 32 \t 0 \t 1\n", + "2 \t 5573 \t 32 \t 174 \t 5 \t 1 \t -6\n", + "3 \t 32 \t 5 \t 6 \t 2 \t -1 \t 7\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 175 \t -1224\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1051 \t 7351\n", + "\t\t\t\t\t 2277 \t -15926\n", + "GCD(39203, 5605) = 1, with coefficients 2277 and -15926 such that 1 = (2277)*39203 + (-15926)*5605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5606 \t 6 \t 5567 \t 1 \t 0\n", + "1 \t 5606 \t 5567 \t 1 \t 39 \t 0 \t 1\n", + "2 \t 5567 \t 39 \t 142 \t 29 \t 1 \t -6\n", + "3 \t 39 \t 29 \t 1 \t 10 \t -1 \t 7\n", + "4 \t 29 \t 10 \t 2 \t 9 \t 143 \t -1000\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -144 \t 1007\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 431 \t -3014\n", + "\t\t\t\t\t -575 \t 4021\n", + "GCD(39203, 5606) = 1, with coefficients -575 and 4021 such that 1 = (-575)*39203 + (4021)*5606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5607 \t 6 \t 5561 \t 1 \t 0\n", + "1 \t 5607 \t 5561 \t 1 \t 46 \t 0 \t 1\n", + "2 \t 5561 \t 46 \t 120 \t 41 \t 1 \t -6\n", + "3 \t 46 \t 41 \t 1 \t 5 \t -1 \t 7\n", + "4 \t 41 \t 5 \t 8 \t 1 \t 121 \t -846\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -122 \t 853\n", + "\t\t\t\t\t 1097 \t -7670\n", + "GCD(39203, 5607) = 1, with coefficients 1097 and -7670 such that 1 = (1097)*39203 + (-7670)*5607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5608 \t 6 \t 5555 \t 1 \t 0\n", + "1 \t 5608 \t 5555 \t 1 \t 53 \t 0 \t 1\n", + "2 \t 5555 \t 53 \t 104 \t 43 \t 1 \t -6\n", + "3 \t 53 \t 43 \t 1 \t 10 \t -1 \t 7\n", + "4 \t 43 \t 10 \t 4 \t 3 \t 105 \t -734\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -106 \t 741\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 529 \t -3698\n", + "\t\t\t\t\t -1693 \t 11835\n", + "GCD(39203, 5608) = 1, with coefficients -1693 and 11835 such that 1 = (-1693)*39203 + (11835)*5608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5609 \t 6 \t 5549 \t 1 \t 0\n", + "1 \t 5609 \t 5549 \t 1 \t 60 \t 0 \t 1\n", + "2 \t 5549 \t 60 \t 92 \t 29 \t 1 \t -6\n", + "3 \t 60 \t 29 \t 2 \t 2 \t -1 \t 7\n", + "4 \t 29 \t 2 \t 14 \t 1 \t 93 \t -650\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -187 \t 1307\n", + "\t\t\t\t\t 2711 \t -18948\n", + "GCD(39203, 5609) = 1, with coefficients 2711 and -18948 such that 1 = (2711)*39203 + (-18948)*5609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5610 \t 6 \t 5543 \t 1 \t 0\n", + "1 \t 5610 \t 5543 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 5543 \t 67 \t 82 \t 49 \t 1 \t -6\n", + "3 \t 67 \t 49 \t 1 \t 18 \t -1 \t 7\n", + "4 \t 49 \t 18 \t 2 \t 13 \t 83 \t -580\n", + "5 \t 18 \t 13 \t 1 \t 5 \t -84 \t 587\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 251 \t -1754\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -335 \t 2341\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 921 \t -6436\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1256 \t 8777\n", + "\t\t\t\t\t 2177 \t -15213\n", + "GCD(39203, 5610) = 1, with coefficients 2177 and -15213 such that 1 = (2177)*39203 + (-15213)*5610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5611 \t 6 \t 5537 \t 1 \t 0\n", + "1 \t 5611 \t 5537 \t 1 \t 74 \t 0 \t 1\n", + "2 \t 5537 \t 74 \t 74 \t 61 \t 1 \t -6\n", + "3 \t 74 \t 61 \t 1 \t 13 \t -1 \t 7\n", + "4 \t 61 \t 13 \t 4 \t 9 \t 75 \t -524\n", + "5 \t 13 \t 9 \t 1 \t 4 \t -76 \t 531\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 379 \t -2648\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -455 \t 3179\n", + "\t\t\t\t\t 1289 \t -9006\n", + "GCD(39203, 5611) = 1, with coefficients 1289 and -9006 such that 1 = (1289)*39203 + (-9006)*5611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5612 \t 6 \t 5531 \t 1 \t 0\n", + "1 \t 5612 \t 5531 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 5531 \t 81 \t 68 \t 23 \t 1 \t -6\n", + "3 \t 81 \t 23 \t 3 \t 12 \t -1 \t 7\n", + "4 \t 23 \t 12 \t 1 \t 11 \t 69 \t -482\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -208 \t 1453\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 277 \t -1935\n", + "\t\t\t\t\t -485 \t 3388\n", + "GCD(39203, 5612) = 1, with coefficients -485 and 3388 such that 1 = (-485)*39203 + (3388)*5612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5613 \t 6 \t 5525 \t 1 \t 0\n", + "1 \t 5613 \t 5525 \t 1 \t 88 \t 0 \t 1\n", + "2 \t 5525 \t 88 \t 62 \t 69 \t 1 \t -6\n", + "3 \t 88 \t 69 \t 1 \t 19 \t -1 \t 7\n", + "4 \t 69 \t 19 \t 3 \t 12 \t 63 \t -440\n", + "5 \t 19 \t 12 \t 1 \t 7 \t -64 \t 447\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 255 \t -1781\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -319 \t 2228\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 574 \t -4009\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -893 \t 6237\n", + "\t\t\t\t\t 2360 \t -16483\n", + "GCD(39203, 5613) = 1, with coefficients 2360 and -16483 such that 1 = (2360)*39203 + (-16483)*5613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5614 \t 6 \t 5519 \t 1 \t 0\n", + "1 \t 5614 \t 5519 \t 1 \t 95 \t 0 \t 1\n", + "2 \t 5519 \t 95 \t 58 \t 9 \t 1 \t -6\n", + "3 \t 95 \t 9 \t 10 \t 5 \t -1 \t 7\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 59 \t -412\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -591 \t 4127\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 650 \t -4539\n", + "\t\t\t\t\t -1241 \t 8666\n", + "GCD(39203, 5614) = 1, with coefficients -1241 and 8666 such that 1 = (-1241)*39203 + (8666)*5614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5615 \t 6 \t 5513 \t 1 \t 0\n", + "1 \t 5615 \t 5513 \t 1 \t 102 \t 0 \t 1\n", + "2 \t 5513 \t 102 \t 54 \t 5 \t 1 \t -6\n", + "3 \t 102 \t 5 \t 20 \t 2 \t -1 \t 7\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 55 \t -384\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1101 \t 7687\n", + "\t\t\t\t\t 2257 \t -15758\n", + "GCD(39203, 5615) = 1, with coefficients 2257 and -15758 such that 1 = (2257)*39203 + (-15758)*5615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5616 \t 6 \t 5507 \t 1 \t 0\n", + "1 \t 5616 \t 5507 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 5507 \t 109 \t 50 \t 57 \t 1 \t -6\n", + "3 \t 109 \t 57 \t 1 \t 52 \t -1 \t 7\n", + "4 \t 57 \t 52 \t 1 \t 5 \t 51 \t -356\n", + "5 \t 52 \t 5 \t 10 \t 2 \t -52 \t 363\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 103 \t -719\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1082 \t 7553\n", + "\t\t\t\t\t 2267 \t -15825\n", + "GCD(39203, 5616) = 1, with coefficients 2267 and -15825 such that 1 = (2267)*39203 + (-15825)*5616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5617 \t 6 \t 5501 \t 1 \t 0\n", + "1 \t 5617 \t 5501 \t 1 \t 116 \t 0 \t 1\n", + "2 \t 5501 \t 116 \t 47 \t 49 \t 1 \t -6\n", + "3 \t 116 \t 49 \t 2 \t 18 \t -1 \t 7\n", + "4 \t 49 \t 18 \t 2 \t 13 \t 48 \t -335\n", + "5 \t 18 \t 13 \t 1 \t 5 \t -97 \t 677\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 242 \t -1689\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -339 \t 2366\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 920 \t -6421\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1259 \t 8787\n", + "\t\t\t\t\t 2179 \t -15208\n", + "GCD(39203, 5617) = 1, with coefficients 2179 and -15208 such that 1 = (2179)*39203 + (-15208)*5617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5618 \t 6 \t 5495 \t 1 \t 0\n", + "1 \t 5618 \t 5495 \t 1 \t 123 \t 0 \t 1\n", + "2 \t 5495 \t 123 \t 44 \t 83 \t 1 \t -6\n", + "3 \t 123 \t 83 \t 1 \t 40 \t -1 \t 7\n", + "4 \t 83 \t 40 \t 2 \t 3 \t 45 \t -314\n", + "5 \t 40 \t 3 \t 13 \t 1 \t -46 \t 321\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 137 \t -956\n", + "\t\t\t\t\t -1827 \t 12749\n", + "GCD(39203, 5618) = 1, with coefficients -1827 and 12749 such that 1 = (-1827)*39203 + (12749)*5618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5619 \t 6 \t 5489 \t 1 \t 0\n", + "1 \t 5619 \t 5489 \t 1 \t 130 \t 0 \t 1\n", + "2 \t 5489 \t 130 \t 42 \t 29 \t 1 \t -6\n", + "3 \t 130 \t 29 \t 4 \t 14 \t -1 \t 7\n", + "4 \t 29 \t 14 \t 2 \t 1 \t 43 \t -300\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -173 \t 1207\n", + "\t\t\t\t\t 389 \t -2714\n", + "GCD(39203, 5619) = 1, with coefficients 389 and -2714 such that 1 = (389)*39203 + (-2714)*5619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5620 \t 6 \t 5483 \t 1 \t 0\n", + "1 \t 5620 \t 5483 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 5483 \t 137 \t 40 \t 3 \t 1 \t -6\n", + "3 \t 137 \t 3 \t 45 \t 2 \t -1 \t 7\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 41 \t -286\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1846 \t 12877\n", + "\t\t\t\t\t 1887 \t -13163\n", + "GCD(39203, 5620) = 1, with coefficients 1887 and -13163 such that 1 = (1887)*39203 + (-13163)*5620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5621 \t 6 \t 5477 \t 1 \t 0\n", + "1 \t 5621 \t 5477 \t 1 \t 144 \t 0 \t 1\n", + "2 \t 5477 \t 144 \t 38 \t 5 \t 1 \t -6\n", + "3 \t 144 \t 5 \t 28 \t 4 \t -1 \t 7\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 39 \t -272\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -1093 \t 7623\n", + "\t\t\t\t\t 1132 \t -7895\n", + "GCD(39203, 5621) = 1, with coefficients 1132 and -7895 such that 1 = (1132)*39203 + (-7895)*5621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5622 \t 6 \t 5471 \t 1 \t 0\n", + "1 \t 5622 \t 5471 \t 1 \t 151 \t 0 \t 1\n", + "2 \t 5471 \t 151 \t 36 \t 35 \t 1 \t -6\n", + "3 \t 151 \t 35 \t 4 \t 11 \t -1 \t 7\n", + "4 \t 35 \t 11 \t 3 \t 2 \t 37 \t -258\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -149 \t 1039\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 484 \t -3375\n", + "\t\t\t\t\t -2569 \t 17914\n", + "GCD(39203, 5622) = 1, with coefficients -2569 and 17914 such that 1 = (-2569)*39203 + (17914)*5622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5623 \t 6 \t 5465 \t 1 \t 0\n", + "1 \t 5623 \t 5465 \t 1 \t 158 \t 0 \t 1\n", + "2 \t 5465 \t 158 \t 34 \t 93 \t 1 \t -6\n", + "3 \t 158 \t 93 \t 1 \t 65 \t -1 \t 7\n", + "4 \t 93 \t 65 \t 1 \t 28 \t 35 \t -244\n", + "5 \t 65 \t 28 \t 2 \t 9 \t -36 \t 251\n", + "6 \t 28 \t 9 \t 3 \t 1 \t 71 \t -495\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -178 \t 1241\n", + "\t\t\t\t\t 605 \t -4218\n", + "GCD(39203, 5623) = 1, with coefficients 605 and -4218 such that 1 = (605)*39203 + (-4218)*5623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5624 \t 6 \t 5459 \t 1 \t 0\n", + "1 \t 5624 \t 5459 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 5459 \t 165 \t 33 \t 14 \t 1 \t -6\n", + "3 \t 165 \t 14 \t 11 \t 11 \t -1 \t 7\n", + "4 \t 14 \t 11 \t 1 \t 3 \t 34 \t -237\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -375 \t 2614\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 409 \t -2851\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1602 \t 11167\n", + "\t\t\t\t\t 2011 \t -14018\n", + "GCD(39203, 5624) = 1, with coefficients 2011 and -14018 such that 1 = (2011)*39203 + (-14018)*5624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5625 \t 6 \t 5453 \t 1 \t 0\n", + "1 \t 5625 \t 5453 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 5453 \t 172 \t 31 \t 121 \t 1 \t -6\n", + "3 \t 172 \t 121 \t 1 \t 51 \t -1 \t 7\n", + "4 \t 121 \t 51 \t 2 \t 19 \t 32 \t -223\n", + "5 \t 51 \t 19 \t 2 \t 13 \t -33 \t 230\n", + "6 \t 19 \t 13 \t 1 \t 6 \t 98 \t -683\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -229 \t 1596\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 327 \t -2279\n", + "\t\t\t\t\t -883 \t 6154\n", + "GCD(39203, 5625) = 1, with coefficients -883 and 6154 such that 1 = (-883)*39203 + (6154)*5625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5626 \t 6 \t 5447 \t 1 \t 0\n", + "1 \t 5626 \t 5447 \t 1 \t 179 \t 0 \t 1\n", + "2 \t 5447 \t 179 \t 30 \t 77 \t 1 \t -6\n", + "3 \t 179 \t 77 \t 2 \t 25 \t -1 \t 7\n", + "4 \t 77 \t 25 \t 3 \t 2 \t 31 \t -216\n", + "5 \t 25 \t 2 \t 12 \t 1 \t -63 \t 439\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 220 \t -1533\n", + "\t\t\t\t\t -2703 \t 18835\n", + "GCD(39203, 5626) = 1, with coefficients -2703 and 18835 such that 1 = (-2703)*39203 + (18835)*5626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5627 \t 6 \t 5441 \t 1 \t 0\n", + "1 \t 5627 \t 5441 \t 1 \t 186 \t 0 \t 1\n", + "2 \t 5441 \t 186 \t 29 \t 47 \t 1 \t -6\n", + "3 \t 186 \t 47 \t 3 \t 45 \t -1 \t 7\n", + "4 \t 47 \t 45 \t 1 \t 2 \t 30 \t -209\n", + "5 \t 45 \t 2 \t 22 \t 1 \t -91 \t 634\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 121 \t -843\n", + "\t\t\t\t\t -2753 \t 19180\n", + "GCD(39203, 5627) = 1, with coefficients -2753 and 19180 such that 1 = (-2753)*39203 + (19180)*5627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5628 \t 6 \t 5435 \t 1 \t 0\n", + "1 \t 5628 \t 5435 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 5435 \t 193 \t 28 \t 31 \t 1 \t -6\n", + "3 \t 193 \t 31 \t 6 \t 7 \t -1 \t 7\n", + "4 \t 31 \t 7 \t 4 \t 3 \t 29 \t -202\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -175 \t 1219\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 729 \t -5078\n", + "\t\t\t\t\t -1633 \t 11375\n", + "GCD(39203, 5628) = 1, with coefficients -1633 and 11375 such that 1 = (-1633)*39203 + (11375)*5628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5629 \t 6 \t 5429 \t 1 \t 0\n", + "1 \t 5629 \t 5429 \t 1 \t 200 \t 0 \t 1\n", + "2 \t 5429 \t 200 \t 27 \t 29 \t 1 \t -6\n", + "3 \t 200 \t 29 \t 6 \t 26 \t -1 \t 7\n", + "4 \t 29 \t 26 \t 1 \t 3 \t 28 \t -195\n", + "5 \t 26 \t 3 \t 8 \t 2 \t -169 \t 1177\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 197 \t -1372\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1745 \t 12153\n", + "\t\t\t\t\t 1942 \t -13525\n", + "GCD(39203, 5629) = 1, with coefficients 1942 and -13525 such that 1 = (1942)*39203 + (-13525)*5629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5630 \t 6 \t 5423 \t 1 \t 0\n", + "1 \t 5630 \t 5423 \t 1 \t 207 \t 0 \t 1\n", + "2 \t 5423 \t 207 \t 26 \t 41 \t 1 \t -6\n", + "3 \t 207 \t 41 \t 5 \t 2 \t -1 \t 7\n", + "4 \t 41 \t 2 \t 20 \t 1 \t 27 \t -188\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -136 \t 947\n", + "\t\t\t\t\t 2747 \t -19128\n", + "GCD(39203, 5630) = 1, with coefficients 2747 and -19128 such that 1 = (2747)*39203 + (-19128)*5630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5631 \t 6 \t 5417 \t 1 \t 0\n", + "1 \t 5631 \t 5417 \t 1 \t 214 \t 0 \t 1\n", + "2 \t 5417 \t 214 \t 25 \t 67 \t 1 \t -6\n", + "3 \t 214 \t 67 \t 3 \t 13 \t -1 \t 7\n", + "4 \t 67 \t 13 \t 5 \t 2 \t 26 \t -181\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -79 \t 550\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 421 \t -2931\n", + "\t\t\t\t\t -2605 \t 18136\n", + "GCD(39203, 5631) = 1, with coefficients -2605 and 18136 such that 1 = (-2605)*39203 + (18136)*5631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5632 \t 6 \t 5411 \t 1 \t 0\n", + "1 \t 5632 \t 5411 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 5411 \t 221 \t 24 \t 107 \t 1 \t -6\n", + "3 \t 221 \t 107 \t 2 \t 7 \t -1 \t 7\n", + "4 \t 107 \t 7 \t 15 \t 2 \t 25 \t -174\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -51 \t 355\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 790 \t -5499\n", + "\t\t\t\t\t -2421 \t 16852\n", + "GCD(39203, 5632) = 1, with coefficients -2421 and 16852 such that 1 = (-2421)*39203 + (16852)*5632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5633 \t 6 \t 5405 \t 1 \t 0\n", + "1 \t 5633 \t 5405 \t 1 \t 228 \t 0 \t 1\n", + "2 \t 5405 \t 228 \t 23 \t 161 \t 1 \t -6\n", + "3 \t 228 \t 161 \t 1 \t 67 \t -1 \t 7\n", + "4 \t 161 \t 67 \t 2 \t 27 \t 24 \t -167\n", + "5 \t 67 \t 27 \t 2 \t 13 \t -25 \t 174\n", + "6 \t 27 \t 13 \t 2 \t 1 \t 74 \t -515\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -173 \t 1204\n", + "\t\t\t\t\t 420 \t -2923\n", + "GCD(39203, 5633) = 1, with coefficients 420 and -2923 such that 1 = (420)*39203 + (-2923)*5633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5634 \t 6 \t 5399 \t 1 \t 0\n", + "1 \t 5634 \t 5399 \t 1 \t 235 \t 0 \t 1\n", + "2 \t 5399 \t 235 \t 22 \t 229 \t 1 \t -6\n", + "3 \t 235 \t 229 \t 1 \t 6 \t -1 \t 7\n", + "4 \t 229 \t 6 \t 38 \t 1 \t 23 \t -160\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -24 \t 167\n", + "\t\t\t\t\t 935 \t -6506\n", + "GCD(39203, 5634) = 1, with coefficients 935 and -6506 such that 1 = (935)*39203 + (-6506)*5634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5635 \t 6 \t 5393 \t 1 \t 0\n", + "1 \t 5635 \t 5393 \t 1 \t 242 \t 0 \t 1\n", + "2 \t 5393 \t 242 \t 22 \t 69 \t 1 \t -6\n", + "3 \t 242 \t 69 \t 3 \t 35 \t -1 \t 7\n", + "4 \t 69 \t 35 \t 1 \t 34 \t 23 \t -160\n", + "5 \t 35 \t 34 \t 1 \t 1 \t -70 \t 487\n", + "6 \t 34 \t 1 \t 34 \t 0 \t 93 \t -647\n", + "\t\t\t\t\t -163 \t 1134\n", + "GCD(39203, 5635) = 1, with coefficients -163 and 1134 such that 1 = (-163)*39203 + (1134)*5635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5636 \t 6 \t 5387 \t 1 \t 0\n", + "1 \t 5636 \t 5387 \t 1 \t 249 \t 0 \t 1\n", + "2 \t 5387 \t 249 \t 21 \t 158 \t 1 \t -6\n", + "3 \t 249 \t 158 \t 1 \t 91 \t -1 \t 7\n", + "4 \t 158 \t 91 \t 1 \t 67 \t 22 \t -153\n", + "5 \t 91 \t 67 \t 1 \t 24 \t -23 \t 160\n", + "6 \t 67 \t 24 \t 2 \t 19 \t 45 \t -313\n", + "7 \t 24 \t 19 \t 1 \t 5 \t -68 \t 473\n", + "8 \t 19 \t 5 \t 3 \t 4 \t 181 \t -1259\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -249 \t 1732\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 928 \t -6455\n", + "\t\t\t\t\t -1177 \t 8187\n", + "GCD(39203, 5636) = 1, with coefficients -1177 and 8187 such that 1 = (-1177)*39203 + (8187)*5636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5637 \t 6 \t 5381 \t 1 \t 0\n", + "1 \t 5637 \t 5381 \t 1 \t 256 \t 0 \t 1\n", + "2 \t 5381 \t 256 \t 21 \t 5 \t 1 \t -6\n", + "3 \t 256 \t 5 \t 51 \t 1 \t -1 \t 7\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 22 \t -153\n", + "\t\t\t\t\t -1123 \t 7810\n", + "GCD(39203, 5637) = 1, with coefficients -1123 and 7810 such that 1 = (-1123)*39203 + (7810)*5637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5638 \t 6 \t 5375 \t 1 \t 0\n", + "1 \t 5638 \t 5375 \t 1 \t 263 \t 0 \t 1\n", + "2 \t 5375 \t 263 \t 20 \t 115 \t 1 \t -6\n", + "3 \t 263 \t 115 \t 2 \t 33 \t -1 \t 7\n", + "4 \t 115 \t 33 \t 3 \t 16 \t 21 \t -146\n", + "5 \t 33 \t 16 \t 2 \t 1 \t -43 \t 299\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 150 \t -1043\n", + "\t\t\t\t\t -343 \t 2385\n", + "GCD(39203, 5638) = 1, with coefficients -343 and 2385 such that 1 = (-343)*39203 + (2385)*5638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5639 \t 6 \t 5369 \t 1 \t 0\n", + "1 \t 5639 \t 5369 \t 1 \t 270 \t 0 \t 1\n", + "2 \t 5369 \t 270 \t 19 \t 239 \t 1 \t -6\n", + "3 \t 270 \t 239 \t 1 \t 31 \t -1 \t 7\n", + "4 \t 239 \t 31 \t 7 \t 22 \t 20 \t -139\n", + "5 \t 31 \t 22 \t 1 \t 9 \t -21 \t 146\n", + "6 \t 22 \t 9 \t 2 \t 4 \t 167 \t -1161\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -188 \t 1307\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 543 \t -3775\n", + "\t\t\t\t\t -1274 \t 8857\n", + "GCD(39203, 5639) = 1, with coefficients -1274 and 8857 such that 1 = (-1274)*39203 + (8857)*5639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5640 \t 6 \t 5363 \t 1 \t 0\n", + "1 \t 5640 \t 5363 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 5363 \t 277 \t 19 \t 100 \t 1 \t -6\n", + "3 \t 277 \t 100 \t 2 \t 77 \t -1 \t 7\n", + "4 \t 100 \t 77 \t 1 \t 23 \t 20 \t -139\n", + "5 \t 77 \t 23 \t 3 \t 8 \t -41 \t 285\n", + "6 \t 23 \t 8 \t 2 \t 7 \t 61 \t -424\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -224 \t 1557\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 509 \t -3538\n", + "\t\t\t\t\t -733 \t 5095\n", + "GCD(39203, 5640) = 1, with coefficients -733 and 5095 such that 1 = (-733)*39203 + (5095)*5640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5641 \t 6 \t 5357 \t 1 \t 0\n", + "1 \t 5641 \t 5357 \t 1 \t 284 \t 0 \t 1\n", + "2 \t 5357 \t 284 \t 18 \t 245 \t 1 \t -6\n", + "3 \t 284 \t 245 \t 1 \t 39 \t -1 \t 7\n", + "4 \t 245 \t 39 \t 6 \t 11 \t 19 \t -132\n", + "5 \t 39 \t 11 \t 3 \t 6 \t -20 \t 139\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 139 \t -966\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -437 \t 3037\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 576 \t -4003\n", + "\t\t\t\t\t -1013 \t 7040\n", + "GCD(39203, 5641) = 1, with coefficients -1013 and 7040 such that 1 = (-1013)*39203 + (7040)*5641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5642 \t 6 \t 5351 \t 1 \t 0\n", + "1 \t 5642 \t 5351 \t 1 \t 291 \t 0 \t 1\n", + "2 \t 5351 \t 291 \t 18 \t 113 \t 1 \t -6\n", + "3 \t 291 \t 113 \t 2 \t 65 \t -1 \t 7\n", + "4 \t 113 \t 65 \t 1 \t 48 \t 19 \t -132\n", + "5 \t 65 \t 48 \t 1 \t 17 \t -39 \t 271\n", + "6 \t 48 \t 17 \t 2 \t 14 \t 58 \t -403\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -97 \t 674\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 252 \t -1751\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -349 \t 2425\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1648 \t -11451\n", + "\t\t\t\t\t -1997 \t 13876\n", + "GCD(39203, 5642) = 1, with coefficients -1997 and 13876 such that 1 = (-1997)*39203 + (13876)*5642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5643 \t 6 \t 5345 \t 1 \t 0\n", + "1 \t 5643 \t 5345 \t 1 \t 298 \t 0 \t 1\n", + "2 \t 5345 \t 298 \t 17 \t 279 \t 1 \t -6\n", + "3 \t 298 \t 279 \t 1 \t 19 \t -1 \t 7\n", + "4 \t 279 \t 19 \t 14 \t 13 \t 18 \t -125\n", + "5 \t 19 \t 13 \t 1 \t 6 \t -19 \t 132\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 284 \t -1973\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -303 \t 2105\n", + "\t\t\t\t\t 890 \t -6183\n", + "GCD(39203, 5643) = 1, with coefficients 890 and -6183 such that 1 = (890)*39203 + (-6183)*5643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5644 \t 6 \t 5339 \t 1 \t 0\n", + "1 \t 5644 \t 5339 \t 1 \t 305 \t 0 \t 1\n", + "2 \t 5339 \t 305 \t 17 \t 154 \t 1 \t -6\n", + "3 \t 305 \t 154 \t 1 \t 151 \t -1 \t 7\n", + "4 \t 154 \t 151 \t 1 \t 3 \t 18 \t -125\n", + "5 \t 151 \t 3 \t 50 \t 1 \t -19 \t 132\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 37 \t -257\n", + "\t\t\t\t\t -1869 \t 12982\n", + "GCD(39203, 5644) = 1, with coefficients -1869 and 12982 such that 1 = (-1869)*39203 + (12982)*5644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5645 \t 6 \t 5333 \t 1 \t 0\n", + "1 \t 5645 \t 5333 \t 1 \t 312 \t 0 \t 1\n", + "2 \t 5333 \t 312 \t 17 \t 29 \t 1 \t -6\n", + "3 \t 312 \t 29 \t 10 \t 22 \t -1 \t 7\n", + "4 \t 29 \t 22 \t 1 \t 7 \t 18 \t -125\n", + "5 \t 22 \t 7 \t 3 \t 1 \t -181 \t 1257\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 199 \t -1382\n", + "\t\t\t\t\t -778 \t 5403\n", + "GCD(39203, 5645) = 1, with coefficients -778 and 5403 such that 1 = (-778)*39203 + (5403)*5645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5646 \t 6 \t 5327 \t 1 \t 0\n", + "1 \t 5646 \t 5327 \t 1 \t 319 \t 0 \t 1\n", + "2 \t 5327 \t 319 \t 16 \t 223 \t 1 \t -6\n", + "3 \t 319 \t 223 \t 1 \t 96 \t -1 \t 7\n", + "4 \t 223 \t 96 \t 2 \t 31 \t 17 \t -118\n", + "5 \t 96 \t 31 \t 3 \t 3 \t -18 \t 125\n", + "6 \t 31 \t 3 \t 10 \t 1 \t 53 \t -368\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -177 \t 1229\n", + "\t\t\t\t\t 1823 \t -12658\n", + "GCD(39203, 5646) = 1, with coefficients 1823 and -12658 such that 1 = (1823)*39203 + (-12658)*5646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5647 \t 6 \t 5321 \t 1 \t 0\n", + "1 \t 5647 \t 5321 \t 1 \t 326 \t 0 \t 1\n", + "2 \t 5321 \t 326 \t 16 \t 105 \t 1 \t -6\n", + "3 \t 326 \t 105 \t 3 \t 11 \t -1 \t 7\n", + "4 \t 105 \t 11 \t 9 \t 6 \t 17 \t -118\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -52 \t 361\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 485 \t -3367\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -537 \t 3728\n", + "\t\t\t\t\t 1022 \t -7095\n", + "GCD(39203, 5647) = 1, with coefficients 1022 and -7095 such that 1 = (1022)*39203 + (-7095)*5647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5648 \t 6 \t 5315 \t 1 \t 0\n", + "1 \t 5648 \t 5315 \t 1 \t 333 \t 0 \t 1\n", + "2 \t 5315 \t 333 \t 15 \t 320 \t 1 \t -6\n", + "3 \t 333 \t 320 \t 1 \t 13 \t -1 \t 7\n", + "4 \t 320 \t 13 \t 24 \t 8 \t 16 \t -111\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -17 \t 118\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 424 \t -2943\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -441 \t 3061\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 865 \t -6004\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1306 \t 9065\n", + "\t\t\t\t\t 2171 \t -15069\n", + "GCD(39203, 5648) = 1, with coefficients 2171 and -15069 such that 1 = (2171)*39203 + (-15069)*5648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5649 \t 6 \t 5309 \t 1 \t 0\n", + "1 \t 5649 \t 5309 \t 1 \t 340 \t 0 \t 1\n", + "2 \t 5309 \t 340 \t 15 \t 209 \t 1 \t -6\n", + "3 \t 340 \t 209 \t 1 \t 131 \t -1 \t 7\n", + "4 \t 209 \t 131 \t 1 \t 78 \t 16 \t -111\n", + "5 \t 131 \t 78 \t 1 \t 53 \t -17 \t 118\n", + "6 \t 78 \t 53 \t 1 \t 25 \t 33 \t -229\n", + "7 \t 53 \t 25 \t 2 \t 3 \t -50 \t 347\n", + "8 \t 25 \t 3 \t 8 \t 1 \t 83 \t -576\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -216 \t 1499\n", + "\t\t\t\t\t 1811 \t -12568\n", + "GCD(39203, 5649) = 1, with coefficients 1811 and -12568 such that 1 = (1811)*39203 + (-12568)*5649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5650 \t 6 \t 5303 \t 1 \t 0\n", + "1 \t 5650 \t 5303 \t 1 \t 347 \t 0 \t 1\n", + "2 \t 5303 \t 347 \t 15 \t 98 \t 1 \t -6\n", + "3 \t 347 \t 98 \t 3 \t 53 \t -1 \t 7\n", + "4 \t 98 \t 53 \t 1 \t 45 \t 16 \t -111\n", + "5 \t 53 \t 45 \t 1 \t 8 \t -49 \t 340\n", + "6 \t 45 \t 8 \t 5 \t 5 \t 65 \t -451\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -114 \t 791\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 635 \t -4406\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -749 \t 5197\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1384 \t -9603\n", + "\t\t\t\t\t -2133 \t 14800\n", + "GCD(39203, 5650) = 1, with coefficients -2133 and 14800 such that 1 = (-2133)*39203 + (14800)*5650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5651 \t 6 \t 5297 \t 1 \t 0\n", + "1 \t 5651 \t 5297 \t 1 \t 354 \t 0 \t 1\n", + "2 \t 5297 \t 354 \t 14 \t 341 \t 1 \t -6\n", + "3 \t 354 \t 341 \t 1 \t 13 \t -1 \t 7\n", + "4 \t 341 \t 13 \t 26 \t 3 \t 15 \t -104\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -16 \t 111\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 431 \t -2990\n", + "\t\t\t\t\t -1740 \t 12071\n", + "GCD(39203, 5651) = 1, with coefficients -1740 and 12071 such that 1 = (-1740)*39203 + (12071)*5651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5652 \t 6 \t 5291 \t 1 \t 0\n", + "1 \t 5652 \t 5291 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 5291 \t 361 \t 14 \t 237 \t 1 \t -6\n", + "3 \t 361 \t 237 \t 1 \t 124 \t -1 \t 7\n", + "4 \t 237 \t 124 \t 1 \t 113 \t 15 \t -104\n", + "5 \t 124 \t 113 \t 1 \t 11 \t -16 \t 111\n", + "6 \t 113 \t 11 \t 10 \t 3 \t 31 \t -215\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -47 \t 326\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 501 \t -3475\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1550 \t 10751\n", + "\t\t\t\t\t 2051 \t -14226\n", + "GCD(39203, 5652) = 1, with coefficients 2051 and -14226 such that 1 = (2051)*39203 + (-14226)*5652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5653 \t 6 \t 5285 \t 1 \t 0\n", + "1 \t 5653 \t 5285 \t 1 \t 368 \t 0 \t 1\n", + "2 \t 5285 \t 368 \t 14 \t 133 \t 1 \t -6\n", + "3 \t 368 \t 133 \t 2 \t 102 \t -1 \t 7\n", + "4 \t 133 \t 102 \t 1 \t 31 \t 15 \t -104\n", + "5 \t 102 \t 31 \t 3 \t 9 \t -31 \t 215\n", + "6 \t 31 \t 9 \t 3 \t 4 \t 46 \t -319\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -169 \t 1172\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 553 \t -3835\n", + "\t\t\t\t\t -1275 \t 8842\n", + "GCD(39203, 5653) = 1, with coefficients -1275 and 8842 such that 1 = (-1275)*39203 + (8842)*5653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5654 \t 6 \t 5279 \t 1 \t 0\n", + "1 \t 5654 \t 5279 \t 1 \t 375 \t 0 \t 1\n", + "2 \t 5279 \t 375 \t 14 \t 29 \t 1 \t -6\n", + "3 \t 375 \t 29 \t 12 \t 27 \t -1 \t 7\n", + "4 \t 29 \t 27 \t 1 \t 2 \t 15 \t -104\n", + "5 \t 27 \t 2 \t 13 \t 1 \t -181 \t 1255\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 196 \t -1359\n", + "\t\t\t\t\t -2729 \t 18922\n", + "GCD(39203, 5654) = 1, with coefficients -2729 and 18922 such that 1 = (-2729)*39203 + (18922)*5654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5655 \t 6 \t 5273 \t 1 \t 0\n", + "1 \t 5655 \t 5273 \t 1 \t 382 \t 0 \t 1\n", + "2 \t 5273 \t 382 \t 13 \t 307 \t 1 \t -6\n", + "3 \t 382 \t 307 \t 1 \t 75 \t -1 \t 7\n", + "4 \t 307 \t 75 \t 4 \t 7 \t 14 \t -97\n", + "5 \t 75 \t 7 \t 10 \t 5 \t -15 \t 104\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 74 \t -513\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -755 \t 5234\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 829 \t -5747\n", + "\t\t\t\t\t -2413 \t 16728\n", + "GCD(39203, 5655) = 1, with coefficients -2413 and 16728 such that 1 = (-2413)*39203 + (16728)*5655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5656 \t 6 \t 5267 \t 1 \t 0\n", + "1 \t 5656 \t 5267 \t 1 \t 389 \t 0 \t 1\n", + "2 \t 5267 \t 389 \t 13 \t 210 \t 1 \t -6\n", + "3 \t 389 \t 210 \t 1 \t 179 \t -1 \t 7\n", + "4 \t 210 \t 179 \t 1 \t 31 \t 14 \t -97\n", + "5 \t 179 \t 31 \t 5 \t 24 \t -15 \t 104\n", + "6 \t 31 \t 24 \t 1 \t 7 \t 29 \t -201\n", + "7 \t 24 \t 7 \t 3 \t 3 \t -160 \t 1109\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 189 \t -1310\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -727 \t 5039\n", + "\t\t\t\t\t 1643 \t -11388\n", + "GCD(39203, 5656) = 1, with coefficients 1643 and -11388 such that 1 = (1643)*39203 + (-11388)*5656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5657 \t 6 \t 5261 \t 1 \t 0\n", + "1 \t 5657 \t 5261 \t 1 \t 396 \t 0 \t 1\n", + "2 \t 5261 \t 396 \t 13 \t 113 \t 1 \t -6\n", + "3 \t 396 \t 113 \t 3 \t 57 \t -1 \t 7\n", + "4 \t 113 \t 57 \t 1 \t 56 \t 14 \t -97\n", + "5 \t 57 \t 56 \t 1 \t 1 \t -43 \t 298\n", + "6 \t 56 \t 1 \t 56 \t 0 \t 57 \t -395\n", + "\t\t\t\t\t -100 \t 693\n", + "GCD(39203, 5657) = 1, with coefficients -100 and 693 such that 1 = (-100)*39203 + (693)*5657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5658 \t 6 \t 5255 \t 1 \t 0\n", + "1 \t 5658 \t 5255 \t 1 \t 403 \t 0 \t 1\n", + "2 \t 5255 \t 403 \t 13 \t 16 \t 1 \t -6\n", + "3 \t 403 \t 16 \t 25 \t 3 \t -1 \t 7\n", + "4 \t 16 \t 3 \t 5 \t 1 \t 14 \t -97\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -351 \t 2432\n", + "\t\t\t\t\t 1769 \t -12257\n", + "GCD(39203, 5658) = 1, with coefficients 1769 and -12257 such that 1 = (1769)*39203 + (-12257)*5658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5659 \t 6 \t 5249 \t 1 \t 0\n", + "1 \t 5659 \t 5249 \t 1 \t 410 \t 0 \t 1\n", + "2 \t 5249 \t 410 \t 12 \t 329 \t 1 \t -6\n", + "3 \t 410 \t 329 \t 1 \t 81 \t -1 \t 7\n", + "4 \t 329 \t 81 \t 4 \t 5 \t 13 \t -90\n", + "5 \t 81 \t 5 \t 16 \t 1 \t -14 \t 97\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 69 \t -478\n", + "\t\t\t\t\t -1118 \t 7745\n", + "GCD(39203, 5659) = 1, with coefficients -1118 and 7745 such that 1 = (-1118)*39203 + (7745)*5659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5660 \t 6 \t 5243 \t 1 \t 0\n", + "1 \t 5660 \t 5243 \t 1 \t 417 \t 0 \t 1\n", + "2 \t 5243 \t 417 \t 12 \t 239 \t 1 \t -6\n", + "3 \t 417 \t 239 \t 1 \t 178 \t -1 \t 7\n", + "4 \t 239 \t 178 \t 1 \t 61 \t 13 \t -90\n", + "5 \t 178 \t 61 \t 2 \t 56 \t -14 \t 97\n", + "6 \t 61 \t 56 \t 1 \t 5 \t 27 \t -187\n", + "7 \t 56 \t 5 \t 11 \t 1 \t -68 \t 471\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 95 \t -658\n", + "\t\t\t\t\t -1113 \t 7709\n", + "GCD(39203, 5660) = 1, with coefficients -1113 and 7709 such that 1 = (-1113)*39203 + (7709)*5660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5661 \t 6 \t 5237 \t 1 \t 0\n", + "1 \t 5661 \t 5237 \t 1 \t 424 \t 0 \t 1\n", + "2 \t 5237 \t 424 \t 12 \t 149 \t 1 \t -6\n", + "3 \t 424 \t 149 \t 2 \t 126 \t -1 \t 7\n", + "4 \t 149 \t 126 \t 1 \t 23 \t 13 \t -90\n", + "5 \t 126 \t 23 \t 5 \t 11 \t -27 \t 187\n", + "6 \t 23 \t 11 \t 2 \t 1 \t 40 \t -277\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -227 \t 1572\n", + "\t\t\t\t\t 494 \t -3421\n", + "GCD(39203, 5661) = 1, with coefficients 494 and -3421 such that 1 = (494)*39203 + (-3421)*5661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5662 \t 6 \t 5231 \t 1 \t 0\n", + "1 \t 5662 \t 5231 \t 1 \t 431 \t 0 \t 1\n", + "2 \t 5231 \t 431 \t 12 \t 59 \t 1 \t -6\n", + "3 \t 431 \t 59 \t 7 \t 18 \t -1 \t 7\n", + "4 \t 59 \t 18 \t 3 \t 5 \t 13 \t -90\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -92 \t 637\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 289 \t -2001\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -959 \t 6640\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1248 \t -8641\n", + "\t\t\t\t\t -2207 \t 15281\n", + "GCD(39203, 5662) = 1, with coefficients -2207 and 15281 such that 1 = (-2207)*39203 + (15281)*5662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5663 \t 6 \t 5225 \t 1 \t 0\n", + "1 \t 5663 \t 5225 \t 1 \t 438 \t 0 \t 1\n", + "2 \t 5225 \t 438 \t 11 \t 407 \t 1 \t -6\n", + "3 \t 438 \t 407 \t 1 \t 31 \t -1 \t 7\n", + "4 \t 407 \t 31 \t 13 \t 4 \t 12 \t -83\n", + "5 \t 31 \t 4 \t 7 \t 3 \t -13 \t 90\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 181 \t -1253\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1280 \t 8861\n", + "\t\t\t\t\t 1461 \t -10114\n", + "GCD(39203, 5663) = 1, with coefficients 1461 and -10114 such that 1 = (1461)*39203 + (-10114)*5663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5664 \t 6 \t 5219 \t 1 \t 0\n", + "1 \t 5664 \t 5219 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 5219 \t 445 \t 11 \t 324 \t 1 \t -6\n", + "3 \t 445 \t 324 \t 1 \t 121 \t -1 \t 7\n", + "4 \t 324 \t 121 \t 2 \t 82 \t 12 \t -83\n", + "5 \t 121 \t 82 \t 1 \t 39 \t -13 \t 90\n", + "6 \t 82 \t 39 \t 2 \t 4 \t 38 \t -263\n", + "7 \t 39 \t 4 \t 9 \t 3 \t -51 \t 353\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 140 \t -969\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1311 \t 9074\n", + "\t\t\t\t\t 1451 \t -10043\n", + "GCD(39203, 5664) = 1, with coefficients 1451 and -10043 such that 1 = (1451)*39203 + (-10043)*5664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5665 \t 6 \t 5213 \t 1 \t 0\n", + "1 \t 5665 \t 5213 \t 1 \t 452 \t 0 \t 1\n", + "2 \t 5213 \t 452 \t 11 \t 241 \t 1 \t -6\n", + "3 \t 452 \t 241 \t 1 \t 211 \t -1 \t 7\n", + "4 \t 241 \t 211 \t 1 \t 30 \t 12 \t -83\n", + "5 \t 211 \t 30 \t 7 \t 1 \t -13 \t 90\n", + "6 \t 30 \t 1 \t 30 \t 0 \t 25 \t -173\n", + "\t\t\t\t\t -188 \t 1301\n", + "GCD(39203, 5665) = 1, with coefficients -188 and 1301 such that 1 = (-188)*39203 + (1301)*5665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5666 \t 6 \t 5207 \t 1 \t 0\n", + "1 \t 5666 \t 5207 \t 1 \t 459 \t 0 \t 1\n", + "2 \t 5207 \t 459 \t 11 \t 158 \t 1 \t -6\n", + "3 \t 459 \t 158 \t 2 \t 143 \t -1 \t 7\n", + "4 \t 158 \t 143 \t 1 \t 15 \t 12 \t -83\n", + "5 \t 143 \t 15 \t 9 \t 8 \t -25 \t 173\n", + "6 \t 15 \t 8 \t 1 \t 7 \t 37 \t -256\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -358 \t 2477\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 395 \t -2733\n", + "\t\t\t\t\t -753 \t 5210\n", + "GCD(39203, 5666) = 1, with coefficients -753 and 5210 such that 1 = (-753)*39203 + (5210)*5666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5667 \t 6 \t 5201 \t 1 \t 0\n", + "1 \t 5667 \t 5201 \t 1 \t 466 \t 0 \t 1\n", + "2 \t 5201 \t 466 \t 11 \t 75 \t 1 \t -6\n", + "3 \t 466 \t 75 \t 6 \t 16 \t -1 \t 7\n", + "4 \t 75 \t 16 \t 4 \t 11 \t 12 \t -83\n", + "5 \t 16 \t 11 \t 1 \t 5 \t -73 \t 505\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 304 \t -2103\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -377 \t 2608\n", + "\t\t\t\t\t 1058 \t -7319\n", + "GCD(39203, 5667) = 1, with coefficients 1058 and -7319 such that 1 = (1058)*39203 + (-7319)*5667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5668 \t 6 \t 5195 \t 1 \t 0\n", + "1 \t 5668 \t 5195 \t 1 \t 473 \t 0 \t 1\n", + "2 \t 5195 \t 473 \t 10 \t 465 \t 1 \t -6\n", + "3 \t 473 \t 465 \t 1 \t 8 \t -1 \t 7\n", + "4 \t 465 \t 8 \t 58 \t 1 \t 11 \t -76\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -12 \t 83\n", + "\t\t\t\t\t 707 \t -4890\n", + "GCD(39203, 5668) = 1, with coefficients 707 and -4890 such that 1 = (707)*39203 + (-4890)*5668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5669 \t 6 \t 5189 \t 1 \t 0\n", + "1 \t 5669 \t 5189 \t 1 \t 480 \t 0 \t 1\n", + "2 \t 5189 \t 480 \t 10 \t 389 \t 1 \t -6\n", + "3 \t 480 \t 389 \t 1 \t 91 \t -1 \t 7\n", + "4 \t 389 \t 91 \t 4 \t 25 \t 11 \t -76\n", + "5 \t 91 \t 25 \t 3 \t 16 \t -12 \t 83\n", + "6 \t 25 \t 16 \t 1 \t 9 \t 59 \t -408\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -189 \t 1307\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 248 \t -1715\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -437 \t 3022\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 685 \t -4737\n", + "\t\t\t\t\t -2492 \t 17233\n", + "GCD(39203, 5669) = 1, with coefficients -2492 and 17233 such that 1 = (-2492)*39203 + (17233)*5669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5670 \t 6 \t 5183 \t 1 \t 0\n", + "1 \t 5670 \t 5183 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 5183 \t 487 \t 10 \t 313 \t 1 \t -6\n", + "3 \t 487 \t 313 \t 1 \t 174 \t -1 \t 7\n", + "4 \t 313 \t 174 \t 1 \t 139 \t 11 \t -76\n", + "5 \t 174 \t 139 \t 1 \t 35 \t -12 \t 83\n", + "6 \t 139 \t 35 \t 3 \t 34 \t 23 \t -159\n", + "7 \t 35 \t 34 \t 1 \t 1 \t -35 \t 242\n", + "8 \t 34 \t 1 \t 34 \t 0 \t 128 \t -885\n", + "\t\t\t\t\t -163 \t 1127\n", + "GCD(39203, 5670) = 1, with coefficients -163 and 1127 such that 1 = (-163)*39203 + (1127)*5670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5671 \t 6 \t 5177 \t 1 \t 0\n", + "1 \t 5671 \t 5177 \t 1 \t 494 \t 0 \t 1\n", + "2 \t 5177 \t 494 \t 10 \t 237 \t 1 \t -6\n", + "3 \t 494 \t 237 \t 2 \t 20 \t -1 \t 7\n", + "4 \t 237 \t 20 \t 11 \t 17 \t 11 \t -76\n", + "5 \t 20 \t 17 \t 1 \t 3 \t -23 \t 159\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 264 \t -1825\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -287 \t 1984\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1699 \t -11745\n", + "\t\t\t\t\t -1986 \t 13729\n", + "GCD(39203, 5671) = 1, with coefficients -1986 and 13729 such that 1 = (-1986)*39203 + (13729)*5671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5672 \t 6 \t 5171 \t 1 \t 0\n", + "1 \t 5672 \t 5171 \t 1 \t 501 \t 0 \t 1\n", + "2 \t 5171 \t 501 \t 10 \t 161 \t 1 \t -6\n", + "3 \t 501 \t 161 \t 3 \t 18 \t -1 \t 7\n", + "4 \t 161 \t 18 \t 8 \t 17 \t 11 \t -76\n", + "5 \t 18 \t 17 \t 1 \t 1 \t -34 \t 235\n", + "6 \t 17 \t 1 \t 17 \t 0 \t 283 \t -1956\n", + "\t\t\t\t\t -317 \t 2191\n", + "GCD(39203, 5672) = 1, with coefficients -317 and 2191 such that 1 = (-317)*39203 + (2191)*5672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5673 \t 6 \t 5165 \t 1 \t 0\n", + "1 \t 5673 \t 5165 \t 1 \t 508 \t 0 \t 1\n", + "2 \t 5165 \t 508 \t 10 \t 85 \t 1 \t -6\n", + "3 \t 508 \t 85 \t 5 \t 83 \t -1 \t 7\n", + "4 \t 85 \t 83 \t 1 \t 2 \t 11 \t -76\n", + "5 \t 83 \t 2 \t 41 \t 1 \t -56 \t 387\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 67 \t -463\n", + "\t\t\t\t\t -2803 \t 19370\n", + "GCD(39203, 5673) = 1, with coefficients -2803 and 19370 such that 1 = (-2803)*39203 + (19370)*5673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5674 \t 6 \t 5159 \t 1 \t 0\n", + "1 \t 5674 \t 5159 \t 1 \t 515 \t 0 \t 1\n", + "2 \t 5159 \t 515 \t 10 \t 9 \t 1 \t -6\n", + "3 \t 515 \t 9 \t 57 \t 2 \t -1 \t 7\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 11 \t -76\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -628 \t 4339\n", + "\t\t\t\t\t 2523 \t -17432\n", + "GCD(39203, 5674) = 1, with coefficients 2523 and -17432 such that 1 = (2523)*39203 + (-17432)*5674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5675 \t 6 \t 5153 \t 1 \t 0\n", + "1 \t 5675 \t 5153 \t 1 \t 522 \t 0 \t 1\n", + "2 \t 5153 \t 522 \t 9 \t 455 \t 1 \t -6\n", + "3 \t 522 \t 455 \t 1 \t 67 \t -1 \t 7\n", + "4 \t 455 \t 67 \t 6 \t 53 \t 10 \t -69\n", + "5 \t 67 \t 53 \t 1 \t 14 \t -11 \t 76\n", + "6 \t 53 \t 14 \t 3 \t 11 \t 76 \t -525\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -87 \t 601\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 337 \t -2328\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -424 \t 2929\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1609 \t -11115\n", + "\t\t\t\t\t -2033 \t 14044\n", + "GCD(39203, 5675) = 1, with coefficients -2033 and 14044 such that 1 = (-2033)*39203 + (14044)*5675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5676 \t 6 \t 5147 \t 1 \t 0\n", + "1 \t 5676 \t 5147 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 5147 \t 529 \t 9 \t 386 \t 1 \t -6\n", + "3 \t 529 \t 386 \t 1 \t 143 \t -1 \t 7\n", + "4 \t 386 \t 143 \t 2 \t 100 \t 10 \t -69\n", + "5 \t 143 \t 100 \t 1 \t 43 \t -11 \t 76\n", + "6 \t 100 \t 43 \t 2 \t 14 \t 32 \t -221\n", + "7 \t 43 \t 14 \t 3 \t 1 \t -43 \t 297\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 118 \t -815\n", + "\t\t\t\t\t -397 \t 2742\n", + "GCD(39203, 5676) = 1, with coefficients -397 and 2742 such that 1 = (-397)*39203 + (2742)*5676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5677 \t 6 \t 5141 \t 1 \t 0\n", + "1 \t 5677 \t 5141 \t 1 \t 536 \t 0 \t 1\n", + "2 \t 5141 \t 536 \t 9 \t 317 \t 1 \t -6\n", + "3 \t 536 \t 317 \t 1 \t 219 \t -1 \t 7\n", + "4 \t 317 \t 219 \t 1 \t 98 \t 10 \t -69\n", + "5 \t 219 \t 98 \t 2 \t 23 \t -11 \t 76\n", + "6 \t 98 \t 23 \t 4 \t 6 \t 21 \t -145\n", + "7 \t 23 \t 6 \t 3 \t 5 \t -53 \t 366\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 233 \t -1609\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -752 \t 5193\n", + "\t\t\t\t\t 985 \t -6802\n", + "GCD(39203, 5677) = 1, with coefficients 985 and -6802 such that 1 = (985)*39203 + (-6802)*5677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5678 \t 6 \t 5135 \t 1 \t 0\n", + "1 \t 5678 \t 5135 \t 1 \t 543 \t 0 \t 1\n", + "2 \t 5135 \t 543 \t 9 \t 248 \t 1 \t -6\n", + "3 \t 543 \t 248 \t 2 \t 47 \t -1 \t 7\n", + "4 \t 248 \t 47 \t 5 \t 13 \t 10 \t -69\n", + "5 \t 47 \t 13 \t 3 \t 8 \t -21 \t 145\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 115 \t -794\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -366 \t 2527\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 481 \t -3321\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -847 \t 5848\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1328 \t -9169\n", + "\t\t\t\t\t -2175 \t 15017\n", + "GCD(39203, 5678) = 1, with coefficients -2175 and 15017 such that 1 = (-2175)*39203 + (15017)*5678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5679 \t 6 \t 5129 \t 1 \t 0\n", + "1 \t 5679 \t 5129 \t 1 \t 550 \t 0 \t 1\n", + "2 \t 5129 \t 550 \t 9 \t 179 \t 1 \t -6\n", + "3 \t 550 \t 179 \t 3 \t 13 \t -1 \t 7\n", + "4 \t 179 \t 13 \t 13 \t 10 \t 10 \t -69\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -31 \t 214\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 413 \t -2851\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -444 \t 3065\n", + "\t\t\t\t\t 1745 \t -12046\n", + "GCD(39203, 5679) = 1, with coefficients 1745 and -12046 such that 1 = (1745)*39203 + (-12046)*5679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5680 \t 6 \t 5123 \t 1 \t 0\n", + "1 \t 5680 \t 5123 \t 1 \t 557 \t 0 \t 1\n", + "2 \t 5123 \t 557 \t 9 \t 110 \t 1 \t -6\n", + "3 \t 557 \t 110 \t 5 \t 7 \t -1 \t 7\n", + "4 \t 110 \t 7 \t 15 \t 5 \t 10 \t -69\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -51 \t 352\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 775 \t -5349\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -826 \t 5701\n", + "\t\t\t\t\t 2427 \t -16751\n", + "GCD(39203, 5680) = 1, with coefficients 2427 and -16751 such that 1 = (2427)*39203 + (-16751)*5680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5681 \t 6 \t 5117 \t 1 \t 0\n", + "1 \t 5681 \t 5117 \t 1 \t 564 \t 0 \t 1\n", + "2 \t 5117 \t 564 \t 9 \t 41 \t 1 \t -6\n", + "3 \t 564 \t 41 \t 13 \t 31 \t -1 \t 7\n", + "4 \t 41 \t 31 \t 1 \t 10 \t 10 \t -69\n", + "5 \t 31 \t 10 \t 3 \t 1 \t -131 \t 904\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 141 \t -973\n", + "\t\t\t\t\t -554 \t 3823\n", + "GCD(39203, 5681) = 1, with coefficients -554 and 3823 such that 1 = (-554)*39203 + (3823)*5681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5682 \t 6 \t 5111 \t 1 \t 0\n", + "1 \t 5682 \t 5111 \t 1 \t 571 \t 0 \t 1\n", + "2 \t 5111 \t 571 \t 8 \t 543 \t 1 \t -6\n", + "3 \t 571 \t 543 \t 1 \t 28 \t -1 \t 7\n", + "4 \t 543 \t 28 \t 19 \t 11 \t 9 \t -62\n", + "5 \t 28 \t 11 \t 2 \t 6 \t -10 \t 69\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 199 \t -1373\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -408 \t 2815\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 607 \t -4188\n", + "\t\t\t\t\t -1015 \t 7003\n", + "GCD(39203, 5682) = 1, with coefficients -1015 and 7003 such that 1 = (-1015)*39203 + (7003)*5682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5683 \t 6 \t 5105 \t 1 \t 0\n", + "1 \t 5683 \t 5105 \t 1 \t 578 \t 0 \t 1\n", + "2 \t 5105 \t 578 \t 8 \t 481 \t 1 \t -6\n", + "3 \t 578 \t 481 \t 1 \t 97 \t -1 \t 7\n", + "4 \t 481 \t 97 \t 4 \t 93 \t 9 \t -62\n", + "5 \t 97 \t 93 \t 1 \t 4 \t -10 \t 69\n", + "6 \t 93 \t 4 \t 23 \t 1 \t 49 \t -338\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -59 \t 407\n", + "\t\t\t\t\t 1406 \t -9699\n", + "GCD(39203, 5683) = 1, with coefficients 1406 and -9699 such that 1 = (1406)*39203 + (-9699)*5683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5684 \t 6 \t 5099 \t 1 \t 0\n", + "1 \t 5684 \t 5099 \t 1 \t 585 \t 0 \t 1\n", + "2 \t 5099 \t 585 \t 8 \t 419 \t 1 \t -6\n", + "3 \t 585 \t 419 \t 1 \t 166 \t -1 \t 7\n", + "4 \t 419 \t 166 \t 2 \t 87 \t 9 \t -62\n", + "5 \t 166 \t 87 \t 1 \t 79 \t -10 \t 69\n", + "6 \t 87 \t 79 \t 1 \t 8 \t 29 \t -200\n", + "7 \t 79 \t 8 \t 9 \t 7 \t -39 \t 269\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 68 \t -469\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -651 \t 4490\n", + "\t\t\t\t\t 719 \t -4959\n", + "GCD(39203, 5684) = 1, with coefficients 719 and -4959 such that 1 = (719)*39203 + (-4959)*5684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5685 \t 6 \t 5093 \t 1 \t 0\n", + "1 \t 5685 \t 5093 \t 1 \t 592 \t 0 \t 1\n", + "2 \t 5093 \t 592 \t 8 \t 357 \t 1 \t -6\n", + "3 \t 592 \t 357 \t 1 \t 235 \t -1 \t 7\n", + "4 \t 357 \t 235 \t 1 \t 122 \t 9 \t -62\n", + "5 \t 235 \t 122 \t 1 \t 113 \t -10 \t 69\n", + "6 \t 122 \t 113 \t 1 \t 9 \t 19 \t -131\n", + "7 \t 113 \t 9 \t 12 \t 5 \t -29 \t 200\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 48 \t -331\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -605 \t 4172\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 653 \t -4503\n", + "\t\t\t\t\t -1258 \t 8675\n", + "GCD(39203, 5685) = 1, with coefficients -1258 and 8675 such that 1 = (-1258)*39203 + (8675)*5685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5686 \t 6 \t 5087 \t 1 \t 0\n", + "1 \t 5686 \t 5087 \t 1 \t 599 \t 0 \t 1\n", + "2 \t 5087 \t 599 \t 8 \t 295 \t 1 \t -6\n", + "3 \t 599 \t 295 \t 2 \t 9 \t -1 \t 7\n", + "4 \t 295 \t 9 \t 32 \t 7 \t 9 \t -62\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -19 \t 131\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 617 \t -4254\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -636 \t 4385\n", + "\t\t\t\t\t 2525 \t -17409\n", + "GCD(39203, 5686) = 1, with coefficients 2525 and -17409 such that 1 = (2525)*39203 + (-17409)*5686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5687 \t 6 \t 5081 \t 1 \t 0\n", + "1 \t 5687 \t 5081 \t 1 \t 606 \t 0 \t 1\n", + "2 \t 5081 \t 606 \t 8 \t 233 \t 1 \t -6\n", + "3 \t 606 \t 233 \t 2 \t 140 \t -1 \t 7\n", + "4 \t 233 \t 140 \t 1 \t 93 \t 9 \t -62\n", + "5 \t 140 \t 93 \t 1 \t 47 \t -19 \t 131\n", + "6 \t 93 \t 47 \t 1 \t 46 \t 28 \t -193\n", + "7 \t 47 \t 46 \t 1 \t 1 \t -47 \t 324\n", + "8 \t 46 \t 1 \t 46 \t 0 \t 75 \t -517\n", + "\t\t\t\t\t -122 \t 841\n", + "GCD(39203, 5687) = 1, with coefficients -122 and 841 such that 1 = (-122)*39203 + (841)*5687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5688 \t 6 \t 5075 \t 1 \t 0\n", + "1 \t 5688 \t 5075 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 5075 \t 613 \t 8 \t 171 \t 1 \t -6\n", + "3 \t 613 \t 171 \t 3 \t 100 \t -1 \t 7\n", + "4 \t 171 \t 100 \t 1 \t 71 \t 9 \t -62\n", + "5 \t 100 \t 71 \t 1 \t 29 \t -28 \t 193\n", + "6 \t 71 \t 29 \t 2 \t 13 \t 37 \t -255\n", + "7 \t 29 \t 13 \t 2 \t 3 \t -65 \t 448\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 167 \t -1151\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -399 \t 2750\n", + "\t\t\t\t\t 1763 \t -12151\n", + "GCD(39203, 5688) = 1, with coefficients 1763 and -12151 such that 1 = (1763)*39203 + (-12151)*5688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5689 \t 6 \t 5069 \t 1 \t 0\n", + "1 \t 5689 \t 5069 \t 1 \t 620 \t 0 \t 1\n", + "2 \t 5069 \t 620 \t 8 \t 109 \t 1 \t -6\n", + "3 \t 620 \t 109 \t 5 \t 75 \t -1 \t 7\n", + "4 \t 109 \t 75 \t 1 \t 34 \t 9 \t -62\n", + "5 \t 75 \t 34 \t 2 \t 7 \t -46 \t 317\n", + "6 \t 34 \t 7 \t 4 \t 6 \t 55 \t -379\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -156 \t 1075\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 679 \t -4679\n", + "\t\t\t\t\t -835 \t 5754\n", + "GCD(39203, 5689) = 1, with coefficients -835 and 5754 such that 1 = (-835)*39203 + (5754)*5689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5690 \t 6 \t 5063 \t 1 \t 0\n", + "1 \t 5690 \t 5063 \t 1 \t 627 \t 0 \t 1\n", + "2 \t 5063 \t 627 \t 8 \t 47 \t 1 \t -6\n", + "3 \t 627 \t 47 \t 13 \t 16 \t -1 \t 7\n", + "4 \t 47 \t 16 \t 2 \t 15 \t 9 \t -62\n", + "5 \t 16 \t 15 \t 1 \t 1 \t -118 \t 813\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 245 \t -1688\n", + "\t\t\t\t\t -363 \t 2501\n", + "GCD(39203, 5690) = 1, with coefficients -363 and 2501 such that 1 = (-363)*39203 + (2501)*5690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5691 \t 6 \t 5057 \t 1 \t 0\n", + "1 \t 5691 \t 5057 \t 1 \t 634 \t 0 \t 1\n", + "2 \t 5057 \t 634 \t 7 \t 619 \t 1 \t -6\n", + "3 \t 634 \t 619 \t 1 \t 15 \t -1 \t 7\n", + "4 \t 619 \t 15 \t 41 \t 4 \t 8 \t -55\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -9 \t 62\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 377 \t -2597\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1140 \t 7853\n", + "\t\t\t\t\t 1517 \t -10450\n", + "GCD(39203, 5691) = 1, with coefficients 1517 and -10450 such that 1 = (1517)*39203 + (-10450)*5691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5692 \t 6 \t 5051 \t 1 \t 0\n", + "1 \t 5692 \t 5051 \t 1 \t 641 \t 0 \t 1\n", + "2 \t 5051 \t 641 \t 7 \t 564 \t 1 \t -6\n", + "3 \t 641 \t 564 \t 1 \t 77 \t -1 \t 7\n", + "4 \t 564 \t 77 \t 7 \t 25 \t 8 \t -55\n", + "5 \t 77 \t 25 \t 3 \t 2 \t -9 \t 62\n", + "6 \t 25 \t 2 \t 12 \t 1 \t 71 \t -489\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -222 \t 1529\n", + "\t\t\t\t\t 2735 \t -18837\n", + "GCD(39203, 5692) = 1, with coefficients 2735 and -18837 such that 1 = (2735)*39203 + (-18837)*5692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5693 \t 6 \t 5045 \t 1 \t 0\n", + "1 \t 5693 \t 5045 \t 1 \t 648 \t 0 \t 1\n", + "2 \t 5045 \t 648 \t 7 \t 509 \t 1 \t -6\n", + "3 \t 648 \t 509 \t 1 \t 139 \t -1 \t 7\n", + "4 \t 509 \t 139 \t 3 \t 92 \t 8 \t -55\n", + "5 \t 139 \t 92 \t 1 \t 47 \t -9 \t 62\n", + "6 \t 92 \t 47 \t 1 \t 45 \t 35 \t -241\n", + "7 \t 47 \t 45 \t 1 \t 2 \t -44 \t 303\n", + "8 \t 45 \t 2 \t 22 \t 1 \t 79 \t -544\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -123 \t 847\n", + "\t\t\t\t\t 2785 \t -19178\n", + "GCD(39203, 5693) = 1, with coefficients 2785 and -19178 such that 1 = (2785)*39203 + (-19178)*5693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5694 \t 6 \t 5039 \t 1 \t 0\n", + "1 \t 5694 \t 5039 \t 1 \t 655 \t 0 \t 1\n", + "2 \t 5039 \t 655 \t 7 \t 454 \t 1 \t -6\n", + "3 \t 655 \t 454 \t 1 \t 201 \t -1 \t 7\n", + "4 \t 454 \t 201 \t 2 \t 52 \t 8 \t -55\n", + "5 \t 201 \t 52 \t 3 \t 45 \t -9 \t 62\n", + "6 \t 52 \t 45 \t 1 \t 7 \t 26 \t -179\n", + "7 \t 45 \t 7 \t 6 \t 3 \t -87 \t 599\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 113 \t -778\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -765 \t 5267\n", + "\t\t\t\t\t 1643 \t -11312\n", + "GCD(39203, 5694) = 1, with coefficients 1643 and -11312 such that 1 = (1643)*39203 + (-11312)*5694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5695 \t 6 \t 5033 \t 1 \t 0\n", + "1 \t 5695 \t 5033 \t 1 \t 662 \t 0 \t 1\n", + "2 \t 5033 \t 662 \t 7 \t 399 \t 1 \t -6\n", + "3 \t 662 \t 399 \t 1 \t 263 \t -1 \t 7\n", + "4 \t 399 \t 263 \t 1 \t 136 \t 8 \t -55\n", + "5 \t 263 \t 136 \t 1 \t 127 \t -9 \t 62\n", + "6 \t 136 \t 127 \t 1 \t 9 \t 17 \t -117\n", + "7 \t 127 \t 9 \t 14 \t 1 \t -26 \t 179\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 43 \t -296\n", + "\t\t\t\t\t -628 \t 4323\n", + "GCD(39203, 5695) = 1, with coefficients -628 and 4323 such that 1 = (-628)*39203 + (4323)*5695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5696 \t 6 \t 5027 \t 1 \t 0\n", + "1 \t 5696 \t 5027 \t 1 \t 669 \t 0 \t 1\n", + "2 \t 5027 \t 669 \t 7 \t 344 \t 1 \t -6\n", + "3 \t 669 \t 344 \t 1 \t 325 \t -1 \t 7\n", + "4 \t 344 \t 325 \t 1 \t 19 \t 8 \t -55\n", + "5 \t 325 \t 19 \t 17 \t 2 \t -9 \t 62\n", + "6 \t 19 \t 2 \t 9 \t 1 \t 17 \t -117\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -298 \t 2051\n", + "\t\t\t\t\t 2699 \t -18576\n", + "GCD(39203, 5696) = 1, with coefficients 2699 and -18576 such that 1 = (2699)*39203 + (-18576)*5696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5697 \t 6 \t 5021 \t 1 \t 0\n", + "1 \t 5697 \t 5021 \t 1 \t 676 \t 0 \t 1\n", + "2 \t 5021 \t 676 \t 7 \t 289 \t 1 \t -6\n", + "3 \t 676 \t 289 \t 2 \t 98 \t -1 \t 7\n", + "4 \t 289 \t 98 \t 2 \t 93 \t 8 \t -55\n", + "5 \t 98 \t 93 \t 1 \t 5 \t -17 \t 117\n", + "6 \t 93 \t 5 \t 18 \t 3 \t 42 \t -289\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -59 \t 406\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1104 \t -7597\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1163 \t 8003\n", + "\t\t\t\t\t 2267 \t -15600\n", + "GCD(39203, 5697) = 1, with coefficients 2267 and -15600 such that 1 = (2267)*39203 + (-15600)*5697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5698 \t 6 \t 5015 \t 1 \t 0\n", + "1 \t 5698 \t 5015 \t 1 \t 683 \t 0 \t 1\n", + "2 \t 5015 \t 683 \t 7 \t 234 \t 1 \t -6\n", + "3 \t 683 \t 234 \t 2 \t 215 \t -1 \t 7\n", + "4 \t 234 \t 215 \t 1 \t 19 \t 8 \t -55\n", + "5 \t 215 \t 19 \t 11 \t 6 \t -17 \t 117\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 25 \t -172\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -292 \t 2009\n", + "\t\t\t\t\t 901 \t -6199\n", + "GCD(39203, 5698) = 1, with coefficients 901 and -6199 such that 1 = (901)*39203 + (-6199)*5698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5699 \t 6 \t 5009 \t 1 \t 0\n", + "1 \t 5699 \t 5009 \t 1 \t 690 \t 0 \t 1\n", + "2 \t 5009 \t 690 \t 7 \t 179 \t 1 \t -6\n", + "3 \t 690 \t 179 \t 3 \t 153 \t -1 \t 7\n", + "4 \t 179 \t 153 \t 1 \t 26 \t 8 \t -55\n", + "5 \t 153 \t 26 \t 5 \t 23 \t -25 \t 172\n", + "6 \t 26 \t 23 \t 1 \t 3 \t 33 \t -227\n", + "7 \t 23 \t 3 \t 7 \t 2 \t -190 \t 1307\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 223 \t -1534\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1751 \t 12045\n", + "\t\t\t\t\t 1974 \t -13579\n", + "GCD(39203, 5699) = 1, with coefficients 1974 and -13579 such that 1 = (1974)*39203 + (-13579)*5699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5700 \t 6 \t 5003 \t 1 \t 0\n", + "1 \t 5700 \t 5003 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 5003 \t 697 \t 7 \t 124 \t 1 \t -6\n", + "3 \t 697 \t 124 \t 5 \t 77 \t -1 \t 7\n", + "4 \t 124 \t 77 \t 1 \t 47 \t 8 \t -55\n", + "5 \t 77 \t 47 \t 1 \t 30 \t -41 \t 282\n", + "6 \t 47 \t 30 \t 1 \t 17 \t 49 \t -337\n", + "7 \t 30 \t 17 \t 1 \t 13 \t -90 \t 619\n", + "8 \t 17 \t 13 \t 1 \t 4 \t 139 \t -956\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -229 \t 1575\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 368 \t -2531\n", + "\t\t\t\t\t -1333 \t 9168\n", + "GCD(39203, 5700) = 1, with coefficients -1333 and 9168 such that 1 = (-1333)*39203 + (9168)*5700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5701 \t 6 \t 4997 \t 1 \t 0\n", + "1 \t 5701 \t 4997 \t 1 \t 704 \t 0 \t 1\n", + "2 \t 4997 \t 704 \t 7 \t 69 \t 1 \t -6\n", + "3 \t 704 \t 69 \t 10 \t 14 \t -1 \t 7\n", + "4 \t 69 \t 14 \t 4 \t 13 \t 8 \t -55\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -81 \t 557\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 332 \t -2283\n", + "\t\t\t\t\t -413 \t 2840\n", + "GCD(39203, 5701) = 1, with coefficients -413 and 2840 such that 1 = (-413)*39203 + (2840)*5701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5702 \t 6 \t 4991 \t 1 \t 0\n", + "1 \t 5702 \t 4991 \t 1 \t 711 \t 0 \t 1\n", + "2 \t 4991 \t 711 \t 7 \t 14 \t 1 \t -6\n", + "3 \t 711 \t 14 \t 50 \t 11 \t -1 \t 7\n", + "4 \t 14 \t 11 \t 1 \t 3 \t 8 \t -55\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -401 \t 2757\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 409 \t -2812\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1628 \t 11193\n", + "\t\t\t\t\t 2037 \t -14005\n", + "GCD(39203, 5702) = 1, with coefficients 2037 and -14005 such that 1 = (2037)*39203 + (-14005)*5702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5703 \t 6 \t 4985 \t 1 \t 0\n", + "1 \t 5703 \t 4985 \t 1 \t 718 \t 0 \t 1\n", + "2 \t 4985 \t 718 \t 6 \t 677 \t 1 \t -6\n", + "3 \t 718 \t 677 \t 1 \t 41 \t -1 \t 7\n", + "4 \t 677 \t 41 \t 16 \t 21 \t 7 \t -48\n", + "5 \t 41 \t 21 \t 1 \t 20 \t -8 \t 55\n", + "6 \t 21 \t 20 \t 1 \t 1 \t 135 \t -928\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -143 \t 983\n", + "\t\t\t\t\t 278 \t -1911\n", + "GCD(39203, 5703) = 1, with coefficients 278 and -1911 such that 1 = (278)*39203 + (-1911)*5703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5704 \t 6 \t 4979 \t 1 \t 0\n", + "1 \t 5704 \t 4979 \t 1 \t 725 \t 0 \t 1\n", + "2 \t 4979 \t 725 \t 6 \t 629 \t 1 \t -6\n", + "3 \t 725 \t 629 \t 1 \t 96 \t -1 \t 7\n", + "4 \t 629 \t 96 \t 6 \t 53 \t 7 \t -48\n", + "5 \t 96 \t 53 \t 1 \t 43 \t -8 \t 55\n", + "6 \t 53 \t 43 \t 1 \t 10 \t 55 \t -378\n", + "7 \t 43 \t 10 \t 4 \t 3 \t -63 \t 433\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 118 \t -811\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -535 \t 3677\n", + "\t\t\t\t\t 1723 \t -11842\n", + "GCD(39203, 5704) = 1, with coefficients 1723 and -11842 such that 1 = (1723)*39203 + (-11842)*5704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5705 \t 6 \t 4973 \t 1 \t 0\n", + "1 \t 5705 \t 4973 \t 1 \t 732 \t 0 \t 1\n", + "2 \t 4973 \t 732 \t 6 \t 581 \t 1 \t -6\n", + "3 \t 732 \t 581 \t 1 \t 151 \t -1 \t 7\n", + "4 \t 581 \t 151 \t 3 \t 128 \t 7 \t -48\n", + "5 \t 151 \t 128 \t 1 \t 23 \t -8 \t 55\n", + "6 \t 128 \t 23 \t 5 \t 13 \t 31 \t -213\n", + "7 \t 23 \t 13 \t 1 \t 10 \t -39 \t 268\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 226 \t -1553\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -265 \t 1821\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 491 \t -3374\n", + "\t\t\t\t\t -1738 \t 11943\n", + "GCD(39203, 5705) = 1, with coefficients -1738 and 11943 such that 1 = (-1738)*39203 + (11943)*5705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5706 \t 6 \t 4967 \t 1 \t 0\n", + "1 \t 5706 \t 4967 \t 1 \t 739 \t 0 \t 1\n", + "2 \t 4967 \t 739 \t 6 \t 533 \t 1 \t -6\n", + "3 \t 739 \t 533 \t 1 \t 206 \t -1 \t 7\n", + "4 \t 533 \t 206 \t 2 \t 121 \t 7 \t -48\n", + "5 \t 206 \t 121 \t 1 \t 85 \t -8 \t 55\n", + "6 \t 121 \t 85 \t 1 \t 36 \t 23 \t -158\n", + "7 \t 85 \t 36 \t 2 \t 13 \t -31 \t 213\n", + "8 \t 36 \t 13 \t 2 \t 10 \t 54 \t -371\n", + "9 \t 13 \t 10 \t 1 \t 3 \t -139 \t 955\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 332 \t -2281\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -471 \t 3236\n", + "\t\t\t\t\t 1745 \t -11989\n", + "GCD(39203, 5706) = 1, with coefficients 1745 and -11989 such that 1 = (1745)*39203 + (-11989)*5706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5707 \t 6 \t 4961 \t 1 \t 0\n", + "1 \t 5707 \t 4961 \t 1 \t 746 \t 0 \t 1\n", + "2 \t 4961 \t 746 \t 6 \t 485 \t 1 \t -6\n", + "3 \t 746 \t 485 \t 1 \t 261 \t -1 \t 7\n", + "4 \t 485 \t 261 \t 1 \t 224 \t 7 \t -48\n", + "5 \t 261 \t 224 \t 1 \t 37 \t -8 \t 55\n", + "6 \t 224 \t 37 \t 6 \t 2 \t 15 \t -103\n", + "7 \t 37 \t 2 \t 18 \t 1 \t -23 \t 158\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 153 \t -1051\n", + "\t\t\t\t\t -2777 \t 19076\n", + "GCD(39203, 5707) = 1, with coefficients -2777 and 19076 such that 1 = (-2777)*39203 + (19076)*5707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5708 \t 6 \t 4955 \t 1 \t 0\n", + "1 \t 5708 \t 4955 \t 1 \t 753 \t 0 \t 1\n", + "2 \t 4955 \t 753 \t 6 \t 437 \t 1 \t -6\n", + "3 \t 753 \t 437 \t 1 \t 316 \t -1 \t 7\n", + "4 \t 437 \t 316 \t 1 \t 121 \t 7 \t -48\n", + "5 \t 316 \t 121 \t 2 \t 74 \t -8 \t 55\n", + "6 \t 121 \t 74 \t 1 \t 47 \t 15 \t -103\n", + "7 \t 74 \t 47 \t 1 \t 27 \t -38 \t 261\n", + "8 \t 47 \t 27 \t 1 \t 20 \t 53 \t -364\n", + "9 \t 27 \t 20 \t 1 \t 7 \t -91 \t 625\n", + "10 \t 20 \t 7 \t 2 \t 6 \t 144 \t -989\n", + "11 \t 7 \t 6 \t 1 \t 1 \t -235 \t 1614\n", + "12 \t 6 \t 1 \t 6 \t 0 \t 614 \t -4217\n", + "\t\t\t\t\t -849 \t 5831\n", + "GCD(39203, 5708) = 1, with coefficients -849 and 5831 such that 1 = (-849)*39203 + (5831)*5708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5709 \t 6 \t 4949 \t 1 \t 0\n", + "1 \t 5709 \t 4949 \t 1 \t 760 \t 0 \t 1\n", + "2 \t 4949 \t 760 \t 6 \t 389 \t 1 \t -6\n", + "3 \t 760 \t 389 \t 1 \t 371 \t -1 \t 7\n", + "4 \t 389 \t 371 \t 1 \t 18 \t 7 \t -48\n", + "5 \t 371 \t 18 \t 20 \t 11 \t -8 \t 55\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 15 \t -103\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -308 \t 2115\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 323 \t -2218\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -631 \t 4333\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 954 \t -6551\n", + "\t\t\t\t\t -1585 \t 10884\n", + "GCD(39203, 5709) = 1, with coefficients -1585 and 10884 such that 1 = (-1585)*39203 + (10884)*5709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5710 \t 6 \t 4943 \t 1 \t 0\n", + "1 \t 5710 \t 4943 \t 1 \t 767 \t 0 \t 1\n", + "2 \t 4943 \t 767 \t 6 \t 341 \t 1 \t -6\n", + "3 \t 767 \t 341 \t 2 \t 85 \t -1 \t 7\n", + "4 \t 341 \t 85 \t 4 \t 1 \t 7 \t -48\n", + "5 \t 85 \t 1 \t 85 \t 0 \t -15 \t 103\n", + "\t\t\t\t\t 67 \t -460\n", + "GCD(39203, 5710) = 1, with coefficients 67 and -460 such that 1 = (67)*39203 + (-460)*5710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5711 \t 6 \t 4937 \t 1 \t 0\n", + "1 \t 5711 \t 4937 \t 1 \t 774 \t 0 \t 1\n", + "2 \t 4937 \t 774 \t 6 \t 293 \t 1 \t -6\n", + "3 \t 774 \t 293 \t 2 \t 188 \t -1 \t 7\n", + "4 \t 293 \t 188 \t 1 \t 105 \t 7 \t -48\n", + "5 \t 188 \t 105 \t 1 \t 83 \t -15 \t 103\n", + "6 \t 105 \t 83 \t 1 \t 22 \t 22 \t -151\n", + "7 \t 83 \t 22 \t 3 \t 17 \t -37 \t 254\n", + "8 \t 22 \t 17 \t 1 \t 5 \t 59 \t -405\n", + "9 \t 17 \t 5 \t 3 \t 2 \t -214 \t 1469\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 273 \t -1874\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1033 \t 7091\n", + "\t\t\t\t\t 2339 \t -16056\n", + "GCD(39203, 5711) = 1, with coefficients 2339 and -16056 such that 1 = (2339)*39203 + (-16056)*5711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5712 \t 6 \t 4931 \t 1 \t 0\n", + "1 \t 5712 \t 4931 \t 1 \t 781 \t 0 \t 1\n", + "2 \t 4931 \t 781 \t 6 \t 245 \t 1 \t -6\n", + "3 \t 781 \t 245 \t 3 \t 46 \t -1 \t 7\n", + "4 \t 245 \t 46 \t 5 \t 15 \t 7 \t -48\n", + "5 \t 46 \t 15 \t 3 \t 1 \t -22 \t 151\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 117 \t -803\n", + "\t\t\t\t\t -373 \t 2560\n", + "GCD(39203, 5712) = 1, with coefficients -373 and 2560 such that 1 = (-373)*39203 + (2560)*5712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5713 \t 6 \t 4925 \t 1 \t 0\n", + "1 \t 5713 \t 4925 \t 1 \t 788 \t 0 \t 1\n", + "2 \t 4925 \t 788 \t 6 \t 197 \t 1 \t -6\n", + "3 \t 788 \t 197 \t 4 \t 0 \t -1 \t 7\n", + "\t\t\t\t\t 7 \t -48\n", + "GCD(39203, 5713) = 197, with coefficients 7 and -48 such that 197 = (7)*39203 + (-48)*5713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5714 \t 6 \t 4919 \t 1 \t 0\n", + "1 \t 5714 \t 4919 \t 1 \t 795 \t 0 \t 1\n", + "2 \t 4919 \t 795 \t 6 \t 149 \t 1 \t -6\n", + "3 \t 795 \t 149 \t 5 \t 50 \t -1 \t 7\n", + "4 \t 149 \t 50 \t 2 \t 49 \t 7 \t -48\n", + "5 \t 50 \t 49 \t 1 \t 1 \t -36 \t 247\n", + "6 \t 49 \t 1 \t 49 \t 0 \t 79 \t -542\n", + "\t\t\t\t\t -115 \t 789\n", + "GCD(39203, 5714) = 1, with coefficients -115 and 789 such that 1 = (-115)*39203 + (789)*5714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5715 \t 6 \t 4913 \t 1 \t 0\n", + "1 \t 5715 \t 4913 \t 1 \t 802 \t 0 \t 1\n", + "2 \t 4913 \t 802 \t 6 \t 101 \t 1 \t -6\n", + "3 \t 802 \t 101 \t 7 \t 95 \t -1 \t 7\n", + "4 \t 101 \t 95 \t 1 \t 6 \t 7 \t -48\n", + "5 \t 95 \t 6 \t 15 \t 5 \t -50 \t 343\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 57 \t -391\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -905 \t 6208\n", + "\t\t\t\t\t 962 \t -6599\n", + "GCD(39203, 5715) = 1, with coefficients 962 and -6599 such that 1 = (962)*39203 + (-6599)*5715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5716 \t 6 \t 4907 \t 1 \t 0\n", + "1 \t 5716 \t 4907 \t 1 \t 809 \t 0 \t 1\n", + "2 \t 4907 \t 809 \t 6 \t 53 \t 1 \t -6\n", + "3 \t 809 \t 53 \t 15 \t 14 \t -1 \t 7\n", + "4 \t 53 \t 14 \t 3 \t 11 \t 7 \t -48\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -106 \t 727\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 325 \t -2229\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -431 \t 2956\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1618 \t -11097\n", + "\t\t\t\t\t -2049 \t 14053\n", + "GCD(39203, 5716) = 1, with coefficients -2049 and 14053 such that 1 = (-2049)*39203 + (14053)*5716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5717 \t 6 \t 4901 \t 1 \t 0\n", + "1 \t 5717 \t 4901 \t 1 \t 816 \t 0 \t 1\n", + "2 \t 4901 \t 816 \t 6 \t 5 \t 1 \t -6\n", + "3 \t 816 \t 5 \t 163 \t 1 \t -1 \t 7\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 7 \t -48\n", + "\t\t\t\t\t -1142 \t 7831\n", + "GCD(39203, 5717) = 1, with coefficients -1142 and 7831 such that 1 = (-1142)*39203 + (7831)*5717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5718 \t 6 \t 4895 \t 1 \t 0\n", + "1 \t 5718 \t 4895 \t 1 \t 823 \t 0 \t 1\n", + "2 \t 4895 \t 823 \t 5 \t 780 \t 1 \t -6\n", + "3 \t 823 \t 780 \t 1 \t 43 \t -1 \t 7\n", + "4 \t 780 \t 43 \t 18 \t 6 \t 6 \t -41\n", + "5 \t 43 \t 6 \t 7 \t 1 \t -7 \t 48\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 132 \t -905\n", + "\t\t\t\t\t -931 \t 6383\n", + "GCD(39203, 5718) = 1, with coefficients -931 and 6383 such that 1 = (-931)*39203 + (6383)*5718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5719 \t 6 \t 4889 \t 1 \t 0\n", + "1 \t 5719 \t 4889 \t 1 \t 830 \t 0 \t 1\n", + "2 \t 4889 \t 830 \t 5 \t 739 \t 1 \t -6\n", + "3 \t 830 \t 739 \t 1 \t 91 \t -1 \t 7\n", + "4 \t 739 \t 91 \t 8 \t 11 \t 6 \t -41\n", + "5 \t 91 \t 11 \t 8 \t 3 \t -7 \t 48\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 62 \t -425\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -503 \t 3448\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1571 \t -10769\n", + "\t\t\t\t\t -2074 \t 14217\n", + "GCD(39203, 5719) = 1, with coefficients -2074 and 14217 such that 1 = (-2074)*39203 + (14217)*5719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5720 \t 6 \t 4883 \t 1 \t 0\n", + "1 \t 5720 \t 4883 \t 1 \t 837 \t 0 \t 1\n", + "2 \t 4883 \t 837 \t 5 \t 698 \t 1 \t -6\n", + "3 \t 837 \t 698 \t 1 \t 139 \t -1 \t 7\n", + "4 \t 698 \t 139 \t 5 \t 3 \t 6 \t -41\n", + "5 \t 139 \t 3 \t 46 \t 1 \t -7 \t 48\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 41 \t -281\n", + "\t\t\t\t\t -1893 \t 12974\n", + "GCD(39203, 5720) = 1, with coefficients -1893 and 12974 such that 1 = (-1893)*39203 + (12974)*5720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5721 \t 6 \t 4877 \t 1 \t 0\n", + "1 \t 5721 \t 4877 \t 1 \t 844 \t 0 \t 1\n", + "2 \t 4877 \t 844 \t 5 \t 657 \t 1 \t -6\n", + "3 \t 844 \t 657 \t 1 \t 187 \t -1 \t 7\n", + "4 \t 657 \t 187 \t 3 \t 96 \t 6 \t -41\n", + "5 \t 187 \t 96 \t 1 \t 91 \t -7 \t 48\n", + "6 \t 96 \t 91 \t 1 \t 5 \t 27 \t -185\n", + "7 \t 91 \t 5 \t 18 \t 1 \t -34 \t 233\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 61 \t -418\n", + "\t\t\t\t\t -1132 \t 7757\n", + "GCD(39203, 5721) = 1, with coefficients -1132 and 7757 such that 1 = (-1132)*39203 + (7757)*5721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5722 \t 6 \t 4871 \t 1 \t 0\n", + "1 \t 5722 \t 4871 \t 1 \t 851 \t 0 \t 1\n", + "2 \t 4871 \t 851 \t 5 \t 616 \t 1 \t -6\n", + "3 \t 851 \t 616 \t 1 \t 235 \t -1 \t 7\n", + "4 \t 616 \t 235 \t 2 \t 146 \t 6 \t -41\n", + "5 \t 235 \t 146 \t 1 \t 89 \t -7 \t 48\n", + "6 \t 146 \t 89 \t 1 \t 57 \t 20 \t -137\n", + "7 \t 89 \t 57 \t 1 \t 32 \t -27 \t 185\n", + "8 \t 57 \t 32 \t 1 \t 25 \t 47 \t -322\n", + "9 \t 32 \t 25 \t 1 \t 7 \t -74 \t 507\n", + "10 \t 25 \t 7 \t 3 \t 4 \t 121 \t -829\n", + "11 \t 7 \t 4 \t 1 \t 3 \t -195 \t 1336\n", + "12 \t 4 \t 3 \t 1 \t 1 \t 706 \t -4837\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -901 \t 6173\n", + "\t\t\t\t\t 1607 \t -11010\n", + "GCD(39203, 5722) = 1, with coefficients 1607 and -11010 such that 1 = (1607)*39203 + (-11010)*5722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5723 \t 6 \t 4865 \t 1 \t 0\n", + "1 \t 5723 \t 4865 \t 1 \t 858 \t 0 \t 1\n", + "2 \t 4865 \t 858 \t 5 \t 575 \t 1 \t -6\n", + "3 \t 858 \t 575 \t 1 \t 283 \t -1 \t 7\n", + "4 \t 575 \t 283 \t 2 \t 9 \t 6 \t -41\n", + "5 \t 283 \t 9 \t 31 \t 4 \t -7 \t 48\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 20 \t -137\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -627 \t 4295\n", + "\t\t\t\t\t 1274 \t -8727\n", + "GCD(39203, 5723) = 1, with coefficients 1274 and -8727 such that 1 = (1274)*39203 + (-8727)*5723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5724 \t 6 \t 4859 \t 1 \t 0\n", + "1 \t 5724 \t 4859 \t 1 \t 865 \t 0 \t 1\n", + "2 \t 4859 \t 865 \t 5 \t 534 \t 1 \t -6\n", + "3 \t 865 \t 534 \t 1 \t 331 \t -1 \t 7\n", + "4 \t 534 \t 331 \t 1 \t 203 \t 6 \t -41\n", + "5 \t 331 \t 203 \t 1 \t 128 \t -7 \t 48\n", + "6 \t 203 \t 128 \t 1 \t 75 \t 13 \t -89\n", + "7 \t 128 \t 75 \t 1 \t 53 \t -20 \t 137\n", + "8 \t 75 \t 53 \t 1 \t 22 \t 33 \t -226\n", + "9 \t 53 \t 22 \t 2 \t 9 \t -53 \t 363\n", + "10 \t 22 \t 9 \t 2 \t 4 \t 86 \t -589\n", + "11 \t 9 \t 4 \t 2 \t 1 \t -225 \t 1541\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 536 \t -3671\n", + "\t\t\t\t\t -1297 \t 8883\n", + "GCD(39203, 5724) = 1, with coefficients -1297 and 8883 such that 1 = (-1297)*39203 + (8883)*5724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5725 \t 6 \t 4853 \t 1 \t 0\n", + "1 \t 5725 \t 4853 \t 1 \t 872 \t 0 \t 1\n", + "2 \t 4853 \t 872 \t 5 \t 493 \t 1 \t -6\n", + "3 \t 872 \t 493 \t 1 \t 379 \t -1 \t 7\n", + "4 \t 493 \t 379 \t 1 \t 114 \t 6 \t -41\n", + "5 \t 379 \t 114 \t 3 \t 37 \t -7 \t 48\n", + "6 \t 114 \t 37 \t 3 \t 3 \t 13 \t -89\n", + "7 \t 37 \t 3 \t 12 \t 1 \t -46 \t 315\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 151 \t -1034\n", + "\t\t\t\t\t -1858 \t 12723\n", + "GCD(39203, 5725) = 1, with coefficients -1858 and 12723 such that 1 = (-1858)*39203 + (12723)*5725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5726 \t 6 \t 4847 \t 1 \t 0\n", + "1 \t 5726 \t 4847 \t 1 \t 879 \t 0 \t 1\n", + "2 \t 4847 \t 879 \t 5 \t 452 \t 1 \t -6\n", + "3 \t 879 \t 452 \t 1 \t 427 \t -1 \t 7\n", + "4 \t 452 \t 427 \t 1 \t 25 \t 6 \t -41\n", + "5 \t 427 \t 25 \t 17 \t 2 \t -7 \t 48\n", + "6 \t 25 \t 2 \t 12 \t 1 \t 13 \t -89\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -228 \t 1561\n", + "\t\t\t\t\t 2749 \t -18821\n", + "GCD(39203, 5726) = 1, with coefficients 2749 and -18821 such that 1 = (2749)*39203 + (-18821)*5726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5727 \t 6 \t 4841 \t 1 \t 0\n", + "1 \t 5727 \t 4841 \t 1 \t 886 \t 0 \t 1\n", + "2 \t 4841 \t 886 \t 5 \t 411 \t 1 \t -6\n", + "3 \t 886 \t 411 \t 2 \t 64 \t -1 \t 7\n", + "4 \t 411 \t 64 \t 6 \t 27 \t 6 \t -41\n", + "5 \t 64 \t 27 \t 2 \t 10 \t -13 \t 89\n", + "6 \t 27 \t 10 \t 2 \t 7 \t 84 \t -575\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -181 \t 1239\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 446 \t -3053\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -627 \t 4292\n", + "\t\t\t\t\t 1700 \t -11637\n", + "GCD(39203, 5727) = 1, with coefficients 1700 and -11637 such that 1 = (1700)*39203 + (-11637)*5727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5728 \t 6 \t 4835 \t 1 \t 0\n", + "1 \t 5728 \t 4835 \t 1 \t 893 \t 0 \t 1\n", + "2 \t 4835 \t 893 \t 5 \t 370 \t 1 \t -6\n", + "3 \t 893 \t 370 \t 2 \t 153 \t -1 \t 7\n", + "4 \t 370 \t 153 \t 2 \t 64 \t 6 \t -41\n", + "5 \t 153 \t 64 \t 2 \t 25 \t -13 \t 89\n", + "6 \t 64 \t 25 \t 2 \t 14 \t 32 \t -219\n", + "7 \t 25 \t 14 \t 1 \t 11 \t -77 \t 527\n", + "8 \t 14 \t 11 \t 1 \t 3 \t 186 \t -1273\n", + "9 \t 11 \t 3 \t 3 \t 2 \t -263 \t 1800\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 449 \t -3073\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1610 \t 11019\n", + "\t\t\t\t\t 2059 \t -14092\n", + "GCD(39203, 5728) = 1, with coefficients 2059 and -14092 such that 1 = (2059)*39203 + (-14092)*5728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5729 \t 6 \t 4829 \t 1 \t 0\n", + "1 \t 5729 \t 4829 \t 1 \t 900 \t 0 \t 1\n", + "2 \t 4829 \t 900 \t 5 \t 329 \t 1 \t -6\n", + "3 \t 900 \t 329 \t 2 \t 242 \t -1 \t 7\n", + "4 \t 329 \t 242 \t 1 \t 87 \t 6 \t -41\n", + "5 \t 242 \t 87 \t 2 \t 68 \t -13 \t 89\n", + "6 \t 87 \t 68 \t 1 \t 19 \t 19 \t -130\n", + "7 \t 68 \t 19 \t 3 \t 11 \t -51 \t 349\n", + "8 \t 19 \t 11 \t 1 \t 8 \t 70 \t -479\n", + "9 \t 11 \t 8 \t 1 \t 3 \t -261 \t 1786\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 331 \t -2265\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -592 \t 4051\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1515 \t -10367\n", + "\t\t\t\t\t -2107 \t 14418\n", + "GCD(39203, 5729) = 1, with coefficients -2107 and 14418 such that 1 = (-2107)*39203 + (14418)*5729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5730 \t 6 \t 4823 \t 1 \t 0\n", + "1 \t 5730 \t 4823 \t 1 \t 907 \t 0 \t 1\n", + "2 \t 4823 \t 907 \t 5 \t 288 \t 1 \t -6\n", + "3 \t 907 \t 288 \t 3 \t 43 \t -1 \t 7\n", + "4 \t 288 \t 43 \t 6 \t 30 \t 6 \t -41\n", + "5 \t 43 \t 30 \t 1 \t 13 \t -19 \t 130\n", + "6 \t 30 \t 13 \t 2 \t 4 \t 120 \t -821\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -139 \t 951\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 398 \t -2723\n", + "\t\t\t\t\t -1333 \t 9120\n", + "GCD(39203, 5730) = 1, with coefficients -1333 and 9120 such that 1 = (-1333)*39203 + (9120)*5730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5731 \t 6 \t 4817 \t 1 \t 0\n", + "1 \t 5731 \t 4817 \t 1 \t 914 \t 0 \t 1\n", + "2 \t 4817 \t 914 \t 5 \t 247 \t 1 \t -6\n", + "3 \t 914 \t 247 \t 3 \t 173 \t -1 \t 7\n", + "4 \t 247 \t 173 \t 1 \t 74 \t 6 \t -41\n", + "5 \t 173 \t 74 \t 2 \t 25 \t -19 \t 130\n", + "6 \t 74 \t 25 \t 2 \t 24 \t 25 \t -171\n", + "7 \t 25 \t 24 \t 1 \t 1 \t -69 \t 472\n", + "8 \t 24 \t 1 \t 24 \t 0 \t 163 \t -1115\n", + "\t\t\t\t\t -232 \t 1587\n", + "GCD(39203, 5731) = 1, with coefficients -232 and 1587 such that 1 = (-232)*39203 + (1587)*5731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5732 \t 6 \t 4811 \t 1 \t 0\n", + "1 \t 5732 \t 4811 \t 1 \t 921 \t 0 \t 1\n", + "2 \t 4811 \t 921 \t 5 \t 206 \t 1 \t -6\n", + "3 \t 921 \t 206 \t 4 \t 97 \t -1 \t 7\n", + "4 \t 206 \t 97 \t 2 \t 12 \t 6 \t -41\n", + "5 \t 97 \t 12 \t 8 \t 1 \t -25 \t 171\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 56 \t -383\n", + "\t\t\t\t\t -473 \t 3235\n", + "GCD(39203, 5732) = 1, with coefficients -473 and 3235 such that 1 = (-473)*39203 + (3235)*5732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5733 \t 6 \t 4805 \t 1 \t 0\n", + "1 \t 5733 \t 4805 \t 1 \t 928 \t 0 \t 1\n", + "2 \t 4805 \t 928 \t 5 \t 165 \t 1 \t -6\n", + "3 \t 928 \t 165 \t 5 \t 103 \t -1 \t 7\n", + "4 \t 165 \t 103 \t 1 \t 62 \t 6 \t -41\n", + "5 \t 103 \t 62 \t 1 \t 41 \t -31 \t 212\n", + "6 \t 62 \t 41 \t 1 \t 21 \t 37 \t -253\n", + "7 \t 41 \t 21 \t 1 \t 20 \t -68 \t 465\n", + "8 \t 21 \t 20 \t 1 \t 1 \t 105 \t -718\n", + "9 \t 20 \t 1 \t 20 \t 0 \t -173 \t 1183\n", + "\t\t\t\t\t 278 \t -1901\n", + "GCD(39203, 5733) = 1, with coefficients 278 and -1901 such that 1 = (278)*39203 + (-1901)*5733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5734 \t 6 \t 4799 \t 1 \t 0\n", + "1 \t 5734 \t 4799 \t 1 \t 935 \t 0 \t 1\n", + "2 \t 4799 \t 935 \t 5 \t 124 \t 1 \t -6\n", + "3 \t 935 \t 124 \t 7 \t 67 \t -1 \t 7\n", + "4 \t 124 \t 67 \t 1 \t 57 \t 6 \t -41\n", + "5 \t 67 \t 57 \t 1 \t 10 \t -43 \t 294\n", + "6 \t 57 \t 10 \t 5 \t 7 \t 49 \t -335\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -92 \t 629\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 509 \t -3480\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -601 \t 4109\n", + "\t\t\t\t\t 1711 \t -11698\n", + "GCD(39203, 5734) = 1, with coefficients 1711 and -11698 such that 1 = (1711)*39203 + (-11698)*5734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5735 \t 6 \t 4793 \t 1 \t 0\n", + "1 \t 5735 \t 4793 \t 1 \t 942 \t 0 \t 1\n", + "2 \t 4793 \t 942 \t 5 \t 83 \t 1 \t -6\n", + "3 \t 942 \t 83 \t 11 \t 29 \t -1 \t 7\n", + "4 \t 83 \t 29 \t 2 \t 25 \t 6 \t -41\n", + "5 \t 29 \t 25 \t 1 \t 4 \t -67 \t 458\n", + "6 \t 25 \t 4 \t 6 \t 1 \t 140 \t -957\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -207 \t 1415\n", + "\t\t\t\t\t 1382 \t -9447\n", + "GCD(39203, 5735) = 1, with coefficients 1382 and -9447 such that 1 = (1382)*39203 + (-9447)*5735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5736 \t 6 \t 4787 \t 1 \t 0\n", + "1 \t 5736 \t 4787 \t 1 \t 949 \t 0 \t 1\n", + "2 \t 4787 \t 949 \t 5 \t 42 \t 1 \t -6\n", + "3 \t 949 \t 42 \t 22 \t 25 \t -1 \t 7\n", + "4 \t 42 \t 25 \t 1 \t 17 \t 6 \t -41\n", + "5 \t 25 \t 17 \t 1 \t 8 \t -133 \t 909\n", + "6 \t 17 \t 8 \t 2 \t 1 \t 139 \t -950\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -272 \t 1859\n", + "\t\t\t\t\t 683 \t -4668\n", + "GCD(39203, 5736) = 1, with coefficients 683 and -4668 such that 1 = (683)*39203 + (-4668)*5736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5737 \t 6 \t 4781 \t 1 \t 0\n", + "1 \t 5737 \t 4781 \t 1 \t 956 \t 0 \t 1\n", + "2 \t 4781 \t 956 \t 5 \t 1 \t 1 \t -6\n", + "3 \t 956 \t 1 \t 956 \t 0 \t -1 \t 7\n", + "\t\t\t\t\t 6 \t -41\n", + "GCD(39203, 5737) = 1, with coefficients 6 and -41 such that 1 = (6)*39203 + (-41)*5737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5738 \t 6 \t 4775 \t 1 \t 0\n", + "1 \t 5738 \t 4775 \t 1 \t 963 \t 0 \t 1\n", + "2 \t 4775 \t 963 \t 4 \t 923 \t 1 \t -6\n", + "3 \t 963 \t 923 \t 1 \t 40 \t -1 \t 7\n", + "4 \t 923 \t 40 \t 23 \t 3 \t 5 \t -34\n", + "5 \t 40 \t 3 \t 13 \t 1 \t -6 \t 41\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 143 \t -977\n", + "\t\t\t\t\t -1865 \t 12742\n", + "GCD(39203, 5738) = 1, with coefficients -1865 and 12742 such that 1 = (-1865)*39203 + (12742)*5738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5739 \t 6 \t 4769 \t 1 \t 0\n", + "1 \t 5739 \t 4769 \t 1 \t 970 \t 0 \t 1\n", + "2 \t 4769 \t 970 \t 4 \t 889 \t 1 \t -6\n", + "3 \t 970 \t 889 \t 1 \t 81 \t -1 \t 7\n", + "4 \t 889 \t 81 \t 10 \t 79 \t 5 \t -34\n", + "5 \t 81 \t 79 \t 1 \t 2 \t -6 \t 41\n", + "6 \t 79 \t 2 \t 39 \t 1 \t 65 \t -444\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -71 \t 485\n", + "\t\t\t\t\t 2834 \t -19359\n", + "GCD(39203, 5739) = 1, with coefficients 2834 and -19359 such that 1 = (2834)*39203 + (-19359)*5739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5740 \t 6 \t 4763 \t 1 \t 0\n", + "1 \t 5740 \t 4763 \t 1 \t 977 \t 0 \t 1\n", + "2 \t 4763 \t 977 \t 4 \t 855 \t 1 \t -6\n", + "3 \t 977 \t 855 \t 1 \t 122 \t -1 \t 7\n", + "4 \t 855 \t 122 \t 7 \t 1 \t 5 \t -34\n", + "5 \t 122 \t 1 \t 122 \t 0 \t -6 \t 41\n", + "\t\t\t\t\t 47 \t -321\n", + "GCD(39203, 5740) = 1, with coefficients 47 and -321 such that 1 = (47)*39203 + (-321)*5740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5741 \t 6 \t 4757 \t 1 \t 0\n", + "1 \t 5741 \t 4757 \t 1 \t 984 \t 0 \t 1\n", + "2 \t 4757 \t 984 \t 4 \t 821 \t 1 \t -6\n", + "3 \t 984 \t 821 \t 1 \t 163 \t -1 \t 7\n", + "4 \t 821 \t 163 \t 5 \t 6 \t 5 \t -34\n", + "5 \t 163 \t 6 \t 27 \t 1 \t -6 \t 41\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 35 \t -239\n", + "\t\t\t\t\t -951 \t 6494\n", + "GCD(39203, 5741) = 1, with coefficients -951 and 6494 such that 1 = (-951)*39203 + (6494)*5741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5742 \t 6 \t 4751 \t 1 \t 0\n", + "1 \t 5742 \t 4751 \t 1 \t 991 \t 0 \t 1\n", + "2 \t 4751 \t 991 \t 4 \t 787 \t 1 \t -6\n", + "3 \t 991 \t 787 \t 1 \t 204 \t -1 \t 7\n", + "4 \t 787 \t 204 \t 3 \t 175 \t 5 \t -34\n", + "5 \t 204 \t 175 \t 1 \t 29 \t -6 \t 41\n", + "6 \t 175 \t 29 \t 6 \t 1 \t 23 \t -157\n", + "7 \t 29 \t 1 \t 29 \t 0 \t -29 \t 198\n", + "\t\t\t\t\t 197 \t -1345\n", + "GCD(39203, 5742) = 1, with coefficients 197 and -1345 such that 1 = (197)*39203 + (-1345)*5742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5743 \t 6 \t 4745 \t 1 \t 0\n", + "1 \t 5743 \t 4745 \t 1 \t 998 \t 0 \t 1\n", + "2 \t 4745 \t 998 \t 4 \t 753 \t 1 \t -6\n", + "3 \t 998 \t 753 \t 1 \t 245 \t -1 \t 7\n", + "4 \t 753 \t 245 \t 3 \t 18 \t 5 \t -34\n", + "5 \t 245 \t 18 \t 13 \t 11 \t -6 \t 41\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 23 \t -157\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -305 \t 2082\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 328 \t -2239\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -633 \t 4321\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 961 \t -6560\n", + "\t\t\t\t\t -1594 \t 10881\n", + "GCD(39203, 5743) = 1, with coefficients -1594 and 10881 such that 1 = (-1594)*39203 + (10881)*5743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5744 \t 6 \t 4739 \t 1 \t 0\n", + "1 \t 5744 \t 4739 \t 1 \t 1005 \t 0 \t 1\n", + "2 \t 4739 \t 1005 \t 4 \t 719 \t 1 \t -6\n", + "3 \t 1005 \t 719 \t 1 \t 286 \t -1 \t 7\n", + "4 \t 719 \t 286 \t 2 \t 147 \t 5 \t -34\n", + "5 \t 286 \t 147 \t 1 \t 139 \t -6 \t 41\n", + "6 \t 147 \t 139 \t 1 \t 8 \t 17 \t -116\n", + "7 \t 139 \t 8 \t 17 \t 3 \t -23 \t 157\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 40 \t -273\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -703 \t 4798\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1446 \t -9869\n", + "\t\t\t\t\t -2149 \t 14667\n", + "GCD(39203, 5744) = 1, with coefficients -2149 and 14667 such that 1 = (-2149)*39203 + (14667)*5744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5745 \t 6 \t 4733 \t 1 \t 0\n", + "1 \t 5745 \t 4733 \t 1 \t 1012 \t 0 \t 1\n", + "2 \t 4733 \t 1012 \t 4 \t 685 \t 1 \t -6\n", + "3 \t 1012 \t 685 \t 1 \t 327 \t -1 \t 7\n", + "4 \t 685 \t 327 \t 2 \t 31 \t 5 \t -34\n", + "5 \t 327 \t 31 \t 10 \t 17 \t -6 \t 41\n", + "6 \t 31 \t 17 \t 1 \t 14 \t 17 \t -116\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -176 \t 1201\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 193 \t -1317\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -369 \t 2518\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1669 \t -11389\n", + "\t\t\t\t\t -2038 \t 13907\n", + "GCD(39203, 5745) = 1, with coefficients -2038 and 13907 such that 1 = (-2038)*39203 + (13907)*5745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5746 \t 6 \t 4727 \t 1 \t 0\n", + "1 \t 5746 \t 4727 \t 1 \t 1019 \t 0 \t 1\n", + "2 \t 4727 \t 1019 \t 4 \t 651 \t 1 \t -6\n", + "3 \t 1019 \t 651 \t 1 \t 368 \t -1 \t 7\n", + "4 \t 651 \t 368 \t 1 \t 283 \t 5 \t -34\n", + "5 \t 368 \t 283 \t 1 \t 85 \t -6 \t 41\n", + "6 \t 283 \t 85 \t 3 \t 28 \t 11 \t -75\n", + "7 \t 85 \t 28 \t 3 \t 1 \t -17 \t 116\n", + "8 \t 28 \t 1 \t 28 \t 0 \t 62 \t -423\n", + "\t\t\t\t\t -203 \t 1385\n", + "GCD(39203, 5746) = 1, with coefficients -203 and 1385 such that 1 = (-203)*39203 + (1385)*5746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5747 \t 6 \t 4721 \t 1 \t 0\n", + "1 \t 5747 \t 4721 \t 1 \t 1026 \t 0 \t 1\n", + "2 \t 4721 \t 1026 \t 4 \t 617 \t 1 \t -6\n", + "3 \t 1026 \t 617 \t 1 \t 409 \t -1 \t 7\n", + "4 \t 617 \t 409 \t 1 \t 208 \t 5 \t -34\n", + "5 \t 409 \t 208 \t 1 \t 201 \t -6 \t 41\n", + "6 \t 208 \t 201 \t 1 \t 7 \t 11 \t -75\n", + "7 \t 201 \t 7 \t 28 \t 5 \t -17 \t 116\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 28 \t -191\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -801 \t 5464\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 829 \t -5655\n", + "\t\t\t\t\t -2459 \t 16774\n", + "GCD(39203, 5747) = 1, with coefficients -2459 and 16774 such that 1 = (-2459)*39203 + (16774)*5747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5748 \t 6 \t 4715 \t 1 \t 0\n", + "1 \t 5748 \t 4715 \t 1 \t 1033 \t 0 \t 1\n", + "2 \t 4715 \t 1033 \t 4 \t 583 \t 1 \t -6\n", + "3 \t 1033 \t 583 \t 1 \t 450 \t -1 \t 7\n", + "4 \t 583 \t 450 \t 1 \t 133 \t 5 \t -34\n", + "5 \t 450 \t 133 \t 3 \t 51 \t -6 \t 41\n", + "6 \t 133 \t 51 \t 2 \t 31 \t 11 \t -75\n", + "7 \t 51 \t 31 \t 1 \t 20 \t -39 \t 266\n", + "8 \t 31 \t 20 \t 1 \t 11 \t 89 \t -607\n", + "9 \t 20 \t 11 \t 1 \t 9 \t -128 \t 873\n", + "10 \t 11 \t 9 \t 1 \t 2 \t 217 \t -1480\n", + "11 \t 9 \t 2 \t 4 \t 1 \t -345 \t 2353\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 562 \t -3833\n", + "\t\t\t\t\t -2593 \t 17685\n", + "GCD(39203, 5748) = 1, with coefficients -2593 and 17685 such that 1 = (-2593)*39203 + (17685)*5748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5749 \t 6 \t 4709 \t 1 \t 0\n", + "1 \t 5749 \t 4709 \t 1 \t 1040 \t 0 \t 1\n", + "2 \t 4709 \t 1040 \t 4 \t 549 \t 1 \t -6\n", + "3 \t 1040 \t 549 \t 1 \t 491 \t -1 \t 7\n", + "4 \t 549 \t 491 \t 1 \t 58 \t 5 \t -34\n", + "5 \t 491 \t 58 \t 8 \t 27 \t -6 \t 41\n", + "6 \t 58 \t 27 \t 2 \t 4 \t 11 \t -75\n", + "7 \t 27 \t 4 \t 6 \t 3 \t -94 \t 641\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 199 \t -1357\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1288 \t 8783\n", + "\t\t\t\t\t 1487 \t -10140\n", + "GCD(39203, 5749) = 1, with coefficients 1487 and -10140 such that 1 = (1487)*39203 + (-10140)*5749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5750 \t 6 \t 4703 \t 1 \t 0\n", + "1 \t 5750 \t 4703 \t 1 \t 1047 \t 0 \t 1\n", + "2 \t 4703 \t 1047 \t 4 \t 515 \t 1 \t -6\n", + "3 \t 1047 \t 515 \t 2 \t 17 \t -1 \t 7\n", + "4 \t 515 \t 17 \t 30 \t 5 \t 5 \t -34\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -11 \t 75\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 335 \t -2284\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1016 \t 6927\n", + "\t\t\t\t\t 2367 \t -16138\n", + "GCD(39203, 5750) = 1, with coefficients 2367 and -16138 such that 1 = (2367)*39203 + (-16138)*5750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5751 \t 6 \t 4697 \t 1 \t 0\n", + "1 \t 5751 \t 4697 \t 1 \t 1054 \t 0 \t 1\n", + "2 \t 4697 \t 1054 \t 4 \t 481 \t 1 \t -6\n", + "3 \t 1054 \t 481 \t 2 \t 92 \t -1 \t 7\n", + "4 \t 481 \t 92 \t 5 \t 21 \t 5 \t -34\n", + "5 \t 92 \t 21 \t 4 \t 8 \t -11 \t 75\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 60 \t -409\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -251 \t 1711\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 562 \t -3831\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -813 \t 5542\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1375 \t -9373\n", + "\t\t\t\t\t -2188 \t 14915\n", + "GCD(39203, 5751) = 1, with coefficients -2188 and 14915 such that 1 = (-2188)*39203 + (14915)*5751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5752 \t 6 \t 4691 \t 1 \t 0\n", + "1 \t 5752 \t 4691 \t 1 \t 1061 \t 0 \t 1\n", + "2 \t 4691 \t 1061 \t 4 \t 447 \t 1 \t -6\n", + "3 \t 1061 \t 447 \t 2 \t 167 \t -1 \t 7\n", + "4 \t 447 \t 167 \t 2 \t 113 \t 5 \t -34\n", + "5 \t 167 \t 113 \t 1 \t 54 \t -11 \t 75\n", + "6 \t 113 \t 54 \t 2 \t 5 \t 27 \t -184\n", + "7 \t 54 \t 5 \t 10 \t 4 \t -38 \t 259\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 103 \t -702\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1068 \t 7279\n", + "\t\t\t\t\t 1171 \t -7981\n", + "GCD(39203, 5752) = 1, with coefficients 1171 and -7981 such that 1 = (1171)*39203 + (-7981)*5752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5753 \t 6 \t 4685 \t 1 \t 0\n", + "1 \t 5753 \t 4685 \t 1 \t 1068 \t 0 \t 1\n", + "2 \t 4685 \t 1068 \t 4 \t 413 \t 1 \t -6\n", + "3 \t 1068 \t 413 \t 2 \t 242 \t -1 \t 7\n", + "4 \t 413 \t 242 \t 1 \t 171 \t 5 \t -34\n", + "5 \t 242 \t 171 \t 1 \t 71 \t -11 \t 75\n", + "6 \t 171 \t 71 \t 2 \t 29 \t 16 \t -109\n", + "7 \t 71 \t 29 \t 2 \t 13 \t -27 \t 184\n", + "8 \t 29 \t 13 \t 2 \t 3 \t 70 \t -477\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -167 \t 1138\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 404 \t -2753\n", + "\t\t\t\t\t -1783 \t 12150\n", + "GCD(39203, 5753) = 1, with coefficients -1783 and 12150 such that 1 = (-1783)*39203 + (12150)*5753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5754 \t 6 \t 4679 \t 1 \t 0\n", + "1 \t 5754 \t 4679 \t 1 \t 1075 \t 0 \t 1\n", + "2 \t 4679 \t 1075 \t 4 \t 379 \t 1 \t -6\n", + "3 \t 1075 \t 379 \t 2 \t 317 \t -1 \t 7\n", + "4 \t 379 \t 317 \t 1 \t 62 \t 5 \t -34\n", + "5 \t 317 \t 62 \t 5 \t 7 \t -11 \t 75\n", + "6 \t 62 \t 7 \t 8 \t 6 \t 16 \t -109\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -91 \t 620\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 744 \t -5069\n", + "\t\t\t\t\t -835 \t 5689\n", + "GCD(39203, 5754) = 1, with coefficients -835 and 5689 such that 1 = (-835)*39203 + (5689)*5754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5755 \t 6 \t 4673 \t 1 \t 0\n", + "1 \t 5755 \t 4673 \t 1 \t 1082 \t 0 \t 1\n", + "2 \t 4673 \t 1082 \t 4 \t 345 \t 1 \t -6\n", + "3 \t 1082 \t 345 \t 3 \t 47 \t -1 \t 7\n", + "4 \t 345 \t 47 \t 7 \t 16 \t 5 \t -34\n", + "5 \t 47 \t 16 \t 2 \t 15 \t -16 \t 109\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 117 \t -797\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -250 \t 1703\n", + "\t\t\t\t\t 367 \t -2500\n", + "GCD(39203, 5755) = 1, with coefficients 367 and -2500 such that 1 = (367)*39203 + (-2500)*5755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5756 \t 6 \t 4667 \t 1 \t 0\n", + "1 \t 5756 \t 4667 \t 1 \t 1089 \t 0 \t 1\n", + "2 \t 4667 \t 1089 \t 4 \t 311 \t 1 \t -6\n", + "3 \t 1089 \t 311 \t 3 \t 156 \t -1 \t 7\n", + "4 \t 311 \t 156 \t 1 \t 155 \t 5 \t -34\n", + "5 \t 156 \t 155 \t 1 \t 1 \t -16 \t 109\n", + "6 \t 155 \t 1 \t 155 \t 0 \t 21 \t -143\n", + "\t\t\t\t\t -37 \t 252\n", + "GCD(39203, 5756) = 1, with coefficients -37 and 252 such that 1 = (-37)*39203 + (252)*5756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5757 \t 6 \t 4661 \t 1 \t 0\n", + "1 \t 5757 \t 4661 \t 1 \t 1096 \t 0 \t 1\n", + "2 \t 4661 \t 1096 \t 4 \t 277 \t 1 \t -6\n", + "3 \t 1096 \t 277 \t 3 \t 265 \t -1 \t 7\n", + "4 \t 277 \t 265 \t 1 \t 12 \t 5 \t -34\n", + "5 \t 265 \t 12 \t 22 \t 1 \t -16 \t 109\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 21 \t -143\n", + "\t\t\t\t\t -478 \t 3255\n", + "GCD(39203, 5757) = 1, with coefficients -478 and 3255 such that 1 = (-478)*39203 + (3255)*5757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5758 \t 6 \t 4655 \t 1 \t 0\n", + "1 \t 5758 \t 4655 \t 1 \t 1103 \t 0 \t 1\n", + "2 \t 4655 \t 1103 \t 4 \t 243 \t 1 \t -6\n", + "3 \t 1103 \t 243 \t 4 \t 131 \t -1 \t 7\n", + "4 \t 243 \t 131 \t 1 \t 112 \t 5 \t -34\n", + "5 \t 131 \t 112 \t 1 \t 19 \t -21 \t 143\n", + "6 \t 112 \t 19 \t 5 \t 17 \t 26 \t -177\n", + "7 \t 19 \t 17 \t 1 \t 2 \t -47 \t 320\n", + "8 \t 17 \t 2 \t 8 \t 1 \t 261 \t -1777\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -308 \t 2097\n", + "\t\t\t\t\t 2725 \t -18553\n", + "GCD(39203, 5758) = 1, with coefficients 2725 and -18553 such that 1 = (2725)*39203 + (-18553)*5758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5759 \t 6 \t 4649 \t 1 \t 0\n", + "1 \t 5759 \t 4649 \t 1 \t 1110 \t 0 \t 1\n", + "2 \t 4649 \t 1110 \t 4 \t 209 \t 1 \t -6\n", + "3 \t 1110 \t 209 \t 5 \t 65 \t -1 \t 7\n", + "4 \t 209 \t 65 \t 3 \t 14 \t 5 \t -34\n", + "5 \t 65 \t 14 \t 4 \t 9 \t -26 \t 177\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 83 \t -565\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -358 \t 2437\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 441 \t -3002\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -799 \t 5439\n", + "\t\t\t\t\t 1240 \t -8441\n", + "GCD(39203, 5759) = 1, with coefficients 1240 and -8441 such that 1 = (1240)*39203 + (-8441)*5759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5760 \t 6 \t 4643 \t 1 \t 0\n", + "1 \t 5760 \t 4643 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 4643 \t 1117 \t 4 \t 175 \t 1 \t -6\n", + "3 \t 1117 \t 175 \t 6 \t 67 \t -1 \t 7\n", + "4 \t 175 \t 67 \t 2 \t 41 \t 5 \t -34\n", + "5 \t 67 \t 41 \t 1 \t 26 \t -31 \t 211\n", + "6 \t 41 \t 26 \t 1 \t 15 \t 67 \t -456\n", + "7 \t 26 \t 15 \t 1 \t 11 \t -98 \t 667\n", + "8 \t 15 \t 11 \t 1 \t 4 \t 165 \t -1123\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -263 \t 1790\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 428 \t -2913\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1119 \t 7616\n", + "\t\t\t\t\t 1547 \t -10529\n", + "GCD(39203, 5760) = 1, with coefficients 1547 and -10529 such that 1 = (1547)*39203 + (-10529)*5760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5761 \t 6 \t 4637 \t 1 \t 0\n", + "1 \t 5761 \t 4637 \t 1 \t 1124 \t 0 \t 1\n", + "2 \t 4637 \t 1124 \t 4 \t 141 \t 1 \t -6\n", + "3 \t 1124 \t 141 \t 7 \t 137 \t -1 \t 7\n", + "4 \t 141 \t 137 \t 1 \t 4 \t 5 \t -34\n", + "5 \t 137 \t 4 \t 34 \t 1 \t -36 \t 245\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 41 \t -279\n", + "\t\t\t\t\t -1430 \t 9731\n", + "GCD(39203, 5761) = 1, with coefficients -1430 and 9731 such that 1 = (-1430)*39203 + (9731)*5761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5762 \t 6 \t 4631 \t 1 \t 0\n", + "1 \t 5762 \t 4631 \t 1 \t 1131 \t 0 \t 1\n", + "2 \t 4631 \t 1131 \t 4 \t 107 \t 1 \t -6\n", + "3 \t 1131 \t 107 \t 10 \t 61 \t -1 \t 7\n", + "4 \t 107 \t 61 \t 1 \t 46 \t 5 \t -34\n", + "5 \t 61 \t 46 \t 1 \t 15 \t -51 \t 347\n", + "6 \t 46 \t 15 \t 3 \t 1 \t 56 \t -381\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -107 \t 728\n", + "\t\t\t\t\t 377 \t -2565\n", + "GCD(39203, 5762) = 1, with coefficients 377 and -2565 such that 1 = (377)*39203 + (-2565)*5762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5763 \t 6 \t 4625 \t 1 \t 0\n", + "1 \t 5763 \t 4625 \t 1 \t 1138 \t 0 \t 1\n", + "2 \t 4625 \t 1138 \t 4 \t 73 \t 1 \t -6\n", + "3 \t 1138 \t 73 \t 15 \t 43 \t -1 \t 7\n", + "4 \t 73 \t 43 \t 1 \t 30 \t 5 \t -34\n", + "5 \t 43 \t 30 \t 1 \t 13 \t -76 \t 517\n", + "6 \t 30 \t 13 \t 2 \t 4 \t 81 \t -551\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -157 \t 1068\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 395 \t -2687\n", + "\t\t\t\t\t -1342 \t 9129\n", + "GCD(39203, 5763) = 1, with coefficients -1342 and 9129 such that 1 = (-1342)*39203 + (9129)*5763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5764 \t 6 \t 4619 \t 1 \t 0\n", + "1 \t 5764 \t 4619 \t 1 \t 1145 \t 0 \t 1\n", + "2 \t 4619 \t 1145 \t 4 \t 39 \t 1 \t -6\n", + "3 \t 1145 \t 39 \t 29 \t 14 \t -1 \t 7\n", + "4 \t 39 \t 14 \t 2 \t 11 \t 5 \t -34\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -146 \t 993\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 297 \t -2020\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -443 \t 3013\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1626 \t -11059\n", + "\t\t\t\t\t -2069 \t 14072\n", + "GCD(39203, 5764) = 1, with coefficients -2069 and 14072 such that 1 = (-2069)*39203 + (14072)*5764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5765 \t 6 \t 4613 \t 1 \t 0\n", + "1 \t 5765 \t 4613 \t 1 \t 1152 \t 0 \t 1\n", + "2 \t 4613 \t 1152 \t 4 \t 5 \t 1 \t -6\n", + "3 \t 1152 \t 5 \t 230 \t 2 \t -1 \t 7\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 5 \t -34\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1151 \t 7827\n", + "\t\t\t\t\t 2307 \t -15688\n", + "GCD(39203, 5765) = 1, with coefficients 2307 and -15688 such that 1 = (2307)*39203 + (-15688)*5765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5766 \t 6 \t 4607 \t 1 \t 0\n", + "1 \t 5766 \t 4607 \t 1 \t 1159 \t 0 \t 1\n", + "2 \t 4607 \t 1159 \t 3 \t 1130 \t 1 \t -6\n", + "3 \t 1159 \t 1130 \t 1 \t 29 \t -1 \t 7\n", + "4 \t 1130 \t 29 \t 38 \t 28 \t 4 \t -27\n", + "5 \t 29 \t 28 \t 1 \t 1 \t -5 \t 34\n", + "6 \t 28 \t 1 \t 28 \t 0 \t 194 \t -1319\n", + "\t\t\t\t\t -199 \t 1353\n", + "GCD(39203, 5766) = 1, with coefficients -199 and 1353 such that 1 = (-199)*39203 + (1353)*5766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5767 \t 6 \t 4601 \t 1 \t 0\n", + "1 \t 5767 \t 4601 \t 1 \t 1166 \t 0 \t 1\n", + "2 \t 4601 \t 1166 \t 3 \t 1103 \t 1 \t -6\n", + "3 \t 1166 \t 1103 \t 1 \t 63 \t -1 \t 7\n", + "4 \t 1103 \t 63 \t 17 \t 32 \t 4 \t -27\n", + "5 \t 63 \t 32 \t 1 \t 31 \t -5 \t 34\n", + "6 \t 32 \t 31 \t 1 \t 1 \t 89 \t -605\n", + "7 \t 31 \t 1 \t 31 \t 0 \t -94 \t 639\n", + "\t\t\t\t\t 183 \t -1244\n", + "GCD(39203, 5767) = 1, with coefficients 183 and -1244 such that 1 = (183)*39203 + (-1244)*5767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5768 \t 6 \t 4595 \t 1 \t 0\n", + "1 \t 5768 \t 4595 \t 1 \t 1173 \t 0 \t 1\n", + "2 \t 4595 \t 1173 \t 3 \t 1076 \t 1 \t -6\n", + "3 \t 1173 \t 1076 \t 1 \t 97 \t -1 \t 7\n", + "4 \t 1076 \t 97 \t 11 \t 9 \t 4 \t -27\n", + "5 \t 97 \t 9 \t 10 \t 7 \t -5 \t 34\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 59 \t -401\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -595 \t 4044\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 654 \t -4445\n", + "\t\t\t\t\t -2557 \t 17379\n", + "GCD(39203, 5768) = 1, with coefficients -2557 and 17379 such that 1 = (-2557)*39203 + (17379)*5768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5769 \t 6 \t 4589 \t 1 \t 0\n", + "1 \t 5769 \t 4589 \t 1 \t 1180 \t 0 \t 1\n", + "2 \t 4589 \t 1180 \t 3 \t 1049 \t 1 \t -6\n", + "3 \t 1180 \t 1049 \t 1 \t 131 \t -1 \t 7\n", + "4 \t 1049 \t 131 \t 8 \t 1 \t 4 \t -27\n", + "5 \t 131 \t 1 \t 131 \t 0 \t -5 \t 34\n", + "\t\t\t\t\t 44 \t -299\n", + "GCD(39203, 5769) = 1, with coefficients 44 and -299 such that 1 = (44)*39203 + (-299)*5769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5770 \t 6 \t 4583 \t 1 \t 0\n", + "1 \t 5770 \t 4583 \t 1 \t 1187 \t 0 \t 1\n", + "2 \t 4583 \t 1187 \t 3 \t 1022 \t 1 \t -6\n", + "3 \t 1187 \t 1022 \t 1 \t 165 \t -1 \t 7\n", + "4 \t 1022 \t 165 \t 6 \t 32 \t 4 \t -27\n", + "5 \t 165 \t 32 \t 5 \t 5 \t -5 \t 34\n", + "6 \t 32 \t 5 \t 6 \t 2 \t 34 \t -231\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -175 \t 1189\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1084 \t -7365\n", + "\t\t\t\t\t -2343 \t 15919\n", + "GCD(39203, 5770) = 1, with coefficients -2343 and 15919 such that 1 = (-2343)*39203 + (15919)*5770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5771 \t 6 \t 4577 \t 1 \t 0\n", + "1 \t 5771 \t 4577 \t 1 \t 1194 \t 0 \t 1\n", + "2 \t 4577 \t 1194 \t 3 \t 995 \t 1 \t -6\n", + "3 \t 1194 \t 995 \t 1 \t 199 \t -1 \t 7\n", + "4 \t 995 \t 199 \t 5 \t 0 \t 4 \t -27\n", + "\t\t\t\t\t -5 \t 34\n", + "GCD(39203, 5771) = 199, with coefficients -5 and 34 such that 199 = (-5)*39203 + (34)*5771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5772 \t 6 \t 4571 \t 1 \t 0\n", + "1 \t 5772 \t 4571 \t 1 \t 1201 \t 0 \t 1\n", + "2 \t 4571 \t 1201 \t 3 \t 968 \t 1 \t -6\n", + "3 \t 1201 \t 968 \t 1 \t 233 \t -1 \t 7\n", + "4 \t 968 \t 233 \t 4 \t 36 \t 4 \t -27\n", + "5 \t 233 \t 36 \t 6 \t 17 \t -5 \t 34\n", + "6 \t 36 \t 17 \t 2 \t 2 \t 24 \t -163\n", + "7 \t 17 \t 2 \t 8 \t 1 \t -149 \t 1012\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 322 \t -2187\n", + "\t\t\t\t\t -2725 \t 18508\n", + "GCD(39203, 5772) = 1, with coefficients -2725 and 18508 such that 1 = (-2725)*39203 + (18508)*5772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5773 \t 6 \t 4565 \t 1 \t 0\n", + "1 \t 5773 \t 4565 \t 1 \t 1208 \t 0 \t 1\n", + "2 \t 4565 \t 1208 \t 3 \t 941 \t 1 \t -6\n", + "3 \t 1208 \t 941 \t 1 \t 267 \t -1 \t 7\n", + "4 \t 941 \t 267 \t 3 \t 140 \t 4 \t -27\n", + "5 \t 267 \t 140 \t 1 \t 127 \t -5 \t 34\n", + "6 \t 140 \t 127 \t 1 \t 13 \t 19 \t -129\n", + "7 \t 127 \t 13 \t 9 \t 10 \t -24 \t 163\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 43 \t -292\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -411 \t 2791\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 454 \t -3083\n", + "\t\t\t\t\t -1773 \t 12040\n", + "GCD(39203, 5773) = 1, with coefficients -1773 and 12040 such that 1 = (-1773)*39203 + (12040)*5773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5774 \t 6 \t 4559 \t 1 \t 0\n", + "1 \t 5774 \t 4559 \t 1 \t 1215 \t 0 \t 1\n", + "2 \t 4559 \t 1215 \t 3 \t 914 \t 1 \t -6\n", + "3 \t 1215 \t 914 \t 1 \t 301 \t -1 \t 7\n", + "4 \t 914 \t 301 \t 3 \t 11 \t 4 \t -27\n", + "5 \t 301 \t 11 \t 27 \t 4 \t -5 \t 34\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 19 \t -129\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -518 \t 3517\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1055 \t -7163\n", + "\t\t\t\t\t -1573 \t 10680\n", + "GCD(39203, 5774) = 1, with coefficients -1573 and 10680 such that 1 = (-1573)*39203 + (10680)*5774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5775 \t 6 \t 4553 \t 1 \t 0\n", + "1 \t 5775 \t 4553 \t 1 \t 1222 \t 0 \t 1\n", + "2 \t 4553 \t 1222 \t 3 \t 887 \t 1 \t -6\n", + "3 \t 1222 \t 887 \t 1 \t 335 \t -1 \t 7\n", + "4 \t 887 \t 335 \t 2 \t 217 \t 4 \t -27\n", + "5 \t 335 \t 217 \t 1 \t 118 \t -5 \t 34\n", + "6 \t 217 \t 118 \t 1 \t 99 \t 14 \t -95\n", + "7 \t 118 \t 99 \t 1 \t 19 \t -19 \t 129\n", + "8 \t 99 \t 19 \t 5 \t 4 \t 33 \t -224\n", + "9 \t 19 \t 4 \t 4 \t 3 \t -52 \t 353\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 293 \t -1989\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1224 \t 8309\n", + "\t\t\t\t\t 1517 \t -10298\n", + "GCD(39203, 5775) = 1, with coefficients 1517 and -10298 such that 1 = (1517)*39203 + (-10298)*5775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5776 \t 6 \t 4547 \t 1 \t 0\n", + "1 \t 5776 \t 4547 \t 1 \t 1229 \t 0 \t 1\n", + "2 \t 4547 \t 1229 \t 3 \t 860 \t 1 \t -6\n", + "3 \t 1229 \t 860 \t 1 \t 369 \t -1 \t 7\n", + "4 \t 860 \t 369 \t 2 \t 122 \t 4 \t -27\n", + "5 \t 369 \t 122 \t 3 \t 3 \t -5 \t 34\n", + "6 \t 122 \t 3 \t 40 \t 2 \t 14 \t -95\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -47 \t 319\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1894 \t -12855\n", + "\t\t\t\t\t -1941 \t 13174\n", + "GCD(39203, 5776) = 1, with coefficients -1941 and 13174 such that 1 = (-1941)*39203 + (13174)*5776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5777 \t 6 \t 4541 \t 1 \t 0\n", + "1 \t 5777 \t 4541 \t 1 \t 1236 \t 0 \t 1\n", + "2 \t 4541 \t 1236 \t 3 \t 833 \t 1 \t -6\n", + "3 \t 1236 \t 833 \t 1 \t 403 \t -1 \t 7\n", + "4 \t 833 \t 403 \t 2 \t 27 \t 4 \t -27\n", + "5 \t 403 \t 27 \t 14 \t 25 \t -5 \t 34\n", + "6 \t 27 \t 25 \t 1 \t 2 \t 14 \t -95\n", + "7 \t 25 \t 2 \t 12 \t 1 \t -201 \t 1364\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 215 \t -1459\n", + "\t\t\t\t\t -2781 \t 18872\n", + "GCD(39203, 5777) = 1, with coefficients -2781 and 18872 such that 1 = (-2781)*39203 + (18872)*5777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5778 \t 6 \t 4535 \t 1 \t 0\n", + "1 \t 5778 \t 4535 \t 1 \t 1243 \t 0 \t 1\n", + "2 \t 4535 \t 1243 \t 3 \t 806 \t 1 \t -6\n", + "3 \t 1243 \t 806 \t 1 \t 437 \t -1 \t 7\n", + "4 \t 806 \t 437 \t 1 \t 369 \t 4 \t -27\n", + "5 \t 437 \t 369 \t 1 \t 68 \t -5 \t 34\n", + "6 \t 369 \t 68 \t 5 \t 29 \t 9 \t -61\n", + "7 \t 68 \t 29 \t 2 \t 10 \t -14 \t 95\n", + "8 \t 29 \t 10 \t 2 \t 9 \t 79 \t -536\n", + "9 \t 10 \t 9 \t 1 \t 1 \t -172 \t 1167\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 423 \t -2870\n", + "\t\t\t\t\t -595 \t 4037\n", + "GCD(39203, 5778) = 1, with coefficients -595 and 4037 such that 1 = (-595)*39203 + (4037)*5778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5779 \t 6 \t 4529 \t 1 \t 0\n", + "1 \t 5779 \t 4529 \t 1 \t 1250 \t 0 \t 1\n", + "2 \t 4529 \t 1250 \t 3 \t 779 \t 1 \t -6\n", + "3 \t 1250 \t 779 \t 1 \t 471 \t -1 \t 7\n", + "4 \t 779 \t 471 \t 1 \t 308 \t 4 \t -27\n", + "5 \t 471 \t 308 \t 1 \t 163 \t -5 \t 34\n", + "6 \t 308 \t 163 \t 1 \t 145 \t 9 \t -61\n", + "7 \t 163 \t 145 \t 1 \t 18 \t -14 \t 95\n", + "8 \t 145 \t 18 \t 8 \t 1 \t 23 \t -156\n", + "9 \t 18 \t 1 \t 18 \t 0 \t -37 \t 251\n", + "\t\t\t\t\t 319 \t -2164\n", + "GCD(39203, 5779) = 1, with coefficients 319 and -2164 such that 1 = (319)*39203 + (-2164)*5779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5780 \t 6 \t 4523 \t 1 \t 0\n", + "1 \t 5780 \t 4523 \t 1 \t 1257 \t 0 \t 1\n", + "2 \t 4523 \t 1257 \t 3 \t 752 \t 1 \t -6\n", + "3 \t 1257 \t 752 \t 1 \t 505 \t -1 \t 7\n", + "4 \t 752 \t 505 \t 1 \t 247 \t 4 \t -27\n", + "5 \t 505 \t 247 \t 2 \t 11 \t -5 \t 34\n", + "6 \t 247 \t 11 \t 22 \t 5 \t 9 \t -61\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -23 \t 156\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 515 \t -3493\n", + "\t\t\t\t\t -1053 \t 7142\n", + "GCD(39203, 5780) = 1, with coefficients -1053 and 7142 such that 1 = (-1053)*39203 + (7142)*5780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5781 \t 6 \t 4517 \t 1 \t 0\n", + "1 \t 5781 \t 4517 \t 1 \t 1264 \t 0 \t 1\n", + "2 \t 4517 \t 1264 \t 3 \t 725 \t 1 \t -6\n", + "3 \t 1264 \t 725 \t 1 \t 539 \t -1 \t 7\n", + "4 \t 725 \t 539 \t 1 \t 186 \t 4 \t -27\n", + "5 \t 539 \t 186 \t 2 \t 167 \t -5 \t 34\n", + "6 \t 186 \t 167 \t 1 \t 19 \t 9 \t -61\n", + "7 \t 167 \t 19 \t 8 \t 15 \t -23 \t 156\n", + "8 \t 19 \t 15 \t 1 \t 4 \t 32 \t -217\n", + "9 \t 15 \t 4 \t 3 \t 3 \t -279 \t 1892\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 311 \t -2109\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1212 \t 8219\n", + "\t\t\t\t\t 1523 \t -10328\n", + "GCD(39203, 5781) = 1, with coefficients 1523 and -10328 such that 1 = (1523)*39203 + (-10328)*5781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5782 \t 6 \t 4511 \t 1 \t 0\n", + "1 \t 5782 \t 4511 \t 1 \t 1271 \t 0 \t 1\n", + "2 \t 4511 \t 1271 \t 3 \t 698 \t 1 \t -6\n", + "3 \t 1271 \t 698 \t 1 \t 573 \t -1 \t 7\n", + "4 \t 698 \t 573 \t 1 \t 125 \t 4 \t -27\n", + "5 \t 573 \t 125 \t 4 \t 73 \t -5 \t 34\n", + "6 \t 125 \t 73 \t 1 \t 52 \t 9 \t -61\n", + "7 \t 73 \t 52 \t 1 \t 21 \t -41 \t 278\n", + "8 \t 52 \t 21 \t 2 \t 10 \t 50 \t -339\n", + "9 \t 21 \t 10 \t 2 \t 1 \t -91 \t 617\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 232 \t -1573\n", + "\t\t\t\t\t -555 \t 3763\n", + "GCD(39203, 5782) = 1, with coefficients -555 and 3763 such that 1 = (-555)*39203 + (3763)*5782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5783 \t 6 \t 4505 \t 1 \t 0\n", + "1 \t 5783 \t 4505 \t 1 \t 1278 \t 0 \t 1\n", + "2 \t 4505 \t 1278 \t 3 \t 671 \t 1 \t -6\n", + "3 \t 1278 \t 671 \t 1 \t 607 \t -1 \t 7\n", + "4 \t 671 \t 607 \t 1 \t 64 \t 4 \t -27\n", + "5 \t 607 \t 64 \t 9 \t 31 \t -5 \t 34\n", + "6 \t 64 \t 31 \t 2 \t 2 \t 9 \t -61\n", + "7 \t 31 \t 2 \t 15 \t 1 \t -86 \t 583\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 181 \t -1227\n", + "\t\t\t\t\t -2801 \t 18988\n", + "GCD(39203, 5783) = 1, with coefficients -2801 and 18988 such that 1 = (-2801)*39203 + (18988)*5783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5784 \t 6 \t 4499 \t 1 \t 0\n", + "1 \t 5784 \t 4499 \t 1 \t 1285 \t 0 \t 1\n", + "2 \t 4499 \t 1285 \t 3 \t 644 \t 1 \t -6\n", + "3 \t 1285 \t 644 \t 1 \t 641 \t -1 \t 7\n", + "4 \t 644 \t 641 \t 1 \t 3 \t 4 \t -27\n", + "5 \t 641 \t 3 \t 213 \t 2 \t -5 \t 34\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 9 \t -61\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1922 \t 13027\n", + "\t\t\t\t\t 1931 \t -13088\n", + "GCD(39203, 5784) = 1, with coefficients 1931 and -13088 such that 1 = (1931)*39203 + (-13088)*5784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5785 \t 6 \t 4493 \t 1 \t 0\n", + "1 \t 5785 \t 4493 \t 1 \t 1292 \t 0 \t 1\n", + "2 \t 4493 \t 1292 \t 3 \t 617 \t 1 \t -6\n", + "3 \t 1292 \t 617 \t 2 \t 58 \t -1 \t 7\n", + "4 \t 617 \t 58 \t 10 \t 37 \t 4 \t -27\n", + "5 \t 58 \t 37 \t 1 \t 21 \t -9 \t 61\n", + "6 \t 37 \t 21 \t 1 \t 16 \t 94 \t -637\n", + "7 \t 21 \t 16 \t 1 \t 5 \t -103 \t 698\n", + "8 \t 16 \t 5 \t 3 \t 1 \t 197 \t -1335\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -300 \t 2033\n", + "\t\t\t\t\t 1097 \t -7434\n", + "GCD(39203, 5785) = 1, with coefficients 1097 and -7434 such that 1 = (1097)*39203 + (-7434)*5785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5786 \t 6 \t 4487 \t 1 \t 0\n", + "1 \t 5786 \t 4487 \t 1 \t 1299 \t 0 \t 1\n", + "2 \t 4487 \t 1299 \t 3 \t 590 \t 1 \t -6\n", + "3 \t 1299 \t 590 \t 2 \t 119 \t -1 \t 7\n", + "4 \t 590 \t 119 \t 4 \t 114 \t 4 \t -27\n", + "5 \t 119 \t 114 \t 1 \t 5 \t -9 \t 61\n", + "6 \t 114 \t 5 \t 22 \t 4 \t 40 \t -271\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -49 \t 332\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1118 \t -7575\n", + "\t\t\t\t\t -1167 \t 7907\n", + "GCD(39203, 5786) = 1, with coefficients -1167 and 7907 such that 1 = (-1167)*39203 + (7907)*5786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5787 \t 6 \t 4481 \t 1 \t 0\n", + "1 \t 5787 \t 4481 \t 1 \t 1306 \t 0 \t 1\n", + "2 \t 4481 \t 1306 \t 3 \t 563 \t 1 \t -6\n", + "3 \t 1306 \t 563 \t 2 \t 180 \t -1 \t 7\n", + "4 \t 563 \t 180 \t 3 \t 23 \t 4 \t -27\n", + "5 \t 180 \t 23 \t 7 \t 19 \t -9 \t 61\n", + "6 \t 23 \t 19 \t 1 \t 4 \t 31 \t -210\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -226 \t 1531\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 257 \t -1741\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1254 \t 8495\n", + "\t\t\t\t\t 1511 \t -10236\n", + "GCD(39203, 5787) = 1, with coefficients 1511 and -10236 such that 1 = (1511)*39203 + (-10236)*5787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5788 \t 6 \t 4475 \t 1 \t 0\n", + "1 \t 5788 \t 4475 \t 1 \t 1313 \t 0 \t 1\n", + "2 \t 4475 \t 1313 \t 3 \t 536 \t 1 \t -6\n", + "3 \t 1313 \t 536 \t 2 \t 241 \t -1 \t 7\n", + "4 \t 536 \t 241 \t 2 \t 54 \t 4 \t -27\n", + "5 \t 241 \t 54 \t 4 \t 25 \t -9 \t 61\n", + "6 \t 54 \t 25 \t 2 \t 4 \t 22 \t -149\n", + "7 \t 25 \t 4 \t 6 \t 1 \t -97 \t 657\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 216 \t -1463\n", + "\t\t\t\t\t -1393 \t 9435\n", + "GCD(39203, 5788) = 1, with coefficients -1393 and 9435 such that 1 = (-1393)*39203 + (9435)*5788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5789 \t 6 \t 4469 \t 1 \t 0\n", + "1 \t 5789 \t 4469 \t 1 \t 1320 \t 0 \t 1\n", + "2 \t 4469 \t 1320 \t 3 \t 509 \t 1 \t -6\n", + "3 \t 1320 \t 509 \t 2 \t 302 \t -1 \t 7\n", + "4 \t 509 \t 302 \t 1 \t 207 \t 4 \t -27\n", + "5 \t 302 \t 207 \t 1 \t 95 \t -9 \t 61\n", + "6 \t 207 \t 95 \t 2 \t 17 \t 13 \t -88\n", + "7 \t 95 \t 17 \t 5 \t 10 \t -22 \t 149\n", + "8 \t 17 \t 10 \t 1 \t 7 \t 57 \t -386\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -307 \t 2079\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 364 \t -2465\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -671 \t 4544\n", + "\t\t\t\t\t 1706 \t -11553\n", + "GCD(39203, 5789) = 1, with coefficients 1706 and -11553 such that 1 = (1706)*39203 + (-11553)*5789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5790 \t 6 \t 4463 \t 1 \t 0\n", + "1 \t 5790 \t 4463 \t 1 \t 1327 \t 0 \t 1\n", + "2 \t 4463 \t 1327 \t 3 \t 482 \t 1 \t -6\n", + "3 \t 1327 \t 482 \t 2 \t 363 \t -1 \t 7\n", + "4 \t 482 \t 363 \t 1 \t 119 \t 4 \t -27\n", + "5 \t 363 \t 119 \t 3 \t 6 \t -9 \t 61\n", + "6 \t 119 \t 6 \t 19 \t 5 \t 13 \t -88\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -48 \t 325\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 925 \t -6263\n", + "\t\t\t\t\t -973 \t 6588\n", + "GCD(39203, 5790) = 1, with coefficients -973 and 6588 such that 1 = (-973)*39203 + (6588)*5790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5791 \t 6 \t 4457 \t 1 \t 0\n", + "1 \t 5791 \t 4457 \t 1 \t 1334 \t 0 \t 1\n", + "2 \t 4457 \t 1334 \t 3 \t 455 \t 1 \t -6\n", + "3 \t 1334 \t 455 \t 2 \t 424 \t -1 \t 7\n", + "4 \t 455 \t 424 \t 1 \t 31 \t 4 \t -27\n", + "5 \t 424 \t 31 \t 13 \t 21 \t -9 \t 61\n", + "6 \t 31 \t 21 \t 1 \t 10 \t 13 \t -88\n", + "7 \t 21 \t 10 \t 2 \t 1 \t -178 \t 1205\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 191 \t -1293\n", + "\t\t\t\t\t -560 \t 3791\n", + "GCD(39203, 5791) = 1, with coefficients -560 and 3791 such that 1 = (-560)*39203 + (3791)*5791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5792 \t 6 \t 4451 \t 1 \t 0\n", + "1 \t 5792 \t 4451 \t 1 \t 1341 \t 0 \t 1\n", + "2 \t 4451 \t 1341 \t 3 \t 428 \t 1 \t -6\n", + "3 \t 1341 \t 428 \t 3 \t 57 \t -1 \t 7\n", + "4 \t 428 \t 57 \t 7 \t 29 \t 4 \t -27\n", + "5 \t 57 \t 29 \t 1 \t 28 \t -13 \t 88\n", + "6 \t 29 \t 28 \t 1 \t 1 \t 95 \t -643\n", + "7 \t 28 \t 1 \t 28 \t 0 \t -108 \t 731\n", + "\t\t\t\t\t 203 \t -1374\n", + "GCD(39203, 5792) = 1, with coefficients 203 and -1374 such that 1 = (203)*39203 + (-1374)*5792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5793 \t 6 \t 4445 \t 1 \t 0\n", + "1 \t 5793 \t 4445 \t 1 \t 1348 \t 0 \t 1\n", + "2 \t 4445 \t 1348 \t 3 \t 401 \t 1 \t -6\n", + "3 \t 1348 \t 401 \t 3 \t 145 \t -1 \t 7\n", + "4 \t 401 \t 145 \t 2 \t 111 \t 4 \t -27\n", + "5 \t 145 \t 111 \t 1 \t 34 \t -13 \t 88\n", + "6 \t 111 \t 34 \t 3 \t 9 \t 30 \t -203\n", + "7 \t 34 \t 9 \t 3 \t 7 \t -43 \t 291\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 159 \t -1076\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -520 \t 3519\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 679 \t -4595\n", + "\t\t\t\t\t -2557 \t 17304\n", + "GCD(39203, 5793) = 1, with coefficients -2557 and 17304 such that 1 = (-2557)*39203 + (17304)*5793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5794 \t 6 \t 4439 \t 1 \t 0\n", + "1 \t 5794 \t 4439 \t 1 \t 1355 \t 0 \t 1\n", + "2 \t 4439 \t 1355 \t 3 \t 374 \t 1 \t -6\n", + "3 \t 1355 \t 374 \t 3 \t 233 \t -1 \t 7\n", + "4 \t 374 \t 233 \t 1 \t 141 \t 4 \t -27\n", + "5 \t 233 \t 141 \t 1 \t 92 \t -13 \t 88\n", + "6 \t 141 \t 92 \t 1 \t 49 \t 17 \t -115\n", + "7 \t 92 \t 49 \t 1 \t 43 \t -30 \t 203\n", + "8 \t 49 \t 43 \t 1 \t 6 \t 47 \t -318\n", + "9 \t 43 \t 6 \t 7 \t 1 \t -77 \t 521\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 124 \t -839\n", + "\t\t\t\t\t -945 \t 6394\n", + "GCD(39203, 5794) = 1, with coefficients -945 and 6394 such that 1 = (-945)*39203 + (6394)*5794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5795 \t 6 \t 4433 \t 1 \t 0\n", + "1 \t 5795 \t 4433 \t 1 \t 1362 \t 0 \t 1\n", + "2 \t 4433 \t 1362 \t 3 \t 347 \t 1 \t -6\n", + "3 \t 1362 \t 347 \t 3 \t 321 \t -1 \t 7\n", + "4 \t 347 \t 321 \t 1 \t 26 \t 4 \t -27\n", + "5 \t 321 \t 26 \t 12 \t 9 \t -13 \t 88\n", + "6 \t 26 \t 9 \t 2 \t 8 \t 17 \t -115\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -217 \t 1468\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 451 \t -3051\n", + "\t\t\t\t\t -668 \t 4519\n", + "GCD(39203, 5795) = 1, with coefficients -668 and 4519 such that 1 = (-668)*39203 + (4519)*5795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5796 \t 6 \t 4427 \t 1 \t 0\n", + "1 \t 5796 \t 4427 \t 1 \t 1369 \t 0 \t 1\n", + "2 \t 4427 \t 1369 \t 3 \t 320 \t 1 \t -6\n", + "3 \t 1369 \t 320 \t 4 \t 89 \t -1 \t 7\n", + "4 \t 320 \t 89 \t 3 \t 53 \t 4 \t -27\n", + "5 \t 89 \t 53 \t 1 \t 36 \t -17 \t 115\n", + "6 \t 53 \t 36 \t 1 \t 17 \t 55 \t -372\n", + "7 \t 36 \t 17 \t 2 \t 2 \t -72 \t 487\n", + "8 \t 17 \t 2 \t 8 \t 1 \t 127 \t -859\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -326 \t 2205\n", + "\t\t\t\t\t 2735 \t -18499\n", + "GCD(39203, 5796) = 1, with coefficients 2735 and -18499 such that 1 = (2735)*39203 + (-18499)*5796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5797 \t 6 \t 4421 \t 1 \t 0\n", + "1 \t 5797 \t 4421 \t 1 \t 1376 \t 0 \t 1\n", + "2 \t 4421 \t 1376 \t 3 \t 293 \t 1 \t -6\n", + "3 \t 1376 \t 293 \t 4 \t 204 \t -1 \t 7\n", + "4 \t 293 \t 204 \t 1 \t 89 \t 4 \t -27\n", + "5 \t 204 \t 89 \t 2 \t 26 \t -17 \t 115\n", + "6 \t 89 \t 26 \t 3 \t 11 \t 21 \t -142\n", + "7 \t 26 \t 11 \t 2 \t 4 \t -59 \t 399\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 198 \t -1339\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -455 \t 3077\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1108 \t -7493\n", + "\t\t\t\t\t -1563 \t 10570\n", + "GCD(39203, 5797) = 1, with coefficients -1563 and 10570 such that 1 = (-1563)*39203 + (10570)*5797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5798 \t 6 \t 4415 \t 1 \t 0\n", + "1 \t 5798 \t 4415 \t 1 \t 1383 \t 0 \t 1\n", + "2 \t 4415 \t 1383 \t 3 \t 266 \t 1 \t -6\n", + "3 \t 1383 \t 266 \t 5 \t 53 \t -1 \t 7\n", + "4 \t 266 \t 53 \t 5 \t 1 \t 4 \t -27\n", + "5 \t 53 \t 1 \t 53 \t 0 \t -21 \t 142\n", + "\t\t\t\t\t 109 \t -737\n", + "GCD(39203, 5798) = 1, with coefficients 109 and -737 such that 1 = (109)*39203 + (-737)*5798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5799 \t 6 \t 4409 \t 1 \t 0\n", + "1 \t 5799 \t 4409 \t 1 \t 1390 \t 0 \t 1\n", + "2 \t 4409 \t 1390 \t 3 \t 239 \t 1 \t -6\n", + "3 \t 1390 \t 239 \t 5 \t 195 \t -1 \t 7\n", + "4 \t 239 \t 195 \t 1 \t 44 \t 4 \t -27\n", + "5 \t 195 \t 44 \t 4 \t 19 \t -21 \t 142\n", + "6 \t 44 \t 19 \t 2 \t 6 \t 25 \t -169\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -121 \t 818\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 267 \t -1805\n", + "\t\t\t\t\t -922 \t 6233\n", + "GCD(39203, 5799) = 1, with coefficients -922 and 6233 such that 1 = (-922)*39203 + (6233)*5799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5800 \t 6 \t 4403 \t 1 \t 0\n", + "1 \t 5800 \t 4403 \t 1 \t 1397 \t 0 \t 1\n", + "2 \t 4403 \t 1397 \t 3 \t 212 \t 1 \t -6\n", + "3 \t 1397 \t 212 \t 6 \t 125 \t -1 \t 7\n", + "4 \t 212 \t 125 \t 1 \t 87 \t 4 \t -27\n", + "5 \t 125 \t 87 \t 1 \t 38 \t -25 \t 169\n", + "6 \t 87 \t 38 \t 2 \t 11 \t 29 \t -196\n", + "7 \t 38 \t 11 \t 3 \t 5 \t -54 \t 365\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 137 \t -926\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -465 \t 3143\n", + "\t\t\t\t\t 1067 \t -7212\n", + "GCD(39203, 5800) = 1, with coefficients 1067 and -7212 such that 1 = (1067)*39203 + (-7212)*5800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5801 \t 6 \t 4397 \t 1 \t 0\n", + "1 \t 5801 \t 4397 \t 1 \t 1404 \t 0 \t 1\n", + "2 \t 4397 \t 1404 \t 3 \t 185 \t 1 \t -6\n", + "3 \t 1404 \t 185 \t 7 \t 109 \t -1 \t 7\n", + "4 \t 185 \t 109 \t 1 \t 76 \t 4 \t -27\n", + "5 \t 109 \t 76 \t 1 \t 33 \t -29 \t 196\n", + "6 \t 76 \t 33 \t 2 \t 10 \t 33 \t -223\n", + "7 \t 33 \t 10 \t 3 \t 3 \t -62 \t 419\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 157 \t -1061\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -533 \t 3602\n", + "\t\t\t\t\t 1756 \t -11867\n", + "GCD(39203, 5801) = 1, with coefficients 1756 and -11867 such that 1 = (1756)*39203 + (-11867)*5801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5802 \t 6 \t 4391 \t 1 \t 0\n", + "1 \t 5802 \t 4391 \t 1 \t 1411 \t 0 \t 1\n", + "2 \t 4391 \t 1411 \t 3 \t 158 \t 1 \t -6\n", + "3 \t 1411 \t 158 \t 8 \t 147 \t -1 \t 7\n", + "4 \t 158 \t 147 \t 1 \t 11 \t 4 \t -27\n", + "5 \t 147 \t 11 \t 13 \t 4 \t -33 \t 223\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 37 \t -250\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -514 \t 3473\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1065 \t -7196\n", + "\t\t\t\t\t -1579 \t 10669\n", + "GCD(39203, 5802) = 1, with coefficients -1579 and 10669 such that 1 = (-1579)*39203 + (10669)*5802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5803 \t 6 \t 4385 \t 1 \t 0\n", + "1 \t 5803 \t 4385 \t 1 \t 1418 \t 0 \t 1\n", + "2 \t 4385 \t 1418 \t 3 \t 131 \t 1 \t -6\n", + "3 \t 1418 \t 131 \t 10 \t 108 \t -1 \t 7\n", + "4 \t 131 \t 108 \t 1 \t 23 \t 4 \t -27\n", + "5 \t 108 \t 23 \t 4 \t 16 \t -41 \t 277\n", + "6 \t 23 \t 16 \t 1 \t 7 \t 45 \t -304\n", + "7 \t 16 \t 7 \t 2 \t 2 \t -221 \t 1493\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 266 \t -1797\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -753 \t 5087\n", + "\t\t\t\t\t 2525 \t -17058\n", + "GCD(39203, 5803) = 1, with coefficients 2525 and -17058 such that 1 = (2525)*39203 + (-17058)*5803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5804 \t 6 \t 4379 \t 1 \t 0\n", + "1 \t 5804 \t 4379 \t 1 \t 1425 \t 0 \t 1\n", + "2 \t 4379 \t 1425 \t 3 \t 104 \t 1 \t -6\n", + "3 \t 1425 \t 104 \t 13 \t 73 \t -1 \t 7\n", + "4 \t 104 \t 73 \t 1 \t 31 \t 4 \t -27\n", + "5 \t 73 \t 31 \t 2 \t 11 \t -53 \t 358\n", + "6 \t 31 \t 11 \t 2 \t 9 \t 57 \t -385\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -167 \t 1128\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 391 \t -2641\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -558 \t 3769\n", + "\t\t\t\t\t 2623 \t -17717\n", + "GCD(39203, 5804) = 1, with coefficients 2623 and -17717 such that 1 = (2623)*39203 + (-17717)*5804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5805 \t 6 \t 4373 \t 1 \t 0\n", + "1 \t 5805 \t 4373 \t 1 \t 1432 \t 0 \t 1\n", + "2 \t 4373 \t 1432 \t 3 \t 77 \t 1 \t -6\n", + "3 \t 1432 \t 77 \t 18 \t 46 \t -1 \t 7\n", + "4 \t 77 \t 46 \t 1 \t 31 \t 4 \t -27\n", + "5 \t 46 \t 31 \t 1 \t 15 \t -73 \t 493\n", + "6 \t 31 \t 15 \t 2 \t 1 \t 77 \t -520\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -150 \t 1013\n", + "\t\t\t\t\t 377 \t -2546\n", + "GCD(39203, 5805) = 1, with coefficients 377 and -2546 such that 1 = (377)*39203 + (-2546)*5805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5806 \t 6 \t 4367 \t 1 \t 0\n", + "1 \t 5806 \t 4367 \t 1 \t 1439 \t 0 \t 1\n", + "2 \t 4367 \t 1439 \t 3 \t 50 \t 1 \t -6\n", + "3 \t 1439 \t 50 \t 28 \t 39 \t -1 \t 7\n", + "4 \t 50 \t 39 \t 1 \t 11 \t 4 \t -27\n", + "5 \t 39 \t 11 \t 3 \t 6 \t -113 \t 763\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 117 \t -790\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -464 \t 3133\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 581 \t -3923\n", + "\t\t\t\t\t -1045 \t 7056\n", + "GCD(39203, 5806) = 1, with coefficients -1045 and 7056 such that 1 = (-1045)*39203 + (7056)*5806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5807 \t 6 \t 4361 \t 1 \t 0\n", + "1 \t 5807 \t 4361 \t 1 \t 1446 \t 0 \t 1\n", + "2 \t 4361 \t 1446 \t 3 \t 23 \t 1 \t -6\n", + "3 \t 1446 \t 23 \t 62 \t 20 \t -1 \t 7\n", + "4 \t 23 \t 20 \t 1 \t 3 \t 4 \t -27\n", + "5 \t 20 \t 3 \t 6 \t 2 \t -249 \t 1681\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 253 \t -1708\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1767 \t 11929\n", + "\t\t\t\t\t 2020 \t -13637\n", + "GCD(39203, 5807) = 1, with coefficients 2020 and -13637 such that 1 = (2020)*39203 + (-13637)*5807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5808 \t 6 \t 4355 \t 1 \t 0\n", + "1 \t 5808 \t 4355 \t 1 \t 1453 \t 0 \t 1\n", + "2 \t 4355 \t 1453 \t 2 \t 1449 \t 1 \t -6\n", + "3 \t 1453 \t 1449 \t 1 \t 4 \t -1 \t 7\n", + "4 \t 1449 \t 4 \t 362 \t 1 \t 3 \t -20\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -4 \t 27\n", + "\t\t\t\t\t 1451 \t -9794\n", + "GCD(39203, 5808) = 1, with coefficients 1451 and -9794 such that 1 = (1451)*39203 + (-9794)*5808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5809 \t 6 \t 4349 \t 1 \t 0\n", + "1 \t 5809 \t 4349 \t 1 \t 1460 \t 0 \t 1\n", + "2 \t 4349 \t 1460 \t 2 \t 1429 \t 1 \t -6\n", + "3 \t 1460 \t 1429 \t 1 \t 31 \t -1 \t 7\n", + "4 \t 1429 \t 31 \t 46 \t 3 \t 3 \t -20\n", + "5 \t 31 \t 3 \t 10 \t 1 \t -4 \t 27\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 187 \t -1262\n", + "\t\t\t\t\t -1874 \t 12647\n", + "GCD(39203, 5809) = 1, with coefficients -1874 and 12647 such that 1 = (-1874)*39203 + (12647)*5809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5810 \t 6 \t 4343 \t 1 \t 0\n", + "1 \t 5810 \t 4343 \t 1 \t 1467 \t 0 \t 1\n", + "2 \t 4343 \t 1467 \t 2 \t 1409 \t 1 \t -6\n", + "3 \t 1467 \t 1409 \t 1 \t 58 \t -1 \t 7\n", + "4 \t 1409 \t 58 \t 24 \t 17 \t 3 \t -20\n", + "5 \t 58 \t 17 \t 3 \t 7 \t -4 \t 27\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 99 \t -668\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -301 \t 2031\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 701 \t -4730\n", + "\t\t\t\t\t -1703 \t 11491\n", + "GCD(39203, 5810) = 1, with coefficients -1703 and 11491 such that 1 = (-1703)*39203 + (11491)*5810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5811 \t 6 \t 4337 \t 1 \t 0\n", + "1 \t 5811 \t 4337 \t 1 \t 1474 \t 0 \t 1\n", + "2 \t 4337 \t 1474 \t 2 \t 1389 \t 1 \t -6\n", + "3 \t 1474 \t 1389 \t 1 \t 85 \t -1 \t 7\n", + "4 \t 1389 \t 85 \t 16 \t 29 \t 3 \t -20\n", + "5 \t 85 \t 29 \t 2 \t 27 \t -4 \t 27\n", + "6 \t 29 \t 27 \t 1 \t 2 \t 67 \t -452\n", + "7 \t 27 \t 2 \t 13 \t 1 \t -138 \t 931\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 205 \t -1383\n", + "\t\t\t\t\t -2803 \t 18910\n", + "GCD(39203, 5811) = 1, with coefficients -2803 and 18910 such that 1 = (-2803)*39203 + (18910)*5811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5812 \t 6 \t 4331 \t 1 \t 0\n", + "1 \t 5812 \t 4331 \t 1 \t 1481 \t 0 \t 1\n", + "2 \t 4331 \t 1481 \t 2 \t 1369 \t 1 \t -6\n", + "3 \t 1481 \t 1369 \t 1 \t 112 \t -1 \t 7\n", + "4 \t 1369 \t 112 \t 12 \t 25 \t 3 \t -20\n", + "5 \t 112 \t 25 \t 4 \t 12 \t -4 \t 27\n", + "6 \t 25 \t 12 \t 2 \t 1 \t 51 \t -344\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -208 \t 1403\n", + "\t\t\t\t\t 467 \t -3150\n", + "GCD(39203, 5812) = 1, with coefficients 467 and -3150 such that 1 = (467)*39203 + (-3150)*5812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5813 \t 6 \t 4325 \t 1 \t 0\n", + "1 \t 5813 \t 4325 \t 1 \t 1488 \t 0 \t 1\n", + "2 \t 4325 \t 1488 \t 2 \t 1349 \t 1 \t -6\n", + "3 \t 1488 \t 1349 \t 1 \t 139 \t -1 \t 7\n", + "4 \t 1349 \t 139 \t 9 \t 98 \t 3 \t -20\n", + "5 \t 139 \t 98 \t 1 \t 41 \t -4 \t 27\n", + "6 \t 98 \t 41 \t 2 \t 16 \t 39 \t -263\n", + "7 \t 41 \t 16 \t 2 \t 9 \t -43 \t 290\n", + "8 \t 16 \t 9 \t 1 \t 7 \t 125 \t -843\n", + "9 \t 9 \t 7 \t 1 \t 2 \t -293 \t 1976\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 418 \t -2819\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -711 \t 4795\n", + "\t\t\t\t\t 2551 \t -17204\n", + "GCD(39203, 5813) = 1, with coefficients 2551 and -17204 such that 1 = (2551)*39203 + (-17204)*5813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5814 \t 6 \t 4319 \t 1 \t 0\n", + "1 \t 5814 \t 4319 \t 1 \t 1495 \t 0 \t 1\n", + "2 \t 4319 \t 1495 \t 2 \t 1329 \t 1 \t -6\n", + "3 \t 1495 \t 1329 \t 1 \t 166 \t -1 \t 7\n", + "4 \t 1329 \t 166 \t 8 \t 1 \t 3 \t -20\n", + "5 \t 166 \t 1 \t 166 \t 0 \t -4 \t 27\n", + "\t\t\t\t\t 35 \t -236\n", + "GCD(39203, 5814) = 1, with coefficients 35 and -236 such that 1 = (35)*39203 + (-236)*5814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5815 \t 6 \t 4313 \t 1 \t 0\n", + "1 \t 5815 \t 4313 \t 1 \t 1502 \t 0 \t 1\n", + "2 \t 4313 \t 1502 \t 2 \t 1309 \t 1 \t -6\n", + "3 \t 1502 \t 1309 \t 1 \t 193 \t -1 \t 7\n", + "4 \t 1309 \t 193 \t 6 \t 151 \t 3 \t -20\n", + "5 \t 193 \t 151 \t 1 \t 42 \t -4 \t 27\n", + "6 \t 151 \t 42 \t 3 \t 25 \t 27 \t -182\n", + "7 \t 42 \t 25 \t 1 \t 17 \t -31 \t 209\n", + "8 \t 25 \t 17 \t 1 \t 8 \t 120 \t -809\n", + "9 \t 17 \t 8 \t 2 \t 1 \t -151 \t 1018\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 271 \t -1827\n", + "\t\t\t\t\t -693 \t 4672\n", + "GCD(39203, 5815) = 1, with coefficients -693 and 4672 such that 1 = (-693)*39203 + (4672)*5815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5816 \t 6 \t 4307 \t 1 \t 0\n", + "1 \t 5816 \t 4307 \t 1 \t 1509 \t 0 \t 1\n", + "2 \t 4307 \t 1509 \t 2 \t 1289 \t 1 \t -6\n", + "3 \t 1509 \t 1289 \t 1 \t 220 \t -1 \t 7\n", + "4 \t 1289 \t 220 \t 5 \t 189 \t 3 \t -20\n", + "5 \t 220 \t 189 \t 1 \t 31 \t -4 \t 27\n", + "6 \t 189 \t 31 \t 6 \t 3 \t 23 \t -155\n", + "7 \t 31 \t 3 \t 10 \t 1 \t -27 \t 182\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 185 \t -1247\n", + "\t\t\t\t\t -1877 \t 12652\n", + "GCD(39203, 5816) = 1, with coefficients -1877 and 12652 such that 1 = (-1877)*39203 + (12652)*5816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5817 \t 6 \t 4301 \t 1 \t 0\n", + "1 \t 5817 \t 4301 \t 1 \t 1516 \t 0 \t 1\n", + "2 \t 4301 \t 1516 \t 2 \t 1269 \t 1 \t -6\n", + "3 \t 1516 \t 1269 \t 1 \t 247 \t -1 \t 7\n", + "4 \t 1269 \t 247 \t 5 \t 34 \t 3 \t -20\n", + "5 \t 247 \t 34 \t 7 \t 9 \t -4 \t 27\n", + "6 \t 34 \t 9 \t 3 \t 7 \t 23 \t -155\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -165 \t 1112\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 518 \t -3491\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -683 \t 4603\n", + "\t\t\t\t\t 2567 \t -17300\n", + "GCD(39203, 5817) = 1, with coefficients 2567 and -17300 such that 1 = (2567)*39203 + (-17300)*5817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5818 \t 6 \t 4295 \t 1 \t 0\n", + "1 \t 5818 \t 4295 \t 1 \t 1523 \t 0 \t 1\n", + "2 \t 4295 \t 1523 \t 2 \t 1249 \t 1 \t -6\n", + "3 \t 1523 \t 1249 \t 1 \t 274 \t -1 \t 7\n", + "4 \t 1249 \t 274 \t 4 \t 153 \t 3 \t -20\n", + "5 \t 274 \t 153 \t 1 \t 121 \t -4 \t 27\n", + "6 \t 153 \t 121 \t 1 \t 32 \t 19 \t -128\n", + "7 \t 121 \t 32 \t 3 \t 25 \t -23 \t 155\n", + "8 \t 32 \t 25 \t 1 \t 7 \t 42 \t -283\n", + "9 \t 25 \t 7 \t 3 \t 4 \t -149 \t 1004\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 191 \t -1287\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -722 \t 4865\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 913 \t -6152\n", + "\t\t\t\t\t -1635 \t 11017\n", + "GCD(39203, 5818) = 1, with coefficients -1635 and 11017 such that 1 = (-1635)*39203 + (11017)*5818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5819 \t 6 \t 4289 \t 1 \t 0\n", + "1 \t 5819 \t 4289 \t 1 \t 1530 \t 0 \t 1\n", + "2 \t 4289 \t 1530 \t 2 \t 1229 \t 1 \t -6\n", + "3 \t 1530 \t 1229 \t 1 \t 301 \t -1 \t 7\n", + "4 \t 1229 \t 301 \t 4 \t 25 \t 3 \t -20\n", + "5 \t 301 \t 25 \t 12 \t 1 \t -4 \t 27\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 19 \t -128\n", + "\t\t\t\t\t -232 \t 1563\n", + "GCD(39203, 5819) = 1, with coefficients -232 and 1563 such that 1 = (-232)*39203 + (1563)*5819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5820 \t 6 \t 4283 \t 1 \t 0\n", + "1 \t 5820 \t 4283 \t 1 \t 1537 \t 0 \t 1\n", + "2 \t 4283 \t 1537 \t 2 \t 1209 \t 1 \t -6\n", + "3 \t 1537 \t 1209 \t 1 \t 328 \t -1 \t 7\n", + "4 \t 1209 \t 328 \t 3 \t 225 \t 3 \t -20\n", + "5 \t 328 \t 225 \t 1 \t 103 \t -4 \t 27\n", + "6 \t 225 \t 103 \t 2 \t 19 \t 15 \t -101\n", + "7 \t 103 \t 19 \t 5 \t 8 \t -19 \t 128\n", + "8 \t 19 \t 8 \t 2 \t 3 \t 53 \t -357\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -284 \t 1913\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 621 \t -4183\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1526 \t 10279\n", + "\t\t\t\t\t 2147 \t -14462\n", + "GCD(39203, 5820) = 1, with coefficients 2147 and -14462 such that 1 = (2147)*39203 + (-14462)*5820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5821 \t 6 \t 4277 \t 1 \t 0\n", + "1 \t 5821 \t 4277 \t 1 \t 1544 \t 0 \t 1\n", + "2 \t 4277 \t 1544 \t 2 \t 1189 \t 1 \t -6\n", + "3 \t 1544 \t 1189 \t 1 \t 355 \t -1 \t 7\n", + "4 \t 1189 \t 355 \t 3 \t 124 \t 3 \t -20\n", + "5 \t 355 \t 124 \t 2 \t 107 \t -4 \t 27\n", + "6 \t 124 \t 107 \t 1 \t 17 \t 15 \t -101\n", + "7 \t 107 \t 17 \t 6 \t 5 \t -34 \t 229\n", + "8 \t 17 \t 5 \t 3 \t 2 \t 49 \t -330\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -328 \t 2209\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1033 \t -6957\n", + "\t\t\t\t\t -2394 \t 16123\n", + "GCD(39203, 5821) = 1, with coefficients -2394 and 16123 such that 1 = (-2394)*39203 + (16123)*5821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5822 \t 6 \t 4271 \t 1 \t 0\n", + "1 \t 5822 \t 4271 \t 1 \t 1551 \t 0 \t 1\n", + "2 \t 4271 \t 1551 \t 2 \t 1169 \t 1 \t -6\n", + "3 \t 1551 \t 1169 \t 1 \t 382 \t -1 \t 7\n", + "4 \t 1169 \t 382 \t 3 \t 23 \t 3 \t -20\n", + "5 \t 382 \t 23 \t 16 \t 14 \t -4 \t 27\n", + "6 \t 23 \t 14 \t 1 \t 9 \t 15 \t -101\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -244 \t 1643\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 259 \t -1744\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -503 \t 3387\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 762 \t -5131\n", + "\t\t\t\t\t -1265 \t 8518\n", + "GCD(39203, 5822) = 1, with coefficients -1265 and 8518 such that 1 = (-1265)*39203 + (8518)*5822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5823 \t 6 \t 4265 \t 1 \t 0\n", + "1 \t 5823 \t 4265 \t 1 \t 1558 \t 0 \t 1\n", + "2 \t 4265 \t 1558 \t 2 \t 1149 \t 1 \t -6\n", + "3 \t 1558 \t 1149 \t 1 \t 409 \t -1 \t 7\n", + "4 \t 1149 \t 409 \t 2 \t 331 \t 3 \t -20\n", + "5 \t 409 \t 331 \t 1 \t 78 \t -4 \t 27\n", + "6 \t 331 \t 78 \t 4 \t 19 \t 11 \t -74\n", + "7 \t 78 \t 19 \t 4 \t 2 \t -15 \t 101\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 71 \t -478\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -299 \t 2013\n", + "\t\t\t\t\t 2762 \t -18595\n", + "GCD(39203, 5823) = 1, with coefficients 2762 and -18595 such that 1 = (2762)*39203 + (-18595)*5823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5824 \t 6 \t 4259 \t 1 \t 0\n", + "1 \t 5824 \t 4259 \t 1 \t 1565 \t 0 \t 1\n", + "2 \t 4259 \t 1565 \t 2 \t 1129 \t 1 \t -6\n", + "3 \t 1565 \t 1129 \t 1 \t 436 \t -1 \t 7\n", + "4 \t 1129 \t 436 \t 2 \t 257 \t 3 \t -20\n", + "5 \t 436 \t 257 \t 1 \t 179 \t -4 \t 27\n", + "6 \t 257 \t 179 \t 1 \t 78 \t 11 \t -74\n", + "7 \t 179 \t 78 \t 2 \t 23 \t -15 \t 101\n", + "8 \t 78 \t 23 \t 3 \t 9 \t 26 \t -175\n", + "9 \t 23 \t 9 \t 2 \t 5 \t -67 \t 451\n", + "10 \t 9 \t 5 \t 1 \t 4 \t 227 \t -1528\n", + "11 \t 5 \t 4 \t 1 \t 1 \t -521 \t 3507\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 748 \t -5035\n", + "\t\t\t\t\t -1269 \t 8542\n", + "GCD(39203, 5824) = 1, with coefficients -1269 and 8542 such that 1 = (-1269)*39203 + (8542)*5824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5825 \t 6 \t 4253 \t 1 \t 0\n", + "1 \t 5825 \t 4253 \t 1 \t 1572 \t 0 \t 1\n", + "2 \t 4253 \t 1572 \t 2 \t 1109 \t 1 \t -6\n", + "3 \t 1572 \t 1109 \t 1 \t 463 \t -1 \t 7\n", + "4 \t 1109 \t 463 \t 2 \t 183 \t 3 \t -20\n", + "5 \t 463 \t 183 \t 2 \t 97 \t -4 \t 27\n", + "6 \t 183 \t 97 \t 1 \t 86 \t 11 \t -74\n", + "7 \t 97 \t 86 \t 1 \t 11 \t -26 \t 175\n", + "8 \t 86 \t 11 \t 7 \t 9 \t 37 \t -249\n", + "9 \t 11 \t 9 \t 1 \t 2 \t -63 \t 424\n", + "10 \t 9 \t 2 \t 4 \t 1 \t 478 \t -3217\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -541 \t 3641\n", + "\t\t\t\t\t 2642 \t -17781\n", + "GCD(39203, 5825) = 1, with coefficients 2642 and -17781 such that 1 = (2642)*39203 + (-17781)*5825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5826 \t 6 \t 4247 \t 1 \t 0\n", + "1 \t 5826 \t 4247 \t 1 \t 1579 \t 0 \t 1\n", + "2 \t 4247 \t 1579 \t 2 \t 1089 \t 1 \t -6\n", + "3 \t 1579 \t 1089 \t 1 \t 490 \t -1 \t 7\n", + "4 \t 1089 \t 490 \t 2 \t 109 \t 3 \t -20\n", + "5 \t 490 \t 109 \t 4 \t 54 \t -4 \t 27\n", + "6 \t 109 \t 54 \t 2 \t 1 \t 11 \t -74\n", + "7 \t 54 \t 1 \t 54 \t 0 \t -48 \t 323\n", + "\t\t\t\t\t 107 \t -720\n", + "GCD(39203, 5826) = 1, with coefficients 107 and -720 such that 1 = (107)*39203 + (-720)*5826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5827 \t 6 \t 4241 \t 1 \t 0\n", + "1 \t 5827 \t 4241 \t 1 \t 1586 \t 0 \t 1\n", + "2 \t 4241 \t 1586 \t 2 \t 1069 \t 1 \t -6\n", + "3 \t 1586 \t 1069 \t 1 \t 517 \t -1 \t 7\n", + "4 \t 1069 \t 517 \t 2 \t 35 \t 3 \t -20\n", + "5 \t 517 \t 35 \t 14 \t 27 \t -4 \t 27\n", + "6 \t 35 \t 27 \t 1 \t 8 \t 11 \t -74\n", + "7 \t 27 \t 8 \t 3 \t 3 \t -158 \t 1063\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 169 \t -1137\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -665 \t 4474\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1499 \t -10085\n", + "\t\t\t\t\t -2164 \t 14559\n", + "GCD(39203, 5827) = 1, with coefficients -2164 and 14559 such that 1 = (-2164)*39203 + (14559)*5827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5828 \t 6 \t 4235 \t 1 \t 0\n", + "1 \t 5828 \t 4235 \t 1 \t 1593 \t 0 \t 1\n", + "2 \t 4235 \t 1593 \t 2 \t 1049 \t 1 \t -6\n", + "3 \t 1593 \t 1049 \t 1 \t 544 \t -1 \t 7\n", + "4 \t 1049 \t 544 \t 1 \t 505 \t 3 \t -20\n", + "5 \t 544 \t 505 \t 1 \t 39 \t -4 \t 27\n", + "6 \t 505 \t 39 \t 12 \t 37 \t 7 \t -47\n", + "7 \t 39 \t 37 \t 1 \t 2 \t -11 \t 74\n", + "8 \t 37 \t 2 \t 18 \t 1 \t 139 \t -935\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -150 \t 1009\n", + "\t\t\t\t\t 2839 \t -19097\n", + "GCD(39203, 5828) = 1, with coefficients 2839 and -19097 such that 1 = (2839)*39203 + (-19097)*5828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5829 \t 6 \t 4229 \t 1 \t 0\n", + "1 \t 5829 \t 4229 \t 1 \t 1600 \t 0 \t 1\n", + "2 \t 4229 \t 1600 \t 2 \t 1029 \t 1 \t -6\n", + "3 \t 1600 \t 1029 \t 1 \t 571 \t -1 \t 7\n", + "4 \t 1029 \t 571 \t 1 \t 458 \t 3 \t -20\n", + "5 \t 571 \t 458 \t 1 \t 113 \t -4 \t 27\n", + "6 \t 458 \t 113 \t 4 \t 6 \t 7 \t -47\n", + "7 \t 113 \t 6 \t 18 \t 5 \t -11 \t 74\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 51 \t -343\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -929 \t 6248\n", + "\t\t\t\t\t 980 \t -6591\n", + "GCD(39203, 5829) = 1, with coefficients 980 and -6591 such that 1 = (980)*39203 + (-6591)*5829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5830 \t 6 \t 4223 \t 1 \t 0\n", + "1 \t 5830 \t 4223 \t 1 \t 1607 \t 0 \t 1\n", + "2 \t 4223 \t 1607 \t 2 \t 1009 \t 1 \t -6\n", + "3 \t 1607 \t 1009 \t 1 \t 598 \t -1 \t 7\n", + "4 \t 1009 \t 598 \t 1 \t 411 \t 3 \t -20\n", + "5 \t 598 \t 411 \t 1 \t 187 \t -4 \t 27\n", + "6 \t 411 \t 187 \t 2 \t 37 \t 7 \t -47\n", + "7 \t 187 \t 37 \t 5 \t 2 \t -11 \t 74\n", + "8 \t 37 \t 2 \t 18 \t 1 \t 29 \t -195\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -156 \t 1049\n", + "\t\t\t\t\t 2837 \t -19077\n", + "GCD(39203, 5830) = 1, with coefficients 2837 and -19077 such that 1 = (2837)*39203 + (-19077)*5830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5831 \t 6 \t 4217 \t 1 \t 0\n", + "1 \t 5831 \t 4217 \t 1 \t 1614 \t 0 \t 1\n", + "2 \t 4217 \t 1614 \t 2 \t 989 \t 1 \t -6\n", + "3 \t 1614 \t 989 \t 1 \t 625 \t -1 \t 7\n", + "4 \t 989 \t 625 \t 1 \t 364 \t 3 \t -20\n", + "5 \t 625 \t 364 \t 1 \t 261 \t -4 \t 27\n", + "6 \t 364 \t 261 \t 1 \t 103 \t 7 \t -47\n", + "7 \t 261 \t 103 \t 2 \t 55 \t -11 \t 74\n", + "8 \t 103 \t 55 \t 1 \t 48 \t 18 \t -121\n", + "9 \t 55 \t 48 \t 1 \t 7 \t -47 \t 316\n", + "10 \t 48 \t 7 \t 6 \t 6 \t 65 \t -437\n", + "11 \t 7 \t 6 \t 1 \t 1 \t -112 \t 753\n", + "12 \t 6 \t 1 \t 6 \t 0 \t 737 \t -4955\n", + "\t\t\t\t\t -849 \t 5708\n", + "GCD(39203, 5831) = 1, with coefficients -849 and 5708 such that 1 = (-849)*39203 + (5708)*5831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5832 \t 6 \t 4211 \t 1 \t 0\n", + "1 \t 5832 \t 4211 \t 1 \t 1621 \t 0 \t 1\n", + "2 \t 4211 \t 1621 \t 2 \t 969 \t 1 \t -6\n", + "3 \t 1621 \t 969 \t 1 \t 652 \t -1 \t 7\n", + "4 \t 969 \t 652 \t 1 \t 317 \t 3 \t -20\n", + "5 \t 652 \t 317 \t 2 \t 18 \t -4 \t 27\n", + "6 \t 317 \t 18 \t 17 \t 11 \t 7 \t -47\n", + "7 \t 18 \t 11 \t 1 \t 7 \t -18 \t 121\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 313 \t -2104\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -331 \t 2225\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 644 \t -4329\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -975 \t 6554\n", + "\t\t\t\t\t 1619 \t -10883\n", + "GCD(39203, 5832) = 1, with coefficients 1619 and -10883 such that 1 = (1619)*39203 + (-10883)*5832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5833 \t 6 \t 4205 \t 1 \t 0\n", + "1 \t 5833 \t 4205 \t 1 \t 1628 \t 0 \t 1\n", + "2 \t 4205 \t 1628 \t 2 \t 949 \t 1 \t -6\n", + "3 \t 1628 \t 949 \t 1 \t 679 \t -1 \t 7\n", + "4 \t 949 \t 679 \t 1 \t 270 \t 3 \t -20\n", + "5 \t 679 \t 270 \t 2 \t 139 \t -4 \t 27\n", + "6 \t 270 \t 139 \t 1 \t 131 \t 7 \t -47\n", + "7 \t 139 \t 131 \t 1 \t 8 \t -18 \t 121\n", + "8 \t 131 \t 8 \t 16 \t 3 \t 25 \t -168\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -43 \t 289\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 713 \t -4792\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1469 \t 9873\n", + "\t\t\t\t\t 2182 \t -14665\n", + "GCD(39203, 5833) = 1, with coefficients 2182 and -14665 such that 1 = (2182)*39203 + (-14665)*5833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5834 \t 6 \t 4199 \t 1 \t 0\n", + "1 \t 5834 \t 4199 \t 1 \t 1635 \t 0 \t 1\n", + "2 \t 4199 \t 1635 \t 2 \t 929 \t 1 \t -6\n", + "3 \t 1635 \t 929 \t 1 \t 706 \t -1 \t 7\n", + "4 \t 929 \t 706 \t 1 \t 223 \t 3 \t -20\n", + "5 \t 706 \t 223 \t 3 \t 37 \t -4 \t 27\n", + "6 \t 223 \t 37 \t 6 \t 1 \t 7 \t -47\n", + "7 \t 37 \t 1 \t 37 \t 0 \t -25 \t 168\n", + "\t\t\t\t\t 157 \t -1055\n", + "GCD(39203, 5834) = 1, with coefficients 157 and -1055 such that 1 = (157)*39203 + (-1055)*5834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5835 \t 6 \t 4193 \t 1 \t 0\n", + "1 \t 5835 \t 4193 \t 1 \t 1642 \t 0 \t 1\n", + "2 \t 4193 \t 1642 \t 2 \t 909 \t 1 \t -6\n", + "3 \t 1642 \t 909 \t 1 \t 733 \t -1 \t 7\n", + "4 \t 909 \t 733 \t 1 \t 176 \t 3 \t -20\n", + "5 \t 733 \t 176 \t 4 \t 29 \t -4 \t 27\n", + "6 \t 176 \t 29 \t 6 \t 2 \t 7 \t -47\n", + "7 \t 29 \t 2 \t 14 \t 1 \t -32 \t 215\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 199 \t -1337\n", + "\t\t\t\t\t -2818 \t 18933\n", + "GCD(39203, 5835) = 1, with coefficients -2818 and 18933 such that 1 = (-2818)*39203 + (18933)*5835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5836 \t 6 \t 4187 \t 1 \t 0\n", + "1 \t 5836 \t 4187 \t 1 \t 1649 \t 0 \t 1\n", + "2 \t 4187 \t 1649 \t 2 \t 889 \t 1 \t -6\n", + "3 \t 1649 \t 889 \t 1 \t 760 \t -1 \t 7\n", + "4 \t 889 \t 760 \t 1 \t 129 \t 3 \t -20\n", + "5 \t 760 \t 129 \t 5 \t 115 \t -4 \t 27\n", + "6 \t 129 \t 115 \t 1 \t 14 \t 7 \t -47\n", + "7 \t 115 \t 14 \t 8 \t 3 \t -39 \t 262\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 46 \t -309\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -407 \t 2734\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1674 \t -11245\n", + "\t\t\t\t\t -2081 \t 13979\n", + "GCD(39203, 5836) = 1, with coefficients -2081 and 13979 such that 1 = (-2081)*39203 + (13979)*5836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5837 \t 6 \t 4181 \t 1 \t 0\n", + "1 \t 5837 \t 4181 \t 1 \t 1656 \t 0 \t 1\n", + "2 \t 4181 \t 1656 \t 2 \t 869 \t 1 \t -6\n", + "3 \t 1656 \t 869 \t 1 \t 787 \t -1 \t 7\n", + "4 \t 869 \t 787 \t 1 \t 82 \t 3 \t -20\n", + "5 \t 787 \t 82 \t 9 \t 49 \t -4 \t 27\n", + "6 \t 82 \t 49 \t 1 \t 33 \t 7 \t -47\n", + "7 \t 49 \t 33 \t 1 \t 16 \t -67 \t 450\n", + "8 \t 33 \t 16 \t 2 \t 1 \t 74 \t -497\n", + "9 \t 16 \t 1 \t 16 \t 0 \t -141 \t 947\n", + "\t\t\t\t\t 356 \t -2391\n", + "GCD(39203, 5837) = 1, with coefficients 356 and -2391 such that 1 = (356)*39203 + (-2391)*5837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5838 \t 6 \t 4175 \t 1 \t 0\n", + "1 \t 5838 \t 4175 \t 1 \t 1663 \t 0 \t 1\n", + "2 \t 4175 \t 1663 \t 2 \t 849 \t 1 \t -6\n", + "3 \t 1663 \t 849 \t 1 \t 814 \t -1 \t 7\n", + "4 \t 849 \t 814 \t 1 \t 35 \t 3 \t -20\n", + "5 \t 814 \t 35 \t 23 \t 9 \t -4 \t 27\n", + "6 \t 35 \t 9 \t 3 \t 8 \t 7 \t -47\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -165 \t 1108\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 502 \t -3371\n", + "\t\t\t\t\t -667 \t 4479\n", + "GCD(39203, 5838) = 1, with coefficients -667 and 4479 such that 1 = (-667)*39203 + (4479)*5838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5839 \t 6 \t 4169 \t 1 \t 0\n", + "1 \t 5839 \t 4169 \t 1 \t 1670 \t 0 \t 1\n", + "2 \t 4169 \t 1670 \t 2 \t 829 \t 1 \t -6\n", + "3 \t 1670 \t 829 \t 2 \t 12 \t -1 \t 7\n", + "4 \t 829 \t 12 \t 69 \t 1 \t 3 \t -20\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -7 \t 47\n", + "\t\t\t\t\t 486 \t -3263\n", + "GCD(39203, 5839) = 1, with coefficients 486 and -3263 such that 1 = (486)*39203 + (-3263)*5839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5840 \t 6 \t 4163 \t 1 \t 0\n", + "1 \t 5840 \t 4163 \t 1 \t 1677 \t 0 \t 1\n", + "2 \t 4163 \t 1677 \t 2 \t 809 \t 1 \t -6\n", + "3 \t 1677 \t 809 \t 2 \t 59 \t -1 \t 7\n", + "4 \t 809 \t 59 \t 13 \t 42 \t 3 \t -20\n", + "5 \t 59 \t 42 \t 1 \t 17 \t -7 \t 47\n", + "6 \t 42 \t 17 \t 2 \t 8 \t 94 \t -631\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -101 \t 678\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 296 \t -1987\n", + "\t\t\t\t\t -693 \t 4652\n", + "GCD(39203, 5840) = 1, with coefficients -693 and 4652 such that 1 = (-693)*39203 + (4652)*5840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5841 \t 6 \t 4157 \t 1 \t 0\n", + "1 \t 5841 \t 4157 \t 1 \t 1684 \t 0 \t 1\n", + "2 \t 4157 \t 1684 \t 2 \t 789 \t 1 \t -6\n", + "3 \t 1684 \t 789 \t 2 \t 106 \t -1 \t 7\n", + "4 \t 789 \t 106 \t 7 \t 47 \t 3 \t -20\n", + "5 \t 106 \t 47 \t 2 \t 12 \t -7 \t 47\n", + "6 \t 47 \t 12 \t 3 \t 11 \t 52 \t -349\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -111 \t 745\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 385 \t -2584\n", + "\t\t\t\t\t -496 \t 3329\n", + "GCD(39203, 5841) = 1, with coefficients -496 and 3329 such that 1 = (-496)*39203 + (3329)*5841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5842 \t 6 \t 4151 \t 1 \t 0\n", + "1 \t 5842 \t 4151 \t 1 \t 1691 \t 0 \t 1\n", + "2 \t 4151 \t 1691 \t 2 \t 769 \t 1 \t -6\n", + "3 \t 1691 \t 769 \t 2 \t 153 \t -1 \t 7\n", + "4 \t 769 \t 153 \t 5 \t 4 \t 3 \t -20\n", + "5 \t 153 \t 4 \t 38 \t 1 \t -7 \t 47\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 38 \t -255\n", + "\t\t\t\t\t -1451 \t 9737\n", + "GCD(39203, 5842) = 1, with coefficients -1451 and 9737 such that 1 = (-1451)*39203 + (9737)*5842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5843 \t 6 \t 4145 \t 1 \t 0\n", + "1 \t 5843 \t 4145 \t 1 \t 1698 \t 0 \t 1\n", + "2 \t 4145 \t 1698 \t 2 \t 749 \t 1 \t -6\n", + "3 \t 1698 \t 749 \t 2 \t 200 \t -1 \t 7\n", + "4 \t 749 \t 200 \t 3 \t 149 \t 3 \t -20\n", + "5 \t 200 \t 149 \t 1 \t 51 \t -7 \t 47\n", + "6 \t 149 \t 51 \t 2 \t 47 \t 24 \t -161\n", + "7 \t 51 \t 47 \t 1 \t 4 \t -31 \t 208\n", + "8 \t 47 \t 4 \t 11 \t 3 \t 86 \t -577\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -117 \t 785\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1373 \t -9212\n", + "\t\t\t\t\t -1490 \t 9997\n", + "GCD(39203, 5843) = 1, with coefficients -1490 and 9997 such that 1 = (-1490)*39203 + (9997)*5843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5844 \t 6 \t 4139 \t 1 \t 0\n", + "1 \t 5844 \t 4139 \t 1 \t 1705 \t 0 \t 1\n", + "2 \t 4139 \t 1705 \t 2 \t 729 \t 1 \t -6\n", + "3 \t 1705 \t 729 \t 2 \t 247 \t -1 \t 7\n", + "4 \t 729 \t 247 \t 2 \t 235 \t 3 \t -20\n", + "5 \t 247 \t 235 \t 1 \t 12 \t -7 \t 47\n", + "6 \t 235 \t 12 \t 19 \t 7 \t 17 \t -114\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -24 \t 161\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 473 \t -3173\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -497 \t 3334\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 970 \t -6507\n", + "\t\t\t\t\t -2437 \t 16348\n", + "GCD(39203, 5844) = 1, with coefficients -2437 and 16348 such that 1 = (-2437)*39203 + (16348)*5844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5845 \t 6 \t 4133 \t 1 \t 0\n", + "1 \t 5845 \t 4133 \t 1 \t 1712 \t 0 \t 1\n", + "2 \t 4133 \t 1712 \t 2 \t 709 \t 1 \t -6\n", + "3 \t 1712 \t 709 \t 2 \t 294 \t -1 \t 7\n", + "4 \t 709 \t 294 \t 2 \t 121 \t 3 \t -20\n", + "5 \t 294 \t 121 \t 2 \t 52 \t -7 \t 47\n", + "6 \t 121 \t 52 \t 2 \t 17 \t 17 \t -114\n", + "7 \t 52 \t 17 \t 3 \t 1 \t -41 \t 275\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 99 \t -664\n", + "\t\t\t\t\t -338 \t 2267\n", + "GCD(39203, 5845) = 1, with coefficients -338 and 2267 such that 1 = (-338)*39203 + (2267)*5845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5846 \t 6 \t 4127 \t 1 \t 0\n", + "1 \t 5846 \t 4127 \t 1 \t 1719 \t 0 \t 1\n", + "2 \t 4127 \t 1719 \t 2 \t 689 \t 1 \t -6\n", + "3 \t 1719 \t 689 \t 2 \t 341 \t -1 \t 7\n", + "4 \t 689 \t 341 \t 2 \t 7 \t 3 \t -20\n", + "5 \t 341 \t 7 \t 48 \t 5 \t -7 \t 47\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 17 \t -114\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -823 \t 5519\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 840 \t -5633\n", + "\t\t\t\t\t -2503 \t 16785\n", + "GCD(39203, 5846) = 1, with coefficients -2503 and 16785 such that 1 = (-2503)*39203 + (16785)*5846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5847 \t 6 \t 4121 \t 1 \t 0\n", + "1 \t 5847 \t 4121 \t 1 \t 1726 \t 0 \t 1\n", + "2 \t 4121 \t 1726 \t 2 \t 669 \t 1 \t -6\n", + "3 \t 1726 \t 669 \t 2 \t 388 \t -1 \t 7\n", + "4 \t 669 \t 388 \t 1 \t 281 \t 3 \t -20\n", + "5 \t 388 \t 281 \t 1 \t 107 \t -7 \t 47\n", + "6 \t 281 \t 107 \t 2 \t 67 \t 10 \t -67\n", + "7 \t 107 \t 67 \t 1 \t 40 \t -17 \t 114\n", + "8 \t 67 \t 40 \t 1 \t 27 \t 44 \t -295\n", + "9 \t 40 \t 27 \t 1 \t 13 \t -61 \t 409\n", + "10 \t 27 \t 13 \t 2 \t 1 \t 105 \t -704\n", + "11 \t 13 \t 1 \t 13 \t 0 \t -166 \t 1113\n", + "\t\t\t\t\t 437 \t -2930\n", + "GCD(39203, 5847) = 1, with coefficients 437 and -2930 such that 1 = (437)*39203 + (-2930)*5847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5848 \t 6 \t 4115 \t 1 \t 0\n", + "1 \t 5848 \t 4115 \t 1 \t 1733 \t 0 \t 1\n", + "2 \t 4115 \t 1733 \t 2 \t 649 \t 1 \t -6\n", + "3 \t 1733 \t 649 \t 2 \t 435 \t -1 \t 7\n", + "4 \t 649 \t 435 \t 1 \t 214 \t 3 \t -20\n", + "5 \t 435 \t 214 \t 2 \t 7 \t -7 \t 47\n", + "6 \t 214 \t 7 \t 30 \t 4 \t 10 \t -67\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -27 \t 181\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 820 \t -5497\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -847 \t 5678\n", + "\t\t\t\t\t 1667 \t -11175\n", + "GCD(39203, 5848) = 1, with coefficients 1667 and -11175 such that 1 = (1667)*39203 + (-11175)*5848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5849 \t 6 \t 4109 \t 1 \t 0\n", + "1 \t 5849 \t 4109 \t 1 \t 1740 \t 0 \t 1\n", + "2 \t 4109 \t 1740 \t 2 \t 629 \t 1 \t -6\n", + "3 \t 1740 \t 629 \t 2 \t 482 \t -1 \t 7\n", + "4 \t 629 \t 482 \t 1 \t 147 \t 3 \t -20\n", + "5 \t 482 \t 147 \t 3 \t 41 \t -7 \t 47\n", + "6 \t 147 \t 41 \t 3 \t 24 \t 10 \t -67\n", + "7 \t 41 \t 24 \t 1 \t 17 \t -37 \t 248\n", + "8 \t 24 \t 17 \t 1 \t 7 \t 121 \t -811\n", + "9 \t 17 \t 7 \t 2 \t 3 \t -158 \t 1059\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 279 \t -1870\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -716 \t 4799\n", + "\t\t\t\t\t 1711 \t -11468\n", + "GCD(39203, 5849) = 1, with coefficients 1711 and -11468 such that 1 = (1711)*39203 + (-11468)*5849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5850 \t 6 \t 4103 \t 1 \t 0\n", + "1 \t 5850 \t 4103 \t 1 \t 1747 \t 0 \t 1\n", + "2 \t 4103 \t 1747 \t 2 \t 609 \t 1 \t -6\n", + "3 \t 1747 \t 609 \t 2 \t 529 \t -1 \t 7\n", + "4 \t 609 \t 529 \t 1 \t 80 \t 3 \t -20\n", + "5 \t 529 \t 80 \t 6 \t 49 \t -7 \t 47\n", + "6 \t 80 \t 49 \t 1 \t 31 \t 10 \t -67\n", + "7 \t 49 \t 31 \t 1 \t 18 \t -67 \t 449\n", + "8 \t 31 \t 18 \t 1 \t 13 \t 77 \t -516\n", + "9 \t 18 \t 13 \t 1 \t 5 \t -144 \t 965\n", + "10 \t 13 \t 5 \t 2 \t 3 \t 221 \t -1481\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -365 \t 2446\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 951 \t -6373\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1316 \t 8819\n", + "\t\t\t\t\t 2267 \t -15192\n", + "GCD(39203, 5850) = 1, with coefficients 2267 and -15192 such that 1 = (2267)*39203 + (-15192)*5850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5851 \t 6 \t 4097 \t 1 \t 0\n", + "1 \t 5851 \t 4097 \t 1 \t 1754 \t 0 \t 1\n", + "2 \t 4097 \t 1754 \t 2 \t 589 \t 1 \t -6\n", + "3 \t 1754 \t 589 \t 2 \t 576 \t -1 \t 7\n", + "4 \t 589 \t 576 \t 1 \t 13 \t 3 \t -20\n", + "5 \t 576 \t 13 \t 44 \t 4 \t -7 \t 47\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 10 \t -67\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -447 \t 2995\n", + "\t\t\t\t\t 1351 \t -9052\n", + "GCD(39203, 5851) = 1, with coefficients 1351 and -9052 such that 1 = (1351)*39203 + (-9052)*5851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5852 \t 6 \t 4091 \t 1 \t 0\n", + "1 \t 5852 \t 4091 \t 1 \t 1761 \t 0 \t 1\n", + "2 \t 4091 \t 1761 \t 2 \t 569 \t 1 \t -6\n", + "3 \t 1761 \t 569 \t 3 \t 54 \t -1 \t 7\n", + "4 \t 569 \t 54 \t 10 \t 29 \t 3 \t -20\n", + "5 \t 54 \t 29 \t 1 \t 25 \t -10 \t 67\n", + "6 \t 29 \t 25 \t 1 \t 4 \t 103 \t -690\n", + "7 \t 25 \t 4 \t 6 \t 1 \t -113 \t 757\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 216 \t -1447\n", + "\t\t\t\t\t -1409 \t 9439\n", + "GCD(39203, 5852) = 1, with coefficients -1409 and 9439 such that 1 = (-1409)*39203 + (9439)*5852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5853 \t 6 \t 4085 \t 1 \t 0\n", + "1 \t 5853 \t 4085 \t 1 \t 1768 \t 0 \t 1\n", + "2 \t 4085 \t 1768 \t 2 \t 549 \t 1 \t -6\n", + "3 \t 1768 \t 549 \t 3 \t 121 \t -1 \t 7\n", + "4 \t 549 \t 121 \t 4 \t 65 \t 3 \t -20\n", + "5 \t 121 \t 65 \t 1 \t 56 \t -10 \t 67\n", + "6 \t 65 \t 56 \t 1 \t 9 \t 43 \t -288\n", + "7 \t 56 \t 9 \t 6 \t 2 \t -53 \t 355\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 96 \t -643\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -629 \t 4213\n", + "\t\t\t\t\t 2612 \t -17495\n", + "GCD(39203, 5853) = 1, with coefficients 2612 and -17495 such that 1 = (2612)*39203 + (-17495)*5853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5854 \t 6 \t 4079 \t 1 \t 0\n", + "1 \t 5854 \t 4079 \t 1 \t 1775 \t 0 \t 1\n", + "2 \t 4079 \t 1775 \t 2 \t 529 \t 1 \t -6\n", + "3 \t 1775 \t 529 \t 3 \t 188 \t -1 \t 7\n", + "4 \t 529 \t 188 \t 2 \t 153 \t 3 \t -20\n", + "5 \t 188 \t 153 \t 1 \t 35 \t -10 \t 67\n", + "6 \t 153 \t 35 \t 4 \t 13 \t 23 \t -154\n", + "7 \t 35 \t 13 \t 2 \t 9 \t -33 \t 221\n", + "8 \t 13 \t 9 \t 1 \t 4 \t 155 \t -1038\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -343 \t 2297\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 498 \t -3335\n", + "\t\t\t\t\t -1339 \t 8967\n", + "GCD(39203, 5854) = 1, with coefficients -1339 and 8967 such that 1 = (-1339)*39203 + (8967)*5854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5855 \t 6 \t 4073 \t 1 \t 0\n", + "1 \t 5855 \t 4073 \t 1 \t 1782 \t 0 \t 1\n", + "2 \t 4073 \t 1782 \t 2 \t 509 \t 1 \t -6\n", + "3 \t 1782 \t 509 \t 3 \t 255 \t -1 \t 7\n", + "4 \t 509 \t 255 \t 1 \t 254 \t 3 \t -20\n", + "5 \t 255 \t 254 \t 1 \t 1 \t -10 \t 67\n", + "6 \t 254 \t 1 \t 254 \t 0 \t 13 \t -87\n", + "\t\t\t\t\t -23 \t 154\n", + "GCD(39203, 5855) = 1, with coefficients -23 and 154 such that 1 = (-23)*39203 + (154)*5855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5856 \t 6 \t 4067 \t 1 \t 0\n", + "1 \t 5856 \t 4067 \t 1 \t 1789 \t 0 \t 1\n", + "2 \t 4067 \t 1789 \t 2 \t 489 \t 1 \t -6\n", + "3 \t 1789 \t 489 \t 3 \t 322 \t -1 \t 7\n", + "4 \t 489 \t 322 \t 1 \t 167 \t 3 \t -20\n", + "5 \t 322 \t 167 \t 1 \t 155 \t -10 \t 67\n", + "6 \t 167 \t 155 \t 1 \t 12 \t 13 \t -87\n", + "7 \t 155 \t 12 \t 12 \t 11 \t -23 \t 154\n", + "8 \t 12 \t 11 \t 1 \t 1 \t 36 \t -241\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -455 \t 3046\n", + "\t\t\t\t\t 491 \t -3287\n", + "GCD(39203, 5856) = 1, with coefficients 491 and -3287 such that 1 = (491)*39203 + (-3287)*5856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5857 \t 6 \t 4061 \t 1 \t 0\n", + "1 \t 5857 \t 4061 \t 1 \t 1796 \t 0 \t 1\n", + "2 \t 4061 \t 1796 \t 2 \t 469 \t 1 \t -6\n", + "3 \t 1796 \t 469 \t 3 \t 389 \t -1 \t 7\n", + "4 \t 469 \t 389 \t 1 \t 80 \t 3 \t -20\n", + "5 \t 389 \t 80 \t 4 \t 69 \t -10 \t 67\n", + "6 \t 80 \t 69 \t 1 \t 11 \t 13 \t -87\n", + "7 \t 69 \t 11 \t 6 \t 3 \t -62 \t 415\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 75 \t -502\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -512 \t 3427\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1611 \t -10783\n", + "\t\t\t\t\t -2123 \t 14210\n", + "GCD(39203, 5857) = 1, with coefficients -2123 and 14210 such that 1 = (-2123)*39203 + (14210)*5857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5858 \t 6 \t 4055 \t 1 \t 0\n", + "1 \t 5858 \t 4055 \t 1 \t 1803 \t 0 \t 1\n", + "2 \t 4055 \t 1803 \t 2 \t 449 \t 1 \t -6\n", + "3 \t 1803 \t 449 \t 4 \t 7 \t -1 \t 7\n", + "4 \t 449 \t 7 \t 64 \t 1 \t 3 \t -20\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -13 \t 87\n", + "\t\t\t\t\t 835 \t -5588\n", + "GCD(39203, 5858) = 1, with coefficients 835 and -5588 such that 1 = (835)*39203 + (-5588)*5858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5859 \t 6 \t 4049 \t 1 \t 0\n", + "1 \t 5859 \t 4049 \t 1 \t 1810 \t 0 \t 1\n", + "2 \t 4049 \t 1810 \t 2 \t 429 \t 1 \t -6\n", + "3 \t 1810 \t 429 \t 4 \t 94 \t -1 \t 7\n", + "4 \t 429 \t 94 \t 4 \t 53 \t 3 \t -20\n", + "5 \t 94 \t 53 \t 1 \t 41 \t -13 \t 87\n", + "6 \t 53 \t 41 \t 1 \t 12 \t 55 \t -368\n", + "7 \t 41 \t 12 \t 3 \t 5 \t -68 \t 455\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 123 \t -823\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -437 \t 2924\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 997 \t -6671\n", + "\t\t\t\t\t -2431 \t 16266\n", + "GCD(39203, 5859) = 1, with coefficients -2431 and 16266 such that 1 = (-2431)*39203 + (16266)*5859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5860 \t 6 \t 4043 \t 1 \t 0\n", + "1 \t 5860 \t 4043 \t 1 \t 1817 \t 0 \t 1\n", + "2 \t 4043 \t 1817 \t 2 \t 409 \t 1 \t -6\n", + "3 \t 1817 \t 409 \t 4 \t 181 \t -1 \t 7\n", + "4 \t 409 \t 181 \t 2 \t 47 \t 3 \t -20\n", + "5 \t 181 \t 47 \t 3 \t 40 \t -13 \t 87\n", + "6 \t 47 \t 40 \t 1 \t 7 \t 29 \t -194\n", + "7 \t 40 \t 7 \t 5 \t 5 \t -100 \t 669\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 129 \t -863\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -745 \t 4984\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 874 \t -5847\n", + "\t\t\t\t\t -2493 \t 16678\n", + "GCD(39203, 5860) = 1, with coefficients -2493 and 16678 such that 1 = (-2493)*39203 + (16678)*5860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5861 \t 6 \t 4037 \t 1 \t 0\n", + "1 \t 5861 \t 4037 \t 1 \t 1824 \t 0 \t 1\n", + "2 \t 4037 \t 1824 \t 2 \t 389 \t 1 \t -6\n", + "3 \t 1824 \t 389 \t 4 \t 268 \t -1 \t 7\n", + "4 \t 389 \t 268 \t 1 \t 121 \t 3 \t -20\n", + "5 \t 268 \t 121 \t 2 \t 26 \t -13 \t 87\n", + "6 \t 121 \t 26 \t 4 \t 17 \t 16 \t -107\n", + "7 \t 26 \t 17 \t 1 \t 9 \t -45 \t 301\n", + "8 \t 17 \t 9 \t 1 \t 8 \t 196 \t -1311\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -241 \t 1612\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 437 \t -2923\n", + "\t\t\t\t\t -678 \t 4535\n", + "GCD(39203, 5861) = 1, with coefficients -678 and 4535 such that 1 = (-678)*39203 + (4535)*5861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5862 \t 6 \t 4031 \t 1 \t 0\n", + "1 \t 5862 \t 4031 \t 1 \t 1831 \t 0 \t 1\n", + "2 \t 4031 \t 1831 \t 2 \t 369 \t 1 \t -6\n", + "3 \t 1831 \t 369 \t 4 \t 355 \t -1 \t 7\n", + "4 \t 369 \t 355 \t 1 \t 14 \t 3 \t -20\n", + "5 \t 355 \t 14 \t 25 \t 5 \t -13 \t 87\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 16 \t -107\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -413 \t 2762\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 842 \t -5631\n", + "\t\t\t\t\t -1255 \t 8393\n", + "GCD(39203, 5862) = 1, with coefficients -1255 and 8393 such that 1 = (-1255)*39203 + (8393)*5862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5863 \t 6 \t 4025 \t 1 \t 0\n", + "1 \t 5863 \t 4025 \t 1 \t 1838 \t 0 \t 1\n", + "2 \t 4025 \t 1838 \t 2 \t 349 \t 1 \t -6\n", + "3 \t 1838 \t 349 \t 5 \t 93 \t -1 \t 7\n", + "4 \t 349 \t 93 \t 3 \t 70 \t 3 \t -20\n", + "5 \t 93 \t 70 \t 1 \t 23 \t -16 \t 107\n", + "6 \t 70 \t 23 \t 3 \t 1 \t 51 \t -341\n", + "7 \t 23 \t 1 \t 23 \t 0 \t -67 \t 448\n", + "\t\t\t\t\t 252 \t -1685\n", + "GCD(39203, 5863) = 1, with coefficients 252 and -1685 such that 1 = (252)*39203 + (-1685)*5863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5864 \t 6 \t 4019 \t 1 \t 0\n", + "1 \t 5864 \t 4019 \t 1 \t 1845 \t 0 \t 1\n", + "2 \t 4019 \t 1845 \t 2 \t 329 \t 1 \t -6\n", + "3 \t 1845 \t 329 \t 5 \t 200 \t -1 \t 7\n", + "4 \t 329 \t 200 \t 1 \t 129 \t 3 \t -20\n", + "5 \t 200 \t 129 \t 1 \t 71 \t -16 \t 107\n", + "6 \t 129 \t 71 \t 1 \t 58 \t 19 \t -127\n", + "7 \t 71 \t 58 \t 1 \t 13 \t -35 \t 234\n", + "8 \t 58 \t 13 \t 4 \t 6 \t 54 \t -361\n", + "9 \t 13 \t 6 \t 2 \t 1 \t -89 \t 595\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 410 \t -2741\n", + "\t\t\t\t\t -909 \t 6077\n", + "GCD(39203, 5864) = 1, with coefficients -909 and 6077 such that 1 = (-909)*39203 + (6077)*5864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5865 \t 6 \t 4013 \t 1 \t 0\n", + "1 \t 5865 \t 4013 \t 1 \t 1852 \t 0 \t 1\n", + "2 \t 4013 \t 1852 \t 2 \t 309 \t 1 \t -6\n", + "3 \t 1852 \t 309 \t 5 \t 307 \t -1 \t 7\n", + "4 \t 309 \t 307 \t 1 \t 2 \t 3 \t -20\n", + "5 \t 307 \t 2 \t 153 \t 1 \t -16 \t 107\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 19 \t -127\n", + "\t\t\t\t\t -2923 \t 19538\n", + "GCD(39203, 5865) = 1, with coefficients -2923 and 19538 such that 1 = (-2923)*39203 + (19538)*5865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5866 \t 6 \t 4007 \t 1 \t 0\n", + "1 \t 5866 \t 4007 \t 1 \t 1859 \t 0 \t 1\n", + "2 \t 4007 \t 1859 \t 2 \t 289 \t 1 \t -6\n", + "3 \t 1859 \t 289 \t 6 \t 125 \t -1 \t 7\n", + "4 \t 289 \t 125 \t 2 \t 39 \t 3 \t -20\n", + "5 \t 125 \t 39 \t 3 \t 8 \t -19 \t 127\n", + "6 \t 39 \t 8 \t 4 \t 7 \t 41 \t -274\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -142 \t 949\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 609 \t -4070\n", + "\t\t\t\t\t -751 \t 5019\n", + "GCD(39203, 5866) = 1, with coefficients -751 and 5019 such that 1 = (-751)*39203 + (5019)*5866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5867 \t 6 \t 4001 \t 1 \t 0\n", + "1 \t 5867 \t 4001 \t 1 \t 1866 \t 0 \t 1\n", + "2 \t 4001 \t 1866 \t 2 \t 269 \t 1 \t -6\n", + "3 \t 1866 \t 269 \t 6 \t 252 \t -1 \t 7\n", + "4 \t 269 \t 252 \t 1 \t 17 \t 3 \t -20\n", + "5 \t 252 \t 17 \t 14 \t 14 \t -19 \t 127\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 22 \t -147\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -327 \t 2185\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 349 \t -2332\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1723 \t 11513\n", + "\t\t\t\t\t 2072 \t -13845\n", + "GCD(39203, 5867) = 1, with coefficients 2072 and -13845 such that 1 = (2072)*39203 + (-13845)*5867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5868 \t 6 \t 3995 \t 1 \t 0\n", + "1 \t 5868 \t 3995 \t 1 \t 1873 \t 0 \t 1\n", + "2 \t 3995 \t 1873 \t 2 \t 249 \t 1 \t -6\n", + "3 \t 1873 \t 249 \t 7 \t 130 \t -1 \t 7\n", + "4 \t 249 \t 130 \t 1 \t 119 \t 3 \t -20\n", + "5 \t 130 \t 119 \t 1 \t 11 \t -22 \t 147\n", + "6 \t 119 \t 11 \t 10 \t 9 \t 25 \t -167\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -47 \t 314\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 495 \t -3307\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -542 \t 3621\n", + "\t\t\t\t\t 2663 \t -17791\n", + "GCD(39203, 5868) = 1, with coefficients 2663 and -17791 such that 1 = (2663)*39203 + (-17791)*5868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5869 \t 6 \t 3989 \t 1 \t 0\n", + "1 \t 5869 \t 3989 \t 1 \t 1880 \t 0 \t 1\n", + "2 \t 3989 \t 1880 \t 2 \t 229 \t 1 \t -6\n", + "3 \t 1880 \t 229 \t 8 \t 48 \t -1 \t 7\n", + "4 \t 229 \t 48 \t 4 \t 37 \t 3 \t -20\n", + "5 \t 48 \t 37 \t 1 \t 11 \t -25 \t 167\n", + "6 \t 37 \t 11 \t 3 \t 4 \t 103 \t -688\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -128 \t 855\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 487 \t -3253\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1102 \t 7361\n", + "\t\t\t\t\t 1589 \t -10614\n", + "GCD(39203, 5869) = 1, with coefficients 1589 and -10614 such that 1 = (1589)*39203 + (-10614)*5869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5870 \t 6 \t 3983 \t 1 \t 0\n", + "1 \t 5870 \t 3983 \t 1 \t 1887 \t 0 \t 1\n", + "2 \t 3983 \t 1887 \t 2 \t 209 \t 1 \t -6\n", + "3 \t 1887 \t 209 \t 9 \t 6 \t -1 \t 7\n", + "4 \t 209 \t 6 \t 34 \t 5 \t 3 \t -20\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -28 \t 187\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 955 \t -6378\n", + "\t\t\t\t\t -983 \t 6565\n", + "GCD(39203, 5870) = 1, with coefficients -983 and 6565 such that 1 = (-983)*39203 + (6565)*5870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5871 \t 6 \t 3977 \t 1 \t 0\n", + "1 \t 5871 \t 3977 \t 1 \t 1894 \t 0 \t 1\n", + "2 \t 3977 \t 1894 \t 2 \t 189 \t 1 \t -6\n", + "3 \t 1894 \t 189 \t 10 \t 4 \t -1 \t 7\n", + "4 \t 189 \t 4 \t 47 \t 1 \t 3 \t -20\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -31 \t 207\n", + "\t\t\t\t\t 1460 \t -9749\n", + "GCD(39203, 5871) = 1, with coefficients 1460 and -9749 such that 1 = (1460)*39203 + (-9749)*5871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5872 \t 6 \t 3971 \t 1 \t 0\n", + "1 \t 5872 \t 3971 \t 1 \t 1901 \t 0 \t 1\n", + "2 \t 3971 \t 1901 \t 2 \t 169 \t 1 \t -6\n", + "3 \t 1901 \t 169 \t 11 \t 42 \t -1 \t 7\n", + "4 \t 169 \t 42 \t 4 \t 1 \t 3 \t -20\n", + "5 \t 42 \t 1 \t 42 \t 0 \t -34 \t 227\n", + "\t\t\t\t\t 139 \t -928\n", + "GCD(39203, 5872) = 1, with coefficients 139 and -928 such that 1 = (139)*39203 + (-928)*5872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5873 \t 6 \t 3965 \t 1 \t 0\n", + "1 \t 5873 \t 3965 \t 1 \t 1908 \t 0 \t 1\n", + "2 \t 3965 \t 1908 \t 2 \t 149 \t 1 \t -6\n", + "3 \t 1908 \t 149 \t 12 \t 120 \t -1 \t 7\n", + "4 \t 149 \t 120 \t 1 \t 29 \t 3 \t -20\n", + "5 \t 120 \t 29 \t 4 \t 4 \t -37 \t 247\n", + "6 \t 29 \t 4 \t 7 \t 1 \t 40 \t -267\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -197 \t 1315\n", + "\t\t\t\t\t 1419 \t -9472\n", + "GCD(39203, 5873) = 1, with coefficients 1419 and -9472 such that 1 = (1419)*39203 + (-9472)*5873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5874 \t 6 \t 3959 \t 1 \t 0\n", + "1 \t 5874 \t 3959 \t 1 \t 1915 \t 0 \t 1\n", + "2 \t 3959 \t 1915 \t 2 \t 129 \t 1 \t -6\n", + "3 \t 1915 \t 129 \t 14 \t 109 \t -1 \t 7\n", + "4 \t 129 \t 109 \t 1 \t 20 \t 3 \t -20\n", + "5 \t 109 \t 20 \t 5 \t 9 \t -43 \t 287\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 46 \t -307\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -273 \t 1822\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 592 \t -3951\n", + "\t\t\t\t\t -2641 \t 17626\n", + "GCD(39203, 5874) = 1, with coefficients -2641 and 17626 such that 1 = (-2641)*39203 + (17626)*5874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5875 \t 6 \t 3953 \t 1 \t 0\n", + "1 \t 5875 \t 3953 \t 1 \t 1922 \t 0 \t 1\n", + "2 \t 3953 \t 1922 \t 2 \t 109 \t 1 \t -6\n", + "3 \t 1922 \t 109 \t 17 \t 69 \t -1 \t 7\n", + "4 \t 109 \t 69 \t 1 \t 40 \t 3 \t -20\n", + "5 \t 69 \t 40 \t 1 \t 29 \t -52 \t 347\n", + "6 \t 40 \t 29 \t 1 \t 11 \t 55 \t -367\n", + "7 \t 29 \t 11 \t 2 \t 7 \t -107 \t 714\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 162 \t -1081\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -431 \t 2876\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 593 \t -3957\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1024 \t 6833\n", + "\t\t\t\t\t 1617 \t -10790\n", + "GCD(39203, 5875) = 1, with coefficients 1617 and -10790 such that 1 = (1617)*39203 + (-10790)*5875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5876 \t 6 \t 3947 \t 1 \t 0\n", + "1 \t 5876 \t 3947 \t 1 \t 1929 \t 0 \t 1\n", + "2 \t 3947 \t 1929 \t 2 \t 89 \t 1 \t -6\n", + "3 \t 1929 \t 89 \t 21 \t 60 \t -1 \t 7\n", + "4 \t 89 \t 60 \t 1 \t 29 \t 3 \t -20\n", + "5 \t 60 \t 29 \t 2 \t 2 \t -64 \t 427\n", + "6 \t 29 \t 2 \t 14 \t 1 \t 67 \t -447\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -198 \t 1321\n", + "\t\t\t\t\t 2839 \t -18941\n", + "GCD(39203, 5876) = 1, with coefficients 2839 and -18941 such that 1 = (2839)*39203 + (-18941)*5876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5877 \t 6 \t 3941 \t 1 \t 0\n", + "1 \t 5877 \t 3941 \t 1 \t 1936 \t 0 \t 1\n", + "2 \t 3941 \t 1936 \t 2 \t 69 \t 1 \t -6\n", + "3 \t 1936 \t 69 \t 28 \t 4 \t -1 \t 7\n", + "4 \t 69 \t 4 \t 17 \t 1 \t 3 \t -20\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -85 \t 567\n", + "\t\t\t\t\t 1448 \t -9659\n", + "GCD(39203, 5877) = 1, with coefficients 1448 and -9659 such that 1 = (1448)*39203 + (-9659)*5877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5878 \t 6 \t 3935 \t 1 \t 0\n", + "1 \t 5878 \t 3935 \t 1 \t 1943 \t 0 \t 1\n", + "2 \t 3935 \t 1943 \t 2 \t 49 \t 1 \t -6\n", + "3 \t 1943 \t 49 \t 39 \t 32 \t -1 \t 7\n", + "4 \t 49 \t 32 \t 1 \t 17 \t 3 \t -20\n", + "5 \t 32 \t 17 \t 1 \t 15 \t -118 \t 787\n", + "6 \t 17 \t 15 \t 1 \t 2 \t 121 \t -807\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -239 \t 1594\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 360 \t -2401\n", + "\t\t\t\t\t -2759 \t 18401\n", + "GCD(39203, 5878) = 1, with coefficients -2759 and 18401 such that 1 = (-2759)*39203 + (18401)*5878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5879 \t 6 \t 3929 \t 1 \t 0\n", + "1 \t 5879 \t 3929 \t 1 \t 1950 \t 0 \t 1\n", + "2 \t 3929 \t 1950 \t 2 \t 29 \t 1 \t -6\n", + "3 \t 1950 \t 29 \t 67 \t 7 \t -1 \t 7\n", + "4 \t 29 \t 7 \t 4 \t 1 \t 3 \t -20\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -202 \t 1347\n", + "\t\t\t\t\t 811 \t -5408\n", + "GCD(39203, 5879) = 1, with coefficients 811 and -5408 such that 1 = (811)*39203 + (-5408)*5879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5880 \t 6 \t 3923 \t 1 \t 0\n", + "1 \t 5880 \t 3923 \t 1 \t 1957 \t 0 \t 1\n", + "2 \t 3923 \t 1957 \t 2 \t 9 \t 1 \t -6\n", + "3 \t 1957 \t 9 \t 217 \t 4 \t -1 \t 7\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 3 \t -20\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -652 \t 4347\n", + "\t\t\t\t\t 1307 \t -8714\n", + "GCD(39203, 5880) = 1, with coefficients 1307 and -8714 such that 1 = (1307)*39203 + (-8714)*5880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5881 \t 6 \t 3917 \t 1 \t 0\n", + "1 \t 5881 \t 3917 \t 1 \t 1964 \t 0 \t 1\n", + "2 \t 3917 \t 1964 \t 1 \t 1953 \t 1 \t -6\n", + "3 \t 1964 \t 1953 \t 1 \t 11 \t -1 \t 7\n", + "4 \t 1953 \t 11 \t 177 \t 6 \t 2 \t -13\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -3 \t 20\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 533 \t -3553\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -536 \t 3573\n", + "\t\t\t\t\t 1069 \t -7126\n", + "GCD(39203, 5881) = 1, with coefficients 1069 and -7126 such that 1 = (1069)*39203 + (-7126)*5881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5882 \t 6 \t 3911 \t 1 \t 0\n", + "1 \t 5882 \t 3911 \t 1 \t 1971 \t 0 \t 1\n", + "2 \t 3911 \t 1971 \t 1 \t 1940 \t 1 \t -6\n", + "3 \t 1971 \t 1940 \t 1 \t 31 \t -1 \t 7\n", + "4 \t 1940 \t 31 \t 62 \t 18 \t 2 \t -13\n", + "5 \t 31 \t 18 \t 1 \t 13 \t -3 \t 20\n", + "6 \t 18 \t 13 \t 1 \t 5 \t 188 \t -1253\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -191 \t 1273\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 379 \t -2526\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -949 \t 6325\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1328 \t -8851\n", + "\t\t\t\t\t -2277 \t 15176\n", + "GCD(39203, 5882) = 1, with coefficients -2277 and 15176 such that 1 = (-2277)*39203 + (15176)*5882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5883 \t 6 \t 3905 \t 1 \t 0\n", + "1 \t 5883 \t 3905 \t 1 \t 1978 \t 0 \t 1\n", + "2 \t 3905 \t 1978 \t 1 \t 1927 \t 1 \t -6\n", + "3 \t 1978 \t 1927 \t 1 \t 51 \t -1 \t 7\n", + "4 \t 1927 \t 51 \t 37 \t 40 \t 2 \t -13\n", + "5 \t 51 \t 40 \t 1 \t 11 \t -3 \t 20\n", + "6 \t 40 \t 11 \t 3 \t 7 \t 113 \t -753\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -116 \t 773\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 461 \t -3072\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -577 \t 3845\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1038 \t -6917\n", + "\t\t\t\t\t -1615 \t 10762\n", + "GCD(39203, 5883) = 1, with coefficients -1615 and 10762 such that 1 = (-1615)*39203 + (10762)*5883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5884 \t 6 \t 3899 \t 1 \t 0\n", + "1 \t 5884 \t 3899 \t 1 \t 1985 \t 0 \t 1\n", + "2 \t 3899 \t 1985 \t 1 \t 1914 \t 1 \t -6\n", + "3 \t 1985 \t 1914 \t 1 \t 71 \t -1 \t 7\n", + "4 \t 1914 \t 71 \t 26 \t 68 \t 2 \t -13\n", + "5 \t 71 \t 68 \t 1 \t 3 \t -3 \t 20\n", + "6 \t 68 \t 3 \t 22 \t 2 \t 80 \t -533\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -83 \t 553\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1906 \t -12699\n", + "\t\t\t\t\t -1989 \t 13252\n", + "GCD(39203, 5884) = 1, with coefficients -1989 and 13252 such that 1 = (-1989)*39203 + (13252)*5884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5885 \t 6 \t 3893 \t 1 \t 0\n", + "1 \t 5885 \t 3893 \t 1 \t 1992 \t 0 \t 1\n", + "2 \t 3893 \t 1992 \t 1 \t 1901 \t 1 \t -6\n", + "3 \t 1992 \t 1901 \t 1 \t 91 \t -1 \t 7\n", + "4 \t 1901 \t 91 \t 20 \t 81 \t 2 \t -13\n", + "5 \t 91 \t 81 \t 1 \t 10 \t -3 \t 20\n", + "6 \t 81 \t 10 \t 8 \t 1 \t 62 \t -413\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -65 \t 433\n", + "\t\t\t\t\t 582 \t -3877\n", + "GCD(39203, 5885) = 1, with coefficients 582 and -3877 such that 1 = (582)*39203 + (-3877)*5885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5886 \t 6 \t 3887 \t 1 \t 0\n", + "1 \t 5886 \t 3887 \t 1 \t 1999 \t 0 \t 1\n", + "2 \t 3887 \t 1999 \t 1 \t 1888 \t 1 \t -6\n", + "3 \t 1999 \t 1888 \t 1 \t 111 \t -1 \t 7\n", + "4 \t 1888 \t 111 \t 17 \t 1 \t 2 \t -13\n", + "5 \t 111 \t 1 \t 111 \t 0 \t -3 \t 20\n", + "\t\t\t\t\t 53 \t -353\n", + "GCD(39203, 5886) = 1, with coefficients 53 and -353 such that 1 = (53)*39203 + (-353)*5886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5887 \t 6 \t 3881 \t 1 \t 0\n", + "1 \t 5887 \t 3881 \t 1 \t 2006 \t 0 \t 1\n", + "2 \t 3881 \t 2006 \t 1 \t 1875 \t 1 \t -6\n", + "3 \t 2006 \t 1875 \t 1 \t 131 \t -1 \t 7\n", + "4 \t 1875 \t 131 \t 14 \t 41 \t 2 \t -13\n", + "5 \t 131 \t 41 \t 3 \t 8 \t -3 \t 20\n", + "6 \t 41 \t 8 \t 5 \t 1 \t 44 \t -293\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -135 \t 899\n", + "\t\t\t\t\t 719 \t -4788\n", + "GCD(39203, 5887) = 1, with coefficients 719 and -4788 such that 1 = (719)*39203 + (-4788)*5887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5888 \t 6 \t 3875 \t 1 \t 0\n", + "1 \t 5888 \t 3875 \t 1 \t 2013 \t 0 \t 1\n", + "2 \t 3875 \t 2013 \t 1 \t 1862 \t 1 \t -6\n", + "3 \t 2013 \t 1862 \t 1 \t 151 \t -1 \t 7\n", + "4 \t 1862 \t 151 \t 12 \t 50 \t 2 \t -13\n", + "5 \t 151 \t 50 \t 3 \t 1 \t -3 \t 20\n", + "6 \t 50 \t 1 \t 50 \t 0 \t 38 \t -253\n", + "\t\t\t\t\t -117 \t 779\n", + "GCD(39203, 5888) = 1, with coefficients -117 and 779 such that 1 = (-117)*39203 + (779)*5888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5889 \t 6 \t 3869 \t 1 \t 0\n", + "1 \t 5889 \t 3869 \t 1 \t 2020 \t 0 \t 1\n", + "2 \t 3869 \t 2020 \t 1 \t 1849 \t 1 \t -6\n", + "3 \t 2020 \t 1849 \t 1 \t 171 \t -1 \t 7\n", + "4 \t 1849 \t 171 \t 10 \t 139 \t 2 \t -13\n", + "5 \t 171 \t 139 \t 1 \t 32 \t -3 \t 20\n", + "6 \t 139 \t 32 \t 4 \t 11 \t 32 \t -213\n", + "7 \t 32 \t 11 \t 2 \t 10 \t -35 \t 233\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 172 \t -1145\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -379 \t 2523\n", + "\t\t\t\t\t 551 \t -3668\n", + "GCD(39203, 5889) = 1, with coefficients 551 and -3668 such that 1 = (551)*39203 + (-3668)*5889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5890 \t 6 \t 3863 \t 1 \t 0\n", + "1 \t 5890 \t 3863 \t 1 \t 2027 \t 0 \t 1\n", + "2 \t 3863 \t 2027 \t 1 \t 1836 \t 1 \t -6\n", + "3 \t 2027 \t 1836 \t 1 \t 191 \t -1 \t 7\n", + "4 \t 1836 \t 191 \t 9 \t 117 \t 2 \t -13\n", + "5 \t 191 \t 117 \t 1 \t 74 \t -3 \t 20\n", + "6 \t 117 \t 74 \t 1 \t 43 \t 29 \t -193\n", + "7 \t 74 \t 43 \t 1 \t 31 \t -32 \t 213\n", + "8 \t 43 \t 31 \t 1 \t 12 \t 61 \t -406\n", + "9 \t 31 \t 12 \t 2 \t 7 \t -93 \t 619\n", + "10 \t 12 \t 7 \t 1 \t 5 \t 154 \t -1025\n", + "11 \t 7 \t 5 \t 1 \t 2 \t -401 \t 2669\n", + "12 \t 5 \t 2 \t 2 \t 1 \t 555 \t -3694\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -956 \t 6363\n", + "\t\t\t\t\t 2467 \t -16420\n", + "GCD(39203, 5890) = 1, with coefficients 2467 and -16420 such that 1 = (2467)*39203 + (-16420)*5890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5891 \t 6 \t 3857 \t 1 \t 0\n", + "1 \t 5891 \t 3857 \t 1 \t 2034 \t 0 \t 1\n", + "2 \t 3857 \t 2034 \t 1 \t 1823 \t 1 \t -6\n", + "3 \t 2034 \t 1823 \t 1 \t 211 \t -1 \t 7\n", + "4 \t 1823 \t 211 \t 8 \t 135 \t 2 \t -13\n", + "5 \t 211 \t 135 \t 1 \t 76 \t -3 \t 20\n", + "6 \t 135 \t 76 \t 1 \t 59 \t 26 \t -173\n", + "7 \t 76 \t 59 \t 1 \t 17 \t -29 \t 193\n", + "8 \t 59 \t 17 \t 3 \t 8 \t 55 \t -366\n", + "9 \t 17 \t 8 \t 2 \t 1 \t -84 \t 559\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 307 \t -2043\n", + "\t\t\t\t\t -698 \t 4645\n", + "GCD(39203, 5891) = 1, with coefficients -698 and 4645 such that 1 = (-698)*39203 + (4645)*5891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5892 \t 6 \t 3851 \t 1 \t 0\n", + "1 \t 5892 \t 3851 \t 1 \t 2041 \t 0 \t 1\n", + "2 \t 3851 \t 2041 \t 1 \t 1810 \t 1 \t -6\n", + "3 \t 2041 \t 1810 \t 1 \t 231 \t -1 \t 7\n", + "4 \t 1810 \t 231 \t 7 \t 193 \t 2 \t -13\n", + "5 \t 231 \t 193 \t 1 \t 38 \t -3 \t 20\n", + "6 \t 193 \t 38 \t 5 \t 3 \t 23 \t -153\n", + "7 \t 38 \t 3 \t 12 \t 2 \t -26 \t 173\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 153 \t -1018\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1862 \t 12389\n", + "\t\t\t\t\t 2015 \t -13407\n", + "GCD(39203, 5892) = 1, with coefficients 2015 and -13407 such that 1 = (2015)*39203 + (-13407)*5892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5893 \t 6 \t 3845 \t 1 \t 0\n", + "1 \t 5893 \t 3845 \t 1 \t 2048 \t 0 \t 1\n", + "2 \t 3845 \t 2048 \t 1 \t 1797 \t 1 \t -6\n", + "3 \t 2048 \t 1797 \t 1 \t 251 \t -1 \t 7\n", + "4 \t 1797 \t 251 \t 7 \t 40 \t 2 \t -13\n", + "5 \t 251 \t 40 \t 6 \t 11 \t -3 \t 20\n", + "6 \t 40 \t 11 \t 3 \t 7 \t 23 \t -153\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -141 \t 938\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 446 \t -2967\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -587 \t 3905\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1033 \t -6872\n", + "\t\t\t\t\t -1620 \t 10777\n", + "GCD(39203, 5893) = 1, with coefficients -1620 and 10777 such that 1 = (-1620)*39203 + (10777)*5893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5894 \t 6 \t 3839 \t 1 \t 0\n", + "1 \t 5894 \t 3839 \t 1 \t 2055 \t 0 \t 1\n", + "2 \t 3839 \t 2055 \t 1 \t 1784 \t 1 \t -6\n", + "3 \t 2055 \t 1784 \t 1 \t 271 \t -1 \t 7\n", + "4 \t 1784 \t 271 \t 6 \t 158 \t 2 \t -13\n", + "5 \t 271 \t 158 \t 1 \t 113 \t -3 \t 20\n", + "6 \t 158 \t 113 \t 1 \t 45 \t 20 \t -133\n", + "7 \t 113 \t 45 \t 2 \t 23 \t -23 \t 153\n", + "8 \t 45 \t 23 \t 1 \t 22 \t 43 \t -286\n", + "9 \t 23 \t 22 \t 1 \t 1 \t -109 \t 725\n", + "10 \t 22 \t 1 \t 22 \t 0 \t 152 \t -1011\n", + "\t\t\t\t\t -261 \t 1736\n", + "GCD(39203, 5894) = 1, with coefficients -261 and 1736 such that 1 = (-261)*39203 + (1736)*5894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5895 \t 6 \t 3833 \t 1 \t 0\n", + "1 \t 5895 \t 3833 \t 1 \t 2062 \t 0 \t 1\n", + "2 \t 3833 \t 2062 \t 1 \t 1771 \t 1 \t -6\n", + "3 \t 2062 \t 1771 \t 1 \t 291 \t -1 \t 7\n", + "4 \t 1771 \t 291 \t 6 \t 25 \t 2 \t -13\n", + "5 \t 291 \t 25 \t 11 \t 16 \t -3 \t 20\n", + "6 \t 25 \t 16 \t 1 \t 9 \t 20 \t -133\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -223 \t 1483\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 243 \t -1616\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -466 \t 3099\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 709 \t -4715\n", + "\t\t\t\t\t -2593 \t 17244\n", + "GCD(39203, 5895) = 1, with coefficients -2593 and 17244 such that 1 = (-2593)*39203 + (17244)*5895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5896 \t 6 \t 3827 \t 1 \t 0\n", + "1 \t 5896 \t 3827 \t 1 \t 2069 \t 0 \t 1\n", + "2 \t 3827 \t 2069 \t 1 \t 1758 \t 1 \t -6\n", + "3 \t 2069 \t 1758 \t 1 \t 311 \t -1 \t 7\n", + "4 \t 1758 \t 311 \t 5 \t 203 \t 2 \t -13\n", + "5 \t 311 \t 203 \t 1 \t 108 \t -3 \t 20\n", + "6 \t 203 \t 108 \t 1 \t 95 \t 17 \t -113\n", + "7 \t 108 \t 95 \t 1 \t 13 \t -20 \t 133\n", + "8 \t 95 \t 13 \t 7 \t 4 \t 37 \t -246\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -57 \t 379\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 436 \t -2899\n", + "\t\t\t\t\t -1365 \t 9076\n", + "GCD(39203, 5896) = 1, with coefficients -1365 and 9076 such that 1 = (-1365)*39203 + (9076)*5896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5897 \t 6 \t 3821 \t 1 \t 0\n", + "1 \t 5897 \t 3821 \t 1 \t 2076 \t 0 \t 1\n", + "2 \t 3821 \t 2076 \t 1 \t 1745 \t 1 \t -6\n", + "3 \t 2076 \t 1745 \t 1 \t 331 \t -1 \t 7\n", + "4 \t 1745 \t 331 \t 5 \t 90 \t 2 \t -13\n", + "5 \t 331 \t 90 \t 3 \t 61 \t -3 \t 20\n", + "6 \t 90 \t 61 \t 1 \t 29 \t 17 \t -113\n", + "7 \t 61 \t 29 \t 2 \t 3 \t -54 \t 359\n", + "8 \t 29 \t 3 \t 9 \t 2 \t 71 \t -472\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -196 \t 1303\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1835 \t -12199\n", + "\t\t\t\t\t -2031 \t 13502\n", + "GCD(39203, 5897) = 1, with coefficients -2031 and 13502 such that 1 = (-2031)*39203 + (13502)*5897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5898 \t 6 \t 3815 \t 1 \t 0\n", + "1 \t 5898 \t 3815 \t 1 \t 2083 \t 0 \t 1\n", + "2 \t 3815 \t 2083 \t 1 \t 1732 \t 1 \t -6\n", + "3 \t 2083 \t 1732 \t 1 \t 351 \t -1 \t 7\n", + "4 \t 1732 \t 351 \t 4 \t 328 \t 2 \t -13\n", + "5 \t 351 \t 328 \t 1 \t 23 \t -3 \t 20\n", + "6 \t 328 \t 23 \t 14 \t 6 \t 14 \t -93\n", + "7 \t 23 \t 6 \t 3 \t 5 \t -17 \t 113\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 252 \t -1675\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -773 \t 5138\n", + "\t\t\t\t\t 1025 \t -6813\n", + "GCD(39203, 5898) = 1, with coefficients 1025 and -6813 such that 1 = (1025)*39203 + (-6813)*5898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5899 \t 6 \t 3809 \t 1 \t 0\n", + "1 \t 5899 \t 3809 \t 1 \t 2090 \t 0 \t 1\n", + "2 \t 3809 \t 2090 \t 1 \t 1719 \t 1 \t -6\n", + "3 \t 2090 \t 1719 \t 1 \t 371 \t -1 \t 7\n", + "4 \t 1719 \t 371 \t 4 \t 235 \t 2 \t -13\n", + "5 \t 371 \t 235 \t 1 \t 136 \t -3 \t 20\n", + "6 \t 235 \t 136 \t 1 \t 99 \t 14 \t -93\n", + "7 \t 136 \t 99 \t 1 \t 37 \t -17 \t 113\n", + "8 \t 99 \t 37 \t 2 \t 25 \t 31 \t -206\n", + "9 \t 37 \t 25 \t 1 \t 12 \t -48 \t 319\n", + "10 \t 25 \t 12 \t 2 \t 1 \t 127 \t -844\n", + "11 \t 12 \t 1 \t 12 \t 0 \t -175 \t 1163\n", + "\t\t\t\t\t 477 \t -3170\n", + "GCD(39203, 5899) = 1, with coefficients 477 and -3170 such that 1 = (477)*39203 + (-3170)*5899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5900 \t 6 \t 3803 \t 1 \t 0\n", + "1 \t 5900 \t 3803 \t 1 \t 2097 \t 0 \t 1\n", + "2 \t 3803 \t 2097 \t 1 \t 1706 \t 1 \t -6\n", + "3 \t 2097 \t 1706 \t 1 \t 391 \t -1 \t 7\n", + "4 \t 1706 \t 391 \t 4 \t 142 \t 2 \t -13\n", + "5 \t 391 \t 142 \t 2 \t 107 \t -3 \t 20\n", + "6 \t 142 \t 107 \t 1 \t 35 \t 14 \t -93\n", + "7 \t 107 \t 35 \t 3 \t 2 \t -31 \t 206\n", + "8 \t 35 \t 2 \t 17 \t 1 \t 45 \t -299\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -166 \t 1103\n", + "\t\t\t\t\t 2867 \t -19050\n", + "GCD(39203, 5900) = 1, with coefficients 2867 and -19050 such that 1 = (2867)*39203 + (-19050)*5900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5901 \t 6 \t 3797 \t 1 \t 0\n", + "1 \t 5901 \t 3797 \t 1 \t 2104 \t 0 \t 1\n", + "2 \t 3797 \t 2104 \t 1 \t 1693 \t 1 \t -6\n", + "3 \t 2104 \t 1693 \t 1 \t 411 \t -1 \t 7\n", + "4 \t 1693 \t 411 \t 4 \t 49 \t 2 \t -13\n", + "5 \t 411 \t 49 \t 8 \t 19 \t -3 \t 20\n", + "6 \t 49 \t 19 \t 2 \t 11 \t 14 \t -93\n", + "7 \t 19 \t 11 \t 1 \t 8 \t -115 \t 764\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 244 \t -1621\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -359 \t 2385\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 603 \t -4006\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1565 \t 10397\n", + "\t\t\t\t\t 2168 \t -14403\n", + "GCD(39203, 5901) = 1, with coefficients 2168 and -14403 such that 1 = (2168)*39203 + (-14403)*5901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5902 \t 6 \t 3791 \t 1 \t 0\n", + "1 \t 5902 \t 3791 \t 1 \t 2111 \t 0 \t 1\n", + "2 \t 3791 \t 2111 \t 1 \t 1680 \t 1 \t -6\n", + "3 \t 2111 \t 1680 \t 1 \t 431 \t -1 \t 7\n", + "4 \t 1680 \t 431 \t 3 \t 387 \t 2 \t -13\n", + "5 \t 431 \t 387 \t 1 \t 44 \t -3 \t 20\n", + "6 \t 387 \t 44 \t 8 \t 35 \t 11 \t -73\n", + "7 \t 44 \t 35 \t 1 \t 9 \t -14 \t 93\n", + "8 \t 35 \t 9 \t 3 \t 8 \t 123 \t -817\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -137 \t 910\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 534 \t -3547\n", + "\t\t\t\t\t -671 \t 4457\n", + "GCD(39203, 5902) = 1, with coefficients -671 and 4457 such that 1 = (-671)*39203 + (4457)*5902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5903 \t 6 \t 3785 \t 1 \t 0\n", + "1 \t 5903 \t 3785 \t 1 \t 2118 \t 0 \t 1\n", + "2 \t 3785 \t 2118 \t 1 \t 1667 \t 1 \t -6\n", + "3 \t 2118 \t 1667 \t 1 \t 451 \t -1 \t 7\n", + "4 \t 1667 \t 451 \t 3 \t 314 \t 2 \t -13\n", + "5 \t 451 \t 314 \t 1 \t 137 \t -3 \t 20\n", + "6 \t 314 \t 137 \t 2 \t 40 \t 11 \t -73\n", + "7 \t 137 \t 40 \t 3 \t 17 \t -14 \t 93\n", + "8 \t 40 \t 17 \t 2 \t 6 \t 39 \t -259\n", + "9 \t 17 \t 6 \t 2 \t 5 \t -131 \t 870\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 301 \t -1999\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -733 \t 4868\n", + "\t\t\t\t\t 1034 \t -6867\n", + "GCD(39203, 5903) = 1, with coefficients 1034 and -6867 such that 1 = (1034)*39203 + (-6867)*5903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5904 \t 6 \t 3779 \t 1 \t 0\n", + "1 \t 5904 \t 3779 \t 1 \t 2125 \t 0 \t 1\n", + "2 \t 3779 \t 2125 \t 1 \t 1654 \t 1 \t -6\n", + "3 \t 2125 \t 1654 \t 1 \t 471 \t -1 \t 7\n", + "4 \t 1654 \t 471 \t 3 \t 241 \t 2 \t -13\n", + "5 \t 471 \t 241 \t 1 \t 230 \t -3 \t 20\n", + "6 \t 241 \t 230 \t 1 \t 11 \t 11 \t -73\n", + "7 \t 230 \t 11 \t 20 \t 10 \t -14 \t 93\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 25 \t -166\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -514 \t 3413\n", + "\t\t\t\t\t 539 \t -3579\n", + "GCD(39203, 5904) = 1, with coefficients 539 and -3579 such that 1 = (539)*39203 + (-3579)*5904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5905 \t 6 \t 3773 \t 1 \t 0\n", + "1 \t 5905 \t 3773 \t 1 \t 2132 \t 0 \t 1\n", + "2 \t 3773 \t 2132 \t 1 \t 1641 \t 1 \t -6\n", + "3 \t 2132 \t 1641 \t 1 \t 491 \t -1 \t 7\n", + "4 \t 1641 \t 491 \t 3 \t 168 \t 2 \t -13\n", + "5 \t 491 \t 168 \t 2 \t 155 \t -3 \t 20\n", + "6 \t 168 \t 155 \t 1 \t 13 \t 11 \t -73\n", + "7 \t 155 \t 13 \t 11 \t 12 \t -25 \t 166\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 36 \t -239\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -421 \t 2795\n", + "\t\t\t\t\t 457 \t -3034\n", + "GCD(39203, 5905) = 1, with coefficients 457 and -3034 such that 1 = (457)*39203 + (-3034)*5905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5906 \t 6 \t 3767 \t 1 \t 0\n", + "1 \t 5906 \t 3767 \t 1 \t 2139 \t 0 \t 1\n", + "2 \t 3767 \t 2139 \t 1 \t 1628 \t 1 \t -6\n", + "3 \t 2139 \t 1628 \t 1 \t 511 \t -1 \t 7\n", + "4 \t 1628 \t 511 \t 3 \t 95 \t 2 \t -13\n", + "5 \t 511 \t 95 \t 5 \t 36 \t -3 \t 20\n", + "6 \t 95 \t 36 \t 2 \t 23 \t 11 \t -73\n", + "7 \t 36 \t 23 \t 1 \t 13 \t -58 \t 385\n", + "8 \t 23 \t 13 \t 1 \t 10 \t 127 \t -843\n", + "9 \t 13 \t 10 \t 1 \t 3 \t -185 \t 1228\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 312 \t -2071\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -497 \t 3299\n", + "\t\t\t\t\t 1803 \t -11968\n", + "GCD(39203, 5906) = 1, with coefficients 1803 and -11968 such that 1 = (1803)*39203 + (-11968)*5906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5907 \t 6 \t 3761 \t 1 \t 0\n", + "1 \t 5907 \t 3761 \t 1 \t 2146 \t 0 \t 1\n", + "2 \t 3761 \t 2146 \t 1 \t 1615 \t 1 \t -6\n", + "3 \t 2146 \t 1615 \t 1 \t 531 \t -1 \t 7\n", + "4 \t 1615 \t 531 \t 3 \t 22 \t 2 \t -13\n", + "5 \t 531 \t 22 \t 24 \t 3 \t -3 \t 20\n", + "6 \t 22 \t 3 \t 7 \t 1 \t 11 \t -73\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -267 \t 1772\n", + "\t\t\t\t\t 1880 \t -12477\n", + "GCD(39203, 5907) = 1, with coefficients 1880 and -12477 such that 1 = (1880)*39203 + (-12477)*5907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5908 \t 6 \t 3755 \t 1 \t 0\n", + "1 \t 5908 \t 3755 \t 1 \t 2153 \t 0 \t 1\n", + "2 \t 3755 \t 2153 \t 1 \t 1602 \t 1 \t -6\n", + "3 \t 2153 \t 1602 \t 1 \t 551 \t -1 \t 7\n", + "4 \t 1602 \t 551 \t 2 \t 500 \t 2 \t -13\n", + "5 \t 551 \t 500 \t 1 \t 51 \t -3 \t 20\n", + "6 \t 500 \t 51 \t 9 \t 41 \t 8 \t -53\n", + "7 \t 51 \t 41 \t 1 \t 10 \t -11 \t 73\n", + "8 \t 41 \t 10 \t 4 \t 1 \t 107 \t -710\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -118 \t 783\n", + "\t\t\t\t\t 579 \t -3842\n", + "GCD(39203, 5908) = 1, with coefficients 579 and -3842 such that 1 = (579)*39203 + (-3842)*5908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5909 \t 6 \t 3749 \t 1 \t 0\n", + "1 \t 5909 \t 3749 \t 1 \t 2160 \t 0 \t 1\n", + "2 \t 3749 \t 2160 \t 1 \t 1589 \t 1 \t -6\n", + "3 \t 2160 \t 1589 \t 1 \t 571 \t -1 \t 7\n", + "4 \t 1589 \t 571 \t 2 \t 447 \t 2 \t -13\n", + "5 \t 571 \t 447 \t 1 \t 124 \t -3 \t 20\n", + "6 \t 447 \t 124 \t 3 \t 75 \t 8 \t -53\n", + "7 \t 124 \t 75 \t 1 \t 49 \t -11 \t 73\n", + "8 \t 75 \t 49 \t 1 \t 26 \t 41 \t -272\n", + "9 \t 49 \t 26 \t 1 \t 23 \t -52 \t 345\n", + "10 \t 26 \t 23 \t 1 \t 3 \t 93 \t -617\n", + "11 \t 23 \t 3 \t 7 \t 2 \t -145 \t 962\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 238 \t -1579\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1811 \t 12015\n", + "\t\t\t\t\t 2049 \t -13594\n", + "GCD(39203, 5909) = 1, with coefficients 2049 and -13594 such that 1 = (2049)*39203 + (-13594)*5909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5910 \t 6 \t 3743 \t 1 \t 0\n", + "1 \t 5910 \t 3743 \t 1 \t 2167 \t 0 \t 1\n", + "2 \t 3743 \t 2167 \t 1 \t 1576 \t 1 \t -6\n", + "3 \t 2167 \t 1576 \t 1 \t 591 \t -1 \t 7\n", + "4 \t 1576 \t 591 \t 2 \t 394 \t 2 \t -13\n", + "5 \t 591 \t 394 \t 1 \t 197 \t -3 \t 20\n", + "6 \t 394 \t 197 \t 2 \t 0 \t 8 \t -53\n", + "\t\t\t\t\t -11 \t 73\n", + "GCD(39203, 5910) = 197, with coefficients -11 and 73 such that 197 = (-11)*39203 + (73)*5910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5911 \t 6 \t 3737 \t 1 \t 0\n", + "1 \t 5911 \t 3737 \t 1 \t 2174 \t 0 \t 1\n", + "2 \t 3737 \t 2174 \t 1 \t 1563 \t 1 \t -6\n", + "3 \t 2174 \t 1563 \t 1 \t 611 \t -1 \t 7\n", + "4 \t 1563 \t 611 \t 2 \t 341 \t 2 \t -13\n", + "5 \t 611 \t 341 \t 1 \t 270 \t -3 \t 20\n", + "6 \t 341 \t 270 \t 1 \t 71 \t 8 \t -53\n", + "7 \t 270 \t 71 \t 3 \t 57 \t -11 \t 73\n", + "8 \t 71 \t 57 \t 1 \t 14 \t 19 \t -126\n", + "9 \t 57 \t 14 \t 4 \t 1 \t -68 \t 451\n", + "10 \t 14 \t 1 \t 14 \t 0 \t 87 \t -577\n", + "\t\t\t\t\t -416 \t 2759\n", + "GCD(39203, 5911) = 1, with coefficients -416 and 2759 such that 1 = (-416)*39203 + (2759)*5911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5912 \t 6 \t 3731 \t 1 \t 0\n", + "1 \t 5912 \t 3731 \t 1 \t 2181 \t 0 \t 1\n", + "2 \t 3731 \t 2181 \t 1 \t 1550 \t 1 \t -6\n", + "3 \t 2181 \t 1550 \t 1 \t 631 \t -1 \t 7\n", + "4 \t 1550 \t 631 \t 2 \t 288 \t 2 \t -13\n", + "5 \t 631 \t 288 \t 2 \t 55 \t -3 \t 20\n", + "6 \t 288 \t 55 \t 5 \t 13 \t 8 \t -53\n", + "7 \t 55 \t 13 \t 4 \t 3 \t -19 \t 126\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 103 \t -683\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -431 \t 2858\n", + "\t\t\t\t\t 1827 \t -12115\n", + "GCD(39203, 5912) = 1, with coefficients 1827 and -12115 such that 1 = (1827)*39203 + (-12115)*5912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5913 \t 6 \t 3725 \t 1 \t 0\n", + "1 \t 5913 \t 3725 \t 1 \t 2188 \t 0 \t 1\n", + "2 \t 3725 \t 2188 \t 1 \t 1537 \t 1 \t -6\n", + "3 \t 2188 \t 1537 \t 1 \t 651 \t -1 \t 7\n", + "4 \t 1537 \t 651 \t 2 \t 235 \t 2 \t -13\n", + "5 \t 651 \t 235 \t 2 \t 181 \t -3 \t 20\n", + "6 \t 235 \t 181 \t 1 \t 54 \t 8 \t -53\n", + "7 \t 181 \t 54 \t 3 \t 19 \t -19 \t 126\n", + "8 \t 54 \t 19 \t 2 \t 16 \t 27 \t -179\n", + "9 \t 19 \t 16 \t 1 \t 3 \t -100 \t 663\n", + "10 \t 16 \t 3 \t 5 \t 1 \t 227 \t -1505\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -327 \t 2168\n", + "\t\t\t\t\t 1862 \t -12345\n", + "GCD(39203, 5913) = 1, with coefficients 1862 and -12345 such that 1 = (1862)*39203 + (-12345)*5913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5914 \t 6 \t 3719 \t 1 \t 0\n", + "1 \t 5914 \t 3719 \t 1 \t 2195 \t 0 \t 1\n", + "2 \t 3719 \t 2195 \t 1 \t 1524 \t 1 \t -6\n", + "3 \t 2195 \t 1524 \t 1 \t 671 \t -1 \t 7\n", + "4 \t 1524 \t 671 \t 2 \t 182 \t 2 \t -13\n", + "5 \t 671 \t 182 \t 3 \t 125 \t -3 \t 20\n", + "6 \t 182 \t 125 \t 1 \t 57 \t 8 \t -53\n", + "7 \t 125 \t 57 \t 2 \t 11 \t -27 \t 179\n", + "8 \t 57 \t 11 \t 5 \t 2 \t 35 \t -232\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -97 \t 643\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 520 \t -3447\n", + "\t\t\t\t\t -2697 \t 17878\n", + "GCD(39203, 5914) = 1, with coefficients -2697 and 17878 such that 1 = (-2697)*39203 + (17878)*5914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5915 \t 6 \t 3713 \t 1 \t 0\n", + "1 \t 5915 \t 3713 \t 1 \t 2202 \t 0 \t 1\n", + "2 \t 3713 \t 2202 \t 1 \t 1511 \t 1 \t -6\n", + "3 \t 2202 \t 1511 \t 1 \t 691 \t -1 \t 7\n", + "4 \t 1511 \t 691 \t 2 \t 129 \t 2 \t -13\n", + "5 \t 691 \t 129 \t 5 \t 46 \t -3 \t 20\n", + "6 \t 129 \t 46 \t 2 \t 37 \t 8 \t -53\n", + "7 \t 46 \t 37 \t 1 \t 9 \t -43 \t 285\n", + "8 \t 37 \t 9 \t 4 \t 1 \t 94 \t -623\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -137 \t 908\n", + "\t\t\t\t\t 642 \t -4255\n", + "GCD(39203, 5915) = 1, with coefficients 642 and -4255 such that 1 = (642)*39203 + (-4255)*5915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5916 \t 6 \t 3707 \t 1 \t 0\n", + "1 \t 5916 \t 3707 \t 1 \t 2209 \t 0 \t 1\n", + "2 \t 3707 \t 2209 \t 1 \t 1498 \t 1 \t -6\n", + "3 \t 2209 \t 1498 \t 1 \t 711 \t -1 \t 7\n", + "4 \t 1498 \t 711 \t 2 \t 76 \t 2 \t -13\n", + "5 \t 711 \t 76 \t 9 \t 27 \t -3 \t 20\n", + "6 \t 76 \t 27 \t 2 \t 22 \t 8 \t -53\n", + "7 \t 27 \t 22 \t 1 \t 5 \t -75 \t 497\n", + "8 \t 22 \t 5 \t 4 \t 2 \t 158 \t -1047\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -233 \t 1544\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1090 \t -7223\n", + "\t\t\t\t\t -2413 \t 15990\n", + "GCD(39203, 5916) = 1, with coefficients -2413 and 15990 such that 1 = (-2413)*39203 + (15990)*5916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5917 \t 6 \t 3701 \t 1 \t 0\n", + "1 \t 5917 \t 3701 \t 1 \t 2216 \t 0 \t 1\n", + "2 \t 3701 \t 2216 \t 1 \t 1485 \t 1 \t -6\n", + "3 \t 2216 \t 1485 \t 1 \t 731 \t -1 \t 7\n", + "4 \t 1485 \t 731 \t 2 \t 23 \t 2 \t -13\n", + "5 \t 731 \t 23 \t 31 \t 18 \t -3 \t 20\n", + "6 \t 23 \t 18 \t 1 \t 5 \t 8 \t -53\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -251 \t 1663\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 259 \t -1716\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1028 \t 6811\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1287 \t -8527\n", + "\t\t\t\t\t -2315 \t 15338\n", + "GCD(39203, 5917) = 1, with coefficients -2315 and 15338 such that 1 = (-2315)*39203 + (15338)*5917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5918 \t 6 \t 3695 \t 1 \t 0\n", + "1 \t 5918 \t 3695 \t 1 \t 2223 \t 0 \t 1\n", + "2 \t 3695 \t 2223 \t 1 \t 1472 \t 1 \t -6\n", + "3 \t 2223 \t 1472 \t 1 \t 751 \t -1 \t 7\n", + "4 \t 1472 \t 751 \t 1 \t 721 \t 2 \t -13\n", + "5 \t 751 \t 721 \t 1 \t 30 \t -3 \t 20\n", + "6 \t 721 \t 30 \t 24 \t 1 \t 5 \t -33\n", + "7 \t 30 \t 1 \t 30 \t 0 \t -8 \t 53\n", + "\t\t\t\t\t 197 \t -1305\n", + "GCD(39203, 5918) = 1, with coefficients 197 and -1305 such that 1 = (197)*39203 + (-1305)*5918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5919 \t 6 \t 3689 \t 1 \t 0\n", + "1 \t 5919 \t 3689 \t 1 \t 2230 \t 0 \t 1\n", + "2 \t 3689 \t 2230 \t 1 \t 1459 \t 1 \t -6\n", + "3 \t 2230 \t 1459 \t 1 \t 771 \t -1 \t 7\n", + "4 \t 1459 \t 771 \t 1 \t 688 \t 2 \t -13\n", + "5 \t 771 \t 688 \t 1 \t 83 \t -3 \t 20\n", + "6 \t 688 \t 83 \t 8 \t 24 \t 5 \t -33\n", + "7 \t 83 \t 24 \t 3 \t 11 \t -8 \t 53\n", + "8 \t 24 \t 11 \t 2 \t 2 \t 69 \t -457\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -215 \t 1424\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 499 \t -3305\n", + "\t\t\t\t\t -2710 \t 17949\n", + "GCD(39203, 5919) = 1, with coefficients -2710 and 17949 such that 1 = (-2710)*39203 + (17949)*5919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5920 \t 6 \t 3683 \t 1 \t 0\n", + "1 \t 5920 \t 3683 \t 1 \t 2237 \t 0 \t 1\n", + "2 \t 3683 \t 2237 \t 1 \t 1446 \t 1 \t -6\n", + "3 \t 2237 \t 1446 \t 1 \t 791 \t -1 \t 7\n", + "4 \t 1446 \t 791 \t 1 \t 655 \t 2 \t -13\n", + "5 \t 791 \t 655 \t 1 \t 136 \t -3 \t 20\n", + "6 \t 655 \t 136 \t 4 \t 111 \t 5 \t -33\n", + "7 \t 136 \t 111 \t 1 \t 25 \t -8 \t 53\n", + "8 \t 111 \t 25 \t 4 \t 11 \t 37 \t -245\n", + "9 \t 25 \t 11 \t 2 \t 3 \t -45 \t 298\n", + "10 \t 11 \t 3 \t 3 \t 2 \t 217 \t -1437\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -479 \t 3172\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1654 \t -10953\n", + "\t\t\t\t\t -2133 \t 14125\n", + "GCD(39203, 5920) = 1, with coefficients -2133 and 14125 such that 1 = (-2133)*39203 + (14125)*5920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5921 \t 6 \t 3677 \t 1 \t 0\n", + "1 \t 5921 \t 3677 \t 1 \t 2244 \t 0 \t 1\n", + "2 \t 3677 \t 2244 \t 1 \t 1433 \t 1 \t -6\n", + "3 \t 2244 \t 1433 \t 1 \t 811 \t -1 \t 7\n", + "4 \t 1433 \t 811 \t 1 \t 622 \t 2 \t -13\n", + "5 \t 811 \t 622 \t 1 \t 189 \t -3 \t 20\n", + "6 \t 622 \t 189 \t 3 \t 55 \t 5 \t -33\n", + "7 \t 189 \t 55 \t 3 \t 24 \t -8 \t 53\n", + "8 \t 55 \t 24 \t 2 \t 7 \t 29 \t -192\n", + "9 \t 24 \t 7 \t 3 \t 3 \t -95 \t 629\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 219 \t -1450\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -752 \t 4979\n", + "\t\t\t\t\t 1723 \t -11408\n", + "GCD(39203, 5921) = 1, with coefficients 1723 and -11408 such that 1 = (1723)*39203 + (-11408)*5921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5922 \t 6 \t 3671 \t 1 \t 0\n", + "1 \t 5922 \t 3671 \t 1 \t 2251 \t 0 \t 1\n", + "2 \t 3671 \t 2251 \t 1 \t 1420 \t 1 \t -6\n", + "3 \t 2251 \t 1420 \t 1 \t 831 \t -1 \t 7\n", + "4 \t 1420 \t 831 \t 1 \t 589 \t 2 \t -13\n", + "5 \t 831 \t 589 \t 1 \t 242 \t -3 \t 20\n", + "6 \t 589 \t 242 \t 2 \t 105 \t 5 \t -33\n", + "7 \t 242 \t 105 \t 2 \t 32 \t -8 \t 53\n", + "8 \t 105 \t 32 \t 3 \t 9 \t 21 \t -139\n", + "9 \t 32 \t 9 \t 3 \t 5 \t -50 \t 331\n", + "10 \t 9 \t 5 \t 1 \t 4 \t 171 \t -1132\n", + "11 \t 5 \t 4 \t 1 \t 1 \t -563 \t 3727\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 734 \t -4859\n", + "\t\t\t\t\t -1297 \t 8586\n", + "GCD(39203, 5922) = 1, with coefficients -1297 and 8586 such that 1 = (-1297)*39203 + (8586)*5922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5923 \t 6 \t 3665 \t 1 \t 0\n", + "1 \t 5923 \t 3665 \t 1 \t 2258 \t 0 \t 1\n", + "2 \t 3665 \t 2258 \t 1 \t 1407 \t 1 \t -6\n", + "3 \t 2258 \t 1407 \t 1 \t 851 \t -1 \t 7\n", + "4 \t 1407 \t 851 \t 1 \t 556 \t 2 \t -13\n", + "5 \t 851 \t 556 \t 1 \t 295 \t -3 \t 20\n", + "6 \t 556 \t 295 \t 1 \t 261 \t 5 \t -33\n", + "7 \t 295 \t 261 \t 1 \t 34 \t -8 \t 53\n", + "8 \t 261 \t 34 \t 7 \t 23 \t 13 \t -86\n", + "9 \t 34 \t 23 \t 1 \t 11 \t -21 \t 139\n", + "10 \t 23 \t 11 \t 2 \t 1 \t 160 \t -1059\n", + "11 \t 11 \t 1 \t 11 \t 0 \t -181 \t 1198\n", + "\t\t\t\t\t 522 \t -3455\n", + "GCD(39203, 5923) = 1, with coefficients 522 and -3455 such that 1 = (522)*39203 + (-3455)*5923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5924 \t 6 \t 3659 \t 1 \t 0\n", + "1 \t 5924 \t 3659 \t 1 \t 2265 \t 0 \t 1\n", + "2 \t 3659 \t 2265 \t 1 \t 1394 \t 1 \t -6\n", + "3 \t 2265 \t 1394 \t 1 \t 871 \t -1 \t 7\n", + "4 \t 1394 \t 871 \t 1 \t 523 \t 2 \t -13\n", + "5 \t 871 \t 523 \t 1 \t 348 \t -3 \t 20\n", + "6 \t 523 \t 348 \t 1 \t 175 \t 5 \t -33\n", + "7 \t 348 \t 175 \t 1 \t 173 \t -8 \t 53\n", + "8 \t 175 \t 173 \t 1 \t 2 \t 13 \t -86\n", + "9 \t 173 \t 2 \t 86 \t 1 \t -21 \t 139\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 34 \t -225\n", + "\t\t\t\t\t -2945 \t 19489\n", + "GCD(39203, 5924) = 1, with coefficients -2945 and 19489 such that 1 = (-2945)*39203 + (19489)*5924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5925 \t 6 \t 3653 \t 1 \t 0\n", + "1 \t 5925 \t 3653 \t 1 \t 2272 \t 0 \t 1\n", + "2 \t 3653 \t 2272 \t 1 \t 1381 \t 1 \t -6\n", + "3 \t 2272 \t 1381 \t 1 \t 891 \t -1 \t 7\n", + "4 \t 1381 \t 891 \t 1 \t 490 \t 2 \t -13\n", + "5 \t 891 \t 490 \t 1 \t 401 \t -3 \t 20\n", + "6 \t 490 \t 401 \t 1 \t 89 \t 5 \t -33\n", + "7 \t 401 \t 89 \t 4 \t 45 \t -8 \t 53\n", + "8 \t 89 \t 45 \t 1 \t 44 \t 13 \t -86\n", + "9 \t 45 \t 44 \t 1 \t 1 \t -60 \t 397\n", + "10 \t 44 \t 1 \t 44 \t 0 \t 73 \t -483\n", + "\t\t\t\t\t -133 \t 880\n", + "GCD(39203, 5925) = 1, with coefficients -133 and 880 such that 1 = (-133)*39203 + (880)*5925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5926 \t 6 \t 3647 \t 1 \t 0\n", + "1 \t 5926 \t 3647 \t 1 \t 2279 \t 0 \t 1\n", + "2 \t 3647 \t 2279 \t 1 \t 1368 \t 1 \t -6\n", + "3 \t 2279 \t 1368 \t 1 \t 911 \t -1 \t 7\n", + "4 \t 1368 \t 911 \t 1 \t 457 \t 2 \t -13\n", + "5 \t 911 \t 457 \t 1 \t 454 \t -3 \t 20\n", + "6 \t 457 \t 454 \t 1 \t 3 \t 5 \t -33\n", + "7 \t 454 \t 3 \t 151 \t 1 \t -8 \t 53\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 13 \t -86\n", + "\t\t\t\t\t -1971 \t 13039\n", + "GCD(39203, 5926) = 1, with coefficients -1971 and 13039 such that 1 = (-1971)*39203 + (13039)*5926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5927 \t 6 \t 3641 \t 1 \t 0\n", + "1 \t 5927 \t 3641 \t 1 \t 2286 \t 0 \t 1\n", + "2 \t 3641 \t 2286 \t 1 \t 1355 \t 1 \t -6\n", + "3 \t 2286 \t 1355 \t 1 \t 931 \t -1 \t 7\n", + "4 \t 1355 \t 931 \t 1 \t 424 \t 2 \t -13\n", + "5 \t 931 \t 424 \t 2 \t 83 \t -3 \t 20\n", + "6 \t 424 \t 83 \t 5 \t 9 \t 5 \t -33\n", + "7 \t 83 \t 9 \t 9 \t 2 \t -13 \t 86\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 70 \t -463\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -643 \t 4253\n", + "\t\t\t\t\t 2642 \t -17475\n", + "GCD(39203, 5927) = 1, with coefficients 2642 and -17475 such that 1 = (2642)*39203 + (-17475)*5927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5928 \t 6 \t 3635 \t 1 \t 0\n", + "1 \t 5928 \t 3635 \t 1 \t 2293 \t 0 \t 1\n", + "2 \t 3635 \t 2293 \t 1 \t 1342 \t 1 \t -6\n", + "3 \t 2293 \t 1342 \t 1 \t 951 \t -1 \t 7\n", + "4 \t 1342 \t 951 \t 1 \t 391 \t 2 \t -13\n", + "5 \t 951 \t 391 \t 2 \t 169 \t -3 \t 20\n", + "6 \t 391 \t 169 \t 2 \t 53 \t 5 \t -33\n", + "7 \t 169 \t 53 \t 3 \t 10 \t -13 \t 86\n", + "8 \t 53 \t 10 \t 5 \t 3 \t 31 \t -205\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -106 \t 701\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 561 \t -3710\n", + "\t\t\t\t\t -1789 \t 11831\n", + "GCD(39203, 5928) = 1, with coefficients -1789 and 11831 such that 1 = (-1789)*39203 + (11831)*5928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5929 \t 6 \t 3629 \t 1 \t 0\n", + "1 \t 5929 \t 3629 \t 1 \t 2300 \t 0 \t 1\n", + "2 \t 3629 \t 2300 \t 1 \t 1329 \t 1 \t -6\n", + "3 \t 2300 \t 1329 \t 1 \t 971 \t -1 \t 7\n", + "4 \t 1329 \t 971 \t 1 \t 358 \t 2 \t -13\n", + "5 \t 971 \t 358 \t 2 \t 255 \t -3 \t 20\n", + "6 \t 358 \t 255 \t 1 \t 103 \t 5 \t -33\n", + "7 \t 255 \t 103 \t 2 \t 49 \t -13 \t 86\n", + "8 \t 103 \t 49 \t 2 \t 5 \t 18 \t -119\n", + "9 \t 49 \t 5 \t 9 \t 4 \t -49 \t 324\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 116 \t -767\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1093 \t 7227\n", + "\t\t\t\t\t 1209 \t -7994\n", + "GCD(39203, 5929) = 1, with coefficients 1209 and -7994 such that 1 = (1209)*39203 + (-7994)*5929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5930 \t 6 \t 3623 \t 1 \t 0\n", + "1 \t 5930 \t 3623 \t 1 \t 2307 \t 0 \t 1\n", + "2 \t 3623 \t 2307 \t 1 \t 1316 \t 1 \t -6\n", + "3 \t 2307 \t 1316 \t 1 \t 991 \t -1 \t 7\n", + "4 \t 1316 \t 991 \t 1 \t 325 \t 2 \t -13\n", + "5 \t 991 \t 325 \t 3 \t 16 \t -3 \t 20\n", + "6 \t 325 \t 16 \t 20 \t 5 \t 5 \t -33\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -18 \t 119\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 365 \t -2413\n", + "\t\t\t\t\t -1113 \t 7358\n", + "GCD(39203, 5930) = 1, with coefficients -1113 and 7358 such that 1 = (-1113)*39203 + (7358)*5930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5931 \t 6 \t 3617 \t 1 \t 0\n", + "1 \t 5931 \t 3617 \t 1 \t 2314 \t 0 \t 1\n", + "2 \t 3617 \t 2314 \t 1 \t 1303 \t 1 \t -6\n", + "3 \t 2314 \t 1303 \t 1 \t 1011 \t -1 \t 7\n", + "4 \t 1303 \t 1011 \t 1 \t 292 \t 2 \t -13\n", + "5 \t 1011 \t 292 \t 3 \t 135 \t -3 \t 20\n", + "6 \t 292 \t 135 \t 2 \t 22 \t 5 \t -33\n", + "7 \t 135 \t 22 \t 6 \t 3 \t -18 \t 119\n", + "8 \t 22 \t 3 \t 7 \t 1 \t 41 \t -271\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -264 \t 1745\n", + "\t\t\t\t\t 1889 \t -12486\n", + "GCD(39203, 5931) = 1, with coefficients 1889 and -12486 such that 1 = (1889)*39203 + (-12486)*5931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5932 \t 6 \t 3611 \t 1 \t 0\n", + "1 \t 5932 \t 3611 \t 1 \t 2321 \t 0 \t 1\n", + "2 \t 3611 \t 2321 \t 1 \t 1290 \t 1 \t -6\n", + "3 \t 2321 \t 1290 \t 1 \t 1031 \t -1 \t 7\n", + "4 \t 1290 \t 1031 \t 1 \t 259 \t 2 \t -13\n", + "5 \t 1031 \t 259 \t 3 \t 254 \t -3 \t 20\n", + "6 \t 259 \t 254 \t 1 \t 5 \t 5 \t -33\n", + "7 \t 254 \t 5 \t 50 \t 4 \t -18 \t 119\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 23 \t -152\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1168 \t 7719\n", + "\t\t\t\t\t 1191 \t -7871\n", + "GCD(39203, 5932) = 1, with coefficients 1191 and -7871 such that 1 = (1191)*39203 + (-7871)*5932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5933 \t 6 \t 3605 \t 1 \t 0\n", + "1 \t 5933 \t 3605 \t 1 \t 2328 \t 0 \t 1\n", + "2 \t 3605 \t 2328 \t 1 \t 1277 \t 1 \t -6\n", + "3 \t 2328 \t 1277 \t 1 \t 1051 \t -1 \t 7\n", + "4 \t 1277 \t 1051 \t 1 \t 226 \t 2 \t -13\n", + "5 \t 1051 \t 226 \t 4 \t 147 \t -3 \t 20\n", + "6 \t 226 \t 147 \t 1 \t 79 \t 5 \t -33\n", + "7 \t 147 \t 79 \t 1 \t 68 \t -23 \t 152\n", + "8 \t 79 \t 68 \t 1 \t 11 \t 28 \t -185\n", + "9 \t 68 \t 11 \t 6 \t 2 \t -51 \t 337\n", + "10 \t 11 \t 2 \t 5 \t 1 \t 79 \t -522\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -525 \t 3469\n", + "\t\t\t\t\t 2704 \t -17867\n", + "GCD(39203, 5933) = 1, with coefficients 2704 and -17867 such that 1 = (2704)*39203 + (-17867)*5933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5934 \t 6 \t 3599 \t 1 \t 0\n", + "1 \t 5934 \t 3599 \t 1 \t 2335 \t 0 \t 1\n", + "2 \t 3599 \t 2335 \t 1 \t 1264 \t 1 \t -6\n", + "3 \t 2335 \t 1264 \t 1 \t 1071 \t -1 \t 7\n", + "4 \t 1264 \t 1071 \t 1 \t 193 \t 2 \t -13\n", + "5 \t 1071 \t 193 \t 5 \t 106 \t -3 \t 20\n", + "6 \t 193 \t 106 \t 1 \t 87 \t 5 \t -33\n", + "7 \t 106 \t 87 \t 1 \t 19 \t -28 \t 185\n", + "8 \t 87 \t 19 \t 4 \t 11 \t 33 \t -218\n", + "9 \t 19 \t 11 \t 1 \t 8 \t -61 \t 403\n", + "10 \t 11 \t 8 \t 1 \t 3 \t 277 \t -1830\n", + "11 \t 8 \t 3 \t 2 \t 2 \t -338 \t 2233\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 615 \t -4063\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1568 \t 10359\n", + "\t\t\t\t\t 2183 \t -14422\n", + "GCD(39203, 5934) = 1, with coefficients 2183 and -14422 such that 1 = (2183)*39203 + (-14422)*5934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5935 \t 6 \t 3593 \t 1 \t 0\n", + "1 \t 5935 \t 3593 \t 1 \t 2342 \t 0 \t 1\n", + "2 \t 3593 \t 2342 \t 1 \t 1251 \t 1 \t -6\n", + "3 \t 2342 \t 1251 \t 1 \t 1091 \t -1 \t 7\n", + "4 \t 1251 \t 1091 \t 1 \t 160 \t 2 \t -13\n", + "5 \t 1091 \t 160 \t 6 \t 131 \t -3 \t 20\n", + "6 \t 160 \t 131 \t 1 \t 29 \t 5 \t -33\n", + "7 \t 131 \t 29 \t 4 \t 15 \t -33 \t 218\n", + "8 \t 29 \t 15 \t 1 \t 14 \t 38 \t -251\n", + "9 \t 15 \t 14 \t 1 \t 1 \t -185 \t 1222\n", + "10 \t 14 \t 1 \t 14 \t 0 \t 223 \t -1473\n", + "\t\t\t\t\t -408 \t 2695\n", + "GCD(39203, 5935) = 1, with coefficients -408 and 2695 such that 1 = (-408)*39203 + (2695)*5935\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5936 \t 6 \t 3587 \t 1 \t 0\n", + "1 \t 5936 \t 3587 \t 1 \t 2349 \t 0 \t 1\n", + "2 \t 3587 \t 2349 \t 1 \t 1238 \t 1 \t -6\n", + "3 \t 2349 \t 1238 \t 1 \t 1111 \t -1 \t 7\n", + "4 \t 1238 \t 1111 \t 1 \t 127 \t 2 \t -13\n", + "5 \t 1111 \t 127 \t 8 \t 95 \t -3 \t 20\n", + "6 \t 127 \t 95 \t 1 \t 32 \t 5 \t -33\n", + "7 \t 95 \t 32 \t 2 \t 31 \t -43 \t 284\n", + "8 \t 32 \t 31 \t 1 \t 1 \t 48 \t -317\n", + "9 \t 31 \t 1 \t 31 \t 0 \t -139 \t 918\n", + "\t\t\t\t\t 187 \t -1235\n", + "GCD(39203, 5936) = 1, with coefficients 187 and -1235 such that 1 = (187)*39203 + (-1235)*5936\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5937 \t 6 \t 3581 \t 1 \t 0\n", + "1 \t 5937 \t 3581 \t 1 \t 2356 \t 0 \t 1\n", + "2 \t 3581 \t 2356 \t 1 \t 1225 \t 1 \t -6\n", + "3 \t 2356 \t 1225 \t 1 \t 1131 \t -1 \t 7\n", + "4 \t 1225 \t 1131 \t 1 \t 94 \t 2 \t -13\n", + "5 \t 1131 \t 94 \t 12 \t 3 \t -3 \t 20\n", + "6 \t 94 \t 3 \t 31 \t 1 \t 5 \t -33\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -63 \t 416\n", + "\t\t\t\t\t 1958 \t -12929\n", + "GCD(39203, 5937) = 1, with coefficients 1958 and -12929 such that 1 = (1958)*39203 + (-12929)*5937\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5938 \t 6 \t 3575 \t 1 \t 0\n", + "1 \t 5938 \t 3575 \t 1 \t 2363 \t 0 \t 1\n", + "2 \t 3575 \t 2363 \t 1 \t 1212 \t 1 \t -6\n", + "3 \t 2363 \t 1212 \t 1 \t 1151 \t -1 \t 7\n", + "4 \t 1212 \t 1151 \t 1 \t 61 \t 2 \t -13\n", + "5 \t 1151 \t 61 \t 18 \t 53 \t -3 \t 20\n", + "6 \t 61 \t 53 \t 1 \t 8 \t 5 \t -33\n", + "7 \t 53 \t 8 \t 6 \t 5 \t -93 \t 614\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 98 \t -647\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -681 \t 4496\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 779 \t -5143\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1460 \t 9639\n", + "\t\t\t\t\t 2239 \t -14782\n", + "GCD(39203, 5938) = 1, with coefficients 2239 and -14782 such that 1 = (2239)*39203 + (-14782)*5938\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5939 \t 6 \t 3569 \t 1 \t 0\n", + "1 \t 5939 \t 3569 \t 1 \t 2370 \t 0 \t 1\n", + "2 \t 3569 \t 2370 \t 1 \t 1199 \t 1 \t -6\n", + "3 \t 2370 \t 1199 \t 1 \t 1171 \t -1 \t 7\n", + "4 \t 1199 \t 1171 \t 1 \t 28 \t 2 \t -13\n", + "5 \t 1171 \t 28 \t 41 \t 23 \t -3 \t 20\n", + "6 \t 28 \t 23 \t 1 \t 5 \t 5 \t -33\n", + "7 \t 23 \t 5 \t 4 \t 3 \t -208 \t 1373\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 213 \t -1406\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1060 \t 6997\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1273 \t -8403\n", + "\t\t\t\t\t -2333 \t 15400\n", + "GCD(39203, 5939) = 1, with coefficients -2333 and 15400 such that 1 = (-2333)*39203 + (15400)*5939\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5940 \t 6 \t 3563 \t 1 \t 0\n", + "1 \t 5940 \t 3563 \t 1 \t 2377 \t 0 \t 1\n", + "2 \t 3563 \t 2377 \t 1 \t 1186 \t 1 \t -6\n", + "3 \t 2377 \t 1186 \t 2 \t 5 \t -1 \t 7\n", + "4 \t 1186 \t 5 \t 237 \t 1 \t 2 \t -13\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -5 \t 33\n", + "\t\t\t\t\t 1187 \t -7834\n", + "GCD(39203, 5940) = 1, with coefficients 1187 and -7834 such that 1 = (1187)*39203 + (-7834)*5940\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5941 \t 6 \t 3557 \t 1 \t 0\n", + "1 \t 5941 \t 3557 \t 1 \t 2384 \t 0 \t 1\n", + "2 \t 3557 \t 2384 \t 1 \t 1173 \t 1 \t -6\n", + "3 \t 2384 \t 1173 \t 2 \t 38 \t -1 \t 7\n", + "4 \t 1173 \t 38 \t 30 \t 33 \t 2 \t -13\n", + "5 \t 38 \t 33 \t 1 \t 5 \t -5 \t 33\n", + "6 \t 33 \t 5 \t 6 \t 3 \t 152 \t -1003\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -157 \t 1036\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1094 \t -7219\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1251 \t 8255\n", + "\t\t\t\t\t 2345 \t -15474\n", + "GCD(39203, 5941) = 1, with coefficients 2345 and -15474 such that 1 = (2345)*39203 + (-15474)*5941\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5942 \t 6 \t 3551 \t 1 \t 0\n", + "1 \t 5942 \t 3551 \t 1 \t 2391 \t 0 \t 1\n", + "2 \t 3551 \t 2391 \t 1 \t 1160 \t 1 \t -6\n", + "3 \t 2391 \t 1160 \t 2 \t 71 \t -1 \t 7\n", + "4 \t 1160 \t 71 \t 16 \t 24 \t 2 \t -13\n", + "5 \t 71 \t 24 \t 2 \t 23 \t -5 \t 33\n", + "6 \t 24 \t 23 \t 1 \t 1 \t 82 \t -541\n", + "7 \t 23 \t 1 \t 23 \t 0 \t -169 \t 1115\n", + "\t\t\t\t\t 251 \t -1656\n", + "GCD(39203, 5942) = 1, with coefficients 251 and -1656 such that 1 = (251)*39203 + (-1656)*5942\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5943 \t 6 \t 3545 \t 1 \t 0\n", + "1 \t 5943 \t 3545 \t 1 \t 2398 \t 0 \t 1\n", + "2 \t 3545 \t 2398 \t 1 \t 1147 \t 1 \t -6\n", + "3 \t 2398 \t 1147 \t 2 \t 104 \t -1 \t 7\n", + "4 \t 1147 \t 104 \t 11 \t 3 \t 2 \t -13\n", + "5 \t 104 \t 3 \t 34 \t 2 \t -5 \t 33\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 57 \t -376\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1943 \t 12817\n", + "\t\t\t\t\t 2000 \t -13193\n", + "GCD(39203, 5943) = 1, with coefficients 2000 and -13193 such that 1 = (2000)*39203 + (-13193)*5943\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5944 \t 6 \t 3539 \t 1 \t 0\n", + "1 \t 5944 \t 3539 \t 1 \t 2405 \t 0 \t 1\n", + "2 \t 3539 \t 2405 \t 1 \t 1134 \t 1 \t -6\n", + "3 \t 2405 \t 1134 \t 2 \t 137 \t -1 \t 7\n", + "4 \t 1134 \t 137 \t 8 \t 38 \t 2 \t -13\n", + "5 \t 137 \t 38 \t 3 \t 23 \t -5 \t 33\n", + "6 \t 38 \t 23 \t 1 \t 15 \t 42 \t -277\n", + "7 \t 23 \t 15 \t 1 \t 8 \t -131 \t 864\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 173 \t -1141\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -304 \t 2005\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 477 \t -3146\n", + "\t\t\t\t\t -781 \t 5151\n", + "GCD(39203, 5944) = 1, with coefficients -781 and 5151 such that 1 = (-781)*39203 + (5151)*5944\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5945 \t 6 \t 3533 \t 1 \t 0\n", + "1 \t 5945 \t 3533 \t 1 \t 2412 \t 0 \t 1\n", + "2 \t 3533 \t 2412 \t 1 \t 1121 \t 1 \t -6\n", + "3 \t 2412 \t 1121 \t 2 \t 170 \t -1 \t 7\n", + "4 \t 1121 \t 170 \t 6 \t 101 \t 2 \t -13\n", + "5 \t 170 \t 101 \t 1 \t 69 \t -5 \t 33\n", + "6 \t 101 \t 69 \t 1 \t 32 \t 32 \t -211\n", + "7 \t 69 \t 32 \t 2 \t 5 \t -37 \t 244\n", + "8 \t 32 \t 5 \t 6 \t 2 \t 69 \t -455\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -175 \t 1154\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1119 \t -7379\n", + "\t\t\t\t\t -2413 \t 15912\n", + "GCD(39203, 5945) = 1, with coefficients -2413 and 15912 such that 1 = (-2413)*39203 + (15912)*5945\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5946 \t 6 \t 3527 \t 1 \t 0\n", + "1 \t 5946 \t 3527 \t 1 \t 2419 \t 0 \t 1\n", + "2 \t 3527 \t 2419 \t 1 \t 1108 \t 1 \t -6\n", + "3 \t 2419 \t 1108 \t 2 \t 203 \t -1 \t 7\n", + "4 \t 1108 \t 203 \t 5 \t 93 \t 2 \t -13\n", + "5 \t 203 \t 93 \t 2 \t 17 \t -5 \t 33\n", + "6 \t 93 \t 17 \t 5 \t 8 \t 27 \t -178\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -59 \t 389\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 322 \t -2123\n", + "\t\t\t\t\t -703 \t 4635\n", + "GCD(39203, 5946) = 1, with coefficients -703 and 4635 such that 1 = (-703)*39203 + (4635)*5946\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5947 \t 6 \t 3521 \t 1 \t 0\n", + "1 \t 5947 \t 3521 \t 1 \t 2426 \t 0 \t 1\n", + "2 \t 3521 \t 2426 \t 1 \t 1095 \t 1 \t -6\n", + "3 \t 2426 \t 1095 \t 2 \t 236 \t -1 \t 7\n", + "4 \t 1095 \t 236 \t 4 \t 151 \t 2 \t -13\n", + "5 \t 236 \t 151 \t 1 \t 85 \t -5 \t 33\n", + "6 \t 151 \t 85 \t 1 \t 66 \t 22 \t -145\n", + "7 \t 85 \t 66 \t 1 \t 19 \t -27 \t 178\n", + "8 \t 66 \t 19 \t 3 \t 9 \t 49 \t -323\n", + "9 \t 19 \t 9 \t 2 \t 1 \t -76 \t 501\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 277 \t -1826\n", + "\t\t\t\t\t -630 \t 4153\n", + "GCD(39203, 5947) = 1, with coefficients -630 and 4153 such that 1 = (-630)*39203 + (4153)*5947\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5948 \t 6 \t 3515 \t 1 \t 0\n", + "1 \t 5948 \t 3515 \t 1 \t 2433 \t 0 \t 1\n", + "2 \t 3515 \t 2433 \t 1 \t 1082 \t 1 \t -6\n", + "3 \t 2433 \t 1082 \t 2 \t 269 \t -1 \t 7\n", + "4 \t 1082 \t 269 \t 4 \t 6 \t 2 \t -13\n", + "5 \t 269 \t 6 \t 44 \t 5 \t -5 \t 33\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 22 \t -145\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -973 \t 6413\n", + "\t\t\t\t\t 995 \t -6558\n", + "GCD(39203, 5948) = 1, with coefficients 995 and -6558 such that 1 = (995)*39203 + (-6558)*5948\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5949 \t 6 \t 3509 \t 1 \t 0\n", + "1 \t 5949 \t 3509 \t 1 \t 2440 \t 0 \t 1\n", + "2 \t 3509 \t 2440 \t 1 \t 1069 \t 1 \t -6\n", + "3 \t 2440 \t 1069 \t 2 \t 302 \t -1 \t 7\n", + "4 \t 1069 \t 302 \t 3 \t 163 \t 2 \t -13\n", + "5 \t 302 \t 163 \t 1 \t 139 \t -5 \t 33\n", + "6 \t 163 \t 139 \t 1 \t 24 \t 17 \t -112\n", + "7 \t 139 \t 24 \t 5 \t 19 \t -22 \t 145\n", + "8 \t 24 \t 19 \t 1 \t 5 \t 39 \t -257\n", + "9 \t 19 \t 5 \t 3 \t 4 \t -217 \t 1430\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 256 \t -1687\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -985 \t 6491\n", + "\t\t\t\t\t 1241 \t -8178\n", + "GCD(39203, 5949) = 1, with coefficients 1241 and -8178 such that 1 = (1241)*39203 + (-8178)*5949\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5950 \t 6 \t 3503 \t 1 \t 0\n", + "1 \t 5950 \t 3503 \t 1 \t 2447 \t 0 \t 1\n", + "2 \t 3503 \t 2447 \t 1 \t 1056 \t 1 \t -6\n", + "3 \t 2447 \t 1056 \t 2 \t 335 \t -1 \t 7\n", + "4 \t 1056 \t 335 \t 3 \t 51 \t 2 \t -13\n", + "5 \t 335 \t 51 \t 6 \t 29 \t -5 \t 33\n", + "6 \t 51 \t 29 \t 1 \t 22 \t 17 \t -112\n", + "7 \t 29 \t 22 \t 1 \t 7 \t -107 \t 705\n", + "8 \t 22 \t 7 \t 3 \t 1 \t 124 \t -817\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -231 \t 1522\n", + "\t\t\t\t\t 817 \t -5383\n", + "GCD(39203, 5950) = 1, with coefficients 817 and -5383 such that 1 = (817)*39203 + (-5383)*5950\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5951 \t 6 \t 3497 \t 1 \t 0\n", + "1 \t 5951 \t 3497 \t 1 \t 2454 \t 0 \t 1\n", + "2 \t 3497 \t 2454 \t 1 \t 1043 \t 1 \t -6\n", + "3 \t 2454 \t 1043 \t 2 \t 368 \t -1 \t 7\n", + "4 \t 1043 \t 368 \t 2 \t 307 \t 2 \t -13\n", + "5 \t 368 \t 307 \t 1 \t 61 \t -5 \t 33\n", + "6 \t 307 \t 61 \t 5 \t 2 \t 12 \t -79\n", + "7 \t 61 \t 2 \t 30 \t 1 \t -17 \t 112\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 97 \t -639\n", + "\t\t\t\t\t -2927 \t 19282\n", + "GCD(39203, 5951) = 1, with coefficients -2927 and 19282 such that 1 = (-2927)*39203 + (19282)*5951\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5952 \t 6 \t 3491 \t 1 \t 0\n", + "1 \t 5952 \t 3491 \t 1 \t 2461 \t 0 \t 1\n", + "2 \t 3491 \t 2461 \t 1 \t 1030 \t 1 \t -6\n", + "3 \t 2461 \t 1030 \t 2 \t 401 \t -1 \t 7\n", + "4 \t 1030 \t 401 \t 2 \t 228 \t 2 \t -13\n", + "5 \t 401 \t 228 \t 1 \t 173 \t -5 \t 33\n", + "6 \t 228 \t 173 \t 1 \t 55 \t 12 \t -79\n", + "7 \t 173 \t 55 \t 3 \t 8 \t -17 \t 112\n", + "8 \t 55 \t 8 \t 6 \t 7 \t 29 \t -191\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -104 \t 685\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 653 \t -4301\n", + "\t\t\t\t\t -757 \t 4986\n", + "GCD(39203, 5952) = 1, with coefficients -757 and 4986 such that 1 = (-757)*39203 + (4986)*5952\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5953 \t 6 \t 3485 \t 1 \t 0\n", + "1 \t 5953 \t 3485 \t 1 \t 2468 \t 0 \t 1\n", + "2 \t 3485 \t 2468 \t 1 \t 1017 \t 1 \t -6\n", + "3 \t 2468 \t 1017 \t 2 \t 434 \t -1 \t 7\n", + "4 \t 1017 \t 434 \t 2 \t 149 \t 2 \t -13\n", + "5 \t 434 \t 149 \t 2 \t 136 \t -5 \t 33\n", + "6 \t 149 \t 136 \t 1 \t 13 \t 12 \t -79\n", + "7 \t 136 \t 13 \t 10 \t 6 \t -29 \t 191\n", + "8 \t 13 \t 6 \t 2 \t 1 \t 41 \t -270\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -439 \t 2891\n", + "\t\t\t\t\t 919 \t -6052\n", + "GCD(39203, 5953) = 1, with coefficients 919 and -6052 such that 1 = (919)*39203 + (-6052)*5953\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5954 \t 6 \t 3479 \t 1 \t 0\n", + "1 \t 5954 \t 3479 \t 1 \t 2475 \t 0 \t 1\n", + "2 \t 3479 \t 2475 \t 1 \t 1004 \t 1 \t -6\n", + "3 \t 2475 \t 1004 \t 2 \t 467 \t -1 \t 7\n", + "4 \t 1004 \t 467 \t 2 \t 70 \t 2 \t -13\n", + "5 \t 467 \t 70 \t 6 \t 47 \t -5 \t 33\n", + "6 \t 70 \t 47 \t 1 \t 23 \t 12 \t -79\n", + "7 \t 47 \t 23 \t 2 \t 1 \t -77 \t 507\n", + "8 \t 23 \t 1 \t 23 \t 0 \t 89 \t -586\n", + "\t\t\t\t\t -255 \t 1679\n", + "GCD(39203, 5954) = 1, with coefficients -255 and 1679 such that 1 = (-255)*39203 + (1679)*5954\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5955 \t 6 \t 3473 \t 1 \t 0\n", + "1 \t 5955 \t 3473 \t 1 \t 2482 \t 0 \t 1\n", + "2 \t 3473 \t 2482 \t 1 \t 991 \t 1 \t -6\n", + "3 \t 2482 \t 991 \t 2 \t 500 \t -1 \t 7\n", + "4 \t 991 \t 500 \t 1 \t 491 \t 2 \t -13\n", + "5 \t 500 \t 491 \t 1 \t 9 \t -5 \t 33\n", + "6 \t 491 \t 9 \t 54 \t 5 \t 7 \t -46\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -12 \t 79\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 655 \t -4312\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -667 \t 4391\n", + "\t\t\t\t\t 1322 \t -8703\n", + "GCD(39203, 5955) = 1, with coefficients 1322 and -8703 such that 1 = (1322)*39203 + (-8703)*5955\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5956 \t 6 \t 3467 \t 1 \t 0\n", + "1 \t 5956 \t 3467 \t 1 \t 2489 \t 0 \t 1\n", + "2 \t 3467 \t 2489 \t 1 \t 978 \t 1 \t -6\n", + "3 \t 2489 \t 978 \t 2 \t 533 \t -1 \t 7\n", + "4 \t 978 \t 533 \t 1 \t 445 \t 2 \t -13\n", + "5 \t 533 \t 445 \t 1 \t 88 \t -5 \t 33\n", + "6 \t 445 \t 88 \t 5 \t 5 \t 7 \t -46\n", + "7 \t 88 \t 5 \t 17 \t 3 \t -12 \t 79\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 67 \t -441\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1151 \t 7576\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1218 \t -8017\n", + "\t\t\t\t\t -2369 \t 15593\n", + "GCD(39203, 5956) = 1, with coefficients -2369 and 15593 such that 1 = (-2369)*39203 + (15593)*5956\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5957 \t 6 \t 3461 \t 1 \t 0\n", + "1 \t 5957 \t 3461 \t 1 \t 2496 \t 0 \t 1\n", + "2 \t 3461 \t 2496 \t 1 \t 965 \t 1 \t -6\n", + "3 \t 2496 \t 965 \t 2 \t 566 \t -1 \t 7\n", + "4 \t 965 \t 566 \t 1 \t 399 \t 2 \t -13\n", + "5 \t 566 \t 399 \t 1 \t 167 \t -5 \t 33\n", + "6 \t 399 \t 167 \t 2 \t 65 \t 7 \t -46\n", + "7 \t 167 \t 65 \t 2 \t 37 \t -12 \t 79\n", + "8 \t 65 \t 37 \t 1 \t 28 \t 31 \t -204\n", + "9 \t 37 \t 28 \t 1 \t 9 \t -74 \t 487\n", + "10 \t 28 \t 9 \t 3 \t 1 \t 105 \t -691\n", + "11 \t 9 \t 1 \t 9 \t 0 \t -179 \t 1178\n", + "\t\t\t\t\t 642 \t -4225\n", + "GCD(39203, 5957) = 1, with coefficients 642 and -4225 such that 1 = (642)*39203 + (-4225)*5957\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5958 \t 6 \t 3455 \t 1 \t 0\n", + "1 \t 5958 \t 3455 \t 1 \t 2503 \t 0 \t 1\n", + "2 \t 3455 \t 2503 \t 1 \t 952 \t 1 \t -6\n", + "3 \t 2503 \t 952 \t 2 \t 599 \t -1 \t 7\n", + "4 \t 952 \t 599 \t 1 \t 353 \t 2 \t -13\n", + "5 \t 599 \t 353 \t 1 \t 246 \t -5 \t 33\n", + "6 \t 353 \t 246 \t 1 \t 107 \t 7 \t -46\n", + "7 \t 246 \t 107 \t 2 \t 32 \t -12 \t 79\n", + "8 \t 107 \t 32 \t 3 \t 11 \t 19 \t -125\n", + "9 \t 32 \t 11 \t 2 \t 10 \t -50 \t 329\n", + "10 \t 11 \t 10 \t 1 \t 1 \t 169 \t -1112\n", + "11 \t 10 \t 1 \t 10 \t 0 \t -388 \t 2553\n", + "\t\t\t\t\t 557 \t -3665\n", + "GCD(39203, 5958) = 1, with coefficients 557 and -3665 such that 1 = (557)*39203 + (-3665)*5958\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5959 \t 6 \t 3449 \t 1 \t 0\n", + "1 \t 5959 \t 3449 \t 1 \t 2510 \t 0 \t 1\n", + "2 \t 3449 \t 2510 \t 1 \t 939 \t 1 \t -6\n", + "3 \t 2510 \t 939 \t 2 \t 632 \t -1 \t 7\n", + "4 \t 939 \t 632 \t 1 \t 307 \t 2 \t -13\n", + "5 \t 632 \t 307 \t 2 \t 18 \t -5 \t 33\n", + "6 \t 307 \t 18 \t 17 \t 1 \t 7 \t -46\n", + "7 \t 18 \t 1 \t 18 \t 0 \t -19 \t 125\n", + "\t\t\t\t\t 330 \t -2171\n", + "GCD(39203, 5959) = 1, with coefficients 330 and -2171 such that 1 = (330)*39203 + (-2171)*5959\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5960 \t 6 \t 3443 \t 1 \t 0\n", + "1 \t 5960 \t 3443 \t 1 \t 2517 \t 0 \t 1\n", + "2 \t 3443 \t 2517 \t 1 \t 926 \t 1 \t -6\n", + "3 \t 2517 \t 926 \t 2 \t 665 \t -1 \t 7\n", + "4 \t 926 \t 665 \t 1 \t 261 \t 2 \t -13\n", + "5 \t 665 \t 261 \t 2 \t 143 \t -5 \t 33\n", + "6 \t 261 \t 143 \t 1 \t 118 \t 7 \t -46\n", + "7 \t 143 \t 118 \t 1 \t 25 \t -19 \t 125\n", + "8 \t 118 \t 25 \t 4 \t 18 \t 26 \t -171\n", + "9 \t 25 \t 18 \t 1 \t 7 \t -45 \t 296\n", + "10 \t 18 \t 7 \t 2 \t 4 \t 206 \t -1355\n", + "11 \t 7 \t 4 \t 1 \t 3 \t -251 \t 1651\n", + "12 \t 4 \t 3 \t 1 \t 1 \t 708 \t -4657\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -959 \t 6308\n", + "\t\t\t\t\t 1667 \t -10965\n", + "GCD(39203, 5960) = 1, with coefficients 1667 and -10965 such that 1 = (1667)*39203 + (-10965)*5960\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5961 \t 6 \t 3437 \t 1 \t 0\n", + "1 \t 5961 \t 3437 \t 1 \t 2524 \t 0 \t 1\n", + "2 \t 3437 \t 2524 \t 1 \t 913 \t 1 \t -6\n", + "3 \t 2524 \t 913 \t 2 \t 698 \t -1 \t 7\n", + "4 \t 913 \t 698 \t 1 \t 215 \t 2 \t -13\n", + "5 \t 698 \t 215 \t 3 \t 53 \t -5 \t 33\n", + "6 \t 215 \t 53 \t 4 \t 3 \t 7 \t -46\n", + "7 \t 53 \t 3 \t 17 \t 2 \t -26 \t 171\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 111 \t -730\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1913 \t 12581\n", + "\t\t\t\t\t 2024 \t -13311\n", + "GCD(39203, 5961) = 1, with coefficients 2024 and -13311 such that 1 = (2024)*39203 + (-13311)*5961\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5962 \t 6 \t 3431 \t 1 \t 0\n", + "1 \t 5962 \t 3431 \t 1 \t 2531 \t 0 \t 1\n", + "2 \t 3431 \t 2531 \t 1 \t 900 \t 1 \t -6\n", + "3 \t 2531 \t 900 \t 2 \t 731 \t -1 \t 7\n", + "4 \t 900 \t 731 \t 1 \t 169 \t 2 \t -13\n", + "5 \t 731 \t 169 \t 4 \t 55 \t -5 \t 33\n", + "6 \t 169 \t 55 \t 3 \t 4 \t 7 \t -46\n", + "7 \t 55 \t 4 \t 13 \t 3 \t -33 \t 217\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 106 \t -697\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1411 \t 9278\n", + "\t\t\t\t\t 1517 \t -9975\n", + "GCD(39203, 5962) = 1, with coefficients 1517 and -9975 such that 1 = (1517)*39203 + (-9975)*5962\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5963 \t 6 \t 3425 \t 1 \t 0\n", + "1 \t 5963 \t 3425 \t 1 \t 2538 \t 0 \t 1\n", + "2 \t 3425 \t 2538 \t 1 \t 887 \t 1 \t -6\n", + "3 \t 2538 \t 887 \t 2 \t 764 \t -1 \t 7\n", + "4 \t 887 \t 764 \t 1 \t 123 \t 2 \t -13\n", + "5 \t 764 \t 123 \t 6 \t 26 \t -5 \t 33\n", + "6 \t 123 \t 26 \t 4 \t 19 \t 7 \t -46\n", + "7 \t 26 \t 19 \t 1 \t 7 \t -47 \t 309\n", + "8 \t 19 \t 7 \t 2 \t 5 \t 195 \t -1282\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -242 \t 1591\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 679 \t -4464\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -921 \t 6055\n", + "\t\t\t\t\t 2521 \t -16574\n", + "GCD(39203, 5963) = 1, with coefficients 2521 and -16574 such that 1 = (2521)*39203 + (-16574)*5963\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5964 \t 6 \t 3419 \t 1 \t 0\n", + "1 \t 5964 \t 3419 \t 1 \t 2545 \t 0 \t 1\n", + "2 \t 3419 \t 2545 \t 1 \t 874 \t 1 \t -6\n", + "3 \t 2545 \t 874 \t 2 \t 797 \t -1 \t 7\n", + "4 \t 874 \t 797 \t 1 \t 77 \t 2 \t -13\n", + "5 \t 797 \t 77 \t 10 \t 27 \t -5 \t 33\n", + "6 \t 77 \t 27 \t 2 \t 23 \t 7 \t -46\n", + "7 \t 27 \t 23 \t 1 \t 4 \t -75 \t 493\n", + "8 \t 23 \t 4 \t 5 \t 3 \t 157 \t -1032\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -232 \t 1525\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1317 \t -8657\n", + "\t\t\t\t\t -1549 \t 10182\n", + "GCD(39203, 5964) = 1, with coefficients -1549 and 10182 such that 1 = (-1549)*39203 + (10182)*5964\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5965 \t 6 \t 3413 \t 1 \t 0\n", + "1 \t 5965 \t 3413 \t 1 \t 2552 \t 0 \t 1\n", + "2 \t 3413 \t 2552 \t 1 \t 861 \t 1 \t -6\n", + "3 \t 2552 \t 861 \t 2 \t 830 \t -1 \t 7\n", + "4 \t 861 \t 830 \t 1 \t 31 \t 2 \t -13\n", + "5 \t 830 \t 31 \t 26 \t 24 \t -5 \t 33\n", + "6 \t 31 \t 24 \t 1 \t 7 \t 7 \t -46\n", + "7 \t 24 \t 7 \t 3 \t 3 \t -187 \t 1229\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 194 \t -1275\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -769 \t 5054\n", + "\t\t\t\t\t 1732 \t -11383\n", + "GCD(39203, 5965) = 1, with coefficients 1732 and -11383 such that 1 = (1732)*39203 + (-11383)*5965\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5966 \t 6 \t 3407 \t 1 \t 0\n", + "1 \t 5966 \t 3407 \t 1 \t 2559 \t 0 \t 1\n", + "2 \t 3407 \t 2559 \t 1 \t 848 \t 1 \t -6\n", + "3 \t 2559 \t 848 \t 3 \t 15 \t -1 \t 7\n", + "4 \t 848 \t 15 \t 56 \t 8 \t 2 \t -13\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -7 \t 46\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 394 \t -2589\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -401 \t 2635\n", + "\t\t\t\t\t 795 \t -5224\n", + "GCD(39203, 5966) = 1, with coefficients 795 and -5224 such that 1 = (795)*39203 + (-5224)*5966\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5967 \t 6 \t 3401 \t 1 \t 0\n", + "1 \t 5967 \t 3401 \t 1 \t 2566 \t 0 \t 1\n", + "2 \t 3401 \t 2566 \t 1 \t 835 \t 1 \t -6\n", + "3 \t 2566 \t 835 \t 3 \t 61 \t -1 \t 7\n", + "4 \t 835 \t 61 \t 13 \t 42 \t 2 \t -13\n", + "5 \t 61 \t 42 \t 1 \t 19 \t -7 \t 46\n", + "6 \t 42 \t 19 \t 2 \t 4 \t 93 \t -611\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -100 \t 657\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -1925\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1272 \t 8357\n", + "\t\t\t\t\t 1565 \t -10282\n", + "GCD(39203, 5967) = 1, with coefficients 1565 and -10282 such that 1 = (1565)*39203 + (-10282)*5967\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5968 \t 6 \t 3395 \t 1 \t 0\n", + "1 \t 5968 \t 3395 \t 1 \t 2573 \t 0 \t 1\n", + "2 \t 3395 \t 2573 \t 1 \t 822 \t 1 \t -6\n", + "3 \t 2573 \t 822 \t 3 \t 107 \t -1 \t 7\n", + "4 \t 822 \t 107 \t 7 \t 73 \t 2 \t -13\n", + "5 \t 107 \t 73 \t 1 \t 34 \t -7 \t 46\n", + "6 \t 73 \t 34 \t 2 \t 5 \t 51 \t -335\n", + "7 \t 34 \t 5 \t 6 \t 4 \t -58 \t 381\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 167 \t -1097\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1060 \t 6963\n", + "\t\t\t\t\t 1227 \t -8060\n", + "GCD(39203, 5968) = 1, with coefficients 1227 and -8060 such that 1 = (1227)*39203 + (-8060)*5968\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5969 \t 6 \t 3389 \t 1 \t 0\n", + "1 \t 5969 \t 3389 \t 1 \t 2580 \t 0 \t 1\n", + "2 \t 3389 \t 2580 \t 1 \t 809 \t 1 \t -6\n", + "3 \t 2580 \t 809 \t 3 \t 153 \t -1 \t 7\n", + "4 \t 809 \t 153 \t 5 \t 44 \t 2 \t -13\n", + "5 \t 153 \t 44 \t 3 \t 21 \t -7 \t 46\n", + "6 \t 44 \t 21 \t 2 \t 2 \t 37 \t -243\n", + "7 \t 21 \t 2 \t 10 \t 1 \t -118 \t 775\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 273 \t -1793\n", + "\t\t\t\t\t -2848 \t 18705\n", + "GCD(39203, 5969) = 1, with coefficients -2848 and 18705 such that 1 = (-2848)*39203 + (18705)*5969\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5970 \t 6 \t 3383 \t 1 \t 0\n", + "1 \t 5970 \t 3383 \t 1 \t 2587 \t 0 \t 1\n", + "2 \t 3383 \t 2587 \t 1 \t 796 \t 1 \t -6\n", + "3 \t 2587 \t 796 \t 3 \t 199 \t -1 \t 7\n", + "4 \t 796 \t 199 \t 4 \t 0 \t 2 \t -13\n", + "\t\t\t\t\t -7 \t 46\n", + "GCD(39203, 5970) = 199, with coefficients -7 and 46 such that 199 = (-7)*39203 + (46)*5970\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5971 \t 6 \t 3377 \t 1 \t 0\n", + "1 \t 5971 \t 3377 \t 1 \t 2594 \t 0 \t 1\n", + "2 \t 3377 \t 2594 \t 1 \t 783 \t 1 \t -6\n", + "3 \t 2594 \t 783 \t 3 \t 245 \t -1 \t 7\n", + "4 \t 783 \t 245 \t 3 \t 48 \t 2 \t -13\n", + "5 \t 245 \t 48 \t 5 \t 5 \t -7 \t 46\n", + "6 \t 48 \t 5 \t 9 \t 3 \t 23 \t -151\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -122 \t 801\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1121 \t -7360\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1243 \t 8161\n", + "\t\t\t\t\t 2364 \t -15521\n", + "GCD(39203, 5971) = 1, with coefficients 2364 and -15521 such that 1 = (2364)*39203 + (-15521)*5971\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5972 \t 6 \t 3371 \t 1 \t 0\n", + "1 \t 5972 \t 3371 \t 1 \t 2601 \t 0 \t 1\n", + "2 \t 3371 \t 2601 \t 1 \t 770 \t 1 \t -6\n", + "3 \t 2601 \t 770 \t 3 \t 291 \t -1 \t 7\n", + "4 \t 770 \t 291 \t 2 \t 188 \t 2 \t -13\n", + "5 \t 291 \t 188 \t 1 \t 103 \t -7 \t 46\n", + "6 \t 188 \t 103 \t 1 \t 85 \t 16 \t -105\n", + "7 \t 103 \t 85 \t 1 \t 18 \t -23 \t 151\n", + "8 \t 85 \t 18 \t 4 \t 13 \t 39 \t -256\n", + "9 \t 18 \t 13 \t 1 \t 5 \t -62 \t 407\n", + "10 \t 13 \t 5 \t 2 \t 3 \t 287 \t -1884\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -349 \t 2291\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 985 \t -6466\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1334 \t 8757\n", + "\t\t\t\t\t 2319 \t -15223\n", + "GCD(39203, 5972) = 1, with coefficients 2319 and -15223 such that 1 = (2319)*39203 + (-15223)*5972\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5973 \t 6 \t 3365 \t 1 \t 0\n", + "1 \t 5973 \t 3365 \t 1 \t 2608 \t 0 \t 1\n", + "2 \t 3365 \t 2608 \t 1 \t 757 \t 1 \t -6\n", + "3 \t 2608 \t 757 \t 3 \t 337 \t -1 \t 7\n", + "4 \t 757 \t 337 \t 2 \t 83 \t 2 \t -13\n", + "5 \t 337 \t 83 \t 4 \t 5 \t -7 \t 46\n", + "6 \t 83 \t 5 \t 16 \t 3 \t 16 \t -105\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -71 \t 466\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1152 \t -7561\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1223 \t 8027\n", + "\t\t\t\t\t 2375 \t -15588\n", + "GCD(39203, 5973) = 1, with coefficients 2375 and -15588 such that 1 = (2375)*39203 + (-15588)*5973\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5974 \t 6 \t 3359 \t 1 \t 0\n", + "1 \t 5974 \t 3359 \t 1 \t 2615 \t 0 \t 1\n", + "2 \t 3359 \t 2615 \t 1 \t 744 \t 1 \t -6\n", + "3 \t 2615 \t 744 \t 3 \t 383 \t -1 \t 7\n", + "4 \t 744 \t 383 \t 1 \t 361 \t 2 \t -13\n", + "5 \t 383 \t 361 \t 1 \t 22 \t -7 \t 46\n", + "6 \t 361 \t 22 \t 16 \t 9 \t 9 \t -59\n", + "7 \t 22 \t 9 \t 2 \t 4 \t -16 \t 105\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 265 \t -1739\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -546 \t 3583\n", + "\t\t\t\t\t 1357 \t -8905\n", + "GCD(39203, 5974) = 1, with coefficients 1357 and -8905 such that 1 = (1357)*39203 + (-8905)*5974\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5975 \t 6 \t 3353 \t 1 \t 0\n", + "1 \t 5975 \t 3353 \t 1 \t 2622 \t 0 \t 1\n", + "2 \t 3353 \t 2622 \t 1 \t 731 \t 1 \t -6\n", + "3 \t 2622 \t 731 \t 3 \t 429 \t -1 \t 7\n", + "4 \t 731 \t 429 \t 1 \t 302 \t 2 \t -13\n", + "5 \t 429 \t 302 \t 1 \t 127 \t -7 \t 46\n", + "6 \t 302 \t 127 \t 2 \t 48 \t 9 \t -59\n", + "7 \t 127 \t 48 \t 2 \t 31 \t -16 \t 105\n", + "8 \t 48 \t 31 \t 1 \t 17 \t 41 \t -269\n", + "9 \t 31 \t 17 \t 1 \t 14 \t -98 \t 643\n", + "10 \t 17 \t 14 \t 1 \t 3 \t 139 \t -912\n", + "11 \t 14 \t 3 \t 4 \t 2 \t -237 \t 1555\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 376 \t -2467\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1741 \t 11423\n", + "\t\t\t\t\t 2117 \t -13890\n", + "GCD(39203, 5975) = 1, with coefficients 2117 and -13890 such that 1 = (2117)*39203 + (-13890)*5975\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5976 \t 6 \t 3347 \t 1 \t 0\n", + "1 \t 5976 \t 3347 \t 1 \t 2629 \t 0 \t 1\n", + "2 \t 3347 \t 2629 \t 1 \t 718 \t 1 \t -6\n", + "3 \t 2629 \t 718 \t 3 \t 475 \t -1 \t 7\n", + "4 \t 718 \t 475 \t 1 \t 243 \t 2 \t -13\n", + "5 \t 475 \t 243 \t 1 \t 232 \t -7 \t 46\n", + "6 \t 243 \t 232 \t 1 \t 11 \t 9 \t -59\n", + "7 \t 232 \t 11 \t 21 \t 1 \t -16 \t 105\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 25 \t -164\n", + "\t\t\t\t\t -541 \t 3549\n", + "GCD(39203, 5976) = 1, with coefficients -541 and 3549 such that 1 = (-541)*39203 + (3549)*5976\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5977 \t 6 \t 3341 \t 1 \t 0\n", + "1 \t 5977 \t 3341 \t 1 \t 2636 \t 0 \t 1\n", + "2 \t 3341 \t 2636 \t 1 \t 705 \t 1 \t -6\n", + "3 \t 2636 \t 705 \t 3 \t 521 \t -1 \t 7\n", + "4 \t 705 \t 521 \t 1 \t 184 \t 2 \t -13\n", + "5 \t 521 \t 184 \t 2 \t 153 \t -7 \t 46\n", + "6 \t 184 \t 153 \t 1 \t 31 \t 9 \t -59\n", + "7 \t 153 \t 31 \t 4 \t 29 \t -25 \t 164\n", + "8 \t 31 \t 29 \t 1 \t 2 \t 34 \t -223\n", + "9 \t 29 \t 2 \t 14 \t 1 \t -161 \t 1056\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 195 \t -1279\n", + "\t\t\t\t\t -2891 \t 18962\n", + "GCD(39203, 5977) = 1, with coefficients -2891 and 18962 such that 1 = (-2891)*39203 + (18962)*5977\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5978 \t 6 \t 3335 \t 1 \t 0\n", + "1 \t 5978 \t 3335 \t 1 \t 2643 \t 0 \t 1\n", + "2 \t 3335 \t 2643 \t 1 \t 692 \t 1 \t -6\n", + "3 \t 2643 \t 692 \t 3 \t 567 \t -1 \t 7\n", + "4 \t 692 \t 567 \t 1 \t 125 \t 2 \t -13\n", + "5 \t 567 \t 125 \t 4 \t 67 \t -7 \t 46\n", + "6 \t 125 \t 67 \t 1 \t 58 \t 9 \t -59\n", + "7 \t 67 \t 58 \t 1 \t 9 \t -43 \t 282\n", + "8 \t 58 \t 9 \t 6 \t 4 \t 52 \t -341\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -95 \t 623\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 622 \t -4079\n", + "\t\t\t\t\t -1339 \t 8781\n", + "GCD(39203, 5978) = 1, with coefficients -1339 and 8781 such that 1 = (-1339)*39203 + (8781)*5978\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5979 \t 6 \t 3329 \t 1 \t 0\n", + "1 \t 5979 \t 3329 \t 1 \t 2650 \t 0 \t 1\n", + "2 \t 3329 \t 2650 \t 1 \t 679 \t 1 \t -6\n", + "3 \t 2650 \t 679 \t 3 \t 613 \t -1 \t 7\n", + "4 \t 679 \t 613 \t 1 \t 66 \t 2 \t -13\n", + "5 \t 613 \t 66 \t 9 \t 19 \t -7 \t 46\n", + "6 \t 66 \t 19 \t 3 \t 9 \t 9 \t -59\n", + "7 \t 19 \t 9 \t 2 \t 1 \t -88 \t 577\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 273 \t -1790\n", + "\t\t\t\t\t -634 \t 4157\n", + "GCD(39203, 5979) = 1, with coefficients -634 and 4157 such that 1 = (-634)*39203 + (4157)*5979\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5980 \t 6 \t 3323 \t 1 \t 0\n", + "1 \t 5980 \t 3323 \t 1 \t 2657 \t 0 \t 1\n", + "2 \t 3323 \t 2657 \t 1 \t 666 \t 1 \t -6\n", + "3 \t 2657 \t 666 \t 3 \t 659 \t -1 \t 7\n", + "4 \t 666 \t 659 \t 1 \t 7 \t 2 \t -13\n", + "5 \t 659 \t 7 \t 94 \t 1 \t -7 \t 46\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 9 \t -59\n", + "\t\t\t\t\t -853 \t 5592\n", + "GCD(39203, 5980) = 1, with coefficients -853 and 5592 such that 1 = (-853)*39203 + (5592)*5980\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5981 \t 6 \t 3317 \t 1 \t 0\n", + "1 \t 5981 \t 3317 \t 1 \t 2664 \t 0 \t 1\n", + "2 \t 3317 \t 2664 \t 1 \t 653 \t 1 \t -6\n", + "3 \t 2664 \t 653 \t 4 \t 52 \t -1 \t 7\n", + "4 \t 653 \t 52 \t 12 \t 29 \t 2 \t -13\n", + "5 \t 52 \t 29 \t 1 \t 23 \t -9 \t 59\n", + "6 \t 29 \t 23 \t 1 \t 6 \t 110 \t -721\n", + "7 \t 23 \t 6 \t 3 \t 5 \t -119 \t 780\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 229 \t -1501\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -806 \t 5283\n", + "\t\t\t\t\t 1035 \t -6784\n", + "GCD(39203, 5981) = 1, with coefficients 1035 and -6784 such that 1 = (1035)*39203 + (-6784)*5981\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5982 \t 6 \t 3311 \t 1 \t 0\n", + "1 \t 5982 \t 3311 \t 1 \t 2671 \t 0 \t 1\n", + "2 \t 3311 \t 2671 \t 1 \t 640 \t 1 \t -6\n", + "3 \t 2671 \t 640 \t 4 \t 111 \t -1 \t 7\n", + "4 \t 640 \t 111 \t 5 \t 85 \t 2 \t -13\n", + "5 \t 111 \t 85 \t 1 \t 26 \t -9 \t 59\n", + "6 \t 85 \t 26 \t 3 \t 7 \t 47 \t -308\n", + "7 \t 26 \t 7 \t 3 \t 5 \t -56 \t 367\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 215 \t -1409\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -701 \t 4594\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 916 \t -6003\n", + "\t\t\t\t\t -2533 \t 16600\n", + "GCD(39203, 5982) = 1, with coefficients -2533 and 16600 such that 1 = (-2533)*39203 + (16600)*5982\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5983 \t 6 \t 3305 \t 1 \t 0\n", + "1 \t 5983 \t 3305 \t 1 \t 2678 \t 0 \t 1\n", + "2 \t 3305 \t 2678 \t 1 \t 627 \t 1 \t -6\n", + "3 \t 2678 \t 627 \t 4 \t 170 \t -1 \t 7\n", + "4 \t 627 \t 170 \t 3 \t 117 \t 2 \t -13\n", + "5 \t 170 \t 117 \t 1 \t 53 \t -9 \t 59\n", + "6 \t 117 \t 53 \t 2 \t 11 \t 29 \t -190\n", + "7 \t 53 \t 11 \t 4 \t 9 \t -38 \t 249\n", + "8 \t 11 \t 9 \t 1 \t 2 \t 105 \t -688\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -458 \t 3001\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 563 \t -3689\n", + "\t\t\t\t\t -2710 \t 17757\n", + "GCD(39203, 5983) = 1, with coefficients -2710 and 17757 such that 1 = (-2710)*39203 + (17757)*5983\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5984 \t 6 \t 3299 \t 1 \t 0\n", + "1 \t 5984 \t 3299 \t 1 \t 2685 \t 0 \t 1\n", + "2 \t 3299 \t 2685 \t 1 \t 614 \t 1 \t -6\n", + "3 \t 2685 \t 614 \t 4 \t 229 \t -1 \t 7\n", + "4 \t 614 \t 229 \t 2 \t 156 \t 2 \t -13\n", + "5 \t 229 \t 156 \t 1 \t 73 \t -9 \t 59\n", + "6 \t 156 \t 73 \t 2 \t 10 \t 20 \t -131\n", + "7 \t 73 \t 10 \t 7 \t 3 \t -29 \t 190\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 78 \t -511\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -575 \t 3767\n", + "\t\t\t\t\t 1803 \t -11812\n", + "GCD(39203, 5984) = 1, with coefficients 1803 and -11812 such that 1 = (1803)*39203 + (-11812)*5984\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5985 \t 6 \t 3293 \t 1 \t 0\n", + "1 \t 5985 \t 3293 \t 1 \t 2692 \t 0 \t 1\n", + "2 \t 3293 \t 2692 \t 1 \t 601 \t 1 \t -6\n", + "3 \t 2692 \t 601 \t 4 \t 288 \t -1 \t 7\n", + "4 \t 601 \t 288 \t 2 \t 25 \t 2 \t -13\n", + "5 \t 288 \t 25 \t 11 \t 13 \t -9 \t 59\n", + "6 \t 25 \t 13 \t 1 \t 12 \t 20 \t -131\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -229 \t 1500\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 249 \t -1631\n", + "\t\t\t\t\t -478 \t 3131\n", + "GCD(39203, 5985) = 1, with coefficients -478 and 3131 such that 1 = (-478)*39203 + (3131)*5985\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5986 \t 6 \t 3287 \t 1 \t 0\n", + "1 \t 5986 \t 3287 \t 1 \t 2699 \t 0 \t 1\n", + "2 \t 3287 \t 2699 \t 1 \t 588 \t 1 \t -6\n", + "3 \t 2699 \t 588 \t 4 \t 347 \t -1 \t 7\n", + "4 \t 588 \t 347 \t 1 \t 241 \t 2 \t -13\n", + "5 \t 347 \t 241 \t 1 \t 106 \t -9 \t 59\n", + "6 \t 241 \t 106 \t 2 \t 29 \t 11 \t -72\n", + "7 \t 106 \t 29 \t 3 \t 19 \t -20 \t 131\n", + "8 \t 29 \t 19 \t 1 \t 10 \t 51 \t -334\n", + "9 \t 19 \t 10 \t 1 \t 9 \t -173 \t 1133\n", + "10 \t 10 \t 9 \t 1 \t 1 \t 224 \t -1467\n", + "11 \t 9 \t 1 \t 9 \t 0 \t -397 \t 2600\n", + "\t\t\t\t\t 621 \t -4067\n", + "GCD(39203, 5986) = 1, with coefficients 621 and -4067 such that 1 = (621)*39203 + (-4067)*5986\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5987 \t 6 \t 3281 \t 1 \t 0\n", + "1 \t 5987 \t 3281 \t 1 \t 2706 \t 0 \t 1\n", + "2 \t 3281 \t 2706 \t 1 \t 575 \t 1 \t -6\n", + "3 \t 2706 \t 575 \t 4 \t 406 \t -1 \t 7\n", + "4 \t 575 \t 406 \t 1 \t 169 \t 2 \t -13\n", + "5 \t 406 \t 169 \t 2 \t 68 \t -9 \t 59\n", + "6 \t 169 \t 68 \t 2 \t 33 \t 11 \t -72\n", + "7 \t 68 \t 33 \t 2 \t 2 \t -31 \t 203\n", + "8 \t 33 \t 2 \t 16 \t 1 \t 73 \t -478\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -177 \t 1159\n", + "\t\t\t\t\t 2905 \t -19022\n", + "GCD(39203, 5987) = 1, with coefficients 2905 and -19022 such that 1 = (2905)*39203 + (-19022)*5987\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5988 \t 6 \t 3275 \t 1 \t 0\n", + "1 \t 5988 \t 3275 \t 1 \t 2713 \t 0 \t 1\n", + "2 \t 3275 \t 2713 \t 1 \t 562 \t 1 \t -6\n", + "3 \t 2713 \t 562 \t 4 \t 465 \t -1 \t 7\n", + "4 \t 562 \t 465 \t 1 \t 97 \t 2 \t -13\n", + "5 \t 465 \t 97 \t 4 \t 77 \t -9 \t 59\n", + "6 \t 97 \t 77 \t 1 \t 20 \t 11 \t -72\n", + "7 \t 77 \t 20 \t 3 \t 17 \t -53 \t 347\n", + "8 \t 20 \t 17 \t 1 \t 3 \t 64 \t -419\n", + "9 \t 17 \t 3 \t 5 \t 2 \t -245 \t 1604\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 309 \t -2023\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1790 \t 11719\n", + "\t\t\t\t\t 2099 \t -13742\n", + "GCD(39203, 5988) = 1, with coefficients 2099 and -13742 such that 1 = (2099)*39203 + (-13742)*5988\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5989 \t 6 \t 3269 \t 1 \t 0\n", + "1 \t 5989 \t 3269 \t 1 \t 2720 \t 0 \t 1\n", + "2 \t 3269 \t 2720 \t 1 \t 549 \t 1 \t -6\n", + "3 \t 2720 \t 549 \t 4 \t 524 \t -1 \t 7\n", + "4 \t 549 \t 524 \t 1 \t 25 \t 2 \t -13\n", + "5 \t 524 \t 25 \t 20 \t 24 \t -9 \t 59\n", + "6 \t 25 \t 24 \t 1 \t 1 \t 11 \t -72\n", + "7 \t 24 \t 1 \t 24 \t 0 \t -229 \t 1499\n", + "\t\t\t\t\t 240 \t -1571\n", + "GCD(39203, 5989) = 1, with coefficients 240 and -1571 such that 1 = (240)*39203 + (-1571)*5989\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5990 \t 6 \t 3263 \t 1 \t 0\n", + "1 \t 5990 \t 3263 \t 1 \t 2727 \t 0 \t 1\n", + "2 \t 3263 \t 2727 \t 1 \t 536 \t 1 \t -6\n", + "3 \t 2727 \t 536 \t 5 \t 47 \t -1 \t 7\n", + "4 \t 536 \t 47 \t 11 \t 19 \t 2 \t -13\n", + "5 \t 47 \t 19 \t 2 \t 9 \t -11 \t 72\n", + "6 \t 19 \t 9 \t 2 \t 1 \t 123 \t -805\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -257 \t 1682\n", + "\t\t\t\t\t 637 \t -4169\n", + "GCD(39203, 5990) = 1, with coefficients 637 and -4169 such that 1 = (637)*39203 + (-4169)*5990\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5991 \t 6 \t 3257 \t 1 \t 0\n", + "1 \t 5991 \t 3257 \t 1 \t 2734 \t 0 \t 1\n", + "2 \t 3257 \t 2734 \t 1 \t 523 \t 1 \t -6\n", + "3 \t 2734 \t 523 \t 5 \t 119 \t -1 \t 7\n", + "4 \t 523 \t 119 \t 4 \t 47 \t 2 \t -13\n", + "5 \t 119 \t 47 \t 2 \t 25 \t -11 \t 72\n", + "6 \t 47 \t 25 \t 1 \t 22 \t 46 \t -301\n", + "7 \t 25 \t 22 \t 1 \t 3 \t -103 \t 674\n", + "8 \t 22 \t 3 \t 7 \t 1 \t 149 \t -975\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -252 \t 1649\n", + "\t\t\t\t\t 1913 \t -12518\n", + "GCD(39203, 5991) = 1, with coefficients 1913 and -12518 such that 1 = (1913)*39203 + (-12518)*5991\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5992 \t 6 \t 3251 \t 1 \t 0\n", + "1 \t 5992 \t 3251 \t 1 \t 2741 \t 0 \t 1\n", + "2 \t 3251 \t 2741 \t 1 \t 510 \t 1 \t -6\n", + "3 \t 2741 \t 510 \t 5 \t 191 \t -1 \t 7\n", + "4 \t 510 \t 191 \t 2 \t 128 \t 2 \t -13\n", + "5 \t 191 \t 128 \t 1 \t 63 \t -11 \t 72\n", + "6 \t 128 \t 63 \t 2 \t 2 \t 24 \t -157\n", + "7 \t 63 \t 2 \t 31 \t 1 \t -35 \t 229\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 94 \t -615\n", + "\t\t\t\t\t -2949 \t 19294\n", + "GCD(39203, 5992) = 1, with coefficients -2949 and 19294 such that 1 = (-2949)*39203 + (19294)*5992\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5993 \t 6 \t 3245 \t 1 \t 0\n", + "1 \t 5993 \t 3245 \t 1 \t 2748 \t 0 \t 1\n", + "2 \t 3245 \t 2748 \t 1 \t 497 \t 1 \t -6\n", + "3 \t 2748 \t 497 \t 5 \t 263 \t -1 \t 7\n", + "4 \t 497 \t 263 \t 1 \t 234 \t 2 \t -13\n", + "5 \t 263 \t 234 \t 1 \t 29 \t -11 \t 72\n", + "6 \t 234 \t 29 \t 8 \t 2 \t 13 \t -85\n", + "7 \t 29 \t 2 \t 14 \t 1 \t -24 \t 157\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 205 \t -1341\n", + "\t\t\t\t\t -2894 \t 18931\n", + "GCD(39203, 5993) = 1, with coefficients -2894 and 18931 such that 1 = (-2894)*39203 + (18931)*5993\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5994 \t 6 \t 3239 \t 1 \t 0\n", + "1 \t 5994 \t 3239 \t 1 \t 2755 \t 0 \t 1\n", + "2 \t 3239 \t 2755 \t 1 \t 484 \t 1 \t -6\n", + "3 \t 2755 \t 484 \t 5 \t 335 \t -1 \t 7\n", + "4 \t 484 \t 335 \t 1 \t 149 \t 2 \t -13\n", + "5 \t 335 \t 149 \t 2 \t 37 \t -11 \t 72\n", + "6 \t 149 \t 37 \t 4 \t 1 \t 13 \t -85\n", + "7 \t 37 \t 1 \t 37 \t 0 \t -37 \t 242\n", + "\t\t\t\t\t 161 \t -1053\n", + "GCD(39203, 5994) = 1, with coefficients 161 and -1053 such that 1 = (161)*39203 + (-1053)*5994\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5995 \t 6 \t 3233 \t 1 \t 0\n", + "1 \t 5995 \t 3233 \t 1 \t 2762 \t 0 \t 1\n", + "2 \t 3233 \t 2762 \t 1 \t 471 \t 1 \t -6\n", + "3 \t 2762 \t 471 \t 5 \t 407 \t -1 \t 7\n", + "4 \t 471 \t 407 \t 1 \t 64 \t 2 \t -13\n", + "5 \t 407 \t 64 \t 6 \t 23 \t -11 \t 72\n", + "6 \t 64 \t 23 \t 2 \t 18 \t 13 \t -85\n", + "7 \t 23 \t 18 \t 1 \t 5 \t -89 \t 582\n", + "8 \t 18 \t 5 \t 3 \t 3 \t 191 \t -1249\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -280 \t 1831\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1031 \t -6742\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1311 \t 8573\n", + "\t\t\t\t\t 2342 \t -15315\n", + "GCD(39203, 5995) = 1, with coefficients 2342 and -15315 such that 1 = (2342)*39203 + (-15315)*5995\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5996 \t 6 \t 3227 \t 1 \t 0\n", + "1 \t 5996 \t 3227 \t 1 \t 2769 \t 0 \t 1\n", + "2 \t 3227 \t 2769 \t 1 \t 458 \t 1 \t -6\n", + "3 \t 2769 \t 458 \t 6 \t 21 \t -1 \t 7\n", + "4 \t 458 \t 21 \t 21 \t 17 \t 2 \t -13\n", + "5 \t 21 \t 17 \t 1 \t 4 \t -13 \t 85\n", + "6 \t 17 \t 4 \t 4 \t 1 \t 275 \t -1798\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -288 \t 1883\n", + "\t\t\t\t\t 1427 \t -9330\n", + "GCD(39203, 5996) = 1, with coefficients 1427 and -9330 such that 1 = (1427)*39203 + (-9330)*5996\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5997 \t 6 \t 3221 \t 1 \t 0\n", + "1 \t 5997 \t 3221 \t 1 \t 2776 \t 0 \t 1\n", + "2 \t 3221 \t 2776 \t 1 \t 445 \t 1 \t -6\n", + "3 \t 2776 \t 445 \t 6 \t 106 \t -1 \t 7\n", + "4 \t 445 \t 106 \t 4 \t 21 \t 2 \t -13\n", + "5 \t 106 \t 21 \t 5 \t 1 \t -13 \t 85\n", + "6 \t 21 \t 1 \t 21 \t 0 \t 54 \t -353\n", + "\t\t\t\t\t -283 \t 1850\n", + "GCD(39203, 5997) = 1, with coefficients -283 and 1850 such that 1 = (-283)*39203 + (1850)*5997\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5998 \t 6 \t 3215 \t 1 \t 0\n", + "1 \t 5998 \t 3215 \t 1 \t 2783 \t 0 \t 1\n", + "2 \t 3215 \t 2783 \t 1 \t 432 \t 1 \t -6\n", + "3 \t 2783 \t 432 \t 6 \t 191 \t -1 \t 7\n", + "4 \t 432 \t 191 \t 2 \t 50 \t 2 \t -13\n", + "5 \t 191 \t 50 \t 3 \t 41 \t -13 \t 85\n", + "6 \t 50 \t 41 \t 1 \t 9 \t 28 \t -183\n", + "7 \t 41 \t 9 \t 4 \t 5 \t -97 \t 634\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 125 \t -817\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -597 \t 3902\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 722 \t -4719\n", + "\t\t\t\t\t -1319 \t 8621\n", + "GCD(39203, 5998) = 1, with coefficients -1319 and 8621 such that 1 = (-1319)*39203 + (8621)*5998\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 5999 \t 6 \t 3209 \t 1 \t 0\n", + "1 \t 5999 \t 3209 \t 1 \t 2790 \t 0 \t 1\n", + "2 \t 3209 \t 2790 \t 1 \t 419 \t 1 \t -6\n", + "3 \t 2790 \t 419 \t 6 \t 276 \t -1 \t 7\n", + "4 \t 419 \t 276 \t 1 \t 143 \t 2 \t -13\n", + "5 \t 276 \t 143 \t 1 \t 133 \t -13 \t 85\n", + "6 \t 143 \t 133 \t 1 \t 10 \t 15 \t -98\n", + "7 \t 133 \t 10 \t 13 \t 3 \t -28 \t 183\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 43 \t -281\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -587 \t 3836\n", + "\t\t\t\t\t 1804 \t -11789\n", + "GCD(39203, 5999) = 1, with coefficients 1804 and -11789 such that 1 = (1804)*39203 + (-11789)*5999\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6000 \t 6 \t 3203 \t 1 \t 0\n", + "1 \t 6000 \t 3203 \t 1 \t 2797 \t 0 \t 1\n", + "2 \t 3203 \t 2797 \t 1 \t 406 \t 1 \t -6\n", + "3 \t 2797 \t 406 \t 6 \t 361 \t -1 \t 7\n", + "4 \t 406 \t 361 \t 1 \t 45 \t 2 \t -13\n", + "5 \t 361 \t 45 \t 8 \t 1 \t -13 \t 85\n", + "6 \t 45 \t 1 \t 45 \t 0 \t 15 \t -98\n", + "\t\t\t\t\t -133 \t 869\n", + "GCD(39203, 6000) = 1, with coefficients -133 and 869 such that 1 = (-133)*39203 + (869)*6000\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6001 \t 6 \t 3197 \t 1 \t 0\n", + "1 \t 6001 \t 3197 \t 1 \t 2804 \t 0 \t 1\n", + "2 \t 3197 \t 2804 \t 1 \t 393 \t 1 \t -6\n", + "3 \t 2804 \t 393 \t 7 \t 53 \t -1 \t 7\n", + "4 \t 393 \t 53 \t 7 \t 22 \t 2 \t -13\n", + "5 \t 53 \t 22 \t 2 \t 9 \t -15 \t 98\n", + "6 \t 22 \t 9 \t 2 \t 4 \t 107 \t -699\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -229 \t 1496\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 565 \t -3691\n", + "\t\t\t\t\t -1359 \t 8878\n", + "GCD(39203, 6001) = 1, with coefficients -1359 and 8878 such that 1 = (-1359)*39203 + (8878)*6001\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6002 \t 6 \t 3191 \t 1 \t 0\n", + "1 \t 6002 \t 3191 \t 1 \t 2811 \t 0 \t 1\n", + "2 \t 3191 \t 2811 \t 1 \t 380 \t 1 \t -6\n", + "3 \t 2811 \t 380 \t 7 \t 151 \t -1 \t 7\n", + "4 \t 380 \t 151 \t 2 \t 78 \t 2 \t -13\n", + "5 \t 151 \t 78 \t 1 \t 73 \t -15 \t 98\n", + "6 \t 78 \t 73 \t 1 \t 5 \t 32 \t -209\n", + "7 \t 73 \t 5 \t 14 \t 3 \t -47 \t 307\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 79 \t -516\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1153 \t 7531\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1232 \t -8047\n", + "\t\t\t\t\t -2385 \t 15578\n", + "GCD(39203, 6002) = 1, with coefficients -2385 and 15578 such that 1 = (-2385)*39203 + (15578)*6002\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6003 \t 6 \t 3185 \t 1 \t 0\n", + "1 \t 6003 \t 3185 \t 1 \t 2818 \t 0 \t 1\n", + "2 \t 3185 \t 2818 \t 1 \t 367 \t 1 \t -6\n", + "3 \t 2818 \t 367 \t 7 \t 249 \t -1 \t 7\n", + "4 \t 367 \t 249 \t 1 \t 118 \t 2 \t -13\n", + "5 \t 249 \t 118 \t 2 \t 13 \t -15 \t 98\n", + "6 \t 118 \t 13 \t 9 \t 1 \t 17 \t -111\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -49 \t 320\n", + "\t\t\t\t\t 458 \t -2991\n", + "GCD(39203, 6003) = 1, with coefficients 458 and -2991 such that 1 = (458)*39203 + (-2991)*6003\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6004 \t 6 \t 3179 \t 1 \t 0\n", + "1 \t 6004 \t 3179 \t 1 \t 2825 \t 0 \t 1\n", + "2 \t 3179 \t 2825 \t 1 \t 354 \t 1 \t -6\n", + "3 \t 2825 \t 354 \t 7 \t 347 \t -1 \t 7\n", + "4 \t 354 \t 347 \t 1 \t 7 \t 2 \t -13\n", + "5 \t 347 \t 7 \t 49 \t 4 \t -15 \t 98\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 17 \t -111\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -848 \t 5537\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 865 \t -5648\n", + "\t\t\t\t\t -1713 \t 11185\n", + "GCD(39203, 6004) = 1, with coefficients -1713 and 11185 such that 1 = (-1713)*39203 + (11185)*6004\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6005 \t 6 \t 3173 \t 1 \t 0\n", + "1 \t 6005 \t 3173 \t 1 \t 2832 \t 0 \t 1\n", + "2 \t 3173 \t 2832 \t 1 \t 341 \t 1 \t -6\n", + "3 \t 2832 \t 341 \t 8 \t 104 \t -1 \t 7\n", + "4 \t 341 \t 104 \t 3 \t 29 \t 2 \t -13\n", + "5 \t 104 \t 29 \t 3 \t 17 \t -17 \t 111\n", + "6 \t 29 \t 17 \t 1 \t 12 \t 53 \t -346\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -176 \t 1149\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 229 \t -1495\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -405 \t 2644\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1039 \t -6783\n", + "\t\t\t\t\t -2483 \t 16210\n", + "GCD(39203, 6005) = 1, with coefficients -2483 and 16210 such that 1 = (-2483)*39203 + (16210)*6005\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6006 \t 6 \t 3167 \t 1 \t 0\n", + "1 \t 6006 \t 3167 \t 1 \t 2839 \t 0 \t 1\n", + "2 \t 3167 \t 2839 \t 1 \t 328 \t 1 \t -6\n", + "3 \t 2839 \t 328 \t 8 \t 215 \t -1 \t 7\n", + "4 \t 328 \t 215 \t 1 \t 113 \t 2 \t -13\n", + "5 \t 215 \t 113 \t 1 \t 102 \t -17 \t 111\n", + "6 \t 113 \t 102 \t 1 \t 11 \t 19 \t -124\n", + "7 \t 102 \t 11 \t 9 \t 3 \t -36 \t 235\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 55 \t -359\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -531 \t 3466\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1648 \t -10757\n", + "\t\t\t\t\t -2179 \t 14223\n", + "GCD(39203, 6006) = 1, with coefficients -2179 and 14223 such that 1 = (-2179)*39203 + (14223)*6006\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6007 \t 6 \t 3161 \t 1 \t 0\n", + "1 \t 6007 \t 3161 \t 1 \t 2846 \t 0 \t 1\n", + "2 \t 3161 \t 2846 \t 1 \t 315 \t 1 \t -6\n", + "3 \t 2846 \t 315 \t 9 \t 11 \t -1 \t 7\n", + "4 \t 315 \t 11 \t 28 \t 7 \t 2 \t -13\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -19 \t 124\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 534 \t -3485\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -553 \t 3609\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1087 \t -7094\n", + "\t\t\t\t\t -1640 \t 10703\n", + "GCD(39203, 6007) = 1, with coefficients -1640 and 10703 such that 1 = (-1640)*39203 + (10703)*6007\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6008 \t 6 \t 3155 \t 1 \t 0\n", + "1 \t 6008 \t 3155 \t 1 \t 2853 \t 0 \t 1\n", + "2 \t 3155 \t 2853 \t 1 \t 302 \t 1 \t -6\n", + "3 \t 2853 \t 302 \t 9 \t 135 \t -1 \t 7\n", + "4 \t 302 \t 135 \t 2 \t 32 \t 2 \t -13\n", + "5 \t 135 \t 32 \t 4 \t 7 \t -19 \t 124\n", + "6 \t 32 \t 7 \t 4 \t 4 \t 40 \t -261\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -179 \t 1168\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 756 \t -4933\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -935 \t 6101\n", + "\t\t\t\t\t 1691 \t -11034\n", + "GCD(39203, 6008) = 1, with coefficients 1691 and -11034 such that 1 = (1691)*39203 + (-11034)*6008\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6009 \t 6 \t 3149 \t 1 \t 0\n", + "1 \t 6009 \t 3149 \t 1 \t 2860 \t 0 \t 1\n", + "2 \t 3149 \t 2860 \t 1 \t 289 \t 1 \t -6\n", + "3 \t 2860 \t 289 \t 9 \t 259 \t -1 \t 7\n", + "4 \t 289 \t 259 \t 1 \t 30 \t 2 \t -13\n", + "5 \t 259 \t 30 \t 8 \t 19 \t -19 \t 124\n", + "6 \t 30 \t 19 \t 1 \t 11 \t 21 \t -137\n", + "7 \t 19 \t 11 \t 1 \t 8 \t -187 \t 1220\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 208 \t -1357\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -395 \t 2577\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 603 \t -3934\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1601 \t 10445\n", + "\t\t\t\t\t 2204 \t -14379\n", + "GCD(39203, 6009) = 1, with coefficients 2204 and -14379 such that 1 = (2204)*39203 + (-14379)*6009\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6010 \t 6 \t 3143 \t 1 \t 0\n", + "1 \t 6010 \t 3143 \t 1 \t 2867 \t 0 \t 1\n", + "2 \t 3143 \t 2867 \t 1 \t 276 \t 1 \t -6\n", + "3 \t 2867 \t 276 \t 10 \t 107 \t -1 \t 7\n", + "4 \t 276 \t 107 \t 2 \t 62 \t 2 \t -13\n", + "5 \t 107 \t 62 \t 1 \t 45 \t -21 \t 137\n", + "6 \t 62 \t 45 \t 1 \t 17 \t 44 \t -287\n", + "7 \t 45 \t 17 \t 2 \t 11 \t -65 \t 424\n", + "8 \t 17 \t 11 \t 1 \t 6 \t 109 \t -711\n", + "9 \t 11 \t 6 \t 1 \t 5 \t -283 \t 1846\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 392 \t -2557\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -675 \t 4403\n", + "\t\t\t\t\t 1067 \t -6960\n", + "GCD(39203, 6010) = 1, with coefficients 1067 and -6960 such that 1 = (1067)*39203 + (-6960)*6010\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6011 \t 6 \t 3137 \t 1 \t 0\n", + "1 \t 6011 \t 3137 \t 1 \t 2874 \t 0 \t 1\n", + "2 \t 3137 \t 2874 \t 1 \t 263 \t 1 \t -6\n", + "3 \t 2874 \t 263 \t 10 \t 244 \t -1 \t 7\n", + "4 \t 263 \t 244 \t 1 \t 19 \t 2 \t -13\n", + "5 \t 244 \t 19 \t 12 \t 16 \t -21 \t 137\n", + "6 \t 19 \t 16 \t 1 \t 3 \t 23 \t -150\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -297 \t 1937\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 320 \t -2087\n", + "\t\t\t\t\t -1897 \t 12372\n", + "GCD(39203, 6011) = 1, with coefficients -1897 and 12372 such that 1 = (-1897)*39203 + (12372)*6011\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6012 \t 6 \t 3131 \t 1 \t 0\n", + "1 \t 6012 \t 3131 \t 1 \t 2881 \t 0 \t 1\n", + "2 \t 3131 \t 2881 \t 1 \t 250 \t 1 \t -6\n", + "3 \t 2881 \t 250 \t 11 \t 131 \t -1 \t 7\n", + "4 \t 250 \t 131 \t 1 \t 119 \t 2 \t -13\n", + "5 \t 131 \t 119 \t 1 \t 12 \t -23 \t 150\n", + "6 \t 119 \t 12 \t 9 \t 11 \t 25 \t -163\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -48 \t 313\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 457 \t -2980\n", + "\t\t\t\t\t -505 \t 3293\n", + "GCD(39203, 6012) = 1, with coefficients -505 and 3293 such that 1 = (-505)*39203 + (3293)*6012\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6013 \t 6 \t 3125 \t 1 \t 0\n", + "1 \t 6013 \t 3125 \t 1 \t 2888 \t 0 \t 1\n", + "2 \t 3125 \t 2888 \t 1 \t 237 \t 1 \t -6\n", + "3 \t 2888 \t 237 \t 12 \t 44 \t -1 \t 7\n", + "4 \t 237 \t 44 \t 5 \t 17 \t 2 \t -13\n", + "5 \t 44 \t 17 \t 2 \t 10 \t -25 \t 163\n", + "6 \t 17 \t 10 \t 1 \t 7 \t 127 \t -828\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -279 \t 1819\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 406 \t -2647\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -685 \t 4466\n", + "\t\t\t\t\t 1776 \t -11579\n", + "GCD(39203, 6013) = 1, with coefficients 1776 and -11579 such that 1 = (1776)*39203 + (-11579)*6013\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6014 \t 6 \t 3119 \t 1 \t 0\n", + "1 \t 6014 \t 3119 \t 1 \t 2895 \t 0 \t 1\n", + "2 \t 3119 \t 2895 \t 1 \t 224 \t 1 \t -6\n", + "3 \t 2895 \t 224 \t 12 \t 207 \t -1 \t 7\n", + "4 \t 224 \t 207 \t 1 \t 17 \t 2 \t -13\n", + "5 \t 207 \t 17 \t 12 \t 3 \t -25 \t 163\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 27 \t -176\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -349 \t 2275\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1772 \t -11551\n", + "\t\t\t\t\t -2121 \t 13826\n", + "GCD(39203, 6014) = 1, with coefficients -2121 and 13826 such that 1 = (-2121)*39203 + (13826)*6014\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6015 \t 6 \t 3113 \t 1 \t 0\n", + "1 \t 6015 \t 3113 \t 1 \t 2902 \t 0 \t 1\n", + "2 \t 3113 \t 2902 \t 1 \t 211 \t 1 \t -6\n", + "3 \t 2902 \t 211 \t 13 \t 159 \t -1 \t 7\n", + "4 \t 211 \t 159 \t 1 \t 52 \t 2 \t -13\n", + "5 \t 159 \t 52 \t 3 \t 3 \t -27 \t 176\n", + "6 \t 52 \t 3 \t 17 \t 1 \t 29 \t -189\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -114 \t 743\n", + "\t\t\t\t\t 1967 \t -12820\n", + "GCD(39203, 6015) = 1, with coefficients 1967 and -12820 such that 1 = (1967)*39203 + (-12820)*6015\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6016 \t 6 \t 3107 \t 1 \t 0\n", + "1 \t 6016 \t 3107 \t 1 \t 2909 \t 0 \t 1\n", + "2 \t 3107 \t 2909 \t 1 \t 198 \t 1 \t -6\n", + "3 \t 2909 \t 198 \t 14 \t 137 \t -1 \t 7\n", + "4 \t 198 \t 137 \t 1 \t 61 \t 2 \t -13\n", + "5 \t 137 \t 61 \t 2 \t 15 \t -29 \t 189\n", + "6 \t 61 \t 15 \t 4 \t 1 \t 31 \t -202\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -91 \t 593\n", + "\t\t\t\t\t 395 \t -2574\n", + "GCD(39203, 6016) = 1, with coefficients 395 and -2574 such that 1 = (395)*39203 + (-2574)*6016\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6017 \t 6 \t 3101 \t 1 \t 0\n", + "1 \t 6017 \t 3101 \t 1 \t 2916 \t 0 \t 1\n", + "2 \t 3101 \t 2916 \t 1 \t 185 \t 1 \t -6\n", + "3 \t 2916 \t 185 \t 15 \t 141 \t -1 \t 7\n", + "4 \t 185 \t 141 \t 1 \t 44 \t 2 \t -13\n", + "5 \t 141 \t 44 \t 3 \t 9 \t -31 \t 202\n", + "6 \t 44 \t 9 \t 4 \t 8 \t 33 \t -215\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -130 \t 847\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 553 \t -3603\n", + "\t\t\t\t\t -683 \t 4450\n", + "GCD(39203, 6017) = 1, with coefficients -683 and 4450 such that 1 = (-683)*39203 + (4450)*6017\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6018 \t 6 \t 3095 \t 1 \t 0\n", + "1 \t 6018 \t 3095 \t 1 \t 2923 \t 0 \t 1\n", + "2 \t 3095 \t 2923 \t 1 \t 172 \t 1 \t -6\n", + "3 \t 2923 \t 172 \t 16 \t 171 \t -1 \t 7\n", + "4 \t 172 \t 171 \t 1 \t 1 \t 2 \t -13\n", + "5 \t 171 \t 1 \t 171 \t 0 \t -33 \t 215\n", + "\t\t\t\t\t 35 \t -228\n", + "GCD(39203, 6018) = 1, with coefficients 35 and -228 such that 1 = (35)*39203 + (-228)*6018\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6019 \t 6 \t 3089 \t 1 \t 0\n", + "1 \t 6019 \t 3089 \t 1 \t 2930 \t 0 \t 1\n", + "2 \t 3089 \t 2930 \t 1 \t 159 \t 1 \t -6\n", + "3 \t 2930 \t 159 \t 18 \t 68 \t -1 \t 7\n", + "4 \t 159 \t 68 \t 2 \t 23 \t 2 \t -13\n", + "5 \t 68 \t 23 \t 2 \t 22 \t -37 \t 241\n", + "6 \t 23 \t 22 \t 1 \t 1 \t 76 \t -495\n", + "7 \t 22 \t 1 \t 22 \t 0 \t -189 \t 1231\n", + "\t\t\t\t\t 265 \t -1726\n", + "GCD(39203, 6019) = 1, with coefficients 265 and -1726 such that 1 = (265)*39203 + (-1726)*6019\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6020 \t 6 \t 3083 \t 1 \t 0\n", + "1 \t 6020 \t 3083 \t 1 \t 2937 \t 0 \t 1\n", + "2 \t 3083 \t 2937 \t 1 \t 146 \t 1 \t -6\n", + "3 \t 2937 \t 146 \t 20 \t 17 \t -1 \t 7\n", + "4 \t 146 \t 17 \t 8 \t 10 \t 2 \t -13\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -41 \t 267\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 330 \t -2149\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -371 \t 2416\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 701 \t -4565\n", + "\t\t\t\t\t -1773 \t 11546\n", + "GCD(39203, 6020) = 1, with coefficients -1773 and 11546 such that 1 = (-1773)*39203 + (11546)*6020\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6021 \t 6 \t 3077 \t 1 \t 0\n", + "1 \t 6021 \t 3077 \t 1 \t 2944 \t 0 \t 1\n", + "2 \t 3077 \t 2944 \t 1 \t 133 \t 1 \t -6\n", + "3 \t 2944 \t 133 \t 22 \t 18 \t -1 \t 7\n", + "4 \t 133 \t 18 \t 7 \t 7 \t 2 \t -13\n", + "5 \t 18 \t 7 \t 2 \t 4 \t -45 \t 293\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 317 \t -2064\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -679 \t 4421\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 996 \t -6485\n", + "\t\t\t\t\t -1675 \t 10906\n", + "GCD(39203, 6021) = 1, with coefficients -1675 and 10906 such that 1 = (-1675)*39203 + (10906)*6021\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6022 \t 6 \t 3071 \t 1 \t 0\n", + "1 \t 6022 \t 3071 \t 1 \t 2951 \t 0 \t 1\n", + "2 \t 3071 \t 2951 \t 1 \t 120 \t 1 \t -6\n", + "3 \t 2951 \t 120 \t 24 \t 71 \t -1 \t 7\n", + "4 \t 120 \t 71 \t 1 \t 49 \t 2 \t -13\n", + "5 \t 71 \t 49 \t 1 \t 22 \t -49 \t 319\n", + "6 \t 49 \t 22 \t 2 \t 5 \t 51 \t -332\n", + "7 \t 22 \t 5 \t 4 \t 2 \t -100 \t 651\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 251 \t -1634\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1104 \t 7187\n", + "\t\t\t\t\t 2459 \t -16008\n", + "GCD(39203, 6022) = 1, with coefficients 2459 and -16008 such that 1 = (2459)*39203 + (-16008)*6022\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6023 \t 6 \t 3065 \t 1 \t 0\n", + "1 \t 6023 \t 3065 \t 1 \t 2958 \t 0 \t 1\n", + "2 \t 3065 \t 2958 \t 1 \t 107 \t 1 \t -6\n", + "3 \t 2958 \t 107 \t 27 \t 69 \t -1 \t 7\n", + "4 \t 107 \t 69 \t 1 \t 38 \t 2 \t -13\n", + "5 \t 69 \t 38 \t 1 \t 31 \t -55 \t 358\n", + "6 \t 38 \t 31 \t 1 \t 7 \t 57 \t -371\n", + "7 \t 31 \t 7 \t 4 \t 3 \t -112 \t 729\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 169 \t -1100\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -788 \t 5129\n", + "\t\t\t\t\t 1745 \t -11358\n", + "GCD(39203, 6023) = 1, with coefficients 1745 and -11358 such that 1 = (1745)*39203 + (-11358)*6023\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6024 \t 6 \t 3059 \t 1 \t 0\n", + "1 \t 6024 \t 3059 \t 1 \t 2965 \t 0 \t 1\n", + "2 \t 3059 \t 2965 \t 1 \t 94 \t 1 \t -6\n", + "3 \t 2965 \t 94 \t 31 \t 51 \t -1 \t 7\n", + "4 \t 94 \t 51 \t 1 \t 43 \t 2 \t -13\n", + "5 \t 51 \t 43 \t 1 \t 8 \t -63 \t 410\n", + "6 \t 43 \t 8 \t 5 \t 3 \t 65 \t -423\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -128 \t 833\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 705 \t -4588\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1538 \t 10009\n", + "\t\t\t\t\t 2243 \t -14597\n", + "GCD(39203, 6024) = 1, with coefficients 2243 and -14597 such that 1 = (2243)*39203 + (-14597)*6024\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6025 \t 6 \t 3053 \t 1 \t 0\n", + "1 \t 6025 \t 3053 \t 1 \t 2972 \t 0 \t 1\n", + "2 \t 3053 \t 2972 \t 1 \t 81 \t 1 \t -6\n", + "3 \t 2972 \t 81 \t 36 \t 56 \t -1 \t 7\n", + "4 \t 81 \t 56 \t 1 \t 25 \t 2 \t -13\n", + "5 \t 56 \t 25 \t 2 \t 6 \t -73 \t 475\n", + "6 \t 25 \t 6 \t 4 \t 1 \t 75 \t -488\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -223 \t 1451\n", + "\t\t\t\t\t 967 \t -6292\n", + "GCD(39203, 6025) = 1, with coefficients 967 and -6292 such that 1 = (967)*39203 + (-6292)*6025\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6026 \t 6 \t 3047 \t 1 \t 0\n", + "1 \t 6026 \t 3047 \t 1 \t 2979 \t 0 \t 1\n", + "2 \t 3047 \t 2979 \t 1 \t 68 \t 1 \t -6\n", + "3 \t 2979 \t 68 \t 43 \t 55 \t -1 \t 7\n", + "4 \t 68 \t 55 \t 1 \t 13 \t 2 \t -13\n", + "5 \t 55 \t 13 \t 4 \t 3 \t -87 \t 566\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 89 \t -579\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -443 \t 2882\n", + "\t\t\t\t\t 1861 \t -12107\n", + "GCD(39203, 6026) = 1, with coefficients 1861 and -12107 such that 1 = (1861)*39203 + (-12107)*6026\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6027 \t 6 \t 3041 \t 1 \t 0\n", + "1 \t 6027 \t 3041 \t 1 \t 2986 \t 0 \t 1\n", + "2 \t 3041 \t 2986 \t 1 \t 55 \t 1 \t -6\n", + "3 \t 2986 \t 55 \t 54 \t 16 \t -1 \t 7\n", + "4 \t 55 \t 16 \t 3 \t 7 \t 2 \t -13\n", + "5 \t 16 \t 7 \t 2 \t 2 \t -109 \t 709\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 329 \t -2140\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -767 \t 4989\n", + "\t\t\t\t\t 2630 \t -17107\n", + "GCD(39203, 6027) = 1, with coefficients 2630 and -17107 such that 1 = (2630)*39203 + (-17107)*6027\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6028 \t 6 \t 3035 \t 1 \t 0\n", + "1 \t 6028 \t 3035 \t 1 \t 2993 \t 0 \t 1\n", + "2 \t 3035 \t 2993 \t 1 \t 42 \t 1 \t -6\n", + "3 \t 2993 \t 42 \t 71 \t 11 \t -1 \t 7\n", + "4 \t 42 \t 11 \t 3 \t 9 \t 2 \t -13\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -143 \t 930\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 431 \t -2803\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -574 \t 3733\n", + "\t\t\t\t\t 2727 \t -17735\n", + "GCD(39203, 6028) = 1, with coefficients 2727 and -17735 such that 1 = (2727)*39203 + (-17735)*6028\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6029 \t 6 \t 3029 \t 1 \t 0\n", + "1 \t 6029 \t 3029 \t 1 \t 3000 \t 0 \t 1\n", + "2 \t 3029 \t 3000 \t 1 \t 29 \t 1 \t -6\n", + "3 \t 3000 \t 29 \t 103 \t 13 \t -1 \t 7\n", + "4 \t 29 \t 13 \t 2 \t 3 \t 2 \t -13\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -207 \t 1346\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 416 \t -2705\n", + "\t\t\t\t\t -1871 \t 12166\n", + "GCD(39203, 6029) = 1, with coefficients -1871 and 12166 such that 1 = (-1871)*39203 + (12166)*6029\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6030 \t 6 \t 3023 \t 1 \t 0\n", + "1 \t 6030 \t 3023 \t 1 \t 3007 \t 0 \t 1\n", + "2 \t 3023 \t 3007 \t 1 \t 16 \t 1 \t -6\n", + "3 \t 3007 \t 16 \t 187 \t 15 \t -1 \t 7\n", + "4 \t 16 \t 15 \t 1 \t 1 \t 2 \t -13\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -375 \t 2438\n", + "\t\t\t\t\t 377 \t -2451\n", + "GCD(39203, 6030) = 1, with coefficients 377 and -2451 such that 1 = (377)*39203 + (-2451)*6030\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6031 \t 6 \t 3017 \t 1 \t 0\n", + "1 \t 6031 \t 3017 \t 1 \t 3014 \t 0 \t 1\n", + "2 \t 3017 \t 3014 \t 1 \t 3 \t 1 \t -6\n", + "3 \t 3014 \t 3 \t 1004 \t 2 \t -1 \t 7\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 2 \t -13\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2009 \t 13059\n", + "\t\t\t\t\t 2011 \t -13072\n", + "GCD(39203, 6031) = 1, with coefficients 2011 and -13072 such that 1 = (2011)*39203 + (-13072)*6031\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6032 \t 6 \t 3011 \t 1 \t 0\n", + "1 \t 6032 \t 3011 \t 2 \t 10 \t 0 \t 1\n", + "2 \t 3011 \t 10 \t 301 \t 1 \t 1 \t -6\n", + "3 \t 10 \t 1 \t 10 \t 0 \t -2 \t 13\n", + "\t\t\t\t\t 603 \t -3919\n", + "GCD(39203, 6032) = 1, with coefficients 603 and -3919 such that 1 = (603)*39203 + (-3919)*6032\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6033 \t 6 \t 3005 \t 1 \t 0\n", + "1 \t 6033 \t 3005 \t 2 \t 23 \t 0 \t 1\n", + "2 \t 3005 \t 23 \t 130 \t 15 \t 1 \t -6\n", + "3 \t 23 \t 15 \t 1 \t 8 \t -2 \t 13\n", + "4 \t 15 \t 8 \t 1 \t 7 \t 261 \t -1696\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -263 \t 1709\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 524 \t -3405\n", + "\t\t\t\t\t -787 \t 5114\n", + "GCD(39203, 6033) = 1, with coefficients -787 and 5114 such that 1 = (-787)*39203 + (5114)*6033\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6034 \t 6 \t 2999 \t 1 \t 0\n", + "1 \t 6034 \t 2999 \t 2 \t 36 \t 0 \t 1\n", + "2 \t 2999 \t 36 \t 83 \t 11 \t 1 \t -6\n", + "3 \t 36 \t 11 \t 3 \t 3 \t -2 \t 13\n", + "4 \t 11 \t 3 \t 3 \t 2 \t 167 \t -1085\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -503 \t 3268\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1676 \t -10889\n", + "\t\t\t\t\t -2179 \t 14157\n", + "GCD(39203, 6034) = 1, with coefficients -2179 and 14157 such that 1 = (-2179)*39203 + (14157)*6034\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6035 \t 6 \t 2993 \t 1 \t 0\n", + "1 \t 6035 \t 2993 \t 2 \t 49 \t 0 \t 1\n", + "2 \t 2993 \t 49 \t 61 \t 4 \t 1 \t -6\n", + "3 \t 49 \t 4 \t 12 \t 1 \t -2 \t 13\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 123 \t -799\n", + "\t\t\t\t\t -1478 \t 9601\n", + "GCD(39203, 6035) = 1, with coefficients -1478 and 9601 such that 1 = (-1478)*39203 + (9601)*6035\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6036 \t 6 \t 2987 \t 1 \t 0\n", + "1 \t 6036 \t 2987 \t 2 \t 62 \t 0 \t 1\n", + "2 \t 2987 \t 62 \t 48 \t 11 \t 1 \t -6\n", + "3 \t 62 \t 11 \t 5 \t 7 \t -2 \t 13\n", + "4 \t 11 \t 7 \t 1 \t 4 \t 97 \t -630\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -487 \t 3163\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 584 \t -3793\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1071 \t 6956\n", + "\t\t\t\t\t 1655 \t -10749\n", + "GCD(39203, 6036) = 1, with coefficients 1655 and -10749 such that 1 = (1655)*39203 + (-10749)*6036\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6037 \t 6 \t 2981 \t 1 \t 0\n", + "1 \t 6037 \t 2981 \t 2 \t 75 \t 0 \t 1\n", + "2 \t 2981 \t 75 \t 39 \t 56 \t 1 \t -6\n", + "3 \t 75 \t 56 \t 1 \t 19 \t -2 \t 13\n", + "4 \t 56 \t 19 \t 2 \t 18 \t 79 \t -513\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -81 \t 526\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 241 \t -1565\n", + "\t\t\t\t\t -322 \t 2091\n", + "GCD(39203, 6037) = 1, with coefficients -322 and 2091 such that 1 = (-322)*39203 + (2091)*6037\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6038 \t 6 \t 2975 \t 1 \t 0\n", + "1 \t 6038 \t 2975 \t 2 \t 88 \t 0 \t 1\n", + "2 \t 2975 \t 88 \t 33 \t 71 \t 1 \t -6\n", + "3 \t 88 \t 71 \t 1 \t 17 \t -2 \t 13\n", + "4 \t 71 \t 17 \t 4 \t 3 \t 67 \t -435\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -69 \t 448\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 343 \t -2227\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1784 \t 11583\n", + "\t\t\t\t\t 2127 \t -13810\n", + "GCD(39203, 6038) = 1, with coefficients 2127 and -13810 such that 1 = (2127)*39203 + (-13810)*6038\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6039 \t 6 \t 2969 \t 1 \t 0\n", + "1 \t 6039 \t 2969 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 2969 \t 101 \t 29 \t 40 \t 1 \t -6\n", + "3 \t 101 \t 40 \t 2 \t 21 \t -2 \t 13\n", + "4 \t 40 \t 21 \t 1 \t 19 \t 59 \t -383\n", + "5 \t 21 \t 19 \t 1 \t 2 \t -120 \t 779\n", + "6 \t 19 \t 2 \t 9 \t 1 \t 179 \t -1162\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -299 \t 1941\n", + "\t\t\t\t\t 2870 \t -18631\n", + "GCD(39203, 6039) = 1, with coefficients 2870 and -18631 such that 1 = (2870)*39203 + (-18631)*6039\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6040 \t 6 \t 2963 \t 1 \t 0\n", + "1 \t 6040 \t 2963 \t 2 \t 114 \t 0 \t 1\n", + "2 \t 2963 \t 114 \t 25 \t 113 \t 1 \t -6\n", + "3 \t 114 \t 113 \t 1 \t 1 \t -2 \t 13\n", + "4 \t 113 \t 1 \t 113 \t 0 \t 51 \t -331\n", + "\t\t\t\t\t -53 \t 344\n", + "GCD(39203, 6040) = 1, with coefficients -53 and 344 such that 1 = (-53)*39203 + (344)*6040\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6041 \t 6 \t 2957 \t 1 \t 0\n", + "1 \t 6041 \t 2957 \t 2 \t 127 \t 0 \t 1\n", + "2 \t 2957 \t 127 \t 23 \t 36 \t 1 \t -6\n", + "3 \t 127 \t 36 \t 3 \t 19 \t -2 \t 13\n", + "4 \t 36 \t 19 \t 1 \t 17 \t 47 \t -305\n", + "5 \t 19 \t 17 \t 1 \t 2 \t -143 \t 928\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 190 \t -1233\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -333 \t 2161\n", + "\t\t\t\t\t 2854 \t -18521\n", + "GCD(39203, 6041) = 1, with coefficients 2854 and -18521 such that 1 = (2854)*39203 + (-18521)*6041\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6042 \t 6 \t 2951 \t 1 \t 0\n", + "1 \t 6042 \t 2951 \t 2 \t 140 \t 0 \t 1\n", + "2 \t 2951 \t 140 \t 21 \t 11 \t 1 \t -6\n", + "3 \t 140 \t 11 \t 12 \t 8 \t -2 \t 13\n", + "4 \t 11 \t 8 \t 1 \t 3 \t 43 \t -279\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -518 \t 3361\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 561 \t -3640\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1640 \t 10641\n", + "\t\t\t\t\t 2201 \t -14281\n", + "GCD(39203, 6042) = 1, with coefficients 2201 and -14281 such that 1 = (2201)*39203 + (-14281)*6042\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6043 \t 6 \t 2945 \t 1 \t 0\n", + "1 \t 6043 \t 2945 \t 2 \t 153 \t 0 \t 1\n", + "2 \t 2945 \t 153 \t 19 \t 38 \t 1 \t -6\n", + "3 \t 153 \t 38 \t 4 \t 1 \t -2 \t 13\n", + "4 \t 38 \t 1 \t 38 \t 0 \t 39 \t -253\n", + "\t\t\t\t\t -158 \t 1025\n", + "GCD(39203, 6043) = 1, with coefficients -158 and 1025 such that 1 = (-158)*39203 + (1025)*6043\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6044 \t 6 \t 2939 \t 1 \t 0\n", + "1 \t 6044 \t 2939 \t 2 \t 166 \t 0 \t 1\n", + "2 \t 2939 \t 166 \t 17 \t 117 \t 1 \t -6\n", + "3 \t 166 \t 117 \t 1 \t 49 \t -2 \t 13\n", + "4 \t 117 \t 49 \t 2 \t 19 \t 35 \t -227\n", + "5 \t 49 \t 19 \t 2 \t 11 \t -37 \t 240\n", + "6 \t 19 \t 11 \t 1 \t 8 \t 109 \t -707\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -255 \t 1654\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 364 \t -2361\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -619 \t 4015\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1602 \t -10391\n", + "\t\t\t\t\t -2221 \t 14406\n", + "GCD(39203, 6044) = 1, with coefficients -2221 and 14406 such that 1 = (-2221)*39203 + (14406)*6044\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6045 \t 6 \t 2933 \t 1 \t 0\n", + "1 \t 6045 \t 2933 \t 2 \t 179 \t 0 \t 1\n", + "2 \t 2933 \t 179 \t 16 \t 69 \t 1 \t -6\n", + "3 \t 179 \t 69 \t 2 \t 41 \t -2 \t 13\n", + "4 \t 69 \t 41 \t 1 \t 28 \t 33 \t -214\n", + "5 \t 41 \t 28 \t 1 \t 13 \t -68 \t 441\n", + "6 \t 28 \t 13 \t 2 \t 2 \t 101 \t -655\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -169 \t 1096\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 439 \t -2847\n", + "\t\t\t\t\t -2803 \t 18178\n", + "GCD(39203, 6045) = 1, with coefficients -2803 and 18178 such that 1 = (-2803)*39203 + (18178)*6045\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6046 \t 6 \t 2927 \t 1 \t 0\n", + "1 \t 6046 \t 2927 \t 2 \t 192 \t 0 \t 1\n", + "2 \t 2927 \t 192 \t 15 \t 47 \t 1 \t -6\n", + "3 \t 192 \t 47 \t 4 \t 4 \t -2 \t 13\n", + "4 \t 47 \t 4 \t 11 \t 3 \t 31 \t -201\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -126 \t 817\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1417 \t -9188\n", + "\t\t\t\t\t -1543 \t 10005\n", + "GCD(39203, 6046) = 1, with coefficients -1543 and 10005 such that 1 = (-1543)*39203 + (10005)*6046\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6047 \t 6 \t 2921 \t 1 \t 0\n", + "1 \t 6047 \t 2921 \t 2 \t 205 \t 0 \t 1\n", + "2 \t 2921 \t 205 \t 14 \t 51 \t 1 \t -6\n", + "3 \t 205 \t 51 \t 4 \t 1 \t -2 \t 13\n", + "4 \t 51 \t 1 \t 51 \t 0 \t 29 \t -188\n", + "\t\t\t\t\t -118 \t 765\n", + "GCD(39203, 6047) = 1, with coefficients -118 and 765 such that 1 = (-118)*39203 + (765)*6047\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6048 \t 6 \t 2915 \t 1 \t 0\n", + "1 \t 6048 \t 2915 \t 2 \t 218 \t 0 \t 1\n", + "2 \t 2915 \t 218 \t 13 \t 81 \t 1 \t -6\n", + "3 \t 218 \t 81 \t 2 \t 56 \t -2 \t 13\n", + "4 \t 81 \t 56 \t 1 \t 25 \t 27 \t -175\n", + "5 \t 56 \t 25 \t 2 \t 6 \t -56 \t 363\n", + "6 \t 25 \t 6 \t 4 \t 1 \t 83 \t -538\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -222 \t 1439\n", + "\t\t\t\t\t 971 \t -6294\n", + "GCD(39203, 6048) = 1, with coefficients 971 and -6294 such that 1 = (971)*39203 + (-6294)*6048\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6049 \t 6 \t 2909 \t 1 \t 0\n", + "1 \t 6049 \t 2909 \t 2 \t 231 \t 0 \t 1\n", + "2 \t 2909 \t 231 \t 12 \t 137 \t 1 \t -6\n", + "3 \t 231 \t 137 \t 1 \t 94 \t -2 \t 13\n", + "4 \t 137 \t 94 \t 1 \t 43 \t 25 \t -162\n", + "5 \t 94 \t 43 \t 2 \t 8 \t -27 \t 175\n", + "6 \t 43 \t 8 \t 5 \t 3 \t 52 \t -337\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -131 \t 849\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 707 \t -4582\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1545 \t 10013\n", + "\t\t\t\t\t 2252 \t -14595\n", + "GCD(39203, 6049) = 1, with coefficients 2252 and -14595 such that 1 = (2252)*39203 + (-14595)*6049\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6050 \t 6 \t 2903 \t 1 \t 0\n", + "1 \t 6050 \t 2903 \t 2 \t 244 \t 0 \t 1\n", + "2 \t 2903 \t 244 \t 11 \t 219 \t 1 \t -6\n", + "3 \t 244 \t 219 \t 1 \t 25 \t -2 \t 13\n", + "4 \t 219 \t 25 \t 8 \t 19 \t 23 \t -149\n", + "5 \t 25 \t 19 \t 1 \t 6 \t -25 \t 162\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 223 \t -1445\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -248 \t 1607\n", + "\t\t\t\t\t 967 \t -6266\n", + "GCD(39203, 6050) = 1, with coefficients 967 and -6266 such that 1 = (967)*39203 + (-6266)*6050\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6051 \t 6 \t 2897 \t 1 \t 0\n", + "1 \t 6051 \t 2897 \t 2 \t 257 \t 0 \t 1\n", + "2 \t 2897 \t 257 \t 11 \t 70 \t 1 \t -6\n", + "3 \t 257 \t 70 \t 3 \t 47 \t -2 \t 13\n", + "4 \t 70 \t 47 \t 1 \t 23 \t 23 \t -149\n", + "5 \t 47 \t 23 \t 2 \t 1 \t -71 \t 460\n", + "6 \t 23 \t 1 \t 23 \t 0 \t 94 \t -609\n", + "\t\t\t\t\t -259 \t 1678\n", + "GCD(39203, 6051) = 1, with coefficients -259 and 1678 such that 1 = (-259)*39203 + (1678)*6051\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6052 \t 6 \t 2891 \t 1 \t 0\n", + "1 \t 6052 \t 2891 \t 2 \t 270 \t 0 \t 1\n", + "2 \t 2891 \t 270 \t 10 \t 191 \t 1 \t -6\n", + "3 \t 270 \t 191 \t 1 \t 79 \t -2 \t 13\n", + "4 \t 191 \t 79 \t 2 \t 33 \t 21 \t -136\n", + "5 \t 79 \t 33 \t 2 \t 13 \t -23 \t 149\n", + "6 \t 33 \t 13 \t 2 \t 7 \t 67 \t -434\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -157 \t 1017\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 381 \t -2468\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -538 \t 3485\n", + "\t\t\t\t\t 919 \t -5953\n", + "GCD(39203, 6052) = 1, with coefficients 919 and -5953 such that 1 = (919)*39203 + (-5953)*6052\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6053 \t 6 \t 2885 \t 1 \t 0\n", + "1 \t 6053 \t 2885 \t 2 \t 283 \t 0 \t 1\n", + "2 \t 2885 \t 283 \t 10 \t 55 \t 1 \t -6\n", + "3 \t 283 \t 55 \t 5 \t 8 \t -2 \t 13\n", + "4 \t 55 \t 8 \t 6 \t 7 \t 21 \t -136\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -107 \t 693\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 663 \t -4294\n", + "\t\t\t\t\t -770 \t 4987\n", + "GCD(39203, 6053) = 1, with coefficients -770 and 4987 such that 1 = (-770)*39203 + (4987)*6053\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6054 \t 6 \t 2879 \t 1 \t 0\n", + "1 \t 6054 \t 2879 \t 2 \t 296 \t 0 \t 1\n", + "2 \t 2879 \t 296 \t 9 \t 215 \t 1 \t -6\n", + "3 \t 296 \t 215 \t 1 \t 81 \t -2 \t 13\n", + "4 \t 215 \t 81 \t 2 \t 53 \t 19 \t -123\n", + "5 \t 81 \t 53 \t 1 \t 28 \t -21 \t 136\n", + "6 \t 53 \t 28 \t 1 \t 25 \t 61 \t -395\n", + "7 \t 28 \t 25 \t 1 \t 3 \t -82 \t 531\n", + "8 \t 25 \t 3 \t 8 \t 1 \t 143 \t -926\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -225 \t 1457\n", + "\t\t\t\t\t 1943 \t -12582\n", + "GCD(39203, 6054) = 1, with coefficients 1943 and -12582 such that 1 = (1943)*39203 + (-12582)*6054\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6055 \t 6 \t 2873 \t 1 \t 0\n", + "1 \t 6055 \t 2873 \t 2 \t 309 \t 0 \t 1\n", + "2 \t 2873 \t 309 \t 9 \t 92 \t 1 \t -6\n", + "3 \t 309 \t 92 \t 3 \t 33 \t -2 \t 13\n", + "4 \t 92 \t 33 \t 2 \t 26 \t 19 \t -123\n", + "5 \t 33 \t 26 \t 1 \t 7 \t -59 \t 382\n", + "6 \t 26 \t 7 \t 3 \t 5 \t 137 \t -887\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -196 \t 1269\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 725 \t -4694\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -921 \t 5963\n", + "\t\t\t\t\t 2567 \t -16620\n", + "GCD(39203, 6055) = 1, with coefficients 2567 and -16620 such that 1 = (2567)*39203 + (-16620)*6055\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6056 \t 6 \t 2867 \t 1 \t 0\n", + "1 \t 6056 \t 2867 \t 2 \t 322 \t 0 \t 1\n", + "2 \t 2867 \t 322 \t 8 \t 291 \t 1 \t -6\n", + "3 \t 322 \t 291 \t 1 \t 31 \t -2 \t 13\n", + "4 \t 291 \t 31 \t 9 \t 12 \t 17 \t -110\n", + "5 \t 31 \t 12 \t 2 \t 7 \t -19 \t 123\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 188 \t -1217\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -395 \t 2557\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 583 \t -3774\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -978 \t 6331\n", + "\t\t\t\t\t 2539 \t -16436\n", + "GCD(39203, 6056) = 1, with coefficients 2539 and -16436 such that 1 = (2539)*39203 + (-16436)*6056\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6057 \t 6 \t 2861 \t 1 \t 0\n", + "1 \t 6057 \t 2861 \t 2 \t 335 \t 0 \t 1\n", + "2 \t 2861 \t 335 \t 8 \t 181 \t 1 \t -6\n", + "3 \t 335 \t 181 \t 1 \t 154 \t -2 \t 13\n", + "4 \t 181 \t 154 \t 1 \t 27 \t 17 \t -110\n", + "5 \t 154 \t 27 \t 5 \t 19 \t -19 \t 123\n", + "6 \t 27 \t 19 \t 1 \t 8 \t 36 \t -233\n", + "7 \t 19 \t 8 \t 2 \t 3 \t -199 \t 1288\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 235 \t -1521\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -669 \t 4330\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1573 \t -10181\n", + "\t\t\t\t\t -2242 \t 14511\n", + "GCD(39203, 6057) = 1, with coefficients -2242 and 14511 such that 1 = (-2242)*39203 + (14511)*6057\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6058 \t 6 \t 2855 \t 1 \t 0\n", + "1 \t 6058 \t 2855 \t 2 \t 348 \t 0 \t 1\n", + "2 \t 2855 \t 348 \t 8 \t 71 \t 1 \t -6\n", + "3 \t 348 \t 71 \t 4 \t 64 \t -2 \t 13\n", + "4 \t 71 \t 64 \t 1 \t 7 \t 17 \t -110\n", + "5 \t 64 \t 7 \t 9 \t 1 \t -70 \t 453\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 87 \t -563\n", + "\t\t\t\t\t -853 \t 5520\n", + "GCD(39203, 6058) = 1, with coefficients -853 and 5520 such that 1 = (-853)*39203 + (5520)*6058\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6059 \t 6 \t 2849 \t 1 \t 0\n", + "1 \t 6059 \t 2849 \t 2 \t 361 \t 0 \t 1\n", + "2 \t 2849 \t 361 \t 7 \t 322 \t 1 \t -6\n", + "3 \t 361 \t 322 \t 1 \t 39 \t -2 \t 13\n", + "4 \t 322 \t 39 \t 8 \t 10 \t 15 \t -97\n", + "5 \t 39 \t 10 \t 3 \t 9 \t -17 \t 110\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 151 \t -977\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -470 \t 3041\n", + "\t\t\t\t\t 621 \t -4018\n", + "GCD(39203, 6059) = 1, with coefficients 621 and -4018 such that 1 = (621)*39203 + (-4018)*6059\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6060 \t 6 \t 2843 \t 1 \t 0\n", + "1 \t 6060 \t 2843 \t 2 \t 374 \t 0 \t 1\n", + "2 \t 2843 \t 374 \t 7 \t 225 \t 1 \t -6\n", + "3 \t 374 \t 225 \t 1 \t 149 \t -2 \t 13\n", + "4 \t 225 \t 149 \t 1 \t 76 \t 15 \t -97\n", + "5 \t 149 \t 76 \t 1 \t 73 \t -17 \t 110\n", + "6 \t 76 \t 73 \t 1 \t 3 \t 32 \t -207\n", + "7 \t 73 \t 3 \t 24 \t 1 \t -49 \t 317\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 81 \t -524\n", + "\t\t\t\t\t -1993 \t 12893\n", + "GCD(39203, 6060) = 1, with coefficients -1993 and 12893 such that 1 = (-1993)*39203 + (12893)*6060\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6061 \t 6 \t 2837 \t 1 \t 0\n", + "1 \t 6061 \t 2837 \t 2 \t 387 \t 0 \t 1\n", + "2 \t 2837 \t 387 \t 7 \t 128 \t 1 \t -6\n", + "3 \t 387 \t 128 \t 3 \t 3 \t -2 \t 13\n", + "4 \t 128 \t 3 \t 42 \t 2 \t 15 \t -97\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -47 \t 304\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1989 \t -12865\n", + "\t\t\t\t\t -2036 \t 13169\n", + "GCD(39203, 6061) = 1, with coefficients -2036 and 13169 such that 1 = (-2036)*39203 + (13169)*6061\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6062 \t 6 \t 2831 \t 1 \t 0\n", + "1 \t 6062 \t 2831 \t 2 \t 400 \t 0 \t 1\n", + "2 \t 2831 \t 400 \t 7 \t 31 \t 1 \t -6\n", + "3 \t 400 \t 31 \t 12 \t 28 \t -2 \t 13\n", + "4 \t 31 \t 28 \t 1 \t 3 \t 15 \t -97\n", + "5 \t 28 \t 3 \t 9 \t 1 \t -182 \t 1177\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 197 \t -1274\n", + "\t\t\t\t\t -1955 \t 12643\n", + "GCD(39203, 6062) = 1, with coefficients -1955 and 12643 such that 1 = (-1955)*39203 + (12643)*6062\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6063 \t 6 \t 2825 \t 1 \t 0\n", + "1 \t 6063 \t 2825 \t 2 \t 413 \t 0 \t 1\n", + "2 \t 2825 \t 413 \t 6 \t 347 \t 1 \t -6\n", + "3 \t 413 \t 347 \t 1 \t 66 \t -2 \t 13\n", + "4 \t 347 \t 66 \t 5 \t 17 \t 13 \t -84\n", + "5 \t 66 \t 17 \t 3 \t 15 \t -15 \t 97\n", + "6 \t 17 \t 15 \t 1 \t 2 \t 88 \t -569\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -279 \t 1804\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 367 \t -2373\n", + "\t\t\t\t\t -2848 \t 18415\n", + "GCD(39203, 6063) = 1, with coefficients -2848 and 18415 such that 1 = (-2848)*39203 + (18415)*6063\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6064 \t 6 \t 2819 \t 1 \t 0\n", + "1 \t 6064 \t 2819 \t 2 \t 426 \t 0 \t 1\n", + "2 \t 2819 \t 426 \t 6 \t 263 \t 1 \t -6\n", + "3 \t 426 \t 263 \t 1 \t 163 \t -2 \t 13\n", + "4 \t 263 \t 163 \t 1 \t 100 \t 13 \t -84\n", + "5 \t 163 \t 100 \t 1 \t 63 \t -15 \t 97\n", + "6 \t 100 \t 63 \t 1 \t 37 \t 28 \t -181\n", + "7 \t 63 \t 37 \t 1 \t 26 \t -43 \t 278\n", + "8 \t 37 \t 26 \t 1 \t 11 \t 71 \t -459\n", + "9 \t 26 \t 11 \t 2 \t 4 \t -114 \t 737\n", + "10 \t 11 \t 4 \t 2 \t 3 \t 185 \t -1196\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -484 \t 3129\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1153 \t -7454\n", + "\t\t\t\t\t -1637 \t 10583\n", + "GCD(39203, 6064) = 1, with coefficients -1637 and 10583 such that 1 = (-1637)*39203 + (10583)*6064\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6065 \t 6 \t 2813 \t 1 \t 0\n", + "1 \t 6065 \t 2813 \t 2 \t 439 \t 0 \t 1\n", + "2 \t 2813 \t 439 \t 6 \t 179 \t 1 \t -6\n", + "3 \t 439 \t 179 \t 2 \t 81 \t -2 \t 13\n", + "4 \t 179 \t 81 \t 2 \t 17 \t 13 \t -84\n", + "5 \t 81 \t 17 \t 4 \t 13 \t -28 \t 181\n", + "6 \t 17 \t 13 \t 1 \t 4 \t 69 \t -446\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -304 \t 1965\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 373 \t -2411\n", + "\t\t\t\t\t -1423 \t 9198\n", + "GCD(39203, 6065) = 1, with coefficients -1423 and 9198 such that 1 = (-1423)*39203 + (9198)*6065\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6066 \t 6 \t 2807 \t 1 \t 0\n", + "1 \t 6066 \t 2807 \t 2 \t 452 \t 0 \t 1\n", + "2 \t 2807 \t 452 \t 6 \t 95 \t 1 \t -6\n", + "3 \t 452 \t 95 \t 4 \t 72 \t -2 \t 13\n", + "4 \t 95 \t 72 \t 1 \t 23 \t 13 \t -84\n", + "5 \t 72 \t 23 \t 3 \t 3 \t -54 \t 349\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 67 \t -433\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -255 \t 1648\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1852 \t -11969\n", + "\t\t\t\t\t -2107 \t 13617\n", + "GCD(39203, 6066) = 1, with coefficients -2107 and 13617 such that 1 = (-2107)*39203 + (13617)*6066\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6067 \t 6 \t 2801 \t 1 \t 0\n", + "1 \t 6067 \t 2801 \t 2 \t 465 \t 0 \t 1\n", + "2 \t 2801 \t 465 \t 6 \t 11 \t 1 \t -6\n", + "3 \t 465 \t 11 \t 42 \t 3 \t -2 \t 13\n", + "4 \t 11 \t 3 \t 3 \t 2 \t 13 \t -84\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -548 \t 3541\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1657 \t -10707\n", + "\t\t\t\t\t -2205 \t 14248\n", + "GCD(39203, 6067) = 1, with coefficients -2205 and 14248 such that 1 = (-2205)*39203 + (14248)*6067\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6068 \t 6 \t 2795 \t 1 \t 0\n", + "1 \t 6068 \t 2795 \t 2 \t 478 \t 0 \t 1\n", + "2 \t 2795 \t 478 \t 5 \t 405 \t 1 \t -6\n", + "3 \t 478 \t 405 \t 1 \t 73 \t -2 \t 13\n", + "4 \t 405 \t 73 \t 5 \t 40 \t 11 \t -71\n", + "5 \t 73 \t 40 \t 1 \t 33 \t -13 \t 84\n", + "6 \t 40 \t 33 \t 1 \t 7 \t 76 \t -491\n", + "7 \t 33 \t 7 \t 4 \t 5 \t -89 \t 575\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 165 \t -1066\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -749 \t 4839\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 914 \t -5905\n", + "\t\t\t\t\t -2577 \t 16649\n", + "GCD(39203, 6068) = 1, with coefficients -2577 and 16649 such that 1 = (-2577)*39203 + (16649)*6068\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6069 \t 6 \t 2789 \t 1 \t 0\n", + "1 \t 6069 \t 2789 \t 2 \t 491 \t 0 \t 1\n", + "2 \t 2789 \t 491 \t 5 \t 334 \t 1 \t -6\n", + "3 \t 491 \t 334 \t 1 \t 157 \t -2 \t 13\n", + "4 \t 334 \t 157 \t 2 \t 20 \t 11 \t -71\n", + "5 \t 157 \t 20 \t 7 \t 17 \t -13 \t 84\n", + "6 \t 20 \t 17 \t 1 \t 3 \t 37 \t -239\n", + "7 \t 17 \t 3 \t 5 \t 2 \t -272 \t 1757\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 309 \t -1996\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1817 \t 11737\n", + "\t\t\t\t\t 2126 \t -13733\n", + "GCD(39203, 6069) = 1, with coefficients 2126 and -13733 such that 1 = (2126)*39203 + (-13733)*6069\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6070 \t 6 \t 2783 \t 1 \t 0\n", + "1 \t 6070 \t 2783 \t 2 \t 504 \t 0 \t 1\n", + "2 \t 2783 \t 504 \t 5 \t 263 \t 1 \t -6\n", + "3 \t 504 \t 263 \t 1 \t 241 \t -2 \t 13\n", + "4 \t 263 \t 241 \t 1 \t 22 \t 11 \t -71\n", + "5 \t 241 \t 22 \t 10 \t 21 \t -13 \t 84\n", + "6 \t 22 \t 21 \t 1 \t 1 \t 24 \t -155\n", + "7 \t 21 \t 1 \t 21 \t 0 \t -253 \t 1634\n", + "\t\t\t\t\t 277 \t -1789\n", + "GCD(39203, 6070) = 1, with coefficients 277 and -1789 such that 1 = (277)*39203 + (-1789)*6070\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6071 \t 6 \t 2777 \t 1 \t 0\n", + "1 \t 6071 \t 2777 \t 2 \t 517 \t 0 \t 1\n", + "2 \t 2777 \t 517 \t 5 \t 192 \t 1 \t -6\n", + "3 \t 517 \t 192 \t 2 \t 133 \t -2 \t 13\n", + "4 \t 192 \t 133 \t 1 \t 59 \t 11 \t -71\n", + "5 \t 133 \t 59 \t 2 \t 15 \t -24 \t 155\n", + "6 \t 59 \t 15 \t 3 \t 14 \t 35 \t -226\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -94 \t 607\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 317 \t -2047\n", + "\t\t\t\t\t -411 \t 2654\n", + "GCD(39203, 6071) = 1, with coefficients -411 and 2654 such that 1 = (-411)*39203 + (2654)*6071\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6072 \t 6 \t 2771 \t 1 \t 0\n", + "1 \t 6072 \t 2771 \t 2 \t 530 \t 0 \t 1\n", + "2 \t 2771 \t 530 \t 5 \t 121 \t 1 \t -6\n", + "3 \t 530 \t 121 \t 4 \t 46 \t -2 \t 13\n", + "4 \t 121 \t 46 \t 2 \t 29 \t 11 \t -71\n", + "5 \t 46 \t 29 \t 1 \t 17 \t -46 \t 297\n", + "6 \t 29 \t 17 \t 1 \t 12 \t 103 \t -665\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -149 \t 962\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 252 \t -1627\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -401 \t 2589\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1054 \t -6805\n", + "\t\t\t\t\t -2509 \t 16199\n", + "GCD(39203, 6072) = 1, with coefficients -2509 and 16199 such that 1 = (-2509)*39203 + (16199)*6072\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6073 \t 6 \t 2765 \t 1 \t 0\n", + "1 \t 6073 \t 2765 \t 2 \t 543 \t 0 \t 1\n", + "2 \t 2765 \t 543 \t 5 \t 50 \t 1 \t -6\n", + "3 \t 543 \t 50 \t 10 \t 43 \t -2 \t 13\n", + "4 \t 50 \t 43 \t 1 \t 7 \t 11 \t -71\n", + "5 \t 43 \t 7 \t 6 \t 1 \t -112 \t 723\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 123 \t -794\n", + "\t\t\t\t\t -850 \t 5487\n", + "GCD(39203, 6073) = 1, with coefficients -850 and 5487 such that 1 = (-850)*39203 + (5487)*6073\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6074 \t 6 \t 2759 \t 1 \t 0\n", + "1 \t 6074 \t 2759 \t 2 \t 556 \t 0 \t 1\n", + "2 \t 2759 \t 556 \t 4 \t 535 \t 1 \t -6\n", + "3 \t 556 \t 535 \t 1 \t 21 \t -2 \t 13\n", + "4 \t 535 \t 21 \t 25 \t 10 \t 9 \t -58\n", + "5 \t 21 \t 10 \t 2 \t 1 \t -11 \t 71\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 284 \t -1833\n", + "\t\t\t\t\t -579 \t 3737\n", + "GCD(39203, 6074) = 1, with coefficients -579 and 3737 such that 1 = (-579)*39203 + (3737)*6074\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6075 \t 6 \t 2753 \t 1 \t 0\n", + "1 \t 6075 \t 2753 \t 2 \t 569 \t 0 \t 1\n", + "2 \t 2753 \t 569 \t 4 \t 477 \t 1 \t -6\n", + "3 \t 569 \t 477 \t 1 \t 92 \t -2 \t 13\n", + "4 \t 477 \t 92 \t 5 \t 17 \t 9 \t -58\n", + "5 \t 92 \t 17 \t 5 \t 7 \t -11 \t 71\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 64 \t -413\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -331 \t 2136\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 726 \t -4685\n", + "\t\t\t\t\t -1783 \t 11506\n", + "GCD(39203, 6075) = 1, with coefficients -1783 and 11506 such that 1 = (-1783)*39203 + (11506)*6075\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6076 \t 6 \t 2747 \t 1 \t 0\n", + "1 \t 6076 \t 2747 \t 2 \t 582 \t 0 \t 1\n", + "2 \t 2747 \t 582 \t 4 \t 419 \t 1 \t -6\n", + "3 \t 582 \t 419 \t 1 \t 163 \t -2 \t 13\n", + "4 \t 419 \t 163 \t 2 \t 93 \t 9 \t -58\n", + "5 \t 163 \t 93 \t 1 \t 70 \t -11 \t 71\n", + "6 \t 93 \t 70 \t 1 \t 23 \t 31 \t -200\n", + "7 \t 70 \t 23 \t 3 \t 1 \t -42 \t 271\n", + "8 \t 23 \t 1 \t 23 \t 0 \t 73 \t -471\n", + "\t\t\t\t\t -261 \t 1684\n", + "GCD(39203, 6076) = 1, with coefficients -261 and 1684 such that 1 = (-261)*39203 + (1684)*6076\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6077 \t 6 \t 2741 \t 1 \t 0\n", + "1 \t 6077 \t 2741 \t 2 \t 595 \t 0 \t 1\n", + "2 \t 2741 \t 595 \t 4 \t 361 \t 1 \t -6\n", + "3 \t 595 \t 361 \t 1 \t 234 \t -2 \t 13\n", + "4 \t 361 \t 234 \t 1 \t 127 \t 9 \t -58\n", + "5 \t 234 \t 127 \t 1 \t 107 \t -11 \t 71\n", + "6 \t 127 \t 107 \t 1 \t 20 \t 20 \t -129\n", + "7 \t 107 \t 20 \t 5 \t 7 \t -31 \t 200\n", + "8 \t 20 \t 7 \t 2 \t 6 \t 51 \t -329\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -286 \t 1845\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 623 \t -4019\n", + "\t\t\t\t\t -909 \t 5864\n", + "GCD(39203, 6077) = 1, with coefficients -909 and 5864 such that 1 = (-909)*39203 + (5864)*6077\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6078 \t 6 \t 2735 \t 1 \t 0\n", + "1 \t 6078 \t 2735 \t 2 \t 608 \t 0 \t 1\n", + "2 \t 2735 \t 608 \t 4 \t 303 \t 1 \t -6\n", + "3 \t 608 \t 303 \t 2 \t 2 \t -2 \t 13\n", + "4 \t 303 \t 2 \t 151 \t 1 \t 9 \t -58\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -20 \t 129\n", + "\t\t\t\t\t 3029 \t -19537\n", + "GCD(39203, 6078) = 1, with coefficients 3029 and -19537 such that 1 = (3029)*39203 + (-19537)*6078\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6079 \t 6 \t 2729 \t 1 \t 0\n", + "1 \t 6079 \t 2729 \t 2 \t 621 \t 0 \t 1\n", + "2 \t 2729 \t 621 \t 4 \t 245 \t 1 \t -6\n", + "3 \t 621 \t 245 \t 2 \t 131 \t -2 \t 13\n", + "4 \t 245 \t 131 \t 1 \t 114 \t 9 \t -58\n", + "5 \t 131 \t 114 \t 1 \t 17 \t -20 \t 129\n", + "6 \t 114 \t 17 \t 6 \t 12 \t 29 \t -187\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -49 \t 316\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 323 \t -2083\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -372 \t 2399\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1067 \t -6881\n", + "\t\t\t\t\t -2506 \t 16161\n", + "GCD(39203, 6079) = 1, with coefficients -2506 and 16161 such that 1 = (-2506)*39203 + (16161)*6079\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6080 \t 6 \t 2723 \t 1 \t 0\n", + "1 \t 6080 \t 2723 \t 2 \t 634 \t 0 \t 1\n", + "2 \t 2723 \t 634 \t 4 \t 187 \t 1 \t -6\n", + "3 \t 634 \t 187 \t 3 \t 73 \t -2 \t 13\n", + "4 \t 187 \t 73 \t 2 \t 41 \t 9 \t -58\n", + "5 \t 73 \t 41 \t 1 \t 32 \t -29 \t 187\n", + "6 \t 41 \t 32 \t 1 \t 9 \t 67 \t -432\n", + "7 \t 32 \t 9 \t 3 \t 5 \t -96 \t 619\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 163 \t -1051\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -585 \t 3772\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 748 \t -4823\n", + "\t\t\t\t\t -1333 \t 8595\n", + "GCD(39203, 6080) = 1, with coefficients -1333 and 8595 such that 1 = (-1333)*39203 + (8595)*6080\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6081 \t 6 \t 2717 \t 1 \t 0\n", + "1 \t 6081 \t 2717 \t 2 \t 647 \t 0 \t 1\n", + "2 \t 2717 \t 647 \t 4 \t 129 \t 1 \t -6\n", + "3 \t 647 \t 129 \t 5 \t 2 \t -2 \t 13\n", + "4 \t 129 \t 2 \t 64 \t 1 \t 9 \t -58\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -47 \t 303\n", + "\t\t\t\t\t 3017 \t -19450\n", + "GCD(39203, 6081) = 1, with coefficients 3017 and -19450 such that 1 = (3017)*39203 + (-19450)*6081\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6082 \t 6 \t 2711 \t 1 \t 0\n", + "1 \t 6082 \t 2711 \t 2 \t 660 \t 0 \t 1\n", + "2 \t 2711 \t 660 \t 4 \t 71 \t 1 \t -6\n", + "3 \t 660 \t 71 \t 9 \t 21 \t -2 \t 13\n", + "4 \t 71 \t 21 \t 3 \t 8 \t 9 \t -58\n", + "5 \t 21 \t 8 \t 2 \t 5 \t -83 \t 535\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 258 \t -1663\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -599 \t 3861\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 857 \t -5524\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1456 \t 9385\n", + "\t\t\t\t\t 2313 \t -14909\n", + "GCD(39203, 6082) = 1, with coefficients 2313 and -14909 such that 1 = (2313)*39203 + (-14909)*6082\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6083 \t 6 \t 2705 \t 1 \t 0\n", + "1 \t 6083 \t 2705 \t 2 \t 673 \t 0 \t 1\n", + "2 \t 2705 \t 673 \t 4 \t 13 \t 1 \t -6\n", + "3 \t 673 \t 13 \t 51 \t 10 \t -2 \t 13\n", + "4 \t 13 \t 10 \t 1 \t 3 \t 9 \t -58\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -461 \t 2971\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 470 \t -3029\n", + "\t\t\t\t\t -1871 \t 12058\n", + "GCD(39203, 6083) = 1, with coefficients -1871 and 12058 such that 1 = (-1871)*39203 + (12058)*6083\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6084 \t 6 \t 2699 \t 1 \t 0\n", + "1 \t 6084 \t 2699 \t 2 \t 686 \t 0 \t 1\n", + "2 \t 2699 \t 686 \t 3 \t 641 \t 1 \t -6\n", + "3 \t 686 \t 641 \t 1 \t 45 \t -2 \t 13\n", + "4 \t 641 \t 45 \t 14 \t 11 \t 7 \t -45\n", + "5 \t 45 \t 11 \t 4 \t 1 \t -9 \t 58\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 133 \t -857\n", + "\t\t\t\t\t -541 \t 3486\n", + "GCD(39203, 6084) = 1, with coefficients -541 and 3486 such that 1 = (-541)*39203 + (3486)*6084\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6085 \t 6 \t 2693 \t 1 \t 0\n", + "1 \t 6085 \t 2693 \t 2 \t 699 \t 0 \t 1\n", + "2 \t 2693 \t 699 \t 3 \t 596 \t 1 \t -6\n", + "3 \t 699 \t 596 \t 1 \t 103 \t -2 \t 13\n", + "4 \t 596 \t 103 \t 5 \t 81 \t 7 \t -45\n", + "5 \t 103 \t 81 \t 1 \t 22 \t -9 \t 58\n", + "6 \t 81 \t 22 \t 3 \t 15 \t 52 \t -335\n", + "7 \t 22 \t 15 \t 1 \t 7 \t -61 \t 393\n", + "8 \t 15 \t 7 \t 2 \t 1 \t 235 \t -1514\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -296 \t 1907\n", + "\t\t\t\t\t 827 \t -5328\n", + "GCD(39203, 6085) = 1, with coefficients 827 and -5328 such that 1 = (827)*39203 + (-5328)*6085\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6086 \t 6 \t 2687 \t 1 \t 0\n", + "1 \t 6086 \t 2687 \t 2 \t 712 \t 0 \t 1\n", + "2 \t 2687 \t 712 \t 3 \t 551 \t 1 \t -6\n", + "3 \t 712 \t 551 \t 1 \t 161 \t -2 \t 13\n", + "4 \t 551 \t 161 \t 3 \t 68 \t 7 \t -45\n", + "5 \t 161 \t 68 \t 2 \t 25 \t -9 \t 58\n", + "6 \t 68 \t 25 \t 2 \t 18 \t 34 \t -219\n", + "7 \t 25 \t 18 \t 1 \t 7 \t -77 \t 496\n", + "8 \t 18 \t 7 \t 2 \t 4 \t 188 \t -1211\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -265 \t 1707\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 718 \t -4625\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -983 \t 6332\n", + "\t\t\t\t\t 1701 \t -10957\n", + "GCD(39203, 6086) = 1, with coefficients 1701 and -10957 such that 1 = (1701)*39203 + (-10957)*6086\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6087 \t 6 \t 2681 \t 1 \t 0\n", + "1 \t 6087 \t 2681 \t 2 \t 725 \t 0 \t 1\n", + "2 \t 2681 \t 725 \t 3 \t 506 \t 1 \t -6\n", + "3 \t 725 \t 506 \t 1 \t 219 \t -2 \t 13\n", + "4 \t 506 \t 219 \t 2 \t 68 \t 7 \t -45\n", + "5 \t 219 \t 68 \t 3 \t 15 \t -9 \t 58\n", + "6 \t 68 \t 15 \t 4 \t 8 \t 25 \t -161\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -84 \t 541\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 361 \t -2325\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -445 \t 2866\n", + "\t\t\t\t\t 806 \t -5191\n", + "GCD(39203, 6087) = 1, with coefficients 806 and -5191 such that 1 = (806)*39203 + (-5191)*6087\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6088 \t 6 \t 2675 \t 1 \t 0\n", + "1 \t 6088 \t 2675 \t 2 \t 738 \t 0 \t 1\n", + "2 \t 2675 \t 738 \t 3 \t 461 \t 1 \t -6\n", + "3 \t 738 \t 461 \t 1 \t 277 \t -2 \t 13\n", + "4 \t 461 \t 277 \t 1 \t 184 \t 7 \t -45\n", + "5 \t 277 \t 184 \t 1 \t 93 \t -9 \t 58\n", + "6 \t 184 \t 93 \t 1 \t 91 \t 16 \t -103\n", + "7 \t 93 \t 91 \t 1 \t 2 \t -25 \t 161\n", + "8 \t 91 \t 2 \t 45 \t 1 \t 41 \t -264\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -66 \t 425\n", + "\t\t\t\t\t 3011 \t -19389\n", + "GCD(39203, 6088) = 1, with coefficients 3011 and -19389 such that 1 = (3011)*39203 + (-19389)*6088\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6089 \t 6 \t 2669 \t 1 \t 0\n", + "1 \t 6089 \t 2669 \t 2 \t 751 \t 0 \t 1\n", + "2 \t 2669 \t 751 \t 3 \t 416 \t 1 \t -6\n", + "3 \t 751 \t 416 \t 1 \t 335 \t -2 \t 13\n", + "4 \t 416 \t 335 \t 1 \t 81 \t 7 \t -45\n", + "5 \t 335 \t 81 \t 4 \t 11 \t -9 \t 58\n", + "6 \t 81 \t 11 \t 7 \t 4 \t 16 \t -103\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -73 \t 470\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 527 \t -3393\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1127 \t 7256\n", + "\t\t\t\t\t 1654 \t -10649\n", + "GCD(39203, 6089) = 1, with coefficients 1654 and -10649 such that 1 = (1654)*39203 + (-10649)*6089\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6090 \t 6 \t 2663 \t 1 \t 0\n", + "1 \t 6090 \t 2663 \t 2 \t 764 \t 0 \t 1\n", + "2 \t 2663 \t 764 \t 3 \t 371 \t 1 \t -6\n", + "3 \t 764 \t 371 \t 2 \t 22 \t -2 \t 13\n", + "4 \t 371 \t 22 \t 16 \t 19 \t 7 \t -45\n", + "5 \t 22 \t 19 \t 1 \t 3 \t -16 \t 103\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 263 \t -1693\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -279 \t 1796\n", + "\t\t\t\t\t 1937 \t -12469\n", + "GCD(39203, 6090) = 1, with coefficients 1937 and -12469 such that 1 = (1937)*39203 + (-12469)*6090\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6091 \t 6 \t 2657 \t 1 \t 0\n", + "1 \t 6091 \t 2657 \t 2 \t 777 \t 0 \t 1\n", + "2 \t 2657 \t 777 \t 3 \t 326 \t 1 \t -6\n", + "3 \t 777 \t 326 \t 2 \t 125 \t -2 \t 13\n", + "4 \t 326 \t 125 \t 2 \t 76 \t 7 \t -45\n", + "5 \t 125 \t 76 \t 1 \t 49 \t -16 \t 103\n", + "6 \t 76 \t 49 \t 1 \t 27 \t 39 \t -251\n", + "7 \t 49 \t 27 \t 1 \t 22 \t -55 \t 354\n", + "8 \t 27 \t 22 \t 1 \t 5 \t 94 \t -605\n", + "9 \t 22 \t 5 \t 4 \t 2 \t -149 \t 959\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 243 \t -1564\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1121 \t 7215\n", + "\t\t\t\t\t 2485 \t -15994\n", + "GCD(39203, 6091) = 1, with coefficients 2485 and -15994 such that 1 = (2485)*39203 + (-15994)*6091\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6092 \t 6 \t 2651 \t 1 \t 0\n", + "1 \t 6092 \t 2651 \t 2 \t 790 \t 0 \t 1\n", + "2 \t 2651 \t 790 \t 3 \t 281 \t 1 \t -6\n", + "3 \t 790 \t 281 \t 2 \t 228 \t -2 \t 13\n", + "4 \t 281 \t 228 \t 1 \t 53 \t 7 \t -45\n", + "5 \t 228 \t 53 \t 4 \t 16 \t -16 \t 103\n", + "6 \t 53 \t 16 \t 3 \t 5 \t 23 \t -148\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -108 \t 695\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 347 \t -2233\n", + "\t\t\t\t\t -1149 \t 7394\n", + "GCD(39203, 6092) = 1, with coefficients -1149 and 7394 such that 1 = (-1149)*39203 + (7394)*6092\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6093 \t 6 \t 2645 \t 1 \t 0\n", + "1 \t 6093 \t 2645 \t 2 \t 803 \t 0 \t 1\n", + "2 \t 2645 \t 803 \t 3 \t 236 \t 1 \t -6\n", + "3 \t 803 \t 236 \t 3 \t 95 \t -2 \t 13\n", + "4 \t 236 \t 95 \t 2 \t 46 \t 7 \t -45\n", + "5 \t 95 \t 46 \t 2 \t 3 \t -23 \t 148\n", + "6 \t 46 \t 3 \t 15 \t 1 \t 53 \t -341\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -129 \t 830\n", + "\t\t\t\t\t 1988 \t -12791\n", + "GCD(39203, 6093) = 1, with coefficients 1988 and -12791 such that 1 = (1988)*39203 + (-12791)*6093\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6094 \t 6 \t 2639 \t 1 \t 0\n", + "1 \t 6094 \t 2639 \t 2 \t 816 \t 0 \t 1\n", + "2 \t 2639 \t 816 \t 3 \t 191 \t 1 \t -6\n", + "3 \t 816 \t 191 \t 4 \t 52 \t -2 \t 13\n", + "4 \t 191 \t 52 \t 3 \t 35 \t 7 \t -45\n", + "5 \t 52 \t 35 \t 1 \t 17 \t -30 \t 193\n", + "6 \t 35 \t 17 \t 2 \t 1 \t 97 \t -624\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -127 \t 817\n", + "\t\t\t\t\t 351 \t -2258\n", + "GCD(39203, 6094) = 1, with coefficients 351 and -2258 such that 1 = (351)*39203 + (-2258)*6094\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6095 \t 6 \t 2633 \t 1 \t 0\n", + "1 \t 6095 \t 2633 \t 2 \t 829 \t 0 \t 1\n", + "2 \t 2633 \t 829 \t 3 \t 146 \t 1 \t -6\n", + "3 \t 829 \t 146 \t 5 \t 99 \t -2 \t 13\n", + "4 \t 146 \t 99 \t 1 \t 47 \t 7 \t -45\n", + "5 \t 99 \t 47 \t 2 \t 5 \t -37 \t 238\n", + "6 \t 47 \t 5 \t 9 \t 2 \t 44 \t -283\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -125 \t 804\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1169 \t -7519\n", + "\t\t\t\t\t -2463 \t 15842\n", + "GCD(39203, 6095) = 1, with coefficients -2463 and 15842 such that 1 = (-2463)*39203 + (15842)*6095\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6096 \t 6 \t 2627 \t 1 \t 0\n", + "1 \t 6096 \t 2627 \t 2 \t 842 \t 0 \t 1\n", + "2 \t 2627 \t 842 \t 3 \t 101 \t 1 \t -6\n", + "3 \t 842 \t 101 \t 8 \t 34 \t -2 \t 13\n", + "4 \t 101 \t 34 \t 2 \t 33 \t 7 \t -45\n", + "5 \t 34 \t 33 \t 1 \t 1 \t -58 \t 373\n", + "6 \t 33 \t 1 \t 33 \t 0 \t 123 \t -791\n", + "\t\t\t\t\t -181 \t 1164\n", + "GCD(39203, 6096) = 1, with coefficients -181 and 1164 such that 1 = (-181)*39203 + (1164)*6096\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6097 \t 6 \t 2621 \t 1 \t 0\n", + "1 \t 6097 \t 2621 \t 2 \t 855 \t 0 \t 1\n", + "2 \t 2621 \t 855 \t 3 \t 56 \t 1 \t -6\n", + "3 \t 855 \t 56 \t 15 \t 15 \t -2 \t 13\n", + "4 \t 56 \t 15 \t 3 \t 11 \t 7 \t -45\n", + "5 \t 15 \t 11 \t 1 \t 4 \t -107 \t 688\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 328 \t -2109\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -435 \t 2797\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1198 \t -7703\n", + "\t\t\t\t\t -1633 \t 10500\n", + "GCD(39203, 6097) = 1, with coefficients -1633 and 10500 such that 1 = (-1633)*39203 + (10500)*6097\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6098 \t 6 \t 2615 \t 1 \t 0\n", + "1 \t 6098 \t 2615 \t 2 \t 868 \t 0 \t 1\n", + "2 \t 2615 \t 868 \t 3 \t 11 \t 1 \t -6\n", + "3 \t 868 \t 11 \t 78 \t 10 \t -2 \t 13\n", + "4 \t 11 \t 10 \t 1 \t 1 \t 7 \t -45\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -548 \t 3523\n", + "\t\t\t\t\t 555 \t -3568\n", + "GCD(39203, 6098) = 1, with coefficients 555 and -3568 such that 1 = (555)*39203 + (-3568)*6098\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6099 \t 6 \t 2609 \t 1 \t 0\n", + "1 \t 6099 \t 2609 \t 2 \t 881 \t 0 \t 1\n", + "2 \t 2609 \t 881 \t 2 \t 847 \t 1 \t -6\n", + "3 \t 881 \t 847 \t 1 \t 34 \t -2 \t 13\n", + "4 \t 847 \t 34 \t 24 \t 31 \t 5 \t -32\n", + "5 \t 34 \t 31 \t 1 \t 3 \t -7 \t 45\n", + "6 \t 31 \t 3 \t 10 \t 1 \t 173 \t -1112\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -180 \t 1157\n", + "\t\t\t\t\t 1973 \t -12682\n", + "GCD(39203, 6099) = 1, with coefficients 1973 and -12682 such that 1 = (1973)*39203 + (-12682)*6099\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6100 \t 6 \t 2603 \t 1 \t 0\n", + "1 \t 6100 \t 2603 \t 2 \t 894 \t 0 \t 1\n", + "2 \t 2603 \t 894 \t 2 \t 815 \t 1 \t -6\n", + "3 \t 894 \t 815 \t 1 \t 79 \t -2 \t 13\n", + "4 \t 815 \t 79 \t 10 \t 25 \t 5 \t -32\n", + "5 \t 79 \t 25 \t 3 \t 4 \t -7 \t 45\n", + "6 \t 25 \t 4 \t 6 \t 1 \t 75 \t -482\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -232 \t 1491\n", + "\t\t\t\t\t 1467 \t -9428\n", + "GCD(39203, 6100) = 1, with coefficients 1467 and -9428 such that 1 = (1467)*39203 + (-9428)*6100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6101 \t 6 \t 2597 \t 1 \t 0\n", + "1 \t 6101 \t 2597 \t 2 \t 907 \t 0 \t 1\n", + "2 \t 2597 \t 907 \t 2 \t 783 \t 1 \t -6\n", + "3 \t 907 \t 783 \t 1 \t 124 \t -2 \t 13\n", + "4 \t 783 \t 124 \t 6 \t 39 \t 5 \t -32\n", + "5 \t 124 \t 39 \t 3 \t 7 \t -7 \t 45\n", + "6 \t 39 \t 7 \t 5 \t 4 \t 47 \t -302\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -148 \t 951\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 787 \t -5057\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -935 \t 6008\n", + "\t\t\t\t\t 1722 \t -11065\n", + "GCD(39203, 6101) = 1, with coefficients 1722 and -11065 such that 1 = (1722)*39203 + (-11065)*6101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6102 \t 6 \t 2591 \t 1 \t 0\n", + "1 \t 6102 \t 2591 \t 2 \t 920 \t 0 \t 1\n", + "2 \t 2591 \t 920 \t 2 \t 751 \t 1 \t -6\n", + "3 \t 920 \t 751 \t 1 \t 169 \t -2 \t 13\n", + "4 \t 751 \t 169 \t 4 \t 75 \t 5 \t -32\n", + "5 \t 169 \t 75 \t 2 \t 19 \t -7 \t 45\n", + "6 \t 75 \t 19 \t 3 \t 18 \t 33 \t -212\n", + "7 \t 19 \t 18 \t 1 \t 1 \t -73 \t 469\n", + "8 \t 18 \t 1 \t 18 \t 0 \t 252 \t -1619\n", + "\t\t\t\t\t -325 \t 2088\n", + "GCD(39203, 6102) = 1, with coefficients -325 and 2088 such that 1 = (-325)*39203 + (2088)*6102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6103 \t 6 \t 2585 \t 1 \t 0\n", + "1 \t 6103 \t 2585 \t 2 \t 933 \t 0 \t 1\n", + "2 \t 2585 \t 933 \t 2 \t 719 \t 1 \t -6\n", + "3 \t 933 \t 719 \t 1 \t 214 \t -2 \t 13\n", + "4 \t 719 \t 214 \t 3 \t 77 \t 5 \t -32\n", + "5 \t 214 \t 77 \t 2 \t 60 \t -7 \t 45\n", + "6 \t 77 \t 60 \t 1 \t 17 \t 26 \t -167\n", + "7 \t 60 \t 17 \t 3 \t 9 \t -59 \t 379\n", + "8 \t 17 \t 9 \t 1 \t 8 \t 85 \t -546\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -314 \t 2017\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 399 \t -2563\n", + "\t\t\t\t\t -713 \t 4580\n", + "GCD(39203, 6103) = 1, with coefficients -713 and 4580 such that 1 = (-713)*39203 + (4580)*6103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6104 \t 6 \t 2579 \t 1 \t 0\n", + "1 \t 6104 \t 2579 \t 2 \t 946 \t 0 \t 1\n", + "2 \t 2579 \t 946 \t 2 \t 687 \t 1 \t -6\n", + "3 \t 946 \t 687 \t 1 \t 259 \t -2 \t 13\n", + "4 \t 687 \t 259 \t 2 \t 169 \t 5 \t -32\n", + "5 \t 259 \t 169 \t 1 \t 90 \t -7 \t 45\n", + "6 \t 169 \t 90 \t 1 \t 79 \t 19 \t -122\n", + "7 \t 90 \t 79 \t 1 \t 11 \t -26 \t 167\n", + "8 \t 79 \t 11 \t 7 \t 2 \t 45 \t -289\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -71 \t 456\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 542 \t -3481\n", + "\t\t\t\t\t -2781 \t 17861\n", + "GCD(39203, 6104) = 1, with coefficients -2781 and 17861 such that 1 = (-2781)*39203 + (17861)*6104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6105 \t 6 \t 2573 \t 1 \t 0\n", + "1 \t 6105 \t 2573 \t 2 \t 959 \t 0 \t 1\n", + "2 \t 2573 \t 959 \t 2 \t 655 \t 1 \t -6\n", + "3 \t 959 \t 655 \t 1 \t 304 \t -2 \t 13\n", + "4 \t 655 \t 304 \t 2 \t 47 \t 5 \t -32\n", + "5 \t 304 \t 47 \t 6 \t 22 \t -7 \t 45\n", + "6 \t 47 \t 22 \t 2 \t 3 \t 19 \t -122\n", + "7 \t 22 \t 3 \t 7 \t 1 \t -121 \t 777\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 261 \t -1676\n", + "\t\t\t\t\t -1948 \t 12509\n", + "GCD(39203, 6105) = 1, with coefficients -1948 and 12509 such that 1 = (-1948)*39203 + (12509)*6105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6106 \t 6 \t 2567 \t 1 \t 0\n", + "1 \t 6106 \t 2567 \t 2 \t 972 \t 0 \t 1\n", + "2 \t 2567 \t 972 \t 2 \t 623 \t 1 \t -6\n", + "3 \t 972 \t 623 \t 1 \t 349 \t -2 \t 13\n", + "4 \t 623 \t 349 \t 1 \t 274 \t 5 \t -32\n", + "5 \t 349 \t 274 \t 1 \t 75 \t -7 \t 45\n", + "6 \t 274 \t 75 \t 3 \t 49 \t 12 \t -77\n", + "7 \t 75 \t 49 \t 1 \t 26 \t -19 \t 122\n", + "8 \t 49 \t 26 \t 1 \t 23 \t 69 \t -443\n", + "9 \t 26 \t 23 \t 1 \t 3 \t -88 \t 565\n", + "10 \t 23 \t 3 \t 7 \t 2 \t 157 \t -1008\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -245 \t 1573\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1872 \t -12019\n", + "\t\t\t\t\t -2117 \t 13592\n", + "GCD(39203, 6106) = 1, with coefficients -2117 and 13592 such that 1 = (-2117)*39203 + (13592)*6106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6107 \t 6 \t 2561 \t 1 \t 0\n", + "1 \t 6107 \t 2561 \t 2 \t 985 \t 0 \t 1\n", + "2 \t 2561 \t 985 \t 2 \t 591 \t 1 \t -6\n", + "3 \t 985 \t 591 \t 1 \t 394 \t -2 \t 13\n", + "4 \t 591 \t 394 \t 1 \t 197 \t 5 \t -32\n", + "5 \t 394 \t 197 \t 2 \t 0 \t -7 \t 45\n", + "\t\t\t\t\t 12 \t -77\n", + "GCD(39203, 6107) = 197, with coefficients 12 and -77 such that 197 = (12)*39203 + (-77)*6107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6108 \t 6 \t 2555 \t 1 \t 0\n", + "1 \t 6108 \t 2555 \t 2 \t 998 \t 0 \t 1\n", + "2 \t 2555 \t 998 \t 2 \t 559 \t 1 \t -6\n", + "3 \t 998 \t 559 \t 1 \t 439 \t -2 \t 13\n", + "4 \t 559 \t 439 \t 1 \t 120 \t 5 \t -32\n", + "5 \t 439 \t 120 \t 3 \t 79 \t -7 \t 45\n", + "6 \t 120 \t 79 \t 1 \t 41 \t 12 \t -77\n", + "7 \t 79 \t 41 \t 1 \t 38 \t -43 \t 276\n", + "8 \t 41 \t 38 \t 1 \t 3 \t 55 \t -353\n", + "9 \t 38 \t 3 \t 12 \t 2 \t -98 \t 629\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 153 \t -982\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1934 \t 12413\n", + "\t\t\t\t\t 2087 \t -13395\n", + "GCD(39203, 6108) = 1, with coefficients 2087 and -13395 such that 1 = (2087)*39203 + (-13395)*6108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6109 \t 6 \t 2549 \t 1 \t 0\n", + "1 \t 6109 \t 2549 \t 2 \t 1011 \t 0 \t 1\n", + "2 \t 2549 \t 1011 \t 2 \t 527 \t 1 \t -6\n", + "3 \t 1011 \t 527 \t 1 \t 484 \t -2 \t 13\n", + "4 \t 527 \t 484 \t 1 \t 43 \t 5 \t -32\n", + "5 \t 484 \t 43 \t 11 \t 11 \t -7 \t 45\n", + "6 \t 43 \t 11 \t 3 \t 10 \t 12 \t -77\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -139 \t 892\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 429 \t -2753\n", + "\t\t\t\t\t -568 \t 3645\n", + "GCD(39203, 6109) = 1, with coefficients -568 and 3645 such that 1 = (-568)*39203 + (3645)*6109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6110 \t 6 \t 2543 \t 1 \t 0\n", + "1 \t 6110 \t 2543 \t 2 \t 1024 \t 0 \t 1\n", + "2 \t 2543 \t 1024 \t 2 \t 495 \t 1 \t -6\n", + "3 \t 1024 \t 495 \t 2 \t 34 \t -2 \t 13\n", + "4 \t 495 \t 34 \t 14 \t 19 \t 5 \t -32\n", + "5 \t 34 \t 19 \t 1 \t 15 \t -12 \t 77\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 173 \t -1110\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -185 \t 1187\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 358 \t -2297\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1259 \t 8078\n", + "\t\t\t\t\t 1617 \t -10375\n", + "GCD(39203, 6110) = 1, with coefficients 1617 and -10375 such that 1 = (1617)*39203 + (-10375)*6110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6111 \t 6 \t 2537 \t 1 \t 0\n", + "1 \t 6111 \t 2537 \t 2 \t 1037 \t 0 \t 1\n", + "2 \t 2537 \t 1037 \t 2 \t 463 \t 1 \t -6\n", + "3 \t 1037 \t 463 \t 2 \t 111 \t -2 \t 13\n", + "4 \t 463 \t 111 \t 4 \t 19 \t 5 \t -32\n", + "5 \t 111 \t 19 \t 5 \t 16 \t -12 \t 77\n", + "6 \t 19 \t 16 \t 1 \t 3 \t 53 \t -340\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -277 \t 1777\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 330 \t -2117\n", + "\t\t\t\t\t -1927 \t 12362\n", + "GCD(39203, 6111) = 1, with coefficients -1927 and 12362 such that 1 = (-1927)*39203 + (12362)*6111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6112 \t 6 \t 2531 \t 1 \t 0\n", + "1 \t 6112 \t 2531 \t 2 \t 1050 \t 0 \t 1\n", + "2 \t 2531 \t 1050 \t 2 \t 431 \t 1 \t -6\n", + "3 \t 1050 \t 431 \t 2 \t 188 \t -2 \t 13\n", + "4 \t 431 \t 188 \t 2 \t 55 \t 5 \t -32\n", + "5 \t 188 \t 55 \t 3 \t 23 \t -12 \t 77\n", + "6 \t 55 \t 23 \t 2 \t 9 \t 29 \t -186\n", + "7 \t 23 \t 9 \t 2 \t 5 \t -99 \t 635\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 227 \t -1456\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -553 \t 3547\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 780 \t -5003\n", + "\t\t\t\t\t -1333 \t 8550\n", + "GCD(39203, 6112) = 1, with coefficients -1333 and 8550 such that 1 = (-1333)*39203 + (8550)*6112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6113 \t 6 \t 2525 \t 1 \t 0\n", + "1 \t 6113 \t 2525 \t 2 \t 1063 \t 0 \t 1\n", + "2 \t 2525 \t 1063 \t 2 \t 399 \t 1 \t -6\n", + "3 \t 1063 \t 399 \t 2 \t 265 \t -2 \t 13\n", + "4 \t 399 \t 265 \t 1 \t 134 \t 5 \t -32\n", + "5 \t 265 \t 134 \t 1 \t 131 \t -12 \t 77\n", + "6 \t 134 \t 131 \t 1 \t 3 \t 17 \t -109\n", + "7 \t 131 \t 3 \t 43 \t 2 \t -29 \t 186\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 46 \t -295\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2007 \t 12871\n", + "\t\t\t\t\t 2053 \t -13166\n", + "GCD(39203, 6113) = 1, with coefficients 2053 and -13166 such that 1 = (2053)*39203 + (-13166)*6113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6114 \t 6 \t 2519 \t 1 \t 0\n", + "1 \t 6114 \t 2519 \t 2 \t 1076 \t 0 \t 1\n", + "2 \t 2519 \t 1076 \t 2 \t 367 \t 1 \t -6\n", + "3 \t 1076 \t 367 \t 2 \t 342 \t -2 \t 13\n", + "4 \t 367 \t 342 \t 1 \t 25 \t 5 \t -32\n", + "5 \t 342 \t 25 \t 13 \t 17 \t -12 \t 77\n", + "6 \t 25 \t 17 \t 1 \t 8 \t 17 \t -109\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -233 \t 1494\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 250 \t -1603\n", + "\t\t\t\t\t -733 \t 4700\n", + "GCD(39203, 6114) = 1, with coefficients -733 and 4700 such that 1 = (-733)*39203 + (4700)*6114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6115 \t 6 \t 2513 \t 1 \t 0\n", + "1 \t 6115 \t 2513 \t 2 \t 1089 \t 0 \t 1\n", + "2 \t 2513 \t 1089 \t 2 \t 335 \t 1 \t -6\n", + "3 \t 1089 \t 335 \t 3 \t 84 \t -2 \t 13\n", + "4 \t 335 \t 84 \t 3 \t 83 \t 5 \t -32\n", + "5 \t 84 \t 83 \t 1 \t 1 \t -17 \t 109\n", + "6 \t 83 \t 1 \t 83 \t 0 \t 56 \t -359\n", + "\t\t\t\t\t -73 \t 468\n", + "GCD(39203, 6115) = 1, with coefficients -73 and 468 such that 1 = (-73)*39203 + (468)*6115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6116 \t 6 \t 2507 \t 1 \t 0\n", + "1 \t 6116 \t 2507 \t 2 \t 1102 \t 0 \t 1\n", + "2 \t 2507 \t 1102 \t 2 \t 303 \t 1 \t -6\n", + "3 \t 1102 \t 303 \t 3 \t 193 \t -2 \t 13\n", + "4 \t 303 \t 193 \t 1 \t 110 \t 5 \t -32\n", + "5 \t 193 \t 110 \t 1 \t 83 \t -17 \t 109\n", + "6 \t 110 \t 83 \t 1 \t 27 \t 22 \t -141\n", + "7 \t 83 \t 27 \t 3 \t 2 \t -39 \t 250\n", + "8 \t 27 \t 2 \t 13 \t 1 \t 61 \t -391\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -222 \t 1423\n", + "\t\t\t\t\t 2947 \t -18890\n", + "GCD(39203, 6116) = 1, with coefficients 2947 and -18890 such that 1 = (2947)*39203 + (-18890)*6116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6117 \t 6 \t 2501 \t 1 \t 0\n", + "1 \t 6117 \t 2501 \t 2 \t 1115 \t 0 \t 1\n", + "2 \t 2501 \t 1115 \t 2 \t 271 \t 1 \t -6\n", + "3 \t 1115 \t 271 \t 4 \t 31 \t -2 \t 13\n", + "4 \t 271 \t 31 \t 8 \t 23 \t 5 \t -32\n", + "5 \t 31 \t 23 \t 1 \t 8 \t -22 \t 141\n", + "6 \t 23 \t 8 \t 2 \t 7 \t 181 \t -1160\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -203 \t 1301\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 587 \t -3762\n", + "\t\t\t\t\t -790 \t 5063\n", + "GCD(39203, 6117) = 1, with coefficients -790 and 5063 such that 1 = (-790)*39203 + (5063)*6117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6118 \t 6 \t 2495 \t 1 \t 0\n", + "1 \t 6118 \t 2495 \t 2 \t 1128 \t 0 \t 1\n", + "2 \t 2495 \t 1128 \t 2 \t 239 \t 1 \t -6\n", + "3 \t 1128 \t 239 \t 4 \t 172 \t -2 \t 13\n", + "4 \t 239 \t 172 \t 1 \t 67 \t 5 \t -32\n", + "5 \t 172 \t 67 \t 2 \t 38 \t -22 \t 141\n", + "6 \t 67 \t 38 \t 1 \t 29 \t 27 \t -173\n", + "7 \t 38 \t 29 \t 1 \t 9 \t -76 \t 487\n", + "8 \t 29 \t 9 \t 3 \t 2 \t 103 \t -660\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -179 \t 1147\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 640 \t -4101\n", + "\t\t\t\t\t -2739 \t 17551\n", + "GCD(39203, 6118) = 1, with coefficients -2739 and 17551 such that 1 = (-2739)*39203 + (17551)*6118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6119 \t 6 \t 2489 \t 1 \t 0\n", + "1 \t 6119 \t 2489 \t 2 \t 1141 \t 0 \t 1\n", + "2 \t 2489 \t 1141 \t 2 \t 207 \t 1 \t -6\n", + "3 \t 1141 \t 207 \t 5 \t 106 \t -2 \t 13\n", + "4 \t 207 \t 106 \t 1 \t 101 \t 5 \t -32\n", + "5 \t 106 \t 101 \t 1 \t 5 \t -27 \t 173\n", + "6 \t 101 \t 5 \t 20 \t 1 \t 32 \t -205\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -59 \t 378\n", + "\t\t\t\t\t 1212 \t -7765\n", + "GCD(39203, 6119) = 1, with coefficients 1212 and -7765 such that 1 = (1212)*39203 + (-7765)*6119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6120 \t 6 \t 2483 \t 1 \t 0\n", + "1 \t 6120 \t 2483 \t 2 \t 1154 \t 0 \t 1\n", + "2 \t 2483 \t 1154 \t 2 \t 175 \t 1 \t -6\n", + "3 \t 1154 \t 175 \t 6 \t 104 \t -2 \t 13\n", + "4 \t 175 \t 104 \t 1 \t 71 \t 5 \t -32\n", + "5 \t 104 \t 71 \t 1 \t 33 \t -32 \t 205\n", + "6 \t 71 \t 33 \t 2 \t 5 \t 37 \t -237\n", + "7 \t 33 \t 5 \t 6 \t 3 \t -69 \t 442\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 175 \t -1121\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1119 \t 7168\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1294 \t -8289\n", + "\t\t\t\t\t -2413 \t 15457\n", + "GCD(39203, 6120) = 1, with coefficients -2413 and 15457 such that 1 = (-2413)*39203 + (15457)*6120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6121 \t 6 \t 2477 \t 1 \t 0\n", + "1 \t 6121 \t 2477 \t 2 \t 1167 \t 0 \t 1\n", + "2 \t 2477 \t 1167 \t 2 \t 143 \t 1 \t -6\n", + "3 \t 1167 \t 143 \t 8 \t 23 \t -2 \t 13\n", + "4 \t 143 \t 23 \t 6 \t 5 \t 5 \t -32\n", + "5 \t 23 \t 5 \t 4 \t 3 \t -42 \t 269\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 257 \t -1646\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1070 \t 6853\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1327 \t -8499\n", + "\t\t\t\t\t -2397 \t 15352\n", + "GCD(39203, 6121) = 1, with coefficients -2397 and 15352 such that 1 = (-2397)*39203 + (15352)*6121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6122 \t 6 \t 2471 \t 1 \t 0\n", + "1 \t 6122 \t 2471 \t 2 \t 1180 \t 0 \t 1\n", + "2 \t 2471 \t 1180 \t 2 \t 111 \t 1 \t -6\n", + "3 \t 1180 \t 111 \t 10 \t 70 \t -2 \t 13\n", + "4 \t 111 \t 70 \t 1 \t 41 \t 5 \t -32\n", + "5 \t 70 \t 41 \t 1 \t 29 \t -52 \t 333\n", + "6 \t 41 \t 29 \t 1 \t 12 \t 57 \t -365\n", + "7 \t 29 \t 12 \t 2 \t 5 \t -109 \t 698\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 166 \t -1063\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -441 \t 2824\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1048 \t -6711\n", + "\t\t\t\t\t -2537 \t 16246\n", + "GCD(39203, 6122) = 1, with coefficients -2537 and 16246 such that 1 = (-2537)*39203 + (16246)*6122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6123 \t 6 \t 2465 \t 1 \t 0\n", + "1 \t 6123 \t 2465 \t 2 \t 1193 \t 0 \t 1\n", + "2 \t 2465 \t 1193 \t 2 \t 79 \t 1 \t -6\n", + "3 \t 1193 \t 79 \t 15 \t 8 \t -2 \t 13\n", + "4 \t 79 \t 8 \t 9 \t 7 \t 5 \t -32\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -77 \t 493\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 698 \t -4469\n", + "\t\t\t\t\t -775 \t 4962\n", + "GCD(39203, 6123) = 1, with coefficients -775 and 4962 such that 1 = (-775)*39203 + (4962)*6123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6124 \t 6 \t 2459 \t 1 \t 0\n", + "1 \t 6124 \t 2459 \t 2 \t 1206 \t 0 \t 1\n", + "2 \t 2459 \t 1206 \t 2 \t 47 \t 1 \t -6\n", + "3 \t 1206 \t 47 \t 25 \t 31 \t -2 \t 13\n", + "4 \t 47 \t 31 \t 1 \t 16 \t 5 \t -32\n", + "5 \t 31 \t 16 \t 1 \t 15 \t -127 \t 813\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 132 \t -845\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -259 \t 1658\n", + "\t\t\t\t\t 391 \t -2503\n", + "GCD(39203, 6124) = 1, with coefficients 391 and -2503 such that 1 = (391)*39203 + (-2503)*6124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6125 \t 6 \t 2453 \t 1 \t 0\n", + "1 \t 6125 \t 2453 \t 2 \t 1219 \t 0 \t 1\n", + "2 \t 2453 \t 1219 \t 2 \t 15 \t 1 \t -6\n", + "3 \t 1219 \t 15 \t 81 \t 4 \t -2 \t 13\n", + "4 \t 15 \t 4 \t 3 \t 3 \t 5 \t -32\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -407 \t 2605\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1226 \t -7847\n", + "\t\t\t\t\t -1633 \t 10452\n", + "GCD(39203, 6125) = 1, with coefficients -1633 and 10452 such that 1 = (-1633)*39203 + (10452)*6125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6126 \t 6 \t 2447 \t 1 \t 0\n", + "1 \t 6126 \t 2447 \t 2 \t 1232 \t 0 \t 1\n", + "2 \t 2447 \t 1232 \t 1 \t 1215 \t 1 \t -6\n", + "3 \t 1232 \t 1215 \t 1 \t 17 \t -2 \t 13\n", + "4 \t 1215 \t 17 \t 71 \t 8 \t 3 \t -19\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -5 \t 32\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 358 \t -2291\n", + "\t\t\t\t\t -721 \t 4614\n", + "GCD(39203, 6126) = 1, with coefficients -721 and 4614 such that 1 = (-721)*39203 + (4614)*6126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6127 \t 6 \t 2441 \t 1 \t 0\n", + "1 \t 6127 \t 2441 \t 2 \t 1245 \t 0 \t 1\n", + "2 \t 2441 \t 1245 \t 1 \t 1196 \t 1 \t -6\n", + "3 \t 1245 \t 1196 \t 1 \t 49 \t -2 \t 13\n", + "4 \t 1196 \t 49 \t 24 \t 20 \t 3 \t -19\n", + "5 \t 49 \t 20 \t 2 \t 9 \t -5 \t 32\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 123 \t -787\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -251 \t 1606\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 625 \t -3999\n", + "\t\t\t\t\t -2751 \t 17602\n", + "GCD(39203, 6127) = 1, with coefficients -2751 and 17602 such that 1 = (-2751)*39203 + (17602)*6127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6128 \t 6 \t 2435 \t 1 \t 0\n", + "1 \t 6128 \t 2435 \t 2 \t 1258 \t 0 \t 1\n", + "2 \t 2435 \t 1258 \t 1 \t 1177 \t 1 \t -6\n", + "3 \t 1258 \t 1177 \t 1 \t 81 \t -2 \t 13\n", + "4 \t 1177 \t 81 \t 14 \t 43 \t 3 \t -19\n", + "5 \t 81 \t 43 \t 1 \t 38 \t -5 \t 32\n", + "6 \t 43 \t 38 \t 1 \t 5 \t 73 \t -467\n", + "7 \t 38 \t 5 \t 7 \t 3 \t -78 \t 499\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 151 \t -966\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1135 \t 7261\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1286 \t -8227\n", + "\t\t\t\t\t -2421 \t 15488\n", + "GCD(39203, 6128) = 1, with coefficients -2421 and 15488 such that 1 = (-2421)*39203 + (15488)*6128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6129 \t 6 \t 2429 \t 1 \t 0\n", + "1 \t 6129 \t 2429 \t 2 \t 1271 \t 0 \t 1\n", + "2 \t 2429 \t 1271 \t 1 \t 1158 \t 1 \t -6\n", + "3 \t 1271 \t 1158 \t 1 \t 113 \t -2 \t 13\n", + "4 \t 1158 \t 113 \t 10 \t 28 \t 3 \t -19\n", + "5 \t 113 \t 28 \t 4 \t 1 \t -5 \t 32\n", + "6 \t 28 \t 1 \t 28 \t 0 \t 53 \t -339\n", + "\t\t\t\t\t -217 \t 1388\n", + "GCD(39203, 6129) = 1, with coefficients -217 and 1388 such that 1 = (-217)*39203 + (1388)*6129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6130 \t 6 \t 2423 \t 1 \t 0\n", + "1 \t 6130 \t 2423 \t 2 \t 1284 \t 0 \t 1\n", + "2 \t 2423 \t 1284 \t 1 \t 1139 \t 1 \t -6\n", + "3 \t 1284 \t 1139 \t 1 \t 145 \t -2 \t 13\n", + "4 \t 1139 \t 145 \t 7 \t 124 \t 3 \t -19\n", + "5 \t 145 \t 124 \t 1 \t 21 \t -5 \t 32\n", + "6 \t 124 \t 21 \t 5 \t 19 \t 38 \t -243\n", + "7 \t 21 \t 19 \t 1 \t 2 \t -43 \t 275\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 253 \t -1618\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -296 \t 1893\n", + "\t\t\t\t\t 2917 \t -18655\n", + "GCD(39203, 6130) = 1, with coefficients 2917 and -18655 such that 1 = (2917)*39203 + (-18655)*6130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6131 \t 6 \t 2417 \t 1 \t 0\n", + "1 \t 6131 \t 2417 \t 2 \t 1297 \t 0 \t 1\n", + "2 \t 2417 \t 1297 \t 1 \t 1120 \t 1 \t -6\n", + "3 \t 1297 \t 1120 \t 1 \t 177 \t -2 \t 13\n", + "4 \t 1120 \t 177 \t 6 \t 58 \t 3 \t -19\n", + "5 \t 177 \t 58 \t 3 \t 3 \t -5 \t 32\n", + "6 \t 58 \t 3 \t 19 \t 1 \t 33 \t -211\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -104 \t 665\n", + "\t\t\t\t\t 2009 \t -12846\n", + "GCD(39203, 6131) = 1, with coefficients 2009 and -12846 such that 1 = (2009)*39203 + (-12846)*6131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6132 \t 6 \t 2411 \t 1 \t 0\n", + "1 \t 6132 \t 2411 \t 2 \t 1310 \t 0 \t 1\n", + "2 \t 2411 \t 1310 \t 1 \t 1101 \t 1 \t -6\n", + "3 \t 1310 \t 1101 \t 1 \t 209 \t -2 \t 13\n", + "4 \t 1101 \t 209 \t 5 \t 56 \t 3 \t -19\n", + "5 \t 209 \t 56 \t 3 \t 41 \t -5 \t 32\n", + "6 \t 56 \t 41 \t 1 \t 15 \t 28 \t -179\n", + "7 \t 41 \t 15 \t 2 \t 11 \t -89 \t 569\n", + "8 \t 15 \t 11 \t 1 \t 4 \t 117 \t -748\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -323 \t 2065\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 440 \t -2813\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1203 \t 7691\n", + "\t\t\t\t\t 1643 \t -10504\n", + "GCD(39203, 6132) = 1, with coefficients 1643 and -10504 such that 1 = (1643)*39203 + (-10504)*6132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6133 \t 6 \t 2405 \t 1 \t 0\n", + "1 \t 6133 \t 2405 \t 2 \t 1323 \t 0 \t 1\n", + "2 \t 2405 \t 1323 \t 1 \t 1082 \t 1 \t -6\n", + "3 \t 1323 \t 1082 \t 1 \t 241 \t -2 \t 13\n", + "4 \t 1082 \t 241 \t 4 \t 118 \t 3 \t -19\n", + "5 \t 241 \t 118 \t 2 \t 5 \t -5 \t 32\n", + "6 \t 118 \t 5 \t 23 \t 3 \t 23 \t -147\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -51 \t 326\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1196 \t -7645\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1247 \t 7971\n", + "\t\t\t\t\t 2443 \t -15616\n", + "GCD(39203, 6133) = 1, with coefficients 2443 and -15616 such that 1 = (2443)*39203 + (-15616)*6133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6134 \t 6 \t 2399 \t 1 \t 0\n", + "1 \t 6134 \t 2399 \t 2 \t 1336 \t 0 \t 1\n", + "2 \t 2399 \t 1336 \t 1 \t 1063 \t 1 \t -6\n", + "3 \t 1336 \t 1063 \t 1 \t 273 \t -2 \t 13\n", + "4 \t 1063 \t 273 \t 3 \t 244 \t 3 \t -19\n", + "5 \t 273 \t 244 \t 1 \t 29 \t -5 \t 32\n", + "6 \t 244 \t 29 \t 8 \t 12 \t 18 \t -115\n", + "7 \t 29 \t 12 \t 2 \t 5 \t -23 \t 147\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 202 \t -1291\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -427 \t 2729\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1056 \t -6749\n", + "\t\t\t\t\t -2539 \t 16227\n", + "GCD(39203, 6134) = 1, with coefficients -2539 and 16227 such that 1 = (-2539)*39203 + (16227)*6134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6135 \t 6 \t 2393 \t 1 \t 0\n", + "1 \t 6135 \t 2393 \t 2 \t 1349 \t 0 \t 1\n", + "2 \t 2393 \t 1349 \t 1 \t 1044 \t 1 \t -6\n", + "3 \t 1349 \t 1044 \t 1 \t 305 \t -2 \t 13\n", + "4 \t 1044 \t 305 \t 3 \t 129 \t 3 \t -19\n", + "5 \t 305 \t 129 \t 2 \t 47 \t -5 \t 32\n", + "6 \t 129 \t 47 \t 2 \t 35 \t 18 \t -115\n", + "7 \t 47 \t 35 \t 1 \t 12 \t -41 \t 262\n", + "8 \t 35 \t 12 \t 2 \t 11 \t 100 \t -639\n", + "9 \t 12 \t 11 \t 1 \t 1 \t -141 \t 901\n", + "10 \t 11 \t 1 \t 11 \t 0 \t 382 \t -2441\n", + "\t\t\t\t\t -523 \t 3342\n", + "GCD(39203, 6135) = 1, with coefficients -523 and 3342 such that 1 = (-523)*39203 + (3342)*6135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6136 \t 6 \t 2387 \t 1 \t 0\n", + "1 \t 6136 \t 2387 \t 2 \t 1362 \t 0 \t 1\n", + "2 \t 2387 \t 1362 \t 1 \t 1025 \t 1 \t -6\n", + "3 \t 1362 \t 1025 \t 1 \t 337 \t -2 \t 13\n", + "4 \t 1025 \t 337 \t 3 \t 14 \t 3 \t -19\n", + "5 \t 337 \t 14 \t 24 \t 1 \t -5 \t 32\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 18 \t -115\n", + "\t\t\t\t\t -437 \t 2792\n", + "GCD(39203, 6136) = 1, with coefficients -437 and 2792 such that 1 = (-437)*39203 + (2792)*6136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6137 \t 6 \t 2381 \t 1 \t 0\n", + "1 \t 6137 \t 2381 \t 2 \t 1375 \t 0 \t 1\n", + "2 \t 2381 \t 1375 \t 1 \t 1006 \t 1 \t -6\n", + "3 \t 1375 \t 1006 \t 1 \t 369 \t -2 \t 13\n", + "4 \t 1006 \t 369 \t 2 \t 268 \t 3 \t -19\n", + "5 \t 369 \t 268 \t 1 \t 101 \t -5 \t 32\n", + "6 \t 268 \t 101 \t 2 \t 66 \t 13 \t -83\n", + "7 \t 101 \t 66 \t 1 \t 35 \t -18 \t 115\n", + "8 \t 66 \t 35 \t 1 \t 31 \t 49 \t -313\n", + "9 \t 35 \t 31 \t 1 \t 4 \t -67 \t 428\n", + "10 \t 31 \t 4 \t 7 \t 3 \t 116 \t -741\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -183 \t 1169\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1397 \t -8924\n", + "\t\t\t\t\t -1580 \t 10093\n", + "GCD(39203, 6137) = 1, with coefficients -1580 and 10093 such that 1 = (-1580)*39203 + (10093)*6137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6138 \t 6 \t 2375 \t 1 \t 0\n", + "1 \t 6138 \t 2375 \t 2 \t 1388 \t 0 \t 1\n", + "2 \t 2375 \t 1388 \t 1 \t 987 \t 1 \t -6\n", + "3 \t 1388 \t 987 \t 1 \t 401 \t -2 \t 13\n", + "4 \t 987 \t 401 \t 2 \t 185 \t 3 \t -19\n", + "5 \t 401 \t 185 \t 2 \t 31 \t -5 \t 32\n", + "6 \t 185 \t 31 \t 5 \t 30 \t 13 \t -83\n", + "7 \t 31 \t 30 \t 1 \t 1 \t -31 \t 198\n", + "8 \t 30 \t 1 \t 30 \t 0 \t 168 \t -1073\n", + "\t\t\t\t\t -199 \t 1271\n", + "GCD(39203, 6138) = 1, with coefficients -199 and 1271 such that 1 = (-199)*39203 + (1271)*6138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6139 \t 6 \t 2369 \t 1 \t 0\n", + "1 \t 6139 \t 2369 \t 2 \t 1401 \t 0 \t 1\n", + "2 \t 2369 \t 1401 \t 1 \t 968 \t 1 \t -6\n", + "3 \t 1401 \t 968 \t 1 \t 433 \t -2 \t 13\n", + "4 \t 968 \t 433 \t 2 \t 102 \t 3 \t -19\n", + "5 \t 433 \t 102 \t 4 \t 25 \t -5 \t 32\n", + "6 \t 102 \t 25 \t 4 \t 2 \t 13 \t -83\n", + "7 \t 25 \t 2 \t 12 \t 1 \t -57 \t 364\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 241 \t -1539\n", + "\t\t\t\t\t -2949 \t 18832\n", + "GCD(39203, 6139) = 1, with coefficients -2949 and 18832 such that 1 = (-2949)*39203 + (18832)*6139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6140 \t 6 \t 2363 \t 1 \t 0\n", + "1 \t 6140 \t 2363 \t 2 \t 1414 \t 0 \t 1\n", + "2 \t 2363 \t 1414 \t 1 \t 949 \t 1 \t -6\n", + "3 \t 1414 \t 949 \t 1 \t 465 \t -2 \t 13\n", + "4 \t 949 \t 465 \t 2 \t 19 \t 3 \t -19\n", + "5 \t 465 \t 19 \t 24 \t 9 \t -5 \t 32\n", + "6 \t 19 \t 9 \t 2 \t 1 \t 13 \t -83\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -317 \t 2024\n", + "\t\t\t\t\t 647 \t -4131\n", + "GCD(39203, 6140) = 1, with coefficients 647 and -4131 such that 1 = (647)*39203 + (-4131)*6140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6141 \t 6 \t 2357 \t 1 \t 0\n", + "1 \t 6141 \t 2357 \t 2 \t 1427 \t 0 \t 1\n", + "2 \t 2357 \t 1427 \t 1 \t 930 \t 1 \t -6\n", + "3 \t 1427 \t 930 \t 1 \t 497 \t -2 \t 13\n", + "4 \t 930 \t 497 \t 1 \t 433 \t 3 \t -19\n", + "5 \t 497 \t 433 \t 1 \t 64 \t -5 \t 32\n", + "6 \t 433 \t 64 \t 6 \t 49 \t 8 \t -51\n", + "7 \t 64 \t 49 \t 1 \t 15 \t -13 \t 83\n", + "8 \t 49 \t 15 \t 3 \t 4 \t 86 \t -549\n", + "9 \t 15 \t 4 \t 3 \t 3 \t -99 \t 632\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 383 \t -2445\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1248 \t 7967\n", + "\t\t\t\t\t 1631 \t -10412\n", + "GCD(39203, 6141) = 1, with coefficients 1631 and -10412 such that 1 = (1631)*39203 + (-10412)*6141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6142 \t 6 \t 2351 \t 1 \t 0\n", + "1 \t 6142 \t 2351 \t 2 \t 1440 \t 0 \t 1\n", + "2 \t 2351 \t 1440 \t 1 \t 911 \t 1 \t -6\n", + "3 \t 1440 \t 911 \t 1 \t 529 \t -2 \t 13\n", + "4 \t 911 \t 529 \t 1 \t 382 \t 3 \t -19\n", + "5 \t 529 \t 382 \t 1 \t 147 \t -5 \t 32\n", + "6 \t 382 \t 147 \t 2 \t 88 \t 8 \t -51\n", + "7 \t 147 \t 88 \t 1 \t 59 \t -13 \t 83\n", + "8 \t 88 \t 59 \t 1 \t 29 \t 34 \t -217\n", + "9 \t 59 \t 29 \t 2 \t 1 \t -47 \t 300\n", + "10 \t 29 \t 1 \t 29 \t 0 \t 81 \t -517\n", + "\t\t\t\t\t -209 \t 1334\n", + "GCD(39203, 6142) = 1, with coefficients -209 and 1334 such that 1 = (-209)*39203 + (1334)*6142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6143 \t 6 \t 2345 \t 1 \t 0\n", + "1 \t 6143 \t 2345 \t 2 \t 1453 \t 0 \t 1\n", + "2 \t 2345 \t 1453 \t 1 \t 892 \t 1 \t -6\n", + "3 \t 1453 \t 892 \t 1 \t 561 \t -2 \t 13\n", + "4 \t 892 \t 561 \t 1 \t 331 \t 3 \t -19\n", + "5 \t 561 \t 331 \t 1 \t 230 \t -5 \t 32\n", + "6 \t 331 \t 230 \t 1 \t 101 \t 8 \t -51\n", + "7 \t 230 \t 101 \t 2 \t 28 \t -13 \t 83\n", + "8 \t 101 \t 28 \t 3 \t 17 \t 21 \t -134\n", + "9 \t 28 \t 17 \t 1 \t 11 \t -55 \t 351\n", + "10 \t 17 \t 11 \t 1 \t 6 \t 186 \t -1187\n", + "11 \t 11 \t 6 \t 1 \t 5 \t -241 \t 1538\n", + "12 \t 6 \t 5 \t 1 \t 1 \t 427 \t -2725\n", + "13 \t 5 \t 1 \t 5 \t 0 \t -668 \t 4263\n", + "\t\t\t\t\t 1095 \t -6988\n", + "GCD(39203, 6143) = 1, with coefficients 1095 and -6988 such that 1 = (1095)*39203 + (-6988)*6143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6144 \t 6 \t 2339 \t 1 \t 0\n", + "1 \t 6144 \t 2339 \t 2 \t 1466 \t 0 \t 1\n", + "2 \t 2339 \t 1466 \t 1 \t 873 \t 1 \t -6\n", + "3 \t 1466 \t 873 \t 1 \t 593 \t -2 \t 13\n", + "4 \t 873 \t 593 \t 1 \t 280 \t 3 \t -19\n", + "5 \t 593 \t 280 \t 2 \t 33 \t -5 \t 32\n", + "6 \t 280 \t 33 \t 8 \t 16 \t 8 \t -51\n", + "7 \t 33 \t 16 \t 2 \t 1 \t -21 \t 134\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 176 \t -1123\n", + "\t\t\t\t\t -373 \t 2380\n", + "GCD(39203, 6144) = 1, with coefficients -373 and 2380 such that 1 = (-373)*39203 + (2380)*6144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6145 \t 6 \t 2333 \t 1 \t 0\n", + "1 \t 6145 \t 2333 \t 2 \t 1479 \t 0 \t 1\n", + "2 \t 2333 \t 1479 \t 1 \t 854 \t 1 \t -6\n", + "3 \t 1479 \t 854 \t 1 \t 625 \t -2 \t 13\n", + "4 \t 854 \t 625 \t 1 \t 229 \t 3 \t -19\n", + "5 \t 625 \t 229 \t 2 \t 167 \t -5 \t 32\n", + "6 \t 229 \t 167 \t 1 \t 62 \t 8 \t -51\n", + "7 \t 167 \t 62 \t 2 \t 43 \t -21 \t 134\n", + "8 \t 62 \t 43 \t 1 \t 19 \t 29 \t -185\n", + "9 \t 43 \t 19 \t 2 \t 5 \t -79 \t 504\n", + "10 \t 19 \t 5 \t 3 \t 4 \t 108 \t -689\n", + "11 \t 5 \t 4 \t 1 \t 1 \t -295 \t 1882\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 993 \t -6335\n", + "\t\t\t\t\t -1288 \t 8217\n", + "GCD(39203, 6145) = 1, with coefficients -1288 and 8217 such that 1 = (-1288)*39203 + (8217)*6145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6146 \t 6 \t 2327 \t 1 \t 0\n", + "1 \t 6146 \t 2327 \t 2 \t 1492 \t 0 \t 1\n", + "2 \t 2327 \t 1492 \t 1 \t 835 \t 1 \t -6\n", + "3 \t 1492 \t 835 \t 1 \t 657 \t -2 \t 13\n", + "4 \t 835 \t 657 \t 1 \t 178 \t 3 \t -19\n", + "5 \t 657 \t 178 \t 3 \t 123 \t -5 \t 32\n", + "6 \t 178 \t 123 \t 1 \t 55 \t 8 \t -51\n", + "7 \t 123 \t 55 \t 2 \t 13 \t -29 \t 185\n", + "8 \t 55 \t 13 \t 4 \t 3 \t 37 \t -236\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -103 \t 657\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 449 \t -2864\n", + "\t\t\t\t\t -1899 \t 12113\n", + "GCD(39203, 6146) = 1, with coefficients -1899 and 12113 such that 1 = (-1899)*39203 + (12113)*6146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6147 \t 6 \t 2321 \t 1 \t 0\n", + "1 \t 6147 \t 2321 \t 2 \t 1505 \t 0 \t 1\n", + "2 \t 2321 \t 1505 \t 1 \t 816 \t 1 \t -6\n", + "3 \t 1505 \t 816 \t 1 \t 689 \t -2 \t 13\n", + "4 \t 816 \t 689 \t 1 \t 127 \t 3 \t -19\n", + "5 \t 689 \t 127 \t 5 \t 54 \t -5 \t 32\n", + "6 \t 127 \t 54 \t 2 \t 19 \t 8 \t -51\n", + "7 \t 54 \t 19 \t 2 \t 16 \t -45 \t 287\n", + "8 \t 19 \t 16 \t 1 \t 3 \t 98 \t -625\n", + "9 \t 16 \t 3 \t 5 \t 1 \t -241 \t 1537\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 339 \t -2162\n", + "\t\t\t\t\t -1936 \t 12347\n", + "GCD(39203, 6147) = 1, with coefficients -1936 and 12347 such that 1 = (-1936)*39203 + (12347)*6147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6148 \t 6 \t 2315 \t 1 \t 0\n", + "1 \t 6148 \t 2315 \t 2 \t 1518 \t 0 \t 1\n", + "2 \t 2315 \t 1518 \t 1 \t 797 \t 1 \t -6\n", + "3 \t 1518 \t 797 \t 1 \t 721 \t -2 \t 13\n", + "4 \t 797 \t 721 \t 1 \t 76 \t 3 \t -19\n", + "5 \t 721 \t 76 \t 9 \t 37 \t -5 \t 32\n", + "6 \t 76 \t 37 \t 2 \t 2 \t 8 \t -51\n", + "7 \t 37 \t 2 \t 18 \t 1 \t -77 \t 491\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 162 \t -1033\n", + "\t\t\t\t\t -2993 \t 19085\n", + "GCD(39203, 6148) = 1, with coefficients -2993 and 19085 such that 1 = (-2993)*39203 + (19085)*6148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6149 \t 6 \t 2309 \t 1 \t 0\n", + "1 \t 6149 \t 2309 \t 2 \t 1531 \t 0 \t 1\n", + "2 \t 2309 \t 1531 \t 1 \t 778 \t 1 \t -6\n", + "3 \t 1531 \t 778 \t 1 \t 753 \t -2 \t 13\n", + "4 \t 778 \t 753 \t 1 \t 25 \t 3 \t -19\n", + "5 \t 753 \t 25 \t 30 \t 3 \t -5 \t 32\n", + "6 \t 25 \t 3 \t 8 \t 1 \t 8 \t -51\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -245 \t 1562\n", + "\t\t\t\t\t 1968 \t -12547\n", + "GCD(39203, 6149) = 1, with coefficients 1968 and -12547 such that 1 = (1968)*39203 + (-12547)*6149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6150 \t 6 \t 2303 \t 1 \t 0\n", + "1 \t 6150 \t 2303 \t 2 \t 1544 \t 0 \t 1\n", + "2 \t 2303 \t 1544 \t 1 \t 759 \t 1 \t -6\n", + "3 \t 1544 \t 759 \t 2 \t 26 \t -2 \t 13\n", + "4 \t 759 \t 26 \t 29 \t 5 \t 3 \t -19\n", + "5 \t 26 \t 5 \t 5 \t 1 \t -8 \t 51\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 235 \t -1498\n", + "\t\t\t\t\t -1183 \t 7541\n", + "GCD(39203, 6150) = 1, with coefficients -1183 and 7541 such that 1 = (-1183)*39203 + (7541)*6150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6151 \t 6 \t 2297 \t 1 \t 0\n", + "1 \t 6151 \t 2297 \t 2 \t 1557 \t 0 \t 1\n", + "2 \t 2297 \t 1557 \t 1 \t 740 \t 1 \t -6\n", + "3 \t 1557 \t 740 \t 2 \t 77 \t -2 \t 13\n", + "4 \t 740 \t 77 \t 9 \t 47 \t 3 \t -19\n", + "5 \t 77 \t 47 \t 1 \t 30 \t -8 \t 51\n", + "6 \t 47 \t 30 \t 1 \t 17 \t 75 \t -478\n", + "7 \t 30 \t 17 \t 1 \t 13 \t -83 \t 529\n", + "8 \t 17 \t 13 \t 1 \t 4 \t 158 \t -1007\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -241 \t 1536\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 399 \t -2543\n", + "\t\t\t\t\t -1438 \t 9165\n", + "GCD(39203, 6151) = 1, with coefficients -1438 and 9165 such that 1 = (-1438)*39203 + (9165)*6151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6152 \t 6 \t 2291 \t 1 \t 0\n", + "1 \t 6152 \t 2291 \t 2 \t 1570 \t 0 \t 1\n", + "2 \t 2291 \t 1570 \t 1 \t 721 \t 1 \t -6\n", + "3 \t 1570 \t 721 \t 2 \t 128 \t -2 \t 13\n", + "4 \t 721 \t 128 \t 5 \t 81 \t 3 \t -19\n", + "5 \t 128 \t 81 \t 1 \t 47 \t -8 \t 51\n", + "6 \t 81 \t 47 \t 1 \t 34 \t 43 \t -274\n", + "7 \t 47 \t 34 \t 1 \t 13 \t -51 \t 325\n", + "8 \t 34 \t 13 \t 2 \t 8 \t 94 \t -599\n", + "9 \t 13 \t 8 \t 1 \t 5 \t -145 \t 924\n", + "10 \t 8 \t 5 \t 1 \t 3 \t 384 \t -2447\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -529 \t 3371\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 913 \t -5818\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1442 \t 9189\n", + "\t\t\t\t\t 2355 \t -15007\n", + "GCD(39203, 6152) = 1, with coefficients 2355 and -15007 such that 1 = (2355)*39203 + (-15007)*6152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6153 \t 6 \t 2285 \t 1 \t 0\n", + "1 \t 6153 \t 2285 \t 2 \t 1583 \t 0 \t 1\n", + "2 \t 2285 \t 1583 \t 1 \t 702 \t 1 \t -6\n", + "3 \t 1583 \t 702 \t 2 \t 179 \t -2 \t 13\n", + "4 \t 702 \t 179 \t 3 \t 165 \t 3 \t -19\n", + "5 \t 179 \t 165 \t 1 \t 14 \t -8 \t 51\n", + "6 \t 165 \t 14 \t 11 \t 11 \t 27 \t -172\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -35 \t 223\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 412 \t -2625\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -447 \t 2848\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1753 \t -11169\n", + "\t\t\t\t\t -2200 \t 14017\n", + "GCD(39203, 6153) = 1, with coefficients -2200 and 14017 such that 1 = (-2200)*39203 + (14017)*6153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6154 \t 6 \t 2279 \t 1 \t 0\n", + "1 \t 6154 \t 2279 \t 2 \t 1596 \t 0 \t 1\n", + "2 \t 2279 \t 1596 \t 1 \t 683 \t 1 \t -6\n", + "3 \t 1596 \t 683 \t 2 \t 230 \t -2 \t 13\n", + "4 \t 683 \t 230 \t 2 \t 223 \t 3 \t -19\n", + "5 \t 230 \t 223 \t 1 \t 7 \t -8 \t 51\n", + "6 \t 223 \t 7 \t 31 \t 6 \t 19 \t -121\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -27 \t 172\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 856 \t -5453\n", + "\t\t\t\t\t -883 \t 5625\n", + "GCD(39203, 6154) = 1, with coefficients -883 and 5625 such that 1 = (-883)*39203 + (5625)*6154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6155 \t 6 \t 2273 \t 1 \t 0\n", + "1 \t 6155 \t 2273 \t 2 \t 1609 \t 0 \t 1\n", + "2 \t 2273 \t 1609 \t 1 \t 664 \t 1 \t -6\n", + "3 \t 1609 \t 664 \t 2 \t 281 \t -2 \t 13\n", + "4 \t 664 \t 281 \t 2 \t 102 \t 3 \t -19\n", + "5 \t 281 \t 102 \t 2 \t 77 \t -8 \t 51\n", + "6 \t 102 \t 77 \t 1 \t 25 \t 19 \t -121\n", + "7 \t 77 \t 25 \t 3 \t 2 \t -46 \t 293\n", + "8 \t 25 \t 2 \t 12 \t 1 \t 65 \t -414\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -241 \t 1535\n", + "\t\t\t\t\t 2957 \t -18834\n", + "GCD(39203, 6155) = 1, with coefficients 2957 and -18834 such that 1 = (2957)*39203 + (-18834)*6155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6156 \t 6 \t 2267 \t 1 \t 0\n", + "1 \t 6156 \t 2267 \t 2 \t 1622 \t 0 \t 1\n", + "2 \t 2267 \t 1622 \t 1 \t 645 \t 1 \t -6\n", + "3 \t 1622 \t 645 \t 2 \t 332 \t -2 \t 13\n", + "4 \t 645 \t 332 \t 1 \t 313 \t 3 \t -19\n", + "5 \t 332 \t 313 \t 1 \t 19 \t -8 \t 51\n", + "6 \t 313 \t 19 \t 16 \t 9 \t 11 \t -70\n", + "7 \t 19 \t 9 \t 2 \t 1 \t -19 \t 121\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 315 \t -2006\n", + "\t\t\t\t\t -649 \t 4133\n", + "GCD(39203, 6156) = 1, with coefficients -649 and 4133 such that 1 = (-649)*39203 + (4133)*6156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6157 \t 6 \t 2261 \t 1 \t 0\n", + "1 \t 6157 \t 2261 \t 2 \t 1635 \t 0 \t 1\n", + "2 \t 2261 \t 1635 \t 1 \t 626 \t 1 \t -6\n", + "3 \t 1635 \t 626 \t 2 \t 383 \t -2 \t 13\n", + "4 \t 626 \t 383 \t 1 \t 243 \t 3 \t -19\n", + "5 \t 383 \t 243 \t 1 \t 140 \t -8 \t 51\n", + "6 \t 243 \t 140 \t 1 \t 103 \t 11 \t -70\n", + "7 \t 140 \t 103 \t 1 \t 37 \t -19 \t 121\n", + "8 \t 103 \t 37 \t 2 \t 29 \t 30 \t -191\n", + "9 \t 37 \t 29 \t 1 \t 8 \t -49 \t 312\n", + "10 \t 29 \t 8 \t 3 \t 5 \t 128 \t -815\n", + "11 \t 8 \t 5 \t 1 \t 3 \t -177 \t 1127\n", + "12 \t 5 \t 3 \t 1 \t 2 \t 659 \t -4196\n", + "13 \t 3 \t 2 \t 1 \t 1 \t -836 \t 5323\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 1495 \t -9519\n", + "\t\t\t\t\t -2331 \t 14842\n", + "GCD(39203, 6157) = 1, with coefficients -2331 and 14842 such that 1 = (-2331)*39203 + (14842)*6157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6158 \t 6 \t 2255 \t 1 \t 0\n", + "1 \t 6158 \t 2255 \t 2 \t 1648 \t 0 \t 1\n", + "2 \t 2255 \t 1648 \t 1 \t 607 \t 1 \t -6\n", + "3 \t 1648 \t 607 \t 2 \t 434 \t -2 \t 13\n", + "4 \t 607 \t 434 \t 1 \t 173 \t 3 \t -19\n", + "5 \t 434 \t 173 \t 2 \t 88 \t -8 \t 51\n", + "6 \t 173 \t 88 \t 1 \t 85 \t 11 \t -70\n", + "7 \t 88 \t 85 \t 1 \t 3 \t -30 \t 191\n", + "8 \t 85 \t 3 \t 28 \t 1 \t 41 \t -261\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -71 \t 452\n", + "\t\t\t\t\t 2029 \t -12917\n", + "GCD(39203, 6158) = 1, with coefficients 2029 and -12917 such that 1 = (2029)*39203 + (-12917)*6158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6159 \t 6 \t 2249 \t 1 \t 0\n", + "1 \t 6159 \t 2249 \t 2 \t 1661 \t 0 \t 1\n", + "2 \t 2249 \t 1661 \t 1 \t 588 \t 1 \t -6\n", + "3 \t 1661 \t 588 \t 2 \t 485 \t -2 \t 13\n", + "4 \t 588 \t 485 \t 1 \t 103 \t 3 \t -19\n", + "5 \t 485 \t 103 \t 4 \t 73 \t -8 \t 51\n", + "6 \t 103 \t 73 \t 1 \t 30 \t 11 \t -70\n", + "7 \t 73 \t 30 \t 2 \t 13 \t -52 \t 331\n", + "8 \t 30 \t 13 \t 2 \t 4 \t 63 \t -401\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -178 \t 1133\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 419 \t -2667\n", + "\t\t\t\t\t -1435 \t 9134\n", + "GCD(39203, 6159) = 1, with coefficients -1435 and 9134 such that 1 = (-1435)*39203 + (9134)*6159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6160 \t 6 \t 2243 \t 1 \t 0\n", + "1 \t 6160 \t 2243 \t 2 \t 1674 \t 0 \t 1\n", + "2 \t 2243 \t 1674 \t 1 \t 569 \t 1 \t -6\n", + "3 \t 1674 \t 569 \t 2 \t 536 \t -2 \t 13\n", + "4 \t 569 \t 536 \t 1 \t 33 \t 3 \t -19\n", + "5 \t 536 \t 33 \t 16 \t 8 \t -8 \t 51\n", + "6 \t 33 \t 8 \t 4 \t 1 \t 11 \t -70\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -184 \t 1171\n", + "\t\t\t\t\t 747 \t -4754\n", + "GCD(39203, 6160) = 1, with coefficients 747 and -4754 such that 1 = (747)*39203 + (-4754)*6160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6161 \t 6 \t 2237 \t 1 \t 0\n", + "1 \t 6161 \t 2237 \t 2 \t 1687 \t 0 \t 1\n", + "2 \t 2237 \t 1687 \t 1 \t 550 \t 1 \t -6\n", + "3 \t 1687 \t 550 \t 3 \t 37 \t -2 \t 13\n", + "4 \t 550 \t 37 \t 14 \t 32 \t 3 \t -19\n", + "5 \t 37 \t 32 \t 1 \t 5 \t -11 \t 70\n", + "6 \t 32 \t 5 \t 6 \t 2 \t 157 \t -999\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -168 \t 1069\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1165 \t -7413\n", + "\t\t\t\t\t -2498 \t 15895\n", + "GCD(39203, 6161) = 1, with coefficients -2498 and 15895 such that 1 = (-2498)*39203 + (15895)*6161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6162 \t 6 \t 2231 \t 1 \t 0\n", + "1 \t 6162 \t 2231 \t 2 \t 1700 \t 0 \t 1\n", + "2 \t 2231 \t 1700 \t 1 \t 531 \t 1 \t -6\n", + "3 \t 1700 \t 531 \t 3 \t 107 \t -2 \t 13\n", + "4 \t 531 \t 107 \t 4 \t 103 \t 3 \t -19\n", + "5 \t 107 \t 103 \t 1 \t 4 \t -11 \t 70\n", + "6 \t 103 \t 4 \t 25 \t 3 \t 47 \t -299\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -58 \t 369\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1497 \t -9524\n", + "\t\t\t\t\t -1555 \t 9893\n", + "GCD(39203, 6162) = 1, with coefficients -1555 and 9893 such that 1 = (-1555)*39203 + (9893)*6162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6163 \t 6 \t 2225 \t 1 \t 0\n", + "1 \t 6163 \t 2225 \t 2 \t 1713 \t 0 \t 1\n", + "2 \t 2225 \t 1713 \t 1 \t 512 \t 1 \t -6\n", + "3 \t 1713 \t 512 \t 3 \t 177 \t -2 \t 13\n", + "4 \t 512 \t 177 \t 2 \t 158 \t 3 \t -19\n", + "5 \t 177 \t 158 \t 1 \t 19 \t -11 \t 70\n", + "6 \t 158 \t 19 \t 8 \t 6 \t 25 \t -159\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -36 \t 229\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 313 \t -1991\n", + "\t\t\t\t\t -975 \t 6202\n", + "GCD(39203, 6163) = 1, with coefficients -975 and 6202 such that 1 = (-975)*39203 + (6202)*6163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6164 \t 6 \t 2219 \t 1 \t 0\n", + "1 \t 6164 \t 2219 \t 2 \t 1726 \t 0 \t 1\n", + "2 \t 2219 \t 1726 \t 1 \t 493 \t 1 \t -6\n", + "3 \t 1726 \t 493 \t 3 \t 247 \t -2 \t 13\n", + "4 \t 493 \t 247 \t 1 \t 246 \t 3 \t -19\n", + "5 \t 247 \t 246 \t 1 \t 1 \t -11 \t 70\n", + "6 \t 246 \t 1 \t 246 \t 0 \t 14 \t -89\n", + "\t\t\t\t\t -25 \t 159\n", + "GCD(39203, 6164) = 1, with coefficients -25 and 159 such that 1 = (-25)*39203 + (159)*6164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6165 \t 6 \t 2213 \t 1 \t 0\n", + "1 \t 6165 \t 2213 \t 2 \t 1739 \t 0 \t 1\n", + "2 \t 2213 \t 1739 \t 1 \t 474 \t 1 \t -6\n", + "3 \t 1739 \t 474 \t 3 \t 317 \t -2 \t 13\n", + "4 \t 474 \t 317 \t 1 \t 157 \t 3 \t -19\n", + "5 \t 317 \t 157 \t 2 \t 3 \t -11 \t 70\n", + "6 \t 157 \t 3 \t 52 \t 1 \t 14 \t -89\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -39 \t 248\n", + "\t\t\t\t\t 2042 \t -12985\n", + "GCD(39203, 6165) = 1, with coefficients 2042 and -12985 such that 1 = (2042)*39203 + (-12985)*6165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6166 \t 6 \t 2207 \t 1 \t 0\n", + "1 \t 6166 \t 2207 \t 2 \t 1752 \t 0 \t 1\n", + "2 \t 2207 \t 1752 \t 1 \t 455 \t 1 \t -6\n", + "3 \t 1752 \t 455 \t 3 \t 387 \t -2 \t 13\n", + "4 \t 455 \t 387 \t 1 \t 68 \t 3 \t -19\n", + "5 \t 387 \t 68 \t 5 \t 47 \t -11 \t 70\n", + "6 \t 68 \t 47 \t 1 \t 21 \t 14 \t -89\n", + "7 \t 47 \t 21 \t 2 \t 5 \t -81 \t 515\n", + "8 \t 21 \t 5 \t 4 \t 1 \t 95 \t -604\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -271 \t 1723\n", + "\t\t\t\t\t 1179 \t -7496\n", + "GCD(39203, 6166) = 1, with coefficients 1179 and -7496 such that 1 = (1179)*39203 + (-7496)*6166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6167 \t 6 \t 2201 \t 1 \t 0\n", + "1 \t 6167 \t 2201 \t 2 \t 1765 \t 0 \t 1\n", + "2 \t 2201 \t 1765 \t 1 \t 436 \t 1 \t -6\n", + "3 \t 1765 \t 436 \t 4 \t 21 \t -2 \t 13\n", + "4 \t 436 \t 21 \t 20 \t 16 \t 3 \t -19\n", + "5 \t 21 \t 16 \t 1 \t 5 \t -14 \t 89\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 283 \t -1799\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -297 \t 1888\n", + "\t\t\t\t\t 1174 \t -7463\n", + "GCD(39203, 6167) = 1, with coefficients 1174 and -7463 such that 1 = (1174)*39203 + (-7463)*6167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6168 \t 6 \t 2195 \t 1 \t 0\n", + "1 \t 6168 \t 2195 \t 2 \t 1778 \t 0 \t 1\n", + "2 \t 2195 \t 1778 \t 1 \t 417 \t 1 \t -6\n", + "3 \t 1778 \t 417 \t 4 \t 110 \t -2 \t 13\n", + "4 \t 417 \t 110 \t 3 \t 87 \t 3 \t -19\n", + "5 \t 110 \t 87 \t 1 \t 23 \t -14 \t 89\n", + "6 \t 87 \t 23 \t 3 \t 18 \t 45 \t -286\n", + "7 \t 23 \t 18 \t 1 \t 5 \t -59 \t 375\n", + "8 \t 18 \t 5 \t 3 \t 3 \t 222 \t -1411\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -281 \t 1786\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1065 \t -6769\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1346 \t 8555\n", + "\t\t\t\t\t 2411 \t -15324\n", + "GCD(39203, 6168) = 1, with coefficients 2411 and -15324 such that 1 = (2411)*39203 + (-15324)*6168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6169 \t 6 \t 2189 \t 1 \t 0\n", + "1 \t 6169 \t 2189 \t 2 \t 1791 \t 0 \t 1\n", + "2 \t 2189 \t 1791 \t 1 \t 398 \t 1 \t -6\n", + "3 \t 1791 \t 398 \t 4 \t 199 \t -2 \t 13\n", + "4 \t 398 \t 199 \t 2 \t 0 \t 3 \t -19\n", + "\t\t\t\t\t -14 \t 89\n", + "GCD(39203, 6169) = 199, with coefficients -14 and 89 such that 199 = (-14)*39203 + (89)*6169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6170 \t 6 \t 2183 \t 1 \t 0\n", + "1 \t 6170 \t 2183 \t 2 \t 1804 \t 0 \t 1\n", + "2 \t 2183 \t 1804 \t 1 \t 379 \t 1 \t -6\n", + "3 \t 1804 \t 379 \t 4 \t 288 \t -2 \t 13\n", + "4 \t 379 \t 288 \t 1 \t 91 \t 3 \t -19\n", + "5 \t 288 \t 91 \t 3 \t 15 \t -14 \t 89\n", + "6 \t 91 \t 15 \t 6 \t 1 \t 17 \t -108\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -65 \t 413\n", + "\t\t\t\t\t 407 \t -2586\n", + "GCD(39203, 6170) = 1, with coefficients 407 and -2586 such that 1 = (407)*39203 + (-2586)*6170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6171 \t 6 \t 2177 \t 1 \t 0\n", + "1 \t 6171 \t 2177 \t 2 \t 1817 \t 0 \t 1\n", + "2 \t 2177 \t 1817 \t 1 \t 360 \t 1 \t -6\n", + "3 \t 1817 \t 360 \t 5 \t 17 \t -2 \t 13\n", + "4 \t 360 \t 17 \t 21 \t 3 \t 3 \t -19\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -17 \t 108\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 360 \t -2287\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1817 \t 11543\n", + "\t\t\t\t\t 2177 \t -13830\n", + "GCD(39203, 6171) = 1, with coefficients 2177 and -13830 such that 1 = (2177)*39203 + (-13830)*6171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6172 \t 6 \t 2171 \t 1 \t 0\n", + "1 \t 6172 \t 2171 \t 2 \t 1830 \t 0 \t 1\n", + "2 \t 2171 \t 1830 \t 1 \t 341 \t 1 \t -6\n", + "3 \t 1830 \t 341 \t 5 \t 125 \t -2 \t 13\n", + "4 \t 341 \t 125 \t 2 \t 91 \t 3 \t -19\n", + "5 \t 125 \t 91 \t 1 \t 34 \t -17 \t 108\n", + "6 \t 91 \t 34 \t 2 \t 23 \t 37 \t -235\n", + "7 \t 34 \t 23 \t 1 \t 11 \t -54 \t 343\n", + "8 \t 23 \t 11 \t 2 \t 1 \t 145 \t -921\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -199 \t 1264\n", + "\t\t\t\t\t 543 \t -3449\n", + "GCD(39203, 6172) = 1, with coefficients 543 and -3449 such that 1 = (543)*39203 + (-3449)*6172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6173 \t 6 \t 2165 \t 1 \t 0\n", + "1 \t 6173 \t 2165 \t 2 \t 1843 \t 0 \t 1\n", + "2 \t 2165 \t 1843 \t 1 \t 322 \t 1 \t -6\n", + "3 \t 1843 \t 322 \t 5 \t 233 \t -2 \t 13\n", + "4 \t 322 \t 233 \t 1 \t 89 \t 3 \t -19\n", + "5 \t 233 \t 89 \t 2 \t 55 \t -17 \t 108\n", + "6 \t 89 \t 55 \t 1 \t 34 \t 20 \t -127\n", + "7 \t 55 \t 34 \t 1 \t 21 \t -57 \t 362\n", + "8 \t 34 \t 21 \t 1 \t 13 \t 77 \t -489\n", + "9 \t 21 \t 13 \t 1 \t 8 \t -134 \t 851\n", + "10 \t 13 \t 8 \t 1 \t 5 \t 211 \t -1340\n", + "11 \t 8 \t 5 \t 1 \t 3 \t -345 \t 2191\n", + "12 \t 5 \t 3 \t 1 \t 2 \t 556 \t -3531\n", + "13 \t 3 \t 2 \t 1 \t 1 \t -901 \t 5722\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 1457 \t -9253\n", + "\t\t\t\t\t -2358 \t 14975\n", + "GCD(39203, 6173) = 1, with coefficients -2358 and 14975 such that 1 = (-2358)*39203 + (14975)*6173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6174 \t 6 \t 2159 \t 1 \t 0\n", + "1 \t 6174 \t 2159 \t 2 \t 1856 \t 0 \t 1\n", + "2 \t 2159 \t 1856 \t 1 \t 303 \t 1 \t -6\n", + "3 \t 1856 \t 303 \t 6 \t 38 \t -2 \t 13\n", + "4 \t 303 \t 38 \t 7 \t 37 \t 3 \t -19\n", + "5 \t 38 \t 37 \t 1 \t 1 \t -20 \t 127\n", + "6 \t 37 \t 1 \t 37 \t 0 \t 143 \t -908\n", + "\t\t\t\t\t -163 \t 1035\n", + "GCD(39203, 6174) = 1, with coefficients -163 and 1035 such that 1 = (-163)*39203 + (1035)*6174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6175 \t 6 \t 2153 \t 1 \t 0\n", + "1 \t 6175 \t 2153 \t 2 \t 1869 \t 0 \t 1\n", + "2 \t 2153 \t 1869 \t 1 \t 284 \t 1 \t -6\n", + "3 \t 1869 \t 284 \t 6 \t 165 \t -2 \t 13\n", + "4 \t 284 \t 165 \t 1 \t 119 \t 3 \t -19\n", + "5 \t 165 \t 119 \t 1 \t 46 \t -20 \t 127\n", + "6 \t 119 \t 46 \t 2 \t 27 \t 23 \t -146\n", + "7 \t 46 \t 27 \t 1 \t 19 \t -43 \t 273\n", + "8 \t 27 \t 19 \t 1 \t 8 \t 109 \t -692\n", + "9 \t 19 \t 8 \t 2 \t 3 \t -152 \t 965\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 261 \t -1657\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -674 \t 4279\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1609 \t -10215\n", + "\t\t\t\t\t -2283 \t 14494\n", + "GCD(39203, 6175) = 1, with coefficients -2283 and 14494 such that 1 = (-2283)*39203 + (14494)*6175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6176 \t 6 \t 2147 \t 1 \t 0\n", + "1 \t 6176 \t 2147 \t 2 \t 1882 \t 0 \t 1\n", + "2 \t 2147 \t 1882 \t 1 \t 265 \t 1 \t -6\n", + "3 \t 1882 \t 265 \t 7 \t 27 \t -2 \t 13\n", + "4 \t 265 \t 27 \t 9 \t 22 \t 3 \t -19\n", + "5 \t 27 \t 22 \t 1 \t 5 \t -23 \t 146\n", + "6 \t 22 \t 5 \t 4 \t 2 \t 210 \t -1333\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -233 \t 1479\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1142 \t -7249\n", + "\t\t\t\t\t -2517 \t 15977\n", + "GCD(39203, 6176) = 1, with coefficients -2517 and 15977 such that 1 = (-2517)*39203 + (15977)*6176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6177 \t 6 \t 2141 \t 1 \t 0\n", + "1 \t 6177 \t 2141 \t 2 \t 1895 \t 0 \t 1\n", + "2 \t 2141 \t 1895 \t 1 \t 246 \t 1 \t -6\n", + "3 \t 1895 \t 246 \t 7 \t 173 \t -2 \t 13\n", + "4 \t 246 \t 173 \t 1 \t 73 \t 3 \t -19\n", + "5 \t 173 \t 73 \t 2 \t 27 \t -23 \t 146\n", + "6 \t 73 \t 27 \t 2 \t 19 \t 26 \t -165\n", + "7 \t 27 \t 19 \t 1 \t 8 \t -75 \t 476\n", + "8 \t 19 \t 8 \t 2 \t 3 \t 176 \t -1117\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -251 \t 1593\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 678 \t -4303\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1607 \t 10199\n", + "\t\t\t\t\t 2285 \t -14502\n", + "GCD(39203, 6177) = 1, with coefficients 2285 and -14502 such that 1 = (2285)*39203 + (-14502)*6177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6178 \t 6 \t 2135 \t 1 \t 0\n", + "1 \t 6178 \t 2135 \t 2 \t 1908 \t 0 \t 1\n", + "2 \t 2135 \t 1908 \t 1 \t 227 \t 1 \t -6\n", + "3 \t 1908 \t 227 \t 8 \t 92 \t -2 \t 13\n", + "4 \t 227 \t 92 \t 2 \t 43 \t 3 \t -19\n", + "5 \t 92 \t 43 \t 2 \t 6 \t -26 \t 165\n", + "6 \t 43 \t 6 \t 7 \t 1 \t 55 \t -349\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -136 \t 863\n", + "\t\t\t\t\t 1007 \t -6390\n", + "GCD(39203, 6178) = 1, with coefficients 1007 and -6390 such that 1 = (1007)*39203 + (-6390)*6178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6179 \t 6 \t 2129 \t 1 \t 0\n", + "1 \t 6179 \t 2129 \t 2 \t 1921 \t 0 \t 1\n", + "2 \t 2129 \t 1921 \t 1 \t 208 \t 1 \t -6\n", + "3 \t 1921 \t 208 \t 9 \t 49 \t -2 \t 13\n", + "4 \t 208 \t 49 \t 4 \t 12 \t 3 \t -19\n", + "5 \t 49 \t 12 \t 4 \t 1 \t -29 \t 184\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 119 \t -755\n", + "\t\t\t\t\t -505 \t 3204\n", + "GCD(39203, 6179) = 1, with coefficients -505 and 3204 such that 1 = (-505)*39203 + (3204)*6179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6180 \t 6 \t 2123 \t 1 \t 0\n", + "1 \t 6180 \t 2123 \t 2 \t 1934 \t 0 \t 1\n", + "2 \t 2123 \t 1934 \t 1 \t 189 \t 1 \t -6\n", + "3 \t 1934 \t 189 \t 10 \t 44 \t -2 \t 13\n", + "4 \t 189 \t 44 \t 4 \t 13 \t 3 \t -19\n", + "5 \t 44 \t 13 \t 3 \t 5 \t -32 \t 203\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 131 \t -831\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -425 \t 2696\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 981 \t -6223\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1406 \t 8919\n", + "\t\t\t\t\t 2387 \t -15142\n", + "GCD(39203, 6180) = 1, with coefficients 2387 and -15142 such that 1 = (2387)*39203 + (-15142)*6180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6181 \t 6 \t 2117 \t 1 \t 0\n", + "1 \t 6181 \t 2117 \t 2 \t 1947 \t 0 \t 1\n", + "2 \t 2117 \t 1947 \t 1 \t 170 \t 1 \t -6\n", + "3 \t 1947 \t 170 \t 11 \t 77 \t -2 \t 13\n", + "4 \t 170 \t 77 \t 2 \t 16 \t 3 \t -19\n", + "5 \t 77 \t 16 \t 4 \t 13 \t -35 \t 222\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 73 \t -463\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -327 \t 2074\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 400 \t -2537\n", + "\t\t\t\t\t -1927 \t 12222\n", + "GCD(39203, 6181) = 1, with coefficients -1927 and 12222 such that 1 = (-1927)*39203 + (12222)*6181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6182 \t 6 \t 2111 \t 1 \t 0\n", + "1 \t 6182 \t 2111 \t 2 \t 1960 \t 0 \t 1\n", + "2 \t 2111 \t 1960 \t 1 \t 151 \t 1 \t -6\n", + "3 \t 1960 \t 151 \t 12 \t 148 \t -2 \t 13\n", + "4 \t 151 \t 148 \t 1 \t 3 \t 3 \t -19\n", + "5 \t 148 \t 3 \t 49 \t 1 \t -38 \t 241\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 41 \t -260\n", + "\t\t\t\t\t -2047 \t 12981\n", + "GCD(39203, 6182) = 1, with coefficients -2047 and 12981 such that 1 = (-2047)*39203 + (12981)*6182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6183 \t 6 \t 2105 \t 1 \t 0\n", + "1 \t 6183 \t 2105 \t 2 \t 1973 \t 0 \t 1\n", + "2 \t 2105 \t 1973 \t 1 \t 132 \t 1 \t -6\n", + "3 \t 1973 \t 132 \t 14 \t 125 \t -2 \t 13\n", + "4 \t 132 \t 125 \t 1 \t 7 \t 3 \t -19\n", + "5 \t 125 \t 7 \t 17 \t 6 \t -44 \t 279\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 47 \t -298\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -843 \t 5345\n", + "\t\t\t\t\t 890 \t -5643\n", + "GCD(39203, 6183) = 1, with coefficients 890 and -5643 such that 1 = (890)*39203 + (-5643)*6183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6184 \t 6 \t 2099 \t 1 \t 0\n", + "1 \t 6184 \t 2099 \t 2 \t 1986 \t 0 \t 1\n", + "2 \t 2099 \t 1986 \t 1 \t 113 \t 1 \t -6\n", + "3 \t 1986 \t 113 \t 17 \t 65 \t -2 \t 13\n", + "4 \t 113 \t 65 \t 1 \t 48 \t 3 \t -19\n", + "5 \t 65 \t 48 \t 1 \t 17 \t -53 \t 336\n", + "6 \t 48 \t 17 \t 2 \t 14 \t 56 \t -355\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -109 \t 691\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 274 \t -1737\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -383 \t 2428\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1806 \t -11449\n", + "\t\t\t\t\t -2189 \t 13877\n", + "GCD(39203, 6184) = 1, with coefficients -2189 and 13877 such that 1 = (-2189)*39203 + (13877)*6184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6185 \t 6 \t 2093 \t 1 \t 0\n", + "1 \t 6185 \t 2093 \t 2 \t 1999 \t 0 \t 1\n", + "2 \t 2093 \t 1999 \t 1 \t 94 \t 1 \t -6\n", + "3 \t 1999 \t 94 \t 21 \t 25 \t -2 \t 13\n", + "4 \t 94 \t 25 \t 3 \t 19 \t 3 \t -19\n", + "5 \t 25 \t 19 \t 1 \t 6 \t -65 \t 412\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 198 \t -1255\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -263 \t 1667\n", + "\t\t\t\t\t 987 \t -6256\n", + "GCD(39203, 6185) = 1, with coefficients 987 and -6256 such that 1 = (987)*39203 + (-6256)*6185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6186 \t 6 \t 2087 \t 1 \t 0\n", + "1 \t 6186 \t 2087 \t 2 \t 2012 \t 0 \t 1\n", + "2 \t 2087 \t 2012 \t 1 \t 75 \t 1 \t -6\n", + "3 \t 2012 \t 75 \t 26 \t 62 \t -2 \t 13\n", + "4 \t 75 \t 62 \t 1 \t 13 \t 3 \t -19\n", + "5 \t 62 \t 13 \t 4 \t 10 \t -80 \t 507\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 83 \t -526\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -412 \t 2611\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 495 \t -3137\n", + "\t\t\t\t\t -1897 \t 12022\n", + "GCD(39203, 6186) = 1, with coefficients -1897 and 12022 such that 1 = (-1897)*39203 + (12022)*6186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6187 \t 6 \t 2081 \t 1 \t 0\n", + "1 \t 6187 \t 2081 \t 2 \t 2025 \t 0 \t 1\n", + "2 \t 2081 \t 2025 \t 1 \t 56 \t 1 \t -6\n", + "3 \t 2025 \t 56 \t 36 \t 9 \t -2 \t 13\n", + "4 \t 56 \t 9 \t 6 \t 2 \t 3 \t -19\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -110 \t 697\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 663 \t -4201\n", + "\t\t\t\t\t -2762 \t 17501\n", + "GCD(39203, 6187) = 1, with coefficients -2762 and 17501 such that 1 = (-2762)*39203 + (17501)*6187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6188 \t 6 \t 2075 \t 1 \t 0\n", + "1 \t 6188 \t 2075 \t 2 \t 2038 \t 0 \t 1\n", + "2 \t 2075 \t 2038 \t 1 \t 37 \t 1 \t -6\n", + "3 \t 2038 \t 37 \t 55 \t 3 \t -2 \t 13\n", + "4 \t 37 \t 3 \t 12 \t 1 \t 3 \t -19\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -167 \t 1058\n", + "\t\t\t\t\t 2007 \t -12715\n", + "GCD(39203, 6188) = 1, with coefficients 2007 and -12715 such that 1 = (2007)*39203 + (-12715)*6188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6189 \t 6 \t 2069 \t 1 \t 0\n", + "1 \t 6189 \t 2069 \t 2 \t 2051 \t 0 \t 1\n", + "2 \t 2069 \t 2051 \t 1 \t 18 \t 1 \t -6\n", + "3 \t 2051 \t 18 \t 113 \t 17 \t -2 \t 13\n", + "4 \t 18 \t 17 \t 1 \t 1 \t 3 \t -19\n", + "5 \t 17 \t 1 \t 17 \t 0 \t -341 \t 2160\n", + "\t\t\t\t\t 344 \t -2179\n", + "GCD(39203, 6189) = 1, with coefficients 344 and -2179 such that 1 = (344)*39203 + (-2179)*6189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6190 \t 6 \t 2063 \t 1 \t 0\n", + "1 \t 6190 \t 2063 \t 3 \t 1 \t 0 \t 1\n", + "2 \t 2063 \t 1 \t 2063 \t 0 \t 1 \t -6\n", + "\t\t\t\t\t -3 \t 19\n", + "GCD(39203, 6190) = 1, with coefficients -3 and 19 such that 1 = (-3)*39203 + (19)*6190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6191 \t 6 \t 2057 \t 1 \t 0\n", + "1 \t 6191 \t 2057 \t 3 \t 20 \t 0 \t 1\n", + "2 \t 2057 \t 20 \t 102 \t 17 \t 1 \t -6\n", + "3 \t 20 \t 17 \t 1 \t 3 \t -3 \t 19\n", + "4 \t 17 \t 3 \t 5 \t 2 \t 307 \t -1944\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -310 \t 1963\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1857 \t -11759\n", + "\t\t\t\t\t -2167 \t 13722\n", + "GCD(39203, 6191) = 1, with coefficients -2167 and 13722 such that 1 = (-2167)*39203 + (13722)*6191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6192 \t 6 \t 2051 \t 1 \t 0\n", + "1 \t 6192 \t 2051 \t 3 \t 39 \t 0 \t 1\n", + "2 \t 2051 \t 39 \t 52 \t 23 \t 1 \t -6\n", + "3 \t 39 \t 23 \t 1 \t 16 \t -3 \t 19\n", + "4 \t 23 \t 16 \t 1 \t 7 \t 157 \t -994\n", + "5 \t 16 \t 7 \t 2 \t 2 \t -160 \t 1013\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 317 \t -2007\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -794 \t 5027\n", + "\t\t\t\t\t 2699 \t -17088\n", + "GCD(39203, 6192) = 1, with coefficients 2699 and -17088 such that 1 = (2699)*39203 + (-17088)*6192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6193 \t 6 \t 2045 \t 1 \t 0\n", + "1 \t 6193 \t 2045 \t 3 \t 58 \t 0 \t 1\n", + "2 \t 2045 \t 58 \t 35 \t 15 \t 1 \t -6\n", + "3 \t 58 \t 15 \t 3 \t 13 \t -3 \t 19\n", + "4 \t 15 \t 13 \t 1 \t 2 \t 106 \t -671\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -321 \t 2032\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 427 \t -2703\n", + "\t\t\t\t\t -2883 \t 18250\n", + "GCD(39203, 6193) = 1, with coefficients -2883 and 18250 such that 1 = (-2883)*39203 + (18250)*6193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6194 \t 6 \t 2039 \t 1 \t 0\n", + "1 \t 6194 \t 2039 \t 3 \t 77 \t 0 \t 1\n", + "2 \t 2039 \t 77 \t 26 \t 37 \t 1 \t -6\n", + "3 \t 77 \t 37 \t 2 \t 3 \t -3 \t 19\n", + "4 \t 37 \t 3 \t 12 \t 1 \t 79 \t -500\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -161 \t 1019\n", + "\t\t\t\t\t 2011 \t -12728\n", + "GCD(39203, 6194) = 1, with coefficients 2011 and -12728 such that 1 = (2011)*39203 + (-12728)*6194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6195 \t 6 \t 2033 \t 1 \t 0\n", + "1 \t 6195 \t 2033 \t 3 \t 96 \t 0 \t 1\n", + "2 \t 2033 \t 96 \t 21 \t 17 \t 1 \t -6\n", + "3 \t 96 \t 17 \t 5 \t 11 \t -3 \t 19\n", + "4 \t 17 \t 11 \t 1 \t 6 \t 64 \t -405\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -323 \t 2044\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 387 \t -2449\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -710 \t 4493\n", + "\t\t\t\t\t 1097 \t -6942\n", + "GCD(39203, 6195) = 1, with coefficients 1097 and -6942 such that 1 = (1097)*39203 + (-6942)*6195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6196 \t 6 \t 2027 \t 1 \t 0\n", + "1 \t 6196 \t 2027 \t 3 \t 115 \t 0 \t 1\n", + "2 \t 2027 \t 115 \t 17 \t 72 \t 1 \t -6\n", + "3 \t 115 \t 72 \t 1 \t 43 \t -3 \t 19\n", + "4 \t 72 \t 43 \t 1 \t 29 \t 52 \t -329\n", + "5 \t 43 \t 29 \t 1 \t 14 \t -55 \t 348\n", + "6 \t 29 \t 14 \t 2 \t 1 \t 107 \t -677\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -162 \t 1025\n", + "\t\t\t\t\t 431 \t -2727\n", + "GCD(39203, 6196) = 1, with coefficients 431 and -2727 such that 1 = (431)*39203 + (-2727)*6196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6197 \t 6 \t 2021 \t 1 \t 0\n", + "1 \t 6197 \t 2021 \t 3 \t 134 \t 0 \t 1\n", + "2 \t 2021 \t 134 \t 15 \t 11 \t 1 \t -6\n", + "3 \t 134 \t 11 \t 12 \t 2 \t -3 \t 19\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 46 \t -291\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -555 \t 3511\n", + "\t\t\t\t\t 2821 \t -17846\n", + "GCD(39203, 6197) = 1, with coefficients 2821 and -17846 such that 1 = (2821)*39203 + (-17846)*6197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6198 \t 6 \t 2015 \t 1 \t 0\n", + "1 \t 6198 \t 2015 \t 3 \t 153 \t 0 \t 1\n", + "2 \t 2015 \t 153 \t 13 \t 26 \t 1 \t -6\n", + "3 \t 153 \t 26 \t 5 \t 23 \t -3 \t 19\n", + "4 \t 26 \t 23 \t 1 \t 3 \t 40 \t -253\n", + "5 \t 23 \t 3 \t 7 \t 2 \t -203 \t 1284\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 243 \t -1537\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1904 \t 12043\n", + "\t\t\t\t\t 2147 \t -13580\n", + "GCD(39203, 6198) = 1, with coefficients 2147 and -13580 such that 1 = (2147)*39203 + (-13580)*6198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6199 \t 6 \t 2009 \t 1 \t 0\n", + "1 \t 6199 \t 2009 \t 3 \t 172 \t 0 \t 1\n", + "2 \t 2009 \t 172 \t 11 \t 117 \t 1 \t -6\n", + "3 \t 172 \t 117 \t 1 \t 55 \t -3 \t 19\n", + "4 \t 117 \t 55 \t 2 \t 7 \t 34 \t -215\n", + "5 \t 55 \t 7 \t 7 \t 6 \t -37 \t 234\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 108 \t -683\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -793 \t 5015\n", + "\t\t\t\t\t 901 \t -5698\n", + "GCD(39203, 6199) = 1, with coefficients 901 and -5698 such that 1 = (901)*39203 + (-5698)*6199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6200 \t 6 \t 2003 \t 1 \t 0\n", + "1 \t 6200 \t 2003 \t 3 \t 191 \t 0 \t 1\n", + "2 \t 2003 \t 191 \t 10 \t 93 \t 1 \t -6\n", + "3 \t 191 \t 93 \t 2 \t 5 \t -3 \t 19\n", + "4 \t 93 \t 5 \t 18 \t 3 \t 31 \t -196\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -65 \t 411\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1201 \t -7594\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1266 \t 8005\n", + "\t\t\t\t\t 2467 \t -15599\n", + "GCD(39203, 6200) = 1, with coefficients 2467 and -15599 such that 1 = (2467)*39203 + (-15599)*6200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6201 \t 6 \t 1997 \t 1 \t 0\n", + "1 \t 6201 \t 1997 \t 3 \t 210 \t 0 \t 1\n", + "2 \t 1997 \t 210 \t 9 \t 107 \t 1 \t -6\n", + "3 \t 210 \t 107 \t 1 \t 103 \t -3 \t 19\n", + "4 \t 107 \t 103 \t 1 \t 4 \t 28 \t -177\n", + "5 \t 103 \t 4 \t 25 \t 3 \t -31 \t 196\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 59 \t -373\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1506 \t 9521\n", + "\t\t\t\t\t 1565 \t -9894\n", + "GCD(39203, 6201) = 1, with coefficients 1565 and -9894 such that 1 = (1565)*39203 + (-9894)*6201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6202 \t 6 \t 1991 \t 1 \t 0\n", + "1 \t 6202 \t 1991 \t 3 \t 229 \t 0 \t 1\n", + "2 \t 1991 \t 229 \t 8 \t 159 \t 1 \t -6\n", + "3 \t 229 \t 159 \t 1 \t 70 \t -3 \t 19\n", + "4 \t 159 \t 70 \t 2 \t 19 \t 25 \t -158\n", + "5 \t 70 \t 19 \t 3 \t 13 \t -28 \t 177\n", + "6 \t 19 \t 13 \t 1 \t 6 \t 81 \t -512\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -271 \t 1713\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 352 \t -2225\n", + "\t\t\t\t\t -975 \t 6163\n", + "GCD(39203, 6202) = 1, with coefficients -975 and 6163 such that 1 = (-975)*39203 + (6163)*6202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6203 \t 6 \t 1985 \t 1 \t 0\n", + "1 \t 6203 \t 1985 \t 3 \t 248 \t 0 \t 1\n", + "2 \t 1985 \t 248 \t 8 \t 1 \t 1 \t -6\n", + "3 \t 248 \t 1 \t 248 \t 0 \t -3 \t 19\n", + "\t\t\t\t\t 25 \t -158\n", + "GCD(39203, 6203) = 1, with coefficients 25 and -158 such that 1 = (25)*39203 + (-158)*6203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6204 \t 6 \t 1979 \t 1 \t 0\n", + "1 \t 6204 \t 1979 \t 3 \t 267 \t 0 \t 1\n", + "2 \t 1979 \t 267 \t 7 \t 110 \t 1 \t -6\n", + "3 \t 267 \t 110 \t 2 \t 47 \t -3 \t 19\n", + "4 \t 110 \t 47 \t 2 \t 16 \t 22 \t -139\n", + "5 \t 47 \t 16 \t 2 \t 15 \t -47 \t 297\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 116 \t -733\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -279 \t 1763\n", + "\t\t\t\t\t 395 \t -2496\n", + "GCD(39203, 6204) = 1, with coefficients 395 and -2496 such that 1 = (395)*39203 + (-2496)*6204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6205 \t 6 \t 1973 \t 1 \t 0\n", + "1 \t 6205 \t 1973 \t 3 \t 286 \t 0 \t 1\n", + "2 \t 1973 \t 286 \t 6 \t 257 \t 1 \t -6\n", + "3 \t 286 \t 257 \t 1 \t 29 \t -3 \t 19\n", + "4 \t 257 \t 29 \t 8 \t 25 \t 19 \t -120\n", + "5 \t 29 \t 25 \t 1 \t 4 \t -22 \t 139\n", + "6 \t 25 \t 4 \t 6 \t 1 \t 195 \t -1232\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -217 \t 1371\n", + "\t\t\t\t\t 1497 \t -9458\n", + "GCD(39203, 6205) = 1, with coefficients 1497 and -9458 such that 1 = (1497)*39203 + (-9458)*6205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6206 \t 6 \t 1967 \t 1 \t 0\n", + "1 \t 6206 \t 1967 \t 3 \t 305 \t 0 \t 1\n", + "2 \t 1967 \t 305 \t 6 \t 137 \t 1 \t -6\n", + "3 \t 305 \t 137 \t 2 \t 31 \t -3 \t 19\n", + "4 \t 137 \t 31 \t 4 \t 13 \t 19 \t -120\n", + "5 \t 31 \t 13 \t 2 \t 5 \t -41 \t 259\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 183 \t -1156\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -407 \t 2571\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 997 \t -6298\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1404 \t 8869\n", + "\t\t\t\t\t 2401 \t -15167\n", + "GCD(39203, 6206) = 1, with coefficients 2401 and -15167 such that 1 = (2401)*39203 + (-15167)*6206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6207 \t 6 \t 1961 \t 1 \t 0\n", + "1 \t 6207 \t 1961 \t 3 \t 324 \t 0 \t 1\n", + "2 \t 1961 \t 324 \t 6 \t 17 \t 1 \t -6\n", + "3 \t 324 \t 17 \t 19 \t 1 \t -3 \t 19\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 19 \t -120\n", + "\t\t\t\t\t -364 \t 2299\n", + "GCD(39203, 6207) = 1, with coefficients -364 and 2299 such that 1 = (-364)*39203 + (2299)*6207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6208 \t 6 \t 1955 \t 1 \t 0\n", + "1 \t 6208 \t 1955 \t 3 \t 343 \t 0 \t 1\n", + "2 \t 1955 \t 343 \t 5 \t 240 \t 1 \t -6\n", + "3 \t 343 \t 240 \t 1 \t 103 \t -3 \t 19\n", + "4 \t 240 \t 103 \t 2 \t 34 \t 16 \t -101\n", + "5 \t 103 \t 34 \t 3 \t 1 \t -19 \t 120\n", + "6 \t 34 \t 1 \t 34 \t 0 \t 54 \t -341\n", + "\t\t\t\t\t -181 \t 1143\n", + "GCD(39203, 6208) = 1, with coefficients -181 and 1143 such that 1 = (-181)*39203 + (1143)*6208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6209 \t 6 \t 1949 \t 1 \t 0\n", + "1 \t 6209 \t 1949 \t 3 \t 362 \t 0 \t 1\n", + "2 \t 1949 \t 362 \t 5 \t 139 \t 1 \t -6\n", + "3 \t 362 \t 139 \t 2 \t 84 \t -3 \t 19\n", + "4 \t 139 \t 84 \t 1 \t 55 \t 16 \t -101\n", + "5 \t 84 \t 55 \t 1 \t 29 \t -35 \t 221\n", + "6 \t 55 \t 29 \t 1 \t 26 \t 51 \t -322\n", + "7 \t 29 \t 26 \t 1 \t 3 \t -86 \t 543\n", + "8 \t 26 \t 3 \t 8 \t 2 \t 137 \t -865\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -223 \t 1408\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1921 \t -12129\n", + "\t\t\t\t\t -2144 \t 13537\n", + "GCD(39203, 6209) = 1, with coefficients -2144 and 13537 such that 1 = (-2144)*39203 + (13537)*6209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6210 \t 6 \t 1943 \t 1 \t 0\n", + "1 \t 6210 \t 1943 \t 3 \t 381 \t 0 \t 1\n", + "2 \t 1943 \t 381 \t 5 \t 38 \t 1 \t -6\n", + "3 \t 381 \t 38 \t 10 \t 1 \t -3 \t 19\n", + "4 \t 38 \t 1 \t 38 \t 0 \t 16 \t -101\n", + "\t\t\t\t\t -163 \t 1029\n", + "GCD(39203, 6210) = 1, with coefficients -163 and 1029 such that 1 = (-163)*39203 + (1029)*6210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6211 \t 6 \t 1937 \t 1 \t 0\n", + "1 \t 6211 \t 1937 \t 3 \t 400 \t 0 \t 1\n", + "2 \t 1937 \t 400 \t 4 \t 337 \t 1 \t -6\n", + "3 \t 400 \t 337 \t 1 \t 63 \t -3 \t 19\n", + "4 \t 337 \t 63 \t 5 \t 22 \t 13 \t -82\n", + "5 \t 63 \t 22 \t 2 \t 19 \t -16 \t 101\n", + "6 \t 22 \t 19 \t 1 \t 3 \t 93 \t -587\n", + "7 \t 19 \t 3 \t 6 \t 1 \t -202 \t 1275\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 295 \t -1862\n", + "\t\t\t\t\t -1972 \t 12447\n", + "GCD(39203, 6211) = 1, with coefficients -1972 and 12447 such that 1 = (-1972)*39203 + (12447)*6211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6212 \t 6 \t 1931 \t 1 \t 0\n", + "1 \t 6212 \t 1931 \t 3 \t 419 \t 0 \t 1\n", + "2 \t 1931 \t 419 \t 4 \t 255 \t 1 \t -6\n", + "3 \t 419 \t 255 \t 1 \t 164 \t -3 \t 19\n", + "4 \t 255 \t 164 \t 1 \t 91 \t 13 \t -82\n", + "5 \t 164 \t 91 \t 1 \t 73 \t -16 \t 101\n", + "6 \t 91 \t 73 \t 1 \t 18 \t 29 \t -183\n", + "7 \t 73 \t 18 \t 4 \t 1 \t -45 \t 284\n", + "8 \t 18 \t 1 \t 18 \t 0 \t 74 \t -467\n", + "\t\t\t\t\t -341 \t 2152\n", + "GCD(39203, 6212) = 1, with coefficients -341 and 2152 such that 1 = (-341)*39203 + (2152)*6212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6213 \t 6 \t 1925 \t 1 \t 0\n", + "1 \t 6213 \t 1925 \t 3 \t 438 \t 0 \t 1\n", + "2 \t 1925 \t 438 \t 4 \t 173 \t 1 \t -6\n", + "3 \t 438 \t 173 \t 2 \t 92 \t -3 \t 19\n", + "4 \t 173 \t 92 \t 1 \t 81 \t 13 \t -82\n", + "5 \t 92 \t 81 \t 1 \t 11 \t -29 \t 183\n", + "6 \t 81 \t 11 \t 7 \t 4 \t 42 \t -265\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -71 \t 448\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 539 \t -3401\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1149 \t 7250\n", + "\t\t\t\t\t 1688 \t -10651\n", + "GCD(39203, 6213) = 1, with coefficients 1688 and -10651 such that 1 = (1688)*39203 + (-10651)*6213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6214 \t 6 \t 1919 \t 1 \t 0\n", + "1 \t 6214 \t 1919 \t 3 \t 457 \t 0 \t 1\n", + "2 \t 1919 \t 457 \t 4 \t 91 \t 1 \t -6\n", + "3 \t 457 \t 91 \t 5 \t 2 \t -3 \t 19\n", + "4 \t 91 \t 2 \t 45 \t 1 \t 13 \t -82\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -68 \t 429\n", + "\t\t\t\t\t 3073 \t -19387\n", + "GCD(39203, 6214) = 1, with coefficients 3073 and -19387 such that 1 = (3073)*39203 + (-19387)*6214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6215 \t 6 \t 1913 \t 1 \t 0\n", + "1 \t 6215 \t 1913 \t 3 \t 476 \t 0 \t 1\n", + "2 \t 1913 \t 476 \t 4 \t 9 \t 1 \t -6\n", + "3 \t 476 \t 9 \t 52 \t 8 \t -3 \t 19\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 13 \t -82\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -679 \t 4283\n", + "\t\t\t\t\t 692 \t -4365\n", + "GCD(39203, 6215) = 1, with coefficients 692 and -4365 such that 1 = (692)*39203 + (-4365)*6215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6216 \t 6 \t 1907 \t 1 \t 0\n", + "1 \t 6216 \t 1907 \t 3 \t 495 \t 0 \t 1\n", + "2 \t 1907 \t 495 \t 3 \t 422 \t 1 \t -6\n", + "3 \t 495 \t 422 \t 1 \t 73 \t -3 \t 19\n", + "4 \t 422 \t 73 \t 5 \t 57 \t 10 \t -63\n", + "5 \t 73 \t 57 \t 1 \t 16 \t -13 \t 82\n", + "6 \t 57 \t 16 \t 3 \t 9 \t 75 \t -473\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -88 \t 555\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 339 \t -2138\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -427 \t 2693\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 766 \t -4831\n", + "\t\t\t\t\t -2725 \t 17186\n", + "GCD(39203, 6216) = 1, with coefficients -2725 and 17186 such that 1 = (-2725)*39203 + (17186)*6216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6217 \t 6 \t 1901 \t 1 \t 0\n", + "1 \t 6217 \t 1901 \t 3 \t 514 \t 0 \t 1\n", + "2 \t 1901 \t 514 \t 3 \t 359 \t 1 \t -6\n", + "3 \t 514 \t 359 \t 1 \t 155 \t -3 \t 19\n", + "4 \t 359 \t 155 \t 2 \t 49 \t 10 \t -63\n", + "5 \t 155 \t 49 \t 3 \t 8 \t -13 \t 82\n", + "6 \t 49 \t 8 \t 6 \t 1 \t 36 \t -227\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -121 \t 763\n", + "\t\t\t\t\t 762 \t -4805\n", + "GCD(39203, 6217) = 1, with coefficients 762 and -4805 such that 1 = (762)*39203 + (-4805)*6217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6218 \t 6 \t 1895 \t 1 \t 0\n", + "1 \t 6218 \t 1895 \t 3 \t 533 \t 0 \t 1\n", + "2 \t 1895 \t 533 \t 3 \t 296 \t 1 \t -6\n", + "3 \t 533 \t 296 \t 1 \t 237 \t -3 \t 19\n", + "4 \t 296 \t 237 \t 1 \t 59 \t 10 \t -63\n", + "5 \t 237 \t 59 \t 4 \t 1 \t -13 \t 82\n", + "6 \t 59 \t 1 \t 59 \t 0 \t 23 \t -145\n", + "\t\t\t\t\t -105 \t 662\n", + "GCD(39203, 6218) = 1, with coefficients -105 and 662 such that 1 = (-105)*39203 + (662)*6218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6219 \t 6 \t 1889 \t 1 \t 0\n", + "1 \t 6219 \t 1889 \t 3 \t 552 \t 0 \t 1\n", + "2 \t 1889 \t 552 \t 3 \t 233 \t 1 \t -6\n", + "3 \t 552 \t 233 \t 2 \t 86 \t -3 \t 19\n", + "4 \t 233 \t 86 \t 2 \t 61 \t 10 \t -63\n", + "5 \t 86 \t 61 \t 1 \t 25 \t -23 \t 145\n", + "6 \t 61 \t 25 \t 2 \t 11 \t 56 \t -353\n", + "7 \t 25 \t 11 \t 2 \t 3 \t -79 \t 498\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 214 \t -1349\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -507 \t 3196\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1735 \t -10937\n", + "\t\t\t\t\t -2242 \t 14133\n", + "GCD(39203, 6219) = 1, with coefficients -2242 and 14133 such that 1 = (-2242)*39203 + (14133)*6219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6220 \t 6 \t 1883 \t 1 \t 0\n", + "1 \t 6220 \t 1883 \t 3 \t 571 \t 0 \t 1\n", + "2 \t 1883 \t 571 \t 3 \t 170 \t 1 \t -6\n", + "3 \t 571 \t 170 \t 3 \t 61 \t -3 \t 19\n", + "4 \t 170 \t 61 \t 2 \t 48 \t 10 \t -63\n", + "5 \t 61 \t 48 \t 1 \t 13 \t -33 \t 208\n", + "6 \t 48 \t 13 \t 3 \t 9 \t 76 \t -479\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -109 \t 687\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 403 \t -2540\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -512 \t 3227\n", + "\t\t\t\t\t 1427 \t -8994\n", + "GCD(39203, 6220) = 1, with coefficients 1427 and -8994 such that 1 = (1427)*39203 + (-8994)*6220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6221 \t 6 \t 1877 \t 1 \t 0\n", + "1 \t 6221 \t 1877 \t 3 \t 590 \t 0 \t 1\n", + "2 \t 1877 \t 590 \t 3 \t 107 \t 1 \t -6\n", + "3 \t 590 \t 107 \t 5 \t 55 \t -3 \t 19\n", + "4 \t 107 \t 55 \t 1 \t 52 \t 10 \t -63\n", + "5 \t 55 \t 52 \t 1 \t 3 \t -53 \t 334\n", + "6 \t 52 \t 3 \t 17 \t 1 \t 63 \t -397\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -116 \t 731\n", + "\t\t\t\t\t 2035 \t -12824\n", + "GCD(39203, 6221) = 1, with coefficients 2035 and -12824 such that 1 = (2035)*39203 + (-12824)*6221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6222 \t 6 \t 1871 \t 1 \t 0\n", + "1 \t 6222 \t 1871 \t 3 \t 609 \t 0 \t 1\n", + "2 \t 1871 \t 609 \t 3 \t 44 \t 1 \t -6\n", + "3 \t 609 \t 44 \t 13 \t 37 \t -3 \t 19\n", + "4 \t 44 \t 37 \t 1 \t 7 \t 10 \t -63\n", + "5 \t 37 \t 7 \t 5 \t 2 \t -133 \t 838\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 143 \t -901\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -848 \t 5343\n", + "\t\t\t\t\t 2687 \t -16930\n", + "GCD(39203, 6222) = 1, with coefficients 2687 and -16930 such that 1 = (2687)*39203 + (-16930)*6222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6223 \t 6 \t 1865 \t 1 \t 0\n", + "1 \t 6223 \t 1865 \t 3 \t 628 \t 0 \t 1\n", + "2 \t 1865 \t 628 \t 2 \t 609 \t 1 \t -6\n", + "3 \t 628 \t 609 \t 1 \t 19 \t -3 \t 19\n", + "4 \t 609 \t 19 \t 32 \t 1 \t 7 \t -44\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -10 \t 63\n", + "\t\t\t\t\t 327 \t -2060\n", + "GCD(39203, 6223) = 1, with coefficients 327 and -2060 such that 1 = (327)*39203 + (-2060)*6223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6224 \t 6 \t 1859 \t 1 \t 0\n", + "1 \t 6224 \t 1859 \t 3 \t 647 \t 0 \t 1\n", + "2 \t 1859 \t 647 \t 2 \t 565 \t 1 \t -6\n", + "3 \t 647 \t 565 \t 1 \t 82 \t -3 \t 19\n", + "4 \t 565 \t 82 \t 6 \t 73 \t 7 \t -44\n", + "5 \t 82 \t 73 \t 1 \t 9 \t -10 \t 63\n", + "6 \t 73 \t 9 \t 8 \t 1 \t 67 \t -422\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -77 \t 485\n", + "\t\t\t\t\t 683 \t -4302\n", + "GCD(39203, 6224) = 1, with coefficients 683 and -4302 such that 1 = (683)*39203 + (-4302)*6224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6225 \t 6 \t 1853 \t 1 \t 0\n", + "1 \t 6225 \t 1853 \t 3 \t 666 \t 0 \t 1\n", + "2 \t 1853 \t 666 \t 2 \t 521 \t 1 \t -6\n", + "3 \t 666 \t 521 \t 1 \t 145 \t -3 \t 19\n", + "4 \t 521 \t 145 \t 3 \t 86 \t 7 \t -44\n", + "5 \t 145 \t 86 \t 1 \t 59 \t -10 \t 63\n", + "6 \t 86 \t 59 \t 1 \t 27 \t 37 \t -233\n", + "7 \t 59 \t 27 \t 2 \t 5 \t -47 \t 296\n", + "8 \t 27 \t 5 \t 5 \t 2 \t 84 \t -529\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -215 \t 1354\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1159 \t -7299\n", + "\t\t\t\t\t -2533 \t 15952\n", + "GCD(39203, 6225) = 1, with coefficients -2533 and 15952 such that 1 = (-2533)*39203 + (15952)*6225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6226 \t 6 \t 1847 \t 1 \t 0\n", + "1 \t 6226 \t 1847 \t 3 \t 685 \t 0 \t 1\n", + "2 \t 1847 \t 685 \t 2 \t 477 \t 1 \t -6\n", + "3 \t 685 \t 477 \t 1 \t 208 \t -3 \t 19\n", + "4 \t 477 \t 208 \t 2 \t 61 \t 7 \t -44\n", + "5 \t 208 \t 61 \t 3 \t 25 \t -10 \t 63\n", + "6 \t 61 \t 25 \t 2 \t 11 \t 27 \t -170\n", + "7 \t 25 \t 11 \t 2 \t 3 \t -91 \t 573\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 209 \t -1316\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -509 \t 3205\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1736 \t -10931\n", + "\t\t\t\t\t -2245 \t 14136\n", + "GCD(39203, 6226) = 1, with coefficients -2245 and 14136 such that 1 = (-2245)*39203 + (14136)*6226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6227 \t 6 \t 1841 \t 1 \t 0\n", + "1 \t 6227 \t 1841 \t 3 \t 704 \t 0 \t 1\n", + "2 \t 1841 \t 704 \t 2 \t 433 \t 1 \t -6\n", + "3 \t 704 \t 433 \t 1 \t 271 \t -3 \t 19\n", + "4 \t 433 \t 271 \t 1 \t 162 \t 7 \t -44\n", + "5 \t 271 \t 162 \t 1 \t 109 \t -10 \t 63\n", + "6 \t 162 \t 109 \t 1 \t 53 \t 17 \t -107\n", + "7 \t 109 \t 53 \t 2 \t 3 \t -27 \t 170\n", + "8 \t 53 \t 3 \t 17 \t 2 \t 44 \t -277\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -115 \t 724\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1999 \t -12585\n", + "\t\t\t\t\t -2114 \t 13309\n", + "GCD(39203, 6227) = 1, with coefficients -2114 and 13309 such that 1 = (-2114)*39203 + (13309)*6227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6228 \t 6 \t 1835 \t 1 \t 0\n", + "1 \t 6228 \t 1835 \t 3 \t 723 \t 0 \t 1\n", + "2 \t 1835 \t 723 \t 2 \t 389 \t 1 \t -6\n", + "3 \t 723 \t 389 \t 1 \t 334 \t -3 \t 19\n", + "4 \t 389 \t 334 \t 1 \t 55 \t 7 \t -44\n", + "5 \t 334 \t 55 \t 6 \t 4 \t -10 \t 63\n", + "6 \t 55 \t 4 \t 13 \t 3 \t 17 \t -107\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -112 \t 705\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1473 \t -9272\n", + "\t\t\t\t\t -1585 \t 9977\n", + "GCD(39203, 6228) = 1, with coefficients -1585 and 9977 such that 1 = (-1585)*39203 + (9977)*6228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6229 \t 6 \t 1829 \t 1 \t 0\n", + "1 \t 6229 \t 1829 \t 3 \t 742 \t 0 \t 1\n", + "2 \t 1829 \t 742 \t 2 \t 345 \t 1 \t -6\n", + "3 \t 742 \t 345 \t 2 \t 52 \t -3 \t 19\n", + "4 \t 345 \t 52 \t 6 \t 33 \t 7 \t -44\n", + "5 \t 52 \t 33 \t 1 \t 19 \t -17 \t 107\n", + "6 \t 33 \t 19 \t 1 \t 14 \t 109 \t -686\n", + "7 \t 19 \t 14 \t 1 \t 5 \t -126 \t 793\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 235 \t -1479\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -361 \t 2272\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 957 \t -6023\n", + "\t\t\t\t\t -1318 \t 8295\n", + "GCD(39203, 6229) = 1, with coefficients -1318 and 8295 such that 1 = (-1318)*39203 + (8295)*6229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6230 \t 6 \t 1823 \t 1 \t 0\n", + "1 \t 6230 \t 1823 \t 3 \t 761 \t 0 \t 1\n", + "2 \t 1823 \t 761 \t 2 \t 301 \t 1 \t -6\n", + "3 \t 761 \t 301 \t 2 \t 159 \t -3 \t 19\n", + "4 \t 301 \t 159 \t 1 \t 142 \t 7 \t -44\n", + "5 \t 159 \t 142 \t 1 \t 17 \t -17 \t 107\n", + "6 \t 142 \t 17 \t 8 \t 6 \t 24 \t -151\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -41 \t 258\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 352 \t -2215\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -745 \t 4688\n", + "\t\t\t\t\t 1097 \t -6903\n", + "GCD(39203, 6230) = 1, with coefficients 1097 and -6903 such that 1 = (1097)*39203 + (-6903)*6230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6231 \t 6 \t 1817 \t 1 \t 0\n", + "1 \t 6231 \t 1817 \t 3 \t 780 \t 0 \t 1\n", + "2 \t 1817 \t 780 \t 2 \t 257 \t 1 \t -6\n", + "3 \t 780 \t 257 \t 3 \t 9 \t -3 \t 19\n", + "4 \t 257 \t 9 \t 28 \t 5 \t 7 \t -44\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -24 \t 151\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 679 \t -4272\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -703 \t 4423\n", + "\t\t\t\t\t 1382 \t -8695\n", + "GCD(39203, 6231) = 1, with coefficients 1382 and -8695 such that 1 = (1382)*39203 + (-8695)*6231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6232 \t 6 \t 1811 \t 1 \t 0\n", + "1 \t 6232 \t 1811 \t 3 \t 799 \t 0 \t 1\n", + "2 \t 1811 \t 799 \t 2 \t 213 \t 1 \t -6\n", + "3 \t 799 \t 213 \t 3 \t 160 \t -3 \t 19\n", + "4 \t 213 \t 160 \t 1 \t 53 \t 7 \t -44\n", + "5 \t 160 \t 53 \t 3 \t 1 \t -24 \t 151\n", + "6 \t 53 \t 1 \t 53 \t 0 \t 31 \t -195\n", + "\t\t\t\t\t -117 \t 736\n", + "GCD(39203, 6232) = 1, with coefficients -117 and 736 such that 1 = (-117)*39203 + (736)*6232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6233 \t 6 \t 1805 \t 1 \t 0\n", + "1 \t 6233 \t 1805 \t 3 \t 818 \t 0 \t 1\n", + "2 \t 1805 \t 818 \t 2 \t 169 \t 1 \t -6\n", + "3 \t 818 \t 169 \t 4 \t 142 \t -3 \t 19\n", + "4 \t 169 \t 142 \t 1 \t 27 \t 7 \t -44\n", + "5 \t 142 \t 27 \t 5 \t 7 \t -31 \t 195\n", + "6 \t 27 \t 7 \t 3 \t 6 \t 38 \t -239\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -221 \t 1390\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 701 \t -4409\n", + "\t\t\t\t\t -922 \t 5799\n", + "GCD(39203, 6233) = 1, with coefficients -922 and 5799 such that 1 = (-922)*39203 + (5799)*6233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6234 \t 6 \t 1799 \t 1 \t 0\n", + "1 \t 6234 \t 1799 \t 3 \t 837 \t 0 \t 1\n", + "2 \t 1799 \t 837 \t 2 \t 125 \t 1 \t -6\n", + "3 \t 837 \t 125 \t 6 \t 87 \t -3 \t 19\n", + "4 \t 125 \t 87 \t 1 \t 38 \t 7 \t -44\n", + "5 \t 87 \t 38 \t 2 \t 11 \t -45 \t 283\n", + "6 \t 38 \t 11 \t 3 \t 5 \t 52 \t -327\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -149 \t 937\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 499 \t -3138\n", + "\t\t\t\t\t -1147 \t 7213\n", + "GCD(39203, 6234) = 1, with coefficients -1147 and 7213 such that 1 = (-1147)*39203 + (7213)*6234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6235 \t 6 \t 1793 \t 1 \t 0\n", + "1 \t 6235 \t 1793 \t 3 \t 856 \t 0 \t 1\n", + "2 \t 1793 \t 856 \t 2 \t 81 \t 1 \t -6\n", + "3 \t 856 \t 81 \t 10 \t 46 \t -3 \t 19\n", + "4 \t 81 \t 46 \t 1 \t 35 \t 7 \t -44\n", + "5 \t 46 \t 35 \t 1 \t 11 \t -73 \t 459\n", + "6 \t 35 \t 11 \t 3 \t 2 \t 80 \t -503\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -153 \t 962\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 539 \t -3389\n", + "\t\t\t\t\t -2848 \t 17907\n", + "GCD(39203, 6235) = 1, with coefficients -2848 and 17907 such that 1 = (-2848)*39203 + (17907)*6235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6236 \t 6 \t 1787 \t 1 \t 0\n", + "1 \t 6236 \t 1787 \t 3 \t 875 \t 0 \t 1\n", + "2 \t 1787 \t 875 \t 2 \t 37 \t 1 \t -6\n", + "3 \t 875 \t 37 \t 23 \t 24 \t -3 \t 19\n", + "4 \t 37 \t 24 \t 1 \t 13 \t 7 \t -44\n", + "5 \t 24 \t 13 \t 1 \t 11 \t -164 \t 1031\n", + "6 \t 13 \t 11 \t 1 \t 2 \t 171 \t -1075\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -335 \t 2106\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 506 \t -3181\n", + "\t\t\t\t\t -2865 \t 18011\n", + "GCD(39203, 6236) = 1, with coefficients -2865 and 18011 such that 1 = (-2865)*39203 + (18011)*6236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6237 \t 6 \t 1781 \t 1 \t 0\n", + "1 \t 6237 \t 1781 \t 3 \t 894 \t 0 \t 1\n", + "2 \t 1781 \t 894 \t 1 \t 887 \t 1 \t -6\n", + "3 \t 894 \t 887 \t 1 \t 7 \t -3 \t 19\n", + "4 \t 887 \t 7 \t 126 \t 5 \t 4 \t -25\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -7 \t 44\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 886 \t -5569\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -893 \t 5613\n", + "\t\t\t\t\t 2672 \t -16795\n", + "GCD(39203, 6237) = 1, with coefficients 2672 and -16795 such that 1 = (2672)*39203 + (-16795)*6237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6238 \t 6 \t 1775 \t 1 \t 0\n", + "1 \t 6238 \t 1775 \t 3 \t 913 \t 0 \t 1\n", + "2 \t 1775 \t 913 \t 1 \t 862 \t 1 \t -6\n", + "3 \t 913 \t 862 \t 1 \t 51 \t -3 \t 19\n", + "4 \t 862 \t 51 \t 16 \t 46 \t 4 \t -25\n", + "5 \t 51 \t 46 \t 1 \t 5 \t -7 \t 44\n", + "6 \t 46 \t 5 \t 9 \t 1 \t 116 \t -729\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -123 \t 773\n", + "\t\t\t\t\t 1223 \t -7686\n", + "GCD(39203, 6238) = 1, with coefficients 1223 and -7686 such that 1 = (1223)*39203 + (-7686)*6238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6239 \t 6 \t 1769 \t 1 \t 0\n", + "1 \t 6239 \t 1769 \t 3 \t 932 \t 0 \t 1\n", + "2 \t 1769 \t 932 \t 1 \t 837 \t 1 \t -6\n", + "3 \t 932 \t 837 \t 1 \t 95 \t -3 \t 19\n", + "4 \t 837 \t 95 \t 8 \t 77 \t 4 \t -25\n", + "5 \t 95 \t 77 \t 1 \t 18 \t -7 \t 44\n", + "6 \t 77 \t 18 \t 4 \t 5 \t 60 \t -377\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -67 \t 421\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 328 \t -2061\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1051 \t 6604\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1379 \t -8665\n", + "\t\t\t\t\t -2430 \t 15269\n", + "GCD(39203, 6239) = 1, with coefficients -2430 and 15269 such that 1 = (-2430)*39203 + (15269)*6239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6240 \t 6 \t 1763 \t 1 \t 0\n", + "1 \t 6240 \t 1763 \t 3 \t 951 \t 0 \t 1\n", + "2 \t 1763 \t 951 \t 1 \t 812 \t 1 \t -6\n", + "3 \t 951 \t 812 \t 1 \t 139 \t -3 \t 19\n", + "4 \t 812 \t 139 \t 5 \t 117 \t 4 \t -25\n", + "5 \t 139 \t 117 \t 1 \t 22 \t -7 \t 44\n", + "6 \t 117 \t 22 \t 5 \t 7 \t 39 \t -245\n", + "7 \t 22 \t 7 \t 3 \t 1 \t -46 \t 289\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 269 \t -1690\n", + "\t\t\t\t\t -853 \t 5359\n", + "GCD(39203, 6240) = 1, with coefficients -853 and 5359 such that 1 = (-853)*39203 + (5359)*6240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6241 \t 6 \t 1757 \t 1 \t 0\n", + "1 \t 6241 \t 1757 \t 3 \t 970 \t 0 \t 1\n", + "2 \t 1757 \t 970 \t 1 \t 787 \t 1 \t -6\n", + "3 \t 970 \t 787 \t 1 \t 183 \t -3 \t 19\n", + "4 \t 787 \t 183 \t 4 \t 55 \t 4 \t -25\n", + "5 \t 183 \t 55 \t 3 \t 18 \t -7 \t 44\n", + "6 \t 55 \t 18 \t 3 \t 1 \t 32 \t -201\n", + "7 \t 18 \t 1 \t 18 \t 0 \t -103 \t 647\n", + "\t\t\t\t\t 341 \t -2142\n", + "GCD(39203, 6241) = 1, with coefficients 341 and -2142 such that 1 = (341)*39203 + (-2142)*6241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6242 \t 6 \t 1751 \t 1 \t 0\n", + "1 \t 6242 \t 1751 \t 3 \t 989 \t 0 \t 1\n", + "2 \t 1751 \t 989 \t 1 \t 762 \t 1 \t -6\n", + "3 \t 989 \t 762 \t 1 \t 227 \t -3 \t 19\n", + "4 \t 762 \t 227 \t 3 \t 81 \t 4 \t -25\n", + "5 \t 227 \t 81 \t 2 \t 65 \t -7 \t 44\n", + "6 \t 81 \t 65 \t 1 \t 16 \t 25 \t -157\n", + "7 \t 65 \t 16 \t 4 \t 1 \t -57 \t 358\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 82 \t -515\n", + "\t\t\t\t\t -385 \t 2418\n", + "GCD(39203, 6242) = 1, with coefficients -385 and 2418 such that 1 = (-385)*39203 + (2418)*6242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6243 \t 6 \t 1745 \t 1 \t 0\n", + "1 \t 6243 \t 1745 \t 3 \t 1008 \t 0 \t 1\n", + "2 \t 1745 \t 1008 \t 1 \t 737 \t 1 \t -6\n", + "3 \t 1008 \t 737 \t 1 \t 271 \t -3 \t 19\n", + "4 \t 737 \t 271 \t 2 \t 195 \t 4 \t -25\n", + "5 \t 271 \t 195 \t 1 \t 76 \t -7 \t 44\n", + "6 \t 195 \t 76 \t 2 \t 43 \t 18 \t -113\n", + "7 \t 76 \t 43 \t 1 \t 33 \t -25 \t 157\n", + "8 \t 43 \t 33 \t 1 \t 10 \t 68 \t -427\n", + "9 \t 33 \t 10 \t 3 \t 3 \t -93 \t 584\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 161 \t -1011\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -576 \t 3617\n", + "\t\t\t\t\t 1889 \t -11862\n", + "GCD(39203, 6243) = 1, with coefficients 1889 and -11862 such that 1 = (1889)*39203 + (-11862)*6243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6244 \t 6 \t 1739 \t 1 \t 0\n", + "1 \t 6244 \t 1739 \t 3 \t 1027 \t 0 \t 1\n", + "2 \t 1739 \t 1027 \t 1 \t 712 \t 1 \t -6\n", + "3 \t 1027 \t 712 \t 1 \t 315 \t -3 \t 19\n", + "4 \t 712 \t 315 \t 2 \t 82 \t 4 \t -25\n", + "5 \t 315 \t 82 \t 3 \t 69 \t -7 \t 44\n", + "6 \t 82 \t 69 \t 1 \t 13 \t 18 \t -113\n", + "7 \t 69 \t 13 \t 5 \t 4 \t -61 \t 383\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 79 \t -496\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -456 \t 2863\n", + "\t\t\t\t\t 1447 \t -9085\n", + "GCD(39203, 6244) = 1, with coefficients 1447 and -9085 such that 1 = (1447)*39203 + (-9085)*6244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6245 \t 6 \t 1733 \t 1 \t 0\n", + "1 \t 6245 \t 1733 \t 3 \t 1046 \t 0 \t 1\n", + "2 \t 1733 \t 1046 \t 1 \t 687 \t 1 \t -6\n", + "3 \t 1046 \t 687 \t 1 \t 359 \t -3 \t 19\n", + "4 \t 687 \t 359 \t 1 \t 328 \t 4 \t -25\n", + "5 \t 359 \t 328 \t 1 \t 31 \t -7 \t 44\n", + "6 \t 328 \t 31 \t 10 \t 18 \t 11 \t -69\n", + "7 \t 31 \t 18 \t 1 \t 13 \t -18 \t 113\n", + "8 \t 18 \t 13 \t 1 \t 5 \t 191 \t -1199\n", + "9 \t 13 \t 5 \t 2 \t 3 \t -209 \t 1312\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 400 \t -2511\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1009 \t 6334\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1409 \t -8845\n", + "\t\t\t\t\t -2418 \t 15179\n", + "GCD(39203, 6245) = 1, with coefficients -2418 and 15179 such that 1 = (-2418)*39203 + (15179)*6245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6246 \t 6 \t 1727 \t 1 \t 0\n", + "1 \t 6246 \t 1727 \t 3 \t 1065 \t 0 \t 1\n", + "2 \t 1727 \t 1065 \t 1 \t 662 \t 1 \t -6\n", + "3 \t 1065 \t 662 \t 1 \t 403 \t -3 \t 19\n", + "4 \t 662 \t 403 \t 1 \t 259 \t 4 \t -25\n", + "5 \t 403 \t 259 \t 1 \t 144 \t -7 \t 44\n", + "6 \t 259 \t 144 \t 1 \t 115 \t 11 \t -69\n", + "7 \t 144 \t 115 \t 1 \t 29 \t -18 \t 113\n", + "8 \t 115 \t 29 \t 3 \t 28 \t 29 \t -182\n", + "9 \t 29 \t 28 \t 1 \t 1 \t -47 \t 295\n", + "10 \t 28 \t 1 \t 28 \t 0 \t 170 \t -1067\n", + "\t\t\t\t\t -217 \t 1362\n", + "GCD(39203, 6246) = 1, with coefficients -217 and 1362 such that 1 = (-217)*39203 + (1362)*6246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6247 \t 6 \t 1721 \t 1 \t 0\n", + "1 \t 6247 \t 1721 \t 3 \t 1084 \t 0 \t 1\n", + "2 \t 1721 \t 1084 \t 1 \t 637 \t 1 \t -6\n", + "3 \t 1084 \t 637 \t 1 \t 447 \t -3 \t 19\n", + "4 \t 637 \t 447 \t 1 \t 190 \t 4 \t -25\n", + "5 \t 447 \t 190 \t 2 \t 67 \t -7 \t 44\n", + "6 \t 190 \t 67 \t 2 \t 56 \t 11 \t -69\n", + "7 \t 67 \t 56 \t 1 \t 11 \t -29 \t 182\n", + "8 \t 56 \t 11 \t 5 \t 1 \t 69 \t -433\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -98 \t 615\n", + "\t\t\t\t\t 559 \t -3508\n", + "GCD(39203, 6247) = 1, with coefficients 559 and -3508 such that 1 = (559)*39203 + (-3508)*6247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6248 \t 6 \t 1715 \t 1 \t 0\n", + "1 \t 6248 \t 1715 \t 3 \t 1103 \t 0 \t 1\n", + "2 \t 1715 \t 1103 \t 1 \t 612 \t 1 \t -6\n", + "3 \t 1103 \t 612 \t 1 \t 491 \t -3 \t 19\n", + "4 \t 612 \t 491 \t 1 \t 121 \t 4 \t -25\n", + "5 \t 491 \t 121 \t 4 \t 7 \t -7 \t 44\n", + "6 \t 121 \t 7 \t 17 \t 2 \t 11 \t -69\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -51 \t 320\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 878 \t -5509\n", + "\t\t\t\t\t -2685 \t 16847\n", + "GCD(39203, 6248) = 1, with coefficients -2685 and 16847 such that 1 = (-2685)*39203 + (16847)*6248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6249 \t 6 \t 1709 \t 1 \t 0\n", + "1 \t 6249 \t 1709 \t 3 \t 1122 \t 0 \t 1\n", + "2 \t 1709 \t 1122 \t 1 \t 587 \t 1 \t -6\n", + "3 \t 1122 \t 587 \t 1 \t 535 \t -3 \t 19\n", + "4 \t 587 \t 535 \t 1 \t 52 \t 4 \t -25\n", + "5 \t 535 \t 52 \t 10 \t 15 \t -7 \t 44\n", + "6 \t 52 \t 15 \t 3 \t 7 \t 11 \t -69\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -117 \t 734\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 362 \t -2271\n", + "\t\t\t\t\t -841 \t 5276\n", + "GCD(39203, 6249) = 1, with coefficients -841 and 5276 such that 1 = (-841)*39203 + (5276)*6249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6250 \t 6 \t 1703 \t 1 \t 0\n", + "1 \t 6250 \t 1703 \t 3 \t 1141 \t 0 \t 1\n", + "2 \t 1703 \t 1141 \t 1 \t 562 \t 1 \t -6\n", + "3 \t 1141 \t 562 \t 2 \t 17 \t -3 \t 19\n", + "4 \t 562 \t 17 \t 33 \t 1 \t 4 \t -25\n", + "5 \t 17 \t 1 \t 17 \t 0 \t -11 \t 69\n", + "\t\t\t\t\t 367 \t -2302\n", + "GCD(39203, 6250) = 1, with coefficients 367 and -2302 such that 1 = (367)*39203 + (-2302)*6250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6251 \t 6 \t 1697 \t 1 \t 0\n", + "1 \t 6251 \t 1697 \t 3 \t 1160 \t 0 \t 1\n", + "2 \t 1697 \t 1160 \t 1 \t 537 \t 1 \t -6\n", + "3 \t 1160 \t 537 \t 2 \t 86 \t -3 \t 19\n", + "4 \t 537 \t 86 \t 6 \t 21 \t 4 \t -25\n", + "5 \t 86 \t 21 \t 4 \t 2 \t -11 \t 69\n", + "6 \t 21 \t 2 \t 10 \t 1 \t 70 \t -439\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -291 \t 1825\n", + "\t\t\t\t\t 2980 \t -18689\n", + "GCD(39203, 6251) = 1, with coefficients 2980 and -18689 such that 1 = (2980)*39203 + (-18689)*6251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6252 \t 6 \t 1691 \t 1 \t 0\n", + "1 \t 6252 \t 1691 \t 3 \t 1179 \t 0 \t 1\n", + "2 \t 1691 \t 1179 \t 1 \t 512 \t 1 \t -6\n", + "3 \t 1179 \t 512 \t 2 \t 155 \t -3 \t 19\n", + "4 \t 512 \t 155 \t 3 \t 47 \t 4 \t -25\n", + "5 \t 155 \t 47 \t 3 \t 14 \t -11 \t 69\n", + "6 \t 47 \t 14 \t 3 \t 5 \t 37 \t -232\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -122 \t 765\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 403 \t -2527\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -928 \t 5819\n", + "\t\t\t\t\t 1331 \t -8346\n", + "GCD(39203, 6252) = 1, with coefficients 1331 and -8346 such that 1 = (1331)*39203 + (-8346)*6252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6253 \t 6 \t 1685 \t 1 \t 0\n", + "1 \t 6253 \t 1685 \t 3 \t 1198 \t 0 \t 1\n", + "2 \t 1685 \t 1198 \t 1 \t 487 \t 1 \t -6\n", + "3 \t 1198 \t 487 \t 2 \t 224 \t -3 \t 19\n", + "4 \t 487 \t 224 \t 2 \t 39 \t 4 \t -25\n", + "5 \t 224 \t 39 \t 5 \t 29 \t -11 \t 69\n", + "6 \t 39 \t 29 \t 1 \t 10 \t 26 \t -163\n", + "7 \t 29 \t 10 \t 2 \t 9 \t -141 \t 884\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 167 \t -1047\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -475 \t 2978\n", + "\t\t\t\t\t 642 \t -4025\n", + "GCD(39203, 6253) = 1, with coefficients 642 and -4025 such that 1 = (642)*39203 + (-4025)*6253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6254 \t 6 \t 1679 \t 1 \t 0\n", + "1 \t 6254 \t 1679 \t 3 \t 1217 \t 0 \t 1\n", + "2 \t 1679 \t 1217 \t 1 \t 462 \t 1 \t -6\n", + "3 \t 1217 \t 462 \t 2 \t 293 \t -3 \t 19\n", + "4 \t 462 \t 293 \t 1 \t 169 \t 4 \t -25\n", + "5 \t 293 \t 169 \t 1 \t 124 \t -11 \t 69\n", + "6 \t 169 \t 124 \t 1 \t 45 \t 15 \t -94\n", + "7 \t 124 \t 45 \t 2 \t 34 \t -26 \t 163\n", + "8 \t 45 \t 34 \t 1 \t 11 \t 41 \t -257\n", + "9 \t 34 \t 11 \t 3 \t 1 \t -108 \t 677\n", + "10 \t 11 \t 1 \t 11 \t 0 \t 149 \t -934\n", + "\t\t\t\t\t -555 \t 3479\n", + "GCD(39203, 6254) = 1, with coefficients -555 and 3479 such that 1 = (-555)*39203 + (3479)*6254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6255 \t 6 \t 1673 \t 1 \t 0\n", + "1 \t 6255 \t 1673 \t 3 \t 1236 \t 0 \t 1\n", + "2 \t 1673 \t 1236 \t 1 \t 437 \t 1 \t -6\n", + "3 \t 1236 \t 437 \t 2 \t 362 \t -3 \t 19\n", + "4 \t 437 \t 362 \t 1 \t 75 \t 4 \t -25\n", + "5 \t 362 \t 75 \t 4 \t 62 \t -11 \t 69\n", + "6 \t 75 \t 62 \t 1 \t 13 \t 15 \t -94\n", + "7 \t 62 \t 13 \t 4 \t 10 \t -71 \t 445\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 86 \t -539\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -415 \t 2601\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 501 \t -3140\n", + "\t\t\t\t\t -1918 \t 12021\n", + "GCD(39203, 6255) = 1, with coefficients -1918 and 12021 such that 1 = (-1918)*39203 + (12021)*6255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6256 \t 6 \t 1667 \t 1 \t 0\n", + "1 \t 6256 \t 1667 \t 3 \t 1255 \t 0 \t 1\n", + "2 \t 1667 \t 1255 \t 1 \t 412 \t 1 \t -6\n", + "3 \t 1255 \t 412 \t 3 \t 19 \t -3 \t 19\n", + "4 \t 412 \t 19 \t 21 \t 13 \t 4 \t -25\n", + "5 \t 19 \t 13 \t 1 \t 6 \t -15 \t 94\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 319 \t -1999\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -334 \t 2093\n", + "\t\t\t\t\t 987 \t -6185\n", + "GCD(39203, 6256) = 1, with coefficients 987 and -6185 such that 1 = (987)*39203 + (-6185)*6256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6257 \t 6 \t 1661 \t 1 \t 0\n", + "1 \t 6257 \t 1661 \t 3 \t 1274 \t 0 \t 1\n", + "2 \t 1661 \t 1274 \t 1 \t 387 \t 1 \t -6\n", + "3 \t 1274 \t 387 \t 3 \t 113 \t -3 \t 19\n", + "4 \t 387 \t 113 \t 3 \t 48 \t 4 \t -25\n", + "5 \t 113 \t 48 \t 2 \t 17 \t -15 \t 94\n", + "6 \t 48 \t 17 \t 2 \t 14 \t 49 \t -307\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -113 \t 708\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 275 \t -1723\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -388 \t 2431\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1827 \t -11447\n", + "\t\t\t\t\t -2215 \t 13878\n", + "GCD(39203, 6257) = 1, with coefficients -2215 and 13878 such that 1 = (-2215)*39203 + (13878)*6257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6258 \t 6 \t 1655 \t 1 \t 0\n", + "1 \t 6258 \t 1655 \t 3 \t 1293 \t 0 \t 1\n", + "2 \t 1655 \t 1293 \t 1 \t 362 \t 1 \t -6\n", + "3 \t 1293 \t 362 \t 3 \t 207 \t -3 \t 19\n", + "4 \t 362 \t 207 \t 1 \t 155 \t 4 \t -25\n", + "5 \t 207 \t 155 \t 1 \t 52 \t -15 \t 94\n", + "6 \t 155 \t 52 \t 2 \t 51 \t 19 \t -119\n", + "7 \t 52 \t 51 \t 1 \t 1 \t -34 \t 213\n", + "8 \t 51 \t 1 \t 51 \t 0 \t 87 \t -545\n", + "\t\t\t\t\t -121 \t 758\n", + "GCD(39203, 6258) = 1, with coefficients -121 and 758 such that 1 = (-121)*39203 + (758)*6258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6259 \t 6 \t 1649 \t 1 \t 0\n", + "1 \t 6259 \t 1649 \t 3 \t 1312 \t 0 \t 1\n", + "2 \t 1649 \t 1312 \t 1 \t 337 \t 1 \t -6\n", + "3 \t 1312 \t 337 \t 3 \t 301 \t -3 \t 19\n", + "4 \t 337 \t 301 \t 1 \t 36 \t 4 \t -25\n", + "5 \t 301 \t 36 \t 8 \t 13 \t -15 \t 94\n", + "6 \t 36 \t 13 \t 2 \t 10 \t 19 \t -119\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -167 \t 1046\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 353 \t -2211\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -520 \t 3257\n", + "\t\t\t\t\t 1913 \t -11982\n", + "GCD(39203, 6259) = 1, with coefficients 1913 and -11982 such that 1 = (1913)*39203 + (-11982)*6259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6260 \t 6 \t 1643 \t 1 \t 0\n", + "1 \t 6260 \t 1643 \t 3 \t 1331 \t 0 \t 1\n", + "2 \t 1643 \t 1331 \t 1 \t 312 \t 1 \t -6\n", + "3 \t 1331 \t 312 \t 4 \t 83 \t -3 \t 19\n", + "4 \t 312 \t 83 \t 3 \t 63 \t 4 \t -25\n", + "5 \t 83 \t 63 \t 1 \t 20 \t -19 \t 119\n", + "6 \t 63 \t 20 \t 3 \t 3 \t 61 \t -382\n", + "7 \t 20 \t 3 \t 6 \t 2 \t -80 \t 501\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 301 \t -1885\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1886 \t 11811\n", + "\t\t\t\t\t 2187 \t -13696\n", + "GCD(39203, 6260) = 1, with coefficients 2187 and -13696 such that 1 = (2187)*39203 + (-13696)*6260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6261 \t 6 \t 1637 \t 1 \t 0\n", + "1 \t 6261 \t 1637 \t 3 \t 1350 \t 0 \t 1\n", + "2 \t 1637 \t 1350 \t 1 \t 287 \t 1 \t -6\n", + "3 \t 1350 \t 287 \t 4 \t 202 \t -3 \t 19\n", + "4 \t 287 \t 202 \t 1 \t 85 \t 4 \t -25\n", + "5 \t 202 \t 85 \t 2 \t 32 \t -19 \t 119\n", + "6 \t 85 \t 32 \t 2 \t 21 \t 23 \t -144\n", + "7 \t 32 \t 21 \t 1 \t 11 \t -65 \t 407\n", + "8 \t 21 \t 11 \t 1 \t 10 \t 153 \t -958\n", + "9 \t 11 \t 10 \t 1 \t 1 \t -218 \t 1365\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 371 \t -2323\n", + "\t\t\t\t\t -589 \t 3688\n", + "GCD(39203, 6261) = 1, with coefficients -589 and 3688 such that 1 = (-589)*39203 + (3688)*6261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6262 \t 6 \t 1631 \t 1 \t 0\n", + "1 \t 6262 \t 1631 \t 3 \t 1369 \t 0 \t 1\n", + "2 \t 1631 \t 1369 \t 1 \t 262 \t 1 \t -6\n", + "3 \t 1369 \t 262 \t 5 \t 59 \t -3 \t 19\n", + "4 \t 262 \t 59 \t 4 \t 26 \t 4 \t -25\n", + "5 \t 59 \t 26 \t 2 \t 7 \t -23 \t 144\n", + "6 \t 26 \t 7 \t 3 \t 5 \t 96 \t -601\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -215 \t 1346\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 741 \t -4639\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -956 \t 5985\n", + "\t\t\t\t\t 2653 \t -16609\n", + "GCD(39203, 6262) = 1, with coefficients 2653 and -16609 such that 1 = (2653)*39203 + (-16609)*6262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6263 \t 6 \t 1625 \t 1 \t 0\n", + "1 \t 6263 \t 1625 \t 3 \t 1388 \t 0 \t 1\n", + "2 \t 1625 \t 1388 \t 1 \t 237 \t 1 \t -6\n", + "3 \t 1388 \t 237 \t 5 \t 203 \t -3 \t 19\n", + "4 \t 237 \t 203 \t 1 \t 34 \t 4 \t -25\n", + "5 \t 203 \t 34 \t 5 \t 33 \t -23 \t 144\n", + "6 \t 34 \t 33 \t 1 \t 1 \t 27 \t -169\n", + "7 \t 33 \t 1 \t 33 \t 0 \t -158 \t 989\n", + "\t\t\t\t\t 185 \t -1158\n", + "GCD(39203, 6263) = 1, with coefficients 185 and -1158 such that 1 = (185)*39203 + (-1158)*6263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6264 \t 6 \t 1619 \t 1 \t 0\n", + "1 \t 6264 \t 1619 \t 3 \t 1407 \t 0 \t 1\n", + "2 \t 1619 \t 1407 \t 1 \t 212 \t 1 \t -6\n", + "3 \t 1407 \t 212 \t 6 \t 135 \t -3 \t 19\n", + "4 \t 212 \t 135 \t 1 \t 77 \t 4 \t -25\n", + "5 \t 135 \t 77 \t 1 \t 58 \t -27 \t 169\n", + "6 \t 77 \t 58 \t 1 \t 19 \t 31 \t -194\n", + "7 \t 58 \t 19 \t 3 \t 1 \t -58 \t 363\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 89 \t -557\n", + "\t\t\t\t\t -325 \t 2034\n", + "GCD(39203, 6264) = 1, with coefficients -325 and 2034 such that 1 = (-325)*39203 + (2034)*6264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6265 \t 6 \t 1613 \t 1 \t 0\n", + "1 \t 6265 \t 1613 \t 3 \t 1426 \t 0 \t 1\n", + "2 \t 1613 \t 1426 \t 1 \t 187 \t 1 \t -6\n", + "3 \t 1426 \t 187 \t 7 \t 117 \t -3 \t 19\n", + "4 \t 187 \t 117 \t 1 \t 70 \t 4 \t -25\n", + "5 \t 117 \t 70 \t 1 \t 47 \t -31 \t 194\n", + "6 \t 70 \t 47 \t 1 \t 23 \t 35 \t -219\n", + "7 \t 47 \t 23 \t 2 \t 1 \t -66 \t 413\n", + "8 \t 23 \t 1 \t 23 \t 0 \t 101 \t -632\n", + "\t\t\t\t\t -268 \t 1677\n", + "GCD(39203, 6265) = 1, with coefficients -268 and 1677 such that 1 = (-268)*39203 + (1677)*6265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6266 \t 6 \t 1607 \t 1 \t 0\n", + "1 \t 6266 \t 1607 \t 3 \t 1445 \t 0 \t 1\n", + "2 \t 1607 \t 1445 \t 1 \t 162 \t 1 \t -6\n", + "3 \t 1445 \t 162 \t 8 \t 149 \t -3 \t 19\n", + "4 \t 162 \t 149 \t 1 \t 13 \t 4 \t -25\n", + "5 \t 149 \t 13 \t 11 \t 6 \t -35 \t 219\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 39 \t -244\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -464 \t 2903\n", + "\t\t\t\t\t 967 \t -6050\n", + "GCD(39203, 6266) = 1, with coefficients 967 and -6050 such that 1 = (967)*39203 + (-6050)*6266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6267 \t 6 \t 1601 \t 1 \t 0\n", + "1 \t 6267 \t 1601 \t 3 \t 1464 \t 0 \t 1\n", + "2 \t 1601 \t 1464 \t 1 \t 137 \t 1 \t -6\n", + "3 \t 1464 \t 137 \t 10 \t 94 \t -3 \t 19\n", + "4 \t 137 \t 94 \t 1 \t 43 \t 4 \t -25\n", + "5 \t 94 \t 43 \t 2 \t 8 \t -43 \t 269\n", + "6 \t 43 \t 8 \t 5 \t 3 \t 47 \t -294\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -137 \t 857\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 732 \t -4579\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1601 \t 10015\n", + "\t\t\t\t\t 2333 \t -14594\n", + "GCD(39203, 6267) = 1, with coefficients 2333 and -14594 such that 1 = (2333)*39203 + (-14594)*6267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6268 \t 6 \t 1595 \t 1 \t 0\n", + "1 \t 6268 \t 1595 \t 3 \t 1483 \t 0 \t 1\n", + "2 \t 1595 \t 1483 \t 1 \t 112 \t 1 \t -6\n", + "3 \t 1483 \t 112 \t 13 \t 27 \t -3 \t 19\n", + "4 \t 112 \t 27 \t 4 \t 4 \t 4 \t -25\n", + "5 \t 27 \t 4 \t 6 \t 3 \t -55 \t 344\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 224 \t -1401\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1399 \t 8750\n", + "\t\t\t\t\t 1623 \t -10151\n", + "GCD(39203, 6268) = 1, with coefficients 1623 and -10151 such that 1 = (1623)*39203 + (-10151)*6268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6269 \t 6 \t 1589 \t 1 \t 0\n", + "1 \t 6269 \t 1589 \t 3 \t 1502 \t 0 \t 1\n", + "2 \t 1589 \t 1502 \t 1 \t 87 \t 1 \t -6\n", + "3 \t 1502 \t 87 \t 17 \t 23 \t -3 \t 19\n", + "4 \t 87 \t 23 \t 3 \t 18 \t 4 \t -25\n", + "5 \t 23 \t 18 \t 1 \t 5 \t -71 \t 444\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 217 \t -1357\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -288 \t 1801\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1081 \t -6760\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1369 \t 8561\n", + "\t\t\t\t\t 2450 \t -15321\n", + "GCD(39203, 6269) = 1, with coefficients 2450 and -15321 such that 1 = (2450)*39203 + (-15321)*6269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6270 \t 6 \t 1583 \t 1 \t 0\n", + "1 \t 6270 \t 1583 \t 3 \t 1521 \t 0 \t 1\n", + "2 \t 1583 \t 1521 \t 1 \t 62 \t 1 \t -6\n", + "3 \t 1521 \t 62 \t 24 \t 33 \t -3 \t 19\n", + "4 \t 62 \t 33 \t 1 \t 29 \t 4 \t -25\n", + "5 \t 33 \t 29 \t 1 \t 4 \t -99 \t 619\n", + "6 \t 29 \t 4 \t 7 \t 1 \t 103 \t -644\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -202 \t 1263\n", + "\t\t\t\t\t 1517 \t -9485\n", + "GCD(39203, 6270) = 1, with coefficients 1517 and -9485 such that 1 = (1517)*39203 + (-9485)*6270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6271 \t 6 \t 1577 \t 1 \t 0\n", + "1 \t 6271 \t 1577 \t 3 \t 1540 \t 0 \t 1\n", + "2 \t 1577 \t 1540 \t 1 \t 37 \t 1 \t -6\n", + "3 \t 1540 \t 37 \t 41 \t 23 \t -3 \t 19\n", + "4 \t 37 \t 23 \t 1 \t 14 \t 4 \t -25\n", + "5 \t 23 \t 14 \t 1 \t 9 \t -167 \t 1044\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 171 \t -1069\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -338 \t 2113\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 509 \t -3182\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -847 \t 5295\n", + "\t\t\t\t\t 1356 \t -8477\n", + "GCD(39203, 6271) = 1, with coefficients 1356 and -8477 such that 1 = (1356)*39203 + (-8477)*6271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6272 \t 6 \t 1571 \t 1 \t 0\n", + "1 \t 6272 \t 1571 \t 3 \t 1559 \t 0 \t 1\n", + "2 \t 1571 \t 1559 \t 1 \t 12 \t 1 \t -6\n", + "3 \t 1559 \t 12 \t 129 \t 11 \t -3 \t 19\n", + "4 \t 12 \t 11 \t 1 \t 1 \t 4 \t -25\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -519 \t 3244\n", + "\t\t\t\t\t 523 \t -3269\n", + "GCD(39203, 6272) = 1, with coefficients 523 and -3269 such that 1 = (523)*39203 + (-3269)*6272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6273 \t 6 \t 1565 \t 1 \t 0\n", + "1 \t 6273 \t 1565 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 1565 \t 13 \t 120 \t 5 \t 1 \t -6\n", + "3 \t 13 \t 5 \t 2 \t 3 \t -4 \t 25\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 481 \t -3006\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -966 \t 6037\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1447 \t -9043\n", + "\t\t\t\t\t -2413 \t 15080\n", + "GCD(39203, 6273) = 1, with coefficients -2413 and 15080 such that 1 = (-2413)*39203 + (15080)*6273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6274 \t 6 \t 1559 \t 1 \t 0\n", + "1 \t 6274 \t 1559 \t 4 \t 38 \t 0 \t 1\n", + "2 \t 1559 \t 38 \t 41 \t 1 \t 1 \t -6\n", + "3 \t 38 \t 1 \t 38 \t 0 \t -4 \t 25\n", + "\t\t\t\t\t 165 \t -1031\n", + "GCD(39203, 6274) = 1, with coefficients 165 and -1031 such that 1 = (165)*39203 + (-1031)*6274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6275 \t 6 \t 1553 \t 1 \t 0\n", + "1 \t 6275 \t 1553 \t 4 \t 63 \t 0 \t 1\n", + "2 \t 1553 \t 63 \t 24 \t 41 \t 1 \t -6\n", + "3 \t 63 \t 41 \t 1 \t 22 \t -4 \t 25\n", + "4 \t 41 \t 22 \t 1 \t 19 \t 97 \t -606\n", + "5 \t 22 \t 19 \t 1 \t 3 \t -101 \t 631\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 198 \t -1237\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -299 \t 1868\n", + "\t\t\t\t\t 1992 \t -12445\n", + "GCD(39203, 6275) = 1, with coefficients 1992 and -12445 such that 1 = (1992)*39203 + (-12445)*6275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6276 \t 6 \t 1547 \t 1 \t 0\n", + "1 \t 6276 \t 1547 \t 4 \t 88 \t 0 \t 1\n", + "2 \t 1547 \t 88 \t 17 \t 51 \t 1 \t -6\n", + "3 \t 88 \t 51 \t 1 \t 37 \t -4 \t 25\n", + "4 \t 51 \t 37 \t 1 \t 14 \t 69 \t -431\n", + "5 \t 37 \t 14 \t 2 \t 9 \t -73 \t 456\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 142 \t -887\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -357 \t 2230\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 499 \t -3117\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -856 \t 5347\n", + "\t\t\t\t\t 1355 \t -8464\n", + "GCD(39203, 6276) = 1, with coefficients 1355 and -8464 such that 1 = (1355)*39203 + (-8464)*6276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6277 \t 6 \t 1541 \t 1 \t 0\n", + "1 \t 6277 \t 1541 \t 4 \t 113 \t 0 \t 1\n", + "2 \t 1541 \t 113 \t 13 \t 72 \t 1 \t -6\n", + "3 \t 113 \t 72 \t 1 \t 41 \t -4 \t 25\n", + "4 \t 72 \t 41 \t 1 \t 31 \t 53 \t -331\n", + "5 \t 41 \t 31 \t 1 \t 10 \t -57 \t 356\n", + "6 \t 31 \t 10 \t 3 \t 1 \t 110 \t -687\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -167 \t 1043\n", + "\t\t\t\t\t 611 \t -3816\n", + "GCD(39203, 6277) = 1, with coefficients 611 and -3816 such that 1 = (611)*39203 + (-3816)*6277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6278 \t 6 \t 1535 \t 1 \t 0\n", + "1 \t 6278 \t 1535 \t 4 \t 138 \t 0 \t 1\n", + "2 \t 1535 \t 138 \t 11 \t 17 \t 1 \t -6\n", + "3 \t 138 \t 17 \t 8 \t 2 \t -4 \t 25\n", + "4 \t 17 \t 2 \t 8 \t 1 \t 45 \t -281\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -364 \t 2273\n", + "\t\t\t\t\t 2957 \t -18465\n", + "GCD(39203, 6278) = 1, with coefficients 2957 and -18465 such that 1 = (2957)*39203 + (-18465)*6278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6279 \t 6 \t 1529 \t 1 \t 0\n", + "1 \t 6279 \t 1529 \t 4 \t 163 \t 0 \t 1\n", + "2 \t 1529 \t 163 \t 9 \t 62 \t 1 \t -6\n", + "3 \t 163 \t 62 \t 2 \t 39 \t -4 \t 25\n", + "4 \t 62 \t 39 \t 1 \t 23 \t 37 \t -231\n", + "5 \t 39 \t 23 \t 1 \t 16 \t -78 \t 487\n", + "6 \t 23 \t 16 \t 1 \t 7 \t 115 \t -718\n", + "7 \t 16 \t 7 \t 2 \t 2 \t -193 \t 1205\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 308 \t -1923\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -809 \t 5051\n", + "\t\t\t\t\t 2735 \t -17076\n", + "GCD(39203, 6279) = 1, with coefficients 2735 and -17076 such that 1 = (2735)*39203 + (-17076)*6279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6280 \t 6 \t 1523 \t 1 \t 0\n", + "1 \t 6280 \t 1523 \t 4 \t 188 \t 0 \t 1\n", + "2 \t 1523 \t 188 \t 8 \t 19 \t 1 \t -6\n", + "3 \t 188 \t 19 \t 9 \t 17 \t -4 \t 25\n", + "4 \t 19 \t 17 \t 1 \t 2 \t 33 \t -206\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -301 \t 1879\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 334 \t -2085\n", + "\t\t\t\t\t -2973 \t 18559\n", + "GCD(39203, 6280) = 1, with coefficients -2973 and 18559 such that 1 = (-2973)*39203 + (18559)*6280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6281 \t 6 \t 1517 \t 1 \t 0\n", + "1 \t 6281 \t 1517 \t 4 \t 213 \t 0 \t 1\n", + "2 \t 1517 \t 213 \t 7 \t 26 \t 1 \t -6\n", + "3 \t 213 \t 26 \t 8 \t 5 \t -4 \t 25\n", + "4 \t 26 \t 5 \t 5 \t 1 \t 29 \t -181\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -236 \t 1473\n", + "\t\t\t\t\t 1209 \t -7546\n", + "GCD(39203, 6281) = 1, with coefficients 1209 and -7546 such that 1 = (1209)*39203 + (-7546)*6281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6282 \t 6 \t 1511 \t 1 \t 0\n", + "1 \t 6282 \t 1511 \t 4 \t 238 \t 0 \t 1\n", + "2 \t 1511 \t 238 \t 6 \t 83 \t 1 \t -6\n", + "3 \t 238 \t 83 \t 2 \t 72 \t -4 \t 25\n", + "4 \t 83 \t 72 \t 1 \t 11 \t 25 \t -156\n", + "5 \t 72 \t 11 \t 6 \t 6 \t -54 \t 337\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 79 \t -493\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -528 \t 3295\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 607 \t -3788\n", + "\t\t\t\t\t -1135 \t 7083\n", + "GCD(39203, 6282) = 1, with coefficients -1135 and 7083 such that 1 = (-1135)*39203 + (7083)*6282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6283 \t 6 \t 1505 \t 1 \t 0\n", + "1 \t 6283 \t 1505 \t 4 \t 263 \t 0 \t 1\n", + "2 \t 1505 \t 263 \t 5 \t 190 \t 1 \t -6\n", + "3 \t 263 \t 190 \t 1 \t 73 \t -4 \t 25\n", + "4 \t 190 \t 73 \t 2 \t 44 \t 21 \t -131\n", + "5 \t 73 \t 44 \t 1 \t 29 \t -25 \t 156\n", + "6 \t 44 \t 29 \t 1 \t 15 \t 71 \t -443\n", + "7 \t 29 \t 15 \t 1 \t 14 \t -96 \t 599\n", + "8 \t 15 \t 14 \t 1 \t 1 \t 167 \t -1042\n", + "9 \t 14 \t 1 \t 14 \t 0 \t -263 \t 1641\n", + "\t\t\t\t\t 430 \t -2683\n", + "GCD(39203, 6283) = 1, with coefficients 430 and -2683 such that 1 = (430)*39203 + (-2683)*6283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6284 \t 6 \t 1499 \t 1 \t 0\n", + "1 \t 6284 \t 1499 \t 4 \t 288 \t 0 \t 1\n", + "2 \t 1499 \t 288 \t 5 \t 59 \t 1 \t -6\n", + "3 \t 288 \t 59 \t 4 \t 52 \t -4 \t 25\n", + "4 \t 59 \t 52 \t 1 \t 7 \t 21 \t -131\n", + "5 \t 52 \t 7 \t 7 \t 3 \t -88 \t 549\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 109 \t -680\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -851 \t 5309\n", + "\t\t\t\t\t 1811 \t -11298\n", + "GCD(39203, 6284) = 1, with coefficients 1811 and -11298 such that 1 = (1811)*39203 + (-11298)*6284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6285 \t 6 \t 1493 \t 1 \t 0\n", + "1 \t 6285 \t 1493 \t 4 \t 313 \t 0 \t 1\n", + "2 \t 1493 \t 313 \t 4 \t 241 \t 1 \t -6\n", + "3 \t 313 \t 241 \t 1 \t 72 \t -4 \t 25\n", + "4 \t 241 \t 72 \t 3 \t 25 \t 17 \t -106\n", + "5 \t 72 \t 25 \t 2 \t 22 \t -21 \t 131\n", + "6 \t 25 \t 22 \t 1 \t 3 \t 80 \t -499\n", + "7 \t 22 \t 3 \t 7 \t 1 \t -181 \t 1129\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 261 \t -1628\n", + "\t\t\t\t\t -2008 \t 12525\n", + "GCD(39203, 6285) = 1, with coefficients -2008 and 12525 such that 1 = (-2008)*39203 + (12525)*6285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6286 \t 6 \t 1487 \t 1 \t 0\n", + "1 \t 6286 \t 1487 \t 4 \t 338 \t 0 \t 1\n", + "2 \t 1487 \t 338 \t 4 \t 135 \t 1 \t -6\n", + "3 \t 338 \t 135 \t 2 \t 68 \t -4 \t 25\n", + "4 \t 135 \t 68 \t 1 \t 67 \t 17 \t -106\n", + "5 \t 68 \t 67 \t 1 \t 1 \t -38 \t 237\n", + "6 \t 67 \t 1 \t 67 \t 0 \t 55 \t -343\n", + "\t\t\t\t\t -93 \t 580\n", + "GCD(39203, 6286) = 1, with coefficients -93 and 580 such that 1 = (-93)*39203 + (580)*6286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6287 \t 6 \t 1481 \t 1 \t 0\n", + "1 \t 6287 \t 1481 \t 4 \t 363 \t 0 \t 1\n", + "2 \t 1481 \t 363 \t 4 \t 29 \t 1 \t -6\n", + "3 \t 363 \t 29 \t 12 \t 15 \t -4 \t 25\n", + "4 \t 29 \t 15 \t 1 \t 14 \t 17 \t -106\n", + "5 \t 15 \t 14 \t 1 \t 1 \t -208 \t 1297\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 225 \t -1403\n", + "\t\t\t\t\t -433 \t 2700\n", + "GCD(39203, 6287) = 1, with coefficients -433 and 2700 such that 1 = (-433)*39203 + (2700)*6287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6288 \t 6 \t 1475 \t 1 \t 0\n", + "1 \t 6288 \t 1475 \t 4 \t 388 \t 0 \t 1\n", + "2 \t 1475 \t 388 \t 3 \t 311 \t 1 \t -6\n", + "3 \t 388 \t 311 \t 1 \t 77 \t -4 \t 25\n", + "4 \t 311 \t 77 \t 4 \t 3 \t 13 \t -81\n", + "5 \t 77 \t 3 \t 25 \t 2 \t -17 \t 106\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 81 \t -505\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2042 \t 12731\n", + "\t\t\t\t\t 2123 \t -13236\n", + "GCD(39203, 6288) = 1, with coefficients 2123 and -13236 such that 1 = (2123)*39203 + (-13236)*6288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6289 \t 6 \t 1469 \t 1 \t 0\n", + "1 \t 6289 \t 1469 \t 4 \t 413 \t 0 \t 1\n", + "2 \t 1469 \t 413 \t 3 \t 230 \t 1 \t -6\n", + "3 \t 413 \t 230 \t 1 \t 183 \t -4 \t 25\n", + "4 \t 230 \t 183 \t 1 \t 47 \t 13 \t -81\n", + "5 \t 183 \t 47 \t 3 \t 42 \t -17 \t 106\n", + "6 \t 47 \t 42 \t 1 \t 5 \t 30 \t -187\n", + "7 \t 42 \t 5 \t 8 \t 2 \t -107 \t 667\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 137 \t -854\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1203 \t 7499\n", + "\t\t\t\t\t 2543 \t -15852\n", + "GCD(39203, 6289) = 1, with coefficients 2543 and -15852 such that 1 = (2543)*39203 + (-15852)*6289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6290 \t 6 \t 1463 \t 1 \t 0\n", + "1 \t 6290 \t 1463 \t 4 \t 438 \t 0 \t 1\n", + "2 \t 1463 \t 438 \t 3 \t 149 \t 1 \t -6\n", + "3 \t 438 \t 149 \t 2 \t 140 \t -4 \t 25\n", + "4 \t 149 \t 140 \t 1 \t 9 \t 13 \t -81\n", + "5 \t 140 \t 9 \t 15 \t 5 \t -30 \t 187\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 43 \t -268\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -675 \t 4207\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 718 \t -4475\n", + "\t\t\t\t\t -1393 \t 8682\n", + "GCD(39203, 6290) = 1, with coefficients -1393 and 8682 such that 1 = (-1393)*39203 + (8682)*6290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6291 \t 6 \t 1457 \t 1 \t 0\n", + "1 \t 6291 \t 1457 \t 4 \t 463 \t 0 \t 1\n", + "2 \t 1457 \t 463 \t 3 \t 68 \t 1 \t -6\n", + "3 \t 463 \t 68 \t 6 \t 55 \t -4 \t 25\n", + "4 \t 68 \t 55 \t 1 \t 13 \t 13 \t -81\n", + "5 \t 55 \t 13 \t 4 \t 3 \t -82 \t 511\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 95 \t -592\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -462 \t 2879\n", + "\t\t\t\t\t 1943 \t -12108\n", + "GCD(39203, 6291) = 1, with coefficients 1943 and -12108 such that 1 = (1943)*39203 + (-12108)*6291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6292 \t 6 \t 1451 \t 1 \t 0\n", + "1 \t 6292 \t 1451 \t 4 \t 488 \t 0 \t 1\n", + "2 \t 1451 \t 488 \t 2 \t 475 \t 1 \t -6\n", + "3 \t 488 \t 475 \t 1 \t 13 \t -4 \t 25\n", + "4 \t 475 \t 13 \t 36 \t 7 \t 9 \t -56\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -13 \t 81\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 477 \t -2972\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -490 \t 3053\n", + "\t\t\t\t\t 967 \t -6025\n", + "GCD(39203, 6292) = 1, with coefficients 967 and -6025 such that 1 = (967)*39203 + (-6025)*6292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6293 \t 6 \t 1445 \t 1 \t 0\n", + "1 \t 6293 \t 1445 \t 4 \t 513 \t 0 \t 1\n", + "2 \t 1445 \t 513 \t 2 \t 419 \t 1 \t -6\n", + "3 \t 513 \t 419 \t 1 \t 94 \t -4 \t 25\n", + "4 \t 419 \t 94 \t 4 \t 43 \t 9 \t -56\n", + "5 \t 94 \t 43 \t 2 \t 8 \t -13 \t 81\n", + "6 \t 43 \t 8 \t 5 \t 3 \t 61 \t -380\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -135 \t 841\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 736 \t -4585\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1607 \t 10011\n", + "\t\t\t\t\t 2343 \t -14596\n", + "GCD(39203, 6293) = 1, with coefficients 2343 and -14596 such that 1 = (2343)*39203 + (-14596)*6293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6294 \t 6 \t 1439 \t 1 \t 0\n", + "1 \t 6294 \t 1439 \t 4 \t 538 \t 0 \t 1\n", + "2 \t 1439 \t 538 \t 2 \t 363 \t 1 \t -6\n", + "3 \t 538 \t 363 \t 1 \t 175 \t -4 \t 25\n", + "4 \t 363 \t 175 \t 2 \t 13 \t 9 \t -56\n", + "5 \t 175 \t 13 \t 13 \t 6 \t -13 \t 81\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 35 \t -218\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -468 \t 2915\n", + "\t\t\t\t\t 971 \t -6048\n", + "GCD(39203, 6294) = 1, with coefficients 971 and -6048 such that 1 = (971)*39203 + (-6048)*6294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6295 \t 6 \t 1433 \t 1 \t 0\n", + "1 \t 6295 \t 1433 \t 4 \t 563 \t 0 \t 1\n", + "2 \t 1433 \t 563 \t 2 \t 307 \t 1 \t -6\n", + "3 \t 563 \t 307 \t 1 \t 256 \t -4 \t 25\n", + "4 \t 307 \t 256 \t 1 \t 51 \t 9 \t -56\n", + "5 \t 256 \t 51 \t 5 \t 1 \t -13 \t 81\n", + "6 \t 51 \t 1 \t 51 \t 0 \t 22 \t -137\n", + "\t\t\t\t\t -123 \t 766\n", + "GCD(39203, 6295) = 1, with coefficients -123 and 766 such that 1 = (-123)*39203 + (766)*6295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6296 \t 6 \t 1427 \t 1 \t 0\n", + "1 \t 6296 \t 1427 \t 4 \t 588 \t 0 \t 1\n", + "2 \t 1427 \t 588 \t 2 \t 251 \t 1 \t -6\n", + "3 \t 588 \t 251 \t 2 \t 86 \t -4 \t 25\n", + "4 \t 251 \t 86 \t 2 \t 79 \t 9 \t -56\n", + "5 \t 86 \t 79 \t 1 \t 7 \t -22 \t 137\n", + "6 \t 79 \t 7 \t 11 \t 2 \t 53 \t -330\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -75 \t 467\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 878 \t -5467\n", + "\t\t\t\t\t -2709 \t 16868\n", + "GCD(39203, 6296) = 1, with coefficients -2709 and 16868 such that 1 = (-2709)*39203 + (16868)*6296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6297 \t 6 \t 1421 \t 1 \t 0\n", + "1 \t 6297 \t 1421 \t 4 \t 613 \t 0 \t 1\n", + "2 \t 1421 \t 613 \t 2 \t 195 \t 1 \t -6\n", + "3 \t 613 \t 195 \t 3 \t 28 \t -4 \t 25\n", + "4 \t 195 \t 28 \t 6 \t 27 \t 9 \t -56\n", + "5 \t 28 \t 27 \t 1 \t 1 \t -31 \t 193\n", + "6 \t 27 \t 1 \t 27 \t 0 \t 195 \t -1214\n", + "\t\t\t\t\t -226 \t 1407\n", + "GCD(39203, 6297) = 1, with coefficients -226 and 1407 such that 1 = (-226)*39203 + (1407)*6297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6298 \t 6 \t 1415 \t 1 \t 0\n", + "1 \t 6298 \t 1415 \t 4 \t 638 \t 0 \t 1\n", + "2 \t 1415 \t 638 \t 2 \t 139 \t 1 \t -6\n", + "3 \t 638 \t 139 \t 4 \t 82 \t -4 \t 25\n", + "4 \t 139 \t 82 \t 1 \t 57 \t 9 \t -56\n", + "5 \t 82 \t 57 \t 1 \t 25 \t -40 \t 249\n", + "6 \t 57 \t 25 \t 2 \t 7 \t 49 \t -305\n", + "7 \t 25 \t 7 \t 3 \t 4 \t -89 \t 554\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 227 \t -1413\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -770 \t 4793\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 997 \t -6206\n", + "\t\t\t\t\t -1767 \t 10999\n", + "GCD(39203, 6298) = 1, with coefficients -1767 and 10999 such that 1 = (-1767)*39203 + (10999)*6298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6299 \t 6 \t 1409 \t 1 \t 0\n", + "1 \t 6299 \t 1409 \t 4 \t 663 \t 0 \t 1\n", + "2 \t 1409 \t 663 \t 2 \t 83 \t 1 \t -6\n", + "3 \t 663 \t 83 \t 7 \t 82 \t -4 \t 25\n", + "4 \t 83 \t 82 \t 1 \t 1 \t 9 \t -56\n", + "5 \t 82 \t 1 \t 82 \t 0 \t -67 \t 417\n", + "\t\t\t\t\t 76 \t -473\n", + "GCD(39203, 6299) = 1, with coefficients 76 and -473 such that 1 = (76)*39203 + (-473)*6299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6300 \t 6 \t 1403 \t 1 \t 0\n", + "1 \t 6300 \t 1403 \t 4 \t 688 \t 0 \t 1\n", + "2 \t 1403 \t 688 \t 2 \t 27 \t 1 \t -6\n", + "3 \t 688 \t 27 \t 25 \t 13 \t -4 \t 25\n", + "4 \t 27 \t 13 \t 2 \t 1 \t 9 \t -56\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -229 \t 1425\n", + "\t\t\t\t\t 467 \t -2906\n", + "GCD(39203, 6300) = 1, with coefficients 467 and -2906 such that 1 = (467)*39203 + (-2906)*6300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6301 \t 6 \t 1397 \t 1 \t 0\n", + "1 \t 6301 \t 1397 \t 4 \t 713 \t 0 \t 1\n", + "2 \t 1397 \t 713 \t 1 \t 684 \t 1 \t -6\n", + "3 \t 713 \t 684 \t 1 \t 29 \t -4 \t 25\n", + "4 \t 684 \t 29 \t 23 \t 17 \t 5 \t -31\n", + "5 \t 29 \t 17 \t 1 \t 12 \t -9 \t 56\n", + "6 \t 17 \t 12 \t 1 \t 5 \t 212 \t -1319\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -221 \t 1375\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 433 \t -2694\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1087 \t 6763\n", + "\t\t\t\t\t 2607 \t -16220\n", + "GCD(39203, 6301) = 1, with coefficients 2607 and -16220 such that 1 = (2607)*39203 + (-16220)*6301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6302 \t 6 \t 1391 \t 1 \t 0\n", + "1 \t 6302 \t 1391 \t 4 \t 738 \t 0 \t 1\n", + "2 \t 1391 \t 738 \t 1 \t 653 \t 1 \t -6\n", + "3 \t 738 \t 653 \t 1 \t 85 \t -4 \t 25\n", + "4 \t 653 \t 85 \t 7 \t 58 \t 5 \t -31\n", + "5 \t 85 \t 58 \t 1 \t 27 \t -9 \t 56\n", + "6 \t 58 \t 27 \t 2 \t 4 \t 68 \t -423\n", + "7 \t 27 \t 4 \t 6 \t 3 \t -77 \t 479\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 222 \t -1381\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1409 \t 8765\n", + "\t\t\t\t\t 1631 \t -10146\n", + "GCD(39203, 6302) = 1, with coefficients 1631 and -10146 such that 1 = (1631)*39203 + (-10146)*6302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6303 \t 6 \t 1385 \t 1 \t 0\n", + "1 \t 6303 \t 1385 \t 4 \t 763 \t 0 \t 1\n", + "2 \t 1385 \t 763 \t 1 \t 622 \t 1 \t -6\n", + "3 \t 763 \t 622 \t 1 \t 141 \t -4 \t 25\n", + "4 \t 622 \t 141 \t 4 \t 58 \t 5 \t -31\n", + "5 \t 141 \t 58 \t 2 \t 25 \t -9 \t 56\n", + "6 \t 58 \t 25 \t 2 \t 8 \t 41 \t -255\n", + "7 \t 25 \t 8 \t 3 \t 1 \t -91 \t 566\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 223 \t -1387\n", + "\t\t\t\t\t -760 \t 4727\n", + "GCD(39203, 6303) = 1, with coefficients -760 and 4727 such that 1 = (-760)*39203 + (4727)*6303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6304 \t 6 \t 1379 \t 1 \t 0\n", + "1 \t 6304 \t 1379 \t 4 \t 788 \t 0 \t 1\n", + "2 \t 1379 \t 788 \t 1 \t 591 \t 1 \t -6\n", + "3 \t 788 \t 591 \t 1 \t 197 \t -4 \t 25\n", + "4 \t 591 \t 197 \t 3 \t 0 \t 5 \t -31\n", + "\t\t\t\t\t -9 \t 56\n", + "GCD(39203, 6304) = 197, with coefficients -9 and 56 such that 197 = (-9)*39203 + (56)*6304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6305 \t 6 \t 1373 \t 1 \t 0\n", + "1 \t 6305 \t 1373 \t 4 \t 813 \t 0 \t 1\n", + "2 \t 1373 \t 813 \t 1 \t 560 \t 1 \t -6\n", + "3 \t 813 \t 560 \t 1 \t 253 \t -4 \t 25\n", + "4 \t 560 \t 253 \t 2 \t 54 \t 5 \t -31\n", + "5 \t 253 \t 54 \t 4 \t 37 \t -9 \t 56\n", + "6 \t 54 \t 37 \t 1 \t 17 \t 23 \t -143\n", + "7 \t 37 \t 17 \t 2 \t 3 \t -101 \t 628\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 124 \t -771\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -349 \t 2170\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1869 \t -11621\n", + "\t\t\t\t\t -2218 \t 13791\n", + "GCD(39203, 6305) = 1, with coefficients -2218 and 13791 such that 1 = (-2218)*39203 + (13791)*6305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6306 \t 6 \t 1367 \t 1 \t 0\n", + "1 \t 6306 \t 1367 \t 4 \t 838 \t 0 \t 1\n", + "2 \t 1367 \t 838 \t 1 \t 529 \t 1 \t -6\n", + "3 \t 838 \t 529 \t 1 \t 309 \t -4 \t 25\n", + "4 \t 529 \t 309 \t 1 \t 220 \t 5 \t -31\n", + "5 \t 309 \t 220 \t 1 \t 89 \t -9 \t 56\n", + "6 \t 220 \t 89 \t 2 \t 42 \t 14 \t -87\n", + "7 \t 89 \t 42 \t 2 \t 5 \t -23 \t 143\n", + "8 \t 42 \t 5 \t 8 \t 2 \t 60 \t -373\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -143 \t 889\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1204 \t -7485\n", + "\t\t\t\t\t -2551 \t 15859\n", + "GCD(39203, 6306) = 1, with coefficients -2551 and 15859 such that 1 = (-2551)*39203 + (15859)*6306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6307 \t 6 \t 1361 \t 1 \t 0\n", + "1 \t 6307 \t 1361 \t 4 \t 863 \t 0 \t 1\n", + "2 \t 1361 \t 863 \t 1 \t 498 \t 1 \t -6\n", + "3 \t 863 \t 498 \t 1 \t 365 \t -4 \t 25\n", + "4 \t 498 \t 365 \t 1 \t 133 \t 5 \t -31\n", + "5 \t 365 \t 133 \t 2 \t 99 \t -9 \t 56\n", + "6 \t 133 \t 99 \t 1 \t 34 \t 14 \t -87\n", + "7 \t 99 \t 34 \t 2 \t 31 \t -37 \t 230\n", + "8 \t 34 \t 31 \t 1 \t 3 \t 51 \t -317\n", + "9 \t 31 \t 3 \t 10 \t 1 \t -139 \t 864\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 190 \t -1181\n", + "\t\t\t\t\t -2039 \t 12674\n", + "GCD(39203, 6307) = 1, with coefficients -2039 and 12674 such that 1 = (-2039)*39203 + (12674)*6307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6308 \t 6 \t 1355 \t 1 \t 0\n", + "1 \t 6308 \t 1355 \t 4 \t 888 \t 0 \t 1\n", + "2 \t 1355 \t 888 \t 1 \t 467 \t 1 \t -6\n", + "3 \t 888 \t 467 \t 1 \t 421 \t -4 \t 25\n", + "4 \t 467 \t 421 \t 1 \t 46 \t 5 \t -31\n", + "5 \t 421 \t 46 \t 9 \t 7 \t -9 \t 56\n", + "6 \t 46 \t 7 \t 6 \t 4 \t 14 \t -87\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -135 \t 839\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 824 \t -5121\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -959 \t 5960\n", + "\t\t\t\t\t 1783 \t -11081\n", + "GCD(39203, 6308) = 1, with coefficients 1783 and -11081 such that 1 = (1783)*39203 + (-11081)*6308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6309 \t 6 \t 1349 \t 1 \t 0\n", + "1 \t 6309 \t 1349 \t 4 \t 913 \t 0 \t 1\n", + "2 \t 1349 \t 913 \t 1 \t 436 \t 1 \t -6\n", + "3 \t 913 \t 436 \t 2 \t 41 \t -4 \t 25\n", + "4 \t 436 \t 41 \t 10 \t 26 \t 5 \t -31\n", + "5 \t 41 \t 26 \t 1 \t 15 \t -14 \t 87\n", + "6 \t 26 \t 15 \t 1 \t 11 \t 145 \t -901\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -159 \t 988\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 304 \t -1889\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -463 \t 2877\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1230 \t -7643\n", + "\t\t\t\t\t -1693 \t 10520\n", + "GCD(39203, 6309) = 1, with coefficients -1693 and 10520 such that 1 = (-1693)*39203 + (10520)*6309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6310 \t 6 \t 1343 \t 1 \t 0\n", + "1 \t 6310 \t 1343 \t 4 \t 938 \t 0 \t 1\n", + "2 \t 1343 \t 938 \t 1 \t 405 \t 1 \t -6\n", + "3 \t 938 \t 405 \t 2 \t 128 \t -4 \t 25\n", + "4 \t 405 \t 128 \t 3 \t 21 \t 5 \t -31\n", + "5 \t 128 \t 21 \t 6 \t 2 \t -14 \t 87\n", + "6 \t 21 \t 2 \t 10 \t 1 \t 47 \t -292\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -296 \t 1839\n", + "\t\t\t\t\t 3007 \t -18682\n", + "GCD(39203, 6310) = 1, with coefficients 3007 and -18682 such that 1 = (3007)*39203 + (-18682)*6310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6311 \t 6 \t 1337 \t 1 \t 0\n", + "1 \t 6311 \t 1337 \t 4 \t 963 \t 0 \t 1\n", + "2 \t 1337 \t 963 \t 1 \t 374 \t 1 \t -6\n", + "3 \t 963 \t 374 \t 2 \t 215 \t -4 \t 25\n", + "4 \t 374 \t 215 \t 1 \t 159 \t 5 \t -31\n", + "5 \t 215 \t 159 \t 1 \t 56 \t -14 \t 87\n", + "6 \t 159 \t 56 \t 2 \t 47 \t 19 \t -118\n", + "7 \t 56 \t 47 \t 1 \t 9 \t -33 \t 205\n", + "8 \t 47 \t 9 \t 5 \t 2 \t 85 \t -528\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -118 \t 733\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 675 \t -4193\n", + "\t\t\t\t\t -2818 \t 17505\n", + "GCD(39203, 6311) = 1, with coefficients -2818 and 17505 such that 1 = (-2818)*39203 + (17505)*6311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6312 \t 6 \t 1331 \t 1 \t 0\n", + "1 \t 6312 \t 1331 \t 4 \t 988 \t 0 \t 1\n", + "2 \t 1331 \t 988 \t 1 \t 343 \t 1 \t -6\n", + "3 \t 988 \t 343 \t 2 \t 302 \t -4 \t 25\n", + "4 \t 343 \t 302 \t 1 \t 41 \t 5 \t -31\n", + "5 \t 302 \t 41 \t 7 \t 15 \t -14 \t 87\n", + "6 \t 41 \t 15 \t 2 \t 11 \t 19 \t -118\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -147 \t 913\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 313 \t -1944\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -460 \t 2857\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1233 \t -7658\n", + "\t\t\t\t\t -1693 \t 10515\n", + "GCD(39203, 6312) = 1, with coefficients -1693 and 10515 such that 1 = (-1693)*39203 + (10515)*6312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6313 \t 6 \t 1325 \t 1 \t 0\n", + "1 \t 6313 \t 1325 \t 4 \t 1013 \t 0 \t 1\n", + "2 \t 1325 \t 1013 \t 1 \t 312 \t 1 \t -6\n", + "3 \t 1013 \t 312 \t 3 \t 77 \t -4 \t 25\n", + "4 \t 312 \t 77 \t 4 \t 4 \t 5 \t -31\n", + "5 \t 77 \t 4 \t 19 \t 1 \t -19 \t 118\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 81 \t -503\n", + "\t\t\t\t\t -1558 \t 9675\n", + "GCD(39203, 6313) = 1, with coefficients -1558 and 9675 such that 1 = (-1558)*39203 + (9675)*6313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6314 \t 6 \t 1319 \t 1 \t 0\n", + "1 \t 6314 \t 1319 \t 4 \t 1038 \t 0 \t 1\n", + "2 \t 1319 \t 1038 \t 1 \t 281 \t 1 \t -6\n", + "3 \t 1038 \t 281 \t 3 \t 195 \t -4 \t 25\n", + "4 \t 281 \t 195 \t 1 \t 86 \t 5 \t -31\n", + "5 \t 195 \t 86 \t 2 \t 23 \t -19 \t 118\n", + "6 \t 86 \t 23 \t 3 \t 17 \t 24 \t -149\n", + "7 \t 23 \t 17 \t 1 \t 6 \t -67 \t 416\n", + "8 \t 17 \t 6 \t 2 \t 5 \t 225 \t -1397\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -292 \t 1813\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 809 \t -5023\n", + "\t\t\t\t\t -1101 \t 6836\n", + "GCD(39203, 6314) = 1, with coefficients -1101 and 6836 such that 1 = (-1101)*39203 + (6836)*6314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6315 \t 6 \t 1313 \t 1 \t 0\n", + "1 \t 6315 \t 1313 \t 4 \t 1063 \t 0 \t 1\n", + "2 \t 1313 \t 1063 \t 1 \t 250 \t 1 \t -6\n", + "3 \t 1063 \t 250 \t 4 \t 63 \t -4 \t 25\n", + "4 \t 250 \t 63 \t 3 \t 61 \t 5 \t -31\n", + "5 \t 63 \t 61 \t 1 \t 2 \t -24 \t 149\n", + "6 \t 61 \t 2 \t 30 \t 1 \t 77 \t -478\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -101 \t 627\n", + "\t\t\t\t\t 3107 \t -19288\n", + "GCD(39203, 6315) = 1, with coefficients 3107 and -19288 such that 1 = (3107)*39203 + (-19288)*6315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6316 \t 6 \t 1307 \t 1 \t 0\n", + "1 \t 6316 \t 1307 \t 4 \t 1088 \t 0 \t 1\n", + "2 \t 1307 \t 1088 \t 1 \t 219 \t 1 \t -6\n", + "3 \t 1088 \t 219 \t 4 \t 212 \t -4 \t 25\n", + "4 \t 219 \t 212 \t 1 \t 7 \t 5 \t -31\n", + "5 \t 212 \t 7 \t 30 \t 2 \t -24 \t 149\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 29 \t -180\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -894 \t 5549\n", + "\t\t\t\t\t 2711 \t -16827\n", + "GCD(39203, 6316) = 1, with coefficients 2711 and -16827 such that 1 = (2711)*39203 + (-16827)*6316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6317 \t 6 \t 1301 \t 1 \t 0\n", + "1 \t 6317 \t 1301 \t 4 \t 1113 \t 0 \t 1\n", + "2 \t 1301 \t 1113 \t 1 \t 188 \t 1 \t -6\n", + "3 \t 1113 \t 188 \t 5 \t 173 \t -4 \t 25\n", + "4 \t 188 \t 173 \t 1 \t 15 \t 5 \t -31\n", + "5 \t 173 \t 15 \t 11 \t 8 \t -29 \t 180\n", + "6 \t 15 \t 8 \t 1 \t 7 \t 34 \t -211\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -403 \t 2501\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 437 \t -2712\n", + "\t\t\t\t\t -840 \t 5213\n", + "GCD(39203, 6317) = 1, with coefficients -840 and 5213 such that 1 = (-840)*39203 + (5213)*6317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6318 \t 6 \t 1295 \t 1 \t 0\n", + "1 \t 6318 \t 1295 \t 4 \t 1138 \t 0 \t 1\n", + "2 \t 1295 \t 1138 \t 1 \t 157 \t 1 \t -6\n", + "3 \t 1138 \t 157 \t 7 \t 39 \t -4 \t 25\n", + "4 \t 157 \t 39 \t 4 \t 1 \t 5 \t -31\n", + "5 \t 39 \t 1 \t 39 \t 0 \t -39 \t 242\n", + "\t\t\t\t\t 161 \t -999\n", + "GCD(39203, 6318) = 1, with coefficients 161 and -999 such that 1 = (161)*39203 + (-999)*6318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6319 \t 6 \t 1289 \t 1 \t 0\n", + "1 \t 6319 \t 1289 \t 4 \t 1163 \t 0 \t 1\n", + "2 \t 1289 \t 1163 \t 1 \t 126 \t 1 \t -6\n", + "3 \t 1163 \t 126 \t 9 \t 29 \t -4 \t 25\n", + "4 \t 126 \t 29 \t 4 \t 10 \t 5 \t -31\n", + "5 \t 29 \t 10 \t 2 \t 9 \t -49 \t 304\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 201 \t -1247\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -451 \t 2798\n", + "\t\t\t\t\t 652 \t -4045\n", + "GCD(39203, 6319) = 1, with coefficients 652 and -4045 such that 1 = (652)*39203 + (-4045)*6319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6320 \t 6 \t 1283 \t 1 \t 0\n", + "1 \t 6320 \t 1283 \t 4 \t 1188 \t 0 \t 1\n", + "2 \t 1283 \t 1188 \t 1 \t 95 \t 1 \t -6\n", + "3 \t 1188 \t 95 \t 12 \t 48 \t -4 \t 25\n", + "4 \t 95 \t 48 \t 1 \t 47 \t 5 \t -31\n", + "5 \t 48 \t 47 \t 1 \t 1 \t -64 \t 397\n", + "6 \t 47 \t 1 \t 47 \t 0 \t 69 \t -428\n", + "\t\t\t\t\t -133 \t 825\n", + "GCD(39203, 6320) = 1, with coefficients -133 and 825 such that 1 = (-133)*39203 + (825)*6320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6321 \t 6 \t 1277 \t 1 \t 0\n", + "1 \t 6321 \t 1277 \t 4 \t 1213 \t 0 \t 1\n", + "2 \t 1277 \t 1213 \t 1 \t 64 \t 1 \t -6\n", + "3 \t 1213 \t 64 \t 18 \t 61 \t -4 \t 25\n", + "4 \t 64 \t 61 \t 1 \t 3 \t 5 \t -31\n", + "5 \t 61 \t 3 \t 20 \t 1 \t -94 \t 583\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 99 \t -614\n", + "\t\t\t\t\t -2074 \t 12863\n", + "GCD(39203, 6321) = 1, with coefficients -2074 and 12863 such that 1 = (-2074)*39203 + (12863)*6321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6322 \t 6 \t 1271 \t 1 \t 0\n", + "1 \t 6322 \t 1271 \t 4 \t 1238 \t 0 \t 1\n", + "2 \t 1271 \t 1238 \t 1 \t 33 \t 1 \t -6\n", + "3 \t 1238 \t 33 \t 37 \t 17 \t -4 \t 25\n", + "4 \t 33 \t 17 \t 1 \t 16 \t 5 \t -31\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -189 \t 1172\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 194 \t -1203\n", + "\t\t\t\t\t -383 \t 2375\n", + "GCD(39203, 6322) = 1, with coefficients -383 and 2375 such that 1 = (-383)*39203 + (2375)*6322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6323 \t 6 \t 1265 \t 1 \t 0\n", + "1 \t 6323 \t 1265 \t 4 \t 1263 \t 0 \t 1\n", + "2 \t 1265 \t 1263 \t 1 \t 2 \t 1 \t -6\n", + "3 \t 1263 \t 2 \t 631 \t 1 \t -4 \t 25\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 5 \t -31\n", + "\t\t\t\t\t -3159 \t 19586\n", + "GCD(39203, 6323) = 1, with coefficients -3159 and 19586 such that 1 = (-3159)*39203 + (19586)*6323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6324 \t 6 \t 1259 \t 1 \t 0\n", + "1 \t 6324 \t 1259 \t 5 \t 29 \t 0 \t 1\n", + "2 \t 1259 \t 29 \t 43 \t 12 \t 1 \t -6\n", + "3 \t 29 \t 12 \t 2 \t 5 \t -5 \t 31\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 216 \t -1339\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -437 \t 2709\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1090 \t -6757\n", + "\t\t\t\t\t -2617 \t 16223\n", + "GCD(39203, 6324) = 1, with coefficients -2617 and 16223 such that 1 = (-2617)*39203 + (16223)*6324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6325 \t 6 \t 1253 \t 1 \t 0\n", + "1 \t 6325 \t 1253 \t 5 \t 60 \t 0 \t 1\n", + "2 \t 1253 \t 60 \t 20 \t 53 \t 1 \t -6\n", + "3 \t 60 \t 53 \t 1 \t 7 \t -5 \t 31\n", + "4 \t 53 \t 7 \t 7 \t 4 \t 101 \t -626\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -106 \t 657\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 843 \t -5225\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -949 \t 5882\n", + "\t\t\t\t\t 1792 \t -11107\n", + "GCD(39203, 6325) = 1, with coefficients 1792 and -11107 such that 1 = (1792)*39203 + (-11107)*6325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6326 \t 6 \t 1247 \t 1 \t 0\n", + "1 \t 6326 \t 1247 \t 5 \t 91 \t 0 \t 1\n", + "2 \t 1247 \t 91 \t 13 \t 64 \t 1 \t -6\n", + "3 \t 91 \t 64 \t 1 \t 27 \t -5 \t 31\n", + "4 \t 64 \t 27 \t 2 \t 10 \t 66 \t -409\n", + "5 \t 27 \t 10 \t 2 \t 7 \t -71 \t 440\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 208 \t -1289\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -487 \t 3018\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 695 \t -4307\n", + "\t\t\t\t\t -1877 \t 11632\n", + "GCD(39203, 6326) = 1, with coefficients -1877 and 11632 such that 1 = (-1877)*39203 + (11632)*6326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6327 \t 6 \t 1241 \t 1 \t 0\n", + "1 \t 6327 \t 1241 \t 5 \t 122 \t 0 \t 1\n", + "2 \t 1241 \t 122 \t 10 \t 21 \t 1 \t -6\n", + "3 \t 122 \t 21 \t 5 \t 17 \t -5 \t 31\n", + "4 \t 21 \t 17 \t 1 \t 4 \t 51 \t -316\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -260 \t 1611\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 311 \t -1927\n", + "\t\t\t\t\t -1504 \t 9319\n", + "GCD(39203, 6327) = 1, with coefficients -1504 and 9319 such that 1 = (-1504)*39203 + (9319)*6327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6328 \t 6 \t 1235 \t 1 \t 0\n", + "1 \t 6328 \t 1235 \t 5 \t 153 \t 0 \t 1\n", + "2 \t 1235 \t 153 \t 8 \t 11 \t 1 \t -6\n", + "3 \t 153 \t 11 \t 13 \t 10 \t -5 \t 31\n", + "4 \t 11 \t 10 \t 1 \t 1 \t 41 \t -254\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -538 \t 3333\n", + "\t\t\t\t\t 579 \t -3587\n", + "GCD(39203, 6328) = 1, with coefficients 579 and -3587 such that 1 = (579)*39203 + (-3587)*6328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6329 \t 6 \t 1229 \t 1 \t 0\n", + "1 \t 6329 \t 1229 \t 5 \t 184 \t 0 \t 1\n", + "2 \t 1229 \t 184 \t 6 \t 125 \t 1 \t -6\n", + "3 \t 184 \t 125 \t 1 \t 59 \t -5 \t 31\n", + "4 \t 125 \t 59 \t 2 \t 7 \t 31 \t -192\n", + "5 \t 59 \t 7 \t 8 \t 3 \t -36 \t 223\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 103 \t -638\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -860 \t 5327\n", + "\t\t\t\t\t 1823 \t -11292\n", + "GCD(39203, 6329) = 1, with coefficients 1823 and -11292 such that 1 = (1823)*39203 + (-11292)*6329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6330 \t 6 \t 1223 \t 1 \t 0\n", + "1 \t 6330 \t 1223 \t 5 \t 215 \t 0 \t 1\n", + "2 \t 1223 \t 215 \t 5 \t 148 \t 1 \t -6\n", + "3 \t 215 \t 148 \t 1 \t 67 \t -5 \t 31\n", + "4 \t 148 \t 67 \t 2 \t 14 \t 26 \t -161\n", + "5 \t 67 \t 14 \t 4 \t 11 \t -31 \t 192\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 88 \t -545\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -383 \t 2372\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 471 \t -2917\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1796 \t 11123\n", + "\t\t\t\t\t 2267 \t -14040\n", + "GCD(39203, 6330) = 1, with coefficients 2267 and -14040 such that 1 = (2267)*39203 + (-14040)*6330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6331 \t 6 \t 1217 \t 1 \t 0\n", + "1 \t 6331 \t 1217 \t 5 \t 246 \t 0 \t 1\n", + "2 \t 1217 \t 246 \t 4 \t 233 \t 1 \t -6\n", + "3 \t 246 \t 233 \t 1 \t 13 \t -5 \t 31\n", + "4 \t 233 \t 13 \t 17 \t 12 \t 21 \t -130\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -26 \t 161\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 463 \t -2867\n", + "\t\t\t\t\t -489 \t 3028\n", + "GCD(39203, 6331) = 1, with coefficients -489 and 3028 such that 1 = (-489)*39203 + (3028)*6331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6332 \t 6 \t 1211 \t 1 \t 0\n", + "1 \t 6332 \t 1211 \t 5 \t 277 \t 0 \t 1\n", + "2 \t 1211 \t 277 \t 4 \t 103 \t 1 \t -6\n", + "3 \t 277 \t 103 \t 2 \t 71 \t -5 \t 31\n", + "4 \t 103 \t 71 \t 1 \t 32 \t 21 \t -130\n", + "5 \t 71 \t 32 \t 2 \t 7 \t -47 \t 291\n", + "6 \t 32 \t 7 \t 4 \t 4 \t 68 \t -421\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -183 \t 1133\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 800 \t -4953\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -983 \t 6086\n", + "\t\t\t\t\t 1783 \t -11039\n", + "GCD(39203, 6332) = 1, with coefficients 1783 and -11039 such that 1 = (1783)*39203 + (-11039)*6332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6333 \t 6 \t 1205 \t 1 \t 0\n", + "1 \t 6333 \t 1205 \t 5 \t 308 \t 0 \t 1\n", + "2 \t 1205 \t 308 \t 3 \t 281 \t 1 \t -6\n", + "3 \t 308 \t 281 \t 1 \t 27 \t -5 \t 31\n", + "4 \t 281 \t 27 \t 10 \t 11 \t 16 \t -99\n", + "5 \t 27 \t 11 \t 2 \t 5 \t -21 \t 130\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 226 \t -1399\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -473 \t 2928\n", + "\t\t\t\t\t 1172 \t -7255\n", + "GCD(39203, 6333) = 1, with coefficients 1172 and -7255 such that 1 = (1172)*39203 + (-7255)*6333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6334 \t 6 \t 1199 \t 1 \t 0\n", + "1 \t 6334 \t 1199 \t 5 \t 339 \t 0 \t 1\n", + "2 \t 1199 \t 339 \t 3 \t 182 \t 1 \t -6\n", + "3 \t 339 \t 182 \t 1 \t 157 \t -5 \t 31\n", + "4 \t 182 \t 157 \t 1 \t 25 \t 16 \t -99\n", + "5 \t 157 \t 25 \t 6 \t 7 \t -21 \t 130\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 37 \t -229\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -243 \t 1504\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 766 \t -4741\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1009 \t 6245\n", + "\t\t\t\t\t 1775 \t -10986\n", + "GCD(39203, 6334) = 1, with coefficients 1775 and -10986 such that 1 = (1775)*39203 + (-10986)*6334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6335 \t 6 \t 1193 \t 1 \t 0\n", + "1 \t 6335 \t 1193 \t 5 \t 370 \t 0 \t 1\n", + "2 \t 1193 \t 370 \t 3 \t 83 \t 1 \t -6\n", + "3 \t 370 \t 83 \t 4 \t 38 \t -5 \t 31\n", + "4 \t 83 \t 38 \t 2 \t 7 \t 16 \t -99\n", + "5 \t 38 \t 7 \t 5 \t 3 \t -69 \t 427\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 154 \t -953\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -839 \t 5192\n", + "\t\t\t\t\t 1832 \t -11337\n", + "GCD(39203, 6335) = 1, with coefficients 1832 and -11337 such that 1 = (1832)*39203 + (-11337)*6335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6336 \t 6 \t 1187 \t 1 \t 0\n", + "1 \t 6336 \t 1187 \t 5 \t 401 \t 0 \t 1\n", + "2 \t 1187 \t 401 \t 2 \t 385 \t 1 \t -6\n", + "3 \t 401 \t 385 \t 1 \t 16 \t -5 \t 31\n", + "4 \t 385 \t 16 \t 24 \t 1 \t 11 \t -68\n", + "5 \t 16 \t 1 \t 16 \t 0 \t -16 \t 99\n", + "\t\t\t\t\t 395 \t -2444\n", + "GCD(39203, 6336) = 1, with coefficients 395 and -2444 such that 1 = (395)*39203 + (-2444)*6336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6337 \t 6 \t 1181 \t 1 \t 0\n", + "1 \t 6337 \t 1181 \t 5 \t 432 \t 0 \t 1\n", + "2 \t 1181 \t 432 \t 2 \t 317 \t 1 \t -6\n", + "3 \t 432 \t 317 \t 1 \t 115 \t -5 \t 31\n", + "4 \t 317 \t 115 \t 2 \t 87 \t 11 \t -68\n", + "5 \t 115 \t 87 \t 1 \t 28 \t -16 \t 99\n", + "6 \t 87 \t 28 \t 3 \t 3 \t 43 \t -266\n", + "7 \t 28 \t 3 \t 9 \t 1 \t -59 \t 365\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 220 \t -1361\n", + "\t\t\t\t\t -2039 \t 12614\n", + "GCD(39203, 6337) = 1, with coefficients -2039 and 12614 such that 1 = (-2039)*39203 + (12614)*6337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6338 \t 6 \t 1175 \t 1 \t 0\n", + "1 \t 6338 \t 1175 \t 5 \t 463 \t 0 \t 1\n", + "2 \t 1175 \t 463 \t 2 \t 249 \t 1 \t -6\n", + "3 \t 463 \t 249 \t 1 \t 214 \t -5 \t 31\n", + "4 \t 249 \t 214 \t 1 \t 35 \t 11 \t -68\n", + "5 \t 214 \t 35 \t 6 \t 4 \t -16 \t 99\n", + "6 \t 35 \t 4 \t 8 \t 3 \t 27 \t -167\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -178 \t 1101\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1451 \t -8975\n", + "\t\t\t\t\t -1629 \t 10076\n", + "GCD(39203, 6338) = 1, with coefficients -1629 and 10076 such that 1 = (-1629)*39203 + (10076)*6338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6339 \t 6 \t 1169 \t 1 \t 0\n", + "1 \t 6339 \t 1169 \t 5 \t 494 \t 0 \t 1\n", + "2 \t 1169 \t 494 \t 2 \t 181 \t 1 \t -6\n", + "3 \t 494 \t 181 \t 2 \t 132 \t -5 \t 31\n", + "4 \t 181 \t 132 \t 1 \t 49 \t 11 \t -68\n", + "5 \t 132 \t 49 \t 2 \t 34 \t -27 \t 167\n", + "6 \t 49 \t 34 \t 1 \t 15 \t 38 \t -235\n", + "7 \t 34 \t 15 \t 2 \t 4 \t -103 \t 637\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 141 \t -872\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -385 \t 2381\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1296 \t -8015\n", + "\t\t\t\t\t -1681 \t 10396\n", + "GCD(39203, 6339) = 1, with coefficients -1681 and 10396 such that 1 = (-1681)*39203 + (10396)*6339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6340 \t 6 \t 1163 \t 1 \t 0\n", + "1 \t 6340 \t 1163 \t 5 \t 525 \t 0 \t 1\n", + "2 \t 1163 \t 525 \t 2 \t 113 \t 1 \t -6\n", + "3 \t 525 \t 113 \t 4 \t 73 \t -5 \t 31\n", + "4 \t 113 \t 73 \t 1 \t 40 \t 11 \t -68\n", + "5 \t 73 \t 40 \t 1 \t 33 \t -49 \t 303\n", + "6 \t 40 \t 33 \t 1 \t 7 \t 60 \t -371\n", + "7 \t 33 \t 7 \t 4 \t 5 \t -109 \t 674\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 169 \t -1045\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -785 \t 4854\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 954 \t -5899\n", + "\t\t\t\t\t -2693 \t 16652\n", + "GCD(39203, 6340) = 1, with coefficients -2693 and 16652 such that 1 = (-2693)*39203 + (16652)*6340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6341 \t 6 \t 1157 \t 1 \t 0\n", + "1 \t 6341 \t 1157 \t 5 \t 556 \t 0 \t 1\n", + "2 \t 1157 \t 556 \t 2 \t 45 \t 1 \t -6\n", + "3 \t 556 \t 45 \t 12 \t 16 \t -5 \t 31\n", + "4 \t 45 \t 16 \t 2 \t 13 \t 11 \t -68\n", + "5 \t 16 \t 13 \t 1 \t 3 \t -137 \t 847\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 285 \t -1762\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -422 \t 2609\n", + "\t\t\t\t\t 1973 \t -12198\n", + "GCD(39203, 6341) = 1, with coefficients 1973 and -12198 such that 1 = (1973)*39203 + (-12198)*6341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6342 \t 6 \t 1151 \t 1 \t 0\n", + "1 \t 6342 \t 1151 \t 5 \t 587 \t 0 \t 1\n", + "2 \t 1151 \t 587 \t 1 \t 564 \t 1 \t -6\n", + "3 \t 587 \t 564 \t 1 \t 23 \t -5 \t 31\n", + "4 \t 564 \t 23 \t 24 \t 12 \t 6 \t -37\n", + "5 \t 23 \t 12 \t 1 \t 11 \t -11 \t 68\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 270 \t -1669\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -281 \t 1737\n", + "\t\t\t\t\t 551 \t -3406\n", + "GCD(39203, 6342) = 1, with coefficients 551 and -3406 such that 1 = (551)*39203 + (-3406)*6342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6343 \t 6 \t 1145 \t 1 \t 0\n", + "1 \t 6343 \t 1145 \t 5 \t 618 \t 0 \t 1\n", + "2 \t 1145 \t 618 \t 1 \t 527 \t 1 \t -6\n", + "3 \t 618 \t 527 \t 1 \t 91 \t -5 \t 31\n", + "4 \t 527 \t 91 \t 5 \t 72 \t 6 \t -37\n", + "5 \t 91 \t 72 \t 1 \t 19 \t -11 \t 68\n", + "6 \t 72 \t 19 \t 3 \t 15 \t 61 \t -377\n", + "7 \t 19 \t 15 \t 1 \t 4 \t -72 \t 445\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 277 \t -1712\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -349 \t 2157\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1324 \t -8183\n", + "\t\t\t\t\t -1673 \t 10340\n", + "GCD(39203, 6343) = 1, with coefficients -1673 and 10340 such that 1 = (-1673)*39203 + (10340)*6343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6344 \t 6 \t 1139 \t 1 \t 0\n", + "1 \t 6344 \t 1139 \t 5 \t 649 \t 0 \t 1\n", + "2 \t 1139 \t 649 \t 1 \t 490 \t 1 \t -6\n", + "3 \t 649 \t 490 \t 1 \t 159 \t -5 \t 31\n", + "4 \t 490 \t 159 \t 3 \t 13 \t 6 \t -37\n", + "5 \t 159 \t 13 \t 12 \t 3 \t -11 \t 68\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 39 \t -241\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -479 \t 2960\n", + "\t\t\t\t\t 1955 \t -12081\n", + "GCD(39203, 6344) = 1, with coefficients 1955 and -12081 such that 1 = (1955)*39203 + (-12081)*6344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6345 \t 6 \t 1133 \t 1 \t 0\n", + "1 \t 6345 \t 1133 \t 5 \t 680 \t 0 \t 1\n", + "2 \t 1133 \t 680 \t 1 \t 453 \t 1 \t -6\n", + "3 \t 680 \t 453 \t 1 \t 227 \t -5 \t 31\n", + "4 \t 453 \t 227 \t 1 \t 226 \t 6 \t -37\n", + "5 \t 227 \t 226 \t 1 \t 1 \t -11 \t 68\n", + "6 \t 226 \t 1 \t 226 \t 0 \t 17 \t -105\n", + "\t\t\t\t\t -28 \t 173\n", + "GCD(39203, 6345) = 1, with coefficients -28 and 173 such that 1 = (-28)*39203 + (173)*6345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6346 \t 6 \t 1127 \t 1 \t 0\n", + "1 \t 6346 \t 1127 \t 5 \t 711 \t 0 \t 1\n", + "2 \t 1127 \t 711 \t 1 \t 416 \t 1 \t -6\n", + "3 \t 711 \t 416 \t 1 \t 295 \t -5 \t 31\n", + "4 \t 416 \t 295 \t 1 \t 121 \t 6 \t -37\n", + "5 \t 295 \t 121 \t 2 \t 53 \t -11 \t 68\n", + "6 \t 121 \t 53 \t 2 \t 15 \t 17 \t -105\n", + "7 \t 53 \t 15 \t 3 \t 8 \t -45 \t 278\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 107 \t -661\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -366 \t 2261\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 473 \t -2922\n", + "\t\t\t\t\t -839 \t 5183\n", + "GCD(39203, 6346) = 1, with coefficients -839 and 5183 such that 1 = (-839)*39203 + (5183)*6346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6347 \t 6 \t 1121 \t 1 \t 0\n", + "1 \t 6347 \t 1121 \t 5 \t 742 \t 0 \t 1\n", + "2 \t 1121 \t 742 \t 1 \t 379 \t 1 \t -6\n", + "3 \t 742 \t 379 \t 1 \t 363 \t -5 \t 31\n", + "4 \t 379 \t 363 \t 1 \t 16 \t 6 \t -37\n", + "5 \t 363 \t 16 \t 22 \t 11 \t -11 \t 68\n", + "6 \t 16 \t 11 \t 1 \t 5 \t 17 \t -105\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -385 \t 2378\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 402 \t -2483\n", + "\t\t\t\t\t -1189 \t 7344\n", + "GCD(39203, 6347) = 1, with coefficients -1189 and 7344 such that 1 = (-1189)*39203 + (7344)*6347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6348 \t 6 \t 1115 \t 1 \t 0\n", + "1 \t 6348 \t 1115 \t 5 \t 773 \t 0 \t 1\n", + "2 \t 1115 \t 773 \t 1 \t 342 \t 1 \t -6\n", + "3 \t 773 \t 342 \t 2 \t 89 \t -5 \t 31\n", + "4 \t 342 \t 89 \t 3 \t 75 \t 6 \t -37\n", + "5 \t 89 \t 75 \t 1 \t 14 \t -17 \t 105\n", + "6 \t 75 \t 14 \t 5 \t 5 \t 57 \t -352\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -74 \t 457\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 427 \t -2637\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -928 \t 5731\n", + "\t\t\t\t\t 1355 \t -8368\n", + "GCD(39203, 6348) = 1, with coefficients 1355 and -8368 such that 1 = (1355)*39203 + (-8368)*6348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6349 \t 6 \t 1109 \t 1 \t 0\n", + "1 \t 6349 \t 1109 \t 5 \t 804 \t 0 \t 1\n", + "2 \t 1109 \t 804 \t 1 \t 305 \t 1 \t -6\n", + "3 \t 804 \t 305 \t 2 \t 194 \t -5 \t 31\n", + "4 \t 305 \t 194 \t 1 \t 111 \t 6 \t -37\n", + "5 \t 194 \t 111 \t 1 \t 83 \t -17 \t 105\n", + "6 \t 111 \t 83 \t 1 \t 28 \t 23 \t -142\n", + "7 \t 83 \t 28 \t 2 \t 27 \t -40 \t 247\n", + "8 \t 28 \t 27 \t 1 \t 1 \t 63 \t -389\n", + "9 \t 27 \t 1 \t 27 \t 0 \t -166 \t 1025\n", + "\t\t\t\t\t 229 \t -1414\n", + "GCD(39203, 6349) = 1, with coefficients 229 and -1414 such that 1 = (229)*39203 + (-1414)*6349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6350 \t 6 \t 1103 \t 1 \t 0\n", + "1 \t 6350 \t 1103 \t 5 \t 835 \t 0 \t 1\n", + "2 \t 1103 \t 835 \t 1 \t 268 \t 1 \t -6\n", + "3 \t 835 \t 268 \t 3 \t 31 \t -5 \t 31\n", + "4 \t 268 \t 31 \t 8 \t 20 \t 6 \t -37\n", + "5 \t 31 \t 20 \t 1 \t 11 \t -23 \t 142\n", + "6 \t 20 \t 11 \t 1 \t 9 \t 190 \t -1173\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -213 \t 1315\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 403 \t -2488\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -616 \t 3803\n", + "\t\t\t\t\t 2867 \t -17700\n", + "GCD(39203, 6350) = 1, with coefficients 2867 and -17700 such that 1 = (2867)*39203 + (-17700)*6350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6351 \t 6 \t 1097 \t 1 \t 0\n", + "1 \t 6351 \t 1097 \t 5 \t 866 \t 0 \t 1\n", + "2 \t 1097 \t 866 \t 1 \t 231 \t 1 \t -6\n", + "3 \t 866 \t 231 \t 3 \t 173 \t -5 \t 31\n", + "4 \t 231 \t 173 \t 1 \t 58 \t 6 \t -37\n", + "5 \t 173 \t 58 \t 2 \t 57 \t -23 \t 142\n", + "6 \t 58 \t 57 \t 1 \t 1 \t 29 \t -179\n", + "7 \t 57 \t 1 \t 57 \t 0 \t -81 \t 500\n", + "\t\t\t\t\t 110 \t -679\n", + "GCD(39203, 6351) = 1, with coefficients 110 and -679 such that 1 = (110)*39203 + (-679)*6351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6352 \t 6 \t 1091 \t 1 \t 0\n", + "1 \t 6352 \t 1091 \t 5 \t 897 \t 0 \t 1\n", + "2 \t 1091 \t 897 \t 1 \t 194 \t 1 \t -6\n", + "3 \t 897 \t 194 \t 4 \t 121 \t -5 \t 31\n", + "4 \t 194 \t 121 \t 1 \t 73 \t 6 \t -37\n", + "5 \t 121 \t 73 \t 1 \t 48 \t -29 \t 179\n", + "6 \t 73 \t 48 \t 1 \t 25 \t 35 \t -216\n", + "7 \t 48 \t 25 \t 1 \t 23 \t -64 \t 395\n", + "8 \t 25 \t 23 \t 1 \t 2 \t 99 \t -611\n", + "9 \t 23 \t 2 \t 11 \t 1 \t -163 \t 1006\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 262 \t -1617\n", + "\t\t\t\t\t -3045 \t 18793\n", + "GCD(39203, 6352) = 1, with coefficients -3045 and 18793 such that 1 = (-3045)*39203 + (18793)*6352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6353 \t 6 \t 1085 \t 1 \t 0\n", + "1 \t 6353 \t 1085 \t 5 \t 928 \t 0 \t 1\n", + "2 \t 1085 \t 928 \t 1 \t 157 \t 1 \t -6\n", + "3 \t 928 \t 157 \t 5 \t 143 \t -5 \t 31\n", + "4 \t 157 \t 143 \t 1 \t 14 \t 6 \t -37\n", + "5 \t 143 \t 14 \t 10 \t 3 \t -35 \t 216\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 41 \t -253\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -445 \t 2746\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1821 \t -11237\n", + "\t\t\t\t\t -2266 \t 13983\n", + "GCD(39203, 6353) = 1, with coefficients -2266 and 13983 such that 1 = (-2266)*39203 + (13983)*6353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6354 \t 6 \t 1079 \t 1 \t 0\n", + "1 \t 6354 \t 1079 \t 5 \t 959 \t 0 \t 1\n", + "2 \t 1079 \t 959 \t 1 \t 120 \t 1 \t -6\n", + "3 \t 959 \t 120 \t 7 \t 119 \t -5 \t 31\n", + "4 \t 120 \t 119 \t 1 \t 1 \t 6 \t -37\n", + "5 \t 119 \t 1 \t 119 \t 0 \t -47 \t 290\n", + "\t\t\t\t\t 53 \t -327\n", + "GCD(39203, 6354) = 1, with coefficients 53 and -327 such that 1 = (53)*39203 + (-327)*6354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6355 \t 6 \t 1073 \t 1 \t 0\n", + "1 \t 6355 \t 1073 \t 5 \t 990 \t 0 \t 1\n", + "2 \t 1073 \t 990 \t 1 \t 83 \t 1 \t -6\n", + "3 \t 990 \t 83 \t 11 \t 77 \t -5 \t 31\n", + "4 \t 83 \t 77 \t 1 \t 6 \t 6 \t -37\n", + "5 \t 77 \t 6 \t 12 \t 5 \t -71 \t 438\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 77 \t -475\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -995 \t 6138\n", + "\t\t\t\t\t 1072 \t -6613\n", + "GCD(39203, 6355) = 1, with coefficients 1072 and -6613 such that 1 = (1072)*39203 + (-6613)*6355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6356 \t 6 \t 1067 \t 1 \t 0\n", + "1 \t 6356 \t 1067 \t 5 \t 1021 \t 0 \t 1\n", + "2 \t 1067 \t 1021 \t 1 \t 46 \t 1 \t -6\n", + "3 \t 1021 \t 46 \t 22 \t 9 \t -5 \t 31\n", + "4 \t 46 \t 9 \t 5 \t 1 \t 6 \t -37\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -137 \t 845\n", + "\t\t\t\t\t 691 \t -4262\n", + "GCD(39203, 6356) = 1, with coefficients 691 and -4262 such that 1 = (691)*39203 + (-4262)*6356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6357 \t 6 \t 1061 \t 1 \t 0\n", + "1 \t 6357 \t 1061 \t 5 \t 1052 \t 0 \t 1\n", + "2 \t 1061 \t 1052 \t 1 \t 9 \t 1 \t -6\n", + "3 \t 1052 \t 9 \t 116 \t 8 \t -5 \t 31\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 6 \t -37\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -701 \t 4323\n", + "\t\t\t\t\t 707 \t -4360\n", + "GCD(39203, 6357) = 1, with coefficients 707 and -4360 such that 1 = (707)*39203 + (-4360)*6357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6358 \t 6 \t 1055 \t 1 \t 0\n", + "1 \t 6358 \t 1055 \t 6 \t 28 \t 0 \t 1\n", + "2 \t 1055 \t 28 \t 37 \t 19 \t 1 \t -6\n", + "3 \t 28 \t 19 \t 1 \t 9 \t -6 \t 37\n", + "4 \t 19 \t 9 \t 2 \t 1 \t 223 \t -1375\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -229 \t 1412\n", + "\t\t\t\t\t 681 \t -4199\n", + "GCD(39203, 6358) = 1, with coefficients 681 and -4199 such that 1 = (681)*39203 + (-4199)*6358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6359 \t 6 \t 1049 \t 1 \t 0\n", + "1 \t 6359 \t 1049 \t 6 \t 65 \t 0 \t 1\n", + "2 \t 1049 \t 65 \t 16 \t 9 \t 1 \t -6\n", + "3 \t 65 \t 9 \t 7 \t 2 \t -6 \t 37\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 97 \t -598\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -685 \t 4223\n", + "\t\t\t\t\t 2837 \t -17490\n", + "GCD(39203, 6359) = 1, with coefficients 2837 and -17490 such that 1 = (2837)*39203 + (-17490)*6359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6360 \t 6 \t 1043 \t 1 \t 0\n", + "1 \t 6360 \t 1043 \t 6 \t 102 \t 0 \t 1\n", + "2 \t 1043 \t 102 \t 10 \t 23 \t 1 \t -6\n", + "3 \t 102 \t 23 \t 4 \t 10 \t -6 \t 37\n", + "4 \t 23 \t 10 \t 2 \t 3 \t 61 \t -376\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -250 \t 1541\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 561 \t -3458\n", + "\t\t\t\t\t -1933 \t 11915\n", + "GCD(39203, 6360) = 1, with coefficients -1933 and 11915 such that 1 = (-1933)*39203 + (11915)*6360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6361 \t 6 \t 1037 \t 1 \t 0\n", + "1 \t 6361 \t 1037 \t 6 \t 139 \t 0 \t 1\n", + "2 \t 1037 \t 139 \t 7 \t 64 \t 1 \t -6\n", + "3 \t 139 \t 64 \t 2 \t 11 \t -6 \t 37\n", + "4 \t 64 \t 11 \t 5 \t 9 \t 43 \t -265\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -92 \t 567\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 503 \t -3100\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -595 \t 3667\n", + "\t\t\t\t\t 2883 \t -17768\n", + "GCD(39203, 6361) = 1, with coefficients 2883 and -17768 such that 1 = (2883)*39203 + (-17768)*6361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6362 \t 6 \t 1031 \t 1 \t 0\n", + "1 \t 6362 \t 1031 \t 6 \t 176 \t 0 \t 1\n", + "2 \t 1031 \t 176 \t 5 \t 151 \t 1 \t -6\n", + "3 \t 176 \t 151 \t 1 \t 25 \t -6 \t 37\n", + "4 \t 151 \t 25 \t 6 \t 1 \t 31 \t -191\n", + "5 \t 25 \t 1 \t 25 \t 0 \t -37 \t 228\n", + "\t\t\t\t\t 253 \t -1559\n", + "GCD(39203, 6362) = 1, with coefficients 253 and -1559 such that 1 = (253)*39203 + (-1559)*6362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6363 \t 6 \t 1025 \t 1 \t 0\n", + "1 \t 6363 \t 1025 \t 6 \t 213 \t 0 \t 1\n", + "2 \t 1025 \t 213 \t 4 \t 173 \t 1 \t -6\n", + "3 \t 213 \t 173 \t 1 \t 40 \t -6 \t 37\n", + "4 \t 173 \t 40 \t 4 \t 13 \t 25 \t -154\n", + "5 \t 40 \t 13 \t 3 \t 1 \t -31 \t 191\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 149 \t -918\n", + "\t\t\t\t\t -478 \t 2945\n", + "GCD(39203, 6363) = 1, with coefficients -478 and 2945 such that 1 = (-478)*39203 + (2945)*6363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6364 \t 6 \t 1019 \t 1 \t 0\n", + "1 \t 6364 \t 1019 \t 6 \t 250 \t 0 \t 1\n", + "2 \t 1019 \t 250 \t 4 \t 19 \t 1 \t -6\n", + "3 \t 250 \t 19 \t 13 \t 3 \t -6 \t 37\n", + "4 \t 19 \t 3 \t 6 \t 1 \t 25 \t -154\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -331 \t 2039\n", + "\t\t\t\t\t 2011 \t -12388\n", + "GCD(39203, 6364) = 1, with coefficients 2011 and -12388 such that 1 = (2011)*39203 + (-12388)*6364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6365 \t 6 \t 1013 \t 1 \t 0\n", + "1 \t 6365 \t 1013 \t 6 \t 287 \t 0 \t 1\n", + "2 \t 1013 \t 287 \t 3 \t 152 \t 1 \t -6\n", + "3 \t 287 \t 152 \t 1 \t 135 \t -6 \t 37\n", + "4 \t 152 \t 135 \t 1 \t 17 \t 19 \t -117\n", + "5 \t 135 \t 17 \t 7 \t 16 \t -25 \t 154\n", + "6 \t 17 \t 16 \t 1 \t 1 \t 44 \t -271\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -333 \t 2051\n", + "\t\t\t\t\t 377 \t -2322\n", + "GCD(39203, 6365) = 1, with coefficients 377 and -2322 such that 1 = (377)*39203 + (-2322)*6365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6366 \t 6 \t 1007 \t 1 \t 0\n", + "1 \t 6366 \t 1007 \t 6 \t 324 \t 0 \t 1\n", + "2 \t 1007 \t 324 \t 3 \t 35 \t 1 \t -6\n", + "3 \t 324 \t 35 \t 9 \t 9 \t -6 \t 37\n", + "4 \t 35 \t 9 \t 3 \t 8 \t 19 \t -117\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -177 \t 1090\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 550 \t -3387\n", + "\t\t\t\t\t -727 \t 4477\n", + "GCD(39203, 6366) = 1, with coefficients -727 and 4477 such that 1 = (-727)*39203 + (4477)*6366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6367 \t 6 \t 1001 \t 1 \t 0\n", + "1 \t 6367 \t 1001 \t 6 \t 361 \t 0 \t 1\n", + "2 \t 1001 \t 361 \t 2 \t 279 \t 1 \t -6\n", + "3 \t 361 \t 279 \t 1 \t 82 \t -6 \t 37\n", + "4 \t 279 \t 82 \t 3 \t 33 \t 13 \t -80\n", + "5 \t 82 \t 33 \t 2 \t 16 \t -19 \t 117\n", + "6 \t 33 \t 16 \t 2 \t 1 \t 70 \t -431\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -159 \t 979\n", + "\t\t\t\t\t 388 \t -2389\n", + "GCD(39203, 6367) = 1, with coefficients 388 and -2389 such that 1 = (388)*39203 + (-2389)*6367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6368 \t 6 \t 995 \t 1 \t 0\n", + "1 \t 6368 \t 995 \t 6 \t 398 \t 0 \t 1\n", + "2 \t 995 \t 398 \t 2 \t 199 \t 1 \t -6\n", + "3 \t 398 \t 199 \t 2 \t 0 \t -6 \t 37\n", + "\t\t\t\t\t 13 \t -80\n", + "GCD(39203, 6368) = 199, with coefficients 13 and -80 such that 199 = (13)*39203 + (-80)*6368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6369 \t 6 \t 989 \t 1 \t 0\n", + "1 \t 6369 \t 989 \t 6 \t 435 \t 0 \t 1\n", + "2 \t 989 \t 435 \t 2 \t 119 \t 1 \t -6\n", + "3 \t 435 \t 119 \t 3 \t 78 \t -6 \t 37\n", + "4 \t 119 \t 78 \t 1 \t 41 \t 13 \t -80\n", + "5 \t 78 \t 41 \t 1 \t 37 \t -45 \t 277\n", + "6 \t 41 \t 37 \t 1 \t 4 \t 58 \t -357\n", + "7 \t 37 \t 4 \t 9 \t 1 \t -103 \t 634\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 161 \t -991\n", + "\t\t\t\t\t -1552 \t 9553\n", + "GCD(39203, 6369) = 1, with coefficients -1552 and 9553 such that 1 = (-1552)*39203 + (9553)*6369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6370 \t 6 \t 983 \t 1 \t 0\n", + "1 \t 6370 \t 983 \t 6 \t 472 \t 0 \t 1\n", + "2 \t 983 \t 472 \t 2 \t 39 \t 1 \t -6\n", + "3 \t 472 \t 39 \t 12 \t 4 \t -6 \t 37\n", + "4 \t 39 \t 4 \t 9 \t 3 \t 13 \t -80\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -162 \t 997\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1471 \t -9053\n", + "\t\t\t\t\t -1633 \t 10050\n", + "GCD(39203, 6370) = 1, with coefficients -1633 and 10050 such that 1 = (-1633)*39203 + (10050)*6370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6371 \t 6 \t 977 \t 1 \t 0\n", + "1 \t 6371 \t 977 \t 6 \t 509 \t 0 \t 1\n", + "2 \t 977 \t 509 \t 1 \t 468 \t 1 \t -6\n", + "3 \t 509 \t 468 \t 1 \t 41 \t -6 \t 37\n", + "4 \t 468 \t 41 \t 11 \t 17 \t 7 \t -43\n", + "5 \t 41 \t 17 \t 2 \t 7 \t -13 \t 80\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 150 \t -923\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -313 \t 1926\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 776 \t -4775\n", + "\t\t\t\t\t -1865 \t 11476\n", + "GCD(39203, 6371) = 1, with coefficients -1865 and 11476 such that 1 = (-1865)*39203 + (11476)*6371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6372 \t 6 \t 971 \t 1 \t 0\n", + "1 \t 6372 \t 971 \t 6 \t 546 \t 0 \t 1\n", + "2 \t 971 \t 546 \t 1 \t 425 \t 1 \t -6\n", + "3 \t 546 \t 425 \t 1 \t 121 \t -6 \t 37\n", + "4 \t 425 \t 121 \t 3 \t 62 \t 7 \t -43\n", + "5 \t 121 \t 62 \t 1 \t 59 \t -13 \t 80\n", + "6 \t 62 \t 59 \t 1 \t 3 \t 46 \t -283\n", + "7 \t 59 \t 3 \t 19 \t 2 \t -59 \t 363\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 105 \t -646\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2054 \t 12637\n", + "\t\t\t\t\t 2159 \t -13283\n", + "GCD(39203, 6372) = 1, with coefficients 2159 and -13283 such that 1 = (2159)*39203 + (-13283)*6372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6373 \t 6 \t 965 \t 1 \t 0\n", + "1 \t 6373 \t 965 \t 6 \t 583 \t 0 \t 1\n", + "2 \t 965 \t 583 \t 1 \t 382 \t 1 \t -6\n", + "3 \t 583 \t 382 \t 1 \t 201 \t -6 \t 37\n", + "4 \t 382 \t 201 \t 1 \t 181 \t 7 \t -43\n", + "5 \t 201 \t 181 \t 1 \t 20 \t -13 \t 80\n", + "6 \t 181 \t 20 \t 9 \t 1 \t 20 \t -123\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -33 \t 203\n", + "\t\t\t\t\t 317 \t -1950\n", + "GCD(39203, 6373) = 1, with coefficients 317 and -1950 such that 1 = (317)*39203 + (-1950)*6373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6374 \t 6 \t 959 \t 1 \t 0\n", + "1 \t 6374 \t 959 \t 6 \t 620 \t 0 \t 1\n", + "2 \t 959 \t 620 \t 1 \t 339 \t 1 \t -6\n", + "3 \t 620 \t 339 \t 1 \t 281 \t -6 \t 37\n", + "4 \t 339 \t 281 \t 1 \t 58 \t 7 \t -43\n", + "5 \t 281 \t 58 \t 4 \t 49 \t -13 \t 80\n", + "6 \t 58 \t 49 \t 1 \t 9 \t 20 \t -123\n", + "7 \t 49 \t 9 \t 5 \t 4 \t -93 \t 572\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 113 \t -695\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -658 \t 4047\n", + "\t\t\t\t\t 1429 \t -8789\n", + "GCD(39203, 6374) = 1, with coefficients 1429 and -8789 such that 1 = (1429)*39203 + (-8789)*6374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6375 \t 6 \t 953 \t 1 \t 0\n", + "1 \t 6375 \t 953 \t 6 \t 657 \t 0 \t 1\n", + "2 \t 953 \t 657 \t 1 \t 296 \t 1 \t -6\n", + "3 \t 657 \t 296 \t 2 \t 65 \t -6 \t 37\n", + "4 \t 296 \t 65 \t 4 \t 36 \t 7 \t -43\n", + "5 \t 65 \t 36 \t 1 \t 29 \t -20 \t 123\n", + "6 \t 36 \t 29 \t 1 \t 7 \t 87 \t -535\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -107 \t 658\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 194 \t -1193\n", + "\t\t\t\t\t -883 \t 5430\n", + "GCD(39203, 6375) = 1, with coefficients -883 and 5430 such that 1 = (-883)*39203 + (5430)*6375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6376 \t 6 \t 947 \t 1 \t 0\n", + "1 \t 6376 \t 947 \t 6 \t 694 \t 0 \t 1\n", + "2 \t 947 \t 694 \t 1 \t 253 \t 1 \t -6\n", + "3 \t 694 \t 253 \t 2 \t 188 \t -6 \t 37\n", + "4 \t 253 \t 188 \t 1 \t 65 \t 7 \t -43\n", + "5 \t 188 \t 65 \t 2 \t 58 \t -20 \t 123\n", + "6 \t 65 \t 58 \t 1 \t 7 \t 27 \t -166\n", + "7 \t 58 \t 7 \t 8 \t 2 \t -74 \t 455\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 101 \t -621\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -882 \t 5423\n", + "\t\t\t\t\t 2747 \t -16890\n", + "GCD(39203, 6376) = 1, with coefficients 2747 and -16890 such that 1 = (2747)*39203 + (-16890)*6376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6377 \t 6 \t 941 \t 1 \t 0\n", + "1 \t 6377 \t 941 \t 6 \t 731 \t 0 \t 1\n", + "2 \t 941 \t 731 \t 1 \t 210 \t 1 \t -6\n", + "3 \t 731 \t 210 \t 3 \t 101 \t -6 \t 37\n", + "4 \t 210 \t 101 \t 2 \t 8 \t 7 \t -43\n", + "5 \t 101 \t 8 \t 12 \t 5 \t -27 \t 166\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 61 \t -375\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -759 \t 4666\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 820 \t -5041\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1579 \t 9707\n", + "\t\t\t\t\t 2399 \t -14748\n", + "GCD(39203, 6377) = 1, with coefficients 2399 and -14748 such that 1 = (2399)*39203 + (-14748)*6377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6378 \t 6 \t 935 \t 1 \t 0\n", + "1 \t 6378 \t 935 \t 6 \t 768 \t 0 \t 1\n", + "2 \t 935 \t 768 \t 1 \t 167 \t 1 \t -6\n", + "3 \t 768 \t 167 \t 4 \t 100 \t -6 \t 37\n", + "4 \t 167 \t 100 \t 1 \t 67 \t 7 \t -43\n", + "5 \t 100 \t 67 \t 1 \t 33 \t -34 \t 209\n", + "6 \t 67 \t 33 \t 2 \t 1 \t 41 \t -252\n", + "7 \t 33 \t 1 \t 33 \t 0 \t -75 \t 461\n", + "\t\t\t\t\t 191 \t -1174\n", + "GCD(39203, 6378) = 1, with coefficients 191 and -1174 such that 1 = (191)*39203 + (-1174)*6378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6379 \t 6 \t 929 \t 1 \t 0\n", + "1 \t 6379 \t 929 \t 6 \t 805 \t 0 \t 1\n", + "2 \t 929 \t 805 \t 1 \t 124 \t 1 \t -6\n", + "3 \t 805 \t 124 \t 6 \t 61 \t -6 \t 37\n", + "4 \t 124 \t 61 \t 2 \t 2 \t 7 \t -43\n", + "5 \t 61 \t 2 \t 30 \t 1 \t -48 \t 295\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 103 \t -633\n", + "\t\t\t\t\t -3138 \t 19285\n", + "GCD(39203, 6379) = 1, with coefficients -3138 and 19285 such that 1 = (-3138)*39203 + (19285)*6379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6380 \t 6 \t 923 \t 1 \t 0\n", + "1 \t 6380 \t 923 \t 6 \t 842 \t 0 \t 1\n", + "2 \t 923 \t 842 \t 1 \t 81 \t 1 \t -6\n", + "3 \t 842 \t 81 \t 10 \t 32 \t -6 \t 37\n", + "4 \t 81 \t 32 \t 2 \t 17 \t 7 \t -43\n", + "5 \t 32 \t 17 \t 1 \t 15 \t -76 \t 467\n", + "6 \t 17 \t 15 \t 1 \t 2 \t 159 \t -977\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -235 \t 1444\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 394 \t -2421\n", + "\t\t\t\t\t -2993 \t 18391\n", + "GCD(39203, 6380) = 1, with coefficients -2993 and 18391 such that 1 = (-2993)*39203 + (18391)*6380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6381 \t 6 \t 917 \t 1 \t 0\n", + "1 \t 6381 \t 917 \t 6 \t 879 \t 0 \t 1\n", + "2 \t 917 \t 879 \t 1 \t 38 \t 1 \t -6\n", + "3 \t 879 \t 38 \t 23 \t 5 \t -6 \t 37\n", + "4 \t 38 \t 5 \t 7 \t 3 \t 7 \t -43\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -167 \t 1026\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1176 \t -7225\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1343 \t 8251\n", + "\t\t\t\t\t 2519 \t -15476\n", + "GCD(39203, 6381) = 1, with coefficients 2519 and -15476 such that 1 = (2519)*39203 + (-15476)*6381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6382 \t 6 \t 911 \t 1 \t 0\n", + "1 \t 6382 \t 911 \t 7 \t 5 \t 0 \t 1\n", + "2 \t 911 \t 5 \t 182 \t 1 \t 1 \t -6\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -7 \t 43\n", + "\t\t\t\t\t 1275 \t -7832\n", + "GCD(39203, 6382) = 1, with coefficients 1275 and -7832 such that 1 = (1275)*39203 + (-7832)*6382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6383 \t 6 \t 905 \t 1 \t 0\n", + "1 \t 6383 \t 905 \t 7 \t 48 \t 0 \t 1\n", + "2 \t 905 \t 48 \t 18 \t 41 \t 1 \t -6\n", + "3 \t 48 \t 41 \t 1 \t 7 \t -7 \t 43\n", + "4 \t 41 \t 7 \t 5 \t 6 \t 127 \t -780\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -134 \t 823\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 797 \t -4895\n", + "\t\t\t\t\t -931 \t 5718\n", + "GCD(39203, 6383) = 1, with coefficients -931 and 5718 such that 1 = (-931)*39203 + (5718)*6383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6384 \t 6 \t 899 \t 1 \t 0\n", + "1 \t 6384 \t 899 \t 7 \t 91 \t 0 \t 1\n", + "2 \t 899 \t 91 \t 9 \t 80 \t 1 \t -6\n", + "3 \t 91 \t 80 \t 1 \t 11 \t -7 \t 43\n", + "4 \t 80 \t 11 \t 7 \t 3 \t 64 \t -393\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -71 \t 436\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 561 \t -3445\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1754 \t 10771\n", + "\t\t\t\t\t 2315 \t -14216\n", + "GCD(39203, 6384) = 1, with coefficients 2315 and -14216 such that 1 = (2315)*39203 + (-14216)*6384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6385 \t 6 \t 893 \t 1 \t 0\n", + "1 \t 6385 \t 893 \t 7 \t 134 \t 0 \t 1\n", + "2 \t 893 \t 134 \t 6 \t 89 \t 1 \t -6\n", + "3 \t 134 \t 89 \t 1 \t 45 \t -7 \t 43\n", + "4 \t 89 \t 45 \t 1 \t 44 \t 43 \t -264\n", + "5 \t 45 \t 44 \t 1 \t 1 \t -50 \t 307\n", + "6 \t 44 \t 1 \t 44 \t 0 \t 93 \t -571\n", + "\t\t\t\t\t -143 \t 878\n", + "GCD(39203, 6385) = 1, with coefficients -143 and 878 such that 1 = (-143)*39203 + (878)*6385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6386 \t 6 \t 887 \t 1 \t 0\n", + "1 \t 6386 \t 887 \t 7 \t 177 \t 0 \t 1\n", + "2 \t 887 \t 177 \t 5 \t 2 \t 1 \t -6\n", + "3 \t 177 \t 2 \t 88 \t 1 \t -7 \t 43\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 36 \t -221\n", + "\t\t\t\t\t -3175 \t 19491\n", + "GCD(39203, 6386) = 1, with coefficients -3175 and 19491 such that 1 = (-3175)*39203 + (19491)*6386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6387 \t 6 \t 881 \t 1 \t 0\n", + "1 \t 6387 \t 881 \t 7 \t 220 \t 0 \t 1\n", + "2 \t 881 \t 220 \t 4 \t 1 \t 1 \t -6\n", + "3 \t 220 \t 1 \t 220 \t 0 \t -7 \t 43\n", + "\t\t\t\t\t 29 \t -178\n", + "GCD(39203, 6387) = 1, with coefficients 29 and -178 such that 1 = (29)*39203 + (-178)*6387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6388 \t 6 \t 875 \t 1 \t 0\n", + "1 \t 6388 \t 875 \t 7 \t 263 \t 0 \t 1\n", + "2 \t 875 \t 263 \t 3 \t 86 \t 1 \t -6\n", + "3 \t 263 \t 86 \t 3 \t 5 \t -7 \t 43\n", + "4 \t 86 \t 5 \t 17 \t 1 \t 22 \t -135\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -73 \t 448\n", + "\t\t\t\t\t 1263 \t -7751\n", + "GCD(39203, 6388) = 1, with coefficients 1263 and -7751 such that 1 = (1263)*39203 + (-7751)*6388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6389 \t 6 \t 869 \t 1 \t 0\n", + "1 \t 6389 \t 869 \t 7 \t 306 \t 0 \t 1\n", + "2 \t 869 \t 306 \t 2 \t 257 \t 1 \t -6\n", + "3 \t 306 \t 257 \t 1 \t 49 \t -7 \t 43\n", + "4 \t 257 \t 49 \t 5 \t 12 \t 15 \t -92\n", + "5 \t 49 \t 12 \t 4 \t 1 \t -22 \t 135\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 125 \t -767\n", + "\t\t\t\t\t -522 \t 3203\n", + "GCD(39203, 6389) = 1, with coefficients -522 and 3203 such that 1 = (-522)*39203 + (3203)*6389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6390 \t 6 \t 863 \t 1 \t 0\n", + "1 \t 6390 \t 863 \t 7 \t 349 \t 0 \t 1\n", + "2 \t 863 \t 349 \t 2 \t 165 \t 1 \t -6\n", + "3 \t 349 \t 165 \t 2 \t 19 \t -7 \t 43\n", + "4 \t 165 \t 19 \t 8 \t 13 \t 15 \t -92\n", + "5 \t 19 \t 13 \t 1 \t 6 \t -37 \t 227\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 311 \t -1908\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -348 \t 2135\n", + "\t\t\t\t\t 1007 \t -6178\n", + "GCD(39203, 6390) = 1, with coefficients 1007 and -6178 such that 1 = (1007)*39203 + (-6178)*6390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6391 \t 6 \t 857 \t 1 \t 0\n", + "1 \t 6391 \t 857 \t 7 \t 392 \t 0 \t 1\n", + "2 \t 857 \t 392 \t 2 \t 73 \t 1 \t -6\n", + "3 \t 392 \t 73 \t 5 \t 27 \t -7 \t 43\n", + "4 \t 73 \t 27 \t 2 \t 19 \t 15 \t -92\n", + "5 \t 27 \t 19 \t 1 \t 8 \t -82 \t 503\n", + "6 \t 19 \t 8 \t 2 \t 3 \t 179 \t -1098\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -261 \t 1601\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 701 \t -4300\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1663 \t 10201\n", + "\t\t\t\t\t 2364 \t -14501\n", + "GCD(39203, 6391) = 1, with coefficients 2364 and -14501 such that 1 = (2364)*39203 + (-14501)*6391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6392 \t 6 \t 851 \t 1 \t 0\n", + "1 \t 6392 \t 851 \t 7 \t 435 \t 0 \t 1\n", + "2 \t 851 \t 435 \t 1 \t 416 \t 1 \t -6\n", + "3 \t 435 \t 416 \t 1 \t 19 \t -7 \t 43\n", + "4 \t 416 \t 19 \t 21 \t 17 \t 8 \t -49\n", + "5 \t 19 \t 17 \t 1 \t 2 \t -15 \t 92\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 323 \t -1981\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -338 \t 2073\n", + "\t\t\t\t\t 3027 \t -18565\n", + "GCD(39203, 6392) = 1, with coefficients 3027 and -18565 such that 1 = (3027)*39203 + (-18565)*6392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6393 \t 6 \t 845 \t 1 \t 0\n", + "1 \t 6393 \t 845 \t 7 \t 478 \t 0 \t 1\n", + "2 \t 845 \t 478 \t 1 \t 367 \t 1 \t -6\n", + "3 \t 478 \t 367 \t 1 \t 111 \t -7 \t 43\n", + "4 \t 367 \t 111 \t 3 \t 34 \t 8 \t -49\n", + "5 \t 111 \t 34 \t 3 \t 9 \t -15 \t 92\n", + "6 \t 34 \t 9 \t 3 \t 7 \t 53 \t -325\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -174 \t 1067\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 575 \t -3526\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -749 \t 4593\n", + "\t\t\t\t\t 2822 \t -17305\n", + "GCD(39203, 6393) = 1, with coefficients 2822 and -17305 such that 1 = (2822)*39203 + (-17305)*6393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6394 \t 6 \t 839 \t 1 \t 0\n", + "1 \t 6394 \t 839 \t 7 \t 521 \t 0 \t 1\n", + "2 \t 839 \t 521 \t 1 \t 318 \t 1 \t -6\n", + "3 \t 521 \t 318 \t 1 \t 203 \t -7 \t 43\n", + "4 \t 318 \t 203 \t 1 \t 115 \t 8 \t -49\n", + "5 \t 203 \t 115 \t 1 \t 88 \t -15 \t 92\n", + "6 \t 115 \t 88 \t 1 \t 27 \t 23 \t -141\n", + "7 \t 88 \t 27 \t 3 \t 7 \t -38 \t 233\n", + "8 \t 27 \t 7 \t 3 \t 6 \t 61 \t -374\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -221 \t 1355\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 724 \t -4439\n", + "\t\t\t\t\t -945 \t 5794\n", + "GCD(39203, 6394) = 1, with coefficients -945 and 5794 such that 1 = (-945)*39203 + (5794)*6394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6395 \t 6 \t 833 \t 1 \t 0\n", + "1 \t 6395 \t 833 \t 7 \t 564 \t 0 \t 1\n", + "2 \t 833 \t 564 \t 1 \t 269 \t 1 \t -6\n", + "3 \t 564 \t 269 \t 2 \t 26 \t -7 \t 43\n", + "4 \t 269 \t 26 \t 10 \t 9 \t 8 \t -49\n", + "5 \t 26 \t 9 \t 2 \t 8 \t -23 \t 141\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 238 \t -1459\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -499 \t 3059\n", + "\t\t\t\t\t 737 \t -4518\n", + "GCD(39203, 6395) = 1, with coefficients 737 and -4518 such that 1 = (737)*39203 + (-4518)*6395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6396 \t 6 \t 827 \t 1 \t 0\n", + "1 \t 6396 \t 827 \t 7 \t 607 \t 0 \t 1\n", + "2 \t 827 \t 607 \t 1 \t 220 \t 1 \t -6\n", + "3 \t 607 \t 220 \t 2 \t 167 \t -7 \t 43\n", + "4 \t 220 \t 167 \t 1 \t 53 \t 8 \t -49\n", + "5 \t 167 \t 53 \t 3 \t 8 \t -23 \t 141\n", + "6 \t 53 \t 8 \t 6 \t 5 \t 31 \t -190\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -116 \t 711\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 727 \t -4456\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -843 \t 5167\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1570 \t -9623\n", + "\t\t\t\t\t -2413 \t 14790\n", + "GCD(39203, 6396) = 1, with coefficients -2413 and 14790 such that 1 = (-2413)*39203 + (14790)*6396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6397 \t 6 \t 821 \t 1 \t 0\n", + "1 \t 6397 \t 821 \t 7 \t 650 \t 0 \t 1\n", + "2 \t 821 \t 650 \t 1 \t 171 \t 1 \t -6\n", + "3 \t 650 \t 171 \t 3 \t 137 \t -7 \t 43\n", + "4 \t 171 \t 137 \t 1 \t 34 \t 8 \t -49\n", + "5 \t 137 \t 34 \t 4 \t 1 \t -31 \t 190\n", + "6 \t 34 \t 1 \t 34 \t 0 \t 39 \t -239\n", + "\t\t\t\t\t -187 \t 1146\n", + "GCD(39203, 6397) = 1, with coefficients -187 and 1146 such that 1 = (-187)*39203 + (1146)*6397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6398 \t 6 \t 815 \t 1 \t 0\n", + "1 \t 6398 \t 815 \t 7 \t 693 \t 0 \t 1\n", + "2 \t 815 \t 693 \t 1 \t 122 \t 1 \t -6\n", + "3 \t 693 \t 122 \t 5 \t 83 \t -7 \t 43\n", + "4 \t 122 \t 83 \t 1 \t 39 \t 8 \t -49\n", + "5 \t 83 \t 39 \t 2 \t 5 \t -47 \t 288\n", + "6 \t 39 \t 5 \t 7 \t 4 \t 55 \t -337\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -157 \t 962\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1154 \t -7071\n", + "\t\t\t\t\t -1311 \t 8033\n", + "GCD(39203, 6398) = 1, with coefficients -1311 and 8033 such that 1 = (-1311)*39203 + (8033)*6398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6399 \t 6 \t 809 \t 1 \t 0\n", + "1 \t 6399 \t 809 \t 7 \t 736 \t 0 \t 1\n", + "2 \t 809 \t 736 \t 1 \t 73 \t 1 \t -6\n", + "3 \t 736 \t 73 \t 10 \t 6 \t -7 \t 43\n", + "4 \t 73 \t 6 \t 12 \t 1 \t 8 \t -49\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -87 \t 533\n", + "\t\t\t\t\t 1052 \t -6445\n", + "GCD(39203, 6399) = 1, with coefficients 1052 and -6445 such that 1 = (1052)*39203 + (-6445)*6399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6400 \t 6 \t 803 \t 1 \t 0\n", + "1 \t 6400 \t 803 \t 7 \t 779 \t 0 \t 1\n", + "2 \t 803 \t 779 \t 1 \t 24 \t 1 \t -6\n", + "3 \t 779 \t 24 \t 32 \t 11 \t -7 \t 43\n", + "4 \t 24 \t 11 \t 2 \t 2 \t 8 \t -49\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -263 \t 1611\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 534 \t -3271\n", + "\t\t\t\t\t -2933 \t 17966\n", + "GCD(39203, 6400) = 1, with coefficients -2933 and 17966 such that 1 = (-2933)*39203 + (17966)*6400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6401 \t 6 \t 797 \t 1 \t 0\n", + "1 \t 6401 \t 797 \t 8 \t 25 \t 0 \t 1\n", + "2 \t 797 \t 25 \t 31 \t 22 \t 1 \t -6\n", + "3 \t 25 \t 22 \t 1 \t 3 \t -8 \t 49\n", + "4 \t 22 \t 3 \t 7 \t 1 \t 249 \t -1525\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -257 \t 1574\n", + "\t\t\t\t\t 2048 \t -12543\n", + "GCD(39203, 6401) = 1, with coefficients 2048 and -12543 such that 1 = (2048)*39203 + (-12543)*6401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6402 \t 6 \t 791 \t 1 \t 0\n", + "1 \t 6402 \t 791 \t 8 \t 74 \t 0 \t 1\n", + "2 \t 791 \t 74 \t 10 \t 51 \t 1 \t -6\n", + "3 \t 74 \t 51 \t 1 \t 23 \t -8 \t 49\n", + "4 \t 51 \t 23 \t 2 \t 5 \t 81 \t -496\n", + "5 \t 23 \t 5 \t 4 \t 3 \t -89 \t 545\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 259 \t -1586\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1125 \t 6889\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1384 \t -8475\n", + "\t\t\t\t\t -2509 \t 15364\n", + "GCD(39203, 6402) = 1, with coefficients -2509 and 15364 such that 1 = (-2509)*39203 + (15364)*6402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6403 \t 6 \t 785 \t 1 \t 0\n", + "1 \t 6403 \t 785 \t 8 \t 123 \t 0 \t 1\n", + "2 \t 785 \t 123 \t 6 \t 47 \t 1 \t -6\n", + "3 \t 123 \t 47 \t 2 \t 29 \t -8 \t 49\n", + "4 \t 47 \t 29 \t 1 \t 18 \t 49 \t -300\n", + "5 \t 29 \t 18 \t 1 \t 11 \t -106 \t 649\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 155 \t -949\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -261 \t 1598\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 416 \t -2547\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -677 \t 4145\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1093 \t -6692\n", + "\t\t\t\t\t -1770 \t 10837\n", + "GCD(39203, 6403) = 1, with coefficients -1770 and 10837 such that 1 = (-1770)*39203 + (10837)*6403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6404 \t 6 \t 779 \t 1 \t 0\n", + "1 \t 6404 \t 779 \t 8 \t 172 \t 0 \t 1\n", + "2 \t 779 \t 172 \t 4 \t 91 \t 1 \t -6\n", + "3 \t 172 \t 91 \t 1 \t 81 \t -8 \t 49\n", + "4 \t 91 \t 81 \t 1 \t 10 \t 33 \t -202\n", + "5 \t 81 \t 10 \t 8 \t 1 \t -41 \t 251\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 74 \t -453\n", + "\t\t\t\t\t -633 \t 3875\n", + "GCD(39203, 6404) = 1, with coefficients -633 and 3875 such that 1 = (-633)*39203 + (3875)*6404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6405 \t 6 \t 773 \t 1 \t 0\n", + "1 \t 6405 \t 773 \t 8 \t 221 \t 0 \t 1\n", + "2 \t 773 \t 221 \t 3 \t 110 \t 1 \t -6\n", + "3 \t 221 \t 110 \t 2 \t 1 \t -8 \t 49\n", + "4 \t 110 \t 1 \t 110 \t 0 \t 25 \t -153\n", + "\t\t\t\t\t -58 \t 355\n", + "GCD(39203, 6405) = 1, with coefficients -58 and 355 such that 1 = (-58)*39203 + (355)*6405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6406 \t 6 \t 767 \t 1 \t 0\n", + "1 \t 6406 \t 767 \t 8 \t 270 \t 0 \t 1\n", + "2 \t 767 \t 270 \t 2 \t 227 \t 1 \t -6\n", + "3 \t 270 \t 227 \t 1 \t 43 \t -8 \t 49\n", + "4 \t 227 \t 43 \t 5 \t 12 \t 17 \t -104\n", + "5 \t 43 \t 12 \t 3 \t 7 \t -25 \t 153\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 142 \t -869\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -451 \t 2760\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 593 \t -3629\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1044 \t 6389\n", + "\t\t\t\t\t 2681 \t -16407\n", + "GCD(39203, 6406) = 1, with coefficients 2681 and -16407 such that 1 = (2681)*39203 + (-16407)*6406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6407 \t 6 \t 761 \t 1 \t 0\n", + "1 \t 6407 \t 761 \t 8 \t 319 \t 0 \t 1\n", + "2 \t 761 \t 319 \t 2 \t 123 \t 1 \t -6\n", + "3 \t 319 \t 123 \t 2 \t 73 \t -8 \t 49\n", + "4 \t 123 \t 73 \t 1 \t 50 \t 17 \t -104\n", + "5 \t 73 \t 50 \t 1 \t 23 \t -42 \t 257\n", + "6 \t 50 \t 23 \t 2 \t 4 \t 59 \t -361\n", + "7 \t 23 \t 4 \t 5 \t 3 \t -101 \t 618\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 261 \t -1597\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1406 \t 8603\n", + "\t\t\t\t\t 1667 \t -10200\n", + "GCD(39203, 6407) = 1, with coefficients 1667 and -10200 such that 1 = (1667)*39203 + (-10200)*6407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6408 \t 6 \t 755 \t 1 \t 0\n", + "1 \t 6408 \t 755 \t 8 \t 368 \t 0 \t 1\n", + "2 \t 755 \t 368 \t 2 \t 19 \t 1 \t -6\n", + "3 \t 368 \t 19 \t 19 \t 7 \t -8 \t 49\n", + "4 \t 19 \t 7 \t 2 \t 5 \t 17 \t -104\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -331 \t 2025\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 679 \t -4154\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1010 \t 6179\n", + "\t\t\t\t\t 2699 \t -16512\n", + "GCD(39203, 6408) = 1, with coefficients 2699 and -16512 such that 1 = (2699)*39203 + (-16512)*6408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6409 \t 6 \t 749 \t 1 \t 0\n", + "1 \t 6409 \t 749 \t 8 \t 417 \t 0 \t 1\n", + "2 \t 749 \t 417 \t 1 \t 332 \t 1 \t -6\n", + "3 \t 417 \t 332 \t 1 \t 85 \t -8 \t 49\n", + "4 \t 332 \t 85 \t 3 \t 77 \t 9 \t -55\n", + "5 \t 85 \t 77 \t 1 \t 8 \t -17 \t 104\n", + "6 \t 77 \t 8 \t 9 \t 5 \t 60 \t -367\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -77 \t 471\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 753 \t -4606\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -830 \t 5077\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1583 \t -9683\n", + "\t\t\t\t\t -2413 \t 14760\n", + "GCD(39203, 6409) = 1, with coefficients -2413 and 14760 such that 1 = (-2413)*39203 + (14760)*6409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6410 \t 6 \t 743 \t 1 \t 0\n", + "1 \t 6410 \t 743 \t 8 \t 466 \t 0 \t 1\n", + "2 \t 743 \t 466 \t 1 \t 277 \t 1 \t -6\n", + "3 \t 466 \t 277 \t 1 \t 189 \t -8 \t 49\n", + "4 \t 277 \t 189 \t 1 \t 88 \t 9 \t -55\n", + "5 \t 189 \t 88 \t 2 \t 13 \t -17 \t 104\n", + "6 \t 88 \t 13 \t 6 \t 10 \t 26 \t -159\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -69 \t 422\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 440 \t -2691\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -509 \t 3113\n", + "\t\t\t\t\t 1967 \t -12030\n", + "GCD(39203, 6410) = 1, with coefficients 1967 and -12030 such that 1 = (1967)*39203 + (-12030)*6410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6411 \t 6 \t 737 \t 1 \t 0\n", + "1 \t 6411 \t 737 \t 8 \t 515 \t 0 \t 1\n", + "2 \t 737 \t 515 \t 1 \t 222 \t 1 \t -6\n", + "3 \t 515 \t 222 \t 2 \t 71 \t -8 \t 49\n", + "4 \t 222 \t 71 \t 3 \t 9 \t 9 \t -55\n", + "5 \t 71 \t 9 \t 7 \t 8 \t -26 \t 159\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 87 \t -532\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -635 \t 3883\n", + "\t\t\t\t\t 722 \t -4415\n", + "GCD(39203, 6411) = 1, with coefficients 722 and -4415 such that 1 = (722)*39203 + (-4415)*6411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6412 \t 6 \t 731 \t 1 \t 0\n", + "1 \t 6412 \t 731 \t 8 \t 564 \t 0 \t 1\n", + "2 \t 731 \t 564 \t 1 \t 167 \t 1 \t -6\n", + "3 \t 564 \t 167 \t 3 \t 63 \t -8 \t 49\n", + "4 \t 167 \t 63 \t 2 \t 41 \t 9 \t -55\n", + "5 \t 63 \t 41 \t 1 \t 22 \t -35 \t 214\n", + "6 \t 41 \t 22 \t 1 \t 19 \t 79 \t -483\n", + "7 \t 22 \t 19 \t 1 \t 3 \t -114 \t 697\n", + "8 \t 19 \t 3 \t 6 \t 1 \t 193 \t -1180\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -307 \t 1877\n", + "\t\t\t\t\t 2035 \t -12442\n", + "GCD(39203, 6412) = 1, with coefficients 2035 and -12442 such that 1 = (2035)*39203 + (-12442)*6412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6413 \t 6 \t 725 \t 1 \t 0\n", + "1 \t 6413 \t 725 \t 8 \t 613 \t 0 \t 1\n", + "2 \t 725 \t 613 \t 1 \t 112 \t 1 \t -6\n", + "3 \t 613 \t 112 \t 5 \t 53 \t -8 \t 49\n", + "4 \t 112 \t 53 \t 2 \t 6 \t 9 \t -55\n", + "5 \t 53 \t 6 \t 8 \t 5 \t -53 \t 324\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 115 \t -703\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -973 \t 5948\n", + "\t\t\t\t\t 1088 \t -6651\n", + "GCD(39203, 6413) = 1, with coefficients 1088 and -6651 such that 1 = (1088)*39203 + (-6651)*6413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6414 \t 6 \t 719 \t 1 \t 0\n", + "1 \t 6414 \t 719 \t 8 \t 662 \t 0 \t 1\n", + "2 \t 719 \t 662 \t 1 \t 57 \t 1 \t -6\n", + "3 \t 662 \t 57 \t 11 \t 35 \t -8 \t 49\n", + "4 \t 57 \t 35 \t 1 \t 22 \t 9 \t -55\n", + "5 \t 35 \t 22 \t 1 \t 13 \t -107 \t 654\n", + "6 \t 22 \t 13 \t 1 \t 9 \t 116 \t -709\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -223 \t 1363\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 339 \t -2072\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -562 \t 3435\n", + "\t\t\t\t\t 1463 \t -8942\n", + "GCD(39203, 6414) = 1, with coefficients 1463 and -8942 such that 1 = (1463)*39203 + (-8942)*6414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6415 \t 6 \t 713 \t 1 \t 0\n", + "1 \t 6415 \t 713 \t 8 \t 711 \t 0 \t 1\n", + "2 \t 713 \t 711 \t 1 \t 2 \t 1 \t -6\n", + "3 \t 711 \t 2 \t 355 \t 1 \t -8 \t 49\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 9 \t -55\n", + "\t\t\t\t\t -3203 \t 19574\n", + "GCD(39203, 6415) = 1, with coefficients -3203 and 19574 such that 1 = (-3203)*39203 + (19574)*6415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6416 \t 6 \t 707 \t 1 \t 0\n", + "1 \t 6416 \t 707 \t 9 \t 53 \t 0 \t 1\n", + "2 \t 707 \t 53 \t 13 \t 18 \t 1 \t -6\n", + "3 \t 53 \t 18 \t 2 \t 17 \t -9 \t 55\n", + "4 \t 18 \t 17 \t 1 \t 1 \t 118 \t -721\n", + "5 \t 17 \t 1 \t 17 \t 0 \t -245 \t 1497\n", + "\t\t\t\t\t 363 \t -2218\n", + "GCD(39203, 6416) = 1, with coefficients 363 and -2218 such that 1 = (363)*39203 + (-2218)*6416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6417 \t 6 \t 701 \t 1 \t 0\n", + "1 \t 6417 \t 701 \t 9 \t 108 \t 0 \t 1\n", + "2 \t 701 \t 108 \t 6 \t 53 \t 1 \t -6\n", + "3 \t 108 \t 53 \t 2 \t 2 \t -9 \t 55\n", + "4 \t 53 \t 2 \t 26 \t 1 \t 55 \t -336\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -119 \t 727\n", + "\t\t\t\t\t 3149 \t -19238\n", + "GCD(39203, 6417) = 1, with coefficients 3149 and -19238 such that 1 = (3149)*39203 + (-19238)*6417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6418 \t 6 \t 695 \t 1 \t 0\n", + "1 \t 6418 \t 695 \t 9 \t 163 \t 0 \t 1\n", + "2 \t 695 \t 163 \t 4 \t 43 \t 1 \t -6\n", + "3 \t 163 \t 43 \t 3 \t 34 \t -9 \t 55\n", + "4 \t 43 \t 34 \t 1 \t 9 \t 37 \t -226\n", + "5 \t 34 \t 9 \t 3 \t 7 \t -120 \t 733\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 157 \t -959\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -591 \t 3610\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 748 \t -4569\n", + "\t\t\t\t\t -2835 \t 17317\n", + "GCD(39203, 6418) = 1, with coefficients -2835 and 17317 such that 1 = (-2835)*39203 + (17317)*6418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6419 \t 6 \t 689 \t 1 \t 0\n", + "1 \t 6419 \t 689 \t 9 \t 218 \t 0 \t 1\n", + "2 \t 689 \t 218 \t 3 \t 35 \t 1 \t -6\n", + "3 \t 218 \t 35 \t 6 \t 8 \t -9 \t 55\n", + "4 \t 35 \t 8 \t 4 \t 3 \t 28 \t -171\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -177 \t 1081\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 736 \t -4495\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1649 \t 10071\n", + "\t\t\t\t\t 2385 \t -14566\n", + "GCD(39203, 6419) = 1, with coefficients 2385 and -14566 such that 1 = (2385)*39203 + (-14566)*6419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6420 \t 6 \t 683 \t 1 \t 0\n", + "1 \t 6420 \t 683 \t 9 \t 273 \t 0 \t 1\n", + "2 \t 683 \t 273 \t 2 \t 137 \t 1 \t -6\n", + "3 \t 273 \t 137 \t 1 \t 136 \t -9 \t 55\n", + "4 \t 137 \t 136 \t 1 \t 1 \t 19 \t -116\n", + "5 \t 136 \t 1 \t 136 \t 0 \t -28 \t 171\n", + "\t\t\t\t\t 47 \t -287\n", + "GCD(39203, 6420) = 1, with coefficients 47 and -287 such that 1 = (47)*39203 + (-287)*6420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6421 \t 6 \t 677 \t 1 \t 0\n", + "1 \t 6421 \t 677 \t 9 \t 328 \t 0 \t 1\n", + "2 \t 677 \t 328 \t 2 \t 21 \t 1 \t -6\n", + "3 \t 328 \t 21 \t 15 \t 13 \t -9 \t 55\n", + "4 \t 21 \t 13 \t 1 \t 8 \t 19 \t -116\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -294 \t 1795\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 313 \t -1911\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -607 \t 3706\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 920 \t -5617\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1527 \t 9323\n", + "\t\t\t\t\t 2447 \t -14940\n", + "GCD(39203, 6421) = 1, with coefficients 2447 and -14940 such that 1 = (2447)*39203 + (-14940)*6421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6422 \t 6 \t 671 \t 1 \t 0\n", + "1 \t 6422 \t 671 \t 9 \t 383 \t 0 \t 1\n", + "2 \t 671 \t 383 \t 1 \t 288 \t 1 \t -6\n", + "3 \t 383 \t 288 \t 1 \t 95 \t -9 \t 55\n", + "4 \t 288 \t 95 \t 3 \t 3 \t 10 \t -61\n", + "5 \t 95 \t 3 \t 31 \t 2 \t -19 \t 116\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 67 \t -409\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2096 \t 12795\n", + "\t\t\t\t\t 2163 \t -13204\n", + "GCD(39203, 6422) = 1, with coefficients 2163 and -13204 such that 1 = (2163)*39203 + (-13204)*6422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6423 \t 6 \t 665 \t 1 \t 0\n", + "1 \t 6423 \t 665 \t 9 \t 438 \t 0 \t 1\n", + "2 \t 665 \t 438 \t 1 \t 227 \t 1 \t -6\n", + "3 \t 438 \t 227 \t 1 \t 211 \t -9 \t 55\n", + "4 \t 227 \t 211 \t 1 \t 16 \t 10 \t -61\n", + "5 \t 211 \t 16 \t 13 \t 3 \t -19 \t 116\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 29 \t -177\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -396 \t 2417\n", + "\t\t\t\t\t 2009 \t -12262\n", + "GCD(39203, 6423) = 1, with coefficients 2009 and -12262 such that 1 = (2009)*39203 + (-12262)*6423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6424 \t 6 \t 659 \t 1 \t 0\n", + "1 \t 6424 \t 659 \t 9 \t 493 \t 0 \t 1\n", + "2 \t 659 \t 493 \t 1 \t 166 \t 1 \t -6\n", + "3 \t 493 \t 166 \t 2 \t 161 \t -9 \t 55\n", + "4 \t 166 \t 161 \t 1 \t 5 \t 10 \t -61\n", + "5 \t 161 \t 5 \t 32 \t 1 \t -29 \t 177\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 39 \t -238\n", + "\t\t\t\t\t -1277 \t 7793\n", + "GCD(39203, 6424) = 1, with coefficients -1277 and 7793 such that 1 = (-1277)*39203 + (7793)*6424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6425 \t 6 \t 653 \t 1 \t 0\n", + "1 \t 6425 \t 653 \t 9 \t 548 \t 0 \t 1\n", + "2 \t 653 \t 548 \t 1 \t 105 \t 1 \t -6\n", + "3 \t 548 \t 105 \t 5 \t 23 \t -9 \t 55\n", + "4 \t 105 \t 23 \t 4 \t 13 \t 10 \t -61\n", + "5 \t 23 \t 13 \t 1 \t 10 \t -59 \t 360\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 246 \t -1501\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -305 \t 1861\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 551 \t -3362\n", + "\t\t\t\t\t -1958 \t 11947\n", + "GCD(39203, 6425) = 1, with coefficients -1958 and 11947 such that 1 = (-1958)*39203 + (11947)*6425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6426 \t 6 \t 647 \t 1 \t 0\n", + "1 \t 6426 \t 647 \t 9 \t 603 \t 0 \t 1\n", + "2 \t 647 \t 603 \t 1 \t 44 \t 1 \t -6\n", + "3 \t 603 \t 44 \t 13 \t 31 \t -9 \t 55\n", + "4 \t 44 \t 31 \t 1 \t 13 \t 10 \t -61\n", + "5 \t 31 \t 13 \t 2 \t 5 \t -139 \t 848\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 149 \t -909\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -437 \t 2666\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1023 \t -6241\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1460 \t 8907\n", + "\t\t\t\t\t 2483 \t -15148\n", + "GCD(39203, 6426) = 1, with coefficients 2483 and -15148 such that 1 = (2483)*39203 + (-15148)*6426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6427 \t 6 \t 641 \t 1 \t 0\n", + "1 \t 6427 \t 641 \t 10 \t 17 \t 0 \t 1\n", + "2 \t 641 \t 17 \t 37 \t 12 \t 1 \t -6\n", + "3 \t 17 \t 12 \t 1 \t 5 \t -10 \t 61\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 371 \t -2263\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -381 \t 2324\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1133 \t -6911\n", + "\t\t\t\t\t -2647 \t 16146\n", + "GCD(39203, 6427) = 1, with coefficients -2647 and 16146 such that 1 = (-2647)*39203 + (16146)*6427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6428 \t 6 \t 635 \t 1 \t 0\n", + "1 \t 6428 \t 635 \t 10 \t 78 \t 0 \t 1\n", + "2 \t 635 \t 78 \t 8 \t 11 \t 1 \t -6\n", + "3 \t 78 \t 11 \t 7 \t 1 \t -10 \t 61\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 81 \t -494\n", + "\t\t\t\t\t -577 \t 3519\n", + "GCD(39203, 6428) = 1, with coefficients -577 and 3519 such that 1 = (-577)*39203 + (3519)*6428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6429 \t 6 \t 629 \t 1 \t 0\n", + "1 \t 6429 \t 629 \t 10 \t 139 \t 0 \t 1\n", + "2 \t 629 \t 139 \t 4 \t 73 \t 1 \t -6\n", + "3 \t 139 \t 73 \t 1 \t 66 \t -10 \t 61\n", + "4 \t 73 \t 66 \t 1 \t 7 \t 41 \t -250\n", + "5 \t 66 \t 7 \t 9 \t 3 \t -51 \t 311\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 92 \t -561\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -879 \t 5360\n", + "\t\t\t\t\t 1850 \t -11281\n", + "GCD(39203, 6429) = 1, with coefficients 1850 and -11281 such that 1 = (1850)*39203 + (-11281)*6429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6430 \t 6 \t 623 \t 1 \t 0\n", + "1 \t 6430 \t 623 \t 10 \t 200 \t 0 \t 1\n", + "2 \t 623 \t 200 \t 3 \t 23 \t 1 \t -6\n", + "3 \t 200 \t 23 \t 8 \t 16 \t -10 \t 61\n", + "4 \t 23 \t 16 \t 1 \t 7 \t 31 \t -189\n", + "5 \t 16 \t 7 \t 2 \t 2 \t -258 \t 1573\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 289 \t -1762\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -836 \t 5097\n", + "\t\t\t\t\t 2797 \t -17053\n", + "GCD(39203, 6430) = 1, with coefficients 2797 and -17053 such that 1 = (2797)*39203 + (-17053)*6430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6431 \t 6 \t 617 \t 1 \t 0\n", + "1 \t 6431 \t 617 \t 10 \t 261 \t 0 \t 1\n", + "2 \t 617 \t 261 \t 2 \t 95 \t 1 \t -6\n", + "3 \t 261 \t 95 \t 2 \t 71 \t -10 \t 61\n", + "4 \t 95 \t 71 \t 1 \t 24 \t 21 \t -128\n", + "5 \t 71 \t 24 \t 2 \t 23 \t -52 \t 317\n", + "6 \t 24 \t 23 \t 1 \t 1 \t 73 \t -445\n", + "7 \t 23 \t 1 \t 23 \t 0 \t -198 \t 1207\n", + "\t\t\t\t\t 271 \t -1652\n", + "GCD(39203, 6431) = 1, with coefficients 271 and -1652 such that 1 = (271)*39203 + (-1652)*6431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6432 \t 6 \t 611 \t 1 \t 0\n", + "1 \t 6432 \t 611 \t 10 \t 322 \t 0 \t 1\n", + "2 \t 611 \t 322 \t 1 \t 289 \t 1 \t -6\n", + "3 \t 322 \t 289 \t 1 \t 33 \t -10 \t 61\n", + "4 \t 289 \t 33 \t 8 \t 25 \t 11 \t -67\n", + "5 \t 33 \t 25 \t 1 \t 8 \t -21 \t 128\n", + "6 \t 25 \t 8 \t 3 \t 1 \t 179 \t -1091\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -200 \t 1219\n", + "\t\t\t\t\t 779 \t -4748\n", + "GCD(39203, 6432) = 1, with coefficients 779 and -4748 such that 1 = (779)*39203 + (-4748)*6432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6433 \t 6 \t 605 \t 1 \t 0\n", + "1 \t 6433 \t 605 \t 10 \t 383 \t 0 \t 1\n", + "2 \t 605 \t 383 \t 1 \t 222 \t 1 \t -6\n", + "3 \t 383 \t 222 \t 1 \t 161 \t -10 \t 61\n", + "4 \t 222 \t 161 \t 1 \t 61 \t 11 \t -67\n", + "5 \t 161 \t 61 \t 2 \t 39 \t -21 \t 128\n", + "6 \t 61 \t 39 \t 1 \t 22 \t 32 \t -195\n", + "7 \t 39 \t 22 \t 1 \t 17 \t -85 \t 518\n", + "8 \t 22 \t 17 \t 1 \t 5 \t 117 \t -713\n", + "9 \t 17 \t 5 \t 3 \t 2 \t -202 \t 1231\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 319 \t -1944\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1159 \t 7063\n", + "\t\t\t\t\t 2637 \t -16070\n", + "GCD(39203, 6433) = 1, with coefficients 2637 and -16070 such that 1 = (2637)*39203 + (-16070)*6433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6434 \t 6 \t 599 \t 1 \t 0\n", + "1 \t 6434 \t 599 \t 10 \t 444 \t 0 \t 1\n", + "2 \t 599 \t 444 \t 1 \t 155 \t 1 \t -6\n", + "3 \t 444 \t 155 \t 2 \t 134 \t -10 \t 61\n", + "4 \t 155 \t 134 \t 1 \t 21 \t 11 \t -67\n", + "5 \t 134 \t 21 \t 6 \t 8 \t -32 \t 195\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 43 \t -262\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -290 \t 1767\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 623 \t -3796\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -913 \t 5563\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1536 \t -9359\n", + "\t\t\t\t\t -2449 \t 14922\n", + "GCD(39203, 6434) = 1, with coefficients -2449 and 14922 such that 1 = (-2449)*39203 + (14922)*6434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6435 \t 6 \t 593 \t 1 \t 0\n", + "1 \t 6435 \t 593 \t 10 \t 505 \t 0 \t 1\n", + "2 \t 593 \t 505 \t 1 \t 88 \t 1 \t -6\n", + "3 \t 505 \t 88 \t 5 \t 65 \t -10 \t 61\n", + "4 \t 88 \t 65 \t 1 \t 23 \t 11 \t -67\n", + "5 \t 65 \t 23 \t 2 \t 19 \t -65 \t 396\n", + "6 \t 23 \t 19 \t 1 \t 4 \t 76 \t -463\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -217 \t 1322\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -1785\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1389 \t 8462\n", + "\t\t\t\t\t 1682 \t -10247\n", + "GCD(39203, 6435) = 1, with coefficients 1682 and -10247 such that 1 = (1682)*39203 + (-10247)*6435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6436 \t 6 \t 587 \t 1 \t 0\n", + "1 \t 6436 \t 587 \t 10 \t 566 \t 0 \t 1\n", + "2 \t 587 \t 566 \t 1 \t 21 \t 1 \t -6\n", + "3 \t 566 \t 21 \t 26 \t 20 \t -10 \t 61\n", + "4 \t 21 \t 20 \t 1 \t 1 \t 11 \t -67\n", + "5 \t 20 \t 1 \t 20 \t 0 \t -296 \t 1803\n", + "\t\t\t\t\t 307 \t -1870\n", + "GCD(39203, 6436) = 1, with coefficients 307 and -1870 such that 1 = (307)*39203 + (-1870)*6436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6437 \t 6 \t 581 \t 1 \t 0\n", + "1 \t 6437 \t 581 \t 11 \t 46 \t 0 \t 1\n", + "2 \t 581 \t 46 \t 12 \t 29 \t 1 \t -6\n", + "3 \t 46 \t 29 \t 1 \t 17 \t -11 \t 67\n", + "4 \t 29 \t 17 \t 1 \t 12 \t 133 \t -810\n", + "5 \t 17 \t 12 \t 1 \t 5 \t -144 \t 877\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 277 \t -1687\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -421 \t 2564\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1119 \t -6815\n", + "\t\t\t\t\t -2659 \t 16194\n", + "GCD(39203, 6437) = 1, with coefficients -2659 and 16194 such that 1 = (-2659)*39203 + (16194)*6437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6438 \t 6 \t 575 \t 1 \t 0\n", + "1 \t 6438 \t 575 \t 11 \t 113 \t 0 \t 1\n", + "2 \t 575 \t 113 \t 5 \t 10 \t 1 \t -6\n", + "3 \t 113 \t 10 \t 11 \t 3 \t -11 \t 67\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 56 \t -341\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -627 \t 3818\n", + "\t\t\t\t\t 1937 \t -11795\n", + "GCD(39203, 6438) = 1, with coefficients 1937 and -11795 such that 1 = (1937)*39203 + (-11795)*6438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6439 \t 6 \t 569 \t 1 \t 0\n", + "1 \t 6439 \t 569 \t 11 \t 180 \t 0 \t 1\n", + "2 \t 569 \t 180 \t 3 \t 29 \t 1 \t -6\n", + "3 \t 180 \t 29 \t 6 \t 6 \t -11 \t 67\n", + "4 \t 29 \t 6 \t 4 \t 5 \t 34 \t -207\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -215 \t 1309\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 894 \t -5443\n", + "\t\t\t\t\t -1109 \t 6752\n", + "GCD(39203, 6439) = 1, with coefficients -1109 and 6752 such that 1 = (-1109)*39203 + (6752)*6439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6440 \t 6 \t 563 \t 1 \t 0\n", + "1 \t 6440 \t 563 \t 11 \t 247 \t 0 \t 1\n", + "2 \t 563 \t 247 \t 2 \t 69 \t 1 \t -6\n", + "3 \t 247 \t 69 \t 3 \t 40 \t -11 \t 67\n", + "4 \t 69 \t 40 \t 1 \t 29 \t 23 \t -140\n", + "5 \t 40 \t 29 \t 1 \t 11 \t -80 \t 487\n", + "6 \t 29 \t 11 \t 2 \t 7 \t 103 \t -627\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -183 \t 1114\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 469 \t -2855\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -652 \t 3969\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1121 \t -6824\n", + "\t\t\t\t\t -1773 \t 10793\n", + "GCD(39203, 6440) = 1, with coefficients -1773 and 10793 such that 1 = (-1773)*39203 + (10793)*6440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6441 \t 6 \t 557 \t 1 \t 0\n", + "1 \t 6441 \t 557 \t 11 \t 314 \t 0 \t 1\n", + "2 \t 557 \t 314 \t 1 \t 243 \t 1 \t -6\n", + "3 \t 314 \t 243 \t 1 \t 71 \t -11 \t 67\n", + "4 \t 243 \t 71 \t 3 \t 30 \t 12 \t -73\n", + "5 \t 71 \t 30 \t 2 \t 11 \t -23 \t 140\n", + "6 \t 30 \t 11 \t 2 \t 8 \t 81 \t -493\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -185 \t 1126\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 451 \t -2745\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -636 \t 3871\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1723 \t -10487\n", + "\t\t\t\t\t -2359 \t 14358\n", + "GCD(39203, 6441) = 1, with coefficients -2359 and 14358 such that 1 = (-2359)*39203 + (14358)*6441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6442 \t 6 \t 551 \t 1 \t 0\n", + "1 \t 6442 \t 551 \t 11 \t 381 \t 0 \t 1\n", + "2 \t 551 \t 381 \t 1 \t 170 \t 1 \t -6\n", + "3 \t 381 \t 170 \t 2 \t 41 \t -11 \t 67\n", + "4 \t 170 \t 41 \t 4 \t 6 \t 12 \t -73\n", + "5 \t 41 \t 6 \t 6 \t 5 \t -35 \t 213\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 152 \t -925\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -947 \t 5763\n", + "\t\t\t\t\t 1099 \t -6688\n", + "GCD(39203, 6442) = 1, with coefficients 1099 and -6688 such that 1 = (1099)*39203 + (-6688)*6442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6443 \t 6 \t 545 \t 1 \t 0\n", + "1 \t 6443 \t 545 \t 11 \t 448 \t 0 \t 1\n", + "2 \t 545 \t 448 \t 1 \t 97 \t 1 \t -6\n", + "3 \t 448 \t 97 \t 4 \t 60 \t -11 \t 67\n", + "4 \t 97 \t 60 \t 1 \t 37 \t 12 \t -73\n", + "5 \t 60 \t 37 \t 1 \t 23 \t -59 \t 359\n", + "6 \t 37 \t 23 \t 1 \t 14 \t 71 \t -432\n", + "7 \t 23 \t 14 \t 1 \t 9 \t -130 \t 791\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 201 \t -1223\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -331 \t 2014\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 532 \t -3237\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -863 \t 5251\n", + "\t\t\t\t\t 1395 \t -8488\n", + "GCD(39203, 6443) = 1, with coefficients 1395 and -8488 such that 1 = (1395)*39203 + (-8488)*6443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6444 \t 6 \t 539 \t 1 \t 0\n", + "1 \t 6444 \t 539 \t 11 \t 515 \t 0 \t 1\n", + "2 \t 539 \t 515 \t 1 \t 24 \t 1 \t -6\n", + "3 \t 515 \t 24 \t 21 \t 11 \t -11 \t 67\n", + "4 \t 24 \t 11 \t 2 \t 2 \t 12 \t -73\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -263 \t 1600\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 538 \t -3273\n", + "\t\t\t\t\t -2953 \t 17965\n", + "GCD(39203, 6444) = 1, with coefficients -2953 and 17965 such that 1 = (-2953)*39203 + (17965)*6444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6445 \t 6 \t 533 \t 1 \t 0\n", + "1 \t 6445 \t 533 \t 12 \t 49 \t 0 \t 1\n", + "2 \t 533 \t 49 \t 10 \t 43 \t 1 \t -6\n", + "3 \t 49 \t 43 \t 1 \t 6 \t -12 \t 73\n", + "4 \t 43 \t 6 \t 7 \t 1 \t 121 \t -736\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -133 \t 809\n", + "\t\t\t\t\t 1052 \t -6399\n", + "GCD(39203, 6445) = 1, with coefficients 1052 and -6399 such that 1 = (1052)*39203 + (-6399)*6445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6446 \t 6 \t 527 \t 1 \t 0\n", + "1 \t 6446 \t 527 \t 12 \t 122 \t 0 \t 1\n", + "2 \t 527 \t 122 \t 4 \t 39 \t 1 \t -6\n", + "3 \t 122 \t 39 \t 3 \t 5 \t -12 \t 73\n", + "4 \t 39 \t 5 \t 7 \t 4 \t 49 \t -298\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -159 \t 967\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1162 \t -7067\n", + "\t\t\t\t\t -1321 \t 8034\n", + "GCD(39203, 6446) = 1, with coefficients -1321 and 8034 such that 1 = (-1321)*39203 + (8034)*6446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6447 \t 6 \t 521 \t 1 \t 0\n", + "1 \t 6447 \t 521 \t 12 \t 195 \t 0 \t 1\n", + "2 \t 521 \t 195 \t 2 \t 131 \t 1 \t -6\n", + "3 \t 195 \t 131 \t 1 \t 64 \t -12 \t 73\n", + "4 \t 131 \t 64 \t 2 \t 3 \t 25 \t -152\n", + "5 \t 64 \t 3 \t 21 \t 1 \t -37 \t 225\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 99 \t -602\n", + "\t\t\t\t\t -2116 \t 12867\n", + "GCD(39203, 6447) = 1, with coefficients -2116 and 12867 such that 1 = (-2116)*39203 + (12867)*6447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6448 \t 6 \t 515 \t 1 \t 0\n", + "1 \t 6448 \t 515 \t 12 \t 268 \t 0 \t 1\n", + "2 \t 515 \t 268 \t 1 \t 247 \t 1 \t -6\n", + "3 \t 268 \t 247 \t 1 \t 21 \t -12 \t 73\n", + "4 \t 247 \t 21 \t 11 \t 16 \t 13 \t -79\n", + "5 \t 21 \t 16 \t 1 \t 5 \t -25 \t 152\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 288 \t -1751\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -313 \t 1903\n", + "\t\t\t\t\t 1227 \t -7460\n", + "GCD(39203, 6448) = 1, with coefficients 1227 and -7460 such that 1 = (1227)*39203 + (-7460)*6448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6449 \t 6 \t 509 \t 1 \t 0\n", + "1 \t 6449 \t 509 \t 12 \t 341 \t 0 \t 1\n", + "2 \t 509 \t 341 \t 1 \t 168 \t 1 \t -6\n", + "3 \t 341 \t 168 \t 2 \t 5 \t -12 \t 73\n", + "4 \t 168 \t 5 \t 33 \t 3 \t 13 \t -79\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -38 \t 231\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1267 \t -7702\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1305 \t 7933\n", + "\t\t\t\t\t 2572 \t -15635\n", + "GCD(39203, 6449) = 1, with coefficients 2572 and -15635 such that 1 = (2572)*39203 + (-15635)*6449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6450 \t 6 \t 503 \t 1 \t 0\n", + "1 \t 6450 \t 503 \t 12 \t 414 \t 0 \t 1\n", + "2 \t 503 \t 414 \t 1 \t 89 \t 1 \t -6\n", + "3 \t 414 \t 89 \t 4 \t 58 \t -12 \t 73\n", + "4 \t 89 \t 58 \t 1 \t 31 \t 13 \t -79\n", + "5 \t 58 \t 31 \t 1 \t 27 \t -64 \t 389\n", + "6 \t 31 \t 27 \t 1 \t 4 \t 77 \t -468\n", + "7 \t 27 \t 4 \t 6 \t 3 \t -141 \t 857\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 218 \t -1325\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1449 \t 8807\n", + "\t\t\t\t\t 1667 \t -10132\n", + "GCD(39203, 6450) = 1, with coefficients 1667 and -10132 such that 1 = (1667)*39203 + (-10132)*6450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6451 \t 6 \t 497 \t 1 \t 0\n", + "1 \t 6451 \t 497 \t 12 \t 487 \t 0 \t 1\n", + "2 \t 497 \t 487 \t 1 \t 10 \t 1 \t -6\n", + "3 \t 487 \t 10 \t 48 \t 7 \t -12 \t 73\n", + "4 \t 10 \t 7 \t 1 \t 3 \t 13 \t -79\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -636 \t 3865\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 649 \t -3944\n", + "\t\t\t\t\t -1934 \t 11753\n", + "GCD(39203, 6451) = 1, with coefficients -1934 and 11753 such that 1 = (-1934)*39203 + (11753)*6451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6452 \t 6 \t 491 \t 1 \t 0\n", + "1 \t 6452 \t 491 \t 13 \t 69 \t 0 \t 1\n", + "2 \t 491 \t 69 \t 7 \t 8 \t 1 \t -6\n", + "3 \t 69 \t 8 \t 8 \t 5 \t -13 \t 79\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 92 \t -559\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -749 \t 4551\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 841 \t -5110\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1590 \t 9661\n", + "\t\t\t\t\t 2431 \t -14771\n", + "GCD(39203, 6452) = 1, with coefficients 2431 and -14771 such that 1 = (2431)*39203 + (-14771)*6452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6453 \t 6 \t 485 \t 1 \t 0\n", + "1 \t 6453 \t 485 \t 13 \t 148 \t 0 \t 1\n", + "2 \t 485 \t 148 \t 3 \t 41 \t 1 \t -6\n", + "3 \t 148 \t 41 \t 3 \t 25 \t -13 \t 79\n", + "4 \t 41 \t 25 \t 1 \t 16 \t 40 \t -243\n", + "5 \t 25 \t 16 \t 1 \t 9 \t -133 \t 808\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 173 \t -1051\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -306 \t 1859\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 479 \t -2910\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -785 \t 4769\n", + "\t\t\t\t\t 2834 \t -17217\n", + "GCD(39203, 6453) = 1, with coefficients 2834 and -17217 such that 1 = (2834)*39203 + (-17217)*6453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6454 \t 6 \t 479 \t 1 \t 0\n", + "1 \t 6454 \t 479 \t 13 \t 227 \t 0 \t 1\n", + "2 \t 479 \t 227 \t 2 \t 25 \t 1 \t -6\n", + "3 \t 227 \t 25 \t 9 \t 2 \t -13 \t 79\n", + "4 \t 25 \t 2 \t 12 \t 1 \t 27 \t -164\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -256 \t 1555\n", + "\t\t\t\t\t 3099 \t -18824\n", + "GCD(39203, 6454) = 1, with coefficients 3099 and -18824 such that 1 = (3099)*39203 + (-18824)*6454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6455 \t 6 \t 473 \t 1 \t 0\n", + "1 \t 6455 \t 473 \t 13 \t 306 \t 0 \t 1\n", + "2 \t 473 \t 306 \t 1 \t 167 \t 1 \t -6\n", + "3 \t 306 \t 167 \t 1 \t 139 \t -13 \t 79\n", + "4 \t 167 \t 139 \t 1 \t 28 \t 14 \t -85\n", + "5 \t 139 \t 28 \t 4 \t 27 \t -27 \t 164\n", + "6 \t 28 \t 27 \t 1 \t 1 \t 41 \t -249\n", + "7 \t 27 \t 1 \t 27 \t 0 \t -191 \t 1160\n", + "\t\t\t\t\t 232 \t -1409\n", + "GCD(39203, 6455) = 1, with coefficients 232 and -1409 such that 1 = (232)*39203 + (-1409)*6455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6456 \t 6 \t 467 \t 1 \t 0\n", + "1 \t 6456 \t 467 \t 13 \t 385 \t 0 \t 1\n", + "2 \t 467 \t 385 \t 1 \t 82 \t 1 \t -6\n", + "3 \t 385 \t 82 \t 4 \t 57 \t -13 \t 79\n", + "4 \t 82 \t 57 \t 1 \t 25 \t 14 \t -85\n", + "5 \t 57 \t 25 \t 2 \t 7 \t -69 \t 419\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 83 \t -504\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -235 \t 1427\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 788 \t -4785\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1023 \t 6212\n", + "\t\t\t\t\t 1811 \t -10997\n", + "GCD(39203, 6456) = 1, with coefficients 1811 and -10997 such that 1 = (1811)*39203 + (-10997)*6456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6457 \t 6 \t 461 \t 1 \t 0\n", + "1 \t 6457 \t 461 \t 14 \t 3 \t 0 \t 1\n", + "2 \t 461 \t 3 \t 153 \t 2 \t 1 \t -6\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -14 \t 85\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 2143 \t -13011\n", + "\t\t\t\t\t -2157 \t 13096\n", + "GCD(39203, 6457) = 1, with coefficients -2157 and 13096 such that 1 = (-2157)*39203 + (13096)*6457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6458 \t 6 \t 455 \t 1 \t 0\n", + "1 \t 6458 \t 455 \t 14 \t 88 \t 0 \t 1\n", + "2 \t 455 \t 88 \t 5 \t 15 \t 1 \t -6\n", + "3 \t 88 \t 15 \t 5 \t 13 \t -14 \t 85\n", + "4 \t 15 \t 13 \t 1 \t 2 \t 71 \t -431\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -369 \t 2240\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 440 \t -2671\n", + "\t\t\t\t\t -3009 \t 18266\n", + "GCD(39203, 6458) = 1, with coefficients -3009 and 18266 such that 1 = (-3009)*39203 + (18266)*6458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6459 \t 6 \t 449 \t 1 \t 0\n", + "1 \t 6459 \t 449 \t 14 \t 173 \t 0 \t 1\n", + "2 \t 449 \t 173 \t 2 \t 103 \t 1 \t -6\n", + "3 \t 173 \t 103 \t 1 \t 70 \t -14 \t 85\n", + "4 \t 103 \t 70 \t 1 \t 33 \t 29 \t -176\n", + "5 \t 70 \t 33 \t 2 \t 4 \t -43 \t 261\n", + "6 \t 33 \t 4 \t 8 \t 1 \t 72 \t -437\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -187 \t 1135\n", + "\t\t\t\t\t 1568 \t -9517\n", + "GCD(39203, 6459) = 1, with coefficients 1568 and -9517 such that 1 = (1568)*39203 + (-9517)*6459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6460 \t 6 \t 443 \t 1 \t 0\n", + "1 \t 6460 \t 443 \t 14 \t 258 \t 0 \t 1\n", + "2 \t 443 \t 258 \t 1 \t 185 \t 1 \t -6\n", + "3 \t 258 \t 185 \t 1 \t 73 \t -14 \t 85\n", + "4 \t 185 \t 73 \t 2 \t 39 \t 15 \t -91\n", + "5 \t 73 \t 39 \t 1 \t 34 \t -29 \t 176\n", + "6 \t 39 \t 34 \t 1 \t 5 \t 73 \t -443\n", + "7 \t 34 \t 5 \t 6 \t 4 \t -102 \t 619\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 175 \t -1062\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1152 \t 6991\n", + "\t\t\t\t\t 1327 \t -8053\n", + "GCD(39203, 6460) = 1, with coefficients 1327 and -8053 such that 1 = (1327)*39203 + (-8053)*6460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6461 \t 6 \t 437 \t 1 \t 0\n", + "1 \t 6461 \t 437 \t 14 \t 343 \t 0 \t 1\n", + "2 \t 437 \t 343 \t 1 \t 94 \t 1 \t -6\n", + "3 \t 343 \t 94 \t 3 \t 61 \t -14 \t 85\n", + "4 \t 94 \t 61 \t 1 \t 33 \t 15 \t -91\n", + "5 \t 61 \t 33 \t 1 \t 28 \t -59 \t 358\n", + "6 \t 33 \t 28 \t 1 \t 5 \t 74 \t -449\n", + "7 \t 28 \t 5 \t 5 \t 3 \t -133 \t 807\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 207 \t -1256\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1168 \t 7087\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1375 \t -8343\n", + "\t\t\t\t\t -2543 \t 15430\n", + "GCD(39203, 6461) = 1, with coefficients -2543 and 15430 such that 1 = (-2543)*39203 + (15430)*6461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6462 \t 6 \t 431 \t 1 \t 0\n", + "1 \t 6462 \t 431 \t 14 \t 428 \t 0 \t 1\n", + "2 \t 431 \t 428 \t 1 \t 3 \t 1 \t -6\n", + "3 \t 428 \t 3 \t 142 \t 2 \t -14 \t 85\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 15 \t -91\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2144 \t 13007\n", + "\t\t\t\t\t 2159 \t -13098\n", + "GCD(39203, 6462) = 1, with coefficients 2159 and -13098 such that 1 = (2159)*39203 + (-13098)*6462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6463 \t 6 \t 425 \t 1 \t 0\n", + "1 \t 6463 \t 425 \t 15 \t 88 \t 0 \t 1\n", + "2 \t 425 \t 88 \t 4 \t 73 \t 1 \t -6\n", + "3 \t 88 \t 73 \t 1 \t 15 \t -15 \t 91\n", + "4 \t 73 \t 15 \t 4 \t 13 \t 61 \t -370\n", + "5 \t 15 \t 13 \t 1 \t 2 \t -76 \t 461\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 365 \t -2214\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -441 \t 2675\n", + "\t\t\t\t\t 3011 \t -18264\n", + "GCD(39203, 6463) = 1, with coefficients 3011 and -18264 such that 1 = (3011)*39203 + (-18264)*6463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6464 \t 6 \t 419 \t 1 \t 0\n", + "1 \t 6464 \t 419 \t 15 \t 179 \t 0 \t 1\n", + "2 \t 419 \t 179 \t 2 \t 61 \t 1 \t -6\n", + "3 \t 179 \t 61 \t 2 \t 57 \t -15 \t 91\n", + "4 \t 61 \t 57 \t 1 \t 4 \t 31 \t -188\n", + "5 \t 57 \t 4 \t 14 \t 1 \t -77 \t 467\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 108 \t -655\n", + "\t\t\t\t\t -1589 \t 9637\n", + "GCD(39203, 6464) = 1, with coefficients -1589 and 9637 such that 1 = (-1589)*39203 + (9637)*6464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6465 \t 6 \t 413 \t 1 \t 0\n", + "1 \t 6465 \t 413 \t 15 \t 270 \t 0 \t 1\n", + "2 \t 413 \t 270 \t 1 \t 143 \t 1 \t -6\n", + "3 \t 270 \t 143 \t 1 \t 127 \t -15 \t 91\n", + "4 \t 143 \t 127 \t 1 \t 16 \t 16 \t -97\n", + "5 \t 127 \t 16 \t 7 \t 15 \t -31 \t 188\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 47 \t -285\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -360 \t 2183\n", + "\t\t\t\t\t 407 \t -2468\n", + "GCD(39203, 6465) = 1, with coefficients 407 and -2468 such that 1 = (407)*39203 + (-2468)*6465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6466 \t 6 \t 407 \t 1 \t 0\n", + "1 \t 6466 \t 407 \t 15 \t 361 \t 0 \t 1\n", + "2 \t 407 \t 361 \t 1 \t 46 \t 1 \t -6\n", + "3 \t 361 \t 46 \t 7 \t 39 \t -15 \t 91\n", + "4 \t 46 \t 39 \t 1 \t 7 \t 16 \t -97\n", + "5 \t 39 \t 7 \t 5 \t 4 \t -127 \t 770\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 143 \t -867\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -842 \t 5105\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 985 \t -5972\n", + "\t\t\t\t\t -1827 \t 11077\n", + "GCD(39203, 6466) = 1, with coefficients -1827 and 11077 such that 1 = (-1827)*39203 + (11077)*6466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6467 \t 6 \t 401 \t 1 \t 0\n", + "1 \t 6467 \t 401 \t 16 \t 51 \t 0 \t 1\n", + "2 \t 401 \t 51 \t 7 \t 44 \t 1 \t -6\n", + "3 \t 51 \t 44 \t 1 \t 7 \t -16 \t 97\n", + "4 \t 44 \t 7 \t 6 \t 2 \t 113 \t -685\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -129 \t 782\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 887 \t -5377\n", + "\t\t\t\t\t -2790 \t 16913\n", + "GCD(39203, 6467) = 1, with coefficients -2790 and 16913 such that 1 = (-2790)*39203 + (16913)*6467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6468 \t 6 \t 395 \t 1 \t 0\n", + "1 \t 6468 \t 395 \t 16 \t 148 \t 0 \t 1\n", + "2 \t 395 \t 148 \t 2 \t 99 \t 1 \t -6\n", + "3 \t 148 \t 99 \t 1 \t 49 \t -16 \t 97\n", + "4 \t 99 \t 49 \t 2 \t 1 \t 33 \t -200\n", + "5 \t 49 \t 1 \t 49 \t 0 \t -49 \t 297\n", + "\t\t\t\t\t 131 \t -794\n", + "GCD(39203, 6468) = 1, with coefficients 131 and -794 such that 1 = (131)*39203 + (-794)*6468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6469 \t 6 \t 389 \t 1 \t 0\n", + "1 \t 6469 \t 389 \t 16 \t 245 \t 0 \t 1\n", + "2 \t 389 \t 245 \t 1 \t 144 \t 1 \t -6\n", + "3 \t 245 \t 144 \t 1 \t 101 \t -16 \t 97\n", + "4 \t 144 \t 101 \t 1 \t 43 \t 17 \t -103\n", + "5 \t 101 \t 43 \t 2 \t 15 \t -33 \t 200\n", + "6 \t 43 \t 15 \t 2 \t 13 \t 50 \t -303\n", + "7 \t 15 \t 13 \t 1 \t 2 \t -133 \t 806\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 316 \t -1915\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -449 \t 2721\n", + "\t\t\t\t\t 3010 \t -18241\n", + "GCD(39203, 6469) = 1, with coefficients 3010 and -18241 such that 1 = (3010)*39203 + (-18241)*6469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6470 \t 6 \t 383 \t 1 \t 0\n", + "1 \t 6470 \t 383 \t 16 \t 342 \t 0 \t 1\n", + "2 \t 383 \t 342 \t 1 \t 41 \t 1 \t -6\n", + "3 \t 342 \t 41 \t 8 \t 14 \t -16 \t 97\n", + "4 \t 41 \t 14 \t 2 \t 13 \t 17 \t -103\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -152 \t 921\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 321 \t -1945\n", + "\t\t\t\t\t -473 \t 2866\n", + "GCD(39203, 6470) = 1, with coefficients -473 and 2866 such that 1 = (-473)*39203 + (2866)*6470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6471 \t 6 \t 377 \t 1 \t 0\n", + "1 \t 6471 \t 377 \t 17 \t 62 \t 0 \t 1\n", + "2 \t 377 \t 62 \t 6 \t 5 \t 1 \t -6\n", + "3 \t 62 \t 5 \t 12 \t 2 \t -17 \t 103\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 103 \t -624\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1253 \t 7591\n", + "\t\t\t\t\t 2609 \t -15806\n", + "GCD(39203, 6471) = 1, with coefficients 2609 and -15806 such that 1 = (2609)*39203 + (-15806)*6471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6472 \t 6 \t 371 \t 1 \t 0\n", + "1 \t 6472 \t 371 \t 17 \t 165 \t 0 \t 1\n", + "2 \t 371 \t 165 \t 2 \t 41 \t 1 \t -6\n", + "3 \t 165 \t 41 \t 4 \t 1 \t -17 \t 103\n", + "4 \t 41 \t 1 \t 41 \t 0 \t 35 \t -212\n", + "\t\t\t\t\t -157 \t 951\n", + "GCD(39203, 6472) = 1, with coefficients -157 and 951 such that 1 = (-157)*39203 + (951)*6472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6473 \t 6 \t 365 \t 1 \t 0\n", + "1 \t 6473 \t 365 \t 17 \t 268 \t 0 \t 1\n", + "2 \t 365 \t 268 \t 1 \t 97 \t 1 \t -6\n", + "3 \t 268 \t 97 \t 2 \t 74 \t -17 \t 103\n", + "4 \t 97 \t 74 \t 1 \t 23 \t 18 \t -109\n", + "5 \t 74 \t 23 \t 3 \t 5 \t -53 \t 321\n", + "6 \t 23 \t 5 \t 4 \t 3 \t 71 \t -430\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -266 \t 1611\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1135 \t -6874\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1401 \t 8485\n", + "\t\t\t\t\t 2536 \t -15359\n", + "GCD(39203, 6473) = 1, with coefficients 2536 and -15359 such that 1 = (2536)*39203 + (-15359)*6473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6474 \t 6 \t 359 \t 1 \t 0\n", + "1 \t 6474 \t 359 \t 18 \t 12 \t 0 \t 1\n", + "2 \t 359 \t 12 \t 29 \t 11 \t 1 \t -6\n", + "3 \t 12 \t 11 \t 1 \t 1 \t -18 \t 109\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 523 \t -3167\n", + "\t\t\t\t\t -541 \t 3276\n", + "GCD(39203, 6474) = 1, with coefficients -541 and 3276 such that 1 = (-541)*39203 + (3276)*6474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6475 \t 6 \t 353 \t 1 \t 0\n", + "1 \t 6475 \t 353 \t 18 \t 121 \t 0 \t 1\n", + "2 \t 353 \t 121 \t 2 \t 111 \t 1 \t -6\n", + "3 \t 121 \t 111 \t 1 \t 10 \t -18 \t 109\n", + "4 \t 111 \t 10 \t 11 \t 1 \t 37 \t -224\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -55 \t 333\n", + "\t\t\t\t\t 642 \t -3887\n", + "GCD(39203, 6475) = 1, with coefficients 642 and -3887 such that 1 = (642)*39203 + (-3887)*6475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6476 \t 6 \t 347 \t 1 \t 0\n", + "1 \t 6476 \t 347 \t 18 \t 230 \t 0 \t 1\n", + "2 \t 347 \t 230 \t 1 \t 117 \t 1 \t -6\n", + "3 \t 230 \t 117 \t 1 \t 113 \t -18 \t 109\n", + "4 \t 117 \t 113 \t 1 \t 4 \t 19 \t -115\n", + "5 \t 113 \t 4 \t 28 \t 1 \t -37 \t 224\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 56 \t -339\n", + "\t\t\t\t\t -1605 \t 9716\n", + "GCD(39203, 6476) = 1, with coefficients -1605 and 9716 such that 1 = (-1605)*39203 + (9716)*6476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6477 \t 6 \t 341 \t 1 \t 0\n", + "1 \t 6477 \t 341 \t 18 \t 339 \t 0 \t 1\n", + "2 \t 341 \t 339 \t 1 \t 2 \t 1 \t -6\n", + "3 \t 339 \t 2 \t 169 \t 1 \t -18 \t 109\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 19 \t -115\n", + "\t\t\t\t\t -3229 \t 19544\n", + "GCD(39203, 6477) = 1, with coefficients -3229 and 19544 such that 1 = (-3229)*39203 + (19544)*6477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6478 \t 6 \t 335 \t 1 \t 0\n", + "1 \t 6478 \t 335 \t 19 \t 113 \t 0 \t 1\n", + "2 \t 335 \t 113 \t 2 \t 109 \t 1 \t -6\n", + "3 \t 113 \t 109 \t 1 \t 4 \t -19 \t 115\n", + "4 \t 109 \t 4 \t 27 \t 1 \t 39 \t -236\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -58 \t 351\n", + "\t\t\t\t\t 1605 \t -9713\n", + "GCD(39203, 6478) = 1, with coefficients 1605 and -9713 such that 1 = (1605)*39203 + (-9713)*6478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6479 \t 6 \t 329 \t 1 \t 0\n", + "1 \t 6479 \t 329 \t 19 \t 228 \t 0 \t 1\n", + "2 \t 329 \t 228 \t 1 \t 101 \t 1 \t -6\n", + "3 \t 228 \t 101 \t 2 \t 26 \t -19 \t 115\n", + "4 \t 101 \t 26 \t 3 \t 23 \t 20 \t -121\n", + "5 \t 26 \t 23 \t 1 \t 3 \t -59 \t 357\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 197 \t -1192\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -256 \t 1549\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1989 \t -12035\n", + "\t\t\t\t\t -2245 \t 13584\n", + "GCD(39203, 6479) = 1, with coefficients -2245 and 13584 such that 1 = (-2245)*39203 + (13584)*6479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6480 \t 6 \t 323 \t 1 \t 0\n", + "1 \t 6480 \t 323 \t 20 \t 20 \t 0 \t 1\n", + "2 \t 323 \t 20 \t 16 \t 3 \t 1 \t -6\n", + "3 \t 20 \t 3 \t 6 \t 2 \t -20 \t 121\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 321 \t -1942\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1946 \t 11773\n", + "\t\t\t\t\t 2267 \t -13715\n", + "GCD(39203, 6480) = 1, with coefficients 2267 and -13715 such that 1 = (2267)*39203 + (-13715)*6480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6481 \t 6 \t 317 \t 1 \t 0\n", + "1 \t 6481 \t 317 \t 20 \t 141 \t 0 \t 1\n", + "2 \t 317 \t 141 \t 2 \t 35 \t 1 \t -6\n", + "3 \t 141 \t 35 \t 4 \t 1 \t -20 \t 121\n", + "4 \t 35 \t 1 \t 35 \t 0 \t 41 \t -248\n", + "\t\t\t\t\t -184 \t 1113\n", + "GCD(39203, 6481) = 1, with coefficients -184 and 1113 such that 1 = (-184)*39203 + (1113)*6481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6482 \t 6 \t 311 \t 1 \t 0\n", + "1 \t 6482 \t 311 \t 20 \t 262 \t 0 \t 1\n", + "2 \t 311 \t 262 \t 1 \t 49 \t 1 \t -6\n", + "3 \t 262 \t 49 \t 5 \t 17 \t -20 \t 121\n", + "4 \t 49 \t 17 \t 2 \t 15 \t 21 \t -127\n", + "5 \t 17 \t 15 \t 1 \t 2 \t -125 \t 756\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 271 \t -1639\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -396 \t 2395\n", + "\t\t\t\t\t 3043 \t -18404\n", + "GCD(39203, 6482) = 1, with coefficients 3043 and -18404 such that 1 = (3043)*39203 + (-18404)*6482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6483 \t 6 \t 305 \t 1 \t 0\n", + "1 \t 6483 \t 305 \t 21 \t 78 \t 0 \t 1\n", + "2 \t 305 \t 78 \t 3 \t 71 \t 1 \t -6\n", + "3 \t 78 \t 71 \t 1 \t 7 \t -21 \t 127\n", + "4 \t 71 \t 7 \t 10 \t 1 \t 64 \t -387\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -85 \t 514\n", + "\t\t\t\t\t 914 \t -5527\n", + "GCD(39203, 6483) = 1, with coefficients 914 and -5527 such that 1 = (914)*39203 + (-5527)*6483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6484 \t 6 \t 299 \t 1 \t 0\n", + "1 \t 6484 \t 299 \t 21 \t 205 \t 0 \t 1\n", + "2 \t 299 \t 205 \t 1 \t 94 \t 1 \t -6\n", + "3 \t 205 \t 94 \t 2 \t 17 \t -21 \t 127\n", + "4 \t 94 \t 17 \t 5 \t 9 \t 22 \t -133\n", + "5 \t 17 \t 9 \t 1 \t 8 \t -65 \t 393\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 347 \t -2098\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -412 \t 2491\n", + "\t\t\t\t\t 759 \t -4589\n", + "GCD(39203, 6484) = 1, with coefficients 759 and -4589 such that 1 = (759)*39203 + (-4589)*6484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6485 \t 6 \t 293 \t 1 \t 0\n", + "1 \t 6485 \t 293 \t 22 \t 39 \t 0 \t 1\n", + "2 \t 293 \t 39 \t 7 \t 20 \t 1 \t -6\n", + "3 \t 39 \t 20 \t 1 \t 19 \t -22 \t 133\n", + "4 \t 20 \t 19 \t 1 \t 1 \t 155 \t -937\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -177 \t 1070\n", + "\t\t\t\t\t 332 \t -2007\n", + "GCD(39203, 6485) = 1, with coefficients 332 and -2007 such that 1 = (332)*39203 + (-2007)*6485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6486 \t 6 \t 287 \t 1 \t 0\n", + "1 \t 6486 \t 287 \t 22 \t 172 \t 0 \t 1\n", + "2 \t 287 \t 172 \t 1 \t 115 \t 1 \t -6\n", + "3 \t 172 \t 115 \t 1 \t 57 \t -22 \t 133\n", + "4 \t 115 \t 57 \t 2 \t 1 \t 23 \t -139\n", + "5 \t 57 \t 1 \t 57 \t 0 \t -45 \t 272\n", + "\t\t\t\t\t 113 \t -683\n", + "GCD(39203, 6486) = 1, with coefficients 113 and -683 such that 1 = (113)*39203 + (-683)*6486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6487 \t 6 \t 281 \t 1 \t 0\n", + "1 \t 6487 \t 281 \t 23 \t 24 \t 0 \t 1\n", + "2 \t 281 \t 24 \t 11 \t 17 \t 1 \t -6\n", + "3 \t 24 \t 17 \t 1 \t 7 \t -23 \t 139\n", + "4 \t 17 \t 7 \t 2 \t 3 \t 254 \t -1535\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -277 \t 1674\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 808 \t -4883\n", + "\t\t\t\t\t -1893 \t 11440\n", + "GCD(39203, 6487) = 1, with coefficients -1893 and 11440 such that 1 = (-1893)*39203 + (11440)*6487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6488 \t 6 \t 275 \t 1 \t 0\n", + "1 \t 6488 \t 275 \t 23 \t 163 \t 0 \t 1\n", + "2 \t 275 \t 163 \t 1 \t 112 \t 1 \t -6\n", + "3 \t 163 \t 112 \t 1 \t 51 \t -23 \t 139\n", + "4 \t 112 \t 51 \t 2 \t 10 \t 24 \t -145\n", + "5 \t 51 \t 10 \t 5 \t 1 \t -47 \t 284\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 118 \t -713\n", + "\t\t\t\t\t -637 \t 3849\n", + "GCD(39203, 6488) = 1, with coefficients -637 and 3849 such that 1 = (-637)*39203 + (3849)*6488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6489 \t 6 \t 269 \t 1 \t 0\n", + "1 \t 6489 \t 269 \t 24 \t 33 \t 0 \t 1\n", + "2 \t 269 \t 33 \t 8 \t 5 \t 1 \t -6\n", + "3 \t 33 \t 5 \t 6 \t 3 \t -24 \t 145\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 193 \t -1166\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1182 \t 7141\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1375 \t -8307\n", + "\t\t\t\t\t -2557 \t 15448\n", + "GCD(39203, 6489) = 1, with coefficients -2557 and 15448 such that 1 = (-2557)*39203 + (15448)*6489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6490 \t 6 \t 263 \t 1 \t 0\n", + "1 \t 6490 \t 263 \t 24 \t 178 \t 0 \t 1\n", + "2 \t 263 \t 178 \t 1 \t 85 \t 1 \t -6\n", + "3 \t 178 \t 85 \t 2 \t 8 \t -24 \t 145\n", + "4 \t 85 \t 8 \t 10 \t 5 \t 25 \t -151\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -74 \t 447\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 765 \t -4621\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -839 \t 5068\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1604 \t -9689\n", + "\t\t\t\t\t -2443 \t 14757\n", + "GCD(39203, 6490) = 1, with coefficients -2443 and 14757 such that 1 = (-2443)*39203 + (14757)*6490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6491 \t 6 \t 257 \t 1 \t 0\n", + "1 \t 6491 \t 257 \t 25 \t 66 \t 0 \t 1\n", + "2 \t 257 \t 66 \t 3 \t 59 \t 1 \t -6\n", + "3 \t 66 \t 59 \t 1 \t 7 \t -25 \t 151\n", + "4 \t 59 \t 7 \t 8 \t 3 \t 76 \t -459\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -101 \t 610\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 884 \t -5339\n", + "\t\t\t\t\t -1869 \t 11288\n", + "GCD(39203, 6491) = 1, with coefficients -1869 and 11288 such that 1 = (-1869)*39203 + (11288)*6491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6492 \t 6 \t 251 \t 1 \t 0\n", + "1 \t 6492 \t 251 \t 25 \t 217 \t 0 \t 1\n", + "2 \t 251 \t 217 \t 1 \t 34 \t 1 \t -6\n", + "3 \t 217 \t 34 \t 6 \t 13 \t -25 \t 151\n", + "4 \t 34 \t 13 \t 2 \t 8 \t 26 \t -157\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -181 \t 1093\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 388 \t -2343\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -569 \t 3436\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 957 \t -5779\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1526 \t 9215\n", + "\t\t\t\t\t 2483 \t -14994\n", + "GCD(39203, 6492) = 1, with coefficients 2483 and -14994 such that 1 = (2483)*39203 + (-14994)*6492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6493 \t 6 \t 245 \t 1 \t 0\n", + "1 \t 6493 \t 245 \t 26 \t 123 \t 0 \t 1\n", + "2 \t 245 \t 123 \t 1 \t 122 \t 1 \t -6\n", + "3 \t 123 \t 122 \t 1 \t 1 \t -26 \t 157\n", + "4 \t 122 \t 1 \t 122 \t 0 \t 27 \t -163\n", + "\t\t\t\t\t -53 \t 320\n", + "GCD(39203, 6493) = 1, with coefficients -53 and 320 such that 1 = (-53)*39203 + (320)*6493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6494 \t 6 \t 239 \t 1 \t 0\n", + "1 \t 6494 \t 239 \t 27 \t 41 \t 0 \t 1\n", + "2 \t 239 \t 41 \t 5 \t 34 \t 1 \t -6\n", + "3 \t 41 \t 34 \t 1 \t 7 \t -27 \t 163\n", + "4 \t 34 \t 7 \t 4 \t 6 \t 136 \t -821\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -163 \t 984\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 788 \t -4757\n", + "\t\t\t\t\t -951 \t 5741\n", + "GCD(39203, 6494) = 1, with coefficients -951 and 5741 such that 1 = (-951)*39203 + (5741)*6494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6495 \t 6 \t 233 \t 1 \t 0\n", + "1 \t 6495 \t 233 \t 27 \t 204 \t 0 \t 1\n", + "2 \t 233 \t 204 \t 1 \t 29 \t 1 \t -6\n", + "3 \t 204 \t 29 \t 7 \t 1 \t -27 \t 163\n", + "4 \t 29 \t 1 \t 29 \t 0 \t 28 \t -169\n", + "\t\t\t\t\t -223 \t 1346\n", + "GCD(39203, 6495) = 1, with coefficients -223 and 1346 such that 1 = (-223)*39203 + (1346)*6495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6496 \t 6 \t 227 \t 1 \t 0\n", + "1 \t 6496 \t 227 \t 28 \t 140 \t 0 \t 1\n", + "2 \t 227 \t 140 \t 1 \t 87 \t 1 \t -6\n", + "3 \t 140 \t 87 \t 1 \t 53 \t -28 \t 169\n", + "4 \t 87 \t 53 \t 1 \t 34 \t 29 \t -175\n", + "5 \t 53 \t 34 \t 1 \t 19 \t -57 \t 344\n", + "6 \t 34 \t 19 \t 1 \t 15 \t 86 \t -519\n", + "7 \t 19 \t 15 \t 1 \t 4 \t -143 \t 863\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 229 \t -1382\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -372 \t 2245\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1345 \t -8117\n", + "\t\t\t\t\t -1717 \t 10362\n", + "GCD(39203, 6496) = 1, with coefficients -1717 and 10362 such that 1 = (-1717)*39203 + (10362)*6496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6497 \t 6 \t 221 \t 1 \t 0\n", + "1 \t 6497 \t 221 \t 29 \t 88 \t 0 \t 1\n", + "2 \t 221 \t 88 \t 2 \t 45 \t 1 \t -6\n", + "3 \t 88 \t 45 \t 1 \t 43 \t -29 \t 175\n", + "4 \t 45 \t 43 \t 1 \t 2 \t 59 \t -356\n", + "5 \t 43 \t 2 \t 21 \t 1 \t -88 \t 531\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 147 \t -887\n", + "\t\t\t\t\t -3175 \t 19158\n", + "GCD(39203, 6497) = 1, with coefficients -3175 and 19158 such that 1 = (-3175)*39203 + (19158)*6497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6498 \t 6 \t 215 \t 1 \t 0\n", + "1 \t 6498 \t 215 \t 30 \t 48 \t 0 \t 1\n", + "2 \t 215 \t 48 \t 4 \t 23 \t 1 \t -6\n", + "3 \t 48 \t 23 \t 2 \t 2 \t -30 \t 181\n", + "4 \t 23 \t 2 \t 11 \t 1 \t 121 \t -730\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -272 \t 1641\n", + "\t\t\t\t\t 3113 \t -18781\n", + "GCD(39203, 6498) = 1, with coefficients 3113 and -18781 such that 1 = (3113)*39203 + (-18781)*6498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6499 \t 6 \t 209 \t 1 \t 0\n", + "1 \t 6499 \t 209 \t 31 \t 20 \t 0 \t 1\n", + "2 \t 209 \t 20 \t 10 \t 9 \t 1 \t -6\n", + "3 \t 20 \t 9 \t 2 \t 2 \t -31 \t 187\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 311 \t -1876\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -653 \t 3939\n", + "\t\t\t\t\t 2923 \t -17632\n", + "GCD(39203, 6499) = 1, with coefficients 2923 and -17632 such that 1 = (2923)*39203 + (-17632)*6499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6500 \t 6 \t 203 \t 1 \t 0\n", + "1 \t 6500 \t 203 \t 32 \t 4 \t 0 \t 1\n", + "2 \t 203 \t 4 \t 50 \t 3 \t 1 \t -6\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -32 \t 193\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 1601 \t -9656\n", + "\t\t\t\t\t -1633 \t 9849\n", + "GCD(39203, 6500) = 1, with coefficients -1633 and 9849 such that 1 = (-1633)*39203 + (9849)*6500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6501 \t 6 \t 197 \t 1 \t 0\n", + "1 \t 6501 \t 197 \t 33 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -6\n", + "GCD(39203, 6501) = 197, with coefficients 1 and -6 such that 197 = (1)*39203 + (-6)*6501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6502 \t 6 \t 191 \t 1 \t 0\n", + "1 \t 6502 \t 191 \t 34 \t 8 \t 0 \t 1\n", + "2 \t 191 \t 8 \t 23 \t 7 \t 1 \t -6\n", + "3 \t 8 \t 7 \t 1 \t 1 \t -34 \t 205\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 783 \t -4721\n", + "\t\t\t\t\t -817 \t 4926\n", + "GCD(39203, 6502) = 1, with coefficients -817 and 4926 such that 1 = (-817)*39203 + (4926)*6502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6503 \t 6 \t 185 \t 1 \t 0\n", + "1 \t 6503 \t 185 \t 35 \t 28 \t 0 \t 1\n", + "2 \t 185 \t 28 \t 6 \t 17 \t 1 \t -6\n", + "3 \t 28 \t 17 \t 1 \t 11 \t -35 \t 211\n", + "4 \t 17 \t 11 \t 1 \t 6 \t 211 \t -1272\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -246 \t 1483\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 457 \t -2755\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -703 \t 4238\n", + "\t\t\t\t\t 1160 \t -6993\n", + "GCD(39203, 6503) = 1, with coefficients 1160 and -6993 such that 1 = (1160)*39203 + (-6993)*6503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6504 \t 6 \t 179 \t 1 \t 0\n", + "1 \t 6504 \t 179 \t 36 \t 60 \t 0 \t 1\n", + "2 \t 179 \t 60 \t 2 \t 59 \t 1 \t -6\n", + "3 \t 60 \t 59 \t 1 \t 1 \t -36 \t 217\n", + "4 \t 59 \t 1 \t 59 \t 0 \t 73 \t -440\n", + "\t\t\t\t\t -109 \t 657\n", + "GCD(39203, 6504) = 1, with coefficients -109 and 657 such that 1 = (-109)*39203 + (657)*6504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6505 \t 6 \t 173 \t 1 \t 0\n", + "1 \t 6505 \t 173 \t 37 \t 104 \t 0 \t 1\n", + "2 \t 173 \t 104 \t 1 \t 69 \t 1 \t -6\n", + "3 \t 104 \t 69 \t 1 \t 35 \t -37 \t 223\n", + "4 \t 69 \t 35 \t 1 \t 34 \t 38 \t -229\n", + "5 \t 35 \t 34 \t 1 \t 1 \t -75 \t 452\n", + "6 \t 34 \t 1 \t 34 \t 0 \t 113 \t -681\n", + "\t\t\t\t\t -188 \t 1133\n", + "GCD(39203, 6505) = 1, with coefficients -188 and 1133 such that 1 = (-188)*39203 + (1133)*6505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6506 \t 6 \t 167 \t 1 \t 0\n", + "1 \t 6506 \t 167 \t 38 \t 160 \t 0 \t 1\n", + "2 \t 167 \t 160 \t 1 \t 7 \t 1 \t -6\n", + "3 \t 160 \t 7 \t 22 \t 6 \t -38 \t 229\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 39 \t -235\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -896 \t 5399\n", + "\t\t\t\t\t 935 \t -5634\n", + "GCD(39203, 6506) = 1, with coefficients 935 and -5634 such that 1 = (935)*39203 + (-5634)*6506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6507 \t 6 \t 161 \t 1 \t 0\n", + "1 \t 6507 \t 161 \t 40 \t 67 \t 0 \t 1\n", + "2 \t 161 \t 67 \t 2 \t 27 \t 1 \t -6\n", + "3 \t 67 \t 27 \t 2 \t 13 \t -40 \t 241\n", + "4 \t 27 \t 13 \t 2 \t 1 \t 81 \t -488\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -202 \t 1217\n", + "\t\t\t\t\t 485 \t -2922\n", + "GCD(39203, 6507) = 1, with coefficients 485 and -2922 such that 1 = (485)*39203 + (-2922)*6507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6508 \t 6 \t 155 \t 1 \t 0\n", + "1 \t 6508 \t 155 \t 41 \t 153 \t 0 \t 1\n", + "2 \t 155 \t 153 \t 1 \t 2 \t 1 \t -6\n", + "3 \t 153 \t 2 \t 76 \t 1 \t -41 \t 247\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 42 \t -253\n", + "\t\t\t\t\t -3233 \t 19475\n", + "GCD(39203, 6508) = 1, with coefficients -3233 and 19475 such that 1 = (-3233)*39203 + (19475)*6508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6509 \t 6 \t 149 \t 1 \t 0\n", + "1 \t 6509 \t 149 \t 43 \t 102 \t 0 \t 1\n", + "2 \t 149 \t 102 \t 1 \t 47 \t 1 \t -6\n", + "3 \t 102 \t 47 \t 2 \t 8 \t -43 \t 259\n", + "4 \t 47 \t 8 \t 5 \t 7 \t 44 \t -265\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -131 \t 789\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 699 \t -4210\n", + "\t\t\t\t\t -830 \t 4999\n", + "GCD(39203, 6509) = 1, with coefficients -830 and 4999 such that 1 = (-830)*39203 + (4999)*6509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6510 \t 6 \t 143 \t 1 \t 0\n", + "1 \t 6510 \t 143 \t 45 \t 75 \t 0 \t 1\n", + "2 \t 143 \t 75 \t 1 \t 68 \t 1 \t -6\n", + "3 \t 75 \t 68 \t 1 \t 7 \t -45 \t 271\n", + "4 \t 68 \t 7 \t 9 \t 5 \t 46 \t -277\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -91 \t 548\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 865 \t -5209\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -956 \t 5757\n", + "\t\t\t\t\t 2777 \t -16723\n", + "GCD(39203, 6510) = 1, with coefficients 2777 and -16723 such that 1 = (2777)*39203 + (-16723)*6510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6511 \t 6 \t 137 \t 1 \t 0\n", + "1 \t 6511 \t 137 \t 47 \t 72 \t 0 \t 1\n", + "2 \t 137 \t 72 \t 1 \t 65 \t 1 \t -6\n", + "3 \t 72 \t 65 \t 1 \t 7 \t -47 \t 283\n", + "4 \t 65 \t 7 \t 9 \t 2 \t 48 \t -289\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -95 \t 572\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 903 \t -5437\n", + "\t\t\t\t\t -2804 \t 16883\n", + "GCD(39203, 6511) = 1, with coefficients -2804 and 16883 such that 1 = (-2804)*39203 + (16883)*6511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6512 \t 6 \t 131 \t 1 \t 0\n", + "1 \t 6512 \t 131 \t 49 \t 93 \t 0 \t 1\n", + "2 \t 131 \t 93 \t 1 \t 38 \t 1 \t -6\n", + "3 \t 93 \t 38 \t 2 \t 17 \t -49 \t 295\n", + "4 \t 38 \t 17 \t 2 \t 4 \t 50 \t -301\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -149 \t 897\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 348 \t -2095\n", + "\t\t\t\t\t -1541 \t 9277\n", + "GCD(39203, 6512) = 1, with coefficients -1541 and 9277 such that 1 = (-1541)*39203 + (9277)*6512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6513 \t 6 \t 125 \t 1 \t 0\n", + "1 \t 6513 \t 125 \t 52 \t 13 \t 0 \t 1\n", + "2 \t 125 \t 13 \t 9 \t 8 \t 1 \t -6\n", + "3 \t 13 \t 8 \t 1 \t 5 \t -52 \t 313\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 469 \t -2823\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -521 \t 3136\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 990 \t -5959\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1511 \t 9095\n", + "\t\t\t\t\t 2501 \t -15054\n", + "GCD(39203, 6513) = 1, with coefficients 2501 and -15054 such that 1 = (2501)*39203 + (-15054)*6513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6514 \t 6 \t 119 \t 1 \t 0\n", + "1 \t 6514 \t 119 \t 54 \t 88 \t 0 \t 1\n", + "2 \t 119 \t 88 \t 1 \t 31 \t 1 \t -6\n", + "3 \t 88 \t 31 \t 2 \t 26 \t -54 \t 325\n", + "4 \t 31 \t 26 \t 1 \t 5 \t 55 \t -331\n", + "5 \t 26 \t 5 \t 5 \t 1 \t -164 \t 987\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 219 \t -1318\n", + "\t\t\t\t\t -1259 \t 7577\n", + "GCD(39203, 6514) = 1, with coefficients -1259 and 7577 such that 1 = (-1259)*39203 + (7577)*6514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6515 \t 6 \t 113 \t 1 \t 0\n", + "1 \t 6515 \t 113 \t 57 \t 74 \t 0 \t 1\n", + "2 \t 113 \t 74 \t 1 \t 39 \t 1 \t -6\n", + "3 \t 74 \t 39 \t 1 \t 35 \t -57 \t 343\n", + "4 \t 39 \t 35 \t 1 \t 4 \t 58 \t -349\n", + "5 \t 35 \t 4 \t 8 \t 3 \t -115 \t 692\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 173 \t -1041\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1499 \t 9020\n", + "\t\t\t\t\t 1672 \t -10061\n", + "GCD(39203, 6515) = 1, with coefficients 1672 and -10061 such that 1 = (1672)*39203 + (-10061)*6515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6516 \t 6 \t 107 \t 1 \t 0\n", + "1 \t 6516 \t 107 \t 60 \t 96 \t 0 \t 1\n", + "2 \t 107 \t 96 \t 1 \t 11 \t 1 \t -6\n", + "3 \t 96 \t 11 \t 8 \t 8 \t -60 \t 361\n", + "4 \t 11 \t 8 \t 1 \t 3 \t 61 \t -367\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -548 \t 3297\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 609 \t -3664\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1766 \t 10625\n", + "\t\t\t\t\t 2375 \t -14289\n", + "GCD(39203, 6516) = 1, with coefficients 2375 and -14289 such that 1 = (2375)*39203 + (-14289)*6516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6517 \t 6 \t 101 \t 1 \t 0\n", + "1 \t 6517 \t 101 \t 64 \t 53 \t 0 \t 1\n", + "2 \t 101 \t 53 \t 1 \t 48 \t 1 \t -6\n", + "3 \t 53 \t 48 \t 1 \t 5 \t -64 \t 385\n", + "4 \t 48 \t 5 \t 9 \t 3 \t 65 \t -391\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -129 \t 776\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1226 \t -7375\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1355 \t 8151\n", + "\t\t\t\t\t 2581 \t -15526\n", + "GCD(39203, 6517) = 1, with coefficients 2581 and -15526 such that 1 = (2581)*39203 + (-15526)*6517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6518 \t 6 \t 95 \t 1 \t 0\n", + "1 \t 6518 \t 95 \t 68 \t 58 \t 0 \t 1\n", + "2 \t 95 \t 58 \t 1 \t 37 \t 1 \t -6\n", + "3 \t 58 \t 37 \t 1 \t 21 \t -68 \t 409\n", + "4 \t 37 \t 21 \t 1 \t 16 \t 69 \t -415\n", + "5 \t 21 \t 16 \t 1 \t 5 \t -137 \t 824\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 206 \t -1239\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -343 \t 2063\n", + "\t\t\t\t\t 1235 \t -7428\n", + "GCD(39203, 6518) = 1, with coefficients 1235 and -7428 such that 1 = (1235)*39203 + (-7428)*6518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6519 \t 6 \t 89 \t 1 \t 0\n", + "1 \t 6519 \t 89 \t 73 \t 22 \t 0 \t 1\n", + "2 \t 89 \t 22 \t 4 \t 1 \t 1 \t -6\n", + "3 \t 22 \t 1 \t 22 \t 0 \t -73 \t 439\n", + "\t\t\t\t\t 293 \t -1762\n", + "GCD(39203, 6519) = 1, with coefficients 293 and -1762 such that 1 = (293)*39203 + (-1762)*6519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6520 \t 6 \t 83 \t 1 \t 0\n", + "1 \t 6520 \t 83 \t 78 \t 46 \t 0 \t 1\n", + "2 \t 83 \t 46 \t 1 \t 37 \t 1 \t -6\n", + "3 \t 46 \t 37 \t 1 \t 9 \t -78 \t 469\n", + "4 \t 37 \t 9 \t 4 \t 1 \t 79 \t -475\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -157 \t 944\n", + "\t\t\t\t\t 707 \t -4251\n", + "GCD(39203, 6520) = 1, with coefficients 707 and -4251 such that 1 = (707)*39203 + (-4251)*6520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6521 \t 6 \t 77 \t 1 \t 0\n", + "1 \t 6521 \t 77 \t 84 \t 53 \t 0 \t 1\n", + "2 \t 77 \t 53 \t 1 \t 24 \t 1 \t -6\n", + "3 \t 53 \t 24 \t 2 \t 5 \t -84 \t 505\n", + "4 \t 24 \t 5 \t 4 \t 4 \t 85 \t -511\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -254 \t 1527\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1101 \t -6619\n", + "\t\t\t\t\t -1355 \t 8146\n", + "GCD(39203, 6521) = 1, with coefficients -1355 and 8146 such that 1 = (-1355)*39203 + (8146)*6521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6522 \t 6 \t 71 \t 1 \t 0\n", + "1 \t 6522 \t 71 \t 91 \t 61 \t 0 \t 1\n", + "2 \t 71 \t 61 \t 1 \t 10 \t 1 \t -6\n", + "3 \t 61 \t 10 \t 6 \t 1 \t -91 \t 547\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 92 \t -553\n", + "\t\t\t\t\t -643 \t 3865\n", + "GCD(39203, 6522) = 1, with coefficients -643 and 3865 such that 1 = (-643)*39203 + (3865)*6522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6523 \t 6 \t 65 \t 1 \t 0\n", + "1 \t 6523 \t 65 \t 100 \t 23 \t 0 \t 1\n", + "2 \t 65 \t 23 \t 2 \t 19 \t 1 \t -6\n", + "3 \t 23 \t 19 \t 1 \t 4 \t -100 \t 601\n", + "4 \t 19 \t 4 \t 4 \t 3 \t 201 \t -1208\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -301 \t 1809\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1405 \t -8444\n", + "\t\t\t\t\t -1706 \t 10253\n", + "GCD(39203, 6523) = 1, with coefficients -1706 and 10253 such that 1 = (-1706)*39203 + (10253)*6523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6524 \t 6 \t 59 \t 1 \t 0\n", + "1 \t 6524 \t 59 \t 110 \t 34 \t 0 \t 1\n", + "2 \t 59 \t 34 \t 1 \t 25 \t 1 \t -6\n", + "3 \t 34 \t 25 \t 1 \t 9 \t -110 \t 661\n", + "4 \t 25 \t 9 \t 2 \t 7 \t 111 \t -667\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -221 \t 1328\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 553 \t -3323\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -774 \t 4651\n", + "\t\t\t\t\t 2875 \t -17276\n", + "GCD(39203, 6524) = 1, with coefficients 2875 and -17276 such that 1 = (2875)*39203 + (-17276)*6524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6525 \t 6 \t 53 \t 1 \t 0\n", + "1 \t 6525 \t 53 \t 123 \t 6 \t 0 \t 1\n", + "2 \t 53 \t 6 \t 8 \t 5 \t 1 \t -6\n", + "3 \t 6 \t 5 \t 1 \t 1 \t -123 \t 739\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 985 \t -5918\n", + "\t\t\t\t\t -1108 \t 6657\n", + "GCD(39203, 6525) = 1, with coefficients -1108 and 6657 such that 1 = (-1108)*39203 + (6657)*6525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6526 \t 6 \t 47 \t 1 \t 0\n", + "1 \t 6526 \t 47 \t 138 \t 40 \t 0 \t 1\n", + "2 \t 47 \t 40 \t 1 \t 7 \t 1 \t -6\n", + "3 \t 40 \t 7 \t 5 \t 5 \t -138 \t 829\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 139 \t -835\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -833 \t 5004\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 972 \t -5839\n", + "\t\t\t\t\t -2777 \t 16682\n", + "GCD(39203, 6526) = 1, with coefficients -2777 and 16682 such that 1 = (-2777)*39203 + (16682)*6526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6527 \t 6 \t 41 \t 1 \t 0\n", + "1 \t 6527 \t 41 \t 159 \t 8 \t 0 \t 1\n", + "2 \t 41 \t 8 \t 5 \t 1 \t 1 \t -6\n", + "3 \t 8 \t 1 \t 8 \t 0 \t -159 \t 955\n", + "\t\t\t\t\t 796 \t -4781\n", + "GCD(39203, 6527) = 1, with coefficients 796 and -4781 such that 1 = (796)*39203 + (-4781)*6527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6528 \t 6 \t 35 \t 1 \t 0\n", + "1 \t 6528 \t 35 \t 186 \t 18 \t 0 \t 1\n", + "2 \t 35 \t 18 \t 1 \t 17 \t 1 \t -6\n", + "3 \t 18 \t 17 \t 1 \t 1 \t -186 \t 1117\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 187 \t -1123\n", + "\t\t\t\t\t -373 \t 2240\n", + "GCD(39203, 6528) = 1, with coefficients -373 and 2240 such that 1 = (-373)*39203 + (2240)*6528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6529 \t 6 \t 29 \t 1 \t 0\n", + "1 \t 6529 \t 29 \t 225 \t 4 \t 0 \t 1\n", + "2 \t 29 \t 4 \t 7 \t 1 \t 1 \t -6\n", + "3 \t 4 \t 1 \t 4 \t 0 \t -225 \t 1351\n", + "\t\t\t\t\t 1576 \t -9463\n", + "GCD(39203, 6529) = 1, with coefficients 1576 and -9463 such that 1 = (1576)*39203 + (-9463)*6529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6530 \t 6 \t 23 \t 1 \t 0\n", + "1 \t 6530 \t 23 \t 283 \t 21 \t 0 \t 1\n", + "2 \t 23 \t 21 \t 1 \t 2 \t 1 \t -6\n", + "3 \t 21 \t 2 \t 10 \t 1 \t -283 \t 1699\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 284 \t -1705\n", + "\t\t\t\t\t -3123 \t 18749\n", + "GCD(39203, 6530) = 1, with coefficients -3123 and 18749 such that 1 = (-3123)*39203 + (18749)*6530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6531 \t 6 \t 17 \t 1 \t 0\n", + "1 \t 6531 \t 17 \t 384 \t 3 \t 0 \t 1\n", + "2 \t 17 \t 3 \t 5 \t 2 \t 1 \t -6\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -384 \t 2305\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1921 \t -11531\n", + "\t\t\t\t\t -2305 \t 13836\n", + "GCD(39203, 6531) = 1, with coefficients -2305 and 13836 such that 1 = (-2305)*39203 + (13836)*6531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6532 \t 6 \t 11 \t 1 \t 0\n", + "1 \t 6532 \t 11 \t 593 \t 9 \t 0 \t 1\n", + "2 \t 11 \t 9 \t 1 \t 2 \t 1 \t -6\n", + "3 \t 9 \t 2 \t 4 \t 1 \t -593 \t 3559\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 594 \t -3565\n", + "\t\t\t\t\t -2969 \t 17819\n", + "GCD(39203, 6532) = 1, with coefficients -2969 and 17819 such that 1 = (-2969)*39203 + (17819)*6532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6533 \t 6 \t 5 \t 1 \t 0\n", + "1 \t 6533 \t 5 \t 1306 \t 3 \t 0 \t 1\n", + "2 \t 5 \t 3 \t 1 \t 2 \t 1 \t -6\n", + "3 \t 3 \t 2 \t 1 \t 1 \t -1306 \t 7837\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1307 \t -7843\n", + "\t\t\t\t\t -2613 \t 15680\n", + "GCD(39203, 6533) = 1, with coefficients -2613 and 15680 such that 1 = (-2613)*39203 + (15680)*6533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6534 \t 5 \t 6533 \t 1 \t 0\n", + "1 \t 6534 \t 6533 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 6533 \t 1 \t 6533 \t 0 \t 1 \t -5\n", + "\t\t\t\t\t -1 \t 6\n", + "GCD(39203, 6534) = 1, with coefficients -1 and 6 such that 1 = (-1)*39203 + (6)*6534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6535 \t 5 \t 6528 \t 1 \t 0\n", + "1 \t 6535 \t 6528 \t 1 \t 7 \t 0 \t 1\n", + "2 \t 6528 \t 7 \t 932 \t 4 \t 1 \t -5\n", + "3 \t 7 \t 4 \t 1 \t 3 \t -1 \t 6\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 933 \t -5597\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -934 \t 5603\n", + "\t\t\t\t\t 1867 \t -11200\n", + "GCD(39203, 6535) = 1, with coefficients 1867 and -11200 such that 1 = (1867)*39203 + (-11200)*6535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6536 \t 5 \t 6523 \t 1 \t 0\n", + "1 \t 6536 \t 6523 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 6523 \t 13 \t 501 \t 10 \t 1 \t -5\n", + "3 \t 13 \t 10 \t 1 \t 3 \t -1 \t 6\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 502 \t -3011\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -503 \t 3017\n", + "\t\t\t\t\t 2011 \t -12062\n", + "GCD(39203, 6536) = 1, with coefficients 2011 and -12062 such that 1 = (2011)*39203 + (-12062)*6536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6537 \t 5 \t 6518 \t 1 \t 0\n", + "1 \t 6537 \t 6518 \t 1 \t 19 \t 0 \t 1\n", + "2 \t 6518 \t 19 \t 343 \t 1 \t 1 \t -5\n", + "3 \t 19 \t 1 \t 19 \t 0 \t -1 \t 6\n", + "\t\t\t\t\t 344 \t -2063\n", + "GCD(39203, 6537) = 1, with coefficients 344 and -2063 such that 1 = (344)*39203 + (-2063)*6537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6538 \t 5 \t 6513 \t 1 \t 0\n", + "1 \t 6538 \t 6513 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 6513 \t 25 \t 260 \t 13 \t 1 \t -5\n", + "3 \t 25 \t 13 \t 1 \t 12 \t -1 \t 6\n", + "4 \t 13 \t 12 \t 1 \t 1 \t 261 \t -1565\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -262 \t 1571\n", + "\t\t\t\t\t 523 \t -3136\n", + "GCD(39203, 6538) = 1, with coefficients 523 and -3136 such that 1 = (523)*39203 + (-3136)*6538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6539 \t 5 \t 6508 \t 1 \t 0\n", + "1 \t 6539 \t 6508 \t 1 \t 31 \t 0 \t 1\n", + "2 \t 6508 \t 31 \t 209 \t 29 \t 1 \t -5\n", + "3 \t 31 \t 29 \t 1 \t 2 \t -1 \t 6\n", + "4 \t 29 \t 2 \t 14 \t 1 \t 210 \t -1259\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -211 \t 1265\n", + "\t\t\t\t\t 3164 \t -18969\n", + "GCD(39203, 6539) = 1, with coefficients 3164 and -18969 such that 1 = (3164)*39203 + (-18969)*6539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6540 \t 5 \t 6503 \t 1 \t 0\n", + "1 \t 6540 \t 6503 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 6503 \t 37 \t 175 \t 28 \t 1 \t -5\n", + "3 \t 37 \t 28 \t 1 \t 9 \t -1 \t 6\n", + "4 \t 28 \t 9 \t 3 \t 1 \t 176 \t -1055\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -177 \t 1061\n", + "\t\t\t\t\t 707 \t -4238\n", + "GCD(39203, 6540) = 1, with coefficients 707 and -4238 such that 1 = (707)*39203 + (-4238)*6540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6541 \t 5 \t 6498 \t 1 \t 0\n", + "1 \t 6541 \t 6498 \t 1 \t 43 \t 0 \t 1\n", + "2 \t 6498 \t 43 \t 151 \t 5 \t 1 \t -5\n", + "3 \t 43 \t 5 \t 8 \t 3 \t -1 \t 6\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 152 \t -911\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1217 \t 7294\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1369 \t -8205\n", + "\t\t\t\t\t -2586 \t 15499\n", + "GCD(39203, 6541) = 1, with coefficients -2586 and 15499 such that 1 = (-2586)*39203 + (15499)*6541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6542 \t 5 \t 6493 \t 1 \t 0\n", + "1 \t 6542 \t 6493 \t 1 \t 49 \t 0 \t 1\n", + "2 \t 6493 \t 49 \t 132 \t 25 \t 1 \t -5\n", + "3 \t 49 \t 25 \t 1 \t 24 \t -1 \t 6\n", + "4 \t 25 \t 24 \t 1 \t 1 \t 133 \t -797\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -134 \t 803\n", + "\t\t\t\t\t 267 \t -1600\n", + "GCD(39203, 6542) = 1, with coefficients 267 and -1600 such that 1 = (267)*39203 + (-1600)*6542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6543 \t 5 \t 6488 \t 1 \t 0\n", + "1 \t 6543 \t 6488 \t 1 \t 55 \t 0 \t 1\n", + "2 \t 6488 \t 55 \t 117 \t 53 \t 1 \t -5\n", + "3 \t 55 \t 53 \t 1 \t 2 \t -1 \t 6\n", + "4 \t 53 \t 2 \t 26 \t 1 \t 118 \t -707\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -119 \t 713\n", + "\t\t\t\t\t 3212 \t -19245\n", + "GCD(39203, 6543) = 1, with coefficients 3212 and -19245 such that 1 = (3212)*39203 + (-19245)*6543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6544 \t 5 \t 6483 \t 1 \t 0\n", + "1 \t 6544 \t 6483 \t 1 \t 61 \t 0 \t 1\n", + "2 \t 6483 \t 61 \t 106 \t 17 \t 1 \t -5\n", + "3 \t 61 \t 17 \t 3 \t 10 \t -1 \t 6\n", + "4 \t 17 \t 10 \t 1 \t 7 \t 107 \t -641\n", + "5 \t 10 \t 7 \t 1 \t 3 \t -322 \t 1929\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 429 \t -2570\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -751 \t 4499\n", + "\t\t\t\t\t 1931 \t -11568\n", + "GCD(39203, 6544) = 1, with coefficients 1931 and -11568 such that 1 = (1931)*39203 + (-11568)*6544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6545 \t 5 \t 6478 \t 1 \t 0\n", + "1 \t 6545 \t 6478 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 6478 \t 67 \t 96 \t 46 \t 1 \t -5\n", + "3 \t 67 \t 46 \t 1 \t 21 \t -1 \t 6\n", + "4 \t 46 \t 21 \t 2 \t 4 \t 97 \t -581\n", + "5 \t 21 \t 4 \t 5 \t 1 \t -98 \t 587\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 293 \t -1755\n", + "\t\t\t\t\t -1563 \t 9362\n", + "GCD(39203, 6545) = 1, with coefficients -1563 and 9362 such that 1 = (-1563)*39203 + (9362)*6545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6546 \t 5 \t 6473 \t 1 \t 0\n", + "1 \t 6546 \t 6473 \t 1 \t 73 \t 0 \t 1\n", + "2 \t 6473 \t 73 \t 88 \t 49 \t 1 \t -5\n", + "3 \t 73 \t 49 \t 1 \t 24 \t -1 \t 6\n", + "4 \t 49 \t 24 \t 2 \t 1 \t 89 \t -533\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -90 \t 539\n", + "\t\t\t\t\t 269 \t -1611\n", + "GCD(39203, 6546) = 1, with coefficients 269 and -1611 such that 1 = (269)*39203 + (-1611)*6546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6547 \t 5 \t 6468 \t 1 \t 0\n", + "1 \t 6547 \t 6468 \t 1 \t 79 \t 0 \t 1\n", + "2 \t 6468 \t 79 \t 81 \t 69 \t 1 \t -5\n", + "3 \t 79 \t 69 \t 1 \t 10 \t -1 \t 6\n", + "4 \t 69 \t 10 \t 6 \t 9 \t 82 \t -491\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -83 \t 497\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 580 \t -3473\n", + "\t\t\t\t\t -663 \t 3970\n", + "GCD(39203, 6547) = 1, with coefficients -663 and 3970 such that 1 = (-663)*39203 + (3970)*6547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6548 \t 5 \t 6463 \t 1 \t 0\n", + "1 \t 6548 \t 6463 \t 1 \t 85 \t 0 \t 1\n", + "2 \t 6463 \t 85 \t 76 \t 3 \t 1 \t -5\n", + "3 \t 85 \t 3 \t 28 \t 1 \t -1 \t 6\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 77 \t -461\n", + "\t\t\t\t\t -2157 \t 12914\n", + "GCD(39203, 6548) = 1, with coefficients -2157 and 12914 such that 1 = (-2157)*39203 + (12914)*6548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6549 \t 5 \t 6458 \t 1 \t 0\n", + "1 \t 6549 \t 6458 \t 1 \t 91 \t 0 \t 1\n", + "2 \t 6458 \t 91 \t 70 \t 88 \t 1 \t -5\n", + "3 \t 91 \t 88 \t 1 \t 3 \t -1 \t 6\n", + "4 \t 88 \t 3 \t 29 \t 1 \t 71 \t -425\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -72 \t 431\n", + "\t\t\t\t\t 2159 \t -12924\n", + "GCD(39203, 6549) = 1, with coefficients 2159 and -12924 such that 1 = (2159)*39203 + (-12924)*6549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6550 \t 5 \t 6453 \t 1 \t 0\n", + "1 \t 6550 \t 6453 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 6453 \t 97 \t 66 \t 51 \t 1 \t -5\n", + "3 \t 97 \t 51 \t 1 \t 46 \t -1 \t 6\n", + "4 \t 51 \t 46 \t 1 \t 5 \t 67 \t -401\n", + "5 \t 46 \t 5 \t 9 \t 1 \t -68 \t 407\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 135 \t -808\n", + "\t\t\t\t\t -1283 \t 7679\n", + "GCD(39203, 6550) = 1, with coefficients -1283 and 7679 such that 1 = (-1283)*39203 + (7679)*6550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6551 \t 5 \t 6448 \t 1 \t 0\n", + "1 \t 6551 \t 6448 \t 1 \t 103 \t 0 \t 1\n", + "2 \t 6448 \t 103 \t 62 \t 62 \t 1 \t -5\n", + "3 \t 103 \t 62 \t 1 \t 41 \t -1 \t 6\n", + "4 \t 62 \t 41 \t 1 \t 21 \t 63 \t -377\n", + "5 \t 41 \t 21 \t 1 \t 20 \t -64 \t 383\n", + "6 \t 21 \t 20 \t 1 \t 1 \t 127 \t -760\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -191 \t 1143\n", + "\t\t\t\t\t 318 \t -1903\n", + "GCD(39203, 6551) = 1, with coefficients 318 and -1903 such that 1 = (318)*39203 + (-1903)*6551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6552 \t 5 \t 6443 \t 1 \t 0\n", + "1 \t 6552 \t 6443 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 6443 \t 109 \t 59 \t 12 \t 1 \t -5\n", + "3 \t 109 \t 12 \t 9 \t 1 \t -1 \t 6\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 60 \t -359\n", + "\t\t\t\t\t -541 \t 3237\n", + "GCD(39203, 6552) = 1, with coefficients -541 and 3237 such that 1 = (-541)*39203 + (3237)*6552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6553 \t 5 \t 6438 \t 1 \t 0\n", + "1 \t 6553 \t 6438 \t 1 \t 115 \t 0 \t 1\n", + "2 \t 6438 \t 115 \t 55 \t 113 \t 1 \t -5\n", + "3 \t 115 \t 113 \t 1 \t 2 \t -1 \t 6\n", + "4 \t 113 \t 2 \t 56 \t 1 \t 56 \t -335\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -57 \t 341\n", + "\t\t\t\t\t 3248 \t -19431\n", + "GCD(39203, 6553) = 1, with coefficients 3248 and -19431 such that 1 = (3248)*39203 + (-19431)*6553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6554 \t 5 \t 6433 \t 1 \t 0\n", + "1 \t 6554 \t 6433 \t 1 \t 121 \t 0 \t 1\n", + "2 \t 6433 \t 121 \t 53 \t 20 \t 1 \t -5\n", + "3 \t 121 \t 20 \t 6 \t 1 \t -1 \t 6\n", + "4 \t 20 \t 1 \t 20 \t 0 \t 54 \t -323\n", + "\t\t\t\t\t -325 \t 1944\n", + "GCD(39203, 6554) = 1, with coefficients -325 and 1944 such that 1 = (-325)*39203 + (1944)*6554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6555 \t 5 \t 6428 \t 1 \t 0\n", + "1 \t 6555 \t 6428 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 6428 \t 127 \t 50 \t 78 \t 1 \t -5\n", + "3 \t 127 \t 78 \t 1 \t 49 \t -1 \t 6\n", + "4 \t 78 \t 49 \t 1 \t 29 \t 51 \t -305\n", + "5 \t 49 \t 29 \t 1 \t 20 \t -52 \t 311\n", + "6 \t 29 \t 20 \t 1 \t 9 \t 103 \t -616\n", + "7 \t 20 \t 9 \t 2 \t 2 \t -155 \t 927\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 258 \t -1543\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -671 \t 4013\n", + "\t\t\t\t\t 2942 \t -17595\n", + "GCD(39203, 6555) = 1, with coefficients 2942 and -17595 such that 1 = (2942)*39203 + (-17595)*6555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6556 \t 5 \t 6423 \t 1 \t 0\n", + "1 \t 6556 \t 6423 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 6423 \t 133 \t 48 \t 39 \t 1 \t -5\n", + "3 \t 133 \t 39 \t 3 \t 16 \t -1 \t 6\n", + "4 \t 39 \t 16 \t 2 \t 7 \t 49 \t -293\n", + "5 \t 16 \t 7 \t 2 \t 2 \t -148 \t 885\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 345 \t -2063\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -838 \t 5011\n", + "\t\t\t\t\t 2859 \t -17096\n", + "GCD(39203, 6556) = 1, with coefficients 2859 and -17096 such that 1 = (2859)*39203 + (-17096)*6556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6557 \t 5 \t 6418 \t 1 \t 0\n", + "1 \t 6557 \t 6418 \t 1 \t 139 \t 0 \t 1\n", + "2 \t 6418 \t 139 \t 46 \t 24 \t 1 \t -5\n", + "3 \t 139 \t 24 \t 5 \t 19 \t -1 \t 6\n", + "4 \t 24 \t 19 \t 1 \t 5 \t 47 \t -281\n", + "5 \t 19 \t 5 \t 3 \t 4 \t -236 \t 1411\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 283 \t -1692\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1085 \t 6487\n", + "\t\t\t\t\t 1368 \t -8179\n", + "GCD(39203, 6557) = 1, with coefficients 1368 and -8179 such that 1 = (1368)*39203 + (-8179)*6557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6558 \t 5 \t 6413 \t 1 \t 0\n", + "1 \t 6558 \t 6413 \t 1 \t 145 \t 0 \t 1\n", + "2 \t 6413 \t 145 \t 44 \t 33 \t 1 \t -5\n", + "3 \t 145 \t 33 \t 4 \t 13 \t -1 \t 6\n", + "4 \t 33 \t 13 \t 2 \t 7 \t 45 \t -269\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -181 \t 1082\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 407 \t -2433\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -588 \t 3515\n", + "\t\t\t\t\t 995 \t -5948\n", + "GCD(39203, 6558) = 1, with coefficients 995 and -5948 such that 1 = (995)*39203 + (-5948)*6558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6559 \t 5 \t 6408 \t 1 \t 0\n", + "1 \t 6559 \t 6408 \t 1 \t 151 \t 0 \t 1\n", + "2 \t 6408 \t 151 \t 42 \t 66 \t 1 \t -5\n", + "3 \t 151 \t 66 \t 2 \t 19 \t -1 \t 6\n", + "4 \t 66 \t 19 \t 3 \t 9 \t 43 \t -257\n", + "5 \t 19 \t 9 \t 2 \t 1 \t -87 \t 520\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 304 \t -1817\n", + "\t\t\t\t\t -695 \t 4154\n", + "GCD(39203, 6559) = 1, with coefficients -695 and 4154 such that 1 = (-695)*39203 + (4154)*6559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6560 \t 5 \t 6403 \t 1 \t 0\n", + "1 \t 6560 \t 6403 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 6403 \t 157 \t 40 \t 123 \t 1 \t -5\n", + "3 \t 157 \t 123 \t 1 \t 34 \t -1 \t 6\n", + "4 \t 123 \t 34 \t 3 \t 21 \t 41 \t -245\n", + "5 \t 34 \t 21 \t 1 \t 13 \t -42 \t 251\n", + "6 \t 21 \t 13 \t 1 \t 8 \t 167 \t -998\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -209 \t 1249\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 376 \t -2247\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -585 \t 3496\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 961 \t -5743\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1546 \t 9239\n", + "\t\t\t\t\t 2507 \t -14982\n", + "GCD(39203, 6560) = 1, with coefficients 2507 and -14982 such that 1 = (2507)*39203 + (-14982)*6560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6561 \t 5 \t 6398 \t 1 \t 0\n", + "1 \t 6561 \t 6398 \t 1 \t 163 \t 0 \t 1\n", + "2 \t 6398 \t 163 \t 39 \t 41 \t 1 \t -5\n", + "3 \t 163 \t 41 \t 3 \t 40 \t -1 \t 6\n", + "4 \t 41 \t 40 \t 1 \t 1 \t 40 \t -239\n", + "5 \t 40 \t 1 \t 40 \t 0 \t -121 \t 723\n", + "\t\t\t\t\t 161 \t -962\n", + "GCD(39203, 6561) = 1, with coefficients 161 and -962 such that 1 = (161)*39203 + (-962)*6561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6562 \t 5 \t 6393 \t 1 \t 0\n", + "1 \t 6562 \t 6393 \t 1 \t 169 \t 0 \t 1\n", + "2 \t 6393 \t 169 \t 37 \t 140 \t 1 \t -5\n", + "3 \t 169 \t 140 \t 1 \t 29 \t -1 \t 6\n", + "4 \t 140 \t 29 \t 4 \t 24 \t 38 \t -227\n", + "5 \t 29 \t 24 \t 1 \t 5 \t -39 \t 233\n", + "6 \t 24 \t 5 \t 4 \t 4 \t 194 \t -1159\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -233 \t 1392\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1126 \t -6727\n", + "\t\t\t\t\t -1359 \t 8119\n", + "GCD(39203, 6562) = 1, with coefficients -1359 and 8119 such that 1 = (-1359)*39203 + (8119)*6562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6563 \t 5 \t 6388 \t 1 \t 0\n", + "1 \t 6563 \t 6388 \t 1 \t 175 \t 0 \t 1\n", + "2 \t 6388 \t 175 \t 36 \t 88 \t 1 \t -5\n", + "3 \t 175 \t 88 \t 1 \t 87 \t -1 \t 6\n", + "4 \t 88 \t 87 \t 1 \t 1 \t 37 \t -221\n", + "5 \t 87 \t 1 \t 87 \t 0 \t -38 \t 227\n", + "\t\t\t\t\t 75 \t -448\n", + "GCD(39203, 6563) = 1, with coefficients 75 and -448 such that 1 = (75)*39203 + (-448)*6563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6564 \t 5 \t 6383 \t 1 \t 0\n", + "1 \t 6564 \t 6383 \t 1 \t 181 \t 0 \t 1\n", + "2 \t 6383 \t 181 \t 35 \t 48 \t 1 \t -5\n", + "3 \t 181 \t 48 \t 3 \t 37 \t -1 \t 6\n", + "4 \t 48 \t 37 \t 1 \t 11 \t 36 \t -215\n", + "5 \t 37 \t 11 \t 3 \t 4 \t -109 \t 651\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 145 \t -866\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -544 \t 3249\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1233 \t -7364\n", + "\t\t\t\t\t -1777 \t 10613\n", + "GCD(39203, 6564) = 1, with coefficients -1777 and 10613 such that 1 = (-1777)*39203 + (10613)*6564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6565 \t 5 \t 6378 \t 1 \t 0\n", + "1 \t 6565 \t 6378 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 6378 \t 187 \t 34 \t 20 \t 1 \t -5\n", + "3 \t 187 \t 20 \t 9 \t 7 \t -1 \t 6\n", + "4 \t 20 \t 7 \t 2 \t 6 \t 35 \t -209\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -316 \t 1887\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 667 \t -3983\n", + "\t\t\t\t\t -983 \t 5870\n", + "GCD(39203, 6565) = 1, with coefficients -983 and 5870 such that 1 = (-983)*39203 + (5870)*6565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6566 \t 5 \t 6373 \t 1 \t 0\n", + "1 \t 6566 \t 6373 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 6373 \t 193 \t 33 \t 4 \t 1 \t -5\n", + "3 \t 193 \t 4 \t 48 \t 1 \t -1 \t 6\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 34 \t -203\n", + "\t\t\t\t\t -1633 \t 9750\n", + "GCD(39203, 6566) = 1, with coefficients -1633 and 9750 such that 1 = (-1633)*39203 + (9750)*6566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6567 \t 5 \t 6368 \t 1 \t 0\n", + "1 \t 6567 \t 6368 \t 1 \t 199 \t 0 \t 1\n", + "2 \t 6368 \t 199 \t 32 \t 0 \t 1 \t -5\n", + "\t\t\t\t\t -1 \t 6\n", + "GCD(39203, 6567) = 199, with coefficients -1 and 6 such that 199 = (-1)*39203 + (6)*6567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6568 \t 5 \t 6363 \t 1 \t 0\n", + "1 \t 6568 \t 6363 \t 1 \t 205 \t 0 \t 1\n", + "2 \t 6363 \t 205 \t 31 \t 8 \t 1 \t -5\n", + "3 \t 205 \t 8 \t 25 \t 5 \t -1 \t 6\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 32 \t -191\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -801 \t 4781\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 833 \t -4972\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1634 \t 9753\n", + "\t\t\t\t\t 2467 \t -14725\n", + "GCD(39203, 6568) = 1, with coefficients 2467 and -14725 such that 1 = (2467)*39203 + (-14725)*6568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6569 \t 5 \t 6358 \t 1 \t 0\n", + "1 \t 6569 \t 6358 \t 1 \t 211 \t 0 \t 1\n", + "2 \t 6358 \t 211 \t 30 \t 28 \t 1 \t -5\n", + "3 \t 211 \t 28 \t 7 \t 15 \t -1 \t 6\n", + "4 \t 28 \t 15 \t 1 \t 13 \t 31 \t -185\n", + "5 \t 15 \t 13 \t 1 \t 2 \t -218 \t 1301\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 249 \t -1486\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -467 \t 2787\n", + "\t\t\t\t\t 3051 \t -18208\n", + "GCD(39203, 6569) = 1, with coefficients 3051 and -18208 such that 1 = (3051)*39203 + (-18208)*6569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6570 \t 5 \t 6353 \t 1 \t 0\n", + "1 \t 6570 \t 6353 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 6353 \t 217 \t 29 \t 60 \t 1 \t -5\n", + "3 \t 217 \t 60 \t 3 \t 37 \t -1 \t 6\n", + "4 \t 60 \t 37 \t 1 \t 23 \t 30 \t -179\n", + "5 \t 37 \t 23 \t 1 \t 14 \t -91 \t 543\n", + "6 \t 23 \t 14 \t 1 \t 9 \t 121 \t -722\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -212 \t 1265\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 333 \t -1987\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -545 \t 3252\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 878 \t -5239\n", + "\t\t\t\t\t -1423 \t 8491\n", + "GCD(39203, 6570) = 1, with coefficients -1423 and 8491 such that 1 = (-1423)*39203 + (8491)*6570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6571 \t 5 \t 6348 \t 1 \t 0\n", + "1 \t 6571 \t 6348 \t 1 \t 223 \t 0 \t 1\n", + "2 \t 6348 \t 223 \t 28 \t 104 \t 1 \t -5\n", + "3 \t 223 \t 104 \t 2 \t 15 \t -1 \t 6\n", + "4 \t 104 \t 15 \t 6 \t 14 \t 29 \t -173\n", + "5 \t 15 \t 14 \t 1 \t 1 \t -59 \t 352\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 383 \t -2285\n", + "\t\t\t\t\t -442 \t 2637\n", + "GCD(39203, 6571) = 1, with coefficients -442 and 2637 such that 1 = (-442)*39203 + (2637)*6571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6572 \t 5 \t 6343 \t 1 \t 0\n", + "1 \t 6572 \t 6343 \t 1 \t 229 \t 0 \t 1\n", + "2 \t 6343 \t 229 \t 27 \t 160 \t 1 \t -5\n", + "3 \t 229 \t 160 \t 1 \t 69 \t -1 \t 6\n", + "4 \t 160 \t 69 \t 2 \t 22 \t 28 \t -167\n", + "5 \t 69 \t 22 \t 3 \t 3 \t -29 \t 173\n", + "6 \t 22 \t 3 \t 7 \t 1 \t 86 \t -513\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -287 \t 1712\n", + "\t\t\t\t\t 2095 \t -12497\n", + "GCD(39203, 6572) = 1, with coefficients 2095 and -12497 such that 1 = (2095)*39203 + (-12497)*6572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6573 \t 5 \t 6338 \t 1 \t 0\n", + "1 \t 6573 \t 6338 \t 1 \t 235 \t 0 \t 1\n", + "2 \t 6338 \t 235 \t 26 \t 228 \t 1 \t -5\n", + "3 \t 235 \t 228 \t 1 \t 7 \t -1 \t 6\n", + "4 \t 228 \t 7 \t 32 \t 4 \t 27 \t -161\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -28 \t 167\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 923 \t -5505\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -951 \t 5672\n", + "\t\t\t\t\t 1874 \t -11177\n", + "GCD(39203, 6573) = 1, with coefficients 1874 and -11177 such that 1 = (1874)*39203 + (-11177)*6573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6574 \t 5 \t 6333 \t 1 \t 0\n", + "1 \t 6574 \t 6333 \t 1 \t 241 \t 0 \t 1\n", + "2 \t 6333 \t 241 \t 26 \t 67 \t 1 \t -5\n", + "3 \t 241 \t 67 \t 3 \t 40 \t -1 \t 6\n", + "4 \t 67 \t 40 \t 1 \t 27 \t 27 \t -161\n", + "5 \t 40 \t 27 \t 1 \t 13 \t -82 \t 489\n", + "6 \t 27 \t 13 \t 2 \t 1 \t 109 \t -650\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -191 \t 1139\n", + "\t\t\t\t\t 491 \t -2928\n", + "GCD(39203, 6574) = 1, with coefficients 491 and -2928 such that 1 = (491)*39203 + (-2928)*6574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6575 \t 5 \t 6328 \t 1 \t 0\n", + "1 \t 6575 \t 6328 \t 1 \t 247 \t 0 \t 1\n", + "2 \t 6328 \t 247 \t 25 \t 153 \t 1 \t -5\n", + "3 \t 247 \t 153 \t 1 \t 94 \t -1 \t 6\n", + "4 \t 153 \t 94 \t 1 \t 59 \t 26 \t -155\n", + "5 \t 94 \t 59 \t 1 \t 35 \t -27 \t 161\n", + "6 \t 59 \t 35 \t 1 \t 24 \t 53 \t -316\n", + "7 \t 35 \t 24 \t 1 \t 11 \t -80 \t 477\n", + "8 \t 24 \t 11 \t 2 \t 2 \t 133 \t -793\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -213 \t 1270\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 559 \t -3333\n", + "\t\t\t\t\t -3008 \t 17935\n", + "GCD(39203, 6575) = 1, with coefficients -3008 and 17935 such that 1 = (-3008)*39203 + (17935)*6575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6576 \t 5 \t 6323 \t 1 \t 0\n", + "1 \t 6576 \t 6323 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 6323 \t 253 \t 24 \t 251 \t 1 \t -5\n", + "3 \t 253 \t 251 \t 1 \t 2 \t -1 \t 6\n", + "4 \t 251 \t 2 \t 125 \t 1 \t 25 \t -149\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -26 \t 155\n", + "\t\t\t\t\t 3275 \t -19524\n", + "GCD(39203, 6576) = 1, with coefficients 3275 and -19524 such that 1 = (3275)*39203 + (-19524)*6576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6577 \t 5 \t 6318 \t 1 \t 0\n", + "1 \t 6577 \t 6318 \t 1 \t 259 \t 0 \t 1\n", + "2 \t 6318 \t 259 \t 24 \t 102 \t 1 \t -5\n", + "3 \t 259 \t 102 \t 2 \t 55 \t -1 \t 6\n", + "4 \t 102 \t 55 \t 1 \t 47 \t 25 \t -149\n", + "5 \t 55 \t 47 \t 1 \t 8 \t -51 \t 304\n", + "6 \t 47 \t 8 \t 5 \t 7 \t 76 \t -453\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -127 \t 757\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 711 \t -4238\n", + "\t\t\t\t\t -838 \t 4995\n", + "GCD(39203, 6577) = 1, with coefficients -838 and 4995 such that 1 = (-838)*39203 + (4995)*6577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6578 \t 5 \t 6313 \t 1 \t 0\n", + "1 \t 6578 \t 6313 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 6313 \t 265 \t 23 \t 218 \t 1 \t -5\n", + "3 \t 265 \t 218 \t 1 \t 47 \t -1 \t 6\n", + "4 \t 218 \t 47 \t 4 \t 30 \t 24 \t -143\n", + "5 \t 47 \t 30 \t 1 \t 17 \t -25 \t 149\n", + "6 \t 30 \t 17 \t 1 \t 13 \t 124 \t -739\n", + "7 \t 17 \t 13 \t 1 \t 4 \t -149 \t 888\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 273 \t -1627\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -422 \t 2515\n", + "\t\t\t\t\t 1539 \t -9172\n", + "GCD(39203, 6578) = 1, with coefficients 1539 and -9172 such that 1 = (1539)*39203 + (-9172)*6578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6579 \t 5 \t 6308 \t 1 \t 0\n", + "1 \t 6579 \t 6308 \t 1 \t 271 \t 0 \t 1\n", + "2 \t 6308 \t 271 \t 23 \t 75 \t 1 \t -5\n", + "3 \t 271 \t 75 \t 3 \t 46 \t -1 \t 6\n", + "4 \t 75 \t 46 \t 1 \t 29 \t 24 \t -143\n", + "5 \t 46 \t 29 \t 1 \t 17 \t -73 \t 435\n", + "6 \t 29 \t 17 \t 1 \t 12 \t 97 \t -578\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -170 \t 1013\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 267 \t -1591\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -437 \t 2604\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1141 \t -6799\n", + "\t\t\t\t\t -2719 \t 16202\n", + "GCD(39203, 6579) = 1, with coefficients -2719 and 16202 such that 1 = (-2719)*39203 + (16202)*6579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6580 \t 5 \t 6303 \t 1 \t 0\n", + "1 \t 6580 \t 6303 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 6303 \t 277 \t 22 \t 209 \t 1 \t -5\n", + "3 \t 277 \t 209 \t 1 \t 68 \t -1 \t 6\n", + "4 \t 209 \t 68 \t 3 \t 5 \t 23 \t -137\n", + "5 \t 68 \t 5 \t 13 \t 3 \t -24 \t 143\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 95 \t -566\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1259 \t 7501\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1354 \t -8067\n", + "\t\t\t\t\t -2613 \t 15568\n", + "GCD(39203, 6580) = 1, with coefficients -2613 and 15568 such that 1 = (-2613)*39203 + (15568)*6580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6581 \t 5 \t 6298 \t 1 \t 0\n", + "1 \t 6581 \t 6298 \t 1 \t 283 \t 0 \t 1\n", + "2 \t 6298 \t 283 \t 22 \t 72 \t 1 \t -5\n", + "3 \t 283 \t 72 \t 3 \t 67 \t -1 \t 6\n", + "4 \t 72 \t 67 \t 1 \t 5 \t 23 \t -137\n", + "5 \t 67 \t 5 \t 13 \t 2 \t -70 \t 417\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 93 \t -554\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1279 \t 7619\n", + "\t\t\t\t\t 2651 \t -15792\n", + "GCD(39203, 6581) = 1, with coefficients 2651 and -15792 such that 1 = (2651)*39203 + (-15792)*6581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6582 \t 5 \t 6293 \t 1 \t 0\n", + "1 \t 6582 \t 6293 \t 1 \t 289 \t 0 \t 1\n", + "2 \t 6293 \t 289 \t 21 \t 224 \t 1 \t -5\n", + "3 \t 289 \t 224 \t 1 \t 65 \t -1 \t 6\n", + "4 \t 224 \t 65 \t 3 \t 29 \t 22 \t -131\n", + "5 \t 65 \t 29 \t 2 \t 7 \t -23 \t 137\n", + "6 \t 29 \t 7 \t 4 \t 1 \t 91 \t -542\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -205 \t 1221\n", + "\t\t\t\t\t 911 \t -5426\n", + "GCD(39203, 6582) = 1, with coefficients 911 and -5426 such that 1 = (911)*39203 + (-5426)*6582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6583 \t 5 \t 6288 \t 1 \t 0\n", + "1 \t 6583 \t 6288 \t 1 \t 295 \t 0 \t 1\n", + "2 \t 6288 \t 295 \t 21 \t 93 \t 1 \t -5\n", + "3 \t 295 \t 93 \t 3 \t 16 \t -1 \t 6\n", + "4 \t 93 \t 16 \t 5 \t 13 \t 22 \t -131\n", + "5 \t 16 \t 13 \t 1 \t 3 \t -67 \t 399\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 357 \t -2126\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -424 \t 2525\n", + "\t\t\t\t\t 2053 \t -12226\n", + "GCD(39203, 6583) = 1, with coefficients 2053 and -12226 such that 1 = (2053)*39203 + (-12226)*6583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6584 \t 5 \t 6283 \t 1 \t 0\n", + "1 \t 6584 \t 6283 \t 1 \t 301 \t 0 \t 1\n", + "2 \t 6283 \t 301 \t 20 \t 263 \t 1 \t -5\n", + "3 \t 301 \t 263 \t 1 \t 38 \t -1 \t 6\n", + "4 \t 263 \t 38 \t 6 \t 35 \t 21 \t -125\n", + "5 \t 38 \t 35 \t 1 \t 3 \t -22 \t 131\n", + "6 \t 35 \t 3 \t 11 \t 2 \t 153 \t -911\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -175 \t 1042\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2078 \t -12373\n", + "\t\t\t\t\t -2253 \t 13415\n", + "GCD(39203, 6584) = 1, with coefficients -2253 and 13415 such that 1 = (-2253)*39203 + (13415)*6584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6585 \t 5 \t 6278 \t 1 \t 0\n", + "1 \t 6585 \t 6278 \t 1 \t 307 \t 0 \t 1\n", + "2 \t 6278 \t 307 \t 20 \t 138 \t 1 \t -5\n", + "3 \t 307 \t 138 \t 2 \t 31 \t -1 \t 6\n", + "4 \t 138 \t 31 \t 4 \t 14 \t 21 \t -125\n", + "5 \t 31 \t 14 \t 2 \t 3 \t -43 \t 256\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 193 \t -1149\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -429 \t 2554\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1909 \t -11365\n", + "\t\t\t\t\t -2338 \t 13919\n", + "GCD(39203, 6585) = 1, with coefficients -2338 and 13919 such that 1 = (-2338)*39203 + (13919)*6585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6586 \t 5 \t 6273 \t 1 \t 0\n", + "1 \t 6586 \t 6273 \t 1 \t 313 \t 0 \t 1\n", + "2 \t 6273 \t 313 \t 20 \t 13 \t 1 \t -5\n", + "3 \t 313 \t 13 \t 24 \t 1 \t -1 \t 6\n", + "4 \t 13 \t 1 \t 13 \t 0 \t 21 \t -125\n", + "\t\t\t\t\t -505 \t 3006\n", + "GCD(39203, 6586) = 1, with coefficients -505 and 3006 such that 1 = (-505)*39203 + (3006)*6586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6587 \t 5 \t 6268 \t 1 \t 0\n", + "1 \t 6587 \t 6268 \t 1 \t 319 \t 0 \t 1\n", + "2 \t 6268 \t 319 \t 19 \t 207 \t 1 \t -5\n", + "3 \t 319 \t 207 \t 1 \t 112 \t -1 \t 6\n", + "4 \t 207 \t 112 \t 1 \t 95 \t 20 \t -119\n", + "5 \t 112 \t 95 \t 1 \t 17 \t -21 \t 125\n", + "6 \t 95 \t 17 \t 5 \t 10 \t 41 \t -244\n", + "7 \t 17 \t 10 \t 1 \t 7 \t -62 \t 369\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 351 \t -2089\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -413 \t 2458\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 764 \t -4547\n", + "\t\t\t\t\t -1941 \t 11552\n", + "GCD(39203, 6587) = 1, with coefficients -1941 and 11552 such that 1 = (-1941)*39203 + (11552)*6587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6588 \t 5 \t 6263 \t 1 \t 0\n", + "1 \t 6588 \t 6263 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 6263 \t 325 \t 19 \t 88 \t 1 \t -5\n", + "3 \t 325 \t 88 \t 3 \t 61 \t -1 \t 6\n", + "4 \t 88 \t 61 \t 1 \t 27 \t 20 \t -119\n", + "5 \t 61 \t 27 \t 2 \t 7 \t -61 \t 363\n", + "6 \t 27 \t 7 \t 3 \t 6 \t 81 \t -482\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -223 \t 1327\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 750 \t -4463\n", + "\t\t\t\t\t -973 \t 5790\n", + "GCD(39203, 6588) = 1, with coefficients -973 and 5790 such that 1 = (-973)*39203 + (5790)*6588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6589 \t 5 \t 6258 \t 1 \t 0\n", + "1 \t 6589 \t 6258 \t 1 \t 331 \t 0 \t 1\n", + "2 \t 6258 \t 331 \t 18 \t 300 \t 1 \t -5\n", + "3 \t 331 \t 300 \t 1 \t 31 \t -1 \t 6\n", + "4 \t 300 \t 31 \t 9 \t 21 \t 19 \t -113\n", + "5 \t 31 \t 21 \t 1 \t 10 \t -20 \t 119\n", + "6 \t 21 \t 10 \t 2 \t 1 \t 199 \t -1184\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -219 \t 1303\n", + "\t\t\t\t\t 637 \t -3790\n", + "GCD(39203, 6589) = 1, with coefficients 637 and -3790 such that 1 = (637)*39203 + (-3790)*6589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6590 \t 5 \t 6253 \t 1 \t 0\n", + "1 \t 6590 \t 6253 \t 1 \t 337 \t 0 \t 1\n", + "2 \t 6253 \t 337 \t 18 \t 187 \t 1 \t -5\n", + "3 \t 337 \t 187 \t 1 \t 150 \t -1 \t 6\n", + "4 \t 187 \t 150 \t 1 \t 37 \t 19 \t -113\n", + "5 \t 150 \t 37 \t 4 \t 2 \t -20 \t 119\n", + "6 \t 37 \t 2 \t 18 \t 1 \t 39 \t -232\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -176 \t 1047\n", + "\t\t\t\t\t 3207 \t -19078\n", + "GCD(39203, 6590) = 1, with coefficients 3207 and -19078 such that 1 = (3207)*39203 + (-19078)*6590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6591 \t 5 \t 6248 \t 1 \t 0\n", + "1 \t 6591 \t 6248 \t 1 \t 343 \t 0 \t 1\n", + "2 \t 6248 \t 343 \t 18 \t 74 \t 1 \t -5\n", + "3 \t 343 \t 74 \t 4 \t 47 \t -1 \t 6\n", + "4 \t 74 \t 47 \t 1 \t 27 \t 19 \t -113\n", + "5 \t 47 \t 27 \t 1 \t 20 \t -77 \t 458\n", + "6 \t 27 \t 20 \t 1 \t 7 \t 96 \t -571\n", + "7 \t 20 \t 7 \t 2 \t 6 \t -173 \t 1029\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 269 \t -1600\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -711 \t 4229\n", + "\t\t\t\t\t 980 \t -5829\n", + "GCD(39203, 6591) = 1, with coefficients 980 and -5829 such that 1 = (980)*39203 + (-5829)*6591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6592 \t 5 \t 6243 \t 1 \t 0\n", + "1 \t 6592 \t 6243 \t 1 \t 349 \t 0 \t 1\n", + "2 \t 6243 \t 349 \t 17 \t 310 \t 1 \t -5\n", + "3 \t 349 \t 310 \t 1 \t 39 \t -1 \t 6\n", + "4 \t 310 \t 39 \t 7 \t 37 \t 18 \t -107\n", + "5 \t 39 \t 37 \t 1 \t 2 \t -19 \t 113\n", + "6 \t 37 \t 2 \t 18 \t 1 \t 151 \t -898\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -170 \t 1011\n", + "\t\t\t\t\t 3211 \t -19096\n", + "GCD(39203, 6592) = 1, with coefficients 3211 and -19096 such that 1 = (3211)*39203 + (-19096)*6592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6593 \t 5 \t 6238 \t 1 \t 0\n", + "1 \t 6593 \t 6238 \t 1 \t 355 \t 0 \t 1\n", + "2 \t 6238 \t 355 \t 17 \t 203 \t 1 \t -5\n", + "3 \t 355 \t 203 \t 1 \t 152 \t -1 \t 6\n", + "4 \t 203 \t 152 \t 1 \t 51 \t 18 \t -107\n", + "5 \t 152 \t 51 \t 2 \t 50 \t -19 \t 113\n", + "6 \t 51 \t 50 \t 1 \t 1 \t 37 \t -220\n", + "7 \t 50 \t 1 \t 50 \t 0 \t -93 \t 553\n", + "\t\t\t\t\t 130 \t -773\n", + "GCD(39203, 6593) = 1, with coefficients 130 and -773 such that 1 = (130)*39203 + (-773)*6593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6594 \t 5 \t 6233 \t 1 \t 0\n", + "1 \t 6594 \t 6233 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 6233 \t 361 \t 17 \t 96 \t 1 \t -5\n", + "3 \t 361 \t 96 \t 3 \t 73 \t -1 \t 6\n", + "4 \t 96 \t 73 \t 1 \t 23 \t 18 \t -107\n", + "5 \t 73 \t 23 \t 3 \t 4 \t -55 \t 327\n", + "6 \t 23 \t 4 \t 5 \t 3 \t 73 \t -434\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -274 \t 1629\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1443 \t -8579\n", + "\t\t\t\t\t -1717 \t 10208\n", + "GCD(39203, 6594) = 1, with coefficients -1717 and 10208 such that 1 = (-1717)*39203 + (10208)*6594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6595 \t 5 \t 6228 \t 1 \t 0\n", + "1 \t 6595 \t 6228 \t 1 \t 367 \t 0 \t 1\n", + "2 \t 6228 \t 367 \t 16 \t 356 \t 1 \t -5\n", + "3 \t 367 \t 356 \t 1 \t 11 \t -1 \t 6\n", + "4 \t 356 \t 11 \t 32 \t 4 \t 17 \t -101\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -18 \t 107\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 593 \t -3525\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1204 \t 7157\n", + "\t\t\t\t\t 1797 \t -10682\n", + "GCD(39203, 6595) = 1, with coefficients 1797 and -10682 such that 1 = (1797)*39203 + (-10682)*6595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6596 \t 5 \t 6223 \t 1 \t 0\n", + "1 \t 6596 \t 6223 \t 1 \t 373 \t 0 \t 1\n", + "2 \t 6223 \t 373 \t 16 \t 255 \t 1 \t -5\n", + "3 \t 373 \t 255 \t 1 \t 118 \t -1 \t 6\n", + "4 \t 255 \t 118 \t 2 \t 19 \t 17 \t -101\n", + "5 \t 118 \t 19 \t 6 \t 4 \t -18 \t 107\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 53 \t -315\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -336 \t 1997\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1397 \t -8303\n", + "\t\t\t\t\t -1733 \t 10300\n", + "GCD(39203, 6596) = 1, with coefficients -1733 and 10300 such that 1 = (-1733)*39203 + (10300)*6596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6597 \t 5 \t 6218 \t 1 \t 0\n", + "1 \t 6597 \t 6218 \t 1 \t 379 \t 0 \t 1\n", + "2 \t 6218 \t 379 \t 16 \t 154 \t 1 \t -5\n", + "3 \t 379 \t 154 \t 2 \t 71 \t -1 \t 6\n", + "4 \t 154 \t 71 \t 2 \t 12 \t 17 \t -101\n", + "5 \t 71 \t 12 \t 5 \t 11 \t -35 \t 208\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 87 \t -517\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -470 \t 2793\n", + "\t\t\t\t\t 557 \t -3310\n", + "GCD(39203, 6597) = 1, with coefficients 557 and -3310 such that 1 = (557)*39203 + (-3310)*6597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6598 \t 5 \t 6213 \t 1 \t 0\n", + "1 \t 6598 \t 6213 \t 1 \t 385 \t 0 \t 1\n", + "2 \t 6213 \t 385 \t 16 \t 53 \t 1 \t -5\n", + "3 \t 385 \t 53 \t 7 \t 14 \t -1 \t 6\n", + "4 \t 53 \t 14 \t 3 \t 11 \t 17 \t -101\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -120 \t 713\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 377 \t -2240\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -497 \t 2953\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1868 \t -11099\n", + "\t\t\t\t\t -2365 \t 14052\n", + "GCD(39203, 6598) = 1, with coefficients -2365 and 14052 such that 1 = (-2365)*39203 + (14052)*6598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6599 \t 5 \t 6208 \t 1 \t 0\n", + "1 \t 6599 \t 6208 \t 1 \t 391 \t 0 \t 1\n", + "2 \t 6208 \t 391 \t 15 \t 343 \t 1 \t -5\n", + "3 \t 391 \t 343 \t 1 \t 48 \t -1 \t 6\n", + "4 \t 343 \t 48 \t 7 \t 7 \t 16 \t -95\n", + "5 \t 48 \t 7 \t 6 \t 6 \t -17 \t 101\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 135 \t -802\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -827 \t 4913\n", + "\t\t\t\t\t 962 \t -5715\n", + "GCD(39203, 6599) = 1, with coefficients 962 and -5715 such that 1 = (962)*39203 + (-5715)*6599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6600 \t 5 \t 6203 \t 1 \t 0\n", + "1 \t 6600 \t 6203 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 6203 \t 397 \t 15 \t 248 \t 1 \t -5\n", + "3 \t 397 \t 248 \t 1 \t 149 \t -1 \t 6\n", + "4 \t 248 \t 149 \t 1 \t 99 \t 16 \t -95\n", + "5 \t 149 \t 99 \t 1 \t 50 \t -17 \t 101\n", + "6 \t 99 \t 50 \t 1 \t 49 \t 33 \t -196\n", + "7 \t 50 \t 49 \t 1 \t 1 \t -50 \t 297\n", + "8 \t 49 \t 1 \t 49 \t 0 \t 83 \t -493\n", + "\t\t\t\t\t -133 \t 790\n", + "GCD(39203, 6600) = 1, with coefficients -133 and 790 such that 1 = (-133)*39203 + (790)*6600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6601 \t 5 \t 6198 \t 1 \t 0\n", + "1 \t 6601 \t 6198 \t 1 \t 403 \t 0 \t 1\n", + "2 \t 6198 \t 403 \t 15 \t 153 \t 1 \t -5\n", + "3 \t 403 \t 153 \t 2 \t 97 \t -1 \t 6\n", + "4 \t 153 \t 97 \t 1 \t 56 \t 16 \t -95\n", + "5 \t 97 \t 56 \t 1 \t 41 \t -33 \t 196\n", + "6 \t 56 \t 41 \t 1 \t 15 \t 49 \t -291\n", + "7 \t 41 \t 15 \t 2 \t 11 \t -82 \t 487\n", + "8 \t 15 \t 11 \t 1 \t 4 \t 131 \t -778\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -344 \t 2043\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 475 \t -2821\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1294 \t 7685\n", + "\t\t\t\t\t 1769 \t -10506\n", + "GCD(39203, 6601) = 1, with coefficients 1769 and -10506 such that 1 = (1769)*39203 + (-10506)*6601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6602 \t 5 \t 6193 \t 1 \t 0\n", + "1 \t 6602 \t 6193 \t 1 \t 409 \t 0 \t 1\n", + "2 \t 6193 \t 409 \t 15 \t 58 \t 1 \t -5\n", + "3 \t 409 \t 58 \t 7 \t 3 \t -1 \t 6\n", + "4 \t 58 \t 3 \t 19 \t 1 \t 16 \t -95\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -113 \t 671\n", + "\t\t\t\t\t 2163 \t -12844\n", + "GCD(39203, 6602) = 1, with coefficients 2163 and -12844 such that 1 = (2163)*39203 + (-12844)*6602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6603 \t 5 \t 6188 \t 1 \t 0\n", + "1 \t 6603 \t 6188 \t 1 \t 415 \t 0 \t 1\n", + "2 \t 6188 \t 415 \t 14 \t 378 \t 1 \t -5\n", + "3 \t 415 \t 378 \t 1 \t 37 \t -1 \t 6\n", + "4 \t 378 \t 37 \t 10 \t 8 \t 15 \t -89\n", + "5 \t 37 \t 8 \t 4 \t 5 \t -16 \t 95\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 175 \t -1039\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -716 \t 4251\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 891 \t -5290\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1607 \t 9541\n", + "\t\t\t\t\t 2498 \t -14831\n", + "GCD(39203, 6603) = 1, with coefficients 2498 and -14831 such that 1 = (2498)*39203 + (-14831)*6603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6604 \t 5 \t 6183 \t 1 \t 0\n", + "1 \t 6604 \t 6183 \t 1 \t 421 \t 0 \t 1\n", + "2 \t 6183 \t 421 \t 14 \t 289 \t 1 \t -5\n", + "3 \t 421 \t 289 \t 1 \t 132 \t -1 \t 6\n", + "4 \t 289 \t 132 \t 2 \t 25 \t 15 \t -89\n", + "5 \t 132 \t 25 \t 5 \t 7 \t -16 \t 95\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 47 \t -279\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -251 \t 1490\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 800 \t -4749\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1051 \t 6239\n", + "\t\t\t\t\t 1851 \t -10988\n", + "GCD(39203, 6604) = 1, with coefficients 1851 and -10988 such that 1 = (1851)*39203 + (-10988)*6604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6605 \t 5 \t 6178 \t 1 \t 0\n", + "1 \t 6605 \t 6178 \t 1 \t 427 \t 0 \t 1\n", + "2 \t 6178 \t 427 \t 14 \t 200 \t 1 \t -5\n", + "3 \t 427 \t 200 \t 2 \t 27 \t -1 \t 6\n", + "4 \t 200 \t 27 \t 7 \t 11 \t 15 \t -89\n", + "5 \t 27 \t 11 \t 2 \t 5 \t -31 \t 184\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 232 \t -1377\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -495 \t 2938\n", + "\t\t\t\t\t 1222 \t -7253\n", + "GCD(39203, 6605) = 1, with coefficients 1222 and -7253 such that 1 = (1222)*39203 + (-7253)*6605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6606 \t 5 \t 6173 \t 1 \t 0\n", + "1 \t 6606 \t 6173 \t 1 \t 433 \t 0 \t 1\n", + "2 \t 6173 \t 433 \t 14 \t 111 \t 1 \t -5\n", + "3 \t 433 \t 111 \t 3 \t 100 \t -1 \t 6\n", + "4 \t 111 \t 100 \t 1 \t 11 \t 15 \t -89\n", + "5 \t 100 \t 11 \t 9 \t 1 \t -46 \t 273\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 61 \t -362\n", + "\t\t\t\t\t -595 \t 3531\n", + "GCD(39203, 6606) = 1, with coefficients -595 and 3531 such that 1 = (-595)*39203 + (3531)*6606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6607 \t 5 \t 6168 \t 1 \t 0\n", + "1 \t 6607 \t 6168 \t 1 \t 439 \t 0 \t 1\n", + "2 \t 6168 \t 439 \t 14 \t 22 \t 1 \t -5\n", + "3 \t 439 \t 22 \t 19 \t 21 \t -1 \t 6\n", + "4 \t 22 \t 21 \t 1 \t 1 \t 15 \t -89\n", + "5 \t 21 \t 1 \t 21 \t 0 \t -286 \t 1697\n", + "\t\t\t\t\t 301 \t -1786\n", + "GCD(39203, 6607) = 1, with coefficients 301 and -1786 such that 1 = (301)*39203 + (-1786)*6607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6608 \t 5 \t 6163 \t 1 \t 0\n", + "1 \t 6608 \t 6163 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 6163 \t 445 \t 13 \t 378 \t 1 \t -5\n", + "3 \t 445 \t 378 \t 1 \t 67 \t -1 \t 6\n", + "4 \t 378 \t 67 \t 5 \t 43 \t 14 \t -83\n", + "5 \t 67 \t 43 \t 1 \t 24 \t -15 \t 89\n", + "6 \t 43 \t 24 \t 1 \t 19 \t 89 \t -528\n", + "7 \t 24 \t 19 \t 1 \t 5 \t -104 \t 617\n", + "8 \t 19 \t 5 \t 3 \t 4 \t 193 \t -1145\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -297 \t 1762\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1084 \t -6431\n", + "\t\t\t\t\t -1381 \t 8193\n", + "GCD(39203, 6608) = 1, with coefficients -1381 and 8193 such that 1 = (-1381)*39203 + (8193)*6608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6609 \t 5 \t 6158 \t 1 \t 0\n", + "1 \t 6609 \t 6158 \t 1 \t 451 \t 0 \t 1\n", + "2 \t 6158 \t 451 \t 13 \t 295 \t 1 \t -5\n", + "3 \t 451 \t 295 \t 1 \t 156 \t -1 \t 6\n", + "4 \t 295 \t 156 \t 1 \t 139 \t 14 \t -83\n", + "5 \t 156 \t 139 \t 1 \t 17 \t -15 \t 89\n", + "6 \t 139 \t 17 \t 8 \t 3 \t 29 \t -172\n", + "7 \t 17 \t 3 \t 5 \t 2 \t -44 \t 261\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 381 \t -2260\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1949 \t 11561\n", + "\t\t\t\t\t 2330 \t -13821\n", + "GCD(39203, 6609) = 1, with coefficients 2330 and -13821 such that 1 = (2330)*39203 + (-13821)*6609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6610 \t 5 \t 6153 \t 1 \t 0\n", + "1 \t 6610 \t 6153 \t 1 \t 457 \t 0 \t 1\n", + "2 \t 6153 \t 457 \t 13 \t 212 \t 1 \t -5\n", + "3 \t 457 \t 212 \t 2 \t 33 \t -1 \t 6\n", + "4 \t 212 \t 33 \t 6 \t 14 \t 14 \t -83\n", + "5 \t 33 \t 14 \t 2 \t 5 \t -29 \t 172\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 188 \t -1115\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -405 \t 2402\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 998 \t -5919\n", + "\t\t\t\t\t -1403 \t 8321\n", + "GCD(39203, 6610) = 1, with coefficients -1403 and 8321 such that 1 = (-1403)*39203 + (8321)*6610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6611 \t 5 \t 6148 \t 1 \t 0\n", + "1 \t 6611 \t 6148 \t 1 \t 463 \t 0 \t 1\n", + "2 \t 6148 \t 463 \t 13 \t 129 \t 1 \t -5\n", + "3 \t 463 \t 129 \t 3 \t 76 \t -1 \t 6\n", + "4 \t 129 \t 76 \t 1 \t 53 \t 14 \t -83\n", + "5 \t 76 \t 53 \t 1 \t 23 \t -43 \t 255\n", + "6 \t 53 \t 23 \t 2 \t 7 \t 57 \t -338\n", + "7 \t 23 \t 7 \t 3 \t 2 \t -100 \t 593\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 257 \t -1524\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -871 \t 5165\n", + "\t\t\t\t\t 2870 \t -17019\n", + "GCD(39203, 6611) = 1, with coefficients 2870 and -17019 such that 1 = (2870)*39203 + (-17019)*6611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6612 \t 5 \t 6143 \t 1 \t 0\n", + "1 \t 6612 \t 6143 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 6143 \t 469 \t 13 \t 46 \t 1 \t -5\n", + "3 \t 469 \t 46 \t 10 \t 9 \t -1 \t 6\n", + "4 \t 46 \t 9 \t 5 \t 1 \t 14 \t -83\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -141 \t 836\n", + "\t\t\t\t\t 719 \t -4263\n", + "GCD(39203, 6612) = 1, with coefficients 719 and -4263 such that 1 = (719)*39203 + (-4263)*6612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6613 \t 5 \t 6138 \t 1 \t 0\n", + "1 \t 6613 \t 6138 \t 1 \t 475 \t 0 \t 1\n", + "2 \t 6138 \t 475 \t 12 \t 438 \t 1 \t -5\n", + "3 \t 475 \t 438 \t 1 \t 37 \t -1 \t 6\n", + "4 \t 438 \t 37 \t 11 \t 31 \t 13 \t -77\n", + "5 \t 37 \t 31 \t 1 \t 6 \t -14 \t 83\n", + "6 \t 31 \t 6 \t 5 \t 1 \t 167 \t -990\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -181 \t 1073\n", + "\t\t\t\t\t 1072 \t -6355\n", + "GCD(39203, 6613) = 1, with coefficients 1072 and -6355 such that 1 = (1072)*39203 + (-6355)*6613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6614 \t 5 \t 6133 \t 1 \t 0\n", + "1 \t 6614 \t 6133 \t 1 \t 481 \t 0 \t 1\n", + "2 \t 6133 \t 481 \t 12 \t 361 \t 1 \t -5\n", + "3 \t 481 \t 361 \t 1 \t 120 \t -1 \t 6\n", + "4 \t 361 \t 120 \t 3 \t 1 \t 13 \t -77\n", + "5 \t 120 \t 1 \t 120 \t 0 \t -14 \t 83\n", + "\t\t\t\t\t 55 \t -326\n", + "GCD(39203, 6614) = 1, with coefficients 55 and -326 such that 1 = (55)*39203 + (-326)*6614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6615 \t 5 \t 6128 \t 1 \t 0\n", + "1 \t 6615 \t 6128 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 6128 \t 487 \t 12 \t 284 \t 1 \t -5\n", + "3 \t 487 \t 284 \t 1 \t 203 \t -1 \t 6\n", + "4 \t 284 \t 203 \t 1 \t 81 \t 13 \t -77\n", + "5 \t 203 \t 81 \t 2 \t 41 \t -14 \t 83\n", + "6 \t 81 \t 41 \t 1 \t 40 \t 27 \t -160\n", + "7 \t 41 \t 40 \t 1 \t 1 \t -68 \t 403\n", + "8 \t 40 \t 1 \t 40 \t 0 \t 95 \t -563\n", + "\t\t\t\t\t -163 \t 966\n", + "GCD(39203, 6615) = 1, with coefficients -163 and 966 such that 1 = (-163)*39203 + (966)*6615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6616 \t 5 \t 6123 \t 1 \t 0\n", + "1 \t 6616 \t 6123 \t 1 \t 493 \t 0 \t 1\n", + "2 \t 6123 \t 493 \t 12 \t 207 \t 1 \t -5\n", + "3 \t 493 \t 207 \t 2 \t 79 \t -1 \t 6\n", + "4 \t 207 \t 79 \t 2 \t 49 \t 13 \t -77\n", + "5 \t 79 \t 49 \t 1 \t 30 \t -27 \t 160\n", + "6 \t 49 \t 30 \t 1 \t 19 \t 67 \t -397\n", + "7 \t 30 \t 19 \t 1 \t 11 \t -94 \t 557\n", + "8 \t 19 \t 11 \t 1 \t 8 \t 161 \t -954\n", + "9 \t 11 \t 8 \t 1 \t 3 \t -255 \t 1511\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 416 \t -2465\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -671 \t 3976\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1758 \t -10417\n", + "\t\t\t\t\t -2429 \t 14393\n", + "GCD(39203, 6616) = 1, with coefficients -2429 and 14393 such that 1 = (-2429)*39203 + (14393)*6616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6617 \t 5 \t 6118 \t 1 \t 0\n", + "1 \t 6617 \t 6118 \t 1 \t 499 \t 0 \t 1\n", + "2 \t 6118 \t 499 \t 12 \t 130 \t 1 \t -5\n", + "3 \t 499 \t 130 \t 3 \t 109 \t -1 \t 6\n", + "4 \t 130 \t 109 \t 1 \t 21 \t 13 \t -77\n", + "5 \t 109 \t 21 \t 5 \t 4 \t -40 \t 237\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 53 \t -314\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -305 \t 1807\n", + "\t\t\t\t\t 1578 \t -9349\n", + "GCD(39203, 6617) = 1, with coefficients 1578 and -9349 such that 1 = (1578)*39203 + (-9349)*6617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6618 \t 5 \t 6113 \t 1 \t 0\n", + "1 \t 6618 \t 6113 \t 1 \t 505 \t 0 \t 1\n", + "2 \t 6113 \t 505 \t 12 \t 53 \t 1 \t -5\n", + "3 \t 505 \t 53 \t 9 \t 28 \t -1 \t 6\n", + "4 \t 53 \t 28 \t 1 \t 25 \t 13 \t -77\n", + "5 \t 28 \t 25 \t 1 \t 3 \t -118 \t 699\n", + "6 \t 25 \t 3 \t 8 \t 1 \t 131 \t -776\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -249 \t 1475\n", + "\t\t\t\t\t 2123 \t -12576\n", + "GCD(39203, 6618) = 1, with coefficients 2123 and -12576 such that 1 = (2123)*39203 + (-12576)*6618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6619 \t 5 \t 6108 \t 1 \t 0\n", + "1 \t 6619 \t 6108 \t 1 \t 511 \t 0 \t 1\n", + "2 \t 6108 \t 511 \t 11 \t 487 \t 1 \t -5\n", + "3 \t 511 \t 487 \t 1 \t 24 \t -1 \t 6\n", + "4 \t 487 \t 24 \t 20 \t 7 \t 12 \t -71\n", + "5 \t 24 \t 7 \t 3 \t 3 \t -13 \t 77\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 272 \t -1611\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -829 \t 4910\n", + "\t\t\t\t\t 1930 \t -11431\n", + "GCD(39203, 6619) = 1, with coefficients 1930 and -11431 such that 1 = (1930)*39203 + (-11431)*6619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6620 \t 5 \t 6103 \t 1 \t 0\n", + "1 \t 6620 \t 6103 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 6103 \t 517 \t 11 \t 416 \t 1 \t -5\n", + "3 \t 517 \t 416 \t 1 \t 101 \t -1 \t 6\n", + "4 \t 416 \t 101 \t 4 \t 12 \t 12 \t -71\n", + "5 \t 101 \t 12 \t 8 \t 5 \t -13 \t 77\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 64 \t -379\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -525 \t 3109\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1114 \t -6597\n", + "\t\t\t\t\t -2753 \t 16303\n", + "GCD(39203, 6620) = 1, with coefficients -2753 and 16303 such that 1 = (-2753)*39203 + (16303)*6620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6621 \t 5 \t 6098 \t 1 \t 0\n", + "1 \t 6621 \t 6098 \t 1 \t 523 \t 0 \t 1\n", + "2 \t 6098 \t 523 \t 11 \t 345 \t 1 \t -5\n", + "3 \t 523 \t 345 \t 1 \t 178 \t -1 \t 6\n", + "4 \t 345 \t 178 \t 1 \t 167 \t 12 \t -71\n", + "5 \t 178 \t 167 \t 1 \t 11 \t -13 \t 77\n", + "6 \t 167 \t 11 \t 15 \t 2 \t 25 \t -148\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -38 \t 225\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 595 \t -3523\n", + "\t\t\t\t\t -3013 \t 17840\n", + "GCD(39203, 6621) = 1, with coefficients -3013 and 17840 such that 1 = (-3013)*39203 + (17840)*6621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6622 \t 5 \t 6093 \t 1 \t 0\n", + "1 \t 6622 \t 6093 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 6093 \t 529 \t 11 \t 274 \t 1 \t -5\n", + "3 \t 529 \t 274 \t 1 \t 255 \t -1 \t 6\n", + "4 \t 274 \t 255 \t 1 \t 19 \t 12 \t -71\n", + "5 \t 255 \t 19 \t 13 \t 8 \t -13 \t 77\n", + "6 \t 19 \t 8 \t 2 \t 3 \t 25 \t -148\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -338 \t 2001\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 701 \t -4150\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1740 \t 10301\n", + "\t\t\t\t\t 2441 \t -14451\n", + "GCD(39203, 6622) = 1, with coefficients 2441 and -14451 such that 1 = (2441)*39203 + (-14451)*6622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6623 \t 5 \t 6088 \t 1 \t 0\n", + "1 \t 6623 \t 6088 \t 1 \t 535 \t 0 \t 1\n", + "2 \t 6088 \t 535 \t 11 \t 203 \t 1 \t -5\n", + "3 \t 535 \t 203 \t 2 \t 129 \t -1 \t 6\n", + "4 \t 203 \t 129 \t 1 \t 74 \t 12 \t -71\n", + "5 \t 129 \t 74 \t 1 \t 55 \t -25 \t 148\n", + "6 \t 74 \t 55 \t 1 \t 19 \t 37 \t -219\n", + "7 \t 55 \t 19 \t 2 \t 17 \t -62 \t 367\n", + "8 \t 19 \t 17 \t 1 \t 2 \t 99 \t -586\n", + "9 \t 17 \t 2 \t 8 \t 1 \t -260 \t 1539\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 359 \t -2125\n", + "\t\t\t\t\t -3132 \t 18539\n", + "GCD(39203, 6623) = 1, with coefficients -3132 and 18539 such that 1 = (-3132)*39203 + (18539)*6623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6624 \t 5 \t 6083 \t 1 \t 0\n", + "1 \t 6624 \t 6083 \t 1 \t 541 \t 0 \t 1\n", + "2 \t 6083 \t 541 \t 11 \t 132 \t 1 \t -5\n", + "3 \t 541 \t 132 \t 4 \t 13 \t -1 \t 6\n", + "4 \t 132 \t 13 \t 10 \t 2 \t 12 \t -71\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -49 \t 290\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 502 \t -2971\n", + "\t\t\t\t\t -3061 \t 18116\n", + "GCD(39203, 6624) = 1, with coefficients -3061 and 18116 such that 1 = (-3061)*39203 + (18116)*6624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6625 \t 5 \t 6078 \t 1 \t 0\n", + "1 \t 6625 \t 6078 \t 1 \t 547 \t 0 \t 1\n", + "2 \t 6078 \t 547 \t 11 \t 61 \t 1 \t -5\n", + "3 \t 547 \t 61 \t 8 \t 59 \t -1 \t 6\n", + "4 \t 61 \t 59 \t 1 \t 2 \t 12 \t -71\n", + "5 \t 59 \t 2 \t 29 \t 1 \t -97 \t 574\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 109 \t -645\n", + "\t\t\t\t\t -3258 \t 19279\n", + "GCD(39203, 6625) = 1, with coefficients -3258 and 19279 such that 1 = (-3258)*39203 + (19279)*6625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6626 \t 5 \t 6073 \t 1 \t 0\n", + "1 \t 6626 \t 6073 \t 1 \t 553 \t 0 \t 1\n", + "2 \t 6073 \t 553 \t 10 \t 543 \t 1 \t -5\n", + "3 \t 553 \t 543 \t 1 \t 10 \t -1 \t 6\n", + "4 \t 543 \t 10 \t 54 \t 3 \t 11 \t -65\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -12 \t 71\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 659 \t -3899\n", + "\t\t\t\t\t -1989 \t 11768\n", + "GCD(39203, 6626) = 1, with coefficients -1989 and 11768 such that 1 = (-1989)*39203 + (11768)*6626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6627 \t 5 \t 6068 \t 1 \t 0\n", + "1 \t 6627 \t 6068 \t 1 \t 559 \t 0 \t 1\n", + "2 \t 6068 \t 559 \t 10 \t 478 \t 1 \t -5\n", + "3 \t 559 \t 478 \t 1 \t 81 \t -1 \t 6\n", + "4 \t 478 \t 81 \t 5 \t 73 \t 11 \t -65\n", + "5 \t 81 \t 73 \t 1 \t 8 \t -12 \t 71\n", + "6 \t 73 \t 8 \t 9 \t 1 \t 71 \t -420\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -83 \t 491\n", + "\t\t\t\t\t 818 \t -4839\n", + "GCD(39203, 6627) = 1, with coefficients 818 and -4839 such that 1 = (818)*39203 + (-4839)*6627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6628 \t 5 \t 6063 \t 1 \t 0\n", + "1 \t 6628 \t 6063 \t 1 \t 565 \t 0 \t 1\n", + "2 \t 6063 \t 565 \t 10 \t 413 \t 1 \t -5\n", + "3 \t 565 \t 413 \t 1 \t 152 \t -1 \t 6\n", + "4 \t 413 \t 152 \t 2 \t 109 \t 11 \t -65\n", + "5 \t 152 \t 109 \t 1 \t 43 \t -12 \t 71\n", + "6 \t 109 \t 43 \t 2 \t 23 \t 35 \t -207\n", + "7 \t 43 \t 23 \t 1 \t 20 \t -47 \t 278\n", + "8 \t 23 \t 20 \t 1 \t 3 \t 129 \t -763\n", + "9 \t 20 \t 3 \t 6 \t 2 \t -176 \t 1041\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 305 \t -1804\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2006 \t 11865\n", + "\t\t\t\t\t 2311 \t -13669\n", + "GCD(39203, 6628) = 1, with coefficients 2311 and -13669 such that 1 = (2311)*39203 + (-13669)*6628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6629 \t 5 \t 6058 \t 1 \t 0\n", + "1 \t 6629 \t 6058 \t 1 \t 571 \t 0 \t 1\n", + "2 \t 6058 \t 571 \t 10 \t 348 \t 1 \t -5\n", + "3 \t 571 \t 348 \t 1 \t 223 \t -1 \t 6\n", + "4 \t 348 \t 223 \t 1 \t 125 \t 11 \t -65\n", + "5 \t 223 \t 125 \t 1 \t 98 \t -12 \t 71\n", + "6 \t 125 \t 98 \t 1 \t 27 \t 23 \t -136\n", + "7 \t 98 \t 27 \t 3 \t 17 \t -35 \t 207\n", + "8 \t 27 \t 17 \t 1 \t 10 \t 58 \t -343\n", + "9 \t 17 \t 10 \t 1 \t 7 \t -209 \t 1236\n", + "10 \t 10 \t 7 \t 1 \t 3 \t 267 \t -1579\n", + "11 \t 7 \t 3 \t 2 \t 1 \t -476 \t 2815\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 743 \t -4394\n", + "\t\t\t\t\t -1962 \t 11603\n", + "GCD(39203, 6629) = 1, with coefficients -1962 and 11603 such that 1 = (-1962)*39203 + (11603)*6629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6630 \t 5 \t 6053 \t 1 \t 0\n", + "1 \t 6630 \t 6053 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 6053 \t 577 \t 10 \t 283 \t 1 \t -5\n", + "3 \t 577 \t 283 \t 2 \t 11 \t -1 \t 6\n", + "4 \t 283 \t 11 \t 25 \t 8 \t 11 \t -65\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -23 \t 136\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 586 \t -3465\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -609 \t 3601\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1804 \t -10667\n", + "\t\t\t\t\t -2413 \t 14268\n", + "GCD(39203, 6630) = 1, with coefficients -2413 and 14268 such that 1 = (-2413)*39203 + (14268)*6630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6631 \t 5 \t 6048 \t 1 \t 0\n", + "1 \t 6631 \t 6048 \t 1 \t 583 \t 0 \t 1\n", + "2 \t 6048 \t 583 \t 10 \t 218 \t 1 \t -5\n", + "3 \t 583 \t 218 \t 2 \t 147 \t -1 \t 6\n", + "4 \t 218 \t 147 \t 1 \t 71 \t 11 \t -65\n", + "5 \t 147 \t 71 \t 2 \t 5 \t -23 \t 136\n", + "6 \t 71 \t 5 \t 14 \t 1 \t 34 \t -201\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -91 \t 538\n", + "\t\t\t\t\t 1308 \t -7733\n", + "GCD(39203, 6631) = 1, with coefficients 1308 and -7733 such that 1 = (1308)*39203 + (-7733)*6631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6632 \t 5 \t 6043 \t 1 \t 0\n", + "1 \t 6632 \t 6043 \t 1 \t 589 \t 0 \t 1\n", + "2 \t 6043 \t 589 \t 10 \t 153 \t 1 \t -5\n", + "3 \t 589 \t 153 \t 3 \t 130 \t -1 \t 6\n", + "4 \t 153 \t 130 \t 1 \t 23 \t 11 \t -65\n", + "5 \t 130 \t 23 \t 5 \t 15 \t -34 \t 201\n", + "6 \t 23 \t 15 \t 1 \t 8 \t 45 \t -266\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -259 \t 1531\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 304 \t -1797\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -563 \t 3328\n", + "\t\t\t\t\t 867 \t -5125\n", + "GCD(39203, 6632) = 1, with coefficients 867 and -5125 such that 1 = (867)*39203 + (-5125)*6632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6633 \t 5 \t 6038 \t 1 \t 0\n", + "1 \t 6633 \t 6038 \t 1 \t 595 \t 0 \t 1\n", + "2 \t 6038 \t 595 \t 10 \t 88 \t 1 \t -5\n", + "3 \t 595 \t 88 \t 6 \t 67 \t -1 \t 6\n", + "4 \t 88 \t 67 \t 1 \t 21 \t 11 \t -65\n", + "5 \t 67 \t 21 \t 3 \t 4 \t -67 \t 396\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 78 \t -461\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -301 \t 1779\n", + "\t\t\t\t\t 1583 \t -9356\n", + "GCD(39203, 6633) = 1, with coefficients 1583 and -9356 such that 1 = (1583)*39203 + (-9356)*6633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6634 \t 5 \t 6033 \t 1 \t 0\n", + "1 \t 6634 \t 6033 \t 1 \t 601 \t 0 \t 1\n", + "2 \t 6033 \t 601 \t 10 \t 23 \t 1 \t -5\n", + "3 \t 601 \t 23 \t 26 \t 3 \t -1 \t 6\n", + "4 \t 23 \t 3 \t 7 \t 2 \t 11 \t -65\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -287 \t 1696\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2020 \t -11937\n", + "\t\t\t\t\t -2307 \t 13633\n", + "GCD(39203, 6634) = 1, with coefficients -2307 and 13633 such that 1 = (-2307)*39203 + (13633)*6634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6635 \t 5 \t 6028 \t 1 \t 0\n", + "1 \t 6635 \t 6028 \t 1 \t 607 \t 0 \t 1\n", + "2 \t 6028 \t 607 \t 9 \t 565 \t 1 \t -5\n", + "3 \t 607 \t 565 \t 1 \t 42 \t -1 \t 6\n", + "4 \t 565 \t 42 \t 13 \t 19 \t 10 \t -59\n", + "5 \t 42 \t 19 \t 2 \t 4 \t -11 \t 65\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 153 \t -904\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -317 \t 1873\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1421 \t -8396\n", + "\t\t\t\t\t -1738 \t 10269\n", + "GCD(39203, 6635) = 1, with coefficients -1738 and 10269 such that 1 = (-1738)*39203 + (10269)*6635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6636 \t 5 \t 6023 \t 1 \t 0\n", + "1 \t 6636 \t 6023 \t 1 \t 613 \t 0 \t 1\n", + "2 \t 6023 \t 613 \t 9 \t 506 \t 1 \t -5\n", + "3 \t 613 \t 506 \t 1 \t 107 \t -1 \t 6\n", + "4 \t 506 \t 107 \t 4 \t 78 \t 10 \t -59\n", + "5 \t 107 \t 78 \t 1 \t 29 \t -11 \t 65\n", + "6 \t 78 \t 29 \t 2 \t 20 \t 54 \t -319\n", + "7 \t 29 \t 20 \t 1 \t 9 \t -65 \t 384\n", + "8 \t 20 \t 9 \t 2 \t 2 \t 184 \t -1087\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -249 \t 1471\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 682 \t -4029\n", + "\t\t\t\t\t -2977 \t 17587\n", + "GCD(39203, 6636) = 1, with coefficients -2977 and 17587 such that 1 = (-2977)*39203 + (17587)*6636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6637 \t 5 \t 6018 \t 1 \t 0\n", + "1 \t 6637 \t 6018 \t 1 \t 619 \t 0 \t 1\n", + "2 \t 6018 \t 619 \t 9 \t 447 \t 1 \t -5\n", + "3 \t 619 \t 447 \t 1 \t 172 \t -1 \t 6\n", + "4 \t 447 \t 172 \t 2 \t 103 \t 10 \t -59\n", + "5 \t 172 \t 103 \t 1 \t 69 \t -11 \t 65\n", + "6 \t 103 \t 69 \t 1 \t 34 \t 32 \t -189\n", + "7 \t 69 \t 34 \t 2 \t 1 \t -43 \t 254\n", + "8 \t 34 \t 1 \t 34 \t 0 \t 75 \t -443\n", + "\t\t\t\t\t -193 \t 1140\n", + "GCD(39203, 6637) = 1, with coefficients -193 and 1140 such that 1 = (-193)*39203 + (1140)*6637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6638 \t 5 \t 6013 \t 1 \t 0\n", + "1 \t 6638 \t 6013 \t 1 \t 625 \t 0 \t 1\n", + "2 \t 6013 \t 625 \t 9 \t 388 \t 1 \t -5\n", + "3 \t 625 \t 388 \t 1 \t 237 \t -1 \t 6\n", + "4 \t 388 \t 237 \t 1 \t 151 \t 10 \t -59\n", + "5 \t 237 \t 151 \t 1 \t 86 \t -11 \t 65\n", + "6 \t 151 \t 86 \t 1 \t 65 \t 21 \t -124\n", + "7 \t 86 \t 65 \t 1 \t 21 \t -32 \t 189\n", + "8 \t 65 \t 21 \t 3 \t 2 \t 53 \t -313\n", + "9 \t 21 \t 2 \t 10 \t 1 \t -85 \t 502\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 308 \t -1819\n", + "\t\t\t\t\t -3165 \t 18692\n", + "GCD(39203, 6638) = 1, with coefficients -3165 and 18692 such that 1 = (-3165)*39203 + (18692)*6638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6639 \t 5 \t 6008 \t 1 \t 0\n", + "1 \t 6639 \t 6008 \t 1 \t 631 \t 0 \t 1\n", + "2 \t 6008 \t 631 \t 9 \t 329 \t 1 \t -5\n", + "3 \t 631 \t 329 \t 1 \t 302 \t -1 \t 6\n", + "4 \t 329 \t 302 \t 1 \t 27 \t 10 \t -59\n", + "5 \t 302 \t 27 \t 11 \t 5 \t -11 \t 65\n", + "6 \t 27 \t 5 \t 5 \t 2 \t 21 \t -124\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -242 \t 1429\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1231 \t -7269\n", + "\t\t\t\t\t -2704 \t 15967\n", + "GCD(39203, 6639) = 1, with coefficients -2704 and 15967 such that 1 = (-2704)*39203 + (15967)*6639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6640 \t 5 \t 6003 \t 1 \t 0\n", + "1 \t 6640 \t 6003 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 6003 \t 637 \t 9 \t 270 \t 1 \t -5\n", + "3 \t 637 \t 270 \t 2 \t 97 \t -1 \t 6\n", + "4 \t 270 \t 97 \t 2 \t 76 \t 10 \t -59\n", + "5 \t 97 \t 76 \t 1 \t 21 \t -21 \t 124\n", + "6 \t 76 \t 21 \t 3 \t 13 \t 52 \t -307\n", + "7 \t 21 \t 13 \t 1 \t 8 \t -73 \t 431\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 271 \t -1600\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -344 \t 2031\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 615 \t -3631\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -959 \t 5662\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1574 \t -9293\n", + "\t\t\t\t\t -2533 \t 14955\n", + "GCD(39203, 6640) = 1, with coefficients -2533 and 14955 such that 1 = (-2533)*39203 + (14955)*6640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6641 \t 5 \t 5998 \t 1 \t 0\n", + "1 \t 6641 \t 5998 \t 1 \t 643 \t 0 \t 1\n", + "2 \t 5998 \t 643 \t 9 \t 211 \t 1 \t -5\n", + "3 \t 643 \t 211 \t 3 \t 10 \t -1 \t 6\n", + "4 \t 211 \t 10 \t 21 \t 1 \t 10 \t -59\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -31 \t 183\n", + "\t\t\t\t\t 661 \t -3902\n", + "GCD(39203, 6641) = 1, with coefficients 661 and -3902 such that 1 = (661)*39203 + (-3902)*6641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6642 \t 5 \t 5993 \t 1 \t 0\n", + "1 \t 6642 \t 5993 \t 1 \t 649 \t 0 \t 1\n", + "2 \t 5993 \t 649 \t 9 \t 152 \t 1 \t -5\n", + "3 \t 649 \t 152 \t 4 \t 41 \t -1 \t 6\n", + "4 \t 152 \t 41 \t 3 \t 29 \t 10 \t -59\n", + "5 \t 41 \t 29 \t 1 \t 12 \t -41 \t 242\n", + "6 \t 29 \t 12 \t 2 \t 5 \t 133 \t -785\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -174 \t 1027\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 481 \t -2839\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1136 \t 6705\n", + "\t\t\t\t\t 2753 \t -16249\n", + "GCD(39203, 6642) = 1, with coefficients 2753 and -16249 such that 1 = (2753)*39203 + (-16249)*6642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6643 \t 5 \t 5988 \t 1 \t 0\n", + "1 \t 6643 \t 5988 \t 1 \t 655 \t 0 \t 1\n", + "2 \t 5988 \t 655 \t 9 \t 93 \t 1 \t -5\n", + "3 \t 655 \t 93 \t 7 \t 4 \t -1 \t 6\n", + "4 \t 93 \t 4 \t 23 \t 1 \t 10 \t -59\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -71 \t 419\n", + "\t\t\t\t\t 1643 \t -9696\n", + "GCD(39203, 6643) = 1, with coefficients 1643 and -9696 such that 1 = (1643)*39203 + (-9696)*6643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6644 \t 5 \t 5983 \t 1 \t 0\n", + "1 \t 6644 \t 5983 \t 1 \t 661 \t 0 \t 1\n", + "2 \t 5983 \t 661 \t 9 \t 34 \t 1 \t -5\n", + "3 \t 661 \t 34 \t 19 \t 15 \t -1 \t 6\n", + "4 \t 34 \t 15 \t 2 \t 4 \t 10 \t -59\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -191 \t 1127\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 392 \t -2313\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1367 \t 8066\n", + "\t\t\t\t\t 1759 \t -10379\n", + "GCD(39203, 6644) = 1, with coefficients 1759 and -10379 such that 1 = (1759)*39203 + (-10379)*6644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6645 \t 5 \t 5978 \t 1 \t 0\n", + "1 \t 6645 \t 5978 \t 1 \t 667 \t 0 \t 1\n", + "2 \t 5978 \t 667 \t 8 \t 642 \t 1 \t -5\n", + "3 \t 667 \t 642 \t 1 \t 25 \t -1 \t 6\n", + "4 \t 642 \t 25 \t 25 \t 17 \t 9 \t -53\n", + "5 \t 25 \t 17 \t 1 \t 8 \t -10 \t 59\n", + "6 \t 17 \t 8 \t 2 \t 1 \t 259 \t -1528\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -269 \t 1587\n", + "\t\t\t\t\t 797 \t -4702\n", + "GCD(39203, 6645) = 1, with coefficients 797 and -4702 such that 1 = (797)*39203 + (-4702)*6645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6646 \t 5 \t 5973 \t 1 \t 0\n", + "1 \t 6646 \t 5973 \t 1 \t 673 \t 0 \t 1\n", + "2 \t 5973 \t 673 \t 8 \t 589 \t 1 \t -5\n", + "3 \t 673 \t 589 \t 1 \t 84 \t -1 \t 6\n", + "4 \t 589 \t 84 \t 7 \t 1 \t 9 \t -53\n", + "5 \t 84 \t 1 \t 84 \t 0 \t -10 \t 59\n", + "\t\t\t\t\t 79 \t -466\n", + "GCD(39203, 6646) = 1, with coefficients 79 and -466 such that 1 = (79)*39203 + (-466)*6646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6647 \t 5 \t 5968 \t 1 \t 0\n", + "1 \t 6647 \t 5968 \t 1 \t 679 \t 0 \t 1\n", + "2 \t 5968 \t 679 \t 8 \t 536 \t 1 \t -5\n", + "3 \t 679 \t 536 \t 1 \t 143 \t -1 \t 6\n", + "4 \t 536 \t 143 \t 3 \t 107 \t 9 \t -53\n", + "5 \t 143 \t 107 \t 1 \t 36 \t -10 \t 59\n", + "6 \t 107 \t 36 \t 2 \t 35 \t 39 \t -230\n", + "7 \t 36 \t 35 \t 1 \t 1 \t -49 \t 289\n", + "8 \t 35 \t 1 \t 35 \t 0 \t 137 \t -808\n", + "\t\t\t\t\t -186 \t 1097\n", + "GCD(39203, 6647) = 1, with coefficients -186 and 1097 such that 1 = (-186)*39203 + (1097)*6647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6648 \t 5 \t 5963 \t 1 \t 0\n", + "1 \t 6648 \t 5963 \t 1 \t 685 \t 0 \t 1\n", + "2 \t 5963 \t 685 \t 8 \t 483 \t 1 \t -5\n", + "3 \t 685 \t 483 \t 1 \t 202 \t -1 \t 6\n", + "4 \t 483 \t 202 \t 2 \t 79 \t 9 \t -53\n", + "5 \t 202 \t 79 \t 2 \t 44 \t -10 \t 59\n", + "6 \t 79 \t 44 \t 1 \t 35 \t 29 \t -171\n", + "7 \t 44 \t 35 \t 1 \t 9 \t -68 \t 401\n", + "8 \t 35 \t 9 \t 3 \t 8 \t 97 \t -572\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -165 \t 973\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 592 \t -3491\n", + "\t\t\t\t\t -757 \t 4464\n", + "GCD(39203, 6648) = 1, with coefficients -757 and 4464 such that 1 = (-757)*39203 + (4464)*6648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6649 \t 5 \t 5958 \t 1 \t 0\n", + "1 \t 6649 \t 5958 \t 1 \t 691 \t 0 \t 1\n", + "2 \t 5958 \t 691 \t 8 \t 430 \t 1 \t -5\n", + "3 \t 691 \t 430 \t 1 \t 261 \t -1 \t 6\n", + "4 \t 430 \t 261 \t 1 \t 169 \t 9 \t -53\n", + "5 \t 261 \t 169 \t 1 \t 92 \t -10 \t 59\n", + "6 \t 169 \t 92 \t 1 \t 77 \t 19 \t -112\n", + "7 \t 92 \t 77 \t 1 \t 15 \t -29 \t 171\n", + "8 \t 77 \t 15 \t 5 \t 2 \t 48 \t -283\n", + "9 \t 15 \t 2 \t 7 \t 1 \t -77 \t 454\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 433 \t -2553\n", + "\t\t\t\t\t -3108 \t 18325\n", + "GCD(39203, 6649) = 1, with coefficients -3108 and 18325 such that 1 = (-3108)*39203 + (18325)*6649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6650 \t 5 \t 5953 \t 1 \t 0\n", + "1 \t 6650 \t 5953 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 5953 \t 697 \t 8 \t 377 \t 1 \t -5\n", + "3 \t 697 \t 377 \t 1 \t 320 \t -1 \t 6\n", + "4 \t 377 \t 320 \t 1 \t 57 \t 9 \t -53\n", + "5 \t 320 \t 57 \t 5 \t 35 \t -10 \t 59\n", + "6 \t 57 \t 35 \t 1 \t 22 \t 19 \t -112\n", + "7 \t 35 \t 22 \t 1 \t 13 \t -105 \t 619\n", + "8 \t 22 \t 13 \t 1 \t 9 \t 124 \t -731\n", + "9 \t 13 \t 9 \t 1 \t 4 \t -229 \t 1350\n", + "10 \t 9 \t 4 \t 2 \t 1 \t 353 \t -2081\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -582 \t 3431\n", + "\t\t\t\t\t 1517 \t -8943\n", + "GCD(39203, 6650) = 1, with coefficients 1517 and -8943 such that 1 = (1517)*39203 + (-8943)*6650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6651 \t 5 \t 5948 \t 1 \t 0\n", + "1 \t 6651 \t 5948 \t 1 \t 703 \t 0 \t 1\n", + "2 \t 5948 \t 703 \t 8 \t 324 \t 1 \t -5\n", + "3 \t 703 \t 324 \t 2 \t 55 \t -1 \t 6\n", + "4 \t 324 \t 55 \t 5 \t 49 \t 9 \t -53\n", + "5 \t 55 \t 49 \t 1 \t 6 \t -19 \t 112\n", + "6 \t 49 \t 6 \t 8 \t 1 \t 104 \t -613\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -123 \t 725\n", + "\t\t\t\t\t 1088 \t -6413\n", + "GCD(39203, 6651) = 1, with coefficients 1088 and -6413 such that 1 = (1088)*39203 + (-6413)*6651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6652 \t 5 \t 5943 \t 1 \t 0\n", + "1 \t 6652 \t 5943 \t 1 \t 709 \t 0 \t 1\n", + "2 \t 5943 \t 709 \t 8 \t 271 \t 1 \t -5\n", + "3 \t 709 \t 271 \t 2 \t 167 \t -1 \t 6\n", + "4 \t 271 \t 167 \t 1 \t 104 \t 9 \t -53\n", + "5 \t 167 \t 104 \t 1 \t 63 \t -19 \t 112\n", + "6 \t 104 \t 63 \t 1 \t 41 \t 28 \t -165\n", + "7 \t 63 \t 41 \t 1 \t 22 \t -47 \t 277\n", + "8 \t 41 \t 22 \t 1 \t 19 \t 75 \t -442\n", + "9 \t 22 \t 19 \t 1 \t 3 \t -122 \t 719\n", + "10 \t 19 \t 3 \t 6 \t 1 \t 197 \t -1161\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -319 \t 1880\n", + "\t\t\t\t\t 2111 \t -12441\n", + "GCD(39203, 6652) = 1, with coefficients 2111 and -12441 such that 1 = (2111)*39203 + (-12441)*6652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6653 \t 5 \t 5938 \t 1 \t 0\n", + "1 \t 6653 \t 5938 \t 1 \t 715 \t 0 \t 1\n", + "2 \t 5938 \t 715 \t 8 \t 218 \t 1 \t -5\n", + "3 \t 715 \t 218 \t 3 \t 61 \t -1 \t 6\n", + "4 \t 218 \t 61 \t 3 \t 35 \t 9 \t -53\n", + "5 \t 61 \t 35 \t 1 \t 26 \t -28 \t 165\n", + "6 \t 35 \t 26 \t 1 \t 9 \t 93 \t -548\n", + "7 \t 26 \t 9 \t 2 \t 8 \t -121 \t 713\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 214 \t -1261\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -549 \t 3235\n", + "\t\t\t\t\t 763 \t -4496\n", + "GCD(39203, 6653) = 1, with coefficients 763 and -4496 such that 1 = (763)*39203 + (-4496)*6653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6654 \t 5 \t 5933 \t 1 \t 0\n", + "1 \t 6654 \t 5933 \t 1 \t 721 \t 0 \t 1\n", + "2 \t 5933 \t 721 \t 8 \t 165 \t 1 \t -5\n", + "3 \t 721 \t 165 \t 4 \t 61 \t -1 \t 6\n", + "4 \t 165 \t 61 \t 2 \t 43 \t 9 \t -53\n", + "5 \t 61 \t 43 \t 1 \t 18 \t -37 \t 218\n", + "6 \t 43 \t 18 \t 2 \t 7 \t 83 \t -489\n", + "7 \t 18 \t 7 \t 2 \t 4 \t -120 \t 707\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 323 \t -1903\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -766 \t 4513\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1089 \t -6416\n", + "\t\t\t\t\t -1855 \t 10929\n", + "GCD(39203, 6654) = 1, with coefficients -1855 and 10929 such that 1 = (-1855)*39203 + (10929)*6654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6655 \t 5 \t 5928 \t 1 \t 0\n", + "1 \t 6655 \t 5928 \t 1 \t 727 \t 0 \t 1\n", + "2 \t 5928 \t 727 \t 8 \t 112 \t 1 \t -5\n", + "3 \t 727 \t 112 \t 6 \t 55 \t -1 \t 6\n", + "4 \t 112 \t 55 \t 2 \t 2 \t 9 \t -53\n", + "5 \t 55 \t 2 \t 27 \t 1 \t -55 \t 324\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 119 \t -701\n", + "\t\t\t\t\t -3268 \t 19251\n", + "GCD(39203, 6655) = 1, with coefficients -3268 and 19251 such that 1 = (-3268)*39203 + (19251)*6655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6656 \t 5 \t 5923 \t 1 \t 0\n", + "1 \t 6656 \t 5923 \t 1 \t 733 \t 0 \t 1\n", + "2 \t 5923 \t 733 \t 8 \t 59 \t 1 \t -5\n", + "3 \t 733 \t 59 \t 12 \t 25 \t -1 \t 6\n", + "4 \t 59 \t 25 \t 2 \t 9 \t 9 \t -53\n", + "5 \t 25 \t 9 \t 2 \t 7 \t -109 \t 642\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 227 \t -1337\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -563 \t 3316\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 790 \t -4653\n", + "\t\t\t\t\t -2933 \t 17275\n", + "GCD(39203, 6656) = 1, with coefficients -2933 and 17275 such that 1 = (-2933)*39203 + (17275)*6656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6657 \t 5 \t 5918 \t 1 \t 0\n", + "1 \t 6657 \t 5918 \t 1 \t 739 \t 0 \t 1\n", + "2 \t 5918 \t 739 \t 8 \t 6 \t 1 \t -5\n", + "3 \t 739 \t 6 \t 123 \t 1 \t -1 \t 6\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 9 \t -53\n", + "\t\t\t\t\t -1108 \t 6525\n", + "GCD(39203, 6657) = 1, with coefficients -1108 and 6525 such that 1 = (-1108)*39203 + (6525)*6657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6658 \t 5 \t 5913 \t 1 \t 0\n", + "1 \t 6658 \t 5913 \t 1 \t 745 \t 0 \t 1\n", + "2 \t 5913 \t 745 \t 7 \t 698 \t 1 \t -5\n", + "3 \t 745 \t 698 \t 1 \t 47 \t -1 \t 6\n", + "4 \t 698 \t 47 \t 14 \t 40 \t 8 \t -47\n", + "5 \t 47 \t 40 \t 1 \t 7 \t -9 \t 53\n", + "6 \t 40 \t 7 \t 5 \t 5 \t 134 \t -789\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -143 \t 842\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 849 \t -4999\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -992 \t 5841\n", + "\t\t\t\t\t 2833 \t -16681\n", + "GCD(39203, 6658) = 1, with coefficients 2833 and -16681 such that 1 = (2833)*39203 + (-16681)*6658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6659 \t 5 \t 5908 \t 1 \t 0\n", + "1 \t 6659 \t 5908 \t 1 \t 751 \t 0 \t 1\n", + "2 \t 5908 \t 751 \t 7 \t 651 \t 1 \t -5\n", + "3 \t 751 \t 651 \t 1 \t 100 \t -1 \t 6\n", + "4 \t 651 \t 100 \t 6 \t 51 \t 8 \t -47\n", + "5 \t 100 \t 51 \t 1 \t 49 \t -9 \t 53\n", + "6 \t 51 \t 49 \t 1 \t 2 \t 62 \t -365\n", + "7 \t 49 \t 2 \t 24 \t 1 \t -71 \t 418\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 133 \t -783\n", + "\t\t\t\t\t -3263 \t 19210\n", + "GCD(39203, 6659) = 1, with coefficients -3263 and 19210 such that 1 = (-3263)*39203 + (19210)*6659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6660 \t 5 \t 5903 \t 1 \t 0\n", + "1 \t 6660 \t 5903 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 5903 \t 757 \t 7 \t 604 \t 1 \t -5\n", + "3 \t 757 \t 604 \t 1 \t 153 \t -1 \t 6\n", + "4 \t 604 \t 153 \t 3 \t 145 \t 8 \t -47\n", + "5 \t 153 \t 145 \t 1 \t 8 \t -9 \t 53\n", + "6 \t 145 \t 8 \t 18 \t 1 \t 35 \t -206\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -44 \t 259\n", + "\t\t\t\t\t 827 \t -4868\n", + "GCD(39203, 6660) = 1, with coefficients 827 and -4868 such that 1 = (827)*39203 + (-4868)*6660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6661 \t 5 \t 5898 \t 1 \t 0\n", + "1 \t 6661 \t 5898 \t 1 \t 763 \t 0 \t 1\n", + "2 \t 5898 \t 763 \t 7 \t 557 \t 1 \t -5\n", + "3 \t 763 \t 557 \t 1 \t 206 \t -1 \t 6\n", + "4 \t 557 \t 206 \t 2 \t 145 \t 8 \t -47\n", + "5 \t 206 \t 145 \t 1 \t 61 \t -9 \t 53\n", + "6 \t 145 \t 61 \t 2 \t 23 \t 26 \t -153\n", + "7 \t 61 \t 23 \t 2 \t 15 \t -35 \t 206\n", + "8 \t 23 \t 15 \t 1 \t 8 \t 96 \t -565\n", + "9 \t 15 \t 8 \t 1 \t 7 \t -227 \t 1336\n", + "10 \t 8 \t 7 \t 1 \t 1 \t 323 \t -1901\n", + "11 \t 7 \t 1 \t 7 \t 0 \t -550 \t 3237\n", + "\t\t\t\t\t 873 \t -5138\n", + "GCD(39203, 6661) = 1, with coefficients 873 and -5138 such that 1 = (873)*39203 + (-5138)*6661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6662 \t 5 \t 5893 \t 1 \t 0\n", + "1 \t 6662 \t 5893 \t 1 \t 769 \t 0 \t 1\n", + "2 \t 5893 \t 769 \t 7 \t 510 \t 1 \t -5\n", + "3 \t 769 \t 510 \t 1 \t 259 \t -1 \t 6\n", + "4 \t 510 \t 259 \t 1 \t 251 \t 8 \t -47\n", + "5 \t 259 \t 251 \t 1 \t 8 \t -9 \t 53\n", + "6 \t 251 \t 8 \t 31 \t 3 \t 17 \t -100\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -26 \t 153\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 823 \t -4843\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1672 \t 9839\n", + "\t\t\t\t\t 2495 \t -14682\n", + "GCD(39203, 6662) = 1, with coefficients 2495 and -14682 such that 1 = (2495)*39203 + (-14682)*6662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6663 \t 5 \t 5888 \t 1 \t 0\n", + "1 \t 6663 \t 5888 \t 1 \t 775 \t 0 \t 1\n", + "2 \t 5888 \t 775 \t 7 \t 463 \t 1 \t -5\n", + "3 \t 775 \t 463 \t 1 \t 312 \t -1 \t 6\n", + "4 \t 463 \t 312 \t 1 \t 151 \t 8 \t -47\n", + "5 \t 312 \t 151 \t 2 \t 10 \t -9 \t 53\n", + "6 \t 151 \t 10 \t 15 \t 1 \t 17 \t -100\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -43 \t 253\n", + "\t\t\t\t\t 662 \t -3895\n", + "GCD(39203, 6663) = 1, with coefficients 662 and -3895 such that 1 = (662)*39203 + (-3895)*6663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6664 \t 5 \t 5883 \t 1 \t 0\n", + "1 \t 6664 \t 5883 \t 1 \t 781 \t 0 \t 1\n", + "2 \t 5883 \t 781 \t 7 \t 416 \t 1 \t -5\n", + "3 \t 781 \t 416 \t 1 \t 365 \t -1 \t 6\n", + "4 \t 416 \t 365 \t 1 \t 51 \t 8 \t -47\n", + "5 \t 365 \t 51 \t 7 \t 8 \t -9 \t 53\n", + "6 \t 51 \t 8 \t 6 \t 3 \t 17 \t -100\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -128 \t 753\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 785 \t -4618\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1698 \t 9989\n", + "\t\t\t\t\t 2483 \t -14607\n", + "GCD(39203, 6664) = 1, with coefficients 2483 and -14607 such that 1 = (2483)*39203 + (-14607)*6664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6665 \t 5 \t 5878 \t 1 \t 0\n", + "1 \t 6665 \t 5878 \t 1 \t 787 \t 0 \t 1\n", + "2 \t 5878 \t 787 \t 7 \t 369 \t 1 \t -5\n", + "3 \t 787 \t 369 \t 2 \t 49 \t -1 \t 6\n", + "4 \t 369 \t 49 \t 7 \t 26 \t 8 \t -47\n", + "5 \t 49 \t 26 \t 1 \t 23 \t -17 \t 100\n", + "6 \t 26 \t 23 \t 1 \t 3 \t 127 \t -747\n", + "7 \t 23 \t 3 \t 7 \t 2 \t -144 \t 847\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 271 \t -1594\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2041 \t 12005\n", + "\t\t\t\t\t 2312 \t -13599\n", + "GCD(39203, 6665) = 1, with coefficients 2312 and -13599 such that 1 = (2312)*39203 + (-13599)*6665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6666 \t 5 \t 5873 \t 1 \t 0\n", + "1 \t 6666 \t 5873 \t 1 \t 793 \t 0 \t 1\n", + "2 \t 5873 \t 793 \t 7 \t 322 \t 1 \t -5\n", + "3 \t 793 \t 322 \t 2 \t 149 \t -1 \t 6\n", + "4 \t 322 \t 149 \t 2 \t 24 \t 8 \t -47\n", + "5 \t 149 \t 24 \t 6 \t 5 \t -17 \t 100\n", + "6 \t 24 \t 5 \t 4 \t 4 \t 42 \t -247\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -269 \t 1582\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1118 \t -6575\n", + "\t\t\t\t\t -1387 \t 8157\n", + "GCD(39203, 6666) = 1, with coefficients -1387 and 8157 such that 1 = (-1387)*39203 + (8157)*6666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6667 \t 5 \t 5868 \t 1 \t 0\n", + "1 \t 6667 \t 5868 \t 1 \t 799 \t 0 \t 1\n", + "2 \t 5868 \t 799 \t 7 \t 275 \t 1 \t -5\n", + "3 \t 799 \t 275 \t 2 \t 249 \t -1 \t 6\n", + "4 \t 275 \t 249 \t 1 \t 26 \t 8 \t -47\n", + "5 \t 249 \t 26 \t 9 \t 15 \t -17 \t 100\n", + "6 \t 26 \t 15 \t 1 \t 11 \t 25 \t -147\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -242 \t 1423\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 267 \t -1570\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -509 \t 2993\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1285 \t -7556\n", + "\t\t\t\t\t -1794 \t 10549\n", + "GCD(39203, 6667) = 1, with coefficients -1794 and 10549 such that 1 = (-1794)*39203 + (10549)*6667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6668 \t 5 \t 5863 \t 1 \t 0\n", + "1 \t 6668 \t 5863 \t 1 \t 805 \t 0 \t 1\n", + "2 \t 5863 \t 805 \t 7 \t 228 \t 1 \t -5\n", + "3 \t 805 \t 228 \t 3 \t 121 \t -1 \t 6\n", + "4 \t 228 \t 121 \t 1 \t 107 \t 8 \t -47\n", + "5 \t 121 \t 107 \t 1 \t 14 \t -25 \t 147\n", + "6 \t 107 \t 14 \t 7 \t 9 \t 33 \t -194\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -58 \t 341\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 439 \t -2581\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -497 \t 2922\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 936 \t -5503\n", + "\t\t\t\t\t -1433 \t 8425\n", + "GCD(39203, 6668) = 1, with coefficients -1433 and 8425 such that 1 = (-1433)*39203 + (8425)*6668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6669 \t 5 \t 5858 \t 1 \t 0\n", + "1 \t 6669 \t 5858 \t 1 \t 811 \t 0 \t 1\n", + "2 \t 5858 \t 811 \t 7 \t 181 \t 1 \t -5\n", + "3 \t 811 \t 181 \t 4 \t 87 \t -1 \t 6\n", + "4 \t 181 \t 87 \t 2 \t 7 \t 8 \t -47\n", + "5 \t 87 \t 7 \t 12 \t 3 \t -33 \t 194\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 74 \t -435\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -921 \t 5414\n", + "\t\t\t\t\t 1916 \t -11263\n", + "GCD(39203, 6669) = 1, with coefficients 1916 and -11263 such that 1 = (1916)*39203 + (-11263)*6669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6670 \t 5 \t 5853 \t 1 \t 0\n", + "1 \t 6670 \t 5853 \t 1 \t 817 \t 0 \t 1\n", + "2 \t 5853 \t 817 \t 7 \t 134 \t 1 \t -5\n", + "3 \t 817 \t 134 \t 6 \t 13 \t -1 \t 6\n", + "4 \t 134 \t 13 \t 10 \t 4 \t 8 \t -47\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -49 \t 288\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 498 \t -2927\n", + "\t\t\t\t\t -1543 \t 9069\n", + "GCD(39203, 6670) = 1, with coefficients -1543 and 9069 such that 1 = (-1543)*39203 + (9069)*6670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6671 \t 5 \t 5848 \t 1 \t 0\n", + "1 \t 6671 \t 5848 \t 1 \t 823 \t 0 \t 1\n", + "2 \t 5848 \t 823 \t 7 \t 87 \t 1 \t -5\n", + "3 \t 823 \t 87 \t 9 \t 40 \t -1 \t 6\n", + "4 \t 87 \t 40 \t 2 \t 7 \t 8 \t -47\n", + "5 \t 40 \t 7 \t 5 \t 5 \t -73 \t 429\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 154 \t -905\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -843 \t 4954\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 997 \t -5859\n", + "\t\t\t\t\t -2837 \t 16672\n", + "GCD(39203, 6671) = 1, with coefficients -2837 and 16672 such that 1 = (-2837)*39203 + (16672)*6671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6672 \t 5 \t 5843 \t 1 \t 0\n", + "1 \t 6672 \t 5843 \t 1 \t 829 \t 0 \t 1\n", + "2 \t 5843 \t 829 \t 7 \t 40 \t 1 \t -5\n", + "3 \t 829 \t 40 \t 20 \t 29 \t -1 \t 6\n", + "4 \t 40 \t 29 \t 1 \t 11 \t 8 \t -47\n", + "5 \t 29 \t 11 \t 2 \t 7 \t -161 \t 946\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 169 \t -993\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -499 \t 2932\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 668 \t -3925\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1167 \t 6857\n", + "\t\t\t\t\t 1835 \t -10782\n", + "GCD(39203, 6672) = 1, with coefficients 1835 and -10782 such that 1 = (1835)*39203 + (-10782)*6672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6673 \t 5 \t 5838 \t 1 \t 0\n", + "1 \t 6673 \t 5838 \t 1 \t 835 \t 0 \t 1\n", + "2 \t 5838 \t 835 \t 6 \t 828 \t 1 \t -5\n", + "3 \t 835 \t 828 \t 1 \t 7 \t -1 \t 6\n", + "4 \t 828 \t 7 \t 118 \t 2 \t 7 \t -41\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -8 \t 47\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 951 \t -5587\n", + "\t\t\t\t\t -2861 \t 16808\n", + "GCD(39203, 6673) = 1, with coefficients -2861 and 16808 such that 1 = (-2861)*39203 + (16808)*6673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6674 \t 5 \t 5833 \t 1 \t 0\n", + "1 \t 6674 \t 5833 \t 1 \t 841 \t 0 \t 1\n", + "2 \t 5833 \t 841 \t 6 \t 787 \t 1 \t -5\n", + "3 \t 841 \t 787 \t 1 \t 54 \t -1 \t 6\n", + "4 \t 787 \t 54 \t 14 \t 31 \t 7 \t -41\n", + "5 \t 54 \t 31 \t 1 \t 23 \t -8 \t 47\n", + "6 \t 31 \t 23 \t 1 \t 8 \t 119 \t -699\n", + "7 \t 23 \t 8 \t 2 \t 7 \t -127 \t 746\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 246 \t -1445\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -619 \t 3636\n", + "\t\t\t\t\t 865 \t -5081\n", + "GCD(39203, 6674) = 1, with coefficients 865 and -5081 such that 1 = (865)*39203 + (-5081)*6674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6675 \t 5 \t 5828 \t 1 \t 0\n", + "1 \t 6675 \t 5828 \t 1 \t 847 \t 0 \t 1\n", + "2 \t 5828 \t 847 \t 6 \t 746 \t 1 \t -5\n", + "3 \t 847 \t 746 \t 1 \t 101 \t -1 \t 6\n", + "4 \t 746 \t 101 \t 7 \t 39 \t 7 \t -41\n", + "5 \t 101 \t 39 \t 2 \t 23 \t -8 \t 47\n", + "6 \t 39 \t 23 \t 1 \t 16 \t 63 \t -370\n", + "7 \t 23 \t 16 \t 1 \t 7 \t -134 \t 787\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 197 \t -1157\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -331 \t 1944\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 859 \t -5045\n", + "\t\t\t\t\t -2908 \t 17079\n", + "GCD(39203, 6675) = 1, with coefficients -2908 and 17079 such that 1 = (-2908)*39203 + (17079)*6675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6676 \t 5 \t 5823 \t 1 \t 0\n", + "1 \t 6676 \t 5823 \t 1 \t 853 \t 0 \t 1\n", + "2 \t 5823 \t 853 \t 6 \t 705 \t 1 \t -5\n", + "3 \t 853 \t 705 \t 1 \t 148 \t -1 \t 6\n", + "4 \t 705 \t 148 \t 4 \t 113 \t 7 \t -41\n", + "5 \t 148 \t 113 \t 1 \t 35 \t -8 \t 47\n", + "6 \t 113 \t 35 \t 3 \t 8 \t 39 \t -229\n", + "7 \t 35 \t 8 \t 4 \t 3 \t -47 \t 276\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 180 \t -1057\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -767 \t 4504\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1714 \t -10065\n", + "\t\t\t\t\t -2481 \t 14569\n", + "GCD(39203, 6676) = 1, with coefficients -2481 and 14569 such that 1 = (-2481)*39203 + (14569)*6676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6677 \t 5 \t 5818 \t 1 \t 0\n", + "1 \t 6677 \t 5818 \t 1 \t 859 \t 0 \t 1\n", + "2 \t 5818 \t 859 \t 6 \t 664 \t 1 \t -5\n", + "3 \t 859 \t 664 \t 1 \t 195 \t -1 \t 6\n", + "4 \t 664 \t 195 \t 3 \t 79 \t 7 \t -41\n", + "5 \t 195 \t 79 \t 2 \t 37 \t -8 \t 47\n", + "6 \t 79 \t 37 \t 2 \t 5 \t 31 \t -182\n", + "7 \t 37 \t 5 \t 7 \t 2 \t -70 \t 411\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 171 \t -1004\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1267 \t 7439\n", + "\t\t\t\t\t 2705 \t -15882\n", + "GCD(39203, 6677) = 1, with coefficients 2705 and -15882 such that 1 = (2705)*39203 + (-15882)*6677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6678 \t 5 \t 5813 \t 1 \t 0\n", + "1 \t 6678 \t 5813 \t 1 \t 865 \t 0 \t 1\n", + "2 \t 5813 \t 865 \t 6 \t 623 \t 1 \t -5\n", + "3 \t 865 \t 623 \t 1 \t 242 \t -1 \t 6\n", + "4 \t 623 \t 242 \t 2 \t 139 \t 7 \t -41\n", + "5 \t 242 \t 139 \t 1 \t 103 \t -8 \t 47\n", + "6 \t 139 \t 103 \t 1 \t 36 \t 23 \t -135\n", + "7 \t 103 \t 36 \t 2 \t 31 \t -31 \t 182\n", + "8 \t 36 \t 31 \t 1 \t 5 \t 54 \t -317\n", + "9 \t 31 \t 5 \t 6 \t 1 \t -139 \t 816\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 193 \t -1133\n", + "\t\t\t\t\t -1297 \t 7614\n", + "GCD(39203, 6678) = 1, with coefficients -1297 and 7614 such that 1 = (-1297)*39203 + (7614)*6678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6679 \t 5 \t 5808 \t 1 \t 0\n", + "1 \t 6679 \t 5808 \t 1 \t 871 \t 0 \t 1\n", + "2 \t 5808 \t 871 \t 6 \t 582 \t 1 \t -5\n", + "3 \t 871 \t 582 \t 1 \t 289 \t -1 \t 6\n", + "4 \t 582 \t 289 \t 2 \t 4 \t 7 \t -41\n", + "5 \t 289 \t 4 \t 72 \t 1 \t -8 \t 47\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 23 \t -135\n", + "\t\t\t\t\t -1664 \t 9767\n", + "GCD(39203, 6679) = 1, with coefficients -1664 and 9767 such that 1 = (-1664)*39203 + (9767)*6679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6680 \t 5 \t 5803 \t 1 \t 0\n", + "1 \t 6680 \t 5803 \t 1 \t 877 \t 0 \t 1\n", + "2 \t 5803 \t 877 \t 6 \t 541 \t 1 \t -5\n", + "3 \t 877 \t 541 \t 1 \t 336 \t -1 \t 6\n", + "4 \t 541 \t 336 \t 1 \t 205 \t 7 \t -41\n", + "5 \t 336 \t 205 \t 1 \t 131 \t -8 \t 47\n", + "6 \t 205 \t 131 \t 1 \t 74 \t 15 \t -88\n", + "7 \t 131 \t 74 \t 1 \t 57 \t -23 \t 135\n", + "8 \t 74 \t 57 \t 1 \t 17 \t 38 \t -223\n", + "9 \t 57 \t 17 \t 3 \t 6 \t -61 \t 358\n", + "10 \t 17 \t 6 \t 2 \t 5 \t 99 \t -581\n", + "11 \t 6 \t 5 \t 1 \t 1 \t -358 \t 2101\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 815 \t -4783\n", + "\t\t\t\t\t -1173 \t 6884\n", + "GCD(39203, 6680) = 1, with coefficients -1173 and 6884 such that 1 = (-1173)*39203 + (6884)*6680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6681 \t 5 \t 5798 \t 1 \t 0\n", + "1 \t 6681 \t 5798 \t 1 \t 883 \t 0 \t 1\n", + "2 \t 5798 \t 883 \t 6 \t 500 \t 1 \t -5\n", + "3 \t 883 \t 500 \t 1 \t 383 \t -1 \t 6\n", + "4 \t 500 \t 383 \t 1 \t 117 \t 7 \t -41\n", + "5 \t 383 \t 117 \t 3 \t 32 \t -8 \t 47\n", + "6 \t 117 \t 32 \t 3 \t 21 \t 15 \t -88\n", + "7 \t 32 \t 21 \t 1 \t 11 \t -53 \t 311\n", + "8 \t 21 \t 11 \t 1 \t 10 \t 174 \t -1021\n", + "9 \t 11 \t 10 \t 1 \t 1 \t -227 \t 1332\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 401 \t -2353\n", + "\t\t\t\t\t -628 \t 3685\n", + "GCD(39203, 6681) = 1, with coefficients -628 and 3685 such that 1 = (-628)*39203 + (3685)*6681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6682 \t 5 \t 5793 \t 1 \t 0\n", + "1 \t 6682 \t 5793 \t 1 \t 889 \t 0 \t 1\n", + "2 \t 5793 \t 889 \t 6 \t 459 \t 1 \t -5\n", + "3 \t 889 \t 459 \t 1 \t 430 \t -1 \t 6\n", + "4 \t 459 \t 430 \t 1 \t 29 \t 7 \t -41\n", + "5 \t 430 \t 29 \t 14 \t 24 \t -8 \t 47\n", + "6 \t 29 \t 24 \t 1 \t 5 \t 15 \t -88\n", + "7 \t 24 \t 5 \t 4 \t 4 \t -218 \t 1279\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 233 \t -1367\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1150 \t 6747\n", + "\t\t\t\t\t 1383 \t -8114\n", + "GCD(39203, 6682) = 1, with coefficients 1383 and -8114 such that 1 = (1383)*39203 + (-8114)*6682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6683 \t 5 \t 5788 \t 1 \t 0\n", + "1 \t 6683 \t 5788 \t 1 \t 895 \t 0 \t 1\n", + "2 \t 5788 \t 895 \t 6 \t 418 \t 1 \t -5\n", + "3 \t 895 \t 418 \t 2 \t 59 \t -1 \t 6\n", + "4 \t 418 \t 59 \t 7 \t 5 \t 7 \t -41\n", + "5 \t 59 \t 5 \t 11 \t 4 \t -15 \t 88\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 112 \t -657\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1247 \t 7315\n", + "\t\t\t\t\t 1359 \t -7972\n", + "GCD(39203, 6683) = 1, with coefficients 1359 and -7972 such that 1 = (1359)*39203 + (-7972)*6683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6684 \t 5 \t 5783 \t 1 \t 0\n", + "1 \t 6684 \t 5783 \t 1 \t 901 \t 0 \t 1\n", + "2 \t 5783 \t 901 \t 6 \t 377 \t 1 \t -5\n", + "3 \t 901 \t 377 \t 2 \t 147 \t -1 \t 6\n", + "4 \t 377 \t 147 \t 2 \t 83 \t 7 \t -41\n", + "5 \t 147 \t 83 \t 1 \t 64 \t -15 \t 88\n", + "6 \t 83 \t 64 \t 1 \t 19 \t 37 \t -217\n", + "7 \t 64 \t 19 \t 3 \t 7 \t -52 \t 305\n", + "8 \t 19 \t 7 \t 2 \t 5 \t 89 \t -522\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -319 \t 1871\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 727 \t -4264\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1046 \t 6135\n", + "\t\t\t\t\t 2819 \t -16534\n", + "GCD(39203, 6684) = 1, with coefficients 2819 and -16534 such that 1 = (2819)*39203 + (-16534)*6684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6685 \t 5 \t 5778 \t 1 \t 0\n", + "1 \t 6685 \t 5778 \t 1 \t 907 \t 0 \t 1\n", + "2 \t 5778 \t 907 \t 6 \t 336 \t 1 \t -5\n", + "3 \t 907 \t 336 \t 2 \t 235 \t -1 \t 6\n", + "4 \t 336 \t 235 \t 1 \t 101 \t 7 \t -41\n", + "5 \t 235 \t 101 \t 2 \t 33 \t -15 \t 88\n", + "6 \t 101 \t 33 \t 3 \t 2 \t 22 \t -129\n", + "7 \t 33 \t 2 \t 16 \t 1 \t -59 \t 346\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 199 \t -1167\n", + "\t\t\t\t\t -3243 \t 19018\n", + "GCD(39203, 6685) = 1, with coefficients -3243 and 19018 such that 1 = (-3243)*39203 + (19018)*6685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6686 \t 5 \t 5773 \t 1 \t 0\n", + "1 \t 6686 \t 5773 \t 1 \t 913 \t 0 \t 1\n", + "2 \t 5773 \t 913 \t 6 \t 295 \t 1 \t -5\n", + "3 \t 913 \t 295 \t 3 \t 28 \t -1 \t 6\n", + "4 \t 295 \t 28 \t 10 \t 15 \t 7 \t -41\n", + "5 \t 28 \t 15 \t 1 \t 13 \t -22 \t 129\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 227 \t -1331\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -249 \t 1460\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 476 \t -2791\n", + "\t\t\t\t\t -3105 \t 18206\n", + "GCD(39203, 6686) = 1, with coefficients -3105 and 18206 such that 1 = (-3105)*39203 + (18206)*6686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6687 \t 5 \t 5768 \t 1 \t 0\n", + "1 \t 6687 \t 5768 \t 1 \t 919 \t 0 \t 1\n", + "2 \t 5768 \t 919 \t 6 \t 254 \t 1 \t -5\n", + "3 \t 919 \t 254 \t 3 \t 157 \t -1 \t 6\n", + "4 \t 254 \t 157 \t 1 \t 97 \t 7 \t -41\n", + "5 \t 157 \t 97 \t 1 \t 60 \t -22 \t 129\n", + "6 \t 97 \t 60 \t 1 \t 37 \t 29 \t -170\n", + "7 \t 60 \t 37 \t 1 \t 23 \t -51 \t 299\n", + "8 \t 37 \t 23 \t 1 \t 14 \t 80 \t -469\n", + "9 \t 23 \t 14 \t 1 \t 9 \t -131 \t 768\n", + "10 \t 14 \t 9 \t 1 \t 5 \t 211 \t -1237\n", + "11 \t 9 \t 5 \t 1 \t 4 \t -342 \t 2005\n", + "12 \t 5 \t 4 \t 1 \t 1 \t 553 \t -3242\n", + "13 \t 4 \t 1 \t 4 \t 0 \t -895 \t 5247\n", + "\t\t\t\t\t 1448 \t -8489\n", + "GCD(39203, 6687) = 1, with coefficients 1448 and -8489 such that 1 = (1448)*39203 + (-8489)*6687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6688 \t 5 \t 5763 \t 1 \t 0\n", + "1 \t 6688 \t 5763 \t 1 \t 925 \t 0 \t 1\n", + "2 \t 5763 \t 925 \t 6 \t 213 \t 1 \t -5\n", + "3 \t 925 \t 213 \t 4 \t 73 \t -1 \t 6\n", + "4 \t 213 \t 73 \t 2 \t 67 \t 7 \t -41\n", + "5 \t 73 \t 67 \t 1 \t 6 \t -29 \t 170\n", + "6 \t 67 \t 6 \t 11 \t 1 \t 65 \t -381\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -94 \t 551\n", + "\t\t\t\t\t 1099 \t -6442\n", + "GCD(39203, 6688) = 1, with coefficients 1099 and -6442 such that 1 = (1099)*39203 + (-6442)*6688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6689 \t 5 \t 5758 \t 1 \t 0\n", + "1 \t 6689 \t 5758 \t 1 \t 931 \t 0 \t 1\n", + "2 \t 5758 \t 931 \t 6 \t 172 \t 1 \t -5\n", + "3 \t 931 \t 172 \t 5 \t 71 \t -1 \t 6\n", + "4 \t 172 \t 71 \t 2 \t 30 \t 7 \t -41\n", + "5 \t 71 \t 30 \t 2 \t 11 \t -36 \t 211\n", + "6 \t 30 \t 11 \t 2 \t 8 \t 79 \t -463\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -194 \t 1137\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 467 \t -2737\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -661 \t 3874\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1789 \t -10485\n", + "\t\t\t\t\t -2450 \t 14359\n", + "GCD(39203, 6689) = 1, with coefficients -2450 and 14359 such that 1 = (-2450)*39203 + (14359)*6689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6690 \t 5 \t 5753 \t 1 \t 0\n", + "1 \t 6690 \t 5753 \t 1 \t 937 \t 0 \t 1\n", + "2 \t 5753 \t 937 \t 6 \t 131 \t 1 \t -5\n", + "3 \t 937 \t 131 \t 7 \t 20 \t -1 \t 6\n", + "4 \t 131 \t 20 \t 6 \t 11 \t 7 \t -41\n", + "5 \t 20 \t 11 \t 1 \t 9 \t -50 \t 293\n", + "6 \t 11 \t 9 \t 1 \t 2 \t 307 \t -1799\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -357 \t 2092\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 664 \t -3891\n", + "\t\t\t\t\t -3013 \t 17656\n", + "GCD(39203, 6690) = 1, with coefficients -3013 and 17656 such that 1 = (-3013)*39203 + (17656)*6690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6691 \t 5 \t 5748 \t 1 \t 0\n", + "1 \t 6691 \t 5748 \t 1 \t 943 \t 0 \t 1\n", + "2 \t 5748 \t 943 \t 6 \t 90 \t 1 \t -5\n", + "3 \t 943 \t 90 \t 10 \t 43 \t -1 \t 6\n", + "4 \t 90 \t 43 \t 2 \t 4 \t 7 \t -41\n", + "5 \t 43 \t 4 \t 10 \t 3 \t -71 \t 416\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 149 \t -873\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1561 \t 9146\n", + "\t\t\t\t\t 1710 \t -10019\n", + "GCD(39203, 6691) = 1, with coefficients 1710 and -10019 such that 1 = (1710)*39203 + (-10019)*6691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6692 \t 5 \t 5743 \t 1 \t 0\n", + "1 \t 6692 \t 5743 \t 1 \t 949 \t 0 \t 1\n", + "2 \t 5743 \t 949 \t 6 \t 49 \t 1 \t -5\n", + "3 \t 949 \t 49 \t 19 \t 18 \t -1 \t 6\n", + "4 \t 49 \t 18 \t 2 \t 13 \t 7 \t -41\n", + "5 \t 18 \t 13 \t 1 \t 5 \t -134 \t 785\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 275 \t -1611\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -409 \t 2396\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1093 \t -6403\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1502 \t 8799\n", + "\t\t\t\t\t 2595 \t -15202\n", + "GCD(39203, 6692) = 1, with coefficients 2595 and -15202 such that 1 = (2595)*39203 + (-15202)*6692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6693 \t 5 \t 5738 \t 1 \t 0\n", + "1 \t 6693 \t 5738 \t 1 \t 955 \t 0 \t 1\n", + "2 \t 5738 \t 955 \t 6 \t 8 \t 1 \t -5\n", + "3 \t 955 \t 8 \t 119 \t 3 \t -1 \t 6\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 7 \t -41\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -834 \t 4885\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1675 \t -9811\n", + "\t\t\t\t\t -2509 \t 14696\n", + "GCD(39203, 6693) = 1, with coefficients -2509 and 14696 such that 1 = (-2509)*39203 + (14696)*6693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6694 \t 5 \t 5733 \t 1 \t 0\n", + "1 \t 6694 \t 5733 \t 1 \t 961 \t 0 \t 1\n", + "2 \t 5733 \t 961 \t 5 \t 928 \t 1 \t -5\n", + "3 \t 961 \t 928 \t 1 \t 33 \t -1 \t 6\n", + "4 \t 928 \t 33 \t 28 \t 4 \t 6 \t -35\n", + "5 \t 33 \t 4 \t 8 \t 1 \t -7 \t 41\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 202 \t -1183\n", + "\t\t\t\t\t -1623 \t 9505\n", + "GCD(39203, 6694) = 1, with coefficients -1623 and 9505 such that 1 = (-1623)*39203 + (9505)*6694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6695 \t 5 \t 5728 \t 1 \t 0\n", + "1 \t 6695 \t 5728 \t 1 \t 967 \t 0 \t 1\n", + "2 \t 5728 \t 967 \t 5 \t 893 \t 1 \t -5\n", + "3 \t 967 \t 893 \t 1 \t 74 \t -1 \t 6\n", + "4 \t 893 \t 74 \t 12 \t 5 \t 6 \t -35\n", + "5 \t 74 \t 5 \t 14 \t 4 \t -7 \t 41\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 90 \t -527\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1267 \t 7419\n", + "\t\t\t\t\t 1357 \t -7946\n", + "GCD(39203, 6695) = 1, with coefficients 1357 and -7946 such that 1 = (1357)*39203 + (-7946)*6695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6696 \t 5 \t 5723 \t 1 \t 0\n", + "1 \t 6696 \t 5723 \t 1 \t 973 \t 0 \t 1\n", + "2 \t 5723 \t 973 \t 5 \t 858 \t 1 \t -5\n", + "3 \t 973 \t 858 \t 1 \t 115 \t -1 \t 6\n", + "4 \t 858 \t 115 \t 7 \t 53 \t 6 \t -35\n", + "5 \t 115 \t 53 \t 2 \t 9 \t -7 \t 41\n", + "6 \t 53 \t 9 \t 5 \t 8 \t 55 \t -322\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -117 \t 685\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 640 \t -3747\n", + "\t\t\t\t\t -757 \t 4432\n", + "GCD(39203, 6696) = 1, with coefficients -757 and 4432 such that 1 = (-757)*39203 + (4432)*6696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6697 \t 5 \t 5718 \t 1 \t 0\n", + "1 \t 6697 \t 5718 \t 1 \t 979 \t 0 \t 1\n", + "2 \t 5718 \t 979 \t 5 \t 823 \t 1 \t -5\n", + "3 \t 979 \t 823 \t 1 \t 156 \t -1 \t 6\n", + "4 \t 823 \t 156 \t 5 \t 43 \t 6 \t -35\n", + "5 \t 156 \t 43 \t 3 \t 27 \t -7 \t 41\n", + "6 \t 43 \t 27 \t 1 \t 16 \t 41 \t -240\n", + "7 \t 27 \t 16 \t 1 \t 11 \t -130 \t 761\n", + "8 \t 16 \t 11 \t 1 \t 5 \t 171 \t -1001\n", + "9 \t 11 \t 5 \t 2 \t 1 \t -301 \t 1762\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 472 \t -2763\n", + "\t\t\t\t\t -1245 \t 7288\n", + "GCD(39203, 6697) = 1, with coefficients -1245 and 7288 such that 1 = (-1245)*39203 + (7288)*6697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6698 \t 5 \t 5713 \t 1 \t 0\n", + "1 \t 6698 \t 5713 \t 1 \t 985 \t 0 \t 1\n", + "2 \t 5713 \t 985 \t 5 \t 788 \t 1 \t -5\n", + "3 \t 985 \t 788 \t 1 \t 197 \t -1 \t 6\n", + "4 \t 788 \t 197 \t 4 \t 0 \t 6 \t -35\n", + "\t\t\t\t\t -7 \t 41\n", + "GCD(39203, 6698) = 197, with coefficients -7 and 41 such that 197 = (-7)*39203 + (41)*6698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6699 \t 5 \t 5708 \t 1 \t 0\n", + "1 \t 6699 \t 5708 \t 1 \t 991 \t 0 \t 1\n", + "2 \t 5708 \t 991 \t 5 \t 753 \t 1 \t -5\n", + "3 \t 991 \t 753 \t 1 \t 238 \t -1 \t 6\n", + "4 \t 753 \t 238 \t 3 \t 39 \t 6 \t -35\n", + "5 \t 238 \t 39 \t 6 \t 4 \t -7 \t 41\n", + "6 \t 39 \t 4 \t 9 \t 3 \t 27 \t -158\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -169 \t 989\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1548 \t -9059\n", + "\t\t\t\t\t -1717 \t 10048\n", + "GCD(39203, 6699) = 1, with coefficients -1717 and 10048 such that 1 = (-1717)*39203 + (10048)*6699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6700 \t 5 \t 5703 \t 1 \t 0\n", + "1 \t 6700 \t 5703 \t 1 \t 997 \t 0 \t 1\n", + "2 \t 5703 \t 997 \t 5 \t 718 \t 1 \t -5\n", + "3 \t 997 \t 718 \t 1 \t 279 \t -1 \t 6\n", + "4 \t 718 \t 279 \t 2 \t 160 \t 6 \t -35\n", + "5 \t 279 \t 160 \t 1 \t 119 \t -7 \t 41\n", + "6 \t 160 \t 119 \t 1 \t 41 \t 20 \t -117\n", + "7 \t 119 \t 41 \t 2 \t 37 \t -27 \t 158\n", + "8 \t 41 \t 37 \t 1 \t 4 \t 47 \t -275\n", + "9 \t 37 \t 4 \t 9 \t 1 \t -121 \t 708\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 168 \t -983\n", + "\t\t\t\t\t -1633 \t 9555\n", + "GCD(39203, 6700) = 1, with coefficients -1633 and 9555 such that 1 = (-1633)*39203 + (9555)*6700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6701 \t 5 \t 5698 \t 1 \t 0\n", + "1 \t 6701 \t 5698 \t 1 \t 1003 \t 0 \t 1\n", + "2 \t 5698 \t 1003 \t 5 \t 683 \t 1 \t -5\n", + "3 \t 1003 \t 683 \t 1 \t 320 \t -1 \t 6\n", + "4 \t 683 \t 320 \t 2 \t 43 \t 6 \t -35\n", + "5 \t 320 \t 43 \t 7 \t 19 \t -7 \t 41\n", + "6 \t 43 \t 19 \t 2 \t 5 \t 20 \t -117\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -147 \t 860\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 314 \t -1837\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1089 \t 6371\n", + "\t\t\t\t\t 1403 \t -8208\n", + "GCD(39203, 6701) = 1, with coefficients 1403 and -8208 such that 1 = (1403)*39203 + (-8208)*6701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6702 \t 5 \t 5693 \t 1 \t 0\n", + "1 \t 6702 \t 5693 \t 1 \t 1009 \t 0 \t 1\n", + "2 \t 5693 \t 1009 \t 5 \t 648 \t 1 \t -5\n", + "3 \t 1009 \t 648 \t 1 \t 361 \t -1 \t 6\n", + "4 \t 648 \t 361 \t 1 \t 287 \t 6 \t -35\n", + "5 \t 361 \t 287 \t 1 \t 74 \t -7 \t 41\n", + "6 \t 287 \t 74 \t 3 \t 65 \t 13 \t -76\n", + "7 \t 74 \t 65 \t 1 \t 9 \t -20 \t 117\n", + "8 \t 65 \t 9 \t 7 \t 2 \t 73 \t -427\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -93 \t 544\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 724 \t -4235\n", + "\t\t\t\t\t -2989 \t 17484\n", + "GCD(39203, 6702) = 1, with coefficients -2989 and 17484 such that 1 = (-2989)*39203 + (17484)*6702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6703 \t 5 \t 5688 \t 1 \t 0\n", + "1 \t 6703 \t 5688 \t 1 \t 1015 \t 0 \t 1\n", + "2 \t 5688 \t 1015 \t 5 \t 613 \t 1 \t -5\n", + "3 \t 1015 \t 613 \t 1 \t 402 \t -1 \t 6\n", + "4 \t 613 \t 402 \t 1 \t 211 \t 6 \t -35\n", + "5 \t 402 \t 211 \t 1 \t 191 \t -7 \t 41\n", + "6 \t 211 \t 191 \t 1 \t 20 \t 13 \t -76\n", + "7 \t 191 \t 20 \t 9 \t 11 \t -20 \t 117\n", + "8 \t 20 \t 11 \t 1 \t 9 \t 33 \t -193\n", + "9 \t 11 \t 9 \t 1 \t 2 \t -317 \t 1854\n", + "10 \t 9 \t 2 \t 4 \t 1 \t 350 \t -2047\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -667 \t 3901\n", + "\t\t\t\t\t 3018 \t -17651\n", + "GCD(39203, 6703) = 1, with coefficients 3018 and -17651 such that 1 = (3018)*39203 + (-17651)*6703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6704 \t 5 \t 5683 \t 1 \t 0\n", + "1 \t 6704 \t 5683 \t 1 \t 1021 \t 0 \t 1\n", + "2 \t 5683 \t 1021 \t 5 \t 578 \t 1 \t -5\n", + "3 \t 1021 \t 578 \t 1 \t 443 \t -1 \t 6\n", + "4 \t 578 \t 443 \t 1 \t 135 \t 6 \t -35\n", + "5 \t 443 \t 135 \t 3 \t 38 \t -7 \t 41\n", + "6 \t 135 \t 38 \t 3 \t 21 \t 13 \t -76\n", + "7 \t 38 \t 21 \t 1 \t 17 \t -46 \t 269\n", + "8 \t 21 \t 17 \t 1 \t 4 \t 151 \t -883\n", + "9 \t 17 \t 4 \t 4 \t 1 \t -197 \t 1152\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 348 \t -2035\n", + "\t\t\t\t\t -1589 \t 9292\n", + "GCD(39203, 6704) = 1, with coefficients -1589 and 9292 such that 1 = (-1589)*39203 + (9292)*6704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6705 \t 5 \t 5678 \t 1 \t 0\n", + "1 \t 6705 \t 5678 \t 1 \t 1027 \t 0 \t 1\n", + "2 \t 5678 \t 1027 \t 5 \t 543 \t 1 \t -5\n", + "3 \t 1027 \t 543 \t 1 \t 484 \t -1 \t 6\n", + "4 \t 543 \t 484 \t 1 \t 59 \t 6 \t -35\n", + "5 \t 484 \t 59 \t 8 \t 12 \t -7 \t 41\n", + "6 \t 59 \t 12 \t 4 \t 11 \t 13 \t -76\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -111 \t 649\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 457 \t -2672\n", + "\t\t\t\t\t -568 \t 3321\n", + "GCD(39203, 6705) = 1, with coefficients -568 and 3321 such that 1 = (-568)*39203 + (3321)*6705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6706 \t 5 \t 5673 \t 1 \t 0\n", + "1 \t 6706 \t 5673 \t 1 \t 1033 \t 0 \t 1\n", + "2 \t 5673 \t 1033 \t 5 \t 508 \t 1 \t -5\n", + "3 \t 1033 \t 508 \t 2 \t 17 \t -1 \t 6\n", + "4 \t 508 \t 17 \t 29 \t 15 \t 6 \t -35\n", + "5 \t 17 \t 15 \t 1 \t 2 \t -13 \t 76\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 383 \t -2239\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -396 \t 2315\n", + "\t\t\t\t\t 3155 \t -18444\n", + "GCD(39203, 6706) = 1, with coefficients 3155 and -18444 such that 1 = (3155)*39203 + (-18444)*6706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6707 \t 5 \t 5668 \t 1 \t 0\n", + "1 \t 6707 \t 5668 \t 1 \t 1039 \t 0 \t 1\n", + "2 \t 5668 \t 1039 \t 5 \t 473 \t 1 \t -5\n", + "3 \t 1039 \t 473 \t 2 \t 93 \t -1 \t 6\n", + "4 \t 473 \t 93 \t 5 \t 8 \t 6 \t -35\n", + "5 \t 93 \t 8 \t 11 \t 5 \t -13 \t 76\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 71 \t -415\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -794 \t 4641\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 865 \t -5056\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1659 \t 9697\n", + "\t\t\t\t\t 2524 \t -14753\n", + "GCD(39203, 6707) = 1, with coefficients 2524 and -14753 such that 1 = (2524)*39203 + (-14753)*6707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6708 \t 5 \t 5663 \t 1 \t 0\n", + "1 \t 6708 \t 5663 \t 1 \t 1045 \t 0 \t 1\n", + "2 \t 5663 \t 1045 \t 5 \t 438 \t 1 \t -5\n", + "3 \t 1045 \t 438 \t 2 \t 169 \t -1 \t 6\n", + "4 \t 438 \t 169 \t 2 \t 100 \t 6 \t -35\n", + "5 \t 169 \t 100 \t 1 \t 69 \t -13 \t 76\n", + "6 \t 100 \t 69 \t 1 \t 31 \t 32 \t -187\n", + "7 \t 69 \t 31 \t 2 \t 7 \t -45 \t 263\n", + "8 \t 31 \t 7 \t 4 \t 3 \t 77 \t -450\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -199 \t 1163\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 873 \t -5102\n", + "\t\t\t\t\t -1945 \t 11367\n", + "GCD(39203, 6708) = 1, with coefficients -1945 and 11367 such that 1 = (-1945)*39203 + (11367)*6708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6709 \t 5 \t 5658 \t 1 \t 0\n", + "1 \t 6709 \t 5658 \t 1 \t 1051 \t 0 \t 1\n", + "2 \t 5658 \t 1051 \t 5 \t 403 \t 1 \t -5\n", + "3 \t 1051 \t 403 \t 2 \t 245 \t -1 \t 6\n", + "4 \t 403 \t 245 \t 1 \t 158 \t 6 \t -35\n", + "5 \t 245 \t 158 \t 1 \t 87 \t -13 \t 76\n", + "6 \t 158 \t 87 \t 1 \t 71 \t 19 \t -111\n", + "7 \t 87 \t 71 \t 1 \t 16 \t -32 \t 187\n", + "8 \t 71 \t 16 \t 4 \t 7 \t 51 \t -298\n", + "9 \t 16 \t 7 \t 2 \t 2 \t -83 \t 485\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 383 \t -2238\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -849 \t 4961\n", + "\t\t\t\t\t 2930 \t -17121\n", + "GCD(39203, 6709) = 1, with coefficients 2930 and -17121 such that 1 = (2930)*39203 + (-17121)*6709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6710 \t 5 \t 5653 \t 1 \t 0\n", + "1 \t 6710 \t 5653 \t 1 \t 1057 \t 0 \t 1\n", + "2 \t 5653 \t 1057 \t 5 \t 368 \t 1 \t -5\n", + "3 \t 1057 \t 368 \t 2 \t 321 \t -1 \t 6\n", + "4 \t 368 \t 321 \t 1 \t 47 \t 6 \t -35\n", + "5 \t 321 \t 47 \t 6 \t 39 \t -13 \t 76\n", + "6 \t 47 \t 39 \t 1 \t 8 \t 19 \t -111\n", + "7 \t 39 \t 8 \t 4 \t 7 \t -127 \t 742\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 146 \t -853\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -711 \t 4154\n", + "\t\t\t\t\t 857 \t -5007\n", + "GCD(39203, 6710) = 1, with coefficients 857 and -5007 such that 1 = (857)*39203 + (-5007)*6710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6711 \t 5 \t 5648 \t 1 \t 0\n", + "1 \t 6711 \t 5648 \t 1 \t 1063 \t 0 \t 1\n", + "2 \t 5648 \t 1063 \t 5 \t 333 \t 1 \t -5\n", + "3 \t 1063 \t 333 \t 3 \t 64 \t -1 \t 6\n", + "4 \t 333 \t 64 \t 5 \t 13 \t 6 \t -35\n", + "5 \t 64 \t 13 \t 4 \t 12 \t -19 \t 111\n", + "6 \t 13 \t 12 \t 1 \t 1 \t 101 \t -590\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -423 \t 2471\n", + "\t\t\t\t\t 524 \t -3061\n", + "GCD(39203, 6711) = 1, with coefficients 524 and -3061 such that 1 = (524)*39203 + (-3061)*6711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6712 \t 5 \t 5643 \t 1 \t 0\n", + "1 \t 6712 \t 5643 \t 1 \t 1069 \t 0 \t 1\n", + "2 \t 5643 \t 1069 \t 5 \t 298 \t 1 \t -5\n", + "3 \t 1069 \t 298 \t 3 \t 175 \t -1 \t 6\n", + "4 \t 298 \t 175 \t 1 \t 123 \t 6 \t -35\n", + "5 \t 175 \t 123 \t 1 \t 52 \t -19 \t 111\n", + "6 \t 123 \t 52 \t 2 \t 19 \t 25 \t -146\n", + "7 \t 52 \t 19 \t 2 \t 14 \t -44 \t 257\n", + "8 \t 19 \t 14 \t 1 \t 5 \t 113 \t -660\n", + "9 \t 14 \t 5 \t 2 \t 4 \t -270 \t 1577\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 383 \t -2237\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1036 \t 6051\n", + "\t\t\t\t\t 1419 \t -8288\n", + "GCD(39203, 6712) = 1, with coefficients 1419 and -8288 such that 1 = (1419)*39203 + (-8288)*6712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6713 \t 5 \t 5638 \t 1 \t 0\n", + "1 \t 6713 \t 5638 \t 1 \t 1075 \t 0 \t 1\n", + "2 \t 5638 \t 1075 \t 5 \t 263 \t 1 \t -5\n", + "3 \t 1075 \t 263 \t 4 \t 23 \t -1 \t 6\n", + "4 \t 263 \t 23 \t 11 \t 10 \t 6 \t -35\n", + "5 \t 23 \t 10 \t 2 \t 3 \t -25 \t 146\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 281 \t -1641\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -587 \t 3428\n", + "\t\t\t\t\t 2042 \t -11925\n", + "GCD(39203, 6713) = 1, with coefficients 2042 and -11925 such that 1 = (2042)*39203 + (-11925)*6713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6714 \t 5 \t 5633 \t 1 \t 0\n", + "1 \t 6714 \t 5633 \t 1 \t 1081 \t 0 \t 1\n", + "2 \t 5633 \t 1081 \t 5 \t 228 \t 1 \t -5\n", + "3 \t 1081 \t 228 \t 4 \t 169 \t -1 \t 6\n", + "4 \t 228 \t 169 \t 1 \t 59 \t 6 \t -35\n", + "5 \t 169 \t 59 \t 2 \t 51 \t -25 \t 146\n", + "6 \t 59 \t 51 \t 1 \t 8 \t 31 \t -181\n", + "7 \t 51 \t 8 \t 6 \t 3 \t -87 \t 508\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 118 \t -689\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -795 \t 4642\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1708 \t -9973\n", + "\t\t\t\t\t -2503 \t 14615\n", + "GCD(39203, 6714) = 1, with coefficients -2503 and 14615 such that 1 = (-2503)*39203 + (14615)*6714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6715 \t 5 \t 5628 \t 1 \t 0\n", + "1 \t 6715 \t 5628 \t 1 \t 1087 \t 0 \t 1\n", + "2 \t 5628 \t 1087 \t 5 \t 193 \t 1 \t -5\n", + "3 \t 1087 \t 193 \t 5 \t 122 \t -1 \t 6\n", + "4 \t 193 \t 122 \t 1 \t 71 \t 6 \t -35\n", + "5 \t 122 \t 71 \t 1 \t 51 \t -31 \t 181\n", + "6 \t 71 \t 51 \t 1 \t 20 \t 37 \t -216\n", + "7 \t 51 \t 20 \t 2 \t 11 \t -68 \t 397\n", + "8 \t 20 \t 11 \t 1 \t 9 \t 105 \t -613\n", + "9 \t 11 \t 9 \t 1 \t 2 \t -278 \t 1623\n", + "10 \t 9 \t 2 \t 4 \t 1 \t 383 \t -2236\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -661 \t 3859\n", + "\t\t\t\t\t 3027 \t -17672\n", + "GCD(39203, 6715) = 1, with coefficients 3027 and -17672 such that 1 = (3027)*39203 + (-17672)*6715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6716 \t 5 \t 5623 \t 1 \t 0\n", + "1 \t 6716 \t 5623 \t 1 \t 1093 \t 0 \t 1\n", + "2 \t 5623 \t 1093 \t 5 \t 158 \t 1 \t -5\n", + "3 \t 1093 \t 158 \t 6 \t 145 \t -1 \t 6\n", + "4 \t 158 \t 145 \t 1 \t 13 \t 6 \t -35\n", + "5 \t 145 \t 13 \t 11 \t 2 \t -37 \t 216\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 43 \t -251\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -510 \t 2977\n", + "\t\t\t\t\t 3103 \t -18113\n", + "GCD(39203, 6716) = 1, with coefficients 3103 and -18113 such that 1 = (3103)*39203 + (-18113)*6716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6717 \t 5 \t 5618 \t 1 \t 0\n", + "1 \t 6717 \t 5618 \t 1 \t 1099 \t 0 \t 1\n", + "2 \t 5618 \t 1099 \t 5 \t 123 \t 1 \t -5\n", + "3 \t 1099 \t 123 \t 8 \t 115 \t -1 \t 6\n", + "4 \t 123 \t 115 \t 1 \t 8 \t 6 \t -35\n", + "5 \t 115 \t 8 \t 14 \t 3 \t -49 \t 286\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 55 \t -321\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -819 \t 4780\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1693 \t -9881\n", + "\t\t\t\t\t -2512 \t 14661\n", + "GCD(39203, 6717) = 1, with coefficients -2512 and 14661 such that 1 = (-2512)*39203 + (14661)*6717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6718 \t 5 \t 5613 \t 1 \t 0\n", + "1 \t 6718 \t 5613 \t 1 \t 1105 \t 0 \t 1\n", + "2 \t 5613 \t 1105 \t 5 \t 88 \t 1 \t -5\n", + "3 \t 1105 \t 88 \t 12 \t 49 \t -1 \t 6\n", + "4 \t 88 \t 49 \t 1 \t 39 \t 6 \t -35\n", + "5 \t 49 \t 39 \t 1 \t 10 \t -73 \t 426\n", + "6 \t 39 \t 10 \t 3 \t 9 \t 79 \t -461\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -152 \t 887\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 535 \t -3122\n", + "\t\t\t\t\t -687 \t 4009\n", + "GCD(39203, 6718) = 1, with coefficients -687 and 4009 such that 1 = (-687)*39203 + (4009)*6718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6719 \t 5 \t 5608 \t 1 \t 0\n", + "1 \t 6719 \t 5608 \t 1 \t 1111 \t 0 \t 1\n", + "2 \t 5608 \t 1111 \t 5 \t 53 \t 1 \t -5\n", + "3 \t 1111 \t 53 \t 20 \t 51 \t -1 \t 6\n", + "4 \t 53 \t 51 \t 1 \t 2 \t 6 \t -35\n", + "5 \t 51 \t 2 \t 25 \t 1 \t -121 \t 706\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 127 \t -741\n", + "\t\t\t\t\t -3296 \t 19231\n", + "GCD(39203, 6719) = 1, with coefficients -3296 and 19231 such that 1 = (-3296)*39203 + (19231)*6719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6720 \t 5 \t 5603 \t 1 \t 0\n", + "1 \t 6720 \t 5603 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 5603 \t 1117 \t 5 \t 18 \t 1 \t -5\n", + "3 \t 1117 \t 18 \t 62 \t 1 \t -1 \t 6\n", + "4 \t 18 \t 1 \t 18 \t 0 \t 6 \t -35\n", + "\t\t\t\t\t -373 \t 2176\n", + "GCD(39203, 6720) = 1, with coefficients -373 and 2176 such that 1 = (-373)*39203 + (2176)*6720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6721 \t 5 \t 5598 \t 1 \t 0\n", + "1 \t 6721 \t 5598 \t 1 \t 1123 \t 0 \t 1\n", + "2 \t 5598 \t 1123 \t 4 \t 1106 \t 1 \t -5\n", + "3 \t 1123 \t 1106 \t 1 \t 17 \t -1 \t 6\n", + "4 \t 1106 \t 17 \t 65 \t 1 \t 5 \t -29\n", + "5 \t 17 \t 1 \t 17 \t 0 \t -6 \t 35\n", + "\t\t\t\t\t 395 \t -2304\n", + "GCD(39203, 6721) = 1, with coefficients 395 and -2304 such that 1 = (395)*39203 + (-2304)*6721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6722 \t 5 \t 5593 \t 1 \t 0\n", + "1 \t 6722 \t 5593 \t 1 \t 1129 \t 0 \t 1\n", + "2 \t 5593 \t 1129 \t 4 \t 1077 \t 1 \t -5\n", + "3 \t 1129 \t 1077 \t 1 \t 52 \t -1 \t 6\n", + "4 \t 1077 \t 52 \t 20 \t 37 \t 5 \t -29\n", + "5 \t 52 \t 37 \t 1 \t 15 \t -6 \t 35\n", + "6 \t 37 \t 15 \t 2 \t 7 \t 125 \t -729\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -131 \t 764\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 387 \t -2257\n", + "\t\t\t\t\t -905 \t 5278\n", + "GCD(39203, 6722) = 1, with coefficients -905 and 5278 such that 1 = (-905)*39203 + (5278)*6722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6723 \t 5 \t 5588 \t 1 \t 0\n", + "1 \t 6723 \t 5588 \t 1 \t 1135 \t 0 \t 1\n", + "2 \t 5588 \t 1135 \t 4 \t 1048 \t 1 \t -5\n", + "3 \t 1135 \t 1048 \t 1 \t 87 \t -1 \t 6\n", + "4 \t 1048 \t 87 \t 12 \t 4 \t 5 \t -29\n", + "5 \t 87 \t 4 \t 21 \t 3 \t -6 \t 35\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 77 \t -449\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1623 \t 9464\n", + "\t\t\t\t\t 1700 \t -9913\n", + "GCD(39203, 6723) = 1, with coefficients 1700 and -9913 such that 1 = (1700)*39203 + (-9913)*6723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6724 \t 5 \t 5583 \t 1 \t 0\n", + "1 \t 6724 \t 5583 \t 1 \t 1141 \t 0 \t 1\n", + "2 \t 5583 \t 1141 \t 4 \t 1019 \t 1 \t -5\n", + "3 \t 1141 \t 1019 \t 1 \t 122 \t -1 \t 6\n", + "4 \t 1019 \t 122 \t 8 \t 43 \t 5 \t -29\n", + "5 \t 122 \t 43 \t 2 \t 36 \t -6 \t 35\n", + "6 \t 43 \t 36 \t 1 \t 7 \t 53 \t -309\n", + "7 \t 36 \t 7 \t 5 \t 1 \t -112 \t 653\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 165 \t -962\n", + "\t\t\t\t\t -937 \t 5463\n", + "GCD(39203, 6724) = 1, with coefficients -937 and 5463 such that 1 = (-937)*39203 + (5463)*6724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6725 \t 5 \t 5578 \t 1 \t 0\n", + "1 \t 6725 \t 5578 \t 1 \t 1147 \t 0 \t 1\n", + "2 \t 5578 \t 1147 \t 4 \t 990 \t 1 \t -5\n", + "3 \t 1147 \t 990 \t 1 \t 157 \t -1 \t 6\n", + "4 \t 990 \t 157 \t 6 \t 48 \t 5 \t -29\n", + "5 \t 157 \t 48 \t 3 \t 13 \t -6 \t 35\n", + "6 \t 48 \t 13 \t 3 \t 9 \t 41 \t -239\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -129 \t 752\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 428 \t -2495\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -557 \t 3247\n", + "\t\t\t\t\t 1542 \t -8989\n", + "GCD(39203, 6725) = 1, with coefficients 1542 and -8989 such that 1 = (1542)*39203 + (-8989)*6725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6726 \t 5 \t 5573 \t 1 \t 0\n", + "1 \t 6726 \t 5573 \t 1 \t 1153 \t 0 \t 1\n", + "2 \t 5573 \t 1153 \t 4 \t 961 \t 1 \t -5\n", + "3 \t 1153 \t 961 \t 1 \t 192 \t -1 \t 6\n", + "4 \t 961 \t 192 \t 5 \t 1 \t 5 \t -29\n", + "5 \t 192 \t 1 \t 192 \t 0 \t -6 \t 35\n", + "\t\t\t\t\t 35 \t -204\n", + "GCD(39203, 6726) = 1, with coefficients 35 and -204 such that 1 = (35)*39203 + (-204)*6726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6727 \t 5 \t 5568 \t 1 \t 0\n", + "1 \t 6727 \t 5568 \t 1 \t 1159 \t 0 \t 1\n", + "2 \t 5568 \t 1159 \t 4 \t 932 \t 1 \t -5\n", + "3 \t 1159 \t 932 \t 1 \t 227 \t -1 \t 6\n", + "4 \t 932 \t 227 \t 4 \t 24 \t 5 \t -29\n", + "5 \t 227 \t 24 \t 9 \t 11 \t -6 \t 35\n", + "6 \t 24 \t 11 \t 2 \t 2 \t 29 \t -169\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -267 \t 1556\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 563 \t -3281\n", + "\t\t\t\t\t -3082 \t 17961\n", + "GCD(39203, 6727) = 1, with coefficients -3082 and 17961 such that 1 = (-3082)*39203 + (17961)*6727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6728 \t 5 \t 5563 \t 1 \t 0\n", + "1 \t 6728 \t 5563 \t 1 \t 1165 \t 0 \t 1\n", + "2 \t 5563 \t 1165 \t 4 \t 903 \t 1 \t -5\n", + "3 \t 1165 \t 903 \t 1 \t 262 \t -1 \t 6\n", + "4 \t 903 \t 262 \t 3 \t 117 \t 5 \t -29\n", + "5 \t 262 \t 117 \t 2 \t 28 \t -6 \t 35\n", + "6 \t 117 \t 28 \t 4 \t 5 \t 23 \t -134\n", + "7 \t 28 \t 5 \t 5 \t 3 \t -52 \t 303\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 231 \t -1346\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1207 \t 7033\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1438 \t -8379\n", + "\t\t\t\t\t -2645 \t 15412\n", + "GCD(39203, 6728) = 1, with coefficients -2645 and 15412 such that 1 = (-2645)*39203 + (15412)*6728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6729 \t 5 \t 5558 \t 1 \t 0\n", + "1 \t 6729 \t 5558 \t 1 \t 1171 \t 0 \t 1\n", + "2 \t 5558 \t 1171 \t 4 \t 874 \t 1 \t -5\n", + "3 \t 1171 \t 874 \t 1 \t 297 \t -1 \t 6\n", + "4 \t 874 \t 297 \t 2 \t 280 \t 5 \t -29\n", + "5 \t 297 \t 280 \t 1 \t 17 \t -6 \t 35\n", + "6 \t 280 \t 17 \t 16 \t 8 \t 17 \t -99\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -23 \t 134\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 385 \t -2243\n", + "\t\t\t\t\t -793 \t 4620\n", + "GCD(39203, 6729) = 1, with coefficients -793 and 4620 such that 1 = (-793)*39203 + (4620)*6729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6730 \t 5 \t 5553 \t 1 \t 0\n", + "1 \t 6730 \t 5553 \t 1 \t 1177 \t 0 \t 1\n", + "2 \t 5553 \t 1177 \t 4 \t 845 \t 1 \t -5\n", + "3 \t 1177 \t 845 \t 1 \t 332 \t -1 \t 6\n", + "4 \t 845 \t 332 \t 2 \t 181 \t 5 \t -29\n", + "5 \t 332 \t 181 \t 1 \t 151 \t -6 \t 35\n", + "6 \t 181 \t 151 \t 1 \t 30 \t 17 \t -99\n", + "7 \t 151 \t 30 \t 5 \t 1 \t -23 \t 134\n", + "8 \t 30 \t 1 \t 30 \t 0 \t 40 \t -233\n", + "\t\t\t\t\t -223 \t 1299\n", + "GCD(39203, 6730) = 1, with coefficients -223 and 1299 such that 1 = (-223)*39203 + (1299)*6730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6731 \t 5 \t 5548 \t 1 \t 0\n", + "1 \t 6731 \t 5548 \t 1 \t 1183 \t 0 \t 1\n", + "2 \t 5548 \t 1183 \t 4 \t 816 \t 1 \t -5\n", + "3 \t 1183 \t 816 \t 1 \t 367 \t -1 \t 6\n", + "4 \t 816 \t 367 \t 2 \t 82 \t 5 \t -29\n", + "5 \t 367 \t 82 \t 4 \t 39 \t -6 \t 35\n", + "6 \t 82 \t 39 \t 2 \t 4 \t 17 \t -99\n", + "7 \t 39 \t 4 \t 9 \t 3 \t -74 \t 431\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 165 \t -961\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1559 \t 9080\n", + "\t\t\t\t\t 1724 \t -10041\n", + "GCD(39203, 6731) = 1, with coefficients 1724 and -10041 such that 1 = (1724)*39203 + (-10041)*6731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6732 \t 5 \t 5543 \t 1 \t 0\n", + "1 \t 6732 \t 5543 \t 1 \t 1189 \t 0 \t 1\n", + "2 \t 5543 \t 1189 \t 4 \t 787 \t 1 \t -5\n", + "3 \t 1189 \t 787 \t 1 \t 402 \t -1 \t 6\n", + "4 \t 787 \t 402 \t 1 \t 385 \t 5 \t -29\n", + "5 \t 402 \t 385 \t 1 \t 17 \t -6 \t 35\n", + "6 \t 385 \t 17 \t 22 \t 11 \t 11 \t -64\n", + "7 \t 17 \t 11 \t 1 \t 6 \t -17 \t 99\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 385 \t -2242\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -402 \t 2341\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 787 \t -4583\n", + "\t\t\t\t\t -1189 \t 6924\n", + "GCD(39203, 6732) = 1, with coefficients -1189 and 6924 such that 1 = (-1189)*39203 + (6924)*6732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6733 \t 5 \t 5538 \t 1 \t 0\n", + "1 \t 6733 \t 5538 \t 1 \t 1195 \t 0 \t 1\n", + "2 \t 5538 \t 1195 \t 4 \t 758 \t 1 \t -5\n", + "3 \t 1195 \t 758 \t 1 \t 437 \t -1 \t 6\n", + "4 \t 758 \t 437 \t 1 \t 321 \t 5 \t -29\n", + "5 \t 437 \t 321 \t 1 \t 116 \t -6 \t 35\n", + "6 \t 321 \t 116 \t 2 \t 89 \t 11 \t -64\n", + "7 \t 116 \t 89 \t 1 \t 27 \t -17 \t 99\n", + "8 \t 89 \t 27 \t 3 \t 8 \t 45 \t -262\n", + "9 \t 27 \t 8 \t 3 \t 3 \t -62 \t 361\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 231 \t -1345\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -755 \t 4396\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1741 \t -10137\n", + "\t\t\t\t\t -2496 \t 14533\n", + "GCD(39203, 6733) = 1, with coefficients -2496 and 14533 such that 1 = (-2496)*39203 + (14533)*6733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6734 \t 5 \t 5533 \t 1 \t 0\n", + "1 \t 6734 \t 5533 \t 1 \t 1201 \t 0 \t 1\n", + "2 \t 5533 \t 1201 \t 4 \t 729 \t 1 \t -5\n", + "3 \t 1201 \t 729 \t 1 \t 472 \t -1 \t 6\n", + "4 \t 729 \t 472 \t 1 \t 257 \t 5 \t -29\n", + "5 \t 472 \t 257 \t 1 \t 215 \t -6 \t 35\n", + "6 \t 257 \t 215 \t 1 \t 42 \t 11 \t -64\n", + "7 \t 215 \t 42 \t 5 \t 5 \t -17 \t 99\n", + "8 \t 42 \t 5 \t 8 \t 2 \t 28 \t -163\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -157 \t 914\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1284 \t -7475\n", + "\t\t\t\t\t -2725 \t 15864\n", + "GCD(39203, 6734) = 1, with coefficients -2725 and 15864 such that 1 = (-2725)*39203 + (15864)*6734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6735 \t 5 \t 5528 \t 1 \t 0\n", + "1 \t 6735 \t 5528 \t 1 \t 1207 \t 0 \t 1\n", + "2 \t 5528 \t 1207 \t 4 \t 700 \t 1 \t -5\n", + "3 \t 1207 \t 700 \t 1 \t 507 \t -1 \t 6\n", + "4 \t 700 \t 507 \t 1 \t 193 \t 5 \t -29\n", + "5 \t 507 \t 193 \t 2 \t 121 \t -6 \t 35\n", + "6 \t 193 \t 121 \t 1 \t 72 \t 11 \t -64\n", + "7 \t 121 \t 72 \t 1 \t 49 \t -28 \t 163\n", + "8 \t 72 \t 49 \t 1 \t 23 \t 39 \t -227\n", + "9 \t 49 \t 23 \t 2 \t 3 \t -67 \t 390\n", + "10 \t 23 \t 3 \t 7 \t 2 \t 106 \t -617\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -279 \t 1624\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2059 \t -11985\n", + "\t\t\t\t\t -2338 \t 13609\n", + "GCD(39203, 6735) = 1, with coefficients -2338 and 13609 such that 1 = (-2338)*39203 + (13609)*6735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6736 \t 5 \t 5523 \t 1 \t 0\n", + "1 \t 6736 \t 5523 \t 1 \t 1213 \t 0 \t 1\n", + "2 \t 5523 \t 1213 \t 4 \t 671 \t 1 \t -5\n", + "3 \t 1213 \t 671 \t 1 \t 542 \t -1 \t 6\n", + "4 \t 671 \t 542 \t 1 \t 129 \t 5 \t -29\n", + "5 \t 542 \t 129 \t 4 \t 26 \t -6 \t 35\n", + "6 \t 129 \t 26 \t 4 \t 25 \t 11 \t -64\n", + "7 \t 26 \t 25 \t 1 \t 1 \t -50 \t 291\n", + "8 \t 25 \t 1 \t 25 \t 0 \t 211 \t -1228\n", + "\t\t\t\t\t -261 \t 1519\n", + "GCD(39203, 6736) = 1, with coefficients -261 and 1519 such that 1 = (-261)*39203 + (1519)*6736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6737 \t 5 \t 5518 \t 1 \t 0\n", + "1 \t 6737 \t 5518 \t 1 \t 1219 \t 0 \t 1\n", + "2 \t 5518 \t 1219 \t 4 \t 642 \t 1 \t -5\n", + "3 \t 1219 \t 642 \t 1 \t 577 \t -1 \t 6\n", + "4 \t 642 \t 577 \t 1 \t 65 \t 5 \t -29\n", + "5 \t 577 \t 65 \t 8 \t 57 \t -6 \t 35\n", + "6 \t 65 \t 57 \t 1 \t 8 \t 11 \t -64\n", + "7 \t 57 \t 8 \t 7 \t 1 \t -94 \t 547\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 105 \t -611\n", + "\t\t\t\t\t -829 \t 4824\n", + "GCD(39203, 6737) = 1, with coefficients -829 and 4824 such that 1 = (-829)*39203 + (4824)*6737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6738 \t 5 \t 5513 \t 1 \t 0\n", + "1 \t 6738 \t 5513 \t 1 \t 1225 \t 0 \t 1\n", + "2 \t 5513 \t 1225 \t 4 \t 613 \t 1 \t -5\n", + "3 \t 1225 \t 613 \t 1 \t 612 \t -1 \t 6\n", + "4 \t 613 \t 612 \t 1 \t 1 \t 5 \t -29\n", + "5 \t 612 \t 1 \t 612 \t 0 \t -6 \t 35\n", + "\t\t\t\t\t 11 \t -64\n", + "GCD(39203, 6738) = 1, with coefficients 11 and -64 such that 1 = (11)*39203 + (-64)*6738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6739 \t 5 \t 5508 \t 1 \t 0\n", + "1 \t 6739 \t 5508 \t 1 \t 1231 \t 0 \t 1\n", + "2 \t 5508 \t 1231 \t 4 \t 584 \t 1 \t -5\n", + "3 \t 1231 \t 584 \t 2 \t 63 \t -1 \t 6\n", + "4 \t 584 \t 63 \t 9 \t 17 \t 5 \t -29\n", + "5 \t 63 \t 17 \t 3 \t 12 \t -11 \t 64\n", + "6 \t 17 \t 12 \t 1 \t 5 \t 104 \t -605\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -323 \t 1879\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 427 \t -2484\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1177 \t 6847\n", + "\t\t\t\t\t 2781 \t -16178\n", + "GCD(39203, 6739) = 1, with coefficients 2781 and -16178 such that 1 = (2781)*39203 + (-16178)*6739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6740 \t 5 \t 5503 \t 1 \t 0\n", + "1 \t 6740 \t 5503 \t 1 \t 1237 \t 0 \t 1\n", + "2 \t 5503 \t 1237 \t 4 \t 555 \t 1 \t -5\n", + "3 \t 1237 \t 555 \t 2 \t 127 \t -1 \t 6\n", + "4 \t 555 \t 127 \t 4 \t 47 \t 5 \t -29\n", + "5 \t 127 \t 47 \t 2 \t 33 \t -11 \t 64\n", + "6 \t 47 \t 33 \t 1 \t 14 \t 49 \t -285\n", + "7 \t 33 \t 14 \t 2 \t 5 \t -109 \t 634\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 158 \t -919\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -425 \t 2472\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1008 \t -5863\n", + "\t\t\t\t\t -1433 \t 8335\n", + "GCD(39203, 6740) = 1, with coefficients -1433 and 8335 such that 1 = (-1433)*39203 + (8335)*6740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6741 \t 5 \t 5498 \t 1 \t 0\n", + "1 \t 6741 \t 5498 \t 1 \t 1243 \t 0 \t 1\n", + "2 \t 5498 \t 1243 \t 4 \t 526 \t 1 \t -5\n", + "3 \t 1243 \t 526 \t 2 \t 191 \t -1 \t 6\n", + "4 \t 526 \t 191 \t 2 \t 144 \t 5 \t -29\n", + "5 \t 191 \t 144 \t 1 \t 47 \t -11 \t 64\n", + "6 \t 144 \t 47 \t 3 \t 3 \t 27 \t -157\n", + "7 \t 47 \t 3 \t 15 \t 2 \t -38 \t 221\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 141 \t -820\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2153 \t 12521\n", + "\t\t\t\t\t 2294 \t -13341\n", + "GCD(39203, 6741) = 1, with coefficients 2294 and -13341 such that 1 = (2294)*39203 + (-13341)*6741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6742 \t 5 \t 5493 \t 1 \t 0\n", + "1 \t 6742 \t 5493 \t 1 \t 1249 \t 0 \t 1\n", + "2 \t 5493 \t 1249 \t 4 \t 497 \t 1 \t -5\n", + "3 \t 1249 \t 497 \t 2 \t 255 \t -1 \t 6\n", + "4 \t 497 \t 255 \t 1 \t 242 \t 5 \t -29\n", + "5 \t 255 \t 242 \t 1 \t 13 \t -11 \t 64\n", + "6 \t 242 \t 13 \t 18 \t 8 \t 16 \t -93\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -27 \t 157\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 502 \t -2919\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -529 \t 3076\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1031 \t -5995\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1560 \t 9071\n", + "\t\t\t\t\t 2591 \t -15066\n", + "GCD(39203, 6742) = 1, with coefficients 2591 and -15066 such that 1 = (2591)*39203 + (-15066)*6742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6743 \t 5 \t 5488 \t 1 \t 0\n", + "1 \t 6743 \t 5488 \t 1 \t 1255 \t 0 \t 1\n", + "2 \t 5488 \t 1255 \t 4 \t 468 \t 1 \t -5\n", + "3 \t 1255 \t 468 \t 2 \t 319 \t -1 \t 6\n", + "4 \t 468 \t 319 \t 1 \t 149 \t 5 \t -29\n", + "5 \t 319 \t 149 \t 2 \t 21 \t -11 \t 64\n", + "6 \t 149 \t 21 \t 7 \t 2 \t 16 \t -93\n", + "7 \t 21 \t 2 \t 10 \t 1 \t -43 \t 250\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 317 \t -1843\n", + "\t\t\t\t\t -3213 \t 18680\n", + "GCD(39203, 6743) = 1, with coefficients -3213 and 18680 such that 1 = (-3213)*39203 + (18680)*6743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6744 \t 5 \t 5483 \t 1 \t 0\n", + "1 \t 6744 \t 5483 \t 1 \t 1261 \t 0 \t 1\n", + "2 \t 5483 \t 1261 \t 4 \t 439 \t 1 \t -5\n", + "3 \t 1261 \t 439 \t 2 \t 383 \t -1 \t 6\n", + "4 \t 439 \t 383 \t 1 \t 56 \t 5 \t -29\n", + "5 \t 383 \t 56 \t 6 \t 47 \t -11 \t 64\n", + "6 \t 56 \t 47 \t 1 \t 9 \t 16 \t -93\n", + "7 \t 47 \t 9 \t 5 \t 2 \t -107 \t 622\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 123 \t -715\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -722 \t 4197\n", + "\t\t\t\t\t 3011 \t -17503\n", + "GCD(39203, 6744) = 1, with coefficients 3011 and -17503 such that 1 = (3011)*39203 + (-17503)*6744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6745 \t 5 \t 5478 \t 1 \t 0\n", + "1 \t 6745 \t 5478 \t 1 \t 1267 \t 0 \t 1\n", + "2 \t 5478 \t 1267 \t 4 \t 410 \t 1 \t -5\n", + "3 \t 1267 \t 410 \t 3 \t 37 \t -1 \t 6\n", + "4 \t 410 \t 37 \t 11 \t 3 \t 5 \t -29\n", + "5 \t 37 \t 3 \t 12 \t 1 \t -16 \t 93\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 181 \t -1052\n", + "\t\t\t\t\t -2188 \t 12717\n", + "GCD(39203, 6745) = 1, with coefficients -2188 and 12717 such that 1 = (-2188)*39203 + (12717)*6745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6746 \t 5 \t 5473 \t 1 \t 0\n", + "1 \t 6746 \t 5473 \t 1 \t 1273 \t 0 \t 1\n", + "2 \t 5473 \t 1273 \t 4 \t 381 \t 1 \t -5\n", + "3 \t 1273 \t 381 \t 3 \t 130 \t -1 \t 6\n", + "4 \t 381 \t 130 \t 2 \t 121 \t 5 \t -29\n", + "5 \t 130 \t 121 \t 1 \t 9 \t -16 \t 93\n", + "6 \t 121 \t 9 \t 13 \t 4 \t 37 \t -215\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -53 \t 308\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 726 \t -4219\n", + "\t\t\t\t\t -1505 \t 8746\n", + "GCD(39203, 6746) = 1, with coefficients -1505 and 8746 such that 1 = (-1505)*39203 + (8746)*6746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6747 \t 5 \t 5468 \t 1 \t 0\n", + "1 \t 6747 \t 5468 \t 1 \t 1279 \t 0 \t 1\n", + "2 \t 5468 \t 1279 \t 4 \t 352 \t 1 \t -5\n", + "3 \t 1279 \t 352 \t 3 \t 223 \t -1 \t 6\n", + "4 \t 352 \t 223 \t 1 \t 129 \t 5 \t -29\n", + "5 \t 223 \t 129 \t 1 \t 94 \t -16 \t 93\n", + "6 \t 129 \t 94 \t 1 \t 35 \t 21 \t -122\n", + "7 \t 94 \t 35 \t 2 \t 24 \t -37 \t 215\n", + "8 \t 35 \t 24 \t 1 \t 11 \t 58 \t -337\n", + "9 \t 24 \t 11 \t 2 \t 2 \t -153 \t 889\n", + "10 \t 11 \t 2 \t 5 \t 1 \t 211 \t -1226\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -575 \t 3341\n", + "\t\t\t\t\t 3086 \t -17931\n", + "GCD(39203, 6747) = 1, with coefficients 3086 and -17931 such that 1 = (3086)*39203 + (-17931)*6747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6748 \t 5 \t 5463 \t 1 \t 0\n", + "1 \t 6748 \t 5463 \t 1 \t 1285 \t 0 \t 1\n", + "2 \t 5463 \t 1285 \t 4 \t 323 \t 1 \t -5\n", + "3 \t 1285 \t 323 \t 3 \t 316 \t -1 \t 6\n", + "4 \t 323 \t 316 \t 1 \t 7 \t 5 \t -29\n", + "5 \t 316 \t 7 \t 45 \t 1 \t -16 \t 93\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 21 \t -122\n", + "\t\t\t\t\t -961 \t 5583\n", + "GCD(39203, 6748) = 1, with coefficients -961 and 5583 such that 1 = (-961)*39203 + (5583)*6748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6749 \t 5 \t 5458 \t 1 \t 0\n", + "1 \t 6749 \t 5458 \t 1 \t 1291 \t 0 \t 1\n", + "2 \t 5458 \t 1291 \t 4 \t 294 \t 1 \t -5\n", + "3 \t 1291 \t 294 \t 4 \t 115 \t -1 \t 6\n", + "4 \t 294 \t 115 \t 2 \t 64 \t 5 \t -29\n", + "5 \t 115 \t 64 \t 1 \t 51 \t -21 \t 122\n", + "6 \t 64 \t 51 \t 1 \t 13 \t 47 \t -273\n", + "7 \t 51 \t 13 \t 3 \t 12 \t -68 \t 395\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 115 \t -668\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -413 \t 2399\n", + "\t\t\t\t\t 528 \t -3067\n", + "GCD(39203, 6749) = 1, with coefficients 528 and -3067 such that 1 = (528)*39203 + (-3067)*6749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6750 \t 5 \t 5453 \t 1 \t 0\n", + "1 \t 6750 \t 5453 \t 1 \t 1297 \t 0 \t 1\n", + "2 \t 5453 \t 1297 \t 4 \t 265 \t 1 \t -5\n", + "3 \t 1297 \t 265 \t 4 \t 237 \t -1 \t 6\n", + "4 \t 265 \t 237 \t 1 \t 28 \t 5 \t -29\n", + "5 \t 237 \t 28 \t 8 \t 13 \t -21 \t 122\n", + "6 \t 28 \t 13 \t 2 \t 2 \t 26 \t -151\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -229 \t 1330\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 484 \t -2811\n", + "\t\t\t\t\t -3133 \t 18196\n", + "GCD(39203, 6750) = 1, with coefficients -3133 and 18196 such that 1 = (-3133)*39203 + (18196)*6750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6751 \t 5 \t 5448 \t 1 \t 0\n", + "1 \t 6751 \t 5448 \t 1 \t 1303 \t 0 \t 1\n", + "2 \t 5448 \t 1303 \t 4 \t 236 \t 1 \t -5\n", + "3 \t 1303 \t 236 \t 5 \t 123 \t -1 \t 6\n", + "4 \t 236 \t 123 \t 1 \t 113 \t 5 \t -29\n", + "5 \t 123 \t 113 \t 1 \t 10 \t -26 \t 151\n", + "6 \t 113 \t 10 \t 11 \t 3 \t 31 \t -180\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -57 \t 331\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 658 \t -3821\n", + "\t\t\t\t\t -2031 \t 11794\n", + "GCD(39203, 6751) = 1, with coefficients -2031 and 11794 such that 1 = (-2031)*39203 + (11794)*6751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6752 \t 5 \t 5443 \t 1 \t 0\n", + "1 \t 6752 \t 5443 \t 1 \t 1309 \t 0 \t 1\n", + "2 \t 5443 \t 1309 \t 4 \t 207 \t 1 \t -5\n", + "3 \t 1309 \t 207 \t 6 \t 67 \t -1 \t 6\n", + "4 \t 207 \t 67 \t 3 \t 6 \t 5 \t -29\n", + "5 \t 67 \t 6 \t 11 \t 1 \t -31 \t 180\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 98 \t -569\n", + "\t\t\t\t\t -1109 \t 6439\n", + "GCD(39203, 6752) = 1, with coefficients -1109 and 6439 such that 1 = (-1109)*39203 + (6439)*6752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6753 \t 5 \t 5438 \t 1 \t 0\n", + "1 \t 6753 \t 5438 \t 1 \t 1315 \t 0 \t 1\n", + "2 \t 5438 \t 1315 \t 4 \t 178 \t 1 \t -5\n", + "3 \t 1315 \t 178 \t 7 \t 69 \t -1 \t 6\n", + "4 \t 178 \t 69 \t 2 \t 40 \t 5 \t -29\n", + "5 \t 69 \t 40 \t 1 \t 29 \t -36 \t 209\n", + "6 \t 40 \t 29 \t 1 \t 11 \t 77 \t -447\n", + "7 \t 29 \t 11 \t 2 \t 7 \t -113 \t 656\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 190 \t -1103\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -493 \t 2862\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 683 \t -3965\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1176 \t 6827\n", + "\t\t\t\t\t 1859 \t -10792\n", + "GCD(39203, 6753) = 1, with coefficients 1859 and -10792 such that 1 = (1859)*39203 + (-10792)*6753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6754 \t 5 \t 5433 \t 1 \t 0\n", + "1 \t 6754 \t 5433 \t 1 \t 1321 \t 0 \t 1\n", + "2 \t 5433 \t 1321 \t 4 \t 149 \t 1 \t -5\n", + "3 \t 1321 \t 149 \t 8 \t 129 \t -1 \t 6\n", + "4 \t 149 \t 129 \t 1 \t 20 \t 5 \t -29\n", + "5 \t 129 \t 20 \t 6 \t 9 \t -41 \t 238\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 46 \t -267\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -317 \t 1840\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 680 \t -3947\n", + "\t\t\t\t\t -3037 \t 17628\n", + "GCD(39203, 6754) = 1, with coefficients -3037 and 17628 such that 1 = (-3037)*39203 + (17628)*6754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6755 \t 5 \t 5428 \t 1 \t 0\n", + "1 \t 6755 \t 5428 \t 1 \t 1327 \t 0 \t 1\n", + "2 \t 5428 \t 1327 \t 4 \t 120 \t 1 \t -5\n", + "3 \t 1327 \t 120 \t 11 \t 7 \t -1 \t 6\n", + "4 \t 120 \t 7 \t 17 \t 1 \t 5 \t -29\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -56 \t 325\n", + "\t\t\t\t\t 957 \t -5554\n", + "GCD(39203, 6755) = 1, with coefficients 957 and -5554 such that 1 = (957)*39203 + (-5554)*6755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6756 \t 5 \t 5423 \t 1 \t 0\n", + "1 \t 6756 \t 5423 \t 1 \t 1333 \t 0 \t 1\n", + "2 \t 5423 \t 1333 \t 4 \t 91 \t 1 \t -5\n", + "3 \t 1333 \t 91 \t 14 \t 59 \t -1 \t 6\n", + "4 \t 91 \t 59 \t 1 \t 32 \t 5 \t -29\n", + "5 \t 59 \t 32 \t 1 \t 27 \t -71 \t 412\n", + "6 \t 32 \t 27 \t 1 \t 5 \t 76 \t -441\n", + "7 \t 27 \t 5 \t 5 \t 2 \t -147 \t 853\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 223 \t -1294\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1262 \t 7323\n", + "\t\t\t\t\t 2747 \t -15940\n", + "GCD(39203, 6756) = 1, with coefficients 2747 and -15940 such that 1 = (2747)*39203 + (-15940)*6756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6757 \t 5 \t 5418 \t 1 \t 0\n", + "1 \t 6757 \t 5418 \t 1 \t 1339 \t 0 \t 1\n", + "2 \t 5418 \t 1339 \t 4 \t 62 \t 1 \t -5\n", + "3 \t 1339 \t 62 \t 21 \t 37 \t -1 \t 6\n", + "4 \t 62 \t 37 \t 1 \t 25 \t 5 \t -29\n", + "5 \t 37 \t 25 \t 1 \t 12 \t -106 \t 615\n", + "6 \t 25 \t 12 \t 2 \t 1 \t 111 \t -644\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -217 \t 1259\n", + "\t\t\t\t\t 545 \t -3162\n", + "GCD(39203, 6757) = 1, with coefficients 545 and -3162 such that 1 = (545)*39203 + (-3162)*6757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6758 \t 5 \t 5413 \t 1 \t 0\n", + "1 \t 6758 \t 5413 \t 1 \t 1345 \t 0 \t 1\n", + "2 \t 5413 \t 1345 \t 4 \t 33 \t 1 \t -5\n", + "3 \t 1345 \t 33 \t 40 \t 25 \t -1 \t 6\n", + "4 \t 33 \t 25 \t 1 \t 8 \t 5 \t -29\n", + "5 \t 25 \t 8 \t 3 \t 1 \t -201 \t 1166\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 206 \t -1195\n", + "\t\t\t\t\t -819 \t 4751\n", + "GCD(39203, 6758) = 1, with coefficients -819 and 4751 such that 1 = (-819)*39203 + (4751)*6758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6759 \t 5 \t 5408 \t 1 \t 0\n", + "1 \t 6759 \t 5408 \t 1 \t 1351 \t 0 \t 1\n", + "2 \t 5408 \t 1351 \t 4 \t 4 \t 1 \t -5\n", + "3 \t 1351 \t 4 \t 337 \t 3 \t -1 \t 6\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 5 \t -29\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1686 \t 9779\n", + "\t\t\t\t\t 1691 \t -9808\n", + "GCD(39203, 6759) = 1, with coefficients 1691 and -9808 such that 1 = (1691)*39203 + (-9808)*6759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6760 \t 5 \t 5403 \t 1 \t 0\n", + "1 \t 6760 \t 5403 \t 1 \t 1357 \t 0 \t 1\n", + "2 \t 5403 \t 1357 \t 3 \t 1332 \t 1 \t -5\n", + "3 \t 1357 \t 1332 \t 1 \t 25 \t -1 \t 6\n", + "4 \t 1332 \t 25 \t 53 \t 7 \t 4 \t -23\n", + "5 \t 25 \t 7 \t 3 \t 4 \t -5 \t 29\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 269 \t -1560\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -812 \t 4709\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1081 \t -6269\n", + "\t\t\t\t\t -1893 \t 10978\n", + "GCD(39203, 6760) = 1, with coefficients -1893 and 10978 such that 1 = (-1893)*39203 + (10978)*6760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6761 \t 5 \t 5398 \t 1 \t 0\n", + "1 \t 6761 \t 5398 \t 1 \t 1363 \t 0 \t 1\n", + "2 \t 5398 \t 1363 \t 3 \t 1309 \t 1 \t -5\n", + "3 \t 1363 \t 1309 \t 1 \t 54 \t -1 \t 6\n", + "4 \t 1309 \t 54 \t 24 \t 13 \t 4 \t -23\n", + "5 \t 54 \t 13 \t 4 \t 2 \t -5 \t 29\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 124 \t -719\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -501 \t 2905\n", + "\t\t\t\t\t 3130 \t -18149\n", + "GCD(39203, 6761) = 1, with coefficients 3130 and -18149 such that 1 = (3130)*39203 + (-18149)*6761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6762 \t 5 \t 5393 \t 1 \t 0\n", + "1 \t 6762 \t 5393 \t 1 \t 1369 \t 0 \t 1\n", + "2 \t 5393 \t 1369 \t 3 \t 1286 \t 1 \t -5\n", + "3 \t 1369 \t 1286 \t 1 \t 83 \t -1 \t 6\n", + "4 \t 1286 \t 83 \t 15 \t 41 \t 4 \t -23\n", + "5 \t 83 \t 41 \t 2 \t 1 \t -5 \t 29\n", + "6 \t 41 \t 1 \t 41 \t 0 \t 79 \t -458\n", + "\t\t\t\t\t -163 \t 945\n", + "GCD(39203, 6762) = 1, with coefficients -163 and 945 such that 1 = (-163)*39203 + (945)*6762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6763 \t 5 \t 5388 \t 1 \t 0\n", + "1 \t 6763 \t 5388 \t 1 \t 1375 \t 0 \t 1\n", + "2 \t 5388 \t 1375 \t 3 \t 1263 \t 1 \t -5\n", + "3 \t 1375 \t 1263 \t 1 \t 112 \t -1 \t 6\n", + "4 \t 1263 \t 112 \t 11 \t 31 \t 4 \t -23\n", + "5 \t 112 \t 31 \t 3 \t 19 \t -5 \t 29\n", + "6 \t 31 \t 19 \t 1 \t 12 \t 59 \t -342\n", + "7 \t 19 \t 12 \t 1 \t 7 \t -182 \t 1055\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 241 \t -1397\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -423 \t 2452\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 664 \t -3849\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1087 \t 6301\n", + "\t\t\t\t\t 2838 \t -16451\n", + "GCD(39203, 6763) = 1, with coefficients 2838 and -16451 such that 1 = (2838)*39203 + (-16451)*6763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6764 \t 5 \t 5383 \t 1 \t 0\n", + "1 \t 6764 \t 5383 \t 1 \t 1381 \t 0 \t 1\n", + "2 \t 5383 \t 1381 \t 3 \t 1240 \t 1 \t -5\n", + "3 \t 1381 \t 1240 \t 1 \t 141 \t -1 \t 6\n", + "4 \t 1240 \t 141 \t 8 \t 112 \t 4 \t -23\n", + "5 \t 141 \t 112 \t 1 \t 29 \t -5 \t 29\n", + "6 \t 112 \t 29 \t 3 \t 25 \t 44 \t -255\n", + "7 \t 29 \t 25 \t 1 \t 4 \t -49 \t 284\n", + "8 \t 25 \t 4 \t 6 \t 1 \t 191 \t -1107\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -240 \t 1391\n", + "\t\t\t\t\t 1631 \t -9453\n", + "GCD(39203, 6764) = 1, with coefficients 1631 and -9453 such that 1 = (1631)*39203 + (-9453)*6764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6765 \t 5 \t 5378 \t 1 \t 0\n", + "1 \t 6765 \t 5378 \t 1 \t 1387 \t 0 \t 1\n", + "2 \t 5378 \t 1387 \t 3 \t 1217 \t 1 \t -5\n", + "3 \t 1387 \t 1217 \t 1 \t 170 \t -1 \t 6\n", + "4 \t 1217 \t 170 \t 7 \t 27 \t 4 \t -23\n", + "5 \t 170 \t 27 \t 6 \t 8 \t -5 \t 29\n", + "6 \t 27 \t 8 \t 3 \t 3 \t 39 \t -226\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -239 \t 1385\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 756 \t -4381\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1751 \t 10147\n", + "\t\t\t\t\t 2507 \t -14528\n", + "GCD(39203, 6765) = 1, with coefficients 2507 and -14528 such that 1 = (2507)*39203 + (-14528)*6765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6766 \t 5 \t 5373 \t 1 \t 0\n", + "1 \t 6766 \t 5373 \t 1 \t 1393 \t 0 \t 1\n", + "2 \t 5373 \t 1393 \t 3 \t 1194 \t 1 \t -5\n", + "3 \t 1393 \t 1194 \t 1 \t 199 \t -1 \t 6\n", + "4 \t 1194 \t 199 \t 6 \t 0 \t 4 \t -23\n", + "\t\t\t\t\t -5 \t 29\n", + "GCD(39203, 6766) = 199, with coefficients -5 and 29 such that 199 = (-5)*39203 + (29)*6766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6767 \t 5 \t 5368 \t 1 \t 0\n", + "1 \t 6767 \t 5368 \t 1 \t 1399 \t 0 \t 1\n", + "2 \t 5368 \t 1399 \t 3 \t 1171 \t 1 \t -5\n", + "3 \t 1399 \t 1171 \t 1 \t 228 \t -1 \t 6\n", + "4 \t 1171 \t 228 \t 5 \t 31 \t 4 \t -23\n", + "5 \t 228 \t 31 \t 7 \t 11 \t -5 \t 29\n", + "6 \t 31 \t 11 \t 2 \t 9 \t 29 \t -168\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -208 \t 1205\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 445 \t -2578\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -653 \t 3783\n", + "\t\t\t\t\t 3057 \t -17710\n", + "GCD(39203, 6767) = 1, with coefficients 3057 and -17710 such that 1 = (3057)*39203 + (-17710)*6767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6768 \t 5 \t 5363 \t 1 \t 0\n", + "1 \t 6768 \t 5363 \t 1 \t 1405 \t 0 \t 1\n", + "2 \t 5363 \t 1405 \t 3 \t 1148 \t 1 \t -5\n", + "3 \t 1405 \t 1148 \t 1 \t 257 \t -1 \t 6\n", + "4 \t 1148 \t 257 \t 4 \t 120 \t 4 \t -23\n", + "5 \t 257 \t 120 \t 2 \t 17 \t -5 \t 29\n", + "6 \t 120 \t 17 \t 7 \t 1 \t 24 \t -139\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -53 \t 307\n", + "\t\t\t\t\t 395 \t -2288\n", + "GCD(39203, 6768) = 1, with coefficients 395 and -2288 such that 1 = (395)*39203 + (-2288)*6768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6769 \t 5 \t 5358 \t 1 \t 0\n", + "1 \t 6769 \t 5358 \t 1 \t 1411 \t 0 \t 1\n", + "2 \t 5358 \t 1411 \t 3 \t 1125 \t 1 \t -5\n", + "3 \t 1411 \t 1125 \t 1 \t 286 \t -1 \t 6\n", + "4 \t 1125 \t 286 \t 3 \t 267 \t 4 \t -23\n", + "5 \t 286 \t 267 \t 1 \t 19 \t -5 \t 29\n", + "6 \t 267 \t 19 \t 14 \t 1 \t 19 \t -110\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -24 \t 139\n", + "\t\t\t\t\t 355 \t -2056\n", + "GCD(39203, 6769) = 1, with coefficients 355 and -2056 such that 1 = (355)*39203 + (-2056)*6769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6770 \t 5 \t 5353 \t 1 \t 0\n", + "1 \t 6770 \t 5353 \t 1 \t 1417 \t 0 \t 1\n", + "2 \t 5353 \t 1417 \t 3 \t 1102 \t 1 \t -5\n", + "3 \t 1417 \t 1102 \t 1 \t 315 \t -1 \t 6\n", + "4 \t 1102 \t 315 \t 3 \t 157 \t 4 \t -23\n", + "5 \t 315 \t 157 \t 2 \t 1 \t -5 \t 29\n", + "6 \t 157 \t 1 \t 157 \t 0 \t 19 \t -110\n", + "\t\t\t\t\t -43 \t 249\n", + "GCD(39203, 6770) = 1, with coefficients -43 and 249 such that 1 = (-43)*39203 + (249)*6770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6771 \t 5 \t 5348 \t 1 \t 0\n", + "1 \t 6771 \t 5348 \t 1 \t 1423 \t 0 \t 1\n", + "2 \t 5348 \t 1423 \t 3 \t 1079 \t 1 \t -5\n", + "3 \t 1423 \t 1079 \t 1 \t 344 \t -1 \t 6\n", + "4 \t 1079 \t 344 \t 3 \t 47 \t 4 \t -23\n", + "5 \t 344 \t 47 \t 7 \t 15 \t -5 \t 29\n", + "6 \t 47 \t 15 \t 3 \t 2 \t 19 \t -110\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -138 \t 799\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 433 \t -2507\n", + "\t\t\t\t\t -3169 \t 18348\n", + "GCD(39203, 6771) = 1, with coefficients -3169 and 18348 such that 1 = (-3169)*39203 + (18348)*6771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6772 \t 5 \t 5343 \t 1 \t 0\n", + "1 \t 6772 \t 5343 \t 1 \t 1429 \t 0 \t 1\n", + "2 \t 5343 \t 1429 \t 3 \t 1056 \t 1 \t -5\n", + "3 \t 1429 \t 1056 \t 1 \t 373 \t -1 \t 6\n", + "4 \t 1056 \t 373 \t 2 \t 310 \t 4 \t -23\n", + "5 \t 373 \t 310 \t 1 \t 63 \t -5 \t 29\n", + "6 \t 310 \t 63 \t 4 \t 58 \t 14 \t -81\n", + "7 \t 63 \t 58 \t 1 \t 5 \t -19 \t 110\n", + "8 \t 58 \t 5 \t 11 \t 3 \t 90 \t -521\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -109 \t 631\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1289 \t -7462\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1398 \t 8093\n", + "\t\t\t\t\t 2687 \t -15555\n", + "GCD(39203, 6772) = 1, with coefficients 2687 and -15555 such that 1 = (2687)*39203 + (-15555)*6772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6773 \t 5 \t 5338 \t 1 \t 0\n", + "1 \t 6773 \t 5338 \t 1 \t 1435 \t 0 \t 1\n", + "2 \t 5338 \t 1435 \t 3 \t 1033 \t 1 \t -5\n", + "3 \t 1435 \t 1033 \t 1 \t 402 \t -1 \t 6\n", + "4 \t 1033 \t 402 \t 2 \t 229 \t 4 \t -23\n", + "5 \t 402 \t 229 \t 1 \t 173 \t -5 \t 29\n", + "6 \t 229 \t 173 \t 1 \t 56 \t 14 \t -81\n", + "7 \t 173 \t 56 \t 3 \t 5 \t -19 \t 110\n", + "8 \t 56 \t 5 \t 11 \t 1 \t 33 \t -191\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -118 \t 683\n", + "\t\t\t\t\t 1331 \t -7704\n", + "GCD(39203, 6773) = 1, with coefficients 1331 and -7704 such that 1 = (1331)*39203 + (-7704)*6773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6774 \t 5 \t 5333 \t 1 \t 0\n", + "1 \t 6774 \t 5333 \t 1 \t 1441 \t 0 \t 1\n", + "2 \t 5333 \t 1441 \t 3 \t 1010 \t 1 \t -5\n", + "3 \t 1441 \t 1010 \t 1 \t 431 \t -1 \t 6\n", + "4 \t 1010 \t 431 \t 2 \t 148 \t 4 \t -23\n", + "5 \t 431 \t 148 \t 2 \t 135 \t -5 \t 29\n", + "6 \t 148 \t 135 \t 1 \t 13 \t 14 \t -81\n", + "7 \t 135 \t 13 \t 10 \t 5 \t -33 \t 191\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 47 \t -272\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -503 \t 2911\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1053 \t -6094\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1556 \t 9005\n", + "\t\t\t\t\t 2609 \t -15099\n", + "GCD(39203, 6774) = 1, with coefficients 2609 and -15099 such that 1 = (2609)*39203 + (-15099)*6774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6775 \t 5 \t 5328 \t 1 \t 0\n", + "1 \t 6775 \t 5328 \t 1 \t 1447 \t 0 \t 1\n", + "2 \t 5328 \t 1447 \t 3 \t 987 \t 1 \t -5\n", + "3 \t 1447 \t 987 \t 1 \t 460 \t -1 \t 6\n", + "4 \t 987 \t 460 \t 2 \t 67 \t 4 \t -23\n", + "5 \t 460 \t 67 \t 6 \t 58 \t -5 \t 29\n", + "6 \t 67 \t 58 \t 1 \t 9 \t 14 \t -81\n", + "7 \t 58 \t 9 \t 6 \t 4 \t -89 \t 515\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 103 \t -596\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -707 \t 4091\n", + "\t\t\t\t\t 1517 \t -8778\n", + "GCD(39203, 6775) = 1, with coefficients 1517 and -8778 such that 1 = (1517)*39203 + (-8778)*6775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6776 \t 5 \t 5323 \t 1 \t 0\n", + "1 \t 6776 \t 5323 \t 1 \t 1453 \t 0 \t 1\n", + "2 \t 5323 \t 1453 \t 3 \t 964 \t 1 \t -5\n", + "3 \t 1453 \t 964 \t 1 \t 489 \t -1 \t 6\n", + "4 \t 964 \t 489 \t 1 \t 475 \t 4 \t -23\n", + "5 \t 489 \t 475 \t 1 \t 14 \t -5 \t 29\n", + "6 \t 475 \t 14 \t 33 \t 13 \t 9 \t -52\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -14 \t 81\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 471 \t -2725\n", + "\t\t\t\t\t -485 \t 2806\n", + "GCD(39203, 6776) = 1, with coefficients -485 and 2806 such that 1 = (-485)*39203 + (2806)*6776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6777 \t 5 \t 5318 \t 1 \t 0\n", + "1 \t 6777 \t 5318 \t 1 \t 1459 \t 0 \t 1\n", + "2 \t 5318 \t 1459 \t 3 \t 941 \t 1 \t -5\n", + "3 \t 1459 \t 941 \t 1 \t 518 \t -1 \t 6\n", + "4 \t 941 \t 518 \t 1 \t 423 \t 4 \t -23\n", + "5 \t 518 \t 423 \t 1 \t 95 \t -5 \t 29\n", + "6 \t 423 \t 95 \t 4 \t 43 \t 9 \t -52\n", + "7 \t 95 \t 43 \t 2 \t 9 \t -14 \t 81\n", + "8 \t 43 \t 9 \t 4 \t 7 \t 65 \t -376\n", + "9 \t 9 \t 7 \t 1 \t 2 \t -144 \t 833\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 641 \t -3708\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -785 \t 4541\n", + "\t\t\t\t\t 2996 \t -17331\n", + "GCD(39203, 6777) = 1, with coefficients 2996 and -17331 such that 1 = (2996)*39203 + (-17331)*6777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6778 \t 5 \t 5313 \t 1 \t 0\n", + "1 \t 6778 \t 5313 \t 1 \t 1465 \t 0 \t 1\n", + "2 \t 5313 \t 1465 \t 3 \t 918 \t 1 \t -5\n", + "3 \t 1465 \t 918 \t 1 \t 547 \t -1 \t 6\n", + "4 \t 918 \t 547 \t 1 \t 371 \t 4 \t -23\n", + "5 \t 547 \t 371 \t 1 \t 176 \t -5 \t 29\n", + "6 \t 371 \t 176 \t 2 \t 19 \t 9 \t -52\n", + "7 \t 176 \t 19 \t 9 \t 5 \t -14 \t 81\n", + "8 \t 19 \t 5 \t 3 \t 4 \t 37 \t -214\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -347 \t 2007\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1078 \t -6235\n", + "\t\t\t\t\t -1425 \t 8242\n", + "GCD(39203, 6778) = 1, with coefficients -1425 and 8242 such that 1 = (-1425)*39203 + (8242)*6778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6779 \t 5 \t 5308 \t 1 \t 0\n", + "1 \t 6779 \t 5308 \t 1 \t 1471 \t 0 \t 1\n", + "2 \t 5308 \t 1471 \t 3 \t 895 \t 1 \t -5\n", + "3 \t 1471 \t 895 \t 1 \t 576 \t -1 \t 6\n", + "4 \t 895 \t 576 \t 1 \t 319 \t 4 \t -23\n", + "5 \t 576 \t 319 \t 1 \t 257 \t -5 \t 29\n", + "6 \t 319 \t 257 \t 1 \t 62 \t 9 \t -52\n", + "7 \t 257 \t 62 \t 4 \t 9 \t -14 \t 81\n", + "8 \t 62 \t 9 \t 6 \t 8 \t 23 \t -133\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -106 \t 613\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 659 \t -3811\n", + "\t\t\t\t\t -765 \t 4424\n", + "GCD(39203, 6779) = 1, with coefficients -765 and 4424 such that 1 = (-765)*39203 + (4424)*6779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6780 \t 5 \t 5303 \t 1 \t 0\n", + "1 \t 6780 \t 5303 \t 1 \t 1477 \t 0 \t 1\n", + "2 \t 5303 \t 1477 \t 3 \t 872 \t 1 \t -5\n", + "3 \t 1477 \t 872 \t 1 \t 605 \t -1 \t 6\n", + "4 \t 872 \t 605 \t 1 \t 267 \t 4 \t -23\n", + "5 \t 605 \t 267 \t 2 \t 71 \t -5 \t 29\n", + "6 \t 267 \t 71 \t 3 \t 54 \t 9 \t -52\n", + "7 \t 71 \t 54 \t 1 \t 17 \t -23 \t 133\n", + "8 \t 54 \t 17 \t 3 \t 3 \t 78 \t -451\n", + "9 \t 17 \t 3 \t 5 \t 2 \t -101 \t 584\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 381 \t -2203\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2006 \t 11599\n", + "\t\t\t\t\t 2387 \t -13802\n", + "GCD(39203, 6780) = 1, with coefficients 2387 and -13802 such that 1 = (2387)*39203 + (-13802)*6780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6781 \t 5 \t 5298 \t 1 \t 0\n", + "1 \t 6781 \t 5298 \t 1 \t 1483 \t 0 \t 1\n", + "2 \t 5298 \t 1483 \t 3 \t 849 \t 1 \t -5\n", + "3 \t 1483 \t 849 \t 1 \t 634 \t -1 \t 6\n", + "4 \t 849 \t 634 \t 1 \t 215 \t 4 \t -23\n", + "5 \t 634 \t 215 \t 2 \t 204 \t -5 \t 29\n", + "6 \t 215 \t 204 \t 1 \t 11 \t 9 \t -52\n", + "7 \t 204 \t 11 \t 18 \t 6 \t -23 \t 133\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 32 \t -185\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -599 \t 3463\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 631 \t -3648\n", + "\t\t\t\t\t -1230 \t 7111\n", + "GCD(39203, 6781) = 1, with coefficients -1230 and 7111 such that 1 = (-1230)*39203 + (7111)*6781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6782 \t 5 \t 5293 \t 1 \t 0\n", + "1 \t 6782 \t 5293 \t 1 \t 1489 \t 0 \t 1\n", + "2 \t 5293 \t 1489 \t 3 \t 826 \t 1 \t -5\n", + "3 \t 1489 \t 826 \t 1 \t 663 \t -1 \t 6\n", + "4 \t 826 \t 663 \t 1 \t 163 \t 4 \t -23\n", + "5 \t 663 \t 163 \t 4 \t 11 \t -5 \t 29\n", + "6 \t 163 \t 11 \t 14 \t 9 \t 9 \t -52\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -41 \t 237\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 583 \t -3370\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -624 \t 3607\n", + "\t\t\t\t\t 3079 \t -17798\n", + "GCD(39203, 6782) = 1, with coefficients 3079 and -17798 such that 1 = (3079)*39203 + (-17798)*6782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6783 \t 5 \t 5288 \t 1 \t 0\n", + "1 \t 6783 \t 5288 \t 1 \t 1495 \t 0 \t 1\n", + "2 \t 5288 \t 1495 \t 3 \t 803 \t 1 \t -5\n", + "3 \t 1495 \t 803 \t 1 \t 692 \t -1 \t 6\n", + "4 \t 803 \t 692 \t 1 \t 111 \t 4 \t -23\n", + "5 \t 692 \t 111 \t 6 \t 26 \t -5 \t 29\n", + "6 \t 111 \t 26 \t 4 \t 7 \t 9 \t -52\n", + "7 \t 26 \t 7 \t 3 \t 5 \t -59 \t 341\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 245 \t -1416\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -794 \t 4589\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1039 \t -6005\n", + "\t\t\t\t\t -2872 \t 16599\n", + "GCD(39203, 6783) = 1, with coefficients -2872 and 16599 such that 1 = (-2872)*39203 + (16599)*6783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6784 \t 5 \t 5283 \t 1 \t 0\n", + "1 \t 6784 \t 5283 \t 1 \t 1501 \t 0 \t 1\n", + "2 \t 5283 \t 1501 \t 3 \t 780 \t 1 \t -5\n", + "3 \t 1501 \t 780 \t 1 \t 721 \t -1 \t 6\n", + "4 \t 780 \t 721 \t 1 \t 59 \t 4 \t -23\n", + "5 \t 721 \t 59 \t 12 \t 13 \t -5 \t 29\n", + "6 \t 59 \t 13 \t 4 \t 7 \t 9 \t -52\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -113 \t 653\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 461 \t -2664\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -574 \t 3317\n", + "\t\t\t\t\t 1035 \t -5981\n", + "GCD(39203, 6784) = 1, with coefficients 1035 and -5981 such that 1 = (1035)*39203 + (-5981)*6784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6785 \t 5 \t 5278 \t 1 \t 0\n", + "1 \t 6785 \t 5278 \t 1 \t 1507 \t 0 \t 1\n", + "2 \t 5278 \t 1507 \t 3 \t 757 \t 1 \t -5\n", + "3 \t 1507 \t 757 \t 1 \t 750 \t -1 \t 6\n", + "4 \t 757 \t 750 \t 1 \t 7 \t 4 \t -23\n", + "5 \t 750 \t 7 \t 107 \t 1 \t -5 \t 29\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 9 \t -52\n", + "\t\t\t\t\t -968 \t 5593\n", + "GCD(39203, 6785) = 1, with coefficients -968 and 5593 such that 1 = (-968)*39203 + (5593)*6785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6786 \t 5 \t 5273 \t 1 \t 0\n", + "1 \t 6786 \t 5273 \t 1 \t 1513 \t 0 \t 1\n", + "2 \t 5273 \t 1513 \t 3 \t 734 \t 1 \t -5\n", + "3 \t 1513 \t 734 \t 2 \t 45 \t -1 \t 6\n", + "4 \t 734 \t 45 \t 16 \t 14 \t 4 \t -23\n", + "5 \t 45 \t 14 \t 3 \t 3 \t -9 \t 52\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 148 \t -855\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -453 \t 2617\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1960 \t -11323\n", + "\t\t\t\t\t -2413 \t 13940\n", + "GCD(39203, 6786) = 1, with coefficients -2413 and 13940 such that 1 = (-2413)*39203 + (13940)*6786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6787 \t 5 \t 5268 \t 1 \t 0\n", + "1 \t 6787 \t 5268 \t 1 \t 1519 \t 0 \t 1\n", + "2 \t 5268 \t 1519 \t 3 \t 711 \t 1 \t -5\n", + "3 \t 1519 \t 711 \t 2 \t 97 \t -1 \t 6\n", + "4 \t 711 \t 97 \t 7 \t 32 \t 4 \t -23\n", + "5 \t 97 \t 32 \t 3 \t 1 \t -9 \t 52\n", + "6 \t 32 \t 1 \t 32 \t 0 \t 67 \t -387\n", + "\t\t\t\t\t -210 \t 1213\n", + "GCD(39203, 6787) = 1, with coefficients -210 and 1213 such that 1 = (-210)*39203 + (1213)*6787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6788 \t 5 \t 5263 \t 1 \t 0\n", + "1 \t 6788 \t 5263 \t 1 \t 1525 \t 0 \t 1\n", + "2 \t 5263 \t 1525 \t 3 \t 688 \t 1 \t -5\n", + "3 \t 1525 \t 688 \t 2 \t 149 \t -1 \t 6\n", + "4 \t 688 \t 149 \t 4 \t 92 \t 4 \t -23\n", + "5 \t 149 \t 92 \t 1 \t 57 \t -9 \t 52\n", + "6 \t 92 \t 57 \t 1 \t 35 \t 40 \t -231\n", + "7 \t 57 \t 35 \t 1 \t 22 \t -49 \t 283\n", + "8 \t 35 \t 22 \t 1 \t 13 \t 89 \t -514\n", + "9 \t 22 \t 13 \t 1 \t 9 \t -138 \t 797\n", + "10 \t 13 \t 9 \t 1 \t 4 \t 227 \t -1311\n", + "11 \t 9 \t 4 \t 2 \t 1 \t -365 \t 2108\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 592 \t -3419\n", + "\t\t\t\t\t -1549 \t 8946\n", + "GCD(39203, 6788) = 1, with coefficients -1549 and 8946 such that 1 = (-1549)*39203 + (8946)*6788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6789 \t 5 \t 5258 \t 1 \t 0\n", + "1 \t 6789 \t 5258 \t 1 \t 1531 \t 0 \t 1\n", + "2 \t 5258 \t 1531 \t 3 \t 665 \t 1 \t -5\n", + "3 \t 1531 \t 665 \t 2 \t 201 \t -1 \t 6\n", + "4 \t 665 \t 201 \t 3 \t 62 \t 4 \t -23\n", + "5 \t 201 \t 62 \t 3 \t 15 \t -9 \t 52\n", + "6 \t 62 \t 15 \t 4 \t 2 \t 31 \t -179\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -102 \t 589\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 439 \t -2535\n", + "\t\t\t\t\t -3175 \t 18334\n", + "GCD(39203, 6789) = 1, with coefficients -3175 and 18334 such that 1 = (-3175)*39203 + (18334)*6789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6790 \t 5 \t 5253 \t 1 \t 0\n", + "1 \t 6790 \t 5253 \t 1 \t 1537 \t 0 \t 1\n", + "2 \t 5253 \t 1537 \t 3 \t 642 \t 1 \t -5\n", + "3 \t 1537 \t 642 \t 2 \t 253 \t -1 \t 6\n", + "4 \t 642 \t 253 \t 2 \t 136 \t 4 \t -23\n", + "5 \t 253 \t 136 \t 1 \t 117 \t -9 \t 52\n", + "6 \t 136 \t 117 \t 1 \t 19 \t 22 \t -127\n", + "7 \t 117 \t 19 \t 6 \t 3 \t -31 \t 179\n", + "8 \t 19 \t 3 \t 6 \t 1 \t 53 \t -306\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -349 \t 2015\n", + "\t\t\t\t\t 2147 \t -12396\n", + "GCD(39203, 6790) = 1, with coefficients 2147 and -12396 such that 1 = (2147)*39203 + (-12396)*6790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6791 \t 5 \t 5248 \t 1 \t 0\n", + "1 \t 6791 \t 5248 \t 1 \t 1543 \t 0 \t 1\n", + "2 \t 5248 \t 1543 \t 3 \t 619 \t 1 \t -5\n", + "3 \t 1543 \t 619 \t 2 \t 305 \t -1 \t 6\n", + "4 \t 619 \t 305 \t 2 \t 9 \t 4 \t -23\n", + "5 \t 305 \t 9 \t 33 \t 8 \t -9 \t 52\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 22 \t -127\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -735 \t 4243\n", + "\t\t\t\t\t 757 \t -4370\n", + "GCD(39203, 6791) = 1, with coefficients 757 and -4370 such that 1 = (757)*39203 + (-4370)*6791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6792 \t 5 \t 5243 \t 1 \t 0\n", + "1 \t 6792 \t 5243 \t 1 \t 1549 \t 0 \t 1\n", + "2 \t 5243 \t 1549 \t 3 \t 596 \t 1 \t -5\n", + "3 \t 1549 \t 596 \t 2 \t 357 \t -1 \t 6\n", + "4 \t 596 \t 357 \t 1 \t 239 \t 4 \t -23\n", + "5 \t 357 \t 239 \t 1 \t 118 \t -9 \t 52\n", + "6 \t 239 \t 118 \t 2 \t 3 \t 13 \t -75\n", + "7 \t 118 \t 3 \t 39 \t 1 \t -22 \t 127\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 57 \t -329\n", + "\t\t\t\t\t -2245 \t 12958\n", + "GCD(39203, 6792) = 1, with coefficients -2245 and 12958 such that 1 = (-2245)*39203 + (12958)*6792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6793 \t 5 \t 5238 \t 1 \t 0\n", + "1 \t 6793 \t 5238 \t 1 \t 1555 \t 0 \t 1\n", + "2 \t 5238 \t 1555 \t 3 \t 573 \t 1 \t -5\n", + "3 \t 1555 \t 573 \t 2 \t 409 \t -1 \t 6\n", + "4 \t 573 \t 409 \t 1 \t 164 \t 4 \t -23\n", + "5 \t 409 \t 164 \t 2 \t 81 \t -9 \t 52\n", + "6 \t 164 \t 81 \t 2 \t 2 \t 13 \t -75\n", + "7 \t 81 \t 2 \t 40 \t 1 \t -35 \t 202\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 83 \t -479\n", + "\t\t\t\t\t -3355 \t 19362\n", + "GCD(39203, 6793) = 1, with coefficients -3355 and 19362 such that 1 = (-3355)*39203 + (19362)*6793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6794 \t 5 \t 5233 \t 1 \t 0\n", + "1 \t 6794 \t 5233 \t 1 \t 1561 \t 0 \t 1\n", + "2 \t 5233 \t 1561 \t 3 \t 550 \t 1 \t -5\n", + "3 \t 1561 \t 550 \t 2 \t 461 \t -1 \t 6\n", + "4 \t 550 \t 461 \t 1 \t 89 \t 4 \t -23\n", + "5 \t 461 \t 89 \t 5 \t 16 \t -9 \t 52\n", + "6 \t 89 \t 16 \t 5 \t 9 \t 13 \t -75\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -74 \t 427\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 383 \t -2210\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -457 \t 2637\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 840 \t -4847\n", + "\t\t\t\t\t -2977 \t 17178\n", + "GCD(39203, 6794) = 1, with coefficients -2977 and 17178 such that 1 = (-2977)*39203 + (17178)*6794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6795 \t 5 \t 5228 \t 1 \t 0\n", + "1 \t 6795 \t 5228 \t 1 \t 1567 \t 0 \t 1\n", + "2 \t 5228 \t 1567 \t 3 \t 527 \t 1 \t -5\n", + "3 \t 1567 \t 527 \t 2 \t 513 \t -1 \t 6\n", + "4 \t 527 \t 513 \t 1 \t 14 \t 4 \t -23\n", + "5 \t 513 \t 14 \t 36 \t 9 \t -9 \t 52\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 13 \t -75\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -477 \t 2752\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 490 \t -2827\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -967 \t 5579\n", + "\t\t\t\t\t 1457 \t -8406\n", + "GCD(39203, 6795) = 1, with coefficients 1457 and -8406 such that 1 = (1457)*39203 + (-8406)*6795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6796 \t 5 \t 5223 \t 1 \t 0\n", + "1 \t 6796 \t 5223 \t 1 \t 1573 \t 0 \t 1\n", + "2 \t 5223 \t 1573 \t 3 \t 504 \t 1 \t -5\n", + "3 \t 1573 \t 504 \t 3 \t 61 \t -1 \t 6\n", + "4 \t 504 \t 61 \t 8 \t 16 \t 4 \t -23\n", + "5 \t 61 \t 16 \t 3 \t 13 \t -13 \t 75\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 108 \t -623\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -337 \t 1944\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 445 \t -2567\n", + "\t\t\t\t\t -2117 \t 12212\n", + "GCD(39203, 6796) = 1, with coefficients -2117 and 12212 such that 1 = (-2117)*39203 + (12212)*6796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6797 \t 5 \t 5218 \t 1 \t 0\n", + "1 \t 6797 \t 5218 \t 1 \t 1579 \t 0 \t 1\n", + "2 \t 5218 \t 1579 \t 3 \t 481 \t 1 \t -5\n", + "3 \t 1579 \t 481 \t 3 \t 136 \t -1 \t 6\n", + "4 \t 481 \t 136 \t 3 \t 73 \t 4 \t -23\n", + "5 \t 136 \t 73 \t 1 \t 63 \t -13 \t 75\n", + "6 \t 73 \t 63 \t 1 \t 10 \t 43 \t -248\n", + "7 \t 63 \t 10 \t 6 \t 3 \t -56 \t 323\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 99 \t -571\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -650 \t 3749\n", + "\t\t\t\t\t 2049 \t -11818\n", + "GCD(39203, 6797) = 1, with coefficients 2049 and -11818 such that 1 = (2049)*39203 + (-11818)*6797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6798 \t 5 \t 5213 \t 1 \t 0\n", + "1 \t 6798 \t 5213 \t 1 \t 1585 \t 0 \t 1\n", + "2 \t 5213 \t 1585 \t 3 \t 458 \t 1 \t -5\n", + "3 \t 1585 \t 458 \t 3 \t 211 \t -1 \t 6\n", + "4 \t 458 \t 211 \t 2 \t 36 \t 4 \t -23\n", + "5 \t 211 \t 36 \t 5 \t 31 \t -13 \t 75\n", + "6 \t 36 \t 31 \t 1 \t 5 \t 30 \t -173\n", + "7 \t 31 \t 5 \t 6 \t 1 \t -163 \t 940\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 193 \t -1113\n", + "\t\t\t\t\t -1321 \t 7618\n", + "GCD(39203, 6798) = 1, with coefficients -1321 and 7618 such that 1 = (-1321)*39203 + (7618)*6798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6799 \t 5 \t 5208 \t 1 \t 0\n", + "1 \t 6799 \t 5208 \t 1 \t 1591 \t 0 \t 1\n", + "2 \t 5208 \t 1591 \t 3 \t 435 \t 1 \t -5\n", + "3 \t 1591 \t 435 \t 3 \t 286 \t -1 \t 6\n", + "4 \t 435 \t 286 \t 1 \t 149 \t 4 \t -23\n", + "5 \t 286 \t 149 \t 1 \t 137 \t -13 \t 75\n", + "6 \t 149 \t 137 \t 1 \t 12 \t 17 \t -98\n", + "7 \t 137 \t 12 \t 11 \t 5 \t -30 \t 173\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 47 \t -271\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -547 \t 3154\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1141 \t -6579\n", + "\t\t\t\t\t -2829 \t 16312\n", + "GCD(39203, 6799) = 1, with coefficients -2829 and 16312 such that 1 = (-2829)*39203 + (16312)*6799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6800 \t 5 \t 5203 \t 1 \t 0\n", + "1 \t 6800 \t 5203 \t 1 \t 1597 \t 0 \t 1\n", + "2 \t 5203 \t 1597 \t 3 \t 412 \t 1 \t -5\n", + "3 \t 1597 \t 412 \t 3 \t 361 \t -1 \t 6\n", + "4 \t 412 \t 361 \t 1 \t 51 \t 4 \t -23\n", + "5 \t 361 \t 51 \t 7 \t 4 \t -13 \t 75\n", + "6 \t 51 \t 4 \t 12 \t 3 \t 17 \t -98\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -132 \t 761\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1601 \t -9230\n", + "\t\t\t\t\t -1733 \t 9991\n", + "GCD(39203, 6800) = 1, with coefficients -1733 and 9991 such that 1 = (-1733)*39203 + (9991)*6800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6801 \t 5 \t 5198 \t 1 \t 0\n", + "1 \t 6801 \t 5198 \t 1 \t 1603 \t 0 \t 1\n", + "2 \t 5198 \t 1603 \t 3 \t 389 \t 1 \t -5\n", + "3 \t 1603 \t 389 \t 4 \t 47 \t -1 \t 6\n", + "4 \t 389 \t 47 \t 8 \t 13 \t 4 \t -23\n", + "5 \t 47 \t 13 \t 3 \t 8 \t -17 \t 98\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 140 \t -807\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -437 \t 2519\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 577 \t -3326\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1014 \t 5845\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1591 \t -9171\n", + "\t\t\t\t\t -2605 \t 15016\n", + "GCD(39203, 6801) = 1, with coefficients -2605 and 15016 such that 1 = (-2605)*39203 + (15016)*6801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6802 \t 5 \t 5193 \t 1 \t 0\n", + "1 \t 6802 \t 5193 \t 1 \t 1609 \t 0 \t 1\n", + "2 \t 5193 \t 1609 \t 3 \t 366 \t 1 \t -5\n", + "3 \t 1609 \t 366 \t 4 \t 145 \t -1 \t 6\n", + "4 \t 366 \t 145 \t 2 \t 76 \t 4 \t -23\n", + "5 \t 145 \t 76 \t 1 \t 69 \t -17 \t 98\n", + "6 \t 76 \t 69 \t 1 \t 7 \t 38 \t -219\n", + "7 \t 69 \t 7 \t 9 \t 6 \t -55 \t 317\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 93 \t -536\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -892 \t 5141\n", + "\t\t\t\t\t 985 \t -5677\n", + "GCD(39203, 6802) = 1, with coefficients 985 and -5677 such that 1 = (985)*39203 + (-5677)*6802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6803 \t 5 \t 5188 \t 1 \t 0\n", + "1 \t 6803 \t 5188 \t 1 \t 1615 \t 0 \t 1\n", + "2 \t 5188 \t 1615 \t 3 \t 343 \t 1 \t -5\n", + "3 \t 1615 \t 343 \t 4 \t 243 \t -1 \t 6\n", + "4 \t 343 \t 243 \t 1 \t 100 \t 4 \t -23\n", + "5 \t 243 \t 100 \t 2 \t 43 \t -17 \t 98\n", + "6 \t 100 \t 43 \t 2 \t 14 \t 21 \t -121\n", + "7 \t 43 \t 14 \t 3 \t 1 \t -59 \t 340\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 139 \t -801\n", + "\t\t\t\t\t -476 \t 2743\n", + "GCD(39203, 6803) = 1, with coefficients -476 and 2743 such that 1 = (-476)*39203 + (2743)*6803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6804 \t 5 \t 5183 \t 1 \t 0\n", + "1 \t 6804 \t 5183 \t 1 \t 1621 \t 0 \t 1\n", + "2 \t 5183 \t 1621 \t 3 \t 320 \t 1 \t -5\n", + "3 \t 1621 \t 320 \t 5 \t 21 \t -1 \t 6\n", + "4 \t 320 \t 21 \t 15 \t 5 \t 4 \t -23\n", + "5 \t 21 \t 5 \t 4 \t 1 \t -21 \t 121\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 319 \t -1838\n", + "\t\t\t\t\t -1297 \t 7473\n", + "GCD(39203, 6804) = 1, with coefficients -1297 and 7473 such that 1 = (-1297)*39203 + (7473)*6804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6805 \t 5 \t 5178 \t 1 \t 0\n", + "1 \t 6805 \t 5178 \t 1 \t 1627 \t 0 \t 1\n", + "2 \t 5178 \t 1627 \t 3 \t 297 \t 1 \t -5\n", + "3 \t 1627 \t 297 \t 5 \t 142 \t -1 \t 6\n", + "4 \t 297 \t 142 \t 2 \t 13 \t 4 \t -23\n", + "5 \t 142 \t 13 \t 10 \t 12 \t -21 \t 121\n", + "6 \t 13 \t 12 \t 1 \t 1 \t 46 \t -265\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -481 \t 2771\n", + "\t\t\t\t\t 527 \t -3036\n", + "GCD(39203, 6805) = 1, with coefficients 527 and -3036 such that 1 = (527)*39203 + (-3036)*6805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6806 \t 5 \t 5173 \t 1 \t 0\n", + "1 \t 6806 \t 5173 \t 1 \t 1633 \t 0 \t 1\n", + "2 \t 5173 \t 1633 \t 3 \t 274 \t 1 \t -5\n", + "3 \t 1633 \t 274 \t 5 \t 263 \t -1 \t 6\n", + "4 \t 274 \t 263 \t 1 \t 11 \t 4 \t -23\n", + "5 \t 263 \t 11 \t 23 \t 10 \t -21 \t 121\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 25 \t -144\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -596 \t 3433\n", + "\t\t\t\t\t 621 \t -3577\n", + "GCD(39203, 6806) = 1, with coefficients 621 and -3577 such that 1 = (621)*39203 + (-3577)*6806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6807 \t 5 \t 5168 \t 1 \t 0\n", + "1 \t 6807 \t 5168 \t 1 \t 1639 \t 0 \t 1\n", + "2 \t 5168 \t 1639 \t 3 \t 251 \t 1 \t -5\n", + "3 \t 1639 \t 251 \t 6 \t 133 \t -1 \t 6\n", + "4 \t 251 \t 133 \t 1 \t 118 \t 4 \t -23\n", + "5 \t 133 \t 118 \t 1 \t 15 \t -25 \t 144\n", + "6 \t 118 \t 15 \t 7 \t 13 \t 29 \t -167\n", + "7 \t 15 \t 13 \t 1 \t 2 \t -54 \t 311\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 407 \t -2344\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -461 \t 2655\n", + "\t\t\t\t\t 3173 \t -18274\n", + "GCD(39203, 6807) = 1, with coefficients 3173 and -18274 such that 1 = (3173)*39203 + (-18274)*6807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6808 \t 5 \t 5163 \t 1 \t 0\n", + "1 \t 6808 \t 5163 \t 1 \t 1645 \t 0 \t 1\n", + "2 \t 5163 \t 1645 \t 3 \t 228 \t 1 \t -5\n", + "3 \t 1645 \t 228 \t 7 \t 49 \t -1 \t 6\n", + "4 \t 228 \t 49 \t 4 \t 32 \t 4 \t -23\n", + "5 \t 49 \t 32 \t 1 \t 17 \t -29 \t 167\n", + "6 \t 32 \t 17 \t 1 \t 15 \t 120 \t -691\n", + "7 \t 17 \t 15 \t 1 \t 2 \t -149 \t 858\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 269 \t -1549\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -418 \t 2407\n", + "\t\t\t\t\t 3195 \t -18398\n", + "GCD(39203, 6808) = 1, with coefficients 3195 and -18398 such that 1 = (3195)*39203 + (-18398)*6808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6809 \t 5 \t 5158 \t 1 \t 0\n", + "1 \t 6809 \t 5158 \t 1 \t 1651 \t 0 \t 1\n", + "2 \t 5158 \t 1651 \t 3 \t 205 \t 1 \t -5\n", + "3 \t 1651 \t 205 \t 8 \t 11 \t -1 \t 6\n", + "4 \t 205 \t 11 \t 18 \t 7 \t 4 \t -23\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -33 \t 190\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 598 \t -3443\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -631 \t 3633\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1229 \t -7076\n", + "\t\t\t\t\t -1860 \t 10709\n", + "GCD(39203, 6809) = 1, with coefficients -1860 and 10709 such that 1 = (-1860)*39203 + (10709)*6809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6810 \t 5 \t 5153 \t 1 \t 0\n", + "1 \t 6810 \t 5153 \t 1 \t 1657 \t 0 \t 1\n", + "2 \t 5153 \t 1657 \t 3 \t 182 \t 1 \t -5\n", + "3 \t 1657 \t 182 \t 9 \t 19 \t -1 \t 6\n", + "4 \t 182 \t 19 \t 9 \t 11 \t 4 \t -23\n", + "5 \t 19 \t 11 \t 1 \t 8 \t -37 \t 213\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 337 \t -1940\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -374 \t 2153\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 711 \t -4093\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1796 \t 10339\n", + "\t\t\t\t\t 2507 \t -14432\n", + "GCD(39203, 6810) = 1, with coefficients 2507 and -14432 such that 1 = (2507)*39203 + (-14432)*6810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6811 \t 5 \t 5148 \t 1 \t 0\n", + "1 \t 6811 \t 5148 \t 1 \t 1663 \t 0 \t 1\n", + "2 \t 5148 \t 1663 \t 3 \t 159 \t 1 \t -5\n", + "3 \t 1663 \t 159 \t 10 \t 73 \t -1 \t 6\n", + "4 \t 159 \t 73 \t 2 \t 13 \t 4 \t -23\n", + "5 \t 73 \t 13 \t 5 \t 8 \t -41 \t 236\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 86 \t -495\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -471 \t 2711\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 557 \t -3206\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1028 \t 5917\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1585 \t -9123\n", + "\t\t\t\t\t -2613 \t 15040\n", + "GCD(39203, 6811) = 1, with coefficients -2613 and 15040 such that 1 = (-2613)*39203 + (15040)*6811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6812 \t 5 \t 5143 \t 1 \t 0\n", + "1 \t 6812 \t 5143 \t 1 \t 1669 \t 0 \t 1\n", + "2 \t 5143 \t 1669 \t 3 \t 136 \t 1 \t -5\n", + "3 \t 1669 \t 136 \t 12 \t 37 \t -1 \t 6\n", + "4 \t 136 \t 37 \t 3 \t 25 \t 4 \t -23\n", + "5 \t 37 \t 25 \t 1 \t 12 \t -49 \t 282\n", + "6 \t 25 \t 12 \t 2 \t 1 \t 151 \t -869\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -200 \t 1151\n", + "\t\t\t\t\t 551 \t -3171\n", + "GCD(39203, 6812) = 1, with coefficients 551 and -3171 such that 1 = (551)*39203 + (-3171)*6812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6813 \t 5 \t 5138 \t 1 \t 0\n", + "1 \t 6813 \t 5138 \t 1 \t 1675 \t 0 \t 1\n", + "2 \t 5138 \t 1675 \t 3 \t 113 \t 1 \t -5\n", + "3 \t 1675 \t 113 \t 14 \t 93 \t -1 \t 6\n", + "4 \t 113 \t 93 \t 1 \t 20 \t 4 \t -23\n", + "5 \t 93 \t 20 \t 4 \t 13 \t -57 \t 328\n", + "6 \t 20 \t 13 \t 1 \t 7 \t 61 \t -351\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -301 \t 1732\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 362 \t -2083\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -663 \t 3815\n", + "\t\t\t\t\t 1025 \t -5898\n", + "GCD(39203, 6813) = 1, with coefficients 1025 and -5898 such that 1 = (1025)*39203 + (-5898)*6813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6814 \t 5 \t 5133 \t 1 \t 0\n", + "1 \t 6814 \t 5133 \t 1 \t 1681 \t 0 \t 1\n", + "2 \t 5133 \t 1681 \t 3 \t 90 \t 1 \t -5\n", + "3 \t 1681 \t 90 \t 18 \t 61 \t -1 \t 6\n", + "4 \t 90 \t 61 \t 1 \t 29 \t 4 \t -23\n", + "5 \t 61 \t 29 \t 2 \t 3 \t -73 \t 420\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 77 \t -443\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -227 \t 1306\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2120 \t -12197\n", + "\t\t\t\t\t -2347 \t 13503\n", + "GCD(39203, 6814) = 1, with coefficients -2347 and 13503 such that 1 = (-2347)*39203 + (13503)*6814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6815 \t 5 \t 5128 \t 1 \t 0\n", + "1 \t 6815 \t 5128 \t 1 \t 1687 \t 0 \t 1\n", + "2 \t 5128 \t 1687 \t 3 \t 67 \t 1 \t -5\n", + "3 \t 1687 \t 67 \t 25 \t 12 \t -1 \t 6\n", + "4 \t 67 \t 12 \t 5 \t 7 \t 4 \t -23\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -101 \t 581\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 509 \t -2928\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -610 \t 3509\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1119 \t -6437\n", + "\t\t\t\t\t -2848 \t 16383\n", + "GCD(39203, 6815) = 1, with coefficients -2848 and 16383 such that 1 = (-2848)*39203 + (16383)*6815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6816 \t 5 \t 5123 \t 1 \t 0\n", + "1 \t 6816 \t 5123 \t 1 \t 1693 \t 0 \t 1\n", + "2 \t 5123 \t 1693 \t 3 \t 44 \t 1 \t -5\n", + "3 \t 1693 \t 44 \t 38 \t 21 \t -1 \t 6\n", + "4 \t 44 \t 21 \t 2 \t 2 \t 4 \t -23\n", + "5 \t 21 \t 2 \t 10 \t 1 \t -153 \t 880\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 310 \t -1783\n", + "\t\t\t\t\t -3253 \t 18710\n", + "GCD(39203, 6816) = 1, with coefficients -3253 and 18710 such that 1 = (-3253)*39203 + (18710)*6816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6817 \t 5 \t 5118 \t 1 \t 0\n", + "1 \t 6817 \t 5118 \t 1 \t 1699 \t 0 \t 1\n", + "2 \t 5118 \t 1699 \t 3 \t 21 \t 1 \t -5\n", + "3 \t 1699 \t 21 \t 80 \t 19 \t -1 \t 6\n", + "4 \t 21 \t 19 \t 1 \t 2 \t 4 \t -23\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -321 \t 1846\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 325 \t -1869\n", + "\t\t\t\t\t -3246 \t 18667\n", + "GCD(39203, 6817) = 1, with coefficients -3246 and 18667 such that 1 = (-3246)*39203 + (18667)*6817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6818 \t 5 \t 5113 \t 1 \t 0\n", + "1 \t 6818 \t 5113 \t 1 \t 1705 \t 0 \t 1\n", + "2 \t 5113 \t 1705 \t 2 \t 1703 \t 1 \t -5\n", + "3 \t 1705 \t 1703 \t 1 \t 2 \t -1 \t 6\n", + "4 \t 1703 \t 2 \t 851 \t 1 \t 3 \t -17\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -4 \t 23\n", + "\t\t\t\t\t 3407 \t -19590\n", + "GCD(39203, 6818) = 1, with coefficients 3407 and -19590 such that 1 = (3407)*39203 + (-19590)*6818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6819 \t 5 \t 5108 \t 1 \t 0\n", + "1 \t 6819 \t 5108 \t 1 \t 1711 \t 0 \t 1\n", + "2 \t 5108 \t 1711 \t 2 \t 1686 \t 1 \t -5\n", + "3 \t 1711 \t 1686 \t 1 \t 25 \t -1 \t 6\n", + "4 \t 1686 \t 25 \t 67 \t 11 \t 3 \t -17\n", + "5 \t 25 \t 11 \t 2 \t 3 \t -4 \t 23\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 271 \t -1558\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -546 \t 3139\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1909 \t -10975\n", + "\t\t\t\t\t -2455 \t 14114\n", + "GCD(39203, 6819) = 1, with coefficients -2455 and 14114 such that 1 = (-2455)*39203 + (14114)*6819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6820 \t 5 \t 5103 \t 1 \t 0\n", + "1 \t 6820 \t 5103 \t 1 \t 1717 \t 0 \t 1\n", + "2 \t 5103 \t 1717 \t 2 \t 1669 \t 1 \t -5\n", + "3 \t 1717 \t 1669 \t 1 \t 48 \t -1 \t 6\n", + "4 \t 1669 \t 48 \t 34 \t 37 \t 3 \t -17\n", + "5 \t 48 \t 37 \t 1 \t 11 \t -4 \t 23\n", + "6 \t 37 \t 11 \t 3 \t 4 \t 139 \t -799\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -143 \t 822\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 568 \t -3265\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1279 \t 7352\n", + "\t\t\t\t\t 1847 \t -10617\n", + "GCD(39203, 6820) = 1, with coefficients 1847 and -10617 such that 1 = (1847)*39203 + (-10617)*6820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6821 \t 5 \t 5098 \t 1 \t 0\n", + "1 \t 6821 \t 5098 \t 1 \t 1723 \t 0 \t 1\n", + "2 \t 5098 \t 1723 \t 2 \t 1652 \t 1 \t -5\n", + "3 \t 1723 \t 1652 \t 1 \t 71 \t -1 \t 6\n", + "4 \t 1652 \t 71 \t 23 \t 19 \t 3 \t -17\n", + "5 \t 71 \t 19 \t 3 \t 14 \t -4 \t 23\n", + "6 \t 19 \t 14 \t 1 \t 5 \t 95 \t -546\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -289 \t 1661\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 384 \t -2207\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1057 \t 6075\n", + "\t\t\t\t\t 1441 \t -8282\n", + "GCD(39203, 6821) = 1, with coefficients 1441 and -8282 such that 1 = (1441)*39203 + (-8282)*6821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6822 \t 5 \t 5093 \t 1 \t 0\n", + "1 \t 6822 \t 5093 \t 1 \t 1729 \t 0 \t 1\n", + "2 \t 5093 \t 1729 \t 2 \t 1635 \t 1 \t -5\n", + "3 \t 1729 \t 1635 \t 1 \t 94 \t -1 \t 6\n", + "4 \t 1635 \t 94 \t 17 \t 37 \t 3 \t -17\n", + "5 \t 94 \t 37 \t 2 \t 20 \t -4 \t 23\n", + "6 \t 37 \t 20 \t 1 \t 17 \t 71 \t -408\n", + "7 \t 20 \t 17 \t 1 \t 3 \t -146 \t 839\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 217 \t -1247\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -363 \t 2086\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2032 \t -11677\n", + "\t\t\t\t\t -2395 \t 13763\n", + "GCD(39203, 6822) = 1, with coefficients -2395 and 13763 such that 1 = (-2395)*39203 + (13763)*6822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6823 \t 5 \t 5088 \t 1 \t 0\n", + "1 \t 6823 \t 5088 \t 1 \t 1735 \t 0 \t 1\n", + "2 \t 5088 \t 1735 \t 2 \t 1618 \t 1 \t -5\n", + "3 \t 1735 \t 1618 \t 1 \t 117 \t -1 \t 6\n", + "4 \t 1618 \t 117 \t 13 \t 97 \t 3 \t -17\n", + "5 \t 117 \t 97 \t 1 \t 20 \t -4 \t 23\n", + "6 \t 97 \t 20 \t 4 \t 17 \t 55 \t -316\n", + "7 \t 20 \t 17 \t 1 \t 3 \t -59 \t 339\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 291 \t -1672\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -350 \t 2011\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2041 \t -11727\n", + "\t\t\t\t\t -2391 \t 13738\n", + "GCD(39203, 6823) = 1, with coefficients -2391 and 13738 such that 1 = (-2391)*39203 + (13738)*6823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6824 \t 5 \t 5083 \t 1 \t 0\n", + "1 \t 6824 \t 5083 \t 1 \t 1741 \t 0 \t 1\n", + "2 \t 5083 \t 1741 \t 2 \t 1601 \t 1 \t -5\n", + "3 \t 1741 \t 1601 \t 1 \t 140 \t -1 \t 6\n", + "4 \t 1601 \t 140 \t 11 \t 61 \t 3 \t -17\n", + "5 \t 140 \t 61 \t 2 \t 18 \t -4 \t 23\n", + "6 \t 61 \t 18 \t 3 \t 7 \t 47 \t -270\n", + "7 \t 18 \t 7 \t 2 \t 4 \t -98 \t 563\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 341 \t -1959\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -780 \t 4481\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1121 \t -6440\n", + "\t\t\t\t\t -1901 \t 10921\n", + "GCD(39203, 6824) = 1, with coefficients -1901 and 10921 such that 1 = (-1901)*39203 + (10921)*6824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6825 \t 5 \t 5078 \t 1 \t 0\n", + "1 \t 6825 \t 5078 \t 1 \t 1747 \t 0 \t 1\n", + "2 \t 5078 \t 1747 \t 2 \t 1584 \t 1 \t -5\n", + "3 \t 1747 \t 1584 \t 1 \t 163 \t -1 \t 6\n", + "4 \t 1584 \t 163 \t 9 \t 117 \t 3 \t -17\n", + "5 \t 163 \t 117 \t 1 \t 46 \t -4 \t 23\n", + "6 \t 117 \t 46 \t 2 \t 25 \t 39 \t -224\n", + "7 \t 46 \t 25 \t 1 \t 21 \t -43 \t 247\n", + "8 \t 25 \t 21 \t 1 \t 4 \t 125 \t -718\n", + "9 \t 21 \t 4 \t 5 \t 1 \t -168 \t 965\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 293 \t -1683\n", + "\t\t\t\t\t -1633 \t 9380\n", + "GCD(39203, 6825) = 1, with coefficients -1633 and 9380 such that 1 = (-1633)*39203 + (9380)*6825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6826 \t 5 \t 5073 \t 1 \t 0\n", + "1 \t 6826 \t 5073 \t 1 \t 1753 \t 0 \t 1\n", + "2 \t 5073 \t 1753 \t 2 \t 1567 \t 1 \t -5\n", + "3 \t 1753 \t 1567 \t 1 \t 186 \t -1 \t 6\n", + "4 \t 1567 \t 186 \t 8 \t 79 \t 3 \t -17\n", + "5 \t 186 \t 79 \t 2 \t 28 \t -4 \t 23\n", + "6 \t 79 \t 28 \t 2 \t 23 \t 35 \t -201\n", + "7 \t 28 \t 23 \t 1 \t 5 \t -74 \t 425\n", + "8 \t 23 \t 5 \t 4 \t 3 \t 183 \t -1051\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -257 \t 1476\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1211 \t -6955\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1468 \t 8431\n", + "\t\t\t\t\t 2679 \t -15386\n", + "GCD(39203, 6826) = 1, with coefficients 2679 and -15386 such that 1 = (2679)*39203 + (-15386)*6826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6827 \t 5 \t 5068 \t 1 \t 0\n", + "1 \t 6827 \t 5068 \t 1 \t 1759 \t 0 \t 1\n", + "2 \t 5068 \t 1759 \t 2 \t 1550 \t 1 \t -5\n", + "3 \t 1759 \t 1550 \t 1 \t 209 \t -1 \t 6\n", + "4 \t 1550 \t 209 \t 7 \t 87 \t 3 \t -17\n", + "5 \t 209 \t 87 \t 2 \t 35 \t -4 \t 23\n", + "6 \t 87 \t 35 \t 2 \t 17 \t 31 \t -178\n", + "7 \t 35 \t 17 \t 2 \t 1 \t -66 \t 379\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 163 \t -936\n", + "\t\t\t\t\t -392 \t 2251\n", + "GCD(39203, 6827) = 1, with coefficients -392 and 2251 such that 1 = (-392)*39203 + (2251)*6827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6828 \t 5 \t 5063 \t 1 \t 0\n", + "1 \t 6828 \t 5063 \t 1 \t 1765 \t 0 \t 1\n", + "2 \t 5063 \t 1765 \t 2 \t 1533 \t 1 \t -5\n", + "3 \t 1765 \t 1533 \t 1 \t 232 \t -1 \t 6\n", + "4 \t 1533 \t 232 \t 6 \t 141 \t 3 \t -17\n", + "5 \t 232 \t 141 \t 1 \t 91 \t -4 \t 23\n", + "6 \t 141 \t 91 \t 1 \t 50 \t 27 \t -155\n", + "7 \t 91 \t 50 \t 1 \t 41 \t -31 \t 178\n", + "8 \t 50 \t 41 \t 1 \t 9 \t 58 \t -333\n", + "9 \t 41 \t 9 \t 4 \t 5 \t -89 \t 511\n", + "10 \t 9 \t 5 \t 1 \t 4 \t 147 \t -844\n", + "11 \t 5 \t 4 \t 1 \t 1 \t -677 \t 3887\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 824 \t -4731\n", + "\t\t\t\t\t -1501 \t 8618\n", + "GCD(39203, 6828) = 1, with coefficients -1501 and 8618 such that 1 = (-1501)*39203 + (8618)*6828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6829 \t 5 \t 5058 \t 1 \t 0\n", + "1 \t 6829 \t 5058 \t 1 \t 1771 \t 0 \t 1\n", + "2 \t 5058 \t 1771 \t 2 \t 1516 \t 1 \t -5\n", + "3 \t 1771 \t 1516 \t 1 \t 255 \t -1 \t 6\n", + "4 \t 1516 \t 255 \t 5 \t 241 \t 3 \t -17\n", + "5 \t 255 \t 241 \t 1 \t 14 \t -4 \t 23\n", + "6 \t 241 \t 14 \t 17 \t 3 \t 23 \t -132\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -27 \t 155\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 482 \t -2767\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1955 \t 11223\n", + "\t\t\t\t\t 2437 \t -13990\n", + "GCD(39203, 6829) = 1, with coefficients 2437 and -13990 such that 1 = (2437)*39203 + (-13990)*6829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6830 \t 5 \t 5053 \t 1 \t 0\n", + "1 \t 6830 \t 5053 \t 1 \t 1777 \t 0 \t 1\n", + "2 \t 5053 \t 1777 \t 2 \t 1499 \t 1 \t -5\n", + "3 \t 1777 \t 1499 \t 1 \t 278 \t -1 \t 6\n", + "4 \t 1499 \t 278 \t 5 \t 109 \t 3 \t -17\n", + "5 \t 278 \t 109 \t 2 \t 60 \t -4 \t 23\n", + "6 \t 109 \t 60 \t 1 \t 49 \t 23 \t -132\n", + "7 \t 60 \t 49 \t 1 \t 11 \t -50 \t 287\n", + "8 \t 49 \t 11 \t 4 \t 5 \t 73 \t -419\n", + "9 \t 11 \t 5 \t 2 \t 1 \t -123 \t 706\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 565 \t -3243\n", + "\t\t\t\t\t -1253 \t 7192\n", + "GCD(39203, 6830) = 1, with coefficients -1253 and 7192 such that 1 = (-1253)*39203 + (7192)*6830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6831 \t 5 \t 5048 \t 1 \t 0\n", + "1 \t 6831 \t 5048 \t 1 \t 1783 \t 0 \t 1\n", + "2 \t 5048 \t 1783 \t 2 \t 1482 \t 1 \t -5\n", + "3 \t 1783 \t 1482 \t 1 \t 301 \t -1 \t 6\n", + "4 \t 1482 \t 301 \t 4 \t 278 \t 3 \t -17\n", + "5 \t 301 \t 278 \t 1 \t 23 \t -4 \t 23\n", + "6 \t 278 \t 23 \t 12 \t 2 \t 19 \t -109\n", + "7 \t 23 \t 2 \t 11 \t 1 \t -23 \t 132\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 295 \t -1693\n", + "\t\t\t\t\t -3268 \t 18755\n", + "GCD(39203, 6831) = 1, with coefficients -3268 and 18755 such that 1 = (-3268)*39203 + (18755)*6831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6832 \t 5 \t 5043 \t 1 \t 0\n", + "1 \t 6832 \t 5043 \t 1 \t 1789 \t 0 \t 1\n", + "2 \t 5043 \t 1789 \t 2 \t 1465 \t 1 \t -5\n", + "3 \t 1789 \t 1465 \t 1 \t 324 \t -1 \t 6\n", + "4 \t 1465 \t 324 \t 4 \t 169 \t 3 \t -17\n", + "5 \t 324 \t 169 \t 1 \t 155 \t -4 \t 23\n", + "6 \t 169 \t 155 \t 1 \t 14 \t 19 \t -109\n", + "7 \t 155 \t 14 \t 11 \t 1 \t -23 \t 132\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 42 \t -241\n", + "\t\t\t\t\t -485 \t 2783\n", + "GCD(39203, 6832) = 1, with coefficients -485 and 2783 such that 1 = (-485)*39203 + (2783)*6832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6833 \t 5 \t 5038 \t 1 \t 0\n", + "1 \t 6833 \t 5038 \t 1 \t 1795 \t 0 \t 1\n", + "2 \t 5038 \t 1795 \t 2 \t 1448 \t 1 \t -5\n", + "3 \t 1795 \t 1448 \t 1 \t 347 \t -1 \t 6\n", + "4 \t 1448 \t 347 \t 4 \t 60 \t 3 \t -17\n", + "5 \t 347 \t 60 \t 5 \t 47 \t -4 \t 23\n", + "6 \t 60 \t 47 \t 1 \t 13 \t 19 \t -109\n", + "7 \t 47 \t 13 \t 3 \t 8 \t -99 \t 568\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 118 \t -677\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -453 \t 2599\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 571 \t -3276\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1024 \t 5875\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1595 \t -9151\n", + "\t\t\t\t\t -2619 \t 15026\n", + "GCD(39203, 6833) = 1, with coefficients -2619 and 15026 such that 1 = (-2619)*39203 + (15026)*6833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6834 \t 5 \t 5033 \t 1 \t 0\n", + "1 \t 6834 \t 5033 \t 1 \t 1801 \t 0 \t 1\n", + "2 \t 5033 \t 1801 \t 2 \t 1431 \t 1 \t -5\n", + "3 \t 1801 \t 1431 \t 1 \t 370 \t -1 \t 6\n", + "4 \t 1431 \t 370 \t 3 \t 321 \t 3 \t -17\n", + "5 \t 370 \t 321 \t 1 \t 49 \t -4 \t 23\n", + "6 \t 321 \t 49 \t 6 \t 27 \t 15 \t -86\n", + "7 \t 49 \t 27 \t 1 \t 22 \t -19 \t 109\n", + "8 \t 27 \t 22 \t 1 \t 5 \t 129 \t -740\n", + "9 \t 22 \t 5 \t 4 \t 2 \t -148 \t 849\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 277 \t -1589\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1256 \t 7205\n", + "\t\t\t\t\t 2789 \t -15999\n", + "GCD(39203, 6834) = 1, with coefficients 2789 and -15999 such that 1 = (2789)*39203 + (-15999)*6834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6835 \t 5 \t 5028 \t 1 \t 0\n", + "1 \t 6835 \t 5028 \t 1 \t 1807 \t 0 \t 1\n", + "2 \t 5028 \t 1807 \t 2 \t 1414 \t 1 \t -5\n", + "3 \t 1807 \t 1414 \t 1 \t 393 \t -1 \t 6\n", + "4 \t 1414 \t 393 \t 3 \t 235 \t 3 \t -17\n", + "5 \t 393 \t 235 \t 1 \t 158 \t -4 \t 23\n", + "6 \t 235 \t 158 \t 1 \t 77 \t 15 \t -86\n", + "7 \t 158 \t 77 \t 2 \t 4 \t -19 \t 109\n", + "8 \t 77 \t 4 \t 19 \t 1 \t 34 \t -195\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -87 \t 499\n", + "\t\t\t\t\t 1687 \t -9676\n", + "GCD(39203, 6835) = 1, with coefficients 1687 and -9676 such that 1 = (1687)*39203 + (-9676)*6835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6836 \t 5 \t 5023 \t 1 \t 0\n", + "1 \t 6836 \t 5023 \t 1 \t 1813 \t 0 \t 1\n", + "2 \t 5023 \t 1813 \t 2 \t 1397 \t 1 \t -5\n", + "3 \t 1813 \t 1397 \t 1 \t 416 \t -1 \t 6\n", + "4 \t 1397 \t 416 \t 3 \t 149 \t 3 \t -17\n", + "5 \t 416 \t 149 \t 2 \t 118 \t -4 \t 23\n", + "6 \t 149 \t 118 \t 1 \t 31 \t 15 \t -86\n", + "7 \t 118 \t 31 \t 3 \t 25 \t -34 \t 195\n", + "8 \t 31 \t 25 \t 1 \t 6 \t 49 \t -281\n", + "9 \t 25 \t 6 \t 4 \t 1 \t -181 \t 1038\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 230 \t -1319\n", + "\t\t\t\t\t -1101 \t 6314\n", + "GCD(39203, 6836) = 1, with coefficients -1101 and 6314 such that 1 = (-1101)*39203 + (6314)*6836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6837 \t 5 \t 5018 \t 1 \t 0\n", + "1 \t 6837 \t 5018 \t 1 \t 1819 \t 0 \t 1\n", + "2 \t 5018 \t 1819 \t 2 \t 1380 \t 1 \t -5\n", + "3 \t 1819 \t 1380 \t 1 \t 439 \t -1 \t 6\n", + "4 \t 1380 \t 439 \t 3 \t 63 \t 3 \t -17\n", + "5 \t 439 \t 63 \t 6 \t 61 \t -4 \t 23\n", + "6 \t 63 \t 61 \t 1 \t 2 \t 15 \t -86\n", + "7 \t 61 \t 2 \t 30 \t 1 \t -94 \t 539\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 109 \t -625\n", + "\t\t\t\t\t -3364 \t 19289\n", + "GCD(39203, 6837) = 1, with coefficients -3364 and 19289 such that 1 = (-3364)*39203 + (19289)*6837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6838 \t 5 \t 5013 \t 1 \t 0\n", + "1 \t 6838 \t 5013 \t 1 \t 1825 \t 0 \t 1\n", + "2 \t 5013 \t 1825 \t 2 \t 1363 \t 1 \t -5\n", + "3 \t 1825 \t 1363 \t 1 \t 462 \t -1 \t 6\n", + "4 \t 1363 \t 462 \t 2 \t 439 \t 3 \t -17\n", + "5 \t 462 \t 439 \t 1 \t 23 \t -4 \t 23\n", + "6 \t 439 \t 23 \t 19 \t 2 \t 11 \t -63\n", + "7 \t 23 \t 2 \t 11 \t 1 \t -15 \t 86\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 296 \t -1697\n", + "\t\t\t\t\t -3271 \t 18753\n", + "GCD(39203, 6838) = 1, with coefficients -3271 and 18753 such that 1 = (-3271)*39203 + (18753)*6838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6839 \t 5 \t 5008 \t 1 \t 0\n", + "1 \t 6839 \t 5008 \t 1 \t 1831 \t 0 \t 1\n", + "2 \t 5008 \t 1831 \t 2 \t 1346 \t 1 \t -5\n", + "3 \t 1831 \t 1346 \t 1 \t 485 \t -1 \t 6\n", + "4 \t 1346 \t 485 \t 2 \t 376 \t 3 \t -17\n", + "5 \t 485 \t 376 \t 1 \t 109 \t -4 \t 23\n", + "6 \t 376 \t 109 \t 3 \t 49 \t 11 \t -63\n", + "7 \t 109 \t 49 \t 2 \t 11 \t -15 \t 86\n", + "8 \t 49 \t 11 \t 4 \t 5 \t 56 \t -321\n", + "9 \t 11 \t 5 \t 2 \t 1 \t -127 \t 728\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 564 \t -3233\n", + "\t\t\t\t\t -1255 \t 7194\n", + "GCD(39203, 6839) = 1, with coefficients -1255 and 7194 such that 1 = (-1255)*39203 + (7194)*6839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6840 \t 5 \t 5003 \t 1 \t 0\n", + "1 \t 6840 \t 5003 \t 1 \t 1837 \t 0 \t 1\n", + "2 \t 5003 \t 1837 \t 2 \t 1329 \t 1 \t -5\n", + "3 \t 1837 \t 1329 \t 1 \t 508 \t -1 \t 6\n", + "4 \t 1329 \t 508 \t 2 \t 313 \t 3 \t -17\n", + "5 \t 508 \t 313 \t 1 \t 195 \t -4 \t 23\n", + "6 \t 313 \t 195 \t 1 \t 118 \t 11 \t -63\n", + "7 \t 195 \t 118 \t 1 \t 77 \t -15 \t 86\n", + "8 \t 118 \t 77 \t 1 \t 41 \t 26 \t -149\n", + "9 \t 77 \t 41 \t 1 \t 36 \t -41 \t 235\n", + "10 \t 41 \t 36 \t 1 \t 5 \t 67 \t -384\n", + "11 \t 36 \t 5 \t 7 \t 1 \t -108 \t 619\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 175 \t -1003\n", + "\t\t\t\t\t -1333 \t 7640\n", + "GCD(39203, 6840) = 1, with coefficients -1333 and 7640 such that 1 = (-1333)*39203 + (7640)*6840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6841 \t 5 \t 4998 \t 1 \t 0\n", + "1 \t 6841 \t 4998 \t 1 \t 1843 \t 0 \t 1\n", + "2 \t 4998 \t 1843 \t 2 \t 1312 \t 1 \t -5\n", + "3 \t 1843 \t 1312 \t 1 \t 531 \t -1 \t 6\n", + "4 \t 1312 \t 531 \t 2 \t 250 \t 3 \t -17\n", + "5 \t 531 \t 250 \t 2 \t 31 \t -4 \t 23\n", + "6 \t 250 \t 31 \t 8 \t 2 \t 11 \t -63\n", + "7 \t 31 \t 2 \t 15 \t 1 \t -26 \t 149\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 219 \t -1255\n", + "\t\t\t\t\t -3311 \t 18974\n", + "GCD(39203, 6841) = 1, with coefficients -3311 and 18974 such that 1 = (-3311)*39203 + (18974)*6841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6842 \t 5 \t 4993 \t 1 \t 0\n", + "1 \t 6842 \t 4993 \t 1 \t 1849 \t 0 \t 1\n", + "2 \t 4993 \t 1849 \t 2 \t 1295 \t 1 \t -5\n", + "3 \t 1849 \t 1295 \t 1 \t 554 \t -1 \t 6\n", + "4 \t 1295 \t 554 \t 2 \t 187 \t 3 \t -17\n", + "5 \t 554 \t 187 \t 2 \t 180 \t -4 \t 23\n", + "6 \t 187 \t 180 \t 1 \t 7 \t 11 \t -63\n", + "7 \t 180 \t 7 \t 25 \t 5 \t -26 \t 149\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 37 \t -212\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -951 \t 5449\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 988 \t -5661\n", + "\t\t\t\t\t -2927 \t 16771\n", + "GCD(39203, 6842) = 1, with coefficients -2927 and 16771 such that 1 = (-2927)*39203 + (16771)*6842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6843 \t 5 \t 4988 \t 1 \t 0\n", + "1 \t 6843 \t 4988 \t 1 \t 1855 \t 0 \t 1\n", + "2 \t 4988 \t 1855 \t 2 \t 1278 \t 1 \t -5\n", + "3 \t 1855 \t 1278 \t 1 \t 577 \t -1 \t 6\n", + "4 \t 1278 \t 577 \t 2 \t 124 \t 3 \t -17\n", + "5 \t 577 \t 124 \t 4 \t 81 \t -4 \t 23\n", + "6 \t 124 \t 81 \t 1 \t 43 \t 11 \t -63\n", + "7 \t 81 \t 43 \t 1 \t 38 \t -48 \t 275\n", + "8 \t 43 \t 38 \t 1 \t 5 \t 59 \t -338\n", + "9 \t 38 \t 5 \t 7 \t 3 \t -107 \t 613\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 166 \t -951\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1269 \t 7270\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1435 \t -8221\n", + "\t\t\t\t\t -2704 \t 15491\n", + "GCD(39203, 6843) = 1, with coefficients -2704 and 15491 such that 1 = (-2704)*39203 + (15491)*6843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6844 \t 5 \t 4983 \t 1 \t 0\n", + "1 \t 6844 \t 4983 \t 1 \t 1861 \t 0 \t 1\n", + "2 \t 4983 \t 1861 \t 2 \t 1261 \t 1 \t -5\n", + "3 \t 1861 \t 1261 \t 1 \t 600 \t -1 \t 6\n", + "4 \t 1261 \t 600 \t 2 \t 61 \t 3 \t -17\n", + "5 \t 600 \t 61 \t 9 \t 51 \t -4 \t 23\n", + "6 \t 61 \t 51 \t 1 \t 10 \t 11 \t -63\n", + "7 \t 51 \t 10 \t 5 \t 1 \t -103 \t 590\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 114 \t -653\n", + "\t\t\t\t\t -673 \t 3855\n", + "GCD(39203, 6844) = 1, with coefficients -673 and 3855 such that 1 = (-673)*39203 + (3855)*6844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6845 \t 5 \t 4978 \t 1 \t 0\n", + "1 \t 6845 \t 4978 \t 1 \t 1867 \t 0 \t 1\n", + "2 \t 4978 \t 1867 \t 2 \t 1244 \t 1 \t -5\n", + "3 \t 1867 \t 1244 \t 1 \t 623 \t -1 \t 6\n", + "4 \t 1244 \t 623 \t 1 \t 621 \t 3 \t -17\n", + "5 \t 623 \t 621 \t 1 \t 2 \t -4 \t 23\n", + "6 \t 621 \t 2 \t 310 \t 1 \t 7 \t -40\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -11 \t 63\n", + "\t\t\t\t\t 3417 \t -19570\n", + "GCD(39203, 6845) = 1, with coefficients 3417 and -19570 such that 1 = (3417)*39203 + (-19570)*6845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6846 \t 5 \t 4973 \t 1 \t 0\n", + "1 \t 6846 \t 4973 \t 1 \t 1873 \t 0 \t 1\n", + "2 \t 4973 \t 1873 \t 2 \t 1227 \t 1 \t -5\n", + "3 \t 1873 \t 1227 \t 1 \t 646 \t -1 \t 6\n", + "4 \t 1227 \t 646 \t 1 \t 581 \t 3 \t -17\n", + "5 \t 646 \t 581 \t 1 \t 65 \t -4 \t 23\n", + "6 \t 581 \t 65 \t 8 \t 61 \t 7 \t -40\n", + "7 \t 65 \t 61 \t 1 \t 4 \t -11 \t 63\n", + "8 \t 61 \t 4 \t 15 \t 1 \t 95 \t -544\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -106 \t 607\n", + "\t\t\t\t\t 1685 \t -9649\n", + "GCD(39203, 6846) = 1, with coefficients 1685 and -9649 such that 1 = (1685)*39203 + (-9649)*6846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6847 \t 5 \t 4968 \t 1 \t 0\n", + "1 \t 6847 \t 4968 \t 1 \t 1879 \t 0 \t 1\n", + "2 \t 4968 \t 1879 \t 2 \t 1210 \t 1 \t -5\n", + "3 \t 1879 \t 1210 \t 1 \t 669 \t -1 \t 6\n", + "4 \t 1210 \t 669 \t 1 \t 541 \t 3 \t -17\n", + "5 \t 669 \t 541 \t 1 \t 128 \t -4 \t 23\n", + "6 \t 541 \t 128 \t 4 \t 29 \t 7 \t -40\n", + "7 \t 128 \t 29 \t 4 \t 12 \t -11 \t 63\n", + "8 \t 29 \t 12 \t 2 \t 5 \t 51 \t -292\n", + "9 \t 12 \t 5 \t 2 \t 2 \t -215 \t 1231\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 481 \t -2754\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1177 \t 6739\n", + "\t\t\t\t\t 2835 \t -16232\n", + "GCD(39203, 6847) = 1, with coefficients 2835 and -16232 such that 1 = (2835)*39203 + (-16232)*6847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6848 \t 5 \t 4963 \t 1 \t 0\n", + "1 \t 6848 \t 4963 \t 1 \t 1885 \t 0 \t 1\n", + "2 \t 4963 \t 1885 \t 2 \t 1193 \t 1 \t -5\n", + "3 \t 1885 \t 1193 \t 1 \t 692 \t -1 \t 6\n", + "4 \t 1193 \t 692 \t 1 \t 501 \t 3 \t -17\n", + "5 \t 692 \t 501 \t 1 \t 191 \t -4 \t 23\n", + "6 \t 501 \t 191 \t 2 \t 119 \t 7 \t -40\n", + "7 \t 191 \t 119 \t 1 \t 72 \t -11 \t 63\n", + "8 \t 119 \t 72 \t 1 \t 47 \t 29 \t -166\n", + "9 \t 72 \t 47 \t 1 \t 25 \t -40 \t 229\n", + "10 \t 47 \t 25 \t 1 \t 22 \t 69 \t -395\n", + "11 \t 25 \t 22 \t 1 \t 3 \t -109 \t 624\n", + "12 \t 22 \t 3 \t 7 \t 1 \t 178 \t -1019\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -287 \t 1643\n", + "\t\t\t\t\t 2187 \t -12520\n", + "GCD(39203, 6848) = 1, with coefficients 2187 and -12520 such that 1 = (2187)*39203 + (-12520)*6848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6849 \t 5 \t 4958 \t 1 \t 0\n", + "1 \t 6849 \t 4958 \t 1 \t 1891 \t 0 \t 1\n", + "2 \t 4958 \t 1891 \t 2 \t 1176 \t 1 \t -5\n", + "3 \t 1891 \t 1176 \t 1 \t 715 \t -1 \t 6\n", + "4 \t 1176 \t 715 \t 1 \t 461 \t 3 \t -17\n", + "5 \t 715 \t 461 \t 1 \t 254 \t -4 \t 23\n", + "6 \t 461 \t 254 \t 1 \t 207 \t 7 \t -40\n", + "7 \t 254 \t 207 \t 1 \t 47 \t -11 \t 63\n", + "8 \t 207 \t 47 \t 4 \t 19 \t 18 \t -103\n", + "9 \t 47 \t 19 \t 2 \t 9 \t -29 \t 166\n", + "10 \t 19 \t 9 \t 2 \t 1 \t 134 \t -767\n", + "11 \t 9 \t 1 \t 9 \t 0 \t -297 \t 1700\n", + "\t\t\t\t\t 728 \t -4167\n", + "GCD(39203, 6849) = 1, with coefficients 728 and -4167 such that 1 = (728)*39203 + (-4167)*6849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6850 \t 5 \t 4953 \t 1 \t 0\n", + "1 \t 6850 \t 4953 \t 1 \t 1897 \t 0 \t 1\n", + "2 \t 4953 \t 1897 \t 2 \t 1159 \t 1 \t -5\n", + "3 \t 1897 \t 1159 \t 1 \t 738 \t -1 \t 6\n", + "4 \t 1159 \t 738 \t 1 \t 421 \t 3 \t -17\n", + "5 \t 738 \t 421 \t 1 \t 317 \t -4 \t 23\n", + "6 \t 421 \t 317 \t 1 \t 104 \t 7 \t -40\n", + "7 \t 317 \t 104 \t 3 \t 5 \t -11 \t 63\n", + "8 \t 104 \t 5 \t 20 \t 4 \t 18 \t -103\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -65 \t 372\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1318 \t -7543\n", + "\t\t\t\t\t -1383 \t 7915\n", + "GCD(39203, 6850) = 1, with coefficients -1383 and 7915 such that 1 = (-1383)*39203 + (7915)*6850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6851 \t 5 \t 4948 \t 1 \t 0\n", + "1 \t 6851 \t 4948 \t 1 \t 1903 \t 0 \t 1\n", + "2 \t 4948 \t 1903 \t 2 \t 1142 \t 1 \t -5\n", + "3 \t 1903 \t 1142 \t 1 \t 761 \t -1 \t 6\n", + "4 \t 1142 \t 761 \t 1 \t 381 \t 3 \t -17\n", + "5 \t 761 \t 381 \t 1 \t 380 \t -4 \t 23\n", + "6 \t 381 \t 380 \t 1 \t 1 \t 7 \t -40\n", + "7 \t 380 \t 1 \t 380 \t 0 \t -11 \t 63\n", + "\t\t\t\t\t 18 \t -103\n", + "GCD(39203, 6851) = 1, with coefficients 18 and -103 such that 1 = (18)*39203 + (-103)*6851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6852 \t 5 \t 4943 \t 1 \t 0\n", + "1 \t 6852 \t 4943 \t 1 \t 1909 \t 0 \t 1\n", + "2 \t 4943 \t 1909 \t 2 \t 1125 \t 1 \t -5\n", + "3 \t 1909 \t 1125 \t 1 \t 784 \t -1 \t 6\n", + "4 \t 1125 \t 784 \t 1 \t 341 \t 3 \t -17\n", + "5 \t 784 \t 341 \t 2 \t 102 \t -4 \t 23\n", + "6 \t 341 \t 102 \t 3 \t 35 \t 7 \t -40\n", + "7 \t 102 \t 35 \t 2 \t 32 \t -18 \t 103\n", + "8 \t 35 \t 32 \t 1 \t 3 \t 61 \t -349\n", + "9 \t 32 \t 3 \t 10 \t 2 \t -140 \t 801\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 201 \t -1150\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2150 \t 12301\n", + "\t\t\t\t\t 2351 \t -13451\n", + "GCD(39203, 6852) = 1, with coefficients 2351 and -13451 such that 1 = (2351)*39203 + (-13451)*6852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6853 \t 5 \t 4938 \t 1 \t 0\n", + "1 \t 6853 \t 4938 \t 1 \t 1915 \t 0 \t 1\n", + "2 \t 4938 \t 1915 \t 2 \t 1108 \t 1 \t -5\n", + "3 \t 1915 \t 1108 \t 1 \t 807 \t -1 \t 6\n", + "4 \t 1108 \t 807 \t 1 \t 301 \t 3 \t -17\n", + "5 \t 807 \t 301 \t 2 \t 205 \t -4 \t 23\n", + "6 \t 301 \t 205 \t 1 \t 96 \t 7 \t -40\n", + "7 \t 205 \t 96 \t 2 \t 13 \t -18 \t 103\n", + "8 \t 96 \t 13 \t 7 \t 5 \t 25 \t -143\n", + "9 \t 13 \t 5 \t 2 \t 3 \t -68 \t 389\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 501 \t -2866\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1070 \t 6121\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1571 \t -8987\n", + "\t\t\t\t\t -2641 \t 15108\n", + "GCD(39203, 6853) = 1, with coefficients -2641 and 15108 such that 1 = (-2641)*39203 + (15108)*6853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6854 \t 5 \t 4933 \t 1 \t 0\n", + "1 \t 6854 \t 4933 \t 1 \t 1921 \t 0 \t 1\n", + "2 \t 4933 \t 1921 \t 2 \t 1091 \t 1 \t -5\n", + "3 \t 1921 \t 1091 \t 1 \t 830 \t -1 \t 6\n", + "4 \t 1091 \t 830 \t 1 \t 261 \t 3 \t -17\n", + "5 \t 830 \t 261 \t 3 \t 47 \t -4 \t 23\n", + "6 \t 261 \t 47 \t 5 \t 26 \t 7 \t -40\n", + "7 \t 47 \t 26 \t 1 \t 21 \t -25 \t 143\n", + "8 \t 26 \t 21 \t 1 \t 5 \t 132 \t -755\n", + "9 \t 21 \t 5 \t 4 \t 1 \t -157 \t 898\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 289 \t -1653\n", + "\t\t\t\t\t -1313 \t 7510\n", + "GCD(39203, 6854) = 1, with coefficients -1313 and 7510 such that 1 = (-1313)*39203 + (7510)*6854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6855 \t 5 \t 4928 \t 1 \t 0\n", + "1 \t 6855 \t 4928 \t 1 \t 1927 \t 0 \t 1\n", + "2 \t 4928 \t 1927 \t 2 \t 1074 \t 1 \t -5\n", + "3 \t 1927 \t 1074 \t 1 \t 853 \t -1 \t 6\n", + "4 \t 1074 \t 853 \t 1 \t 221 \t 3 \t -17\n", + "5 \t 853 \t 221 \t 3 \t 190 \t -4 \t 23\n", + "6 \t 221 \t 190 \t 1 \t 31 \t 7 \t -40\n", + "7 \t 190 \t 31 \t 6 \t 4 \t -25 \t 143\n", + "8 \t 31 \t 4 \t 7 \t 3 \t 32 \t -183\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -217 \t 1241\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1551 \t -8870\n", + "\t\t\t\t\t -1768 \t 10111\n", + "GCD(39203, 6855) = 1, with coefficients -1768 and 10111 such that 1 = (-1768)*39203 + (10111)*6855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6856 \t 5 \t 4923 \t 1 \t 0\n", + "1 \t 6856 \t 4923 \t 1 \t 1933 \t 0 \t 1\n", + "2 \t 4923 \t 1933 \t 2 \t 1057 \t 1 \t -5\n", + "3 \t 1933 \t 1057 \t 1 \t 876 \t -1 \t 6\n", + "4 \t 1057 \t 876 \t 1 \t 181 \t 3 \t -17\n", + "5 \t 876 \t 181 \t 4 \t 152 \t -4 \t 23\n", + "6 \t 181 \t 152 \t 1 \t 29 \t 7 \t -40\n", + "7 \t 152 \t 29 \t 5 \t 7 \t -32 \t 183\n", + "8 \t 29 \t 7 \t 4 \t 1 \t 39 \t -223\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -227 \t 1298\n", + "\t\t\t\t\t 947 \t -5415\n", + "GCD(39203, 6856) = 1, with coefficients 947 and -5415 such that 1 = (947)*39203 + (-5415)*6856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6857 \t 5 \t 4918 \t 1 \t 0\n", + "1 \t 6857 \t 4918 \t 1 \t 1939 \t 0 \t 1\n", + "2 \t 4918 \t 1939 \t 2 \t 1040 \t 1 \t -5\n", + "3 \t 1939 \t 1040 \t 1 \t 899 \t -1 \t 6\n", + "4 \t 1040 \t 899 \t 1 \t 141 \t 3 \t -17\n", + "5 \t 899 \t 141 \t 6 \t 53 \t -4 \t 23\n", + "6 \t 141 \t 53 \t 2 \t 35 \t 7 \t -40\n", + "7 \t 53 \t 35 \t 1 \t 18 \t -46 \t 263\n", + "8 \t 35 \t 18 \t 1 \t 17 \t 99 \t -566\n", + "9 \t 18 \t 17 \t 1 \t 1 \t -145 \t 829\n", + "10 \t 17 \t 1 \t 17 \t 0 \t 244 \t -1395\n", + "\t\t\t\t\t -389 \t 2224\n", + "GCD(39203, 6857) = 1, with coefficients -389 and 2224 such that 1 = (-389)*39203 + (2224)*6857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6858 \t 5 \t 4913 \t 1 \t 0\n", + "1 \t 6858 \t 4913 \t 1 \t 1945 \t 0 \t 1\n", + "2 \t 4913 \t 1945 \t 2 \t 1023 \t 1 \t -5\n", + "3 \t 1945 \t 1023 \t 1 \t 922 \t -1 \t 6\n", + "4 \t 1023 \t 922 \t 1 \t 101 \t 3 \t -17\n", + "5 \t 922 \t 101 \t 9 \t 13 \t -4 \t 23\n", + "6 \t 101 \t 13 \t 7 \t 10 \t 7 \t -40\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -67 \t 383\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 476 \t -2721\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -543 \t 3104\n", + "\t\t\t\t\t 2105 \t -12033\n", + "GCD(39203, 6858) = 1, with coefficients 2105 and -12033 such that 1 = (2105)*39203 + (-12033)*6858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6859 \t 5 \t 4908 \t 1 \t 0\n", + "1 \t 6859 \t 4908 \t 1 \t 1951 \t 0 \t 1\n", + "2 \t 4908 \t 1951 \t 2 \t 1006 \t 1 \t -5\n", + "3 \t 1951 \t 1006 \t 1 \t 945 \t -1 \t 6\n", + "4 \t 1006 \t 945 \t 1 \t 61 \t 3 \t -17\n", + "5 \t 945 \t 61 \t 15 \t 30 \t -4 \t 23\n", + "6 \t 61 \t 30 \t 2 \t 1 \t 7 \t -40\n", + "7 \t 30 \t 1 \t 30 \t 0 \t -109 \t 623\n", + "\t\t\t\t\t 225 \t -1286\n", + "GCD(39203, 6859) = 1, with coefficients 225 and -1286 such that 1 = (225)*39203 + (-1286)*6859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6860 \t 5 \t 4903 \t 1 \t 0\n", + "1 \t 6860 \t 4903 \t 1 \t 1957 \t 0 \t 1\n", + "2 \t 4903 \t 1957 \t 2 \t 989 \t 1 \t -5\n", + "3 \t 1957 \t 989 \t 1 \t 968 \t -1 \t 6\n", + "4 \t 989 \t 968 \t 1 \t 21 \t 3 \t -17\n", + "5 \t 968 \t 21 \t 46 \t 2 \t -4 \t 23\n", + "6 \t 21 \t 2 \t 10 \t 1 \t 7 \t -40\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -326 \t 1863\n", + "\t\t\t\t\t 3267 \t -18670\n", + "GCD(39203, 6860) = 1, with coefficients 3267 and -18670 such that 1 = (3267)*39203 + (-18670)*6860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6861 \t 5 \t 4898 \t 1 \t 0\n", + "1 \t 6861 \t 4898 \t 1 \t 1963 \t 0 \t 1\n", + "2 \t 4898 \t 1963 \t 2 \t 972 \t 1 \t -5\n", + "3 \t 1963 \t 972 \t 2 \t 19 \t -1 \t 6\n", + "4 \t 972 \t 19 \t 51 \t 3 \t 3 \t -17\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -7 \t 40\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 360 \t -2057\n", + "\t\t\t\t\t -2167 \t 12382\n", + "GCD(39203, 6861) = 1, with coefficients -2167 and 12382 such that 1 = (-2167)*39203 + (12382)*6861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6862 \t 5 \t 4893 \t 1 \t 0\n", + "1 \t 6862 \t 4893 \t 1 \t 1969 \t 0 \t 1\n", + "2 \t 4893 \t 1969 \t 2 \t 955 \t 1 \t -5\n", + "3 \t 1969 \t 955 \t 2 \t 59 \t -1 \t 6\n", + "4 \t 955 \t 59 \t 16 \t 11 \t 3 \t -17\n", + "5 \t 59 \t 11 \t 5 \t 4 \t -7 \t 40\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 115 \t -657\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -582 \t 3325\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1279 \t -7307\n", + "\t\t\t\t\t -1861 \t 10632\n", + "GCD(39203, 6862) = 1, with coefficients -1861 and 10632 such that 1 = (-1861)*39203 + (10632)*6862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6863 \t 5 \t 4888 \t 1 \t 0\n", + "1 \t 6863 \t 4888 \t 1 \t 1975 \t 0 \t 1\n", + "2 \t 4888 \t 1975 \t 2 \t 938 \t 1 \t -5\n", + "3 \t 1975 \t 938 \t 2 \t 99 \t -1 \t 6\n", + "4 \t 938 \t 99 \t 9 \t 47 \t 3 \t -17\n", + "5 \t 99 \t 47 \t 2 \t 5 \t -7 \t 40\n", + "6 \t 47 \t 5 \t 9 \t 2 \t 66 \t -377\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -139 \t 794\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1317 \t -7523\n", + "\t\t\t\t\t -2773 \t 15840\n", + "GCD(39203, 6863) = 1, with coefficients -2773 and 15840 such that 1 = (-2773)*39203 + (15840)*6863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6864 \t 5 \t 4883 \t 1 \t 0\n", + "1 \t 6864 \t 4883 \t 1 \t 1981 \t 0 \t 1\n", + "2 \t 4883 \t 1981 \t 2 \t 921 \t 1 \t -5\n", + "3 \t 1981 \t 921 \t 2 \t 139 \t -1 \t 6\n", + "4 \t 921 \t 139 \t 6 \t 87 \t 3 \t -17\n", + "5 \t 139 \t 87 \t 1 \t 52 \t -7 \t 40\n", + "6 \t 87 \t 52 \t 1 \t 35 \t 45 \t -257\n", + "7 \t 52 \t 35 \t 1 \t 17 \t -52 \t 297\n", + "8 \t 35 \t 17 \t 2 \t 1 \t 97 \t -554\n", + "9 \t 17 \t 1 \t 17 \t 0 \t -149 \t 851\n", + "\t\t\t\t\t 395 \t -2256\n", + "GCD(39203, 6864) = 1, with coefficients 395 and -2256 such that 1 = (395)*39203 + (-2256)*6864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6865 \t 5 \t 4878 \t 1 \t 0\n", + "1 \t 6865 \t 4878 \t 1 \t 1987 \t 0 \t 1\n", + "2 \t 4878 \t 1987 \t 2 \t 904 \t 1 \t -5\n", + "3 \t 1987 \t 904 \t 2 \t 179 \t -1 \t 6\n", + "4 \t 904 \t 179 \t 5 \t 9 \t 3 \t -17\n", + "5 \t 179 \t 9 \t 19 \t 8 \t -7 \t 40\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 38 \t -217\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -729 \t 4163\n", + "\t\t\t\t\t 767 \t -4380\n", + "GCD(39203, 6865) = 1, with coefficients 767 and -4380 such that 1 = (767)*39203 + (-4380)*6865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6866 \t 5 \t 4873 \t 1 \t 0\n", + "1 \t 6866 \t 4873 \t 1 \t 1993 \t 0 \t 1\n", + "2 \t 4873 \t 1993 \t 2 \t 887 \t 1 \t -5\n", + "3 \t 1993 \t 887 \t 2 \t 219 \t -1 \t 6\n", + "4 \t 887 \t 219 \t 4 \t 11 \t 3 \t -17\n", + "5 \t 219 \t 11 \t 19 \t 10 \t -7 \t 40\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 31 \t -177\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -596 \t 3403\n", + "\t\t\t\t\t 627 \t -3580\n", + "GCD(39203, 6866) = 1, with coefficients 627 and -3580 such that 1 = (627)*39203 + (-3580)*6866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6867 \t 5 \t 4868 \t 1 \t 0\n", + "1 \t 6867 \t 4868 \t 1 \t 1999 \t 0 \t 1\n", + "2 \t 4868 \t 1999 \t 2 \t 870 \t 1 \t -5\n", + "3 \t 1999 \t 870 \t 2 \t 259 \t -1 \t 6\n", + "4 \t 870 \t 259 \t 3 \t 93 \t 3 \t -17\n", + "5 \t 259 \t 93 \t 2 \t 73 \t -7 \t 40\n", + "6 \t 93 \t 73 \t 1 \t 20 \t 24 \t -137\n", + "7 \t 73 \t 20 \t 3 \t 13 \t -55 \t 314\n", + "8 \t 20 \t 13 \t 1 \t 7 \t 79 \t -451\n", + "9 \t 13 \t 7 \t 1 \t 6 \t -292 \t 1667\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 371 \t -2118\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -663 \t 3785\n", + "\t\t\t\t\t 1034 \t -5903\n", + "GCD(39203, 6867) = 1, with coefficients 1034 and -5903 such that 1 = (1034)*39203 + (-5903)*6867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6868 \t 5 \t 4863 \t 1 \t 0\n", + "1 \t 6868 \t 4863 \t 1 \t 2005 \t 0 \t 1\n", + "2 \t 4863 \t 2005 \t 2 \t 853 \t 1 \t -5\n", + "3 \t 2005 \t 853 \t 2 \t 299 \t -1 \t 6\n", + "4 \t 853 \t 299 \t 2 \t 255 \t 3 \t -17\n", + "5 \t 299 \t 255 \t 1 \t 44 \t -7 \t 40\n", + "6 \t 255 \t 44 \t 5 \t 35 \t 17 \t -97\n", + "7 \t 44 \t 35 \t 1 \t 9 \t -24 \t 137\n", + "8 \t 35 \t 9 \t 3 \t 8 \t 137 \t -782\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -161 \t 919\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 620 \t -3539\n", + "\t\t\t\t\t -781 \t 4458\n", + "GCD(39203, 6868) = 1, with coefficients -781 and 4458 such that 1 = (-781)*39203 + (4458)*6868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6869 \t 5 \t 4858 \t 1 \t 0\n", + "1 \t 6869 \t 4858 \t 1 \t 2011 \t 0 \t 1\n", + "2 \t 4858 \t 2011 \t 2 \t 836 \t 1 \t -5\n", + "3 \t 2011 \t 836 \t 2 \t 339 \t -1 \t 6\n", + "4 \t 836 \t 339 \t 2 \t 158 \t 3 \t -17\n", + "5 \t 339 \t 158 \t 2 \t 23 \t -7 \t 40\n", + "6 \t 158 \t 23 \t 6 \t 20 \t 17 \t -97\n", + "7 \t 23 \t 20 \t 1 \t 3 \t -41 \t 234\n", + "8 \t 20 \t 3 \t 6 \t 2 \t 263 \t -1501\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -304 \t 1735\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2087 \t -11911\n", + "\t\t\t\t\t -2391 \t 13646\n", + "GCD(39203, 6869) = 1, with coefficients -2391 and 13646 such that 1 = (-2391)*39203 + (13646)*6869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6870 \t 5 \t 4853 \t 1 \t 0\n", + "1 \t 6870 \t 4853 \t 1 \t 2017 \t 0 \t 1\n", + "2 \t 4853 \t 2017 \t 2 \t 819 \t 1 \t -5\n", + "3 \t 2017 \t 819 \t 2 \t 379 \t -1 \t 6\n", + "4 \t 819 \t 379 \t 2 \t 61 \t 3 \t -17\n", + "5 \t 379 \t 61 \t 6 \t 13 \t -7 \t 40\n", + "6 \t 61 \t 13 \t 4 \t 9 \t 17 \t -97\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -109 \t 622\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 453 \t -2585\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -562 \t 3207\n", + "\t\t\t\t\t 1577 \t -8999\n", + "GCD(39203, 6870) = 1, with coefficients 1577 and -8999 such that 1 = (1577)*39203 + (-8999)*6870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6871 \t 5 \t 4848 \t 1 \t 0\n", + "1 \t 6871 \t 4848 \t 1 \t 2023 \t 0 \t 1\n", + "2 \t 4848 \t 2023 \t 2 \t 802 \t 1 \t -5\n", + "3 \t 2023 \t 802 \t 2 \t 419 \t -1 \t 6\n", + "4 \t 802 \t 419 \t 1 \t 383 \t 3 \t -17\n", + "5 \t 419 \t 383 \t 1 \t 36 \t -7 \t 40\n", + "6 \t 383 \t 36 \t 10 \t 23 \t 10 \t -57\n", + "7 \t 36 \t 23 \t 1 \t 13 \t -17 \t 97\n", + "8 \t 23 \t 13 \t 1 \t 10 \t 180 \t -1027\n", + "9 \t 13 \t 10 \t 1 \t 3 \t -197 \t 1124\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 377 \t -2151\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -574 \t 3275\n", + "\t\t\t\t\t 2099 \t -11976\n", + "GCD(39203, 6871) = 1, with coefficients 2099 and -11976 such that 1 = (2099)*39203 + (-11976)*6871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6872 \t 5 \t 4843 \t 1 \t 0\n", + "1 \t 6872 \t 4843 \t 1 \t 2029 \t 0 \t 1\n", + "2 \t 4843 \t 2029 \t 2 \t 785 \t 1 \t -5\n", + "3 \t 2029 \t 785 \t 2 \t 459 \t -1 \t 6\n", + "4 \t 785 \t 459 \t 1 \t 326 \t 3 \t -17\n", + "5 \t 459 \t 326 \t 1 \t 133 \t -7 \t 40\n", + "6 \t 326 \t 133 \t 2 \t 60 \t 10 \t -57\n", + "7 \t 133 \t 60 \t 2 \t 13 \t -17 \t 97\n", + "8 \t 60 \t 13 \t 4 \t 8 \t 44 \t -251\n", + "9 \t 13 \t 8 \t 1 \t 5 \t -105 \t 599\n", + "10 \t 8 \t 5 \t 1 \t 3 \t 464 \t -2647\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -569 \t 3246\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 1033 \t -5893\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1602 \t 9139\n", + "\t\t\t\t\t 2635 \t -15032\n", + "GCD(39203, 6872) = 1, with coefficients 2635 and -15032 such that 1 = (2635)*39203 + (-15032)*6872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6873 \t 5 \t 4838 \t 1 \t 0\n", + "1 \t 6873 \t 4838 \t 1 \t 2035 \t 0 \t 1\n", + "2 \t 4838 \t 2035 \t 2 \t 768 \t 1 \t -5\n", + "3 \t 2035 \t 768 \t 2 \t 499 \t -1 \t 6\n", + "4 \t 768 \t 499 \t 1 \t 269 \t 3 \t -17\n", + "5 \t 499 \t 269 \t 1 \t 230 \t -7 \t 40\n", + "6 \t 269 \t 230 \t 1 \t 39 \t 10 \t -57\n", + "7 \t 230 \t 39 \t 5 \t 35 \t -17 \t 97\n", + "8 \t 39 \t 35 \t 1 \t 4 \t 27 \t -154\n", + "9 \t 35 \t 4 \t 8 \t 3 \t -152 \t 867\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 179 \t -1021\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1584 \t 9035\n", + "\t\t\t\t\t 1763 \t -10056\n", + "GCD(39203, 6873) = 1, with coefficients 1763 and -10056 such that 1 = (1763)*39203 + (-10056)*6873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6874 \t 5 \t 4833 \t 1 \t 0\n", + "1 \t 6874 \t 4833 \t 1 \t 2041 \t 0 \t 1\n", + "2 \t 4833 \t 2041 \t 2 \t 751 \t 1 \t -5\n", + "3 \t 2041 \t 751 \t 2 \t 539 \t -1 \t 6\n", + "4 \t 751 \t 539 \t 1 \t 212 \t 3 \t -17\n", + "5 \t 539 \t 212 \t 2 \t 115 \t -7 \t 40\n", + "6 \t 212 \t 115 \t 1 \t 97 \t 10 \t -57\n", + "7 \t 115 \t 97 \t 1 \t 18 \t -27 \t 154\n", + "8 \t 97 \t 18 \t 5 \t 7 \t 37 \t -211\n", + "9 \t 18 \t 7 \t 2 \t 4 \t -64 \t 365\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 357 \t -2036\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -778 \t 4437\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1135 \t -6473\n", + "\t\t\t\t\t -1913 \t 10910\n", + "GCD(39203, 6874) = 1, with coefficients -1913 and 10910 such that 1 = (-1913)*39203 + (10910)*6874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6875 \t 5 \t 4828 \t 1 \t 0\n", + "1 \t 6875 \t 4828 \t 1 \t 2047 \t 0 \t 1\n", + "2 \t 4828 \t 2047 \t 2 \t 734 \t 1 \t -5\n", + "3 \t 2047 \t 734 \t 2 \t 579 \t -1 \t 6\n", + "4 \t 734 \t 579 \t 1 \t 155 \t 3 \t -17\n", + "5 \t 579 \t 155 \t 3 \t 114 \t -7 \t 40\n", + "6 \t 155 \t 114 \t 1 \t 41 \t 10 \t -57\n", + "7 \t 114 \t 41 \t 2 \t 32 \t -37 \t 211\n", + "8 \t 41 \t 32 \t 1 \t 9 \t 47 \t -268\n", + "9 \t 32 \t 9 \t 3 \t 5 \t -131 \t 747\n", + "10 \t 9 \t 5 \t 1 \t 4 \t 178 \t -1015\n", + "11 \t 5 \t 4 \t 1 \t 1 \t -665 \t 3792\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 843 \t -4807\n", + "\t\t\t\t\t -1508 \t 8599\n", + "GCD(39203, 6875) = 1, with coefficients -1508 and 8599 such that 1 = (-1508)*39203 + (8599)*6875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6876 \t 5 \t 4823 \t 1 \t 0\n", + "1 \t 6876 \t 4823 \t 1 \t 2053 \t 0 \t 1\n", + "2 \t 4823 \t 2053 \t 2 \t 717 \t 1 \t -5\n", + "3 \t 2053 \t 717 \t 2 \t 619 \t -1 \t 6\n", + "4 \t 717 \t 619 \t 1 \t 98 \t 3 \t -17\n", + "5 \t 619 \t 98 \t 6 \t 31 \t -7 \t 40\n", + "6 \t 98 \t 31 \t 3 \t 5 \t 10 \t -57\n", + "7 \t 31 \t 5 \t 6 \t 1 \t -67 \t 382\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 211 \t -1203\n", + "\t\t\t\t\t -1333 \t 7600\n", + "GCD(39203, 6876) = 1, with coefficients -1333 and 7600 such that 1 = (-1333)*39203 + (7600)*6876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6877 \t 5 \t 4818 \t 1 \t 0\n", + "1 \t 6877 \t 4818 \t 1 \t 2059 \t 0 \t 1\n", + "2 \t 4818 \t 2059 \t 2 \t 700 \t 1 \t -5\n", + "3 \t 2059 \t 700 \t 2 \t 659 \t -1 \t 6\n", + "4 \t 700 \t 659 \t 1 \t 41 \t 3 \t -17\n", + "5 \t 659 \t 41 \t 16 \t 3 \t -7 \t 40\n", + "6 \t 41 \t 3 \t 13 \t 2 \t 10 \t -57\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -167 \t 952\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2181 \t -12433\n", + "\t\t\t\t\t -2348 \t 13385\n", + "GCD(39203, 6877) = 1, with coefficients -2348 and 13385 such that 1 = (-2348)*39203 + (13385)*6877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6878 \t 5 \t 4813 \t 1 \t 0\n", + "1 \t 6878 \t 4813 \t 1 \t 2065 \t 0 \t 1\n", + "2 \t 4813 \t 2065 \t 2 \t 683 \t 1 \t -5\n", + "3 \t 2065 \t 683 \t 3 \t 16 \t -1 \t 6\n", + "4 \t 683 \t 16 \t 42 \t 11 \t 3 \t -17\n", + "5 \t 16 \t 11 \t 1 \t 5 \t -10 \t 57\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 423 \t -2411\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -433 \t 2468\n", + "\t\t\t\t\t 1289 \t -7347\n", + "GCD(39203, 6878) = 1, with coefficients 1289 and -7347 such that 1 = (1289)*39203 + (-7347)*6878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6879 \t 5 \t 4808 \t 1 \t 0\n", + "1 \t 6879 \t 4808 \t 1 \t 2071 \t 0 \t 1\n", + "2 \t 4808 \t 2071 \t 2 \t 666 \t 1 \t -5\n", + "3 \t 2071 \t 666 \t 3 \t 73 \t -1 \t 6\n", + "4 \t 666 \t 73 \t 9 \t 9 \t 3 \t -17\n", + "5 \t 73 \t 9 \t 8 \t 1 \t -10 \t 57\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 93 \t -530\n", + "\t\t\t\t\t -754 \t 4297\n", + "GCD(39203, 6879) = 1, with coefficients -754 and 4297 such that 1 = (-754)*39203 + (4297)*6879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6880 \t 5 \t 4803 \t 1 \t 0\n", + "1 \t 6880 \t 4803 \t 1 \t 2077 \t 0 \t 1\n", + "2 \t 4803 \t 2077 \t 2 \t 649 \t 1 \t -5\n", + "3 \t 2077 \t 649 \t 3 \t 130 \t -1 \t 6\n", + "4 \t 649 \t 130 \t 4 \t 129 \t 3 \t -17\n", + "5 \t 130 \t 129 \t 1 \t 1 \t -10 \t 57\n", + "6 \t 129 \t 1 \t 129 \t 0 \t 43 \t -245\n", + "\t\t\t\t\t -53 \t 302\n", + "GCD(39203, 6880) = 1, with coefficients -53 and 302 such that 1 = (-53)*39203 + (302)*6880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6881 \t 5 \t 4798 \t 1 \t 0\n", + "1 \t 6881 \t 4798 \t 1 \t 2083 \t 0 \t 1\n", + "2 \t 4798 \t 2083 \t 2 \t 632 \t 1 \t -5\n", + "3 \t 2083 \t 632 \t 3 \t 187 \t -1 \t 6\n", + "4 \t 632 \t 187 \t 3 \t 71 \t 3 \t -17\n", + "5 \t 187 \t 71 \t 2 \t 45 \t -10 \t 57\n", + "6 \t 71 \t 45 \t 1 \t 26 \t 33 \t -188\n", + "7 \t 45 \t 26 \t 1 \t 19 \t -76 \t 433\n", + "8 \t 26 \t 19 \t 1 \t 7 \t 109 \t -621\n", + "9 \t 19 \t 7 \t 2 \t 5 \t -185 \t 1054\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 294 \t -1675\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -773 \t 4404\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1067 \t -6079\n", + "\t\t\t\t\t -2907 \t 16562\n", + "GCD(39203, 6881) = 1, with coefficients -2907 and 16562 such that 1 = (-2907)*39203 + (16562)*6881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6882 \t 5 \t 4793 \t 1 \t 0\n", + "1 \t 6882 \t 4793 \t 1 \t 2089 \t 0 \t 1\n", + "2 \t 4793 \t 2089 \t 2 \t 615 \t 1 \t -5\n", + "3 \t 2089 \t 615 \t 3 \t 244 \t -1 \t 6\n", + "4 \t 615 \t 244 \t 2 \t 127 \t 3 \t -17\n", + "5 \t 244 \t 127 \t 1 \t 117 \t -10 \t 57\n", + "6 \t 127 \t 117 \t 1 \t 10 \t 23 \t -131\n", + "7 \t 117 \t 10 \t 11 \t 7 \t -33 \t 188\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 56 \t -319\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -649 \t 3697\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 705 \t -4016\n", + "\t\t\t\t\t -2059 \t 11729\n", + "GCD(39203, 6882) = 1, with coefficients -2059 and 11729 such that 1 = (-2059)*39203 + (11729)*6882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6883 \t 5 \t 4788 \t 1 \t 0\n", + "1 \t 6883 \t 4788 \t 1 \t 2095 \t 0 \t 1\n", + "2 \t 4788 \t 2095 \t 2 \t 598 \t 1 \t -5\n", + "3 \t 2095 \t 598 \t 3 \t 301 \t -1 \t 6\n", + "4 \t 598 \t 301 \t 1 \t 297 \t 3 \t -17\n", + "5 \t 301 \t 297 \t 1 \t 4 \t -10 \t 57\n", + "6 \t 297 \t 4 \t 74 \t 1 \t 13 \t -74\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -23 \t 131\n", + "\t\t\t\t\t 1715 \t -9768\n", + "GCD(39203, 6883) = 1, with coefficients 1715 and -9768 such that 1 = (1715)*39203 + (-9768)*6883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6884 \t 5 \t 4783 \t 1 \t 0\n", + "1 \t 6884 \t 4783 \t 1 \t 2101 \t 0 \t 1\n", + "2 \t 4783 \t 2101 \t 2 \t 581 \t 1 \t -5\n", + "3 \t 2101 \t 581 \t 3 \t 358 \t -1 \t 6\n", + "4 \t 581 \t 358 \t 1 \t 223 \t 3 \t -17\n", + "5 \t 358 \t 223 \t 1 \t 135 \t -10 \t 57\n", + "6 \t 223 \t 135 \t 1 \t 88 \t 13 \t -74\n", + "7 \t 135 \t 88 \t 1 \t 47 \t -23 \t 131\n", + "8 \t 88 \t 47 \t 1 \t 41 \t 36 \t -205\n", + "9 \t 47 \t 41 \t 1 \t 6 \t -59 \t 336\n", + "10 \t 41 \t 6 \t 6 \t 5 \t 95 \t -541\n", + "11 \t 6 \t 5 \t 1 \t 1 \t -154 \t 877\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 1019 \t -5803\n", + "\t\t\t\t\t -1173 \t 6680\n", + "GCD(39203, 6884) = 1, with coefficients -1173 and 6680 such that 1 = (-1173)*39203 + (6680)*6884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6885 \t 5 \t 4778 \t 1 \t 0\n", + "1 \t 6885 \t 4778 \t 1 \t 2107 \t 0 \t 1\n", + "2 \t 4778 \t 2107 \t 2 \t 564 \t 1 \t -5\n", + "3 \t 2107 \t 564 \t 3 \t 415 \t -1 \t 6\n", + "4 \t 564 \t 415 \t 1 \t 149 \t 3 \t -17\n", + "5 \t 415 \t 149 \t 2 \t 117 \t -10 \t 57\n", + "6 \t 149 \t 117 \t 1 \t 32 \t 13 \t -74\n", + "7 \t 117 \t 32 \t 3 \t 21 \t -36 \t 205\n", + "8 \t 32 \t 21 \t 1 \t 11 \t 49 \t -279\n", + "9 \t 21 \t 11 \t 1 \t 10 \t -183 \t 1042\n", + "10 \t 11 \t 10 \t 1 \t 1 \t 232 \t -1321\n", + "11 \t 10 \t 1 \t 10 \t 0 \t -415 \t 2363\n", + "\t\t\t\t\t 647 \t -3684\n", + "GCD(39203, 6885) = 1, with coefficients 647 and -3684 such that 1 = (647)*39203 + (-3684)*6885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6886 \t 5 \t 4773 \t 1 \t 0\n", + "1 \t 6886 \t 4773 \t 1 \t 2113 \t 0 \t 1\n", + "2 \t 4773 \t 2113 \t 2 \t 547 \t 1 \t -5\n", + "3 \t 2113 \t 547 \t 3 \t 472 \t -1 \t 6\n", + "4 \t 547 \t 472 \t 1 \t 75 \t 3 \t -17\n", + "5 \t 472 \t 75 \t 6 \t 22 \t -10 \t 57\n", + "6 \t 75 \t 22 \t 3 \t 9 \t 13 \t -74\n", + "7 \t 22 \t 9 \t 2 \t 4 \t -88 \t 501\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 277 \t -1577\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -642 \t 3655\n", + "\t\t\t\t\t 1561 \t -8887\n", + "GCD(39203, 6886) = 1, with coefficients 1561 and -8887 such that 1 = (1561)*39203 + (-8887)*6886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6887 \t 5 \t 4768 \t 1 \t 0\n", + "1 \t 6887 \t 4768 \t 1 \t 2119 \t 0 \t 1\n", + "2 \t 4768 \t 2119 \t 2 \t 530 \t 1 \t -5\n", + "3 \t 2119 \t 530 \t 3 \t 529 \t -1 \t 6\n", + "4 \t 530 \t 529 \t 1 \t 1 \t 3 \t -17\n", + "5 \t 529 \t 1 \t 529 \t 0 \t -10 \t 57\n", + "\t\t\t\t\t 13 \t -74\n", + "GCD(39203, 6887) = 1, with coefficients 13 and -74 such that 1 = (13)*39203 + (-74)*6887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6888 \t 5 \t 4763 \t 1 \t 0\n", + "1 \t 6888 \t 4763 \t 1 \t 2125 \t 0 \t 1\n", + "2 \t 4763 \t 2125 \t 2 \t 513 \t 1 \t -5\n", + "3 \t 2125 \t 513 \t 4 \t 73 \t -1 \t 6\n", + "4 \t 513 \t 73 \t 7 \t 2 \t 3 \t -17\n", + "5 \t 73 \t 2 \t 36 \t 1 \t -13 \t 74\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 94 \t -535\n", + "\t\t\t\t\t -3397 \t 19334\n", + "GCD(39203, 6888) = 1, with coefficients -3397 and 19334 such that 1 = (-3397)*39203 + (19334)*6888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6889 \t 5 \t 4758 \t 1 \t 0\n", + "1 \t 6889 \t 4758 \t 1 \t 2131 \t 0 \t 1\n", + "2 \t 4758 \t 2131 \t 2 \t 496 \t 1 \t -5\n", + "3 \t 2131 \t 496 \t 4 \t 147 \t -1 \t 6\n", + "4 \t 496 \t 147 \t 3 \t 55 \t 3 \t -17\n", + "5 \t 147 \t 55 \t 2 \t 37 \t -13 \t 74\n", + "6 \t 55 \t 37 \t 1 \t 18 \t 42 \t -239\n", + "7 \t 37 \t 18 \t 2 \t 1 \t -97 \t 552\n", + "8 \t 18 \t 1 \t 18 \t 0 \t 139 \t -791\n", + "\t\t\t\t\t -375 \t 2134\n", + "GCD(39203, 6889) = 1, with coefficients -375 and 2134 such that 1 = (-375)*39203 + (2134)*6889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6890 \t 5 \t 4753 \t 1 \t 0\n", + "1 \t 6890 \t 4753 \t 1 \t 2137 \t 0 \t 1\n", + "2 \t 4753 \t 2137 \t 2 \t 479 \t 1 \t -5\n", + "3 \t 2137 \t 479 \t 4 \t 221 \t -1 \t 6\n", + "4 \t 479 \t 221 \t 2 \t 37 \t 3 \t -17\n", + "5 \t 221 \t 37 \t 5 \t 36 \t -13 \t 74\n", + "6 \t 37 \t 36 \t 1 \t 1 \t 29 \t -165\n", + "7 \t 36 \t 1 \t 36 \t 0 \t -158 \t 899\n", + "\t\t\t\t\t 187 \t -1064\n", + "GCD(39203, 6890) = 1, with coefficients 187 and -1064 such that 1 = (187)*39203 + (-1064)*6890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6891 \t 5 \t 4748 \t 1 \t 0\n", + "1 \t 6891 \t 4748 \t 1 \t 2143 \t 0 \t 1\n", + "2 \t 4748 \t 2143 \t 2 \t 462 \t 1 \t -5\n", + "3 \t 2143 \t 462 \t 4 \t 295 \t -1 \t 6\n", + "4 \t 462 \t 295 \t 1 \t 167 \t 3 \t -17\n", + "5 \t 295 \t 167 \t 1 \t 128 \t -13 \t 74\n", + "6 \t 167 \t 128 \t 1 \t 39 \t 16 \t -91\n", + "7 \t 128 \t 39 \t 3 \t 11 \t -29 \t 165\n", + "8 \t 39 \t 11 \t 3 \t 6 \t 45 \t -256\n", + "9 \t 11 \t 6 \t 1 \t 5 \t -164 \t 933\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 537 \t -3055\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -701 \t 3988\n", + "\t\t\t\t\t 1238 \t -7043\n", + "GCD(39203, 6891) = 1, with coefficients 1238 and -7043 such that 1 = (1238)*39203 + (-7043)*6891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6892 \t 5 \t 4743 \t 1 \t 0\n", + "1 \t 6892 \t 4743 \t 1 \t 2149 \t 0 \t 1\n", + "2 \t 4743 \t 2149 \t 2 \t 445 \t 1 \t -5\n", + "3 \t 2149 \t 445 \t 4 \t 369 \t -1 \t 6\n", + "4 \t 445 \t 369 \t 1 \t 76 \t 3 \t -17\n", + "5 \t 369 \t 76 \t 4 \t 65 \t -13 \t 74\n", + "6 \t 76 \t 65 \t 1 \t 11 \t 16 \t -91\n", + "7 \t 65 \t 11 \t 5 \t 10 \t -77 \t 438\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 93 \t -529\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -542 \t 3083\n", + "\t\t\t\t\t 635 \t -3612\n", + "GCD(39203, 6892) = 1, with coefficients 635 and -3612 such that 1 = (635)*39203 + (-3612)*6892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6893 \t 5 \t 4738 \t 1 \t 0\n", + "1 \t 6893 \t 4738 \t 1 \t 2155 \t 0 \t 1\n", + "2 \t 4738 \t 2155 \t 2 \t 428 \t 1 \t -5\n", + "3 \t 2155 \t 428 \t 5 \t 15 \t -1 \t 6\n", + "4 \t 428 \t 15 \t 28 \t 8 \t 3 \t -17\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -16 \t 91\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 451 \t -2565\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -467 \t 2656\n", + "\t\t\t\t\t 918 \t -5221\n", + "GCD(39203, 6893) = 1, with coefficients 918 and -5221 such that 1 = (918)*39203 + (-5221)*6893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6894 \t 5 \t 4733 \t 1 \t 0\n", + "1 \t 6894 \t 4733 \t 1 \t 2161 \t 0 \t 1\n", + "2 \t 4733 \t 2161 \t 2 \t 411 \t 1 \t -5\n", + "3 \t 2161 \t 411 \t 5 \t 106 \t -1 \t 6\n", + "4 \t 411 \t 106 \t 3 \t 93 \t 3 \t -17\n", + "5 \t 106 \t 93 \t 1 \t 13 \t -16 \t 91\n", + "6 \t 93 \t 13 \t 7 \t 2 \t 51 \t -290\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -67 \t 381\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 520 \t -2957\n", + "\t\t\t\t\t -3187 \t 18123\n", + "GCD(39203, 6894) = 1, with coefficients -3187 and 18123 such that 1 = (-3187)*39203 + (18123)*6894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6895 \t 5 \t 4728 \t 1 \t 0\n", + "1 \t 6895 \t 4728 \t 1 \t 2167 \t 0 \t 1\n", + "2 \t 4728 \t 2167 \t 2 \t 394 \t 1 \t -5\n", + "3 \t 2167 \t 394 \t 5 \t 197 \t -1 \t 6\n", + "4 \t 394 \t 197 \t 2 \t 0 \t 3 \t -17\n", + "\t\t\t\t\t -16 \t 91\n", + "GCD(39203, 6895) = 197, with coefficients -16 and 91 such that 197 = (-16)*39203 + (91)*6895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6896 \t 5 \t 4723 \t 1 \t 0\n", + "1 \t 6896 \t 4723 \t 1 \t 2173 \t 0 \t 1\n", + "2 \t 4723 \t 2173 \t 2 \t 377 \t 1 \t -5\n", + "3 \t 2173 \t 377 \t 5 \t 288 \t -1 \t 6\n", + "4 \t 377 \t 288 \t 1 \t 89 \t 3 \t -17\n", + "5 \t 288 \t 89 \t 3 \t 21 \t -16 \t 91\n", + "6 \t 89 \t 21 \t 4 \t 5 \t 19 \t -108\n", + "7 \t 21 \t 5 \t 4 \t 1 \t -73 \t 415\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 311 \t -1768\n", + "\t\t\t\t\t -1317 \t 7487\n", + "GCD(39203, 6896) = 1, with coefficients -1317 and 7487 such that 1 = (-1317)*39203 + (7487)*6896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6897 \t 5 \t 4718 \t 1 \t 0\n", + "1 \t 6897 \t 4718 \t 1 \t 2179 \t 0 \t 1\n", + "2 \t 4718 \t 2179 \t 2 \t 360 \t 1 \t -5\n", + "3 \t 2179 \t 360 \t 6 \t 19 \t -1 \t 6\n", + "4 \t 360 \t 19 \t 18 \t 18 \t 3 \t -17\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -19 \t 108\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 345 \t -1961\n", + "\t\t\t\t\t -364 \t 2069\n", + "GCD(39203, 6897) = 1, with coefficients -364 and 2069 such that 1 = (-364)*39203 + (2069)*6897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6898 \t 5 \t 4713 \t 1 \t 0\n", + "1 \t 6898 \t 4713 \t 1 \t 2185 \t 0 \t 1\n", + "2 \t 4713 \t 2185 \t 2 \t 343 \t 1 \t -5\n", + "3 \t 2185 \t 343 \t 6 \t 127 \t -1 \t 6\n", + "4 \t 343 \t 127 \t 2 \t 89 \t 3 \t -17\n", + "5 \t 127 \t 89 \t 1 \t 38 \t -19 \t 108\n", + "6 \t 89 \t 38 \t 2 \t 13 \t 41 \t -233\n", + "7 \t 38 \t 13 \t 2 \t 12 \t -60 \t 341\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 161 \t -915\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -382 \t 2171\n", + "\t\t\t\t\t 543 \t -3086\n", + "GCD(39203, 6898) = 1, with coefficients 543 and -3086 such that 1 = (543)*39203 + (-3086)*6898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6899 \t 5 \t 4708 \t 1 \t 0\n", + "1 \t 6899 \t 4708 \t 1 \t 2191 \t 0 \t 1\n", + "2 \t 4708 \t 2191 \t 2 \t 326 \t 1 \t -5\n", + "3 \t 2191 \t 326 \t 6 \t 235 \t -1 \t 6\n", + "4 \t 326 \t 235 \t 1 \t 91 \t 3 \t -17\n", + "5 \t 235 \t 91 \t 2 \t 53 \t -19 \t 108\n", + "6 \t 91 \t 53 \t 1 \t 38 \t 22 \t -125\n", + "7 \t 53 \t 38 \t 1 \t 15 \t -63 \t 358\n", + "8 \t 38 \t 15 \t 2 \t 8 \t 85 \t -483\n", + "9 \t 15 \t 8 \t 1 \t 7 \t -148 \t 841\n", + "10 \t 8 \t 7 \t 1 \t 1 \t 381 \t -2165\n", + "11 \t 7 \t 1 \t 7 \t 0 \t -529 \t 3006\n", + "\t\t\t\t\t 910 \t -5171\n", + "GCD(39203, 6899) = 1, with coefficients 910 and -5171 such that 1 = (910)*39203 + (-5171)*6899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6900 \t 5 \t 4703 \t 1 \t 0\n", + "1 \t 6900 \t 4703 \t 1 \t 2197 \t 0 \t 1\n", + "2 \t 4703 \t 2197 \t 2 \t 309 \t 1 \t -5\n", + "3 \t 2197 \t 309 \t 7 \t 34 \t -1 \t 6\n", + "4 \t 309 \t 34 \t 9 \t 3 \t 3 \t -17\n", + "5 \t 34 \t 3 \t 11 \t 1 \t -22 \t 125\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 201 \t -1142\n", + "\t\t\t\t\t -2233 \t 12687\n", + "GCD(39203, 6900) = 1, with coefficients -2233 and 12687 such that 1 = (-2233)*39203 + (12687)*6900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6901 \t 5 \t 4698 \t 1 \t 0\n", + "1 \t 6901 \t 4698 \t 1 \t 2203 \t 0 \t 1\n", + "2 \t 4698 \t 2203 \t 2 \t 292 \t 1 \t -5\n", + "3 \t 2203 \t 292 \t 7 \t 159 \t -1 \t 6\n", + "4 \t 292 \t 159 \t 1 \t 133 \t 3 \t -17\n", + "5 \t 159 \t 133 \t 1 \t 26 \t -22 \t 125\n", + "6 \t 133 \t 26 \t 5 \t 3 \t 25 \t -142\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -47 \t 267\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 260 \t -1477\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2127 \t 12083\n", + "\t\t\t\t\t 2387 \t -13560\n", + "GCD(39203, 6901) = 1, with coefficients 2387 and -13560 such that 1 = (2387)*39203 + (-13560)*6901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6902 \t 5 \t 4693 \t 1 \t 0\n", + "1 \t 6902 \t 4693 \t 1 \t 2209 \t 0 \t 1\n", + "2 \t 4693 \t 2209 \t 2 \t 275 \t 1 \t -5\n", + "3 \t 2209 \t 275 \t 8 \t 9 \t -1 \t 6\n", + "4 \t 275 \t 9 \t 30 \t 5 \t 3 \t -17\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -25 \t 142\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 753 \t -4277\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -778 \t 4419\n", + "\t\t\t\t\t 1531 \t -8696\n", + "GCD(39203, 6902) = 1, with coefficients 1531 and -8696 such that 1 = (1531)*39203 + (-8696)*6902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6903 \t 5 \t 4688 \t 1 \t 0\n", + "1 \t 6903 \t 4688 \t 1 \t 2215 \t 0 \t 1\n", + "2 \t 4688 \t 2215 \t 2 \t 258 \t 1 \t -5\n", + "3 \t 2215 \t 258 \t 8 \t 151 \t -1 \t 6\n", + "4 \t 258 \t 151 \t 1 \t 107 \t 3 \t -17\n", + "5 \t 151 \t 107 \t 1 \t 44 \t -25 \t 142\n", + "6 \t 107 \t 44 \t 2 \t 19 \t 28 \t -159\n", + "7 \t 44 \t 19 \t 2 \t 6 \t -53 \t 301\n", + "8 \t 19 \t 6 \t 3 \t 1 \t 134 \t -761\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -321 \t 1823\n", + "\t\t\t\t\t 1097 \t -6230\n", + "GCD(39203, 6903) = 1, with coefficients 1097 and -6230 such that 1 = (1097)*39203 + (-6230)*6903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6904 \t 5 \t 4683 \t 1 \t 0\n", + "1 \t 6904 \t 4683 \t 1 \t 2221 \t 0 \t 1\n", + "2 \t 4683 \t 2221 \t 2 \t 241 \t 1 \t -5\n", + "3 \t 2221 \t 241 \t 9 \t 52 \t -1 \t 6\n", + "4 \t 241 \t 52 \t 4 \t 33 \t 3 \t -17\n", + "5 \t 52 \t 33 \t 1 \t 19 \t -28 \t 159\n", + "6 \t 33 \t 19 \t 1 \t 14 \t 115 \t -653\n", + "7 \t 19 \t 14 \t 1 \t 5 \t -143 \t 812\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 258 \t -1465\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -401 \t 2277\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1060 \t -6019\n", + "\t\t\t\t\t -1461 \t 8296\n", + "GCD(39203, 6904) = 1, with coefficients -1461 and 8296 such that 1 = (-1461)*39203 + (8296)*6904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6905 \t 5 \t 4678 \t 1 \t 0\n", + "1 \t 6905 \t 4678 \t 1 \t 2227 \t 0 \t 1\n", + "2 \t 4678 \t 2227 \t 2 \t 224 \t 1 \t -5\n", + "3 \t 2227 \t 224 \t 9 \t 211 \t -1 \t 6\n", + "4 \t 224 \t 211 \t 1 \t 13 \t 3 \t -17\n", + "5 \t 211 \t 13 \t 16 \t 3 \t -28 \t 159\n", + "6 \t 13 \t 3 \t 4 \t 1 \t 31 \t -176\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -524 \t 2975\n", + "\t\t\t\t\t 2127 \t -12076\n", + "GCD(39203, 6905) = 1, with coefficients 2127 and -12076 such that 1 = (2127)*39203 + (-12076)*6905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6906 \t 5 \t 4673 \t 1 \t 0\n", + "1 \t 6906 \t 4673 \t 1 \t 2233 \t 0 \t 1\n", + "2 \t 4673 \t 2233 \t 2 \t 207 \t 1 \t -5\n", + "3 \t 2233 \t 207 \t 10 \t 163 \t -1 \t 6\n", + "4 \t 207 \t 163 \t 1 \t 44 \t 3 \t -17\n", + "5 \t 163 \t 44 \t 3 \t 31 \t -31 \t 176\n", + "6 \t 44 \t 31 \t 1 \t 13 \t 34 \t -193\n", + "7 \t 31 \t 13 \t 2 \t 5 \t -133 \t 755\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 167 \t -948\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -467 \t 2651\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1101 \t -6250\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1568 \t 8901\n", + "\t\t\t\t\t 2669 \t -15151\n", + "GCD(39203, 6906) = 1, with coefficients 2669 and -15151 such that 1 = (2669)*39203 + (-15151)*6906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6907 \t 5 \t 4668 \t 1 \t 0\n", + "1 \t 6907 \t 4668 \t 1 \t 2239 \t 0 \t 1\n", + "2 \t 4668 \t 2239 \t 2 \t 190 \t 1 \t -5\n", + "3 \t 2239 \t 190 \t 11 \t 149 \t -1 \t 6\n", + "4 \t 190 \t 149 \t 1 \t 41 \t 3 \t -17\n", + "5 \t 149 \t 41 \t 3 \t 26 \t -34 \t 193\n", + "6 \t 41 \t 26 \t 1 \t 15 \t 37 \t -210\n", + "7 \t 26 \t 15 \t 1 \t 11 \t -145 \t 823\n", + "8 \t 15 \t 11 \t 1 \t 4 \t 182 \t -1033\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -327 \t 1856\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 509 \t -2889\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1345 \t 7634\n", + "\t\t\t\t\t 1854 \t -10523\n", + "GCD(39203, 6907) = 1, with coefficients 1854 and -10523 such that 1 = (1854)*39203 + (-10523)*6907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6908 \t 5 \t 4663 \t 1 \t 0\n", + "1 \t 6908 \t 4663 \t 1 \t 2245 \t 0 \t 1\n", + "2 \t 4663 \t 2245 \t 2 \t 173 \t 1 \t -5\n", + "3 \t 2245 \t 173 \t 12 \t 169 \t -1 \t 6\n", + "4 \t 173 \t 169 \t 1 \t 4 \t 3 \t -17\n", + "5 \t 169 \t 4 \t 42 \t 1 \t -37 \t 210\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 40 \t -227\n", + "\t\t\t\t\t -1717 \t 9744\n", + "GCD(39203, 6908) = 1, with coefficients -1717 and 9744 such that 1 = (-1717)*39203 + (9744)*6908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6909 \t 5 \t 4658 \t 1 \t 0\n", + "1 \t 6909 \t 4658 \t 1 \t 2251 \t 0 \t 1\n", + "2 \t 4658 \t 2251 \t 2 \t 156 \t 1 \t -5\n", + "3 \t 2251 \t 156 \t 14 \t 67 \t -1 \t 6\n", + "4 \t 156 \t 67 \t 2 \t 22 \t 3 \t -17\n", + "5 \t 67 \t 22 \t 3 \t 1 \t -43 \t 244\n", + "6 \t 22 \t 1 \t 22 \t 0 \t 89 \t -505\n", + "\t\t\t\t\t -310 \t 1759\n", + "GCD(39203, 6909) = 1, with coefficients -310 and 1759 such that 1 = (-310)*39203 + (1759)*6909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6910 \t 5 \t 4653 \t 1 \t 0\n", + "1 \t 6910 \t 4653 \t 1 \t 2257 \t 0 \t 1\n", + "2 \t 4653 \t 2257 \t 2 \t 139 \t 1 \t -5\n", + "3 \t 2257 \t 139 \t 16 \t 33 \t -1 \t 6\n", + "4 \t 139 \t 33 \t 4 \t 7 \t 3 \t -17\n", + "5 \t 33 \t 7 \t 4 \t 5 \t -49 \t 278\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 199 \t -1129\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -845 \t 4794\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1044 \t -5923\n", + "\t\t\t\t\t -2933 \t 16640\n", + "GCD(39203, 6910) = 1, with coefficients -2933 and 16640 such that 1 = (-2933)*39203 + (16640)*6910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6911 \t 5 \t 4648 \t 1 \t 0\n", + "1 \t 6911 \t 4648 \t 1 \t 2263 \t 0 \t 1\n", + "2 \t 4648 \t 2263 \t 2 \t 122 \t 1 \t -5\n", + "3 \t 2263 \t 122 \t 18 \t 67 \t -1 \t 6\n", + "4 \t 122 \t 67 \t 1 \t 55 \t 3 \t -17\n", + "5 \t 67 \t 55 \t 1 \t 12 \t -55 \t 312\n", + "6 \t 55 \t 12 \t 4 \t 7 \t 58 \t -329\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -113 \t 641\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 510 \t -2893\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -623 \t 3534\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1133 \t -6427\n", + "\t\t\t\t\t -2889 \t 16388\n", + "GCD(39203, 6911) = 1, with coefficients -2889 and 16388 such that 1 = (-2889)*39203 + (16388)*6911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6912 \t 5 \t 4643 \t 1 \t 0\n", + "1 \t 6912 \t 4643 \t 1 \t 2269 \t 0 \t 1\n", + "2 \t 4643 \t 2269 \t 2 \t 105 \t 1 \t -5\n", + "3 \t 2269 \t 105 \t 21 \t 64 \t -1 \t 6\n", + "4 \t 105 \t 64 \t 1 \t 41 \t 3 \t -17\n", + "5 \t 64 \t 41 \t 1 \t 23 \t -64 \t 363\n", + "6 \t 41 \t 23 \t 1 \t 18 \t 67 \t -380\n", + "7 \t 23 \t 18 \t 1 \t 5 \t -131 \t 743\n", + "8 \t 18 \t 5 \t 3 \t 3 \t 198 \t -1123\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -329 \t 1866\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1185 \t -6721\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1514 \t 8587\n", + "\t\t\t\t\t 2699 \t -15308\n", + "GCD(39203, 6912) = 1, with coefficients 2699 and -15308 such that 1 = (2699)*39203 + (-15308)*6912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6913 \t 5 \t 4638 \t 1 \t 0\n", + "1 \t 6913 \t 4638 \t 1 \t 2275 \t 0 \t 1\n", + "2 \t 4638 \t 2275 \t 2 \t 88 \t 1 \t -5\n", + "3 \t 2275 \t 88 \t 25 \t 75 \t -1 \t 6\n", + "4 \t 88 \t 75 \t 1 \t 13 \t 3 \t -17\n", + "5 \t 75 \t 13 \t 5 \t 10 \t -76 \t 431\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 79 \t -448\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -471 \t 2671\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 550 \t -3119\n", + "\t\t\t\t\t -2121 \t 12028\n", + "GCD(39203, 6913) = 1, with coefficients -2121 and 12028 such that 1 = (-2121)*39203 + (12028)*6913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6914 \t 5 \t 4633 \t 1 \t 0\n", + "1 \t 6914 \t 4633 \t 1 \t 2281 \t 0 \t 1\n", + "2 \t 4633 \t 2281 \t 2 \t 71 \t 1 \t -5\n", + "3 \t 2281 \t 71 \t 32 \t 9 \t -1 \t 6\n", + "4 \t 71 \t 9 \t 7 \t 8 \t 3 \t -17\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -97 \t 550\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 682 \t -3867\n", + "\t\t\t\t\t -779 \t 4417\n", + "GCD(39203, 6914) = 1, with coefficients -779 and 4417 such that 1 = (-779)*39203 + (4417)*6914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6915 \t 5 \t 4628 \t 1 \t 0\n", + "1 \t 6915 \t 4628 \t 1 \t 2287 \t 0 \t 1\n", + "2 \t 4628 \t 2287 \t 2 \t 54 \t 1 \t -5\n", + "3 \t 2287 \t 54 \t 42 \t 19 \t -1 \t 6\n", + "4 \t 54 \t 19 \t 2 \t 16 \t 3 \t -17\n", + "5 \t 19 \t 16 \t 1 \t 3 \t -127 \t 720\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 257 \t -1457\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -384 \t 2177\n", + "\t\t\t\t\t 2177 \t -12342\n", + "GCD(39203, 6915) = 1, with coefficients 2177 and -12342 such that 1 = (2177)*39203 + (-12342)*6915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6916 \t 5 \t 4623 \t 1 \t 0\n", + "1 \t 6916 \t 4623 \t 1 \t 2293 \t 0 \t 1\n", + "2 \t 4623 \t 2293 \t 2 \t 37 \t 1 \t -5\n", + "3 \t 2293 \t 37 \t 61 \t 36 \t -1 \t 6\n", + "4 \t 37 \t 36 \t 1 \t 1 \t 3 \t -17\n", + "5 \t 36 \t 1 \t 36 \t 0 \t -184 \t 1043\n", + "\t\t\t\t\t 187 \t -1060\n", + "GCD(39203, 6916) = 1, with coefficients 187 and -1060 such that 1 = (187)*39203 + (-1060)*6916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6917 \t 5 \t 4618 \t 1 \t 0\n", + "1 \t 6917 \t 4618 \t 1 \t 2299 \t 0 \t 1\n", + "2 \t 4618 \t 2299 \t 2 \t 20 \t 1 \t -5\n", + "3 \t 2299 \t 20 \t 114 \t 19 \t -1 \t 6\n", + "4 \t 20 \t 19 \t 1 \t 1 \t 3 \t -17\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -343 \t 1944\n", + "\t\t\t\t\t 346 \t -1961\n", + "GCD(39203, 6917) = 1, with coefficients 346 and -1961 such that 1 = (346)*39203 + (-1961)*6917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6918 \t 5 \t 4613 \t 1 \t 0\n", + "1 \t 6918 \t 4613 \t 1 \t 2305 \t 0 \t 1\n", + "2 \t 4613 \t 2305 \t 2 \t 3 \t 1 \t -5\n", + "3 \t 2305 \t 3 \t 768 \t 1 \t -1 \t 6\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 3 \t -17\n", + "\t\t\t\t\t -2305 \t 13062\n", + "GCD(39203, 6918) = 1, with coefficients -2305 and 13062 such that 1 = (-2305)*39203 + (13062)*6918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6919 \t 5 \t 4608 \t 1 \t 0\n", + "1 \t 6919 \t 4608 \t 1 \t 2311 \t 0 \t 1\n", + "2 \t 4608 \t 2311 \t 1 \t 2297 \t 1 \t -5\n", + "3 \t 2311 \t 2297 \t 1 \t 14 \t -1 \t 6\n", + "4 \t 2297 \t 14 \t 164 \t 1 \t 2 \t -11\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -3 \t 17\n", + "\t\t\t\t\t 494 \t -2799\n", + "GCD(39203, 6919) = 1, with coefficients 494 and -2799 such that 1 = (494)*39203 + (-2799)*6919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6920 \t 5 \t 4603 \t 1 \t 0\n", + "1 \t 6920 \t 4603 \t 1 \t 2317 \t 0 \t 1\n", + "2 \t 4603 \t 2317 \t 1 \t 2286 \t 1 \t -5\n", + "3 \t 2317 \t 2286 \t 1 \t 31 \t -1 \t 6\n", + "4 \t 2286 \t 31 \t 73 \t 23 \t 2 \t -11\n", + "5 \t 31 \t 23 \t 1 \t 8 \t -3 \t 17\n", + "6 \t 23 \t 8 \t 2 \t 7 \t 221 \t -1252\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -224 \t 1269\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 669 \t -3790\n", + "\t\t\t\t\t -893 \t 5059\n", + "GCD(39203, 6920) = 1, with coefficients -893 and 5059 such that 1 = (-893)*39203 + (5059)*6920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6921 \t 5 \t 4598 \t 1 \t 0\n", + "1 \t 6921 \t 4598 \t 1 \t 2323 \t 0 \t 1\n", + "2 \t 4598 \t 2323 \t 1 \t 2275 \t 1 \t -5\n", + "3 \t 2323 \t 2275 \t 1 \t 48 \t -1 \t 6\n", + "4 \t 2275 \t 48 \t 47 \t 19 \t 2 \t -11\n", + "5 \t 48 \t 19 \t 2 \t 10 \t -3 \t 17\n", + "6 \t 19 \t 10 \t 1 \t 9 \t 143 \t -810\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -289 \t 1637\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 432 \t -2447\n", + "\t\t\t\t\t -721 \t 4084\n", + "GCD(39203, 6921) = 1, with coefficients -721 and 4084 such that 1 = (-721)*39203 + (4084)*6921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6922 \t 5 \t 4593 \t 1 \t 0\n", + "1 \t 6922 \t 4593 \t 1 \t 2329 \t 0 \t 1\n", + "2 \t 4593 \t 2329 \t 1 \t 2264 \t 1 \t -5\n", + "3 \t 2329 \t 2264 \t 1 \t 65 \t -1 \t 6\n", + "4 \t 2264 \t 65 \t 34 \t 54 \t 2 \t -11\n", + "5 \t 65 \t 54 \t 1 \t 11 \t -3 \t 17\n", + "6 \t 54 \t 11 \t 4 \t 10 \t 104 \t -589\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -107 \t 606\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 532 \t -3013\n", + "\t\t\t\t\t -639 \t 3619\n", + "GCD(39203, 6922) = 1, with coefficients -639 and 3619 such that 1 = (-639)*39203 + (3619)*6922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6923 \t 5 \t 4588 \t 1 \t 0\n", + "1 \t 6923 \t 4588 \t 1 \t 2335 \t 0 \t 1\n", + "2 \t 4588 \t 2335 \t 1 \t 2253 \t 1 \t -5\n", + "3 \t 2335 \t 2253 \t 1 \t 82 \t -1 \t 6\n", + "4 \t 2253 \t 82 \t 27 \t 39 \t 2 \t -11\n", + "5 \t 82 \t 39 \t 2 \t 4 \t -3 \t 17\n", + "6 \t 39 \t 4 \t 9 \t 3 \t 83 \t -470\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -169 \t 957\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1604 \t -9083\n", + "\t\t\t\t\t -1773 \t 10040\n", + "GCD(39203, 6923) = 1, with coefficients -1773 and 10040 such that 1 = (-1773)*39203 + (10040)*6923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6924 \t 5 \t 4583 \t 1 \t 0\n", + "1 \t 6924 \t 4583 \t 1 \t 2341 \t 0 \t 1\n", + "2 \t 4583 \t 2341 \t 1 \t 2242 \t 1 \t -5\n", + "3 \t 2341 \t 2242 \t 1 \t 99 \t -1 \t 6\n", + "4 \t 2242 \t 99 \t 22 \t 64 \t 2 \t -11\n", + "5 \t 99 \t 64 \t 1 \t 35 \t -3 \t 17\n", + "6 \t 64 \t 35 \t 1 \t 29 \t 68 \t -385\n", + "7 \t 35 \t 29 \t 1 \t 6 \t -71 \t 402\n", + "8 \t 29 \t 6 \t 4 \t 5 \t 139 \t -787\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -210 \t 1189\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 979 \t -5543\n", + "\t\t\t\t\t -1189 \t 6732\n", + "GCD(39203, 6924) = 1, with coefficients -1189 and 6732 such that 1 = (-1189)*39203 + (6732)*6924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6925 \t 5 \t 4578 \t 1 \t 0\n", + "1 \t 6925 \t 4578 \t 1 \t 2347 \t 0 \t 1\n", + "2 \t 4578 \t 2347 \t 1 \t 2231 \t 1 \t -5\n", + "3 \t 2347 \t 2231 \t 1 \t 116 \t -1 \t 6\n", + "4 \t 2231 \t 116 \t 19 \t 27 \t 2 \t -11\n", + "5 \t 116 \t 27 \t 4 \t 8 \t -3 \t 17\n", + "6 \t 27 \t 8 \t 3 \t 3 \t 59 \t -334\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -239 \t 1353\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 776 \t -4393\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1791 \t 10139\n", + "\t\t\t\t\t 2567 \t -14532\n", + "GCD(39203, 6925) = 1, with coefficients 2567 and -14532 such that 1 = (2567)*39203 + (-14532)*6925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6926 \t 5 \t 4573 \t 1 \t 0\n", + "1 \t 6926 \t 4573 \t 1 \t 2353 \t 0 \t 1\n", + "2 \t 4573 \t 2353 \t 1 \t 2220 \t 1 \t -5\n", + "3 \t 2353 \t 2220 \t 1 \t 133 \t -1 \t 6\n", + "4 \t 2220 \t 133 \t 16 \t 92 \t 2 \t -11\n", + "5 \t 133 \t 92 \t 1 \t 41 \t -3 \t 17\n", + "6 \t 92 \t 41 \t 2 \t 10 \t 50 \t -283\n", + "7 \t 41 \t 10 \t 4 \t 1 \t -53 \t 300\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 156 \t -883\n", + "\t\t\t\t\t -677 \t 3832\n", + "GCD(39203, 6926) = 1, with coefficients -677 and 3832 such that 1 = (-677)*39203 + (3832)*6926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6927 \t 5 \t 4568 \t 1 \t 0\n", + "1 \t 6927 \t 4568 \t 1 \t 2359 \t 0 \t 1\n", + "2 \t 4568 \t 2359 \t 1 \t 2209 \t 1 \t -5\n", + "3 \t 2359 \t 2209 \t 1 \t 150 \t -1 \t 6\n", + "4 \t 2209 \t 150 \t 14 \t 109 \t 2 \t -11\n", + "5 \t 150 \t 109 \t 1 \t 41 \t -3 \t 17\n", + "6 \t 109 \t 41 \t 2 \t 27 \t 44 \t -249\n", + "7 \t 41 \t 27 \t 1 \t 14 \t -47 \t 266\n", + "8 \t 27 \t 14 \t 1 \t 13 \t 138 \t -781\n", + "9 \t 14 \t 13 \t 1 \t 1 \t -185 \t 1047\n", + "10 \t 13 \t 1 \t 13 \t 0 \t 323 \t -1828\n", + "\t\t\t\t\t -508 \t 2875\n", + "GCD(39203, 6927) = 1, with coefficients -508 and 2875 such that 1 = (-508)*39203 + (2875)*6927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6928 \t 5 \t 4563 \t 1 \t 0\n", + "1 \t 6928 \t 4563 \t 1 \t 2365 \t 0 \t 1\n", + "2 \t 4563 \t 2365 \t 1 \t 2198 \t 1 \t -5\n", + "3 \t 2365 \t 2198 \t 1 \t 167 \t -1 \t 6\n", + "4 \t 2198 \t 167 \t 13 \t 27 \t 2 \t -11\n", + "5 \t 167 \t 27 \t 6 \t 5 \t -3 \t 17\n", + "6 \t 27 \t 5 \t 5 \t 2 \t 41 \t -232\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -249 \t 1409\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1286 \t -7277\n", + "\t\t\t\t\t -2821 \t 15963\n", + "GCD(39203, 6928) = 1, with coefficients -2821 and 15963 such that 1 = (-2821)*39203 + (15963)*6928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6929 \t 5 \t 4558 \t 1 \t 0\n", + "1 \t 6929 \t 4558 \t 1 \t 2371 \t 0 \t 1\n", + "2 \t 4558 \t 2371 \t 1 \t 2187 \t 1 \t -5\n", + "3 \t 2371 \t 2187 \t 1 \t 184 \t -1 \t 6\n", + "4 \t 2187 \t 184 \t 11 \t 163 \t 2 \t -11\n", + "5 \t 184 \t 163 \t 1 \t 21 \t -3 \t 17\n", + "6 \t 163 \t 21 \t 7 \t 16 \t 35 \t -198\n", + "7 \t 21 \t 16 \t 1 \t 5 \t -38 \t 215\n", + "8 \t 16 \t 5 \t 3 \t 1 \t 301 \t -1703\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -339 \t 1918\n", + "\t\t\t\t\t 1318 \t -7457\n", + "GCD(39203, 6929) = 1, with coefficients 1318 and -7457 such that 1 = (1318)*39203 + (-7457)*6929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6930 \t 5 \t 4553 \t 1 \t 0\n", + "1 \t 6930 \t 4553 \t 1 \t 2377 \t 0 \t 1\n", + "2 \t 4553 \t 2377 \t 1 \t 2176 \t 1 \t -5\n", + "3 \t 2377 \t 2176 \t 1 \t 201 \t -1 \t 6\n", + "4 \t 2176 \t 201 \t 10 \t 166 \t 2 \t -11\n", + "5 \t 201 \t 166 \t 1 \t 35 \t -3 \t 17\n", + "6 \t 166 \t 35 \t 4 \t 26 \t 32 \t -181\n", + "7 \t 35 \t 26 \t 1 \t 9 \t -35 \t 198\n", + "8 \t 26 \t 9 \t 2 \t 8 \t 172 \t -973\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -207 \t 1171\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 586 \t -3315\n", + "\t\t\t\t\t -793 \t 4486\n", + "GCD(39203, 6930) = 1, with coefficients -793 and 4486 such that 1 = (-793)*39203 + (4486)*6930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6931 \t 5 \t 4548 \t 1 \t 0\n", + "1 \t 6931 \t 4548 \t 1 \t 2383 \t 0 \t 1\n", + "2 \t 4548 \t 2383 \t 1 \t 2165 \t 1 \t -5\n", + "3 \t 2383 \t 2165 \t 1 \t 218 \t -1 \t 6\n", + "4 \t 2165 \t 218 \t 9 \t 203 \t 2 \t -11\n", + "5 \t 218 \t 203 \t 1 \t 15 \t -3 \t 17\n", + "6 \t 203 \t 15 \t 13 \t 8 \t 29 \t -164\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -32 \t 181\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 445 \t -2517\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -477 \t 2698\n", + "\t\t\t\t\t 922 \t -5215\n", + "GCD(39203, 6931) = 1, with coefficients 922 and -5215 such that 1 = (922)*39203 + (-5215)*6931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6932 \t 5 \t 4543 \t 1 \t 0\n", + "1 \t 6932 \t 4543 \t 1 \t 2389 \t 0 \t 1\n", + "2 \t 4543 \t 2389 \t 1 \t 2154 \t 1 \t -5\n", + "3 \t 2389 \t 2154 \t 1 \t 235 \t -1 \t 6\n", + "4 \t 2154 \t 235 \t 9 \t 39 \t 2 \t -11\n", + "5 \t 235 \t 39 \t 6 \t 1 \t -3 \t 17\n", + "6 \t 39 \t 1 \t 39 \t 0 \t 29 \t -164\n", + "\t\t\t\t\t -177 \t 1001\n", + "GCD(39203, 6932) = 1, with coefficients -177 and 1001 such that 1 = (-177)*39203 + (1001)*6932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6933 \t 5 \t 4538 \t 1 \t 0\n", + "1 \t 6933 \t 4538 \t 1 \t 2395 \t 0 \t 1\n", + "2 \t 4538 \t 2395 \t 1 \t 2143 \t 1 \t -5\n", + "3 \t 2395 \t 2143 \t 1 \t 252 \t -1 \t 6\n", + "4 \t 2143 \t 252 \t 8 \t 127 \t 2 \t -11\n", + "5 \t 252 \t 127 \t 1 \t 125 \t -3 \t 17\n", + "6 \t 127 \t 125 \t 1 \t 2 \t 26 \t -147\n", + "7 \t 125 \t 2 \t 62 \t 1 \t -29 \t 164\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 55 \t -311\n", + "\t\t\t\t\t -3439 \t 19446\n", + "GCD(39203, 6933) = 1, with coefficients -3439 and 19446 such that 1 = (-3439)*39203 + (19446)*6933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6934 \t 5 \t 4533 \t 1 \t 0\n", + "1 \t 6934 \t 4533 \t 1 \t 2401 \t 0 \t 1\n", + "2 \t 4533 \t 2401 \t 1 \t 2132 \t 1 \t -5\n", + "3 \t 2401 \t 2132 \t 1 \t 269 \t -1 \t 6\n", + "4 \t 2132 \t 269 \t 7 \t 249 \t 2 \t -11\n", + "5 \t 269 \t 249 \t 1 \t 20 \t -3 \t 17\n", + "6 \t 249 \t 20 \t 12 \t 9 \t 23 \t -130\n", + "7 \t 20 \t 9 \t 2 \t 2 \t -26 \t 147\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 335 \t -1894\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -696 \t 3935\n", + "\t\t\t\t\t 3119 \t -17634\n", + "GCD(39203, 6934) = 1, with coefficients 3119 and -17634 such that 1 = (3119)*39203 + (-17634)*6934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6935 \t 5 \t 4528 \t 1 \t 0\n", + "1 \t 6935 \t 4528 \t 1 \t 2407 \t 0 \t 1\n", + "2 \t 4528 \t 2407 \t 1 \t 2121 \t 1 \t -5\n", + "3 \t 2407 \t 2121 \t 1 \t 286 \t -1 \t 6\n", + "4 \t 2121 \t 286 \t 7 \t 119 \t 2 \t -11\n", + "5 \t 286 \t 119 \t 2 \t 48 \t -3 \t 17\n", + "6 \t 119 \t 48 \t 2 \t 23 \t 23 \t -130\n", + "7 \t 48 \t 23 \t 2 \t 2 \t -49 \t 277\n", + "8 \t 23 \t 2 \t 11 \t 1 \t 121 \t -684\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -291 \t 1645\n", + "\t\t\t\t\t 3322 \t -18779\n", + "GCD(39203, 6935) = 1, with coefficients 3322 and -18779 such that 1 = (3322)*39203 + (-18779)*6935\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6936 \t 5 \t 4523 \t 1 \t 0\n", + "1 \t 6936 \t 4523 \t 1 \t 2413 \t 0 \t 1\n", + "2 \t 4523 \t 2413 \t 1 \t 2110 \t 1 \t -5\n", + "3 \t 2413 \t 2110 \t 1 \t 303 \t -1 \t 6\n", + "4 \t 2110 \t 303 \t 6 \t 292 \t 2 \t -11\n", + "5 \t 303 \t 292 \t 1 \t 11 \t -3 \t 17\n", + "6 \t 292 \t 11 \t 26 \t 6 \t 20 \t -113\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -23 \t 130\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 618 \t -3493\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -641 \t 3623\n", + "\t\t\t\t\t 1259 \t -7116\n", + "GCD(39203, 6936) = 1, with coefficients 1259 and -7116 such that 1 = (1259)*39203 + (-7116)*6936\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6937 \t 5 \t 4518 \t 1 \t 0\n", + "1 \t 6937 \t 4518 \t 1 \t 2419 \t 0 \t 1\n", + "2 \t 4518 \t 2419 \t 1 \t 2099 \t 1 \t -5\n", + "3 \t 2419 \t 2099 \t 1 \t 320 \t -1 \t 6\n", + "4 \t 2099 \t 320 \t 6 \t 179 \t 2 \t -11\n", + "5 \t 320 \t 179 \t 1 \t 141 \t -3 \t 17\n", + "6 \t 179 \t 141 \t 1 \t 38 \t 20 \t -113\n", + "7 \t 141 \t 38 \t 3 \t 27 \t -23 \t 130\n", + "8 \t 38 \t 27 \t 1 \t 11 \t 43 \t -243\n", + "9 \t 27 \t 11 \t 2 \t 5 \t -152 \t 859\n", + "10 \t 11 \t 5 \t 2 \t 1 \t 195 \t -1102\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -542 \t 3063\n", + "\t\t\t\t\t 1279 \t -7228\n", + "GCD(39203, 6937) = 1, with coefficients 1279 and -7228 such that 1 = (1279)*39203 + (-7228)*6937\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6938 \t 5 \t 4513 \t 1 \t 0\n", + "1 \t 6938 \t 4513 \t 1 \t 2425 \t 0 \t 1\n", + "2 \t 4513 \t 2425 \t 1 \t 2088 \t 1 \t -5\n", + "3 \t 2425 \t 2088 \t 1 \t 337 \t -1 \t 6\n", + "4 \t 2088 \t 337 \t 6 \t 66 \t 2 \t -11\n", + "5 \t 337 \t 66 \t 5 \t 7 \t -3 \t 17\n", + "6 \t 66 \t 7 \t 9 \t 3 \t 20 \t -113\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -103 \t 582\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 947 \t -5351\n", + "\t\t\t\t\t -1997 \t 11284\n", + "GCD(39203, 6938) = 1, with coefficients -1997 and 11284 such that 1 = (-1997)*39203 + (11284)*6938\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6939 \t 5 \t 4508 \t 1 \t 0\n", + "1 \t 6939 \t 4508 \t 1 \t 2431 \t 0 \t 1\n", + "2 \t 4508 \t 2431 \t 1 \t 2077 \t 1 \t -5\n", + "3 \t 2431 \t 2077 \t 1 \t 354 \t -1 \t 6\n", + "4 \t 2077 \t 354 \t 5 \t 307 \t 2 \t -11\n", + "5 \t 354 \t 307 \t 1 \t 47 \t -3 \t 17\n", + "6 \t 307 \t 47 \t 6 \t 25 \t 17 \t -96\n", + "7 \t 47 \t 25 \t 1 \t 22 \t -20 \t 113\n", + "8 \t 25 \t 22 \t 1 \t 3 \t 137 \t -774\n", + "9 \t 22 \t 3 \t 7 \t 1 \t -157 \t 887\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 294 \t -1661\n", + "\t\t\t\t\t -2215 \t 12514\n", + "GCD(39203, 6939) = 1, with coefficients -2215 and 12514 such that 1 = (-2215)*39203 + (12514)*6939\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6940 \t 5 \t 4503 \t 1 \t 0\n", + "1 \t 6940 \t 4503 \t 1 \t 2437 \t 0 \t 1\n", + "2 \t 4503 \t 2437 \t 1 \t 2066 \t 1 \t -5\n", + "3 \t 2437 \t 2066 \t 1 \t 371 \t -1 \t 6\n", + "4 \t 2066 \t 371 \t 5 \t 211 \t 2 \t -11\n", + "5 \t 371 \t 211 \t 1 \t 160 \t -3 \t 17\n", + "6 \t 211 \t 160 \t 1 \t 51 \t 17 \t -96\n", + "7 \t 160 \t 51 \t 3 \t 7 \t -20 \t 113\n", + "8 \t 51 \t 7 \t 7 \t 2 \t 37 \t -209\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -131 \t 740\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 954 \t -5389\n", + "\t\t\t\t\t -2993 \t 16907\n", + "GCD(39203, 6940) = 1, with coefficients -2993 and 16907 such that 1 = (-2993)*39203 + (16907)*6940\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6941 \t 5 \t 4498 \t 1 \t 0\n", + "1 \t 6941 \t 4498 \t 1 \t 2443 \t 0 \t 1\n", + "2 \t 4498 \t 2443 \t 1 \t 2055 \t 1 \t -5\n", + "3 \t 2443 \t 2055 \t 1 \t 388 \t -1 \t 6\n", + "4 \t 2055 \t 388 \t 5 \t 115 \t 2 \t -11\n", + "5 \t 388 \t 115 \t 3 \t 43 \t -3 \t 17\n", + "6 \t 115 \t 43 \t 2 \t 29 \t 17 \t -96\n", + "7 \t 43 \t 29 \t 1 \t 14 \t -54 \t 305\n", + "8 \t 29 \t 14 \t 2 \t 1 \t 125 \t -706\n", + "9 \t 14 \t 1 \t 14 \t 0 \t -179 \t 1011\n", + "\t\t\t\t\t 483 \t -2728\n", + "GCD(39203, 6941) = 1, with coefficients 483 and -2728 such that 1 = (483)*39203 + (-2728)*6941\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6942 \t 5 \t 4493 \t 1 \t 0\n", + "1 \t 6942 \t 4493 \t 1 \t 2449 \t 0 \t 1\n", + "2 \t 4493 \t 2449 \t 1 \t 2044 \t 1 \t -5\n", + "3 \t 2449 \t 2044 \t 1 \t 405 \t -1 \t 6\n", + "4 \t 2044 \t 405 \t 5 \t 19 \t 2 \t -11\n", + "5 \t 405 \t 19 \t 21 \t 6 \t -3 \t 17\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 17 \t -96\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -360 \t 2033\n", + "\t\t\t\t\t 1097 \t -6195\n", + "GCD(39203, 6942) = 1, with coefficients 1097 and -6195 such that 1 = (1097)*39203 + (-6195)*6942\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6943 \t 5 \t 4488 \t 1 \t 0\n", + "1 \t 6943 \t 4488 \t 1 \t 2455 \t 0 \t 1\n", + "2 \t 4488 \t 2455 \t 1 \t 2033 \t 1 \t -5\n", + "3 \t 2455 \t 2033 \t 1 \t 422 \t -1 \t 6\n", + "4 \t 2033 \t 422 \t 4 \t 345 \t 2 \t -11\n", + "5 \t 422 \t 345 \t 1 \t 77 \t -3 \t 17\n", + "6 \t 345 \t 77 \t 4 \t 37 \t 14 \t -79\n", + "7 \t 77 \t 37 \t 2 \t 3 \t -17 \t 96\n", + "8 \t 37 \t 3 \t 12 \t 1 \t 82 \t -463\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -181 \t 1022\n", + "\t\t\t\t\t 2254 \t -12727\n", + "GCD(39203, 6943) = 1, with coefficients 2254 and -12727 such that 1 = (2254)*39203 + (-12727)*6943\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6944 \t 5 \t 4483 \t 1 \t 0\n", + "1 \t 6944 \t 4483 \t 1 \t 2461 \t 0 \t 1\n", + "2 \t 4483 \t 2461 \t 1 \t 2022 \t 1 \t -5\n", + "3 \t 2461 \t 2022 \t 1 \t 439 \t -1 \t 6\n", + "4 \t 2022 \t 439 \t 4 \t 266 \t 2 \t -11\n", + "5 \t 439 \t 266 \t 1 \t 173 \t -3 \t 17\n", + "6 \t 266 \t 173 \t 1 \t 93 \t 14 \t -79\n", + "7 \t 173 \t 93 \t 1 \t 80 \t -17 \t 96\n", + "8 \t 93 \t 80 \t 1 \t 13 \t 31 \t -175\n", + "9 \t 80 \t 13 \t 6 \t 2 \t -48 \t 271\n", + "10 \t 13 \t 2 \t 6 \t 1 \t 79 \t -446\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -522 \t 2947\n", + "\t\t\t\t\t 3211 \t -18128\n", + "GCD(39203, 6944) = 1, with coefficients 3211 and -18128 such that 1 = (3211)*39203 + (-18128)*6944\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6945 \t 5 \t 4478 \t 1 \t 0\n", + "1 \t 6945 \t 4478 \t 1 \t 2467 \t 0 \t 1\n", + "2 \t 4478 \t 2467 \t 1 \t 2011 \t 1 \t -5\n", + "3 \t 2467 \t 2011 \t 1 \t 456 \t -1 \t 6\n", + "4 \t 2011 \t 456 \t 4 \t 187 \t 2 \t -11\n", + "5 \t 456 \t 187 \t 2 \t 82 \t -3 \t 17\n", + "6 \t 187 \t 82 \t 2 \t 23 \t 14 \t -79\n", + "7 \t 82 \t 23 \t 3 \t 13 \t -31 \t 175\n", + "8 \t 23 \t 13 \t 1 \t 10 \t 76 \t -429\n", + "9 \t 13 \t 10 \t 1 \t 3 \t -259 \t 1462\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 335 \t -1891\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -594 \t 3353\n", + "\t\t\t\t\t 2117 \t -11950\n", + "GCD(39203, 6945) = 1, with coefficients 2117 and -11950 such that 1 = (2117)*39203 + (-11950)*6945\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6946 \t 5 \t 4473 \t 1 \t 0\n", + "1 \t 6946 \t 4473 \t 1 \t 2473 \t 0 \t 1\n", + "2 \t 4473 \t 2473 \t 1 \t 2000 \t 1 \t -5\n", + "3 \t 2473 \t 2000 \t 1 \t 473 \t -1 \t 6\n", + "4 \t 2000 \t 473 \t 4 \t 108 \t 2 \t -11\n", + "5 \t 473 \t 108 \t 4 \t 41 \t -3 \t 17\n", + "6 \t 108 \t 41 \t 2 \t 26 \t 14 \t -79\n", + "7 \t 41 \t 26 \t 1 \t 15 \t -59 \t 333\n", + "8 \t 26 \t 15 \t 1 \t 11 \t 132 \t -745\n", + "9 \t 15 \t 11 \t 1 \t 4 \t -191 \t 1078\n", + "10 \t 11 \t 4 \t 2 \t 3 \t 323 \t -1823\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -514 \t 2901\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1351 \t -7625\n", + "\t\t\t\t\t -1865 \t 10526\n", + "GCD(39203, 6946) = 1, with coefficients -1865 and 10526 such that 1 = (-1865)*39203 + (10526)*6946\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6947 \t 5 \t 4468 \t 1 \t 0\n", + "1 \t 6947 \t 4468 \t 1 \t 2479 \t 0 \t 1\n", + "2 \t 4468 \t 2479 \t 1 \t 1989 \t 1 \t -5\n", + "3 \t 2479 \t 1989 \t 1 \t 490 \t -1 \t 6\n", + "4 \t 1989 \t 490 \t 4 \t 29 \t 2 \t -11\n", + "5 \t 490 \t 29 \t 16 \t 26 \t -3 \t 17\n", + "6 \t 29 \t 26 \t 1 \t 3 \t 14 \t -79\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -227 \t 1281\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 241 \t -1360\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2155 \t 12161\n", + "\t\t\t\t\t 2396 \t -13521\n", + "GCD(39203, 6947) = 1, with coefficients 2396 and -13521 such that 1 = (2396)*39203 + (-13521)*6947\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6948 \t 5 \t 4463 \t 1 \t 0\n", + "1 \t 6948 \t 4463 \t 1 \t 2485 \t 0 \t 1\n", + "2 \t 4463 \t 2485 \t 1 \t 1978 \t 1 \t -5\n", + "3 \t 2485 \t 1978 \t 1 \t 507 \t -1 \t 6\n", + "4 \t 1978 \t 507 \t 3 \t 457 \t 2 \t -11\n", + "5 \t 507 \t 457 \t 1 \t 50 \t -3 \t 17\n", + "6 \t 457 \t 50 \t 9 \t 7 \t 11 \t -62\n", + "7 \t 50 \t 7 \t 7 \t 1 \t -14 \t 79\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 137 \t -773\n", + "\t\t\t\t\t -973 \t 5490\n", + "GCD(39203, 6948) = 1, with coefficients -973 and 5490 such that 1 = (-973)*39203 + (5490)*6948\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6949 \t 5 \t 4458 \t 1 \t 0\n", + "1 \t 6949 \t 4458 \t 1 \t 2491 \t 0 \t 1\n", + "2 \t 4458 \t 2491 \t 1 \t 1967 \t 1 \t -5\n", + "3 \t 2491 \t 1967 \t 1 \t 524 \t -1 \t 6\n", + "4 \t 1967 \t 524 \t 3 \t 395 \t 2 \t -11\n", + "5 \t 524 \t 395 \t 1 \t 129 \t -3 \t 17\n", + "6 \t 395 \t 129 \t 3 \t 8 \t 11 \t -62\n", + "7 \t 129 \t 8 \t 16 \t 1 \t -14 \t 79\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 53 \t -299\n", + "\t\t\t\t\t -862 \t 4863\n", + "GCD(39203, 6949) = 1, with coefficients -862 and 4863 such that 1 = (-862)*39203 + (4863)*6949\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6950 \t 5 \t 4453 \t 1 \t 0\n", + "1 \t 6950 \t 4453 \t 1 \t 2497 \t 0 \t 1\n", + "2 \t 4453 \t 2497 \t 1 \t 1956 \t 1 \t -5\n", + "3 \t 2497 \t 1956 \t 1 \t 541 \t -1 \t 6\n", + "4 \t 1956 \t 541 \t 3 \t 333 \t 2 \t -11\n", + "5 \t 541 \t 333 \t 1 \t 208 \t -3 \t 17\n", + "6 \t 333 \t 208 \t 1 \t 125 \t 11 \t -62\n", + "7 \t 208 \t 125 \t 1 \t 83 \t -14 \t 79\n", + "8 \t 125 \t 83 \t 1 \t 42 \t 25 \t -141\n", + "9 \t 83 \t 42 \t 1 \t 41 \t -39 \t 220\n", + "10 \t 42 \t 41 \t 1 \t 1 \t 64 \t -361\n", + "11 \t 41 \t 1 \t 41 \t 0 \t -103 \t 581\n", + "\t\t\t\t\t 167 \t -942\n", + "GCD(39203, 6950) = 1, with coefficients 167 and -942 such that 1 = (167)*39203 + (-942)*6950\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6951 \t 5 \t 4448 \t 1 \t 0\n", + "1 \t 6951 \t 4448 \t 1 \t 2503 \t 0 \t 1\n", + "2 \t 4448 \t 2503 \t 1 \t 1945 \t 1 \t -5\n", + "3 \t 2503 \t 1945 \t 1 \t 558 \t -1 \t 6\n", + "4 \t 1945 \t 558 \t 3 \t 271 \t 2 \t -11\n", + "5 \t 558 \t 271 \t 2 \t 16 \t -3 \t 17\n", + "6 \t 271 \t 16 \t 16 \t 15 \t 11 \t -62\n", + "7 \t 16 \t 15 \t 1 \t 1 \t -25 \t 141\n", + "8 \t 15 \t 1 \t 15 \t 0 \t 411 \t -2318\n", + "\t\t\t\t\t -436 \t 2459\n", + "GCD(39203, 6951) = 1, with coefficients -436 and 2459 such that 1 = (-436)*39203 + (2459)*6951\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6952 \t 5 \t 4443 \t 1 \t 0\n", + "1 \t 6952 \t 4443 \t 1 \t 2509 \t 0 \t 1\n", + "2 \t 4443 \t 2509 \t 1 \t 1934 \t 1 \t -5\n", + "3 \t 2509 \t 1934 \t 1 \t 575 \t -1 \t 6\n", + "4 \t 1934 \t 575 \t 3 \t 209 \t 2 \t -11\n", + "5 \t 575 \t 209 \t 2 \t 157 \t -3 \t 17\n", + "6 \t 209 \t 157 \t 1 \t 52 \t 11 \t -62\n", + "7 \t 157 \t 52 \t 3 \t 1 \t -25 \t 141\n", + "8 \t 52 \t 1 \t 52 \t 0 \t 36 \t -203\n", + "\t\t\t\t\t -133 \t 750\n", + "GCD(39203, 6952) = 1, with coefficients -133 and 750 such that 1 = (-133)*39203 + (750)*6952\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6953 \t 5 \t 4438 \t 1 \t 0\n", + "1 \t 6953 \t 4438 \t 1 \t 2515 \t 0 \t 1\n", + "2 \t 4438 \t 2515 \t 1 \t 1923 \t 1 \t -5\n", + "3 \t 2515 \t 1923 \t 1 \t 592 \t -1 \t 6\n", + "4 \t 1923 \t 592 \t 3 \t 147 \t 2 \t -11\n", + "5 \t 592 \t 147 \t 4 \t 4 \t -3 \t 17\n", + "6 \t 147 \t 4 \t 36 \t 3 \t 11 \t -62\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -47 \t 265\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1703 \t -9602\n", + "\t\t\t\t\t -1750 \t 9867\n", + "GCD(39203, 6953) = 1, with coefficients -1750 and 9867 such that 1 = (-1750)*39203 + (9867)*6953\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6954 \t 5 \t 4433 \t 1 \t 0\n", + "1 \t 6954 \t 4433 \t 1 \t 2521 \t 0 \t 1\n", + "2 \t 4433 \t 2521 \t 1 \t 1912 \t 1 \t -5\n", + "3 \t 2521 \t 1912 \t 1 \t 609 \t -1 \t 6\n", + "4 \t 1912 \t 609 \t 3 \t 85 \t 2 \t -11\n", + "5 \t 609 \t 85 \t 7 \t 14 \t -3 \t 17\n", + "6 \t 85 \t 14 \t 6 \t 1 \t 11 \t -62\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -80 \t 451\n", + "\t\t\t\t\t 491 \t -2768\n", + "GCD(39203, 6954) = 1, with coefficients 491 and -2768 such that 1 = (491)*39203 + (-2768)*6954\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6955 \t 5 \t 4428 \t 1 \t 0\n", + "1 \t 6955 \t 4428 \t 1 \t 2527 \t 0 \t 1\n", + "2 \t 4428 \t 2527 \t 1 \t 1901 \t 1 \t -5\n", + "3 \t 2527 \t 1901 \t 1 \t 626 \t -1 \t 6\n", + "4 \t 1901 \t 626 \t 3 \t 23 \t 2 \t -11\n", + "5 \t 626 \t 23 \t 27 \t 5 \t -3 \t 17\n", + "6 \t 23 \t 5 \t 4 \t 3 \t 11 \t -62\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -300 \t 1691\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1211 \t -6826\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1511 \t 8517\n", + "\t\t\t\t\t 2722 \t -15343\n", + "GCD(39203, 6955) = 1, with coefficients 2722 and -15343 such that 1 = (2722)*39203 + (-15343)*6955\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6956 \t 5 \t 4423 \t 1 \t 0\n", + "1 \t 6956 \t 4423 \t 1 \t 2533 \t 0 \t 1\n", + "2 \t 4423 \t 2533 \t 1 \t 1890 \t 1 \t -5\n", + "3 \t 2533 \t 1890 \t 1 \t 643 \t -1 \t 6\n", + "4 \t 1890 \t 643 \t 2 \t 604 \t 2 \t -11\n", + "5 \t 643 \t 604 \t 1 \t 39 \t -3 \t 17\n", + "6 \t 604 \t 39 \t 15 \t 19 \t 8 \t -45\n", + "7 \t 39 \t 19 \t 2 \t 1 \t -11 \t 62\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 173 \t -975\n", + "\t\t\t\t\t -357 \t 2012\n", + "GCD(39203, 6956) = 1, with coefficients -357 and 2012 such that 1 = (-357)*39203 + (2012)*6956\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6957 \t 5 \t 4418 \t 1 \t 0\n", + "1 \t 6957 \t 4418 \t 1 \t 2539 \t 0 \t 1\n", + "2 \t 4418 \t 2539 \t 1 \t 1879 \t 1 \t -5\n", + "3 \t 2539 \t 1879 \t 1 \t 660 \t -1 \t 6\n", + "4 \t 1879 \t 660 \t 2 \t 559 \t 2 \t -11\n", + "5 \t 660 \t 559 \t 1 \t 101 \t -3 \t 17\n", + "6 \t 559 \t 101 \t 5 \t 54 \t 8 \t -45\n", + "7 \t 101 \t 54 \t 1 \t 47 \t -11 \t 62\n", + "8 \t 54 \t 47 \t 1 \t 7 \t 63 \t -355\n", + "9 \t 47 \t 7 \t 6 \t 5 \t -74 \t 417\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 137 \t -772\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -896 \t 5049\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1033 \t -5821\n", + "\t\t\t\t\t -2962 \t 16691\n", + "GCD(39203, 6957) = 1, with coefficients -2962 and 16691 such that 1 = (-2962)*39203 + (16691)*6957\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6958 \t 5 \t 4413 \t 1 \t 0\n", + "1 \t 6958 \t 4413 \t 1 \t 2545 \t 0 \t 1\n", + "2 \t 4413 \t 2545 \t 1 \t 1868 \t 1 \t -5\n", + "3 \t 2545 \t 1868 \t 1 \t 677 \t -1 \t 6\n", + "4 \t 1868 \t 677 \t 2 \t 514 \t 2 \t -11\n", + "5 \t 677 \t 514 \t 1 \t 163 \t -3 \t 17\n", + "6 \t 514 \t 163 \t 3 \t 25 \t 8 \t -45\n", + "7 \t 163 \t 25 \t 6 \t 13 \t -11 \t 62\n", + "8 \t 25 \t 13 \t 1 \t 12 \t 41 \t -231\n", + "9 \t 13 \t 12 \t 1 \t 1 \t -257 \t 1448\n", + "10 \t 12 \t 1 \t 12 \t 0 \t 298 \t -1679\n", + "\t\t\t\t\t -555 \t 3127\n", + "GCD(39203, 6958) = 1, with coefficients -555 and 3127 such that 1 = (-555)*39203 + (3127)*6958\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6959 \t 5 \t 4408 \t 1 \t 0\n", + "1 \t 6959 \t 4408 \t 1 \t 2551 \t 0 \t 1\n", + "2 \t 4408 \t 2551 \t 1 \t 1857 \t 1 \t -5\n", + "3 \t 2551 \t 1857 \t 1 \t 694 \t -1 \t 6\n", + "4 \t 1857 \t 694 \t 2 \t 469 \t 2 \t -11\n", + "5 \t 694 \t 469 \t 1 \t 225 \t -3 \t 17\n", + "6 \t 469 \t 225 \t 2 \t 19 \t 8 \t -45\n", + "7 \t 225 \t 19 \t 11 \t 16 \t -11 \t 62\n", + "8 \t 19 \t 16 \t 1 \t 3 \t 30 \t -169\n", + "9 \t 16 \t 3 \t 5 \t 1 \t -341 \t 1921\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 371 \t -2090\n", + "\t\t\t\t\t -2196 \t 12371\n", + "GCD(39203, 6959) = 1, with coefficients -2196 and 12371 such that 1 = (-2196)*39203 + (12371)*6959\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6960 \t 5 \t 4403 \t 1 \t 0\n", + "1 \t 6960 \t 4403 \t 1 \t 2557 \t 0 \t 1\n", + "2 \t 4403 \t 2557 \t 1 \t 1846 \t 1 \t -5\n", + "3 \t 2557 \t 1846 \t 1 \t 711 \t -1 \t 6\n", + "4 \t 1846 \t 711 \t 2 \t 424 \t 2 \t -11\n", + "5 \t 711 \t 424 \t 1 \t 287 \t -3 \t 17\n", + "6 \t 424 \t 287 \t 1 \t 137 \t 8 \t -45\n", + "7 \t 287 \t 137 \t 2 \t 13 \t -11 \t 62\n", + "8 \t 137 \t 13 \t 10 \t 7 \t 19 \t -107\n", + "9 \t 13 \t 7 \t 1 \t 6 \t -49 \t 276\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 509 \t -2867\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -558 \t 3143\n", + "\t\t\t\t\t 1067 \t -6010\n", + "GCD(39203, 6960) = 1, with coefficients 1067 and -6010 such that 1 = (1067)*39203 + (-6010)*6960\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6961 \t 5 \t 4398 \t 1 \t 0\n", + "1 \t 6961 \t 4398 \t 1 \t 2563 \t 0 \t 1\n", + "2 \t 4398 \t 2563 \t 1 \t 1835 \t 1 \t -5\n", + "3 \t 2563 \t 1835 \t 1 \t 728 \t -1 \t 6\n", + "4 \t 1835 \t 728 \t 2 \t 379 \t 2 \t -11\n", + "5 \t 728 \t 379 \t 1 \t 349 \t -3 \t 17\n", + "6 \t 379 \t 349 \t 1 \t 30 \t 8 \t -45\n", + "7 \t 349 \t 30 \t 11 \t 19 \t -11 \t 62\n", + "8 \t 30 \t 19 \t 1 \t 11 \t 19 \t -107\n", + "9 \t 19 \t 11 \t 1 \t 8 \t -220 \t 1239\n", + "10 \t 11 \t 8 \t 1 \t 3 \t 239 \t -1346\n", + "11 \t 8 \t 3 \t 2 \t 2 \t -459 \t 2585\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 698 \t -3931\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1855 \t 10447\n", + "\t\t\t\t\t 2553 \t -14378\n", + "GCD(39203, 6961) = 1, with coefficients 2553 and -14378 such that 1 = (2553)*39203 + (-14378)*6961\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6962 \t 5 \t 4393 \t 1 \t 0\n", + "1 \t 6962 \t 4393 \t 1 \t 2569 \t 0 \t 1\n", + "2 \t 4393 \t 2569 \t 1 \t 1824 \t 1 \t -5\n", + "3 \t 2569 \t 1824 \t 1 \t 745 \t -1 \t 6\n", + "4 \t 1824 \t 745 \t 2 \t 334 \t 2 \t -11\n", + "5 \t 745 \t 334 \t 2 \t 77 \t -3 \t 17\n", + "6 \t 334 \t 77 \t 4 \t 26 \t 8 \t -45\n", + "7 \t 77 \t 26 \t 2 \t 25 \t -19 \t 107\n", + "8 \t 26 \t 25 \t 1 \t 1 \t 84 \t -473\n", + "9 \t 25 \t 1 \t 25 \t 0 \t -187 \t 1053\n", + "\t\t\t\t\t 271 \t -1526\n", + "GCD(39203, 6962) = 1, with coefficients 271 and -1526 such that 1 = (271)*39203 + (-1526)*6962\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6963 \t 5 \t 4388 \t 1 \t 0\n", + "1 \t 6963 \t 4388 \t 1 \t 2575 \t 0 \t 1\n", + "2 \t 4388 \t 2575 \t 1 \t 1813 \t 1 \t -5\n", + "3 \t 2575 \t 1813 \t 1 \t 762 \t -1 \t 6\n", + "4 \t 1813 \t 762 \t 2 \t 289 \t 2 \t -11\n", + "5 \t 762 \t 289 \t 2 \t 184 \t -3 \t 17\n", + "6 \t 289 \t 184 \t 1 \t 105 \t 8 \t -45\n", + "7 \t 184 \t 105 \t 1 \t 79 \t -19 \t 107\n", + "8 \t 105 \t 79 \t 1 \t 26 \t 27 \t -152\n", + "9 \t 79 \t 26 \t 3 \t 1 \t -46 \t 259\n", + "10 \t 26 \t 1 \t 26 \t 0 \t 73 \t -411\n", + "\t\t\t\t\t -265 \t 1492\n", + "GCD(39203, 6963) = 1, with coefficients -265 and 1492 such that 1 = (-265)*39203 + (1492)*6963\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6964 \t 5 \t 4383 \t 1 \t 0\n", + "1 \t 6964 \t 4383 \t 1 \t 2581 \t 0 \t 1\n", + "2 \t 4383 \t 2581 \t 1 \t 1802 \t 1 \t -5\n", + "3 \t 2581 \t 1802 \t 1 \t 779 \t -1 \t 6\n", + "4 \t 1802 \t 779 \t 2 \t 244 \t 2 \t -11\n", + "5 \t 779 \t 244 \t 3 \t 47 \t -3 \t 17\n", + "6 \t 244 \t 47 \t 5 \t 9 \t 8 \t -45\n", + "7 \t 47 \t 9 \t 5 \t 2 \t -27 \t 152\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 143 \t -805\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -742 \t 4177\n", + "\t\t\t\t\t 3111 \t -17513\n", + "GCD(39203, 6964) = 1, with coefficients 3111 and -17513 such that 1 = (3111)*39203 + (-17513)*6964\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6965 \t 5 \t 4378 \t 1 \t 0\n", + "1 \t 6965 \t 4378 \t 1 \t 2587 \t 0 \t 1\n", + "2 \t 4378 \t 2587 \t 1 \t 1791 \t 1 \t -5\n", + "3 \t 2587 \t 1791 \t 1 \t 796 \t -1 \t 6\n", + "4 \t 1791 \t 796 \t 2 \t 199 \t 2 \t -11\n", + "5 \t 796 \t 199 \t 4 \t 0 \t -3 \t 17\n", + "\t\t\t\t\t 8 \t -45\n", + "GCD(39203, 6965) = 199, with coefficients 8 and -45 such that 199 = (8)*39203 + (-45)*6965\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6966 \t 5 \t 4373 \t 1 \t 0\n", + "1 \t 6966 \t 4373 \t 1 \t 2593 \t 0 \t 1\n", + "2 \t 4373 \t 2593 \t 1 \t 1780 \t 1 \t -5\n", + "3 \t 2593 \t 1780 \t 1 \t 813 \t -1 \t 6\n", + "4 \t 1780 \t 813 \t 2 \t 154 \t 2 \t -11\n", + "5 \t 813 \t 154 \t 5 \t 43 \t -3 \t 17\n", + "6 \t 154 \t 43 \t 3 \t 25 \t 8 \t -45\n", + "7 \t 43 \t 25 \t 1 \t 18 \t -43 \t 242\n", + "8 \t 25 \t 18 \t 1 \t 7 \t 137 \t -771\n", + "9 \t 18 \t 7 \t 2 \t 4 \t -180 \t 1013\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 317 \t -1784\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -814 \t 4581\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1131 \t -6365\n", + "\t\t\t\t\t -1945 \t 10946\n", + "GCD(39203, 6966) = 1, with coefficients -1945 and 10946 such that 1 = (-1945)*39203 + (10946)*6966\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6967 \t 5 \t 4368 \t 1 \t 0\n", + "1 \t 6967 \t 4368 \t 1 \t 2599 \t 0 \t 1\n", + "2 \t 4368 \t 2599 \t 1 \t 1769 \t 1 \t -5\n", + "3 \t 2599 \t 1769 \t 1 \t 830 \t -1 \t 6\n", + "4 \t 1769 \t 830 \t 2 \t 109 \t 2 \t -11\n", + "5 \t 830 \t 109 \t 7 \t 67 \t -3 \t 17\n", + "6 \t 109 \t 67 \t 1 \t 42 \t 8 \t -45\n", + "7 \t 67 \t 42 \t 1 \t 25 \t -59 \t 332\n", + "8 \t 42 \t 25 \t 1 \t 17 \t 67 \t -377\n", + "9 \t 25 \t 17 \t 1 \t 8 \t -126 \t 709\n", + "10 \t 17 \t 8 \t 2 \t 1 \t 193 \t -1086\n", + "11 \t 8 \t 1 \t 8 \t 0 \t -319 \t 1795\n", + "\t\t\t\t\t 831 \t -4676\n", + "GCD(39203, 6967) = 1, with coefficients 831 and -4676 such that 1 = (831)*39203 + (-4676)*6967\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6968 \t 5 \t 4363 \t 1 \t 0\n", + "1 \t 6968 \t 4363 \t 1 \t 2605 \t 0 \t 1\n", + "2 \t 4363 \t 2605 \t 1 \t 1758 \t 1 \t -5\n", + "3 \t 2605 \t 1758 \t 1 \t 847 \t -1 \t 6\n", + "4 \t 1758 \t 847 \t 2 \t 64 \t 2 \t -11\n", + "5 \t 847 \t 64 \t 13 \t 15 \t -3 \t 17\n", + "6 \t 64 \t 15 \t 4 \t 4 \t 8 \t -45\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -107 \t 602\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 436 \t -2453\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1415 \t 7961\n", + "\t\t\t\t\t 1851 \t -10414\n", + "GCD(39203, 6968) = 1, with coefficients 1851 and -10414 such that 1 = (1851)*39203 + (-10414)*6968\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6969 \t 5 \t 4358 \t 1 \t 0\n", + "1 \t 6969 \t 4358 \t 1 \t 2611 \t 0 \t 1\n", + "2 \t 4358 \t 2611 \t 1 \t 1747 \t 1 \t -5\n", + "3 \t 2611 \t 1747 \t 1 \t 864 \t -1 \t 6\n", + "4 \t 1747 \t 864 \t 2 \t 19 \t 2 \t -11\n", + "5 \t 864 \t 19 \t 45 \t 9 \t -3 \t 17\n", + "6 \t 19 \t 9 \t 2 \t 1 \t 8 \t -45\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -363 \t 2042\n", + "\t\t\t\t\t 734 \t -4129\n", + "GCD(39203, 6969) = 1, with coefficients 734 and -4129 such that 1 = (734)*39203 + (-4129)*6969\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6970 \t 5 \t 4353 \t 1 \t 0\n", + "1 \t 6970 \t 4353 \t 1 \t 2617 \t 0 \t 1\n", + "2 \t 4353 \t 2617 \t 1 \t 1736 \t 1 \t -5\n", + "3 \t 2617 \t 1736 \t 1 \t 881 \t -1 \t 6\n", + "4 \t 1736 \t 881 \t 1 \t 855 \t 2 \t -11\n", + "5 \t 881 \t 855 \t 1 \t 26 \t -3 \t 17\n", + "6 \t 855 \t 26 \t 32 \t 23 \t 5 \t -28\n", + "7 \t 26 \t 23 \t 1 \t 3 \t -8 \t 45\n", + "8 \t 23 \t 3 \t 7 \t 2 \t 261 \t -1468\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -269 \t 1513\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2144 \t -12059\n", + "\t\t\t\t\t -2413 \t 13572\n", + "GCD(39203, 6970) = 1, with coefficients -2413 and 13572 such that 1 = (-2413)*39203 + (13572)*6970\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6971 \t 5 \t 4348 \t 1 \t 0\n", + "1 \t 6971 \t 4348 \t 1 \t 2623 \t 0 \t 1\n", + "2 \t 4348 \t 2623 \t 1 \t 1725 \t 1 \t -5\n", + "3 \t 2623 \t 1725 \t 1 \t 898 \t -1 \t 6\n", + "4 \t 1725 \t 898 \t 1 \t 827 \t 2 \t -11\n", + "5 \t 898 \t 827 \t 1 \t 71 \t -3 \t 17\n", + "6 \t 827 \t 71 \t 11 \t 46 \t 5 \t -28\n", + "7 \t 71 \t 46 \t 1 \t 25 \t -8 \t 45\n", + "8 \t 46 \t 25 \t 1 \t 21 \t 93 \t -523\n", + "9 \t 25 \t 21 \t 1 \t 4 \t -101 \t 568\n", + "10 \t 21 \t 4 \t 5 \t 1 \t 194 \t -1091\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -295 \t 1659\n", + "\t\t\t\t\t 1669 \t -9386\n", + "GCD(39203, 6971) = 1, with coefficients 1669 and -9386 such that 1 = (1669)*39203 + (-9386)*6971\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6972 \t 5 \t 4343 \t 1 \t 0\n", + "1 \t 6972 \t 4343 \t 1 \t 2629 \t 0 \t 1\n", + "2 \t 4343 \t 2629 \t 1 \t 1714 \t 1 \t -5\n", + "3 \t 2629 \t 1714 \t 1 \t 915 \t -1 \t 6\n", + "4 \t 1714 \t 915 \t 1 \t 799 \t 2 \t -11\n", + "5 \t 915 \t 799 \t 1 \t 116 \t -3 \t 17\n", + "6 \t 799 \t 116 \t 6 \t 103 \t 5 \t -28\n", + "7 \t 116 \t 103 \t 1 \t 13 \t -8 \t 45\n", + "8 \t 103 \t 13 \t 7 \t 12 \t 53 \t -298\n", + "9 \t 13 \t 12 \t 1 \t 1 \t -61 \t 343\n", + "10 \t 12 \t 1 \t 12 \t 0 \t 480 \t -2699\n", + "\t\t\t\t\t -541 \t 3042\n", + "GCD(39203, 6972) = 1, with coefficients -541 and 3042 such that 1 = (-541)*39203 + (3042)*6972\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6973 \t 5 \t 4338 \t 1 \t 0\n", + "1 \t 6973 \t 4338 \t 1 \t 2635 \t 0 \t 1\n", + "2 \t 4338 \t 2635 \t 1 \t 1703 \t 1 \t -5\n", + "3 \t 2635 \t 1703 \t 1 \t 932 \t -1 \t 6\n", + "4 \t 1703 \t 932 \t 1 \t 771 \t 2 \t -11\n", + "5 \t 932 \t 771 \t 1 \t 161 \t -3 \t 17\n", + "6 \t 771 \t 161 \t 4 \t 127 \t 5 \t -28\n", + "7 \t 161 \t 127 \t 1 \t 34 \t -8 \t 45\n", + "8 \t 127 \t 34 \t 3 \t 25 \t 37 \t -208\n", + "9 \t 34 \t 25 \t 1 \t 9 \t -45 \t 253\n", + "10 \t 25 \t 9 \t 2 \t 7 \t 172 \t -967\n", + "11 \t 9 \t 7 \t 1 \t 2 \t -217 \t 1220\n", + "12 \t 7 \t 2 \t 3 \t 1 \t 606 \t -3407\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -823 \t 4627\n", + "\t\t\t\t\t 3075 \t -17288\n", + "GCD(39203, 6973) = 1, with coefficients 3075 and -17288 such that 1 = (3075)*39203 + (-17288)*6973\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6974 \t 5 \t 4333 \t 1 \t 0\n", + "1 \t 6974 \t 4333 \t 1 \t 2641 \t 0 \t 1\n", + "2 \t 4333 \t 2641 \t 1 \t 1692 \t 1 \t -5\n", + "3 \t 2641 \t 1692 \t 1 \t 949 \t -1 \t 6\n", + "4 \t 1692 \t 949 \t 1 \t 743 \t 2 \t -11\n", + "5 \t 949 \t 743 \t 1 \t 206 \t -3 \t 17\n", + "6 \t 743 \t 206 \t 3 \t 125 \t 5 \t -28\n", + "7 \t 206 \t 125 \t 1 \t 81 \t -8 \t 45\n", + "8 \t 125 \t 81 \t 1 \t 44 \t 29 \t -163\n", + "9 \t 81 \t 44 \t 1 \t 37 \t -37 \t 208\n", + "10 \t 44 \t 37 \t 1 \t 7 \t 66 \t -371\n", + "11 \t 37 \t 7 \t 5 \t 2 \t -103 \t 579\n", + "12 \t 7 \t 2 \t 3 \t 1 \t 169 \t -950\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -948 \t 5329\n", + "\t\t\t\t\t 3013 \t -16937\n", + "GCD(39203, 6974) = 1, with coefficients 3013 and -16937 such that 1 = (3013)*39203 + (-16937)*6974\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6975 \t 5 \t 4328 \t 1 \t 0\n", + "1 \t 6975 \t 4328 \t 1 \t 2647 \t 0 \t 1\n", + "2 \t 4328 \t 2647 \t 1 \t 1681 \t 1 \t -5\n", + "3 \t 2647 \t 1681 \t 1 \t 966 \t -1 \t 6\n", + "4 \t 1681 \t 966 \t 1 \t 715 \t 2 \t -11\n", + "5 \t 966 \t 715 \t 1 \t 251 \t -3 \t 17\n", + "6 \t 715 \t 251 \t 2 \t 213 \t 5 \t -28\n", + "7 \t 251 \t 213 \t 1 \t 38 \t -8 \t 45\n", + "8 \t 213 \t 38 \t 5 \t 23 \t 21 \t -118\n", + "9 \t 38 \t 23 \t 1 \t 15 \t -29 \t 163\n", + "10 \t 23 \t 15 \t 1 \t 8 \t 166 \t -933\n", + "11 \t 15 \t 8 \t 1 \t 7 \t -195 \t 1096\n", + "12 \t 8 \t 7 \t 1 \t 1 \t 361 \t -2029\n", + "13 \t 7 \t 1 \t 7 \t 0 \t -556 \t 3125\n", + "\t\t\t\t\t 917 \t -5154\n", + "GCD(39203, 6975) = 1, with coefficients 917 and -5154 such that 1 = (917)*39203 + (-5154)*6975\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6976 \t 5 \t 4323 \t 1 \t 0\n", + "1 \t 6976 \t 4323 \t 1 \t 2653 \t 0 \t 1\n", + "2 \t 4323 \t 2653 \t 1 \t 1670 \t 1 \t -5\n", + "3 \t 2653 \t 1670 \t 1 \t 983 \t -1 \t 6\n", + "4 \t 1670 \t 983 \t 1 \t 687 \t 2 \t -11\n", + "5 \t 983 \t 687 \t 1 \t 296 \t -3 \t 17\n", + "6 \t 687 \t 296 \t 2 \t 95 \t 5 \t -28\n", + "7 \t 296 \t 95 \t 3 \t 11 \t -8 \t 45\n", + "8 \t 95 \t 11 \t 8 \t 7 \t 21 \t -118\n", + "9 \t 11 \t 7 \t 1 \t 4 \t -71 \t 399\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 589 \t -3310\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -660 \t 3709\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1249 \t -7019\n", + "\t\t\t\t\t -1909 \t 10728\n", + "GCD(39203, 6976) = 1, with coefficients -1909 and 10728 such that 1 = (-1909)*39203 + (10728)*6976\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6977 \t 5 \t 4318 \t 1 \t 0\n", + "1 \t 6977 \t 4318 \t 1 \t 2659 \t 0 \t 1\n", + "2 \t 4318 \t 2659 \t 1 \t 1659 \t 1 \t -5\n", + "3 \t 2659 \t 1659 \t 1 \t 1000 \t -1 \t 6\n", + "4 \t 1659 \t 1000 \t 1 \t 659 \t 2 \t -11\n", + "5 \t 1000 \t 659 \t 1 \t 341 \t -3 \t 17\n", + "6 \t 659 \t 341 \t 1 \t 318 \t 5 \t -28\n", + "7 \t 341 \t 318 \t 1 \t 23 \t -8 \t 45\n", + "8 \t 318 \t 23 \t 13 \t 19 \t 13 \t -73\n", + "9 \t 23 \t 19 \t 1 \t 4 \t -21 \t 118\n", + "10 \t 19 \t 4 \t 4 \t 3 \t 286 \t -1607\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -307 \t 1725\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1514 \t -8507\n", + "\t\t\t\t\t -1821 \t 10232\n", + "GCD(39203, 6977) = 1, with coefficients -1821 and 10232 such that 1 = (-1821)*39203 + (10232)*6977\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6978 \t 5 \t 4313 \t 1 \t 0\n", + "1 \t 6978 \t 4313 \t 1 \t 2665 \t 0 \t 1\n", + "2 \t 4313 \t 2665 \t 1 \t 1648 \t 1 \t -5\n", + "3 \t 2665 \t 1648 \t 1 \t 1017 \t -1 \t 6\n", + "4 \t 1648 \t 1017 \t 1 \t 631 \t 2 \t -11\n", + "5 \t 1017 \t 631 \t 1 \t 386 \t -3 \t 17\n", + "6 \t 631 \t 386 \t 1 \t 245 \t 5 \t -28\n", + "7 \t 386 \t 245 \t 1 \t 141 \t -8 \t 45\n", + "8 \t 245 \t 141 \t 1 \t 104 \t 13 \t -73\n", + "9 \t 141 \t 104 \t 1 \t 37 \t -21 \t 118\n", + "10 \t 104 \t 37 \t 2 \t 30 \t 34 \t -191\n", + "11 \t 37 \t 30 \t 1 \t 7 \t -55 \t 309\n", + "12 \t 30 \t 7 \t 4 \t 2 \t 144 \t -809\n", + "13 \t 7 \t 2 \t 3 \t 1 \t -199 \t 1118\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 940 \t -5281\n", + "\t\t\t\t\t -3019 \t 16961\n", + "GCD(39203, 6978) = 1, with coefficients -3019 and 16961 such that 1 = (-3019)*39203 + (16961)*6978\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6979 \t 5 \t 4308 \t 1 \t 0\n", + "1 \t 6979 \t 4308 \t 1 \t 2671 \t 0 \t 1\n", + "2 \t 4308 \t 2671 \t 1 \t 1637 \t 1 \t -5\n", + "3 \t 2671 \t 1637 \t 1 \t 1034 \t -1 \t 6\n", + "4 \t 1637 \t 1034 \t 1 \t 603 \t 2 \t -11\n", + "5 \t 1034 \t 603 \t 1 \t 431 \t -3 \t 17\n", + "6 \t 603 \t 431 \t 1 \t 172 \t 5 \t -28\n", + "7 \t 431 \t 172 \t 2 \t 87 \t -8 \t 45\n", + "8 \t 172 \t 87 \t 1 \t 85 \t 13 \t -73\n", + "9 \t 87 \t 85 \t 1 \t 2 \t -34 \t 191\n", + "10 \t 85 \t 2 \t 42 \t 1 \t 47 \t -264\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -81 \t 455\n", + "\t\t\t\t\t 3449 \t -19374\n", + "GCD(39203, 6979) = 1, with coefficients 3449 and -19374 such that 1 = (3449)*39203 + (-19374)*6979\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6980 \t 5 \t 4303 \t 1 \t 0\n", + "1 \t 6980 \t 4303 \t 1 \t 2677 \t 0 \t 1\n", + "2 \t 4303 \t 2677 \t 1 \t 1626 \t 1 \t -5\n", + "3 \t 2677 \t 1626 \t 1 \t 1051 \t -1 \t 6\n", + "4 \t 1626 \t 1051 \t 1 \t 575 \t 2 \t -11\n", + "5 \t 1051 \t 575 \t 1 \t 476 \t -3 \t 17\n", + "6 \t 575 \t 476 \t 1 \t 99 \t 5 \t -28\n", + "7 \t 476 \t 99 \t 4 \t 80 \t -8 \t 45\n", + "8 \t 99 \t 80 \t 1 \t 19 \t 13 \t -73\n", + "9 \t 80 \t 19 \t 4 \t 4 \t -60 \t 337\n", + "10 \t 19 \t 4 \t 4 \t 3 \t 73 \t -410\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -352 \t 1977\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1481 \t -8318\n", + "\t\t\t\t\t -1833 \t 10295\n", + "GCD(39203, 6980) = 1, with coefficients -1833 and 10295 such that 1 = (-1833)*39203 + (10295)*6980\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6981 \t 5 \t 4298 \t 1 \t 0\n", + "1 \t 6981 \t 4298 \t 1 \t 2683 \t 0 \t 1\n", + "2 \t 4298 \t 2683 \t 1 \t 1615 \t 1 \t -5\n", + "3 \t 2683 \t 1615 \t 1 \t 1068 \t -1 \t 6\n", + "4 \t 1615 \t 1068 \t 1 \t 547 \t 2 \t -11\n", + "5 \t 1068 \t 547 \t 1 \t 521 \t -3 \t 17\n", + "6 \t 547 \t 521 \t 1 \t 26 \t 5 \t -28\n", + "7 \t 521 \t 26 \t 20 \t 1 \t -8 \t 45\n", + "8 \t 26 \t 1 \t 26 \t 0 \t 13 \t -73\n", + "\t\t\t\t\t -268 \t 1505\n", + "GCD(39203, 6981) = 1, with coefficients -268 and 1505 such that 1 = (-268)*39203 + (1505)*6981\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6982 \t 5 \t 4293 \t 1 \t 0\n", + "1 \t 6982 \t 4293 \t 1 \t 2689 \t 0 \t 1\n", + "2 \t 4293 \t 2689 \t 1 \t 1604 \t 1 \t -5\n", + "3 \t 2689 \t 1604 \t 1 \t 1085 \t -1 \t 6\n", + "4 \t 1604 \t 1085 \t 1 \t 519 \t 2 \t -11\n", + "5 \t 1085 \t 519 \t 2 \t 47 \t -3 \t 17\n", + "6 \t 519 \t 47 \t 11 \t 2 \t 5 \t -28\n", + "7 \t 47 \t 2 \t 23 \t 1 \t -13 \t 73\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 148 \t -831\n", + "\t\t\t\t\t -3417 \t 19186\n", + "GCD(39203, 6982) = 1, with coefficients -3417 and 19186 such that 1 = (-3417)*39203 + (19186)*6982\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6983 \t 5 \t 4288 \t 1 \t 0\n", + "1 \t 6983 \t 4288 \t 1 \t 2695 \t 0 \t 1\n", + "2 \t 4288 \t 2695 \t 1 \t 1593 \t 1 \t -5\n", + "3 \t 2695 \t 1593 \t 1 \t 1102 \t -1 \t 6\n", + "4 \t 1593 \t 1102 \t 1 \t 491 \t 2 \t -11\n", + "5 \t 1102 \t 491 \t 2 \t 120 \t -3 \t 17\n", + "6 \t 491 \t 120 \t 4 \t 11 \t 5 \t -28\n", + "7 \t 120 \t 11 \t 10 \t 10 \t -13 \t 73\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 57 \t -320\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -583 \t 3273\n", + "\t\t\t\t\t 640 \t -3593\n", + "GCD(39203, 6983) = 1, with coefficients 640 and -3593 such that 1 = (640)*39203 + (-3593)*6983\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6984 \t 5 \t 4283 \t 1 \t 0\n", + "1 \t 6984 \t 4283 \t 1 \t 2701 \t 0 \t 1\n", + "2 \t 4283 \t 2701 \t 1 \t 1582 \t 1 \t -5\n", + "3 \t 2701 \t 1582 \t 1 \t 1119 \t -1 \t 6\n", + "4 \t 1582 \t 1119 \t 1 \t 463 \t 2 \t -11\n", + "5 \t 1119 \t 463 \t 2 \t 193 \t -3 \t 17\n", + "6 \t 463 \t 193 \t 2 \t 77 \t 5 \t -28\n", + "7 \t 193 \t 77 \t 2 \t 39 \t -13 \t 73\n", + "8 \t 77 \t 39 \t 1 \t 38 \t 31 \t -174\n", + "9 \t 39 \t 38 \t 1 \t 1 \t -75 \t 421\n", + "10 \t 38 \t 1 \t 38 \t 0 \t 106 \t -595\n", + "\t\t\t\t\t -181 \t 1016\n", + "GCD(39203, 6984) = 1, with coefficients -181 and 1016 such that 1 = (-181)*39203 + (1016)*6984\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6985 \t 5 \t 4278 \t 1 \t 0\n", + "1 \t 6985 \t 4278 \t 1 \t 2707 \t 0 \t 1\n", + "2 \t 4278 \t 2707 \t 1 \t 1571 \t 1 \t -5\n", + "3 \t 2707 \t 1571 \t 1 \t 1136 \t -1 \t 6\n", + "4 \t 1571 \t 1136 \t 1 \t 435 \t 2 \t -11\n", + "5 \t 1136 \t 435 \t 2 \t 266 \t -3 \t 17\n", + "6 \t 435 \t 266 \t 1 \t 169 \t 5 \t -28\n", + "7 \t 266 \t 169 \t 1 \t 97 \t -13 \t 73\n", + "8 \t 169 \t 97 \t 1 \t 72 \t 18 \t -101\n", + "9 \t 97 \t 72 \t 1 \t 25 \t -31 \t 174\n", + "10 \t 72 \t 25 \t 2 \t 22 \t 49 \t -275\n", + "11 \t 25 \t 22 \t 1 \t 3 \t -80 \t 449\n", + "12 \t 22 \t 3 \t 7 \t 1 \t 209 \t -1173\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -289 \t 1622\n", + "\t\t\t\t\t 2232 \t -12527\n", + "GCD(39203, 6985) = 1, with coefficients 2232 and -12527 such that 1 = (2232)*39203 + (-12527)*6985\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6986 \t 5 \t 4273 \t 1 \t 0\n", + "1 \t 6986 \t 4273 \t 1 \t 2713 \t 0 \t 1\n", + "2 \t 4273 \t 2713 \t 1 \t 1560 \t 1 \t -5\n", + "3 \t 2713 \t 1560 \t 1 \t 1153 \t -1 \t 6\n", + "4 \t 1560 \t 1153 \t 1 \t 407 \t 2 \t -11\n", + "5 \t 1153 \t 407 \t 2 \t 339 \t -3 \t 17\n", + "6 \t 407 \t 339 \t 1 \t 68 \t 5 \t -28\n", + "7 \t 339 \t 68 \t 4 \t 67 \t -13 \t 73\n", + "8 \t 68 \t 67 \t 1 \t 1 \t 18 \t -101\n", + "9 \t 67 \t 1 \t 67 \t 0 \t -85 \t 477\n", + "\t\t\t\t\t 103 \t -578\n", + "GCD(39203, 6986) = 1, with coefficients 103 and -578 such that 1 = (103)*39203 + (-578)*6986\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6987 \t 5 \t 4268 \t 1 \t 0\n", + "1 \t 6987 \t 4268 \t 1 \t 2719 \t 0 \t 1\n", + "2 \t 4268 \t 2719 \t 1 \t 1549 \t 1 \t -5\n", + "3 \t 2719 \t 1549 \t 1 \t 1170 \t -1 \t 6\n", + "4 \t 1549 \t 1170 \t 1 \t 379 \t 2 \t -11\n", + "5 \t 1170 \t 379 \t 3 \t 33 \t -3 \t 17\n", + "6 \t 379 \t 33 \t 11 \t 16 \t 5 \t -28\n", + "7 \t 33 \t 16 \t 2 \t 1 \t -18 \t 101\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 203 \t -1139\n", + "\t\t\t\t\t -424 \t 2379\n", + "GCD(39203, 6987) = 1, with coefficients -424 and 2379 such that 1 = (-424)*39203 + (2379)*6987\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6988 \t 5 \t 4263 \t 1 \t 0\n", + "1 \t 6988 \t 4263 \t 1 \t 2725 \t 0 \t 1\n", + "2 \t 4263 \t 2725 \t 1 \t 1538 \t 1 \t -5\n", + "3 \t 2725 \t 1538 \t 1 \t 1187 \t -1 \t 6\n", + "4 \t 1538 \t 1187 \t 1 \t 351 \t 2 \t -11\n", + "5 \t 1187 \t 351 \t 3 \t 134 \t -3 \t 17\n", + "6 \t 351 \t 134 \t 2 \t 83 \t 5 \t -28\n", + "7 \t 134 \t 83 \t 1 \t 51 \t -18 \t 101\n", + "8 \t 83 \t 51 \t 1 \t 32 \t 41 \t -230\n", + "9 \t 51 \t 32 \t 1 \t 19 \t -59 \t 331\n", + "10 \t 32 \t 19 \t 1 \t 13 \t 100 \t -561\n", + "11 \t 19 \t 13 \t 1 \t 6 \t -159 \t 892\n", + "12 \t 13 \t 6 \t 2 \t 1 \t 259 \t -1453\n", + "13 \t 6 \t 1 \t 6 \t 0 \t -418 \t 2345\n", + "\t\t\t\t\t 1095 \t -6143\n", + "GCD(39203, 6988) = 1, with coefficients 1095 and -6143 such that 1 = (1095)*39203 + (-6143)*6988\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6989 \t 5 \t 4258 \t 1 \t 0\n", + "1 \t 6989 \t 4258 \t 1 \t 2731 \t 0 \t 1\n", + "2 \t 4258 \t 2731 \t 1 \t 1527 \t 1 \t -5\n", + "3 \t 2731 \t 1527 \t 1 \t 1204 \t -1 \t 6\n", + "4 \t 1527 \t 1204 \t 1 \t 323 \t 2 \t -11\n", + "5 \t 1204 \t 323 \t 3 \t 235 \t -3 \t 17\n", + "6 \t 323 \t 235 \t 1 \t 88 \t 5 \t -28\n", + "7 \t 235 \t 88 \t 2 \t 59 \t -18 \t 101\n", + "8 \t 88 \t 59 \t 1 \t 29 \t 23 \t -129\n", + "9 \t 59 \t 29 \t 2 \t 1 \t -64 \t 359\n", + "10 \t 29 \t 1 \t 29 \t 0 \t 87 \t -488\n", + "\t\t\t\t\t -238 \t 1335\n", + "GCD(39203, 6989) = 1, with coefficients -238 and 1335 such that 1 = (-238)*39203 + (1335)*6989\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6990 \t 5 \t 4253 \t 1 \t 0\n", + "1 \t 6990 \t 4253 \t 1 \t 2737 \t 0 \t 1\n", + "2 \t 4253 \t 2737 \t 1 \t 1516 \t 1 \t -5\n", + "3 \t 2737 \t 1516 \t 1 \t 1221 \t -1 \t 6\n", + "4 \t 1516 \t 1221 \t 1 \t 295 \t 2 \t -11\n", + "5 \t 1221 \t 295 \t 4 \t 41 \t -3 \t 17\n", + "6 \t 295 \t 41 \t 7 \t 8 \t 5 \t -28\n", + "7 \t 41 \t 8 \t 5 \t 1 \t -23 \t 129\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 166 \t -931\n", + "\t\t\t\t\t -853 \t 4784\n", + "GCD(39203, 6990) = 1, with coefficients -853 and 4784 such that 1 = (-853)*39203 + (4784)*6990\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6991 \t 5 \t 4248 \t 1 \t 0\n", + "1 \t 6991 \t 4248 \t 1 \t 2743 \t 0 \t 1\n", + "2 \t 4248 \t 2743 \t 1 \t 1505 \t 1 \t -5\n", + "3 \t 2743 \t 1505 \t 1 \t 1238 \t -1 \t 6\n", + "4 \t 1505 \t 1238 \t 1 \t 267 \t 2 \t -11\n", + "5 \t 1238 \t 267 \t 4 \t 170 \t -3 \t 17\n", + "6 \t 267 \t 170 \t 1 \t 97 \t 5 \t -28\n", + "7 \t 170 \t 97 \t 1 \t 73 \t -23 \t 129\n", + "8 \t 97 \t 73 \t 1 \t 24 \t 28 \t -157\n", + "9 \t 73 \t 24 \t 3 \t 1 \t -51 \t 286\n", + "10 \t 24 \t 1 \t 24 \t 0 \t 79 \t -443\n", + "\t\t\t\t\t -288 \t 1615\n", + "GCD(39203, 6991) = 1, with coefficients -288 and 1615 such that 1 = (-288)*39203 + (1615)*6991\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6992 \t 5 \t 4243 \t 1 \t 0\n", + "1 \t 6992 \t 4243 \t 1 \t 2749 \t 0 \t 1\n", + "2 \t 4243 \t 2749 \t 1 \t 1494 \t 1 \t -5\n", + "3 \t 2749 \t 1494 \t 1 \t 1255 \t -1 \t 6\n", + "4 \t 1494 \t 1255 \t 1 \t 239 \t 2 \t -11\n", + "5 \t 1255 \t 239 \t 5 \t 60 \t -3 \t 17\n", + "6 \t 239 \t 60 \t 3 \t 59 \t 5 \t -28\n", + "7 \t 60 \t 59 \t 1 \t 1 \t -28 \t 157\n", + "8 \t 59 \t 1 \t 59 \t 0 \t 89 \t -499\n", + "\t\t\t\t\t -117 \t 656\n", + "GCD(39203, 6992) = 1, with coefficients -117 and 656 such that 1 = (-117)*39203 + (656)*6992\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6993 \t 5 \t 4238 \t 1 \t 0\n", + "1 \t 6993 \t 4238 \t 1 \t 2755 \t 0 \t 1\n", + "2 \t 4238 \t 2755 \t 1 \t 1483 \t 1 \t -5\n", + "3 \t 2755 \t 1483 \t 1 \t 1272 \t -1 \t 6\n", + "4 \t 1483 \t 1272 \t 1 \t 211 \t 2 \t -11\n", + "5 \t 1272 \t 211 \t 6 \t 6 \t -3 \t 17\n", + "6 \t 211 \t 6 \t 35 \t 1 \t 5 \t -28\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -33 \t 185\n", + "\t\t\t\t\t 1160 \t -6503\n", + "GCD(39203, 6993) = 1, with coefficients 1160 and -6503 such that 1 = (1160)*39203 + (-6503)*6993\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6994 \t 5 \t 4233 \t 1 \t 0\n", + "1 \t 6994 \t 4233 \t 1 \t 2761 \t 0 \t 1\n", + "2 \t 4233 \t 2761 \t 1 \t 1472 \t 1 \t -5\n", + "3 \t 2761 \t 1472 \t 1 \t 1289 \t -1 \t 6\n", + "4 \t 1472 \t 1289 \t 1 \t 183 \t 2 \t -11\n", + "5 \t 1289 \t 183 \t 7 \t 8 \t -3 \t 17\n", + "6 \t 183 \t 8 \t 22 \t 7 \t 5 \t -28\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -38 \t 213\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 841 \t -4714\n", + "\t\t\t\t\t -879 \t 4927\n", + "GCD(39203, 6994) = 1, with coefficients -879 and 4927 such that 1 = (-879)*39203 + (4927)*6994\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6995 \t 5 \t 4228 \t 1 \t 0\n", + "1 \t 6995 \t 4228 \t 1 \t 2767 \t 0 \t 1\n", + "2 \t 4228 \t 2767 \t 1 \t 1461 \t 1 \t -5\n", + "3 \t 2767 \t 1461 \t 1 \t 1306 \t -1 \t 6\n", + "4 \t 1461 \t 1306 \t 1 \t 155 \t 2 \t -11\n", + "5 \t 1306 \t 155 \t 8 \t 66 \t -3 \t 17\n", + "6 \t 155 \t 66 \t 2 \t 23 \t 5 \t -28\n", + "7 \t 66 \t 23 \t 2 \t 20 \t -43 \t 241\n", + "8 \t 23 \t 20 \t 1 \t 3 \t 91 \t -510\n", + "9 \t 20 \t 3 \t 6 \t 2 \t -225 \t 1261\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 316 \t -1771\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2121 \t 11887\n", + "\t\t\t\t\t 2437 \t -13658\n", + "GCD(39203, 6995) = 1, with coefficients 2437 and -13658 such that 1 = (2437)*39203 + (-13658)*6995\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6996 \t 5 \t 4223 \t 1 \t 0\n", + "1 \t 6996 \t 4223 \t 1 \t 2773 \t 0 \t 1\n", + "2 \t 4223 \t 2773 \t 1 \t 1450 \t 1 \t -5\n", + "3 \t 2773 \t 1450 \t 1 \t 1323 \t -1 \t 6\n", + "4 \t 1450 \t 1323 \t 1 \t 127 \t 2 \t -11\n", + "5 \t 1323 \t 127 \t 10 \t 53 \t -3 \t 17\n", + "6 \t 127 \t 53 \t 2 \t 21 \t 5 \t -28\n", + "7 \t 53 \t 21 \t 2 \t 11 \t -53 \t 297\n", + "8 \t 21 \t 11 \t 1 \t 10 \t 111 \t -622\n", + "9 \t 11 \t 10 \t 1 \t 1 \t -275 \t 1541\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 386 \t -2163\n", + "\t\t\t\t\t -661 \t 3704\n", + "GCD(39203, 6996) = 1, with coefficients -661 and 3704 such that 1 = (-661)*39203 + (3704)*6996\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6997 \t 5 \t 4218 \t 1 \t 0\n", + "1 \t 6997 \t 4218 \t 1 \t 2779 \t 0 \t 1\n", + "2 \t 4218 \t 2779 \t 1 \t 1439 \t 1 \t -5\n", + "3 \t 2779 \t 1439 \t 1 \t 1340 \t -1 \t 6\n", + "4 \t 1439 \t 1340 \t 1 \t 99 \t 2 \t -11\n", + "5 \t 1340 \t 99 \t 13 \t 53 \t -3 \t 17\n", + "6 \t 99 \t 53 \t 1 \t 46 \t 5 \t -28\n", + "7 \t 53 \t 46 \t 1 \t 7 \t -68 \t 381\n", + "8 \t 46 \t 7 \t 6 \t 4 \t 73 \t -409\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -141 \t 790\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 919 \t -5149\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1060 \t 5939\n", + "\t\t\t\t\t 1979 \t -11088\n", + "GCD(39203, 6997) = 1, with coefficients 1979 and -11088 such that 1 = (1979)*39203 + (-11088)*6997\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6998 \t 5 \t 4213 \t 1 \t 0\n", + "1 \t 6998 \t 4213 \t 1 \t 2785 \t 0 \t 1\n", + "2 \t 4213 \t 2785 \t 1 \t 1428 \t 1 \t -5\n", + "3 \t 2785 \t 1428 \t 1 \t 1357 \t -1 \t 6\n", + "4 \t 1428 \t 1357 \t 1 \t 71 \t 2 \t -11\n", + "5 \t 1357 \t 71 \t 19 \t 8 \t -3 \t 17\n", + "6 \t 71 \t 8 \t 8 \t 7 \t 5 \t -28\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -98 \t 549\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 789 \t -4420\n", + "\t\t\t\t\t -887 \t 4969\n", + "GCD(39203, 6998) = 1, with coefficients -887 and 4969 such that 1 = (-887)*39203 + (4969)*6998\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 6999 \t 5 \t 4208 \t 1 \t 0\n", + "1 \t 6999 \t 4208 \t 1 \t 2791 \t 0 \t 1\n", + "2 \t 4208 \t 2791 \t 1 \t 1417 \t 1 \t -5\n", + "3 \t 2791 \t 1417 \t 1 \t 1374 \t -1 \t 6\n", + "4 \t 1417 \t 1374 \t 1 \t 43 \t 2 \t -11\n", + "5 \t 1374 \t 43 \t 31 \t 41 \t -3 \t 17\n", + "6 \t 43 \t 41 \t 1 \t 2 \t 5 \t -28\n", + "7 \t 41 \t 2 \t 20 \t 1 \t -158 \t 885\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 163 \t -913\n", + "\t\t\t\t\t -3418 \t 19145\n", + "GCD(39203, 6999) = 1, with coefficients -3418 and 19145 such that 1 = (-3418)*39203 + (19145)*6999\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7000 \t 5 \t 4203 \t 1 \t 0\n", + "1 \t 7000 \t 4203 \t 1 \t 2797 \t 0 \t 1\n", + "2 \t 4203 \t 2797 \t 1 \t 1406 \t 1 \t -5\n", + "3 \t 2797 \t 1406 \t 1 \t 1391 \t -1 \t 6\n", + "4 \t 1406 \t 1391 \t 1 \t 15 \t 2 \t -11\n", + "5 \t 1391 \t 15 \t 92 \t 11 \t -3 \t 17\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 5 \t -28\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -463 \t 2593\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 468 \t -2621\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1399 \t 7835\n", + "\t\t\t\t\t 1867 \t -10456\n", + "GCD(39203, 7000) = 1, with coefficients 1867 and -10456 such that 1 = (1867)*39203 + (-10456)*7000\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7001 \t 5 \t 4198 \t 1 \t 0\n", + "1 \t 7001 \t 4198 \t 1 \t 2803 \t 0 \t 1\n", + "2 \t 4198 \t 2803 \t 1 \t 1395 \t 1 \t -5\n", + "3 \t 2803 \t 1395 \t 2 \t 13 \t -1 \t 6\n", + "4 \t 1395 \t 13 \t 107 \t 4 \t 2 \t -11\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -5 \t 28\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 537 \t -3007\n", + "\t\t\t\t\t -1616 \t 9049\n", + "GCD(39203, 7001) = 1, with coefficients -1616 and 9049 such that 1 = (-1616)*39203 + (9049)*7001\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7002 \t 5 \t 4193 \t 1 \t 0\n", + "1 \t 7002 \t 4193 \t 1 \t 2809 \t 0 \t 1\n", + "2 \t 4193 \t 2809 \t 1 \t 1384 \t 1 \t -5\n", + "3 \t 2809 \t 1384 \t 2 \t 41 \t -1 \t 6\n", + "4 \t 1384 \t 41 \t 33 \t 31 \t 2 \t -11\n", + "5 \t 41 \t 31 \t 1 \t 10 \t -5 \t 28\n", + "6 \t 31 \t 10 \t 3 \t 1 \t 167 \t -935\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -172 \t 963\n", + "\t\t\t\t\t 683 \t -3824\n", + "GCD(39203, 7002) = 1, with coefficients 683 and -3824 such that 1 = (683)*39203 + (-3824)*7002\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7003 \t 5 \t 4188 \t 1 \t 0\n", + "1 \t 7003 \t 4188 \t 1 \t 2815 \t 0 \t 1\n", + "2 \t 4188 \t 2815 \t 1 \t 1373 \t 1 \t -5\n", + "3 \t 2815 \t 1373 \t 2 \t 69 \t -1 \t 6\n", + "4 \t 1373 \t 69 \t 19 \t 62 \t 2 \t -11\n", + "5 \t 69 \t 62 \t 1 \t 7 \t -5 \t 28\n", + "6 \t 62 \t 7 \t 8 \t 6 \t 97 \t -543\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -102 \t 571\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 913 \t -5111\n", + "\t\t\t\t\t -1015 \t 5682\n", + "GCD(39203, 7003) = 1, with coefficients -1015 and 5682 such that 1 = (-1015)*39203 + (5682)*7003\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7004 \t 5 \t 4183 \t 1 \t 0\n", + "1 \t 7004 \t 4183 \t 1 \t 2821 \t 0 \t 1\n", + "2 \t 4183 \t 2821 \t 1 \t 1362 \t 1 \t -5\n", + "3 \t 2821 \t 1362 \t 2 \t 97 \t -1 \t 6\n", + "4 \t 1362 \t 97 \t 14 \t 4 \t 2 \t -11\n", + "5 \t 97 \t 4 \t 24 \t 1 \t -5 \t 28\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 72 \t -403\n", + "\t\t\t\t\t -1733 \t 9700\n", + "GCD(39203, 7004) = 1, with coefficients -1733 and 9700 such that 1 = (-1733)*39203 + (9700)*7004\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7005 \t 5 \t 4178 \t 1 \t 0\n", + "1 \t 7005 \t 4178 \t 1 \t 2827 \t 0 \t 1\n", + "2 \t 4178 \t 2827 \t 1 \t 1351 \t 1 \t -5\n", + "3 \t 2827 \t 1351 \t 2 \t 125 \t -1 \t 6\n", + "4 \t 1351 \t 125 \t 10 \t 101 \t 2 \t -11\n", + "5 \t 125 \t 101 \t 1 \t 24 \t -5 \t 28\n", + "6 \t 101 \t 24 \t 4 \t 5 \t 52 \t -291\n", + "7 \t 24 \t 5 \t 4 \t 4 \t -57 \t 319\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 280 \t -1567\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1177 \t 6587\n", + "\t\t\t\t\t 1457 \t -8154\n", + "GCD(39203, 7005) = 1, with coefficients 1457 and -8154 such that 1 = (1457)*39203 + (-8154)*7005\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7006 \t 5 \t 4173 \t 1 \t 0\n", + "1 \t 7006 \t 4173 \t 1 \t 2833 \t 0 \t 1\n", + "2 \t 4173 \t 2833 \t 1 \t 1340 \t 1 \t -5\n", + "3 \t 2833 \t 1340 \t 2 \t 153 \t -1 \t 6\n", + "4 \t 1340 \t 153 \t 8 \t 116 \t 2 \t -11\n", + "5 \t 153 \t 116 \t 1 \t 37 \t -5 \t 28\n", + "6 \t 116 \t 37 \t 3 \t 5 \t 42 \t -235\n", + "7 \t 37 \t 5 \t 7 \t 2 \t -47 \t 263\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 183 \t -1024\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1328 \t 7431\n", + "\t\t\t\t\t 2839 \t -15886\n", + "GCD(39203, 7006) = 1, with coefficients 2839 and -15886 such that 1 = (2839)*39203 + (-15886)*7006\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7007 \t 5 \t 4168 \t 1 \t 0\n", + "1 \t 7007 \t 4168 \t 1 \t 2839 \t 0 \t 1\n", + "2 \t 4168 \t 2839 \t 1 \t 1329 \t 1 \t -5\n", + "3 \t 2839 \t 1329 \t 2 \t 181 \t -1 \t 6\n", + "4 \t 1329 \t 181 \t 7 \t 62 \t 2 \t -11\n", + "5 \t 181 \t 62 \t 2 \t 57 \t -5 \t 28\n", + "6 \t 62 \t 57 \t 1 \t 5 \t 37 \t -207\n", + "7 \t 57 \t 5 \t 11 \t 2 \t -79 \t 442\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 116 \t -649\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1355 \t 7581\n", + "\t\t\t\t\t 2826 \t -15811\n", + "GCD(39203, 7007) = 1, with coefficients 2826 and -15811 such that 1 = (2826)*39203 + (-15811)*7007\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7008 \t 5 \t 4163 \t 1 \t 0\n", + "1 \t 7008 \t 4163 \t 1 \t 2845 \t 0 \t 1\n", + "2 \t 4163 \t 2845 \t 1 \t 1318 \t 1 \t -5\n", + "3 \t 2845 \t 1318 \t 2 \t 209 \t -1 \t 6\n", + "4 \t 1318 \t 209 \t 6 \t 64 \t 2 \t -11\n", + "5 \t 209 \t 64 \t 3 \t 17 \t -5 \t 28\n", + "6 \t 64 \t 17 \t 3 \t 13 \t 32 \t -179\n", + "7 \t 17 \t 13 \t 1 \t 4 \t -101 \t 565\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 335 \t -1874\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -436 \t 2439\n", + "\t\t\t\t\t 1643 \t -9191\n", + "GCD(39203, 7008) = 1, with coefficients 1643 and -9191 such that 1 = (1643)*39203 + (-9191)*7008\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7009 \t 5 \t 4158 \t 1 \t 0\n", + "1 \t 7009 \t 4158 \t 1 \t 2851 \t 0 \t 1\n", + "2 \t 4158 \t 2851 \t 1 \t 1307 \t 1 \t -5\n", + "3 \t 2851 \t 1307 \t 2 \t 237 \t -1 \t 6\n", + "4 \t 1307 \t 237 \t 5 \t 122 \t 2 \t -11\n", + "5 \t 237 \t 122 \t 1 \t 115 \t -5 \t 28\n", + "6 \t 122 \t 115 \t 1 \t 7 \t 27 \t -151\n", + "7 \t 115 \t 7 \t 16 \t 3 \t -32 \t 179\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 59 \t -330\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -976 \t 5459\n", + "\t\t\t\t\t 2011 \t -11248\n", + "GCD(39203, 7009) = 1, with coefficients 2011 and -11248 such that 1 = (2011)*39203 + (-11248)*7009\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7010 \t 5 \t 4153 \t 1 \t 0\n", + "1 \t 7010 \t 4153 \t 1 \t 2857 \t 0 \t 1\n", + "2 \t 4153 \t 2857 \t 1 \t 1296 \t 1 \t -5\n", + "3 \t 2857 \t 1296 \t 2 \t 265 \t -1 \t 6\n", + "4 \t 1296 \t 265 \t 4 \t 236 \t 2 \t -11\n", + "5 \t 265 \t 236 \t 1 \t 29 \t -5 \t 28\n", + "6 \t 236 \t 29 \t 8 \t 4 \t 22 \t -123\n", + "7 \t 29 \t 4 \t 7 \t 1 \t -27 \t 151\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 238 \t -1331\n", + "\t\t\t\t\t -1693 \t 9468\n", + "GCD(39203, 7010) = 1, with coefficients -1693 and 9468 such that 1 = (-1693)*39203 + (9468)*7010\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7011 \t 5 \t 4148 \t 1 \t 0\n", + "1 \t 7011 \t 4148 \t 1 \t 2863 \t 0 \t 1\n", + "2 \t 4148 \t 2863 \t 1 \t 1285 \t 1 \t -5\n", + "3 \t 2863 \t 1285 \t 2 \t 293 \t -1 \t 6\n", + "4 \t 1285 \t 293 \t 4 \t 113 \t 2 \t -11\n", + "5 \t 293 \t 113 \t 2 \t 67 \t -5 \t 28\n", + "6 \t 113 \t 67 \t 1 \t 46 \t 22 \t -123\n", + "7 \t 67 \t 46 \t 1 \t 21 \t -49 \t 274\n", + "8 \t 46 \t 21 \t 2 \t 4 \t 71 \t -397\n", + "9 \t 21 \t 4 \t 5 \t 1 \t -120 \t 671\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 311 \t -1739\n", + "\t\t\t\t\t -1675 \t 9366\n", + "GCD(39203, 7011) = 1, with coefficients -1675 and 9366 such that 1 = (-1675)*39203 + (9366)*7011\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7012 \t 5 \t 4143 \t 1 \t 0\n", + "1 \t 7012 \t 4143 \t 1 \t 2869 \t 0 \t 1\n", + "2 \t 4143 \t 2869 \t 1 \t 1274 \t 1 \t -5\n", + "3 \t 2869 \t 1274 \t 2 \t 321 \t -1 \t 6\n", + "4 \t 1274 \t 321 \t 3 \t 311 \t 2 \t -11\n", + "5 \t 321 \t 311 \t 1 \t 10 \t -5 \t 28\n", + "6 \t 311 \t 10 \t 31 \t 1 \t 17 \t -95\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -22 \t 123\n", + "\t\t\t\t\t 699 \t -3908\n", + "GCD(39203, 7012) = 1, with coefficients 699 and -3908 such that 1 = (699)*39203 + (-3908)*7012\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7013 \t 5 \t 4138 \t 1 \t 0\n", + "1 \t 7013 \t 4138 \t 1 \t 2875 \t 0 \t 1\n", + "2 \t 4138 \t 2875 \t 1 \t 1263 \t 1 \t -5\n", + "3 \t 2875 \t 1263 \t 2 \t 349 \t -1 \t 6\n", + "4 \t 1263 \t 349 \t 3 \t 216 \t 2 \t -11\n", + "5 \t 349 \t 216 \t 1 \t 133 \t -5 \t 28\n", + "6 \t 216 \t 133 \t 1 \t 83 \t 17 \t -95\n", + "7 \t 133 \t 83 \t 1 \t 50 \t -22 \t 123\n", + "8 \t 83 \t 50 \t 1 \t 33 \t 39 \t -218\n", + "9 \t 50 \t 33 \t 1 \t 17 \t -61 \t 341\n", + "10 \t 33 \t 17 \t 1 \t 16 \t 100 \t -559\n", + "11 \t 17 \t 16 \t 1 \t 1 \t -161 \t 900\n", + "12 \t 16 \t 1 \t 16 \t 0 \t 261 \t -1459\n", + "\t\t\t\t\t -422 \t 2359\n", + "GCD(39203, 7013) = 1, with coefficients -422 and 2359 such that 1 = (-422)*39203 + (2359)*7013\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7014 \t 5 \t 4133 \t 1 \t 0\n", + "1 \t 7014 \t 4133 \t 1 \t 2881 \t 0 \t 1\n", + "2 \t 4133 \t 2881 \t 1 \t 1252 \t 1 \t -5\n", + "3 \t 2881 \t 1252 \t 2 \t 377 \t -1 \t 6\n", + "4 \t 1252 \t 377 \t 3 \t 121 \t 2 \t -11\n", + "5 \t 377 \t 121 \t 3 \t 14 \t -5 \t 28\n", + "6 \t 121 \t 14 \t 8 \t 9 \t 17 \t -95\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -56 \t 313\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 465 \t -2599\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -521 \t 2912\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 986 \t -5511\n", + "\t\t\t\t\t -1507 \t 8423\n", + "GCD(39203, 7014) = 1, with coefficients -1507 and 8423 such that 1 = (-1507)*39203 + (8423)*7014\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7015 \t 5 \t 4128 \t 1 \t 0\n", + "1 \t 7015 \t 4128 \t 1 \t 2887 \t 0 \t 1\n", + "2 \t 4128 \t 2887 \t 1 \t 1241 \t 1 \t -5\n", + "3 \t 2887 \t 1241 \t 2 \t 405 \t -1 \t 6\n", + "4 \t 1241 \t 405 \t 3 \t 26 \t 2 \t -11\n", + "5 \t 405 \t 26 \t 15 \t 15 \t -5 \t 28\n", + "6 \t 26 \t 15 \t 1 \t 11 \t 17 \t -95\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -260 \t 1453\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 277 \t -1548\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -537 \t 3001\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1351 \t -7550\n", + "\t\t\t\t\t -1888 \t 10551\n", + "GCD(39203, 7015) = 1, with coefficients -1888 and 10551 such that 1 = (-1888)*39203 + (10551)*7015\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7016 \t 5 \t 4123 \t 1 \t 0\n", + "1 \t 7016 \t 4123 \t 1 \t 2893 \t 0 \t 1\n", + "2 \t 4123 \t 2893 \t 1 \t 1230 \t 1 \t -5\n", + "3 \t 2893 \t 1230 \t 2 \t 433 \t -1 \t 6\n", + "4 \t 1230 \t 433 \t 2 \t 364 \t 2 \t -11\n", + "5 \t 433 \t 364 \t 1 \t 69 \t -5 \t 28\n", + "6 \t 364 \t 69 \t 5 \t 19 \t 12 \t -67\n", + "7 \t 69 \t 19 \t 3 \t 12 \t -17 \t 95\n", + "8 \t 19 \t 12 \t 1 \t 7 \t 97 \t -542\n", + "9 \t 12 \t 7 \t 1 \t 5 \t -308 \t 1721\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 405 \t -2263\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -713 \t 3984\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1118 \t -6247\n", + "\t\t\t\t\t -2949 \t 16478\n", + "GCD(39203, 7016) = 1, with coefficients -2949 and 16478 such that 1 = (-2949)*39203 + (16478)*7016\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7017 \t 5 \t 4118 \t 1 \t 0\n", + "1 \t 7017 \t 4118 \t 1 \t 2899 \t 0 \t 1\n", + "2 \t 4118 \t 2899 \t 1 \t 1219 \t 1 \t -5\n", + "3 \t 2899 \t 1219 \t 2 \t 461 \t -1 \t 6\n", + "4 \t 1219 \t 461 \t 2 \t 297 \t 2 \t -11\n", + "5 \t 461 \t 297 \t 1 \t 164 \t -5 \t 28\n", + "6 \t 297 \t 164 \t 1 \t 133 \t 12 \t -67\n", + "7 \t 164 \t 133 \t 1 \t 31 \t -17 \t 95\n", + "8 \t 133 \t 31 \t 4 \t 9 \t 29 \t -162\n", + "9 \t 31 \t 9 \t 3 \t 4 \t -46 \t 257\n", + "10 \t 9 \t 4 \t 2 \t 1 \t 213 \t -1190\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -685 \t 3827\n", + "\t\t\t\t\t 1583 \t -8844\n", + "GCD(39203, 7017) = 1, with coefficients 1583 and -8844 such that 1 = (1583)*39203 + (-8844)*7017\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7018 \t 5 \t 4113 \t 1 \t 0\n", + "1 \t 7018 \t 4113 \t 1 \t 2905 \t 0 \t 1\n", + "2 \t 4113 \t 2905 \t 1 \t 1208 \t 1 \t -5\n", + "3 \t 2905 \t 1208 \t 2 \t 489 \t -1 \t 6\n", + "4 \t 1208 \t 489 \t 2 \t 230 \t 2 \t -11\n", + "5 \t 489 \t 230 \t 2 \t 29 \t -5 \t 28\n", + "6 \t 230 \t 29 \t 7 \t 27 \t 12 \t -67\n", + "7 \t 29 \t 27 \t 1 \t 2 \t -29 \t 162\n", + "8 \t 27 \t 2 \t 13 \t 1 \t 215 \t -1201\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -244 \t 1363\n", + "\t\t\t\t\t 3387 \t -18920\n", + "GCD(39203, 7018) = 1, with coefficients 3387 and -18920 such that 1 = (3387)*39203 + (-18920)*7018\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7019 \t 5 \t 4108 \t 1 \t 0\n", + "1 \t 7019 \t 4108 \t 1 \t 2911 \t 0 \t 1\n", + "2 \t 4108 \t 2911 \t 1 \t 1197 \t 1 \t -5\n", + "3 \t 2911 \t 1197 \t 2 \t 517 \t -1 \t 6\n", + "4 \t 1197 \t 517 \t 2 \t 163 \t 2 \t -11\n", + "5 \t 517 \t 163 \t 3 \t 28 \t -5 \t 28\n", + "6 \t 163 \t 28 \t 5 \t 23 \t 12 \t -67\n", + "7 \t 28 \t 23 \t 1 \t 5 \t -41 \t 229\n", + "8 \t 23 \t 5 \t 4 \t 3 \t 217 \t -1212\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -258 \t 1441\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1249 \t -6976\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1507 \t 8417\n", + "\t\t\t\t\t 2756 \t -15393\n", + "GCD(39203, 7019) = 1, with coefficients 2756 and -15393 such that 1 = (2756)*39203 + (-15393)*7019\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7020 \t 5 \t 4103 \t 1 \t 0\n", + "1 \t 7020 \t 4103 \t 1 \t 2917 \t 0 \t 1\n", + "2 \t 4103 \t 2917 \t 1 \t 1186 \t 1 \t -5\n", + "3 \t 2917 \t 1186 \t 2 \t 545 \t -1 \t 6\n", + "4 \t 1186 \t 545 \t 2 \t 96 \t 2 \t -11\n", + "5 \t 545 \t 96 \t 5 \t 65 \t -5 \t 28\n", + "6 \t 96 \t 65 \t 1 \t 31 \t 12 \t -67\n", + "7 \t 65 \t 31 \t 2 \t 3 \t -65 \t 363\n", + "8 \t 31 \t 3 \t 10 \t 1 \t 77 \t -430\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -219 \t 1223\n", + "\t\t\t\t\t 2267 \t -12660\n", + "GCD(39203, 7020) = 1, with coefficients 2267 and -12660 such that 1 = (2267)*39203 + (-12660)*7020\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7021 \t 5 \t 4098 \t 1 \t 0\n", + "1 \t 7021 \t 4098 \t 1 \t 2923 \t 0 \t 1\n", + "2 \t 4098 \t 2923 \t 1 \t 1175 \t 1 \t -5\n", + "3 \t 2923 \t 1175 \t 2 \t 573 \t -1 \t 6\n", + "4 \t 1175 \t 573 \t 2 \t 29 \t 2 \t -11\n", + "5 \t 573 \t 29 \t 19 \t 22 \t -5 \t 28\n", + "6 \t 29 \t 22 \t 1 \t 7 \t 12 \t -67\n", + "7 \t 22 \t 7 \t 3 \t 1 \t -233 \t 1301\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 245 \t -1368\n", + "\t\t\t\t\t -968 \t 5405\n", + "GCD(39203, 7021) = 1, with coefficients -968 and 5405 such that 1 = (-968)*39203 + (5405)*7021\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7022 \t 5 \t 4093 \t 1 \t 0\n", + "1 \t 7022 \t 4093 \t 1 \t 2929 \t 0 \t 1\n", + "2 \t 4093 \t 2929 \t 1 \t 1164 \t 1 \t -5\n", + "3 \t 2929 \t 1164 \t 2 \t 601 \t -1 \t 6\n", + "4 \t 1164 \t 601 \t 1 \t 563 \t 2 \t -11\n", + "5 \t 601 \t 563 \t 1 \t 38 \t -5 \t 28\n", + "6 \t 563 \t 38 \t 14 \t 31 \t 7 \t -39\n", + "7 \t 38 \t 31 \t 1 \t 7 \t -12 \t 67\n", + "8 \t 31 \t 7 \t 4 \t 3 \t 175 \t -977\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -187 \t 1044\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 923 \t -5153\n", + "\t\t\t\t\t -2033 \t 11350\n", + "GCD(39203, 7022) = 1, with coefficients -2033 and 11350 such that 1 = (-2033)*39203 + (11350)*7022\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7023 \t 5 \t 4088 \t 1 \t 0\n", + "1 \t 7023 \t 4088 \t 1 \t 2935 \t 0 \t 1\n", + "2 \t 4088 \t 2935 \t 1 \t 1153 \t 1 \t -5\n", + "3 \t 2935 \t 1153 \t 2 \t 629 \t -1 \t 6\n", + "4 \t 1153 \t 629 \t 1 \t 524 \t 2 \t -11\n", + "5 \t 629 \t 524 \t 1 \t 105 \t -5 \t 28\n", + "6 \t 524 \t 105 \t 4 \t 104 \t 7 \t -39\n", + "7 \t 105 \t 104 \t 1 \t 1 \t -12 \t 67\n", + "8 \t 104 \t 1 \t 104 \t 0 \t 55 \t -307\n", + "\t\t\t\t\t -67 \t 374\n", + "GCD(39203, 7023) = 1, with coefficients -67 and 374 such that 1 = (-67)*39203 + (374)*7023\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7024 \t 5 \t 4083 \t 1 \t 0\n", + "1 \t 7024 \t 4083 \t 1 \t 2941 \t 0 \t 1\n", + "2 \t 4083 \t 2941 \t 1 \t 1142 \t 1 \t -5\n", + "3 \t 2941 \t 1142 \t 2 \t 657 \t -1 \t 6\n", + "4 \t 1142 \t 657 \t 1 \t 485 \t 2 \t -11\n", + "5 \t 657 \t 485 \t 1 \t 172 \t -5 \t 28\n", + "6 \t 485 \t 172 \t 2 \t 141 \t 7 \t -39\n", + "7 \t 172 \t 141 \t 1 \t 31 \t -12 \t 67\n", + "8 \t 141 \t 31 \t 4 \t 17 \t 31 \t -173\n", + "9 \t 31 \t 17 \t 1 \t 14 \t -43 \t 240\n", + "10 \t 17 \t 14 \t 1 \t 3 \t 203 \t -1133\n", + "11 \t 14 \t 3 \t 4 \t 2 \t -246 \t 1373\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 449 \t -2506\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -2042 \t 11397\n", + "\t\t\t\t\t 2491 \t -13903\n", + "GCD(39203, 7024) = 1, with coefficients 2491 and -13903 such that 1 = (2491)*39203 + (-13903)*7024\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7025 \t 5 \t 4078 \t 1 \t 0\n", + "1 \t 7025 \t 4078 \t 1 \t 2947 \t 0 \t 1\n", + "2 \t 4078 \t 2947 \t 1 \t 1131 \t 1 \t -5\n", + "3 \t 2947 \t 1131 \t 2 \t 685 \t -1 \t 6\n", + "4 \t 1131 \t 685 \t 1 \t 446 \t 2 \t -11\n", + "5 \t 685 \t 446 \t 1 \t 239 \t -5 \t 28\n", + "6 \t 446 \t 239 \t 1 \t 207 \t 7 \t -39\n", + "7 \t 239 \t 207 \t 1 \t 32 \t -12 \t 67\n", + "8 \t 207 \t 32 \t 6 \t 15 \t 19 \t -106\n", + "9 \t 32 \t 15 \t 2 \t 2 \t -31 \t 173\n", + "10 \t 15 \t 2 \t 7 \t 1 \t 205 \t -1144\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -441 \t 2461\n", + "\t\t\t\t\t 3292 \t -18371\n", + "GCD(39203, 7025) = 1, with coefficients 3292 and -18371 such that 1 = (3292)*39203 + (-18371)*7025\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7026 \t 5 \t 4073 \t 1 \t 0\n", + "1 \t 7026 \t 4073 \t 1 \t 2953 \t 0 \t 1\n", + "2 \t 4073 \t 2953 \t 1 \t 1120 \t 1 \t -5\n", + "3 \t 2953 \t 1120 \t 2 \t 713 \t -1 \t 6\n", + "4 \t 1120 \t 713 \t 1 \t 407 \t 2 \t -11\n", + "5 \t 713 \t 407 \t 1 \t 306 \t -5 \t 28\n", + "6 \t 407 \t 306 \t 1 \t 101 \t 7 \t -39\n", + "7 \t 306 \t 101 \t 3 \t 3 \t -12 \t 67\n", + "8 \t 101 \t 3 \t 33 \t 2 \t 19 \t -106\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -69 \t 385\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2296 \t -12811\n", + "\t\t\t\t\t -2365 \t 13196\n", + "GCD(39203, 7026) = 1, with coefficients -2365 and 13196 such that 1 = (-2365)*39203 + (13196)*7026\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7027 \t 5 \t 4068 \t 1 \t 0\n", + "1 \t 7027 \t 4068 \t 1 \t 2959 \t 0 \t 1\n", + "2 \t 4068 \t 2959 \t 1 \t 1109 \t 1 \t -5\n", + "3 \t 2959 \t 1109 \t 2 \t 741 \t -1 \t 6\n", + "4 \t 1109 \t 741 \t 1 \t 368 \t 2 \t -11\n", + "5 \t 741 \t 368 \t 2 \t 5 \t -5 \t 28\n", + "6 \t 368 \t 5 \t 73 \t 3 \t 7 \t -39\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -19 \t 106\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1394 \t -7777\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1413 \t 7883\n", + "\t\t\t\t\t 2807 \t -15660\n", + "GCD(39203, 7027) = 1, with coefficients 2807 and -15660 such that 1 = (2807)*39203 + (-15660)*7027\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7028 \t 5 \t 4063 \t 1 \t 0\n", + "1 \t 7028 \t 4063 \t 1 \t 2965 \t 0 \t 1\n", + "2 \t 4063 \t 2965 \t 1 \t 1098 \t 1 \t -5\n", + "3 \t 2965 \t 1098 \t 2 \t 769 \t -1 \t 6\n", + "4 \t 1098 \t 769 \t 1 \t 329 \t 2 \t -11\n", + "5 \t 769 \t 329 \t 2 \t 111 \t -5 \t 28\n", + "6 \t 329 \t 111 \t 2 \t 107 \t 7 \t -39\n", + "7 \t 111 \t 107 \t 1 \t 4 \t -19 \t 106\n", + "8 \t 107 \t 4 \t 26 \t 3 \t 45 \t -251\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -64 \t 357\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1709 \t -9533\n", + "\t\t\t\t\t -1773 \t 9890\n", + "GCD(39203, 7028) = 1, with coefficients -1773 and 9890 such that 1 = (-1773)*39203 + (9890)*7028\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7029 \t 5 \t 4058 \t 1 \t 0\n", + "1 \t 7029 \t 4058 \t 1 \t 2971 \t 0 \t 1\n", + "2 \t 4058 \t 2971 \t 1 \t 1087 \t 1 \t -5\n", + "3 \t 2971 \t 1087 \t 2 \t 797 \t -1 \t 6\n", + "4 \t 1087 \t 797 \t 1 \t 290 \t 2 \t -11\n", + "5 \t 797 \t 290 \t 2 \t 217 \t -5 \t 28\n", + "6 \t 290 \t 217 \t 1 \t 73 \t 7 \t -39\n", + "7 \t 217 \t 73 \t 2 \t 71 \t -19 \t 106\n", + "8 \t 73 \t 71 \t 1 \t 2 \t 26 \t -145\n", + "9 \t 71 \t 2 \t 35 \t 1 \t -71 \t 396\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 97 \t -541\n", + "\t\t\t\t\t -3466 \t 19331\n", + "GCD(39203, 7029) = 1, with coefficients -3466 and 19331 such that 1 = (-3466)*39203 + (19331)*7029\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7030 \t 5 \t 4053 \t 1 \t 0\n", + "1 \t 7030 \t 4053 \t 1 \t 2977 \t 0 \t 1\n", + "2 \t 4053 \t 2977 \t 1 \t 1076 \t 1 \t -5\n", + "3 \t 2977 \t 1076 \t 2 \t 825 \t -1 \t 6\n", + "4 \t 1076 \t 825 \t 1 \t 251 \t 2 \t -11\n", + "5 \t 825 \t 251 \t 3 \t 72 \t -5 \t 28\n", + "6 \t 251 \t 72 \t 3 \t 35 \t 7 \t -39\n", + "7 \t 72 \t 35 \t 2 \t 2 \t -26 \t 145\n", + "8 \t 35 \t 2 \t 17 \t 1 \t 85 \t -474\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -196 \t 1093\n", + "\t\t\t\t\t 3417 \t -19055\n", + "GCD(39203, 7030) = 1, with coefficients 3417 and -19055 such that 1 = (3417)*39203 + (-19055)*7030\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7031 \t 5 \t 4048 \t 1 \t 0\n", + "1 \t 7031 \t 4048 \t 1 \t 2983 \t 0 \t 1\n", + "2 \t 4048 \t 2983 \t 1 \t 1065 \t 1 \t -5\n", + "3 \t 2983 \t 1065 \t 2 \t 853 \t -1 \t 6\n", + "4 \t 1065 \t 853 \t 1 \t 212 \t 2 \t -11\n", + "5 \t 853 \t 212 \t 4 \t 5 \t -5 \t 28\n", + "6 \t 212 \t 5 \t 42 \t 2 \t 7 \t -39\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -33 \t 184\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1393 \t -7767\n", + "\t\t\t\t\t -2819 \t 15718\n", + "GCD(39203, 7031) = 1, with coefficients -2819 and 15718 such that 1 = (-2819)*39203 + (15718)*7031\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7032 \t 5 \t 4043 \t 1 \t 0\n", + "1 \t 7032 \t 4043 \t 1 \t 2989 \t 0 \t 1\n", + "2 \t 4043 \t 2989 \t 1 \t 1054 \t 1 \t -5\n", + "3 \t 2989 \t 1054 \t 2 \t 881 \t -1 \t 6\n", + "4 \t 1054 \t 881 \t 1 \t 173 \t 2 \t -11\n", + "5 \t 881 \t 173 \t 5 \t 16 \t -5 \t 28\n", + "6 \t 173 \t 16 \t 10 \t 13 \t 7 \t -39\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -40 \t 223\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 407 \t -2269\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -447 \t 2492\n", + "\t\t\t\t\t 2195 \t -12237\n", + "GCD(39203, 7032) = 1, with coefficients 2195 and -12237 such that 1 = (2195)*39203 + (-12237)*7032\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7033 \t 5 \t 4038 \t 1 \t 0\n", + "1 \t 7033 \t 4038 \t 1 \t 2995 \t 0 \t 1\n", + "2 \t 4038 \t 2995 \t 1 \t 1043 \t 1 \t -5\n", + "3 \t 2995 \t 1043 \t 2 \t 909 \t -1 \t 6\n", + "4 \t 1043 \t 909 \t 1 \t 134 \t 2 \t -11\n", + "5 \t 909 \t 134 \t 6 \t 105 \t -5 \t 28\n", + "6 \t 134 \t 105 \t 1 \t 29 \t 7 \t -39\n", + "7 \t 105 \t 29 \t 3 \t 18 \t -47 \t 262\n", + "8 \t 29 \t 18 \t 1 \t 11 \t 54 \t -301\n", + "9 \t 18 \t 11 \t 1 \t 7 \t -209 \t 1165\n", + "10 \t 11 \t 7 \t 1 \t 4 \t 263 \t -1466\n", + "11 \t 7 \t 4 \t 1 \t 3 \t -472 \t 2631\n", + "12 \t 4 \t 3 \t 1 \t 1 \t 735 \t -4097\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -1207 \t 6728\n", + "\t\t\t\t\t 1942 \t -10825\n", + "GCD(39203, 7033) = 1, with coefficients 1942 and -10825 such that 1 = (1942)*39203 + (-10825)*7033\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7034 \t 5 \t 4033 \t 1 \t 0\n", + "1 \t 7034 \t 4033 \t 1 \t 3001 \t 0 \t 1\n", + "2 \t 4033 \t 3001 \t 1 \t 1032 \t 1 \t -5\n", + "3 \t 3001 \t 1032 \t 2 \t 937 \t -1 \t 6\n", + "4 \t 1032 \t 937 \t 1 \t 95 \t 2 \t -11\n", + "5 \t 937 \t 95 \t 9 \t 82 \t -5 \t 28\n", + "6 \t 95 \t 82 \t 1 \t 13 \t 7 \t -39\n", + "7 \t 82 \t 13 \t 6 \t 4 \t -68 \t 379\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 75 \t -418\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -518 \t 2887\n", + "\t\t\t\t\t 1629 \t -9079\n", + "GCD(39203, 7034) = 1, with coefficients 1629 and -9079 such that 1 = (1629)*39203 + (-9079)*7034\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7035 \t 5 \t 4028 \t 1 \t 0\n", + "1 \t 7035 \t 4028 \t 1 \t 3007 \t 0 \t 1\n", + "2 \t 4028 \t 3007 \t 1 \t 1021 \t 1 \t -5\n", + "3 \t 3007 \t 1021 \t 2 \t 965 \t -1 \t 6\n", + "4 \t 1021 \t 965 \t 1 \t 56 \t 2 \t -11\n", + "5 \t 965 \t 56 \t 17 \t 13 \t -5 \t 28\n", + "6 \t 56 \t 13 \t 4 \t 4 \t 7 \t -39\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -124 \t 691\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 503 \t -2803\n", + "\t\t\t\t\t -1633 \t 9100\n", + "GCD(39203, 7035) = 1, with coefficients -1633 and 9100 such that 1 = (-1633)*39203 + (9100)*7035\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7036 \t 5 \t 4023 \t 1 \t 0\n", + "1 \t 7036 \t 4023 \t 1 \t 3013 \t 0 \t 1\n", + "2 \t 4023 \t 3013 \t 1 \t 1010 \t 1 \t -5\n", + "3 \t 3013 \t 1010 \t 2 \t 993 \t -1 \t 6\n", + "4 \t 1010 \t 993 \t 1 \t 17 \t 2 \t -11\n", + "5 \t 993 \t 17 \t 58 \t 7 \t -5 \t 28\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 7 \t -39\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -411 \t 2290\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 829 \t -4619\n", + "\t\t\t\t\t -2069 \t 11528\n", + "GCD(39203, 7036) = 1, with coefficients -2069 and 11528 such that 1 = (-2069)*39203 + (11528)*7036\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7037 \t 5 \t 4018 \t 1 \t 0\n", + "1 \t 7037 \t 4018 \t 1 \t 3019 \t 0 \t 1\n", + "2 \t 4018 \t 3019 \t 1 \t 999 \t 1 \t -5\n", + "3 \t 3019 \t 999 \t 3 \t 22 \t -1 \t 6\n", + "4 \t 999 \t 22 \t 45 \t 9 \t 2 \t -11\n", + "5 \t 22 \t 9 \t 2 \t 4 \t -7 \t 39\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 317 \t -1766\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -641 \t 3571\n", + "\t\t\t\t\t 1599 \t -8908\n", + "GCD(39203, 7037) = 1, with coefficients 1599 and -8908 such that 1 = (1599)*39203 + (-8908)*7037\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7038 \t 5 \t 4013 \t 1 \t 0\n", + "1 \t 7038 \t 4013 \t 1 \t 3025 \t 0 \t 1\n", + "2 \t 4013 \t 3025 \t 1 \t 988 \t 1 \t -5\n", + "3 \t 3025 \t 988 \t 3 \t 61 \t -1 \t 6\n", + "4 \t 988 \t 61 \t 16 \t 12 \t 2 \t -11\n", + "5 \t 61 \t 12 \t 5 \t 1 \t -7 \t 39\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 114 \t -635\n", + "\t\t\t\t\t -577 \t 3214\n", + "GCD(39203, 7038) = 1, with coefficients -577 and 3214 such that 1 = (-577)*39203 + (3214)*7038\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7039 \t 5 \t 4008 \t 1 \t 0\n", + "1 \t 7039 \t 4008 \t 1 \t 3031 \t 0 \t 1\n", + "2 \t 4008 \t 3031 \t 1 \t 977 \t 1 \t -5\n", + "3 \t 3031 \t 977 \t 3 \t 100 \t -1 \t 6\n", + "4 \t 977 \t 100 \t 9 \t 77 \t 2 \t -11\n", + "5 \t 100 \t 77 \t 1 \t 23 \t -7 \t 39\n", + "6 \t 77 \t 23 \t 3 \t 8 \t 65 \t -362\n", + "7 \t 23 \t 8 \t 2 \t 7 \t -72 \t 401\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 281 \t -1565\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -634 \t 3531\n", + "\t\t\t\t\t 915 \t -5096\n", + "GCD(39203, 7039) = 1, with coefficients 915 and -5096 such that 1 = (915)*39203 + (-5096)*7039\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7040 \t 5 \t 4003 \t 1 \t 0\n", + "1 \t 7040 \t 4003 \t 1 \t 3037 \t 0 \t 1\n", + "2 \t 4003 \t 3037 \t 1 \t 966 \t 1 \t -5\n", + "3 \t 3037 \t 966 \t 3 \t 139 \t -1 \t 6\n", + "4 \t 966 \t 139 \t 6 \t 132 \t 2 \t -11\n", + "5 \t 139 \t 132 \t 1 \t 7 \t -7 \t 39\n", + "6 \t 132 \t 7 \t 18 \t 6 \t 44 \t -245\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -51 \t 284\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 962 \t -5357\n", + "\t\t\t\t\t -1013 \t 5641\n", + "GCD(39203, 7040) = 1, with coefficients -1013 and 5641 such that 1 = (-1013)*39203 + (5641)*7040\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7041 \t 5 \t 3998 \t 1 \t 0\n", + "1 \t 7041 \t 3998 \t 1 \t 3043 \t 0 \t 1\n", + "2 \t 3998 \t 3043 \t 1 \t 955 \t 1 \t -5\n", + "3 \t 3043 \t 955 \t 3 \t 178 \t -1 \t 6\n", + "4 \t 955 \t 178 \t 5 \t 65 \t 2 \t -11\n", + "5 \t 178 \t 65 \t 2 \t 48 \t -7 \t 39\n", + "6 \t 65 \t 48 \t 1 \t 17 \t 37 \t -206\n", + "7 \t 48 \t 17 \t 2 \t 14 \t -81 \t 451\n", + "8 \t 17 \t 14 \t 1 \t 3 \t 118 \t -657\n", + "9 \t 14 \t 3 \t 4 \t 2 \t -317 \t 1765\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 435 \t -2422\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2057 \t 11453\n", + "\t\t\t\t\t 2492 \t -13875\n", + "GCD(39203, 7041) = 1, with coefficients 2492 and -13875 such that 1 = (2492)*39203 + (-13875)*7041\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7042 \t 5 \t 3993 \t 1 \t 0\n", + "1 \t 7042 \t 3993 \t 1 \t 3049 \t 0 \t 1\n", + "2 \t 3993 \t 3049 \t 1 \t 944 \t 1 \t -5\n", + "3 \t 3049 \t 944 \t 3 \t 217 \t -1 \t 6\n", + "4 \t 944 \t 217 \t 4 \t 76 \t 2 \t -11\n", + "5 \t 217 \t 76 \t 2 \t 65 \t -7 \t 39\n", + "6 \t 76 \t 65 \t 1 \t 11 \t 30 \t -167\n", + "7 \t 65 \t 11 \t 5 \t 10 \t -67 \t 373\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 97 \t -540\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -552 \t 3073\n", + "\t\t\t\t\t 649 \t -3613\n", + "GCD(39203, 7042) = 1, with coefficients 649 and -3613 such that 1 = (649)*39203 + (-3613)*7042\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7043 \t 5 \t 3988 \t 1 \t 0\n", + "1 \t 7043 \t 3988 \t 1 \t 3055 \t 0 \t 1\n", + "2 \t 3988 \t 3055 \t 1 \t 933 \t 1 \t -5\n", + "3 \t 3055 \t 933 \t 3 \t 256 \t -1 \t 6\n", + "4 \t 933 \t 256 \t 3 \t 165 \t 2 \t -11\n", + "5 \t 256 \t 165 \t 1 \t 91 \t -7 \t 39\n", + "6 \t 165 \t 91 \t 1 \t 74 \t 23 \t -128\n", + "7 \t 91 \t 74 \t 1 \t 17 \t -30 \t 167\n", + "8 \t 74 \t 17 \t 4 \t 6 \t 53 \t -295\n", + "9 \t 17 \t 6 \t 2 \t 5 \t -83 \t 462\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 385 \t -2143\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -853 \t 4748\n", + "\t\t\t\t\t 1238 \t -6891\n", + "GCD(39203, 7043) = 1, with coefficients 1238 and -6891 such that 1 = (1238)*39203 + (-6891)*7043\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7044 \t 5 \t 3983 \t 1 \t 0\n", + "1 \t 7044 \t 3983 \t 1 \t 3061 \t 0 \t 1\n", + "2 \t 3983 \t 3061 \t 1 \t 922 \t 1 \t -5\n", + "3 \t 3061 \t 922 \t 3 \t 295 \t -1 \t 6\n", + "4 \t 922 \t 295 \t 3 \t 37 \t 2 \t -11\n", + "5 \t 295 \t 37 \t 7 \t 36 \t -7 \t 39\n", + "6 \t 37 \t 36 \t 1 \t 1 \t 23 \t -128\n", + "7 \t 36 \t 1 \t 36 \t 0 \t -168 \t 935\n", + "\t\t\t\t\t 191 \t -1063\n", + "GCD(39203, 7044) = 1, with coefficients 191 and -1063 such that 1 = (191)*39203 + (-1063)*7044\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7045 \t 5 \t 3978 \t 1 \t 0\n", + "1 \t 7045 \t 3978 \t 1 \t 3067 \t 0 \t 1\n", + "2 \t 3978 \t 3067 \t 1 \t 911 \t 1 \t -5\n", + "3 \t 3067 \t 911 \t 3 \t 334 \t -1 \t 6\n", + "4 \t 911 \t 334 \t 2 \t 243 \t 2 \t -11\n", + "5 \t 334 \t 243 \t 1 \t 91 \t -7 \t 39\n", + "6 \t 243 \t 91 \t 2 \t 61 \t 16 \t -89\n", + "7 \t 91 \t 61 \t 1 \t 30 \t -23 \t 128\n", + "8 \t 61 \t 30 \t 2 \t 1 \t 62 \t -345\n", + "9 \t 30 \t 1 \t 30 \t 0 \t -85 \t 473\n", + "\t\t\t\t\t 232 \t -1291\n", + "GCD(39203, 7045) = 1, with coefficients 232 and -1291 such that 1 = (232)*39203 + (-1291)*7045\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7046 \t 5 \t 3973 \t 1 \t 0\n", + "1 \t 7046 \t 3973 \t 1 \t 3073 \t 0 \t 1\n", + "2 \t 3973 \t 3073 \t 1 \t 900 \t 1 \t -5\n", + "3 \t 3073 \t 900 \t 3 \t 373 \t -1 \t 6\n", + "4 \t 900 \t 373 \t 2 \t 154 \t 2 \t -11\n", + "5 \t 373 \t 154 \t 2 \t 65 \t -7 \t 39\n", + "6 \t 154 \t 65 \t 2 \t 24 \t 16 \t -89\n", + "7 \t 65 \t 24 \t 2 \t 17 \t -39 \t 217\n", + "8 \t 24 \t 17 \t 1 \t 7 \t 94 \t -523\n", + "9 \t 17 \t 7 \t 2 \t 3 \t -227 \t 1263\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 321 \t -1786\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -869 \t 4835\n", + "\t\t\t\t\t 2059 \t -11456\n", + "GCD(39203, 7046) = 1, with coefficients 2059 and -11456 such that 1 = (2059)*39203 + (-11456)*7046\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7047 \t 5 \t 3968 \t 1 \t 0\n", + "1 \t 7047 \t 3968 \t 1 \t 3079 \t 0 \t 1\n", + "2 \t 3968 \t 3079 \t 1 \t 889 \t 1 \t -5\n", + "3 \t 3079 \t 889 \t 3 \t 412 \t -1 \t 6\n", + "4 \t 889 \t 412 \t 2 \t 65 \t 2 \t -11\n", + "5 \t 412 \t 65 \t 6 \t 22 \t -7 \t 39\n", + "6 \t 65 \t 22 \t 2 \t 21 \t 16 \t -89\n", + "7 \t 22 \t 21 \t 1 \t 1 \t -103 \t 573\n", + "8 \t 21 \t 1 \t 21 \t 0 \t 222 \t -1235\n", + "\t\t\t\t\t -325 \t 1808\n", + "GCD(39203, 7047) = 1, with coefficients -325 and 1808 such that 1 = (-325)*39203 + (1808)*7047\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7048 \t 5 \t 3963 \t 1 \t 0\n", + "1 \t 7048 \t 3963 \t 1 \t 3085 \t 0 \t 1\n", + "2 \t 3963 \t 3085 \t 1 \t 878 \t 1 \t -5\n", + "3 \t 3085 \t 878 \t 3 \t 451 \t -1 \t 6\n", + "4 \t 878 \t 451 \t 1 \t 427 \t 2 \t -11\n", + "5 \t 451 \t 427 \t 1 \t 24 \t -7 \t 39\n", + "6 \t 427 \t 24 \t 17 \t 19 \t 9 \t -50\n", + "7 \t 24 \t 19 \t 1 \t 5 \t -16 \t 89\n", + "8 \t 19 \t 5 \t 3 \t 4 \t 281 \t -1563\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -297 \t 1652\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1172 \t -6519\n", + "\t\t\t\t\t -1469 \t 8171\n", + "GCD(39203, 7048) = 1, with coefficients -1469 and 8171 such that 1 = (-1469)*39203 + (8171)*7048\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7049 \t 5 \t 3958 \t 1 \t 0\n", + "1 \t 7049 \t 3958 \t 1 \t 3091 \t 0 \t 1\n", + "2 \t 3958 \t 3091 \t 1 \t 867 \t 1 \t -5\n", + "3 \t 3091 \t 867 \t 3 \t 490 \t -1 \t 6\n", + "4 \t 867 \t 490 \t 1 \t 377 \t 2 \t -11\n", + "5 \t 490 \t 377 \t 1 \t 113 \t -7 \t 39\n", + "6 \t 377 \t 113 \t 3 \t 38 \t 9 \t -50\n", + "7 \t 113 \t 38 \t 2 \t 37 \t -16 \t 89\n", + "8 \t 38 \t 37 \t 1 \t 1 \t 57 \t -317\n", + "9 \t 37 \t 1 \t 37 \t 0 \t -130 \t 723\n", + "\t\t\t\t\t 187 \t -1040\n", + "GCD(39203, 7049) = 1, with coefficients 187 and -1040 such that 1 = (187)*39203 + (-1040)*7049\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7050 \t 5 \t 3953 \t 1 \t 0\n", + "1 \t 7050 \t 3953 \t 1 \t 3097 \t 0 \t 1\n", + "2 \t 3953 \t 3097 \t 1 \t 856 \t 1 \t -5\n", + "3 \t 3097 \t 856 \t 3 \t 529 \t -1 \t 6\n", + "4 \t 856 \t 529 \t 1 \t 327 \t 2 \t -11\n", + "5 \t 529 \t 327 \t 1 \t 202 \t -7 \t 39\n", + "6 \t 327 \t 202 \t 1 \t 125 \t 9 \t -50\n", + "7 \t 202 \t 125 \t 1 \t 77 \t -16 \t 89\n", + "8 \t 125 \t 77 \t 1 \t 48 \t 25 \t -139\n", + "9 \t 77 \t 48 \t 1 \t 29 \t -41 \t 228\n", + "10 \t 48 \t 29 \t 1 \t 19 \t 66 \t -367\n", + "11 \t 29 \t 19 \t 1 \t 10 \t -107 \t 595\n", + "12 \t 19 \t 10 \t 1 \t 9 \t 173 \t -962\n", + "13 \t 10 \t 9 \t 1 \t 1 \t -280 \t 1557\n", + "14 \t 9 \t 1 \t 9 \t 0 \t 453 \t -2519\n", + "\t\t\t\t\t -733 \t 4076\n", + "GCD(39203, 7050) = 1, with coefficients -733 and 4076 such that 1 = (-733)*39203 + (4076)*7050\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7051 \t 5 \t 3948 \t 1 \t 0\n", + "1 \t 7051 \t 3948 \t 1 \t 3103 \t 0 \t 1\n", + "2 \t 3948 \t 3103 \t 1 \t 845 \t 1 \t -5\n", + "3 \t 3103 \t 845 \t 3 \t 568 \t -1 \t 6\n", + "4 \t 845 \t 568 \t 1 \t 277 \t 2 \t -11\n", + "5 \t 568 \t 277 \t 2 \t 14 \t -7 \t 39\n", + "6 \t 277 \t 14 \t 19 \t 11 \t 9 \t -50\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -25 \t 139\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 484 \t -2691\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -509 \t 2830\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2011 \t -11181\n", + "\t\t\t\t\t -2520 \t 14011\n", + "GCD(39203, 7051) = 1, with coefficients -2520 and 14011 such that 1 = (-2520)*39203 + (14011)*7051\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7052 \t 5 \t 3943 \t 1 \t 0\n", + "1 \t 7052 \t 3943 \t 1 \t 3109 \t 0 \t 1\n", + "2 \t 3943 \t 3109 \t 1 \t 834 \t 1 \t -5\n", + "3 \t 3109 \t 834 \t 3 \t 607 \t -1 \t 6\n", + "4 \t 834 \t 607 \t 1 \t 227 \t 2 \t -11\n", + "5 \t 607 \t 227 \t 2 \t 153 \t -7 \t 39\n", + "6 \t 227 \t 153 \t 1 \t 74 \t 9 \t -50\n", + "7 \t 153 \t 74 \t 2 \t 5 \t -25 \t 139\n", + "8 \t 74 \t 5 \t 14 \t 4 \t 34 \t -189\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -93 \t 517\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1336 \t -7427\n", + "\t\t\t\t\t -1429 \t 7944\n", + "GCD(39203, 7052) = 1, with coefficients -1429 and 7944 such that 1 = (-1429)*39203 + (7944)*7052\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7053 \t 5 \t 3938 \t 1 \t 0\n", + "1 \t 7053 \t 3938 \t 1 \t 3115 \t 0 \t 1\n", + "2 \t 3938 \t 3115 \t 1 \t 823 \t 1 \t -5\n", + "3 \t 3115 \t 823 \t 3 \t 646 \t -1 \t 6\n", + "4 \t 823 \t 646 \t 1 \t 177 \t 2 \t -11\n", + "5 \t 646 \t 177 \t 3 \t 115 \t -7 \t 39\n", + "6 \t 177 \t 115 \t 1 \t 62 \t 9 \t -50\n", + "7 \t 115 \t 62 \t 1 \t 53 \t -34 \t 189\n", + "8 \t 62 \t 53 \t 1 \t 9 \t 43 \t -239\n", + "9 \t 53 \t 9 \t 5 \t 8 \t -77 \t 428\n", + "10 \t 9 \t 8 \t 1 \t 1 \t 120 \t -667\n", + "11 \t 8 \t 1 \t 8 \t 0 \t -677 \t 3763\n", + "\t\t\t\t\t 797 \t -4430\n", + "GCD(39203, 7053) = 1, with coefficients 797 and -4430 such that 1 = (797)*39203 + (-4430)*7053\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7054 \t 5 \t 3933 \t 1 \t 0\n", + "1 \t 7054 \t 3933 \t 1 \t 3121 \t 0 \t 1\n", + "2 \t 3933 \t 3121 \t 1 \t 812 \t 1 \t -5\n", + "3 \t 3121 \t 812 \t 3 \t 685 \t -1 \t 6\n", + "4 \t 812 \t 685 \t 1 \t 127 \t 2 \t -11\n", + "5 \t 685 \t 127 \t 5 \t 50 \t -7 \t 39\n", + "6 \t 127 \t 50 \t 2 \t 27 \t 9 \t -50\n", + "7 \t 50 \t 27 \t 1 \t 23 \t -52 \t 289\n", + "8 \t 27 \t 23 \t 1 \t 4 \t 113 \t -628\n", + "9 \t 23 \t 4 \t 5 \t 3 \t -165 \t 917\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 278 \t -1545\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1555 \t 8642\n", + "\t\t\t\t\t 1833 \t -10187\n", + "GCD(39203, 7054) = 1, with coefficients 1833 and -10187 such that 1 = (1833)*39203 + (-10187)*7054\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7055 \t 5 \t 3928 \t 1 \t 0\n", + "1 \t 7055 \t 3928 \t 1 \t 3127 \t 0 \t 1\n", + "2 \t 3928 \t 3127 \t 1 \t 801 \t 1 \t -5\n", + "3 \t 3127 \t 801 \t 3 \t 724 \t -1 \t 6\n", + "4 \t 801 \t 724 \t 1 \t 77 \t 2 \t -11\n", + "5 \t 724 \t 77 \t 9 \t 31 \t -7 \t 39\n", + "6 \t 77 \t 31 \t 2 \t 15 \t 9 \t -50\n", + "7 \t 31 \t 15 \t 2 \t 1 \t -88 \t 489\n", + "8 \t 15 \t 1 \t 15 \t 0 \t 185 \t -1028\n", + "\t\t\t\t\t -458 \t 2545\n", + "GCD(39203, 7055) = 1, with coefficients -458 and 2545 such that 1 = (-458)*39203 + (2545)*7055\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7056 \t 5 \t 3923 \t 1 \t 0\n", + "1 \t 7056 \t 3923 \t 1 \t 3133 \t 0 \t 1\n", + "2 \t 3923 \t 3133 \t 1 \t 790 \t 1 \t -5\n", + "3 \t 3133 \t 790 \t 3 \t 763 \t -1 \t 6\n", + "4 \t 790 \t 763 \t 1 \t 27 \t 2 \t -11\n", + "5 \t 763 \t 27 \t 28 \t 7 \t -7 \t 39\n", + "6 \t 27 \t 7 \t 3 \t 6 \t 9 \t -50\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -259 \t 1439\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 786 \t -4367\n", + "\t\t\t\t\t -1045 \t 5806\n", + "GCD(39203, 7056) = 1, with coefficients -1045 and 5806 such that 1 = (-1045)*39203 + (5806)*7056\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7057 \t 5 \t 3918 \t 1 \t 0\n", + "1 \t 7057 \t 3918 \t 1 \t 3139 \t 0 \t 1\n", + "2 \t 3918 \t 3139 \t 1 \t 779 \t 1 \t -5\n", + "3 \t 3139 \t 779 \t 4 \t 23 \t -1 \t 6\n", + "4 \t 779 \t 23 \t 33 \t 20 \t 2 \t -11\n", + "5 \t 23 \t 20 \t 1 \t 3 \t -9 \t 50\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 299 \t -1661\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -308 \t 1711\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2147 \t -11927\n", + "\t\t\t\t\t -2455 \t 13638\n", + "GCD(39203, 7057) = 1, with coefficients -2455 and 13638 such that 1 = (-2455)*39203 + (13638)*7057\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7058 \t 5 \t 3913 \t 1 \t 0\n", + "1 \t 7058 \t 3913 \t 1 \t 3145 \t 0 \t 1\n", + "2 \t 3913 \t 3145 \t 1 \t 768 \t 1 \t -5\n", + "3 \t 3145 \t 768 \t 4 \t 73 \t -1 \t 6\n", + "4 \t 768 \t 73 \t 10 \t 38 \t 2 \t -11\n", + "5 \t 73 \t 38 \t 1 \t 35 \t -9 \t 50\n", + "6 \t 38 \t 35 \t 1 \t 3 \t 92 \t -511\n", + "7 \t 35 \t 3 \t 11 \t 2 \t -101 \t 561\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 193 \t -1072\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2224 \t 12353\n", + "\t\t\t\t\t 2417 \t -13425\n", + "GCD(39203, 7058) = 1, with coefficients 2417 and -13425 such that 1 = (2417)*39203 + (-13425)*7058\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7059 \t 5 \t 3908 \t 1 \t 0\n", + "1 \t 7059 \t 3908 \t 1 \t 3151 \t 0 \t 1\n", + "2 \t 3908 \t 3151 \t 1 \t 757 \t 1 \t -5\n", + "3 \t 3151 \t 757 \t 4 \t 123 \t -1 \t 6\n", + "4 \t 757 \t 123 \t 6 \t 19 \t 2 \t -11\n", + "5 \t 123 \t 19 \t 6 \t 9 \t -9 \t 50\n", + "6 \t 19 \t 9 \t 2 \t 1 \t 56 \t -311\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -345 \t 1916\n", + "\t\t\t\t\t 746 \t -4143\n", + "GCD(39203, 7059) = 1, with coefficients 746 and -4143 such that 1 = (746)*39203 + (-4143)*7059\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7060 \t 5 \t 3903 \t 1 \t 0\n", + "1 \t 7060 \t 3903 \t 1 \t 3157 \t 0 \t 1\n", + "2 \t 3903 \t 3157 \t 1 \t 746 \t 1 \t -5\n", + "3 \t 3157 \t 746 \t 4 \t 173 \t -1 \t 6\n", + "4 \t 746 \t 173 \t 4 \t 54 \t 2 \t -11\n", + "5 \t 173 \t 54 \t 3 \t 11 \t -9 \t 50\n", + "6 \t 54 \t 11 \t 4 \t 10 \t 38 \t -211\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -123 \t 683\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 530 \t -2943\n", + "\t\t\t\t\t -653 \t 3626\n", + "GCD(39203, 7060) = 1, with coefficients -653 and 3626 such that 1 = (-653)*39203 + (3626)*7060\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7061 \t 5 \t 3898 \t 1 \t 0\n", + "1 \t 7061 \t 3898 \t 1 \t 3163 \t 0 \t 1\n", + "2 \t 3898 \t 3163 \t 1 \t 735 \t 1 \t -5\n", + "3 \t 3163 \t 735 \t 4 \t 223 \t -1 \t 6\n", + "4 \t 735 \t 223 \t 3 \t 66 \t 2 \t -11\n", + "5 \t 223 \t 66 \t 3 \t 25 \t -9 \t 50\n", + "6 \t 66 \t 25 \t 2 \t 16 \t 29 \t -161\n", + "7 \t 25 \t 16 \t 1 \t 9 \t -96 \t 533\n", + "8 \t 16 \t 9 \t 1 \t 7 \t 221 \t -1227\n", + "9 \t 9 \t 7 \t 1 \t 2 \t -317 \t 1760\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 538 \t -2987\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -855 \t 4747\n", + "\t\t\t\t\t 3103 \t -17228\n", + "GCD(39203, 7061) = 1, with coefficients 3103 and -17228 such that 1 = (3103)*39203 + (-17228)*7061\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7062 \t 5 \t 3893 \t 1 \t 0\n", + "1 \t 7062 \t 3893 \t 1 \t 3169 \t 0 \t 1\n", + "2 \t 3893 \t 3169 \t 1 \t 724 \t 1 \t -5\n", + "3 \t 3169 \t 724 \t 4 \t 273 \t -1 \t 6\n", + "4 \t 724 \t 273 \t 2 \t 178 \t 2 \t -11\n", + "5 \t 273 \t 178 \t 1 \t 95 \t -9 \t 50\n", + "6 \t 178 \t 95 \t 1 \t 83 \t 20 \t -111\n", + "7 \t 95 \t 83 \t 1 \t 12 \t -29 \t 161\n", + "8 \t 83 \t 12 \t 6 \t 11 \t 49 \t -272\n", + "9 \t 12 \t 11 \t 1 \t 1 \t -78 \t 433\n", + "10 \t 11 \t 1 \t 11 \t 0 \t 517 \t -2870\n", + "\t\t\t\t\t -595 \t 3303\n", + "GCD(39203, 7062) = 1, with coefficients -595 and 3303 such that 1 = (-595)*39203 + (3303)*7062\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7063 \t 5 \t 3888 \t 1 \t 0\n", + "1 \t 7063 \t 3888 \t 1 \t 3175 \t 0 \t 1\n", + "2 \t 3888 \t 3175 \t 1 \t 713 \t 1 \t -5\n", + "3 \t 3175 \t 713 \t 4 \t 323 \t -1 \t 6\n", + "4 \t 713 \t 323 \t 2 \t 67 \t 2 \t -11\n", + "5 \t 323 \t 67 \t 4 \t 55 \t -9 \t 50\n", + "6 \t 67 \t 55 \t 1 \t 12 \t 20 \t -111\n", + "7 \t 55 \t 12 \t 4 \t 7 \t -89 \t 494\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 109 \t -605\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -525 \t 2914\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 634 \t -3519\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1159 \t 6433\n", + "\t\t\t\t\t 2952 \t -16385\n", + "GCD(39203, 7063) = 1, with coefficients 2952 and -16385 such that 1 = (2952)*39203 + (-16385)*7063\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7064 \t 5 \t 3883 \t 1 \t 0\n", + "1 \t 7064 \t 3883 \t 1 \t 3181 \t 0 \t 1\n", + "2 \t 3883 \t 3181 \t 1 \t 702 \t 1 \t -5\n", + "3 \t 3181 \t 702 \t 4 \t 373 \t -1 \t 6\n", + "4 \t 702 \t 373 \t 1 \t 329 \t 2 \t -11\n", + "5 \t 373 \t 329 \t 1 \t 44 \t -9 \t 50\n", + "6 \t 329 \t 44 \t 7 \t 21 \t 11 \t -61\n", + "7 \t 44 \t 21 \t 2 \t 2 \t -20 \t 111\n", + "8 \t 21 \t 2 \t 10 \t 1 \t 151 \t -838\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -322 \t 1787\n", + "\t\t\t\t\t 3371 \t -18708\n", + "GCD(39203, 7064) = 1, with coefficients 3371 and -18708 such that 1 = (3371)*39203 + (-18708)*7064\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7065 \t 5 \t 3878 \t 1 \t 0\n", + "1 \t 7065 \t 3878 \t 1 \t 3187 \t 0 \t 1\n", + "2 \t 3878 \t 3187 \t 1 \t 691 \t 1 \t -5\n", + "3 \t 3187 \t 691 \t 4 \t 423 \t -1 \t 6\n", + "4 \t 691 \t 423 \t 1 \t 268 \t 2 \t -11\n", + "5 \t 423 \t 268 \t 1 \t 155 \t -9 \t 50\n", + "6 \t 268 \t 155 \t 1 \t 113 \t 11 \t -61\n", + "7 \t 155 \t 113 \t 1 \t 42 \t -20 \t 111\n", + "8 \t 113 \t 42 \t 2 \t 29 \t 31 \t -172\n", + "9 \t 42 \t 29 \t 1 \t 13 \t -51 \t 283\n", + "10 \t 29 \t 13 \t 2 \t 3 \t 133 \t -738\n", + "11 \t 13 \t 3 \t 4 \t 1 \t -184 \t 1021\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 501 \t -2780\n", + "\t\t\t\t\t -2188 \t 12141\n", + "GCD(39203, 7065) = 1, with coefficients -2188 and 12141 such that 1 = (-2188)*39203 + (12141)*7065\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7066 \t 5 \t 3873 \t 1 \t 0\n", + "1 \t 7066 \t 3873 \t 1 \t 3193 \t 0 \t 1\n", + "2 \t 3873 \t 3193 \t 1 \t 680 \t 1 \t -5\n", + "3 \t 3193 \t 680 \t 4 \t 473 \t -1 \t 6\n", + "4 \t 680 \t 473 \t 1 \t 207 \t 2 \t -11\n", + "5 \t 473 \t 207 \t 2 \t 59 \t -9 \t 50\n", + "6 \t 207 \t 59 \t 3 \t 30 \t 11 \t -61\n", + "7 \t 59 \t 30 \t 1 \t 29 \t -31 \t 172\n", + "8 \t 30 \t 29 \t 1 \t 1 \t 104 \t -577\n", + "9 \t 29 \t 1 \t 29 \t 0 \t -135 \t 749\n", + "\t\t\t\t\t 239 \t -1326\n", + "GCD(39203, 7066) = 1, with coefficients 239 and -1326 such that 1 = (239)*39203 + (-1326)*7066\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7067 \t 5 \t 3868 \t 1 \t 0\n", + "1 \t 7067 \t 3868 \t 1 \t 3199 \t 0 \t 1\n", + "2 \t 3868 \t 3199 \t 1 \t 669 \t 1 \t -5\n", + "3 \t 3199 \t 669 \t 4 \t 523 \t -1 \t 6\n", + "4 \t 669 \t 523 \t 1 \t 146 \t 2 \t -11\n", + "5 \t 523 \t 146 \t 3 \t 85 \t -9 \t 50\n", + "6 \t 146 \t 85 \t 1 \t 61 \t 11 \t -61\n", + "7 \t 85 \t 61 \t 1 \t 24 \t -42 \t 233\n", + "8 \t 61 \t 24 \t 2 \t 13 \t 53 \t -294\n", + "9 \t 24 \t 13 \t 1 \t 11 \t -95 \t 527\n", + "10 \t 13 \t 11 \t 1 \t 2 \t 243 \t -1348\n", + "11 \t 11 \t 2 \t 5 \t 1 \t -338 \t 1875\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 581 \t -3223\n", + "\t\t\t\t\t -3243 \t 17990\n", + "GCD(39203, 7067) = 1, with coefficients -3243 and 17990 such that 1 = (-3243)*39203 + (17990)*7067\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7068 \t 5 \t 3863 \t 1 \t 0\n", + "1 \t 7068 \t 3863 \t 1 \t 3205 \t 0 \t 1\n", + "2 \t 3863 \t 3205 \t 1 \t 658 \t 1 \t -5\n", + "3 \t 3205 \t 658 \t 4 \t 573 \t -1 \t 6\n", + "4 \t 658 \t 573 \t 1 \t 85 \t 2 \t -11\n", + "5 \t 573 \t 85 \t 6 \t 63 \t -9 \t 50\n", + "6 \t 85 \t 63 \t 1 \t 22 \t 11 \t -61\n", + "7 \t 63 \t 22 \t 2 \t 19 \t -75 \t 416\n", + "8 \t 22 \t 19 \t 1 \t 3 \t 86 \t -477\n", + "9 \t 19 \t 3 \t 6 \t 1 \t -247 \t 1370\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 333 \t -1847\n", + "\t\t\t\t\t -2245 \t 12452\n", + "GCD(39203, 7068) = 1, with coefficients -2245 and 12452 such that 1 = (-2245)*39203 + (12452)*7068\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7069 \t 5 \t 3858 \t 1 \t 0\n", + "1 \t 7069 \t 3858 \t 1 \t 3211 \t 0 \t 1\n", + "2 \t 3858 \t 3211 \t 1 \t 647 \t 1 \t -5\n", + "3 \t 3211 \t 647 \t 4 \t 623 \t -1 \t 6\n", + "4 \t 647 \t 623 \t 1 \t 24 \t 2 \t -11\n", + "5 \t 623 \t 24 \t 25 \t 23 \t -9 \t 50\n", + "6 \t 24 \t 23 \t 1 \t 1 \t 11 \t -61\n", + "7 \t 23 \t 1 \t 23 \t 0 \t -284 \t 1575\n", + "\t\t\t\t\t 295 \t -1636\n", + "GCD(39203, 7069) = 1, with coefficients 295 and -1636 such that 1 = (295)*39203 + (-1636)*7069\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7070 \t 5 \t 3853 \t 1 \t 0\n", + "1 \t 7070 \t 3853 \t 1 \t 3217 \t 0 \t 1\n", + "2 \t 3853 \t 3217 \t 1 \t 636 \t 1 \t -5\n", + "3 \t 3217 \t 636 \t 5 \t 37 \t -1 \t 6\n", + "4 \t 636 \t 37 \t 17 \t 7 \t 2 \t -11\n", + "5 \t 37 \t 7 \t 5 \t 2 \t -11 \t 61\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 189 \t -1048\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -956 \t 5301\n", + "\t\t\t\t\t 3057 \t -16951\n", + "GCD(39203, 7070) = 1, with coefficients 3057 and -16951 such that 1 = (3057)*39203 + (-16951)*7070\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7071 \t 5 \t 3848 \t 1 \t 0\n", + "1 \t 7071 \t 3848 \t 1 \t 3223 \t 0 \t 1\n", + "2 \t 3848 \t 3223 \t 1 \t 625 \t 1 \t -5\n", + "3 \t 3223 \t 625 \t 5 \t 98 \t -1 \t 6\n", + "4 \t 625 \t 98 \t 6 \t 37 \t 2 \t -11\n", + "5 \t 98 \t 37 \t 2 \t 24 \t -11 \t 61\n", + "6 \t 37 \t 24 \t 1 \t 13 \t 68 \t -377\n", + "7 \t 24 \t 13 \t 1 \t 11 \t -147 \t 815\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 215 \t -1192\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -362 \t 2007\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 577 \t -3199\n", + "\t\t\t\t\t -3247 \t 18002\n", + "GCD(39203, 7071) = 1, with coefficients -3247 and 18002 such that 1 = (-3247)*39203 + (18002)*7071\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7072 \t 5 \t 3843 \t 1 \t 0\n", + "1 \t 7072 \t 3843 \t 1 \t 3229 \t 0 \t 1\n", + "2 \t 3843 \t 3229 \t 1 \t 614 \t 1 \t -5\n", + "3 \t 3229 \t 614 \t 5 \t 159 \t -1 \t 6\n", + "4 \t 614 \t 159 \t 3 \t 137 \t 2 \t -11\n", + "5 \t 159 \t 137 \t 1 \t 22 \t -11 \t 61\n", + "6 \t 137 \t 22 \t 6 \t 5 \t 35 \t -194\n", + "7 \t 22 \t 5 \t 4 \t 2 \t -46 \t 255\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 311 \t -1724\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1290 \t 7151\n", + "\t\t\t\t\t 2891 \t -16026\n", + "GCD(39203, 7072) = 1, with coefficients 2891 and -16026 such that 1 = (2891)*39203 + (-16026)*7072\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7073 \t 5 \t 3838 \t 1 \t 0\n", + "1 \t 7073 \t 3838 \t 1 \t 3235 \t 0 \t 1\n", + "2 \t 3838 \t 3235 \t 1 \t 603 \t 1 \t -5\n", + "3 \t 3235 \t 603 \t 5 \t 220 \t -1 \t 6\n", + "4 \t 603 \t 220 \t 2 \t 163 \t 2 \t -11\n", + "5 \t 220 \t 163 \t 1 \t 57 \t -11 \t 61\n", + "6 \t 163 \t 57 \t 2 \t 49 \t 24 \t -133\n", + "7 \t 57 \t 49 \t 1 \t 8 \t -35 \t 194\n", + "8 \t 49 \t 8 \t 6 \t 1 \t 94 \t -521\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -129 \t 715\n", + "\t\t\t\t\t 868 \t -4811\n", + "GCD(39203, 7073) = 1, with coefficients 868 and -4811 such that 1 = (868)*39203 + (-4811)*7073\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7074 \t 5 \t 3833 \t 1 \t 0\n", + "1 \t 7074 \t 3833 \t 1 \t 3241 \t 0 \t 1\n", + "2 \t 3833 \t 3241 \t 1 \t 592 \t 1 \t -5\n", + "3 \t 3241 \t 592 \t 5 \t 281 \t -1 \t 6\n", + "4 \t 592 \t 281 \t 2 \t 30 \t 2 \t -11\n", + "5 \t 281 \t 30 \t 9 \t 11 \t -11 \t 61\n", + "6 \t 30 \t 11 \t 2 \t 8 \t 24 \t -133\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -227 \t 1258\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 478 \t -2649\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -705 \t 3907\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1888 \t -10463\n", + "\t\t\t\t\t -2593 \t 14370\n", + "GCD(39203, 7074) = 1, with coefficients -2593 and 14370 such that 1 = (-2593)*39203 + (14370)*7074\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7075 \t 5 \t 3828 \t 1 \t 0\n", + "1 \t 7075 \t 3828 \t 1 \t 3247 \t 0 \t 1\n", + "2 \t 3828 \t 3247 \t 1 \t 581 \t 1 \t -5\n", + "3 \t 3247 \t 581 \t 5 \t 342 \t -1 \t 6\n", + "4 \t 581 \t 342 \t 1 \t 239 \t 2 \t -11\n", + "5 \t 342 \t 239 \t 1 \t 103 \t -11 \t 61\n", + "6 \t 239 \t 103 \t 2 \t 33 \t 13 \t -72\n", + "7 \t 103 \t 33 \t 3 \t 4 \t -24 \t 133\n", + "8 \t 33 \t 4 \t 8 \t 1 \t 61 \t -338\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -207 \t 1147\n", + "\t\t\t\t\t 1717 \t -9514\n", + "GCD(39203, 7075) = 1, with coefficients 1717 and -9514 such that 1 = (1717)*39203 + (-9514)*7075\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7076 \t 5 \t 3823 \t 1 \t 0\n", + "1 \t 7076 \t 3823 \t 1 \t 3253 \t 0 \t 1\n", + "2 \t 3823 \t 3253 \t 1 \t 570 \t 1 \t -5\n", + "3 \t 3253 \t 570 \t 5 \t 403 \t -1 \t 6\n", + "4 \t 570 \t 403 \t 1 \t 167 \t 2 \t -11\n", + "5 \t 403 \t 167 \t 2 \t 69 \t -11 \t 61\n", + "6 \t 167 \t 69 \t 2 \t 29 \t 13 \t -72\n", + "7 \t 69 \t 29 \t 2 \t 11 \t -37 \t 205\n", + "8 \t 29 \t 11 \t 2 \t 7 \t 87 \t -482\n", + "9 \t 11 \t 7 \t 1 \t 4 \t -211 \t 1169\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 509 \t -2820\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -720 \t 3989\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1229 \t -6809\n", + "\t\t\t\t\t -1949 \t 10798\n", + "GCD(39203, 7076) = 1, with coefficients -1949 and 10798 such that 1 = (-1949)*39203 + (10798)*7076\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7077 \t 5 \t 3818 \t 1 \t 0\n", + "1 \t 7077 \t 3818 \t 1 \t 3259 \t 0 \t 1\n", + "2 \t 3818 \t 3259 \t 1 \t 559 \t 1 \t -5\n", + "3 \t 3259 \t 559 \t 5 \t 464 \t -1 \t 6\n", + "4 \t 559 \t 464 \t 1 \t 95 \t 2 \t -11\n", + "5 \t 464 \t 95 \t 4 \t 84 \t -11 \t 61\n", + "6 \t 95 \t 84 \t 1 \t 11 \t 13 \t -72\n", + "7 \t 84 \t 11 \t 7 \t 7 \t -63 \t 349\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 76 \t -421\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -595 \t 3296\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 671 \t -3717\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1266 \t 7013\n", + "\t\t\t\t\t 1937 \t -10730\n", + "GCD(39203, 7077) = 1, with coefficients 1937 and -10730 such that 1 = (1937)*39203 + (-10730)*7077\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7078 \t 5 \t 3813 \t 1 \t 0\n", + "1 \t 7078 \t 3813 \t 1 \t 3265 \t 0 \t 1\n", + "2 \t 3813 \t 3265 \t 1 \t 548 \t 1 \t -5\n", + "3 \t 3265 \t 548 \t 5 \t 525 \t -1 \t 6\n", + "4 \t 548 \t 525 \t 1 \t 23 \t 2 \t -11\n", + "5 \t 525 \t 23 \t 22 \t 19 \t -11 \t 61\n", + "6 \t 23 \t 19 \t 1 \t 4 \t 13 \t -72\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -297 \t 1645\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 310 \t -1717\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1537 \t 8513\n", + "\t\t\t\t\t 1847 \t -10230\n", + "GCD(39203, 7078) = 1, with coefficients 1847 and -10230 such that 1 = (1847)*39203 + (-10230)*7078\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7079 \t 5 \t 3808 \t 1 \t 0\n", + "1 \t 7079 \t 3808 \t 1 \t 3271 \t 0 \t 1\n", + "2 \t 3808 \t 3271 \t 1 \t 537 \t 1 \t -5\n", + "3 \t 3271 \t 537 \t 6 \t 49 \t -1 \t 6\n", + "4 \t 537 \t 49 \t 10 \t 47 \t 2 \t -11\n", + "5 \t 49 \t 47 \t 1 \t 2 \t -13 \t 72\n", + "6 \t 47 \t 2 \t 23 \t 1 \t 132 \t -731\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -145 \t 803\n", + "\t\t\t\t\t 3467 \t -19200\n", + "GCD(39203, 7079) = 1, with coefficients 3467 and -19200 such that 1 = (3467)*39203 + (-19200)*7079\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7080 \t 5 \t 3803 \t 1 \t 0\n", + "1 \t 7080 \t 3803 \t 1 \t 3277 \t 0 \t 1\n", + "2 \t 3803 \t 3277 \t 1 \t 526 \t 1 \t -5\n", + "3 \t 3277 \t 526 \t 6 \t 121 \t -1 \t 6\n", + "4 \t 526 \t 121 \t 4 \t 42 \t 2 \t -11\n", + "5 \t 121 \t 42 \t 2 \t 37 \t -13 \t 72\n", + "6 \t 42 \t 37 \t 1 \t 5 \t 54 \t -299\n", + "7 \t 37 \t 5 \t 7 \t 2 \t -121 \t 670\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 175 \t -969\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1346 \t 7453\n", + "\t\t\t\t\t 2867 \t -15875\n", + "GCD(39203, 7080) = 1, with coefficients 2867 and -15875 such that 1 = (2867)*39203 + (-15875)*7080\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7081 \t 5 \t 3798 \t 1 \t 0\n", + "1 \t 7081 \t 3798 \t 1 \t 3283 \t 0 \t 1\n", + "2 \t 3798 \t 3283 \t 1 \t 515 \t 1 \t -5\n", + "3 \t 3283 \t 515 \t 6 \t 193 \t -1 \t 6\n", + "4 \t 515 \t 193 \t 2 \t 129 \t 2 \t -11\n", + "5 \t 193 \t 129 \t 1 \t 64 \t -13 \t 72\n", + "6 \t 129 \t 64 \t 2 \t 1 \t 28 \t -155\n", + "7 \t 64 \t 1 \t 64 \t 0 \t -41 \t 227\n", + "\t\t\t\t\t 110 \t -609\n", + "GCD(39203, 7081) = 1, with coefficients 110 and -609 such that 1 = (110)*39203 + (-609)*7081\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7082 \t 5 \t 3793 \t 1 \t 0\n", + "1 \t 7082 \t 3793 \t 1 \t 3289 \t 0 \t 1\n", + "2 \t 3793 \t 3289 \t 1 \t 504 \t 1 \t -5\n", + "3 \t 3289 \t 504 \t 6 \t 265 \t -1 \t 6\n", + "4 \t 504 \t 265 \t 1 \t 239 \t 2 \t -11\n", + "5 \t 265 \t 239 \t 1 \t 26 \t -13 \t 72\n", + "6 \t 239 \t 26 \t 9 \t 5 \t 15 \t -83\n", + "7 \t 26 \t 5 \t 5 \t 1 \t -28 \t 155\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 267 \t -1478\n", + "\t\t\t\t\t -1363 \t 7545\n", + "GCD(39203, 7082) = 1, with coefficients -1363 and 7545 such that 1 = (-1363)*39203 + (7545)*7082\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7083 \t 5 \t 3788 \t 1 \t 0\n", + "1 \t 7083 \t 3788 \t 1 \t 3295 \t 0 \t 1\n", + "2 \t 3788 \t 3295 \t 1 \t 493 \t 1 \t -5\n", + "3 \t 3295 \t 493 \t 6 \t 337 \t -1 \t 6\n", + "4 \t 493 \t 337 \t 1 \t 156 \t 2 \t -11\n", + "5 \t 337 \t 156 \t 2 \t 25 \t -13 \t 72\n", + "6 \t 156 \t 25 \t 6 \t 6 \t 15 \t -83\n", + "7 \t 25 \t 6 \t 4 \t 1 \t -43 \t 238\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 273 \t -1511\n", + "\t\t\t\t\t -1135 \t 6282\n", + "GCD(39203, 7083) = 1, with coefficients -1135 and 6282 such that 1 = (-1135)*39203 + (6282)*7083\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7084 \t 5 \t 3783 \t 1 \t 0\n", + "1 \t 7084 \t 3783 \t 1 \t 3301 \t 0 \t 1\n", + "2 \t 3783 \t 3301 \t 1 \t 482 \t 1 \t -5\n", + "3 \t 3301 \t 482 \t 6 \t 409 \t -1 \t 6\n", + "4 \t 482 \t 409 \t 1 \t 73 \t 2 \t -11\n", + "5 \t 409 \t 73 \t 5 \t 44 \t -13 \t 72\n", + "6 \t 73 \t 44 \t 1 \t 29 \t 15 \t -83\n", + "7 \t 44 \t 29 \t 1 \t 15 \t -88 \t 487\n", + "8 \t 29 \t 15 \t 1 \t 14 \t 103 \t -570\n", + "9 \t 15 \t 14 \t 1 \t 1 \t -191 \t 1057\n", + "10 \t 14 \t 1 \t 14 \t 0 \t 294 \t -1627\n", + "\t\t\t\t\t -485 \t 2684\n", + "GCD(39203, 7084) = 1, with coefficients -485 and 2684 such that 1 = (-485)*39203 + (2684)*7084\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7085 \t 5 \t 3778 \t 1 \t 0\n", + "1 \t 7085 \t 3778 \t 1 \t 3307 \t 0 \t 1\n", + "2 \t 3778 \t 3307 \t 1 \t 471 \t 1 \t -5\n", + "3 \t 3307 \t 471 \t 7 \t 10 \t -1 \t 6\n", + "4 \t 471 \t 10 \t 47 \t 1 \t 2 \t -11\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -15 \t 83\n", + "\t\t\t\t\t 707 \t -3912\n", + "GCD(39203, 7085) = 1, with coefficients 707 and -3912 such that 1 = (707)*39203 + (-3912)*7085\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7086 \t 5 \t 3773 \t 1 \t 0\n", + "1 \t 7086 \t 3773 \t 1 \t 3313 \t 0 \t 1\n", + "2 \t 3773 \t 3313 \t 1 \t 460 \t 1 \t -5\n", + "3 \t 3313 \t 460 \t 7 \t 93 \t -1 \t 6\n", + "4 \t 460 \t 93 \t 4 \t 88 \t 2 \t -11\n", + "5 \t 93 \t 88 \t 1 \t 5 \t -15 \t 83\n", + "6 \t 88 \t 5 \t 17 \t 3 \t 62 \t -343\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -77 \t 426\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1371 \t -7585\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1448 \t 8011\n", + "\t\t\t\t\t 2819 \t -15596\n", + "GCD(39203, 7086) = 1, with coefficients 2819 and -15596 such that 1 = (2819)*39203 + (-15596)*7086\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7087 \t 5 \t 3768 \t 1 \t 0\n", + "1 \t 7087 \t 3768 \t 1 \t 3319 \t 0 \t 1\n", + "2 \t 3768 \t 3319 \t 1 \t 449 \t 1 \t -5\n", + "3 \t 3319 \t 449 \t 7 \t 176 \t -1 \t 6\n", + "4 \t 449 \t 176 \t 2 \t 97 \t 2 \t -11\n", + "5 \t 176 \t 97 \t 1 \t 79 \t -15 \t 83\n", + "6 \t 97 \t 79 \t 1 \t 18 \t 32 \t -177\n", + "7 \t 79 \t 18 \t 4 \t 7 \t -47 \t 260\n", + "8 \t 18 \t 7 \t 2 \t 4 \t 79 \t -437\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -363 \t 2008\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 805 \t -4453\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1168 \t 6461\n", + "\t\t\t\t\t 1973 \t -10914\n", + "GCD(39203, 7087) = 1, with coefficients 1973 and -10914 such that 1 = (1973)*39203 + (-10914)*7087\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7088 \t 5 \t 3763 \t 1 \t 0\n", + "1 \t 7088 \t 3763 \t 1 \t 3325 \t 0 \t 1\n", + "2 \t 3763 \t 3325 \t 1 \t 438 \t 1 \t -5\n", + "3 \t 3325 \t 438 \t 7 \t 259 \t -1 \t 6\n", + "4 \t 438 \t 259 \t 1 \t 179 \t 2 \t -11\n", + "5 \t 259 \t 179 \t 1 \t 80 \t -15 \t 83\n", + "6 \t 179 \t 80 \t 2 \t 19 \t 17 \t -94\n", + "7 \t 80 \t 19 \t 4 \t 4 \t -32 \t 177\n", + "8 \t 19 \t 4 \t 4 \t 3 \t 81 \t -448\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -356 \t 1969\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1505 \t -8324\n", + "\t\t\t\t\t -1861 \t 10293\n", + "GCD(39203, 7088) = 1, with coefficients -1861 and 10293 such that 1 = (-1861)*39203 + (10293)*7088\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7089 \t 5 \t 3758 \t 1 \t 0\n", + "1 \t 7089 \t 3758 \t 1 \t 3331 \t 0 \t 1\n", + "2 \t 3758 \t 3331 \t 1 \t 427 \t 1 \t -5\n", + "3 \t 3331 \t 427 \t 7 \t 342 \t -1 \t 6\n", + "4 \t 427 \t 342 \t 1 \t 85 \t 2 \t -11\n", + "5 \t 342 \t 85 \t 4 \t 2 \t -15 \t 83\n", + "6 \t 85 \t 2 \t 42 \t 1 \t 17 \t -94\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -83 \t 459\n", + "\t\t\t\t\t 3503 \t -19372\n", + "GCD(39203, 7089) = 1, with coefficients 3503 and -19372 such that 1 = (3503)*39203 + (-19372)*7089\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7090 \t 5 \t 3753 \t 1 \t 0\n", + "1 \t 7090 \t 3753 \t 1 \t 3337 \t 0 \t 1\n", + "2 \t 3753 \t 3337 \t 1 \t 416 \t 1 \t -5\n", + "3 \t 3337 \t 416 \t 8 \t 9 \t -1 \t 6\n", + "4 \t 416 \t 9 \t 46 \t 2 \t 2 \t -11\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -17 \t 94\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 784 \t -4335\n", + "\t\t\t\t\t -3153 \t 17434\n", + "GCD(39203, 7090) = 1, with coefficients -3153 and 17434 such that 1 = (-3153)*39203 + (17434)*7090\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7091 \t 5 \t 3748 \t 1 \t 0\n", + "1 \t 7091 \t 3748 \t 1 \t 3343 \t 0 \t 1\n", + "2 \t 3748 \t 3343 \t 1 \t 405 \t 1 \t -5\n", + "3 \t 3343 \t 405 \t 8 \t 103 \t -1 \t 6\n", + "4 \t 405 \t 103 \t 3 \t 96 \t 2 \t -11\n", + "5 \t 103 \t 96 \t 1 \t 7 \t -17 \t 94\n", + "6 \t 96 \t 7 \t 13 \t 5 \t 53 \t -293\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -70 \t 387\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 963 \t -5324\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1033 \t 5711\n", + "\t\t\t\t\t 3029 \t -16746\n", + "GCD(39203, 7091) = 1, with coefficients 3029 and -16746 such that 1 = (3029)*39203 + (-16746)*7091\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7092 \t 5 \t 3743 \t 1 \t 0\n", + "1 \t 7092 \t 3743 \t 1 \t 3349 \t 0 \t 1\n", + "2 \t 3743 \t 3349 \t 1 \t 394 \t 1 \t -5\n", + "3 \t 3349 \t 394 \t 8 \t 197 \t -1 \t 6\n", + "4 \t 394 \t 197 \t 2 \t 0 \t 2 \t -11\n", + "\t\t\t\t\t -17 \t 94\n", + "GCD(39203, 7092) = 197, with coefficients -17 and 94 such that 197 = (-17)*39203 + (94)*7092\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7093 \t 5 \t 3738 \t 1 \t 0\n", + "1 \t 7093 \t 3738 \t 1 \t 3355 \t 0 \t 1\n", + "2 \t 3738 \t 3355 \t 1 \t 383 \t 1 \t -5\n", + "3 \t 3355 \t 383 \t 8 \t 291 \t -1 \t 6\n", + "4 \t 383 \t 291 \t 1 \t 92 \t 2 \t -11\n", + "5 \t 291 \t 92 \t 3 \t 15 \t -17 \t 94\n", + "6 \t 92 \t 15 \t 6 \t 2 \t 19 \t -105\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -74 \t 409\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 463 \t -2559\n", + "\t\t\t\t\t -3315 \t 18322\n", + "GCD(39203, 7093) = 1, with coefficients -3315 and 18322 such that 1 = (-3315)*39203 + (18322)*7093\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7094 \t 5 \t 3733 \t 1 \t 0\n", + "1 \t 7094 \t 3733 \t 1 \t 3361 \t 0 \t 1\n", + "2 \t 3733 \t 3361 \t 1 \t 372 \t 1 \t -5\n", + "3 \t 3361 \t 372 \t 9 \t 13 \t -1 \t 6\n", + "4 \t 372 \t 13 \t 28 \t 8 \t 2 \t -11\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -19 \t 105\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 534 \t -2951\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -553 \t 3056\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1087 \t -6007\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1640 \t 9063\n", + "\t\t\t\t\t 2727 \t -15070\n", + "GCD(39203, 7094) = 1, with coefficients 2727 and -15070 such that 1 = (2727)*39203 + (-15070)*7094\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7095 \t 5 \t 3728 \t 1 \t 0\n", + "1 \t 7095 \t 3728 \t 1 \t 3367 \t 0 \t 1\n", + "2 \t 3728 \t 3367 \t 1 \t 361 \t 1 \t -5\n", + "3 \t 3367 \t 361 \t 9 \t 118 \t -1 \t 6\n", + "4 \t 361 \t 118 \t 3 \t 7 \t 2 \t -11\n", + "5 \t 118 \t 7 \t 16 \t 6 \t -19 \t 105\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 59 \t -326\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -963 \t 5321\n", + "\t\t\t\t\t 1022 \t -5647\n", + "GCD(39203, 7095) = 1, with coefficients 1022 and -5647 such that 1 = (1022)*39203 + (-5647)*7095\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7096 \t 5 \t 3723 \t 1 \t 0\n", + "1 \t 7096 \t 3723 \t 1 \t 3373 \t 0 \t 1\n", + "2 \t 3723 \t 3373 \t 1 \t 350 \t 1 \t -5\n", + "3 \t 3373 \t 350 \t 9 \t 223 \t -1 \t 6\n", + "4 \t 350 \t 223 \t 1 \t 127 \t 2 \t -11\n", + "5 \t 223 \t 127 \t 1 \t 96 \t -19 \t 105\n", + "6 \t 127 \t 96 \t 1 \t 31 \t 21 \t -116\n", + "7 \t 96 \t 31 \t 3 \t 3 \t -40 \t 221\n", + "8 \t 31 \t 3 \t 10 \t 1 \t 61 \t -337\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -223 \t 1232\n", + "\t\t\t\t\t 2291 \t -12657\n", + "GCD(39203, 7096) = 1, with coefficients 2291 and -12657 such that 1 = (2291)*39203 + (-12657)*7096\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7097 \t 5 \t 3718 \t 1 \t 0\n", + "1 \t 7097 \t 3718 \t 1 \t 3379 \t 0 \t 1\n", + "2 \t 3718 \t 3379 \t 1 \t 339 \t 1 \t -5\n", + "3 \t 3379 \t 339 \t 9 \t 328 \t -1 \t 6\n", + "4 \t 339 \t 328 \t 1 \t 11 \t 2 \t -11\n", + "5 \t 328 \t 11 \t 29 \t 9 \t -19 \t 105\n", + "6 \t 11 \t 9 \t 1 \t 2 \t 21 \t -116\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -628 \t 3469\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 649 \t -3585\n", + "\t\t\t\t\t -3224 \t 17809\n", + "GCD(39203, 7097) = 1, with coefficients -3224 and 17809 such that 1 = (-3224)*39203 + (17809)*7097\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7098 \t 5 \t 3713 \t 1 \t 0\n", + "1 \t 7098 \t 3713 \t 1 \t 3385 \t 0 \t 1\n", + "2 \t 3713 \t 3385 \t 1 \t 328 \t 1 \t -5\n", + "3 \t 3385 \t 328 \t 10 \t 105 \t -1 \t 6\n", + "4 \t 328 \t 105 \t 3 \t 13 \t 2 \t -11\n", + "5 \t 105 \t 13 \t 8 \t 1 \t -21 \t 116\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 65 \t -359\n", + "\t\t\t\t\t -541 \t 2988\n", + "GCD(39203, 7098) = 1, with coefficients -541 and 2988 such that 1 = (-541)*39203 + (2988)*7098\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7099 \t 5 \t 3708 \t 1 \t 0\n", + "1 \t 7099 \t 3708 \t 1 \t 3391 \t 0 \t 1\n", + "2 \t 3708 \t 3391 \t 1 \t 317 \t 1 \t -5\n", + "3 \t 3391 \t 317 \t 10 \t 221 \t -1 \t 6\n", + "4 \t 317 \t 221 \t 1 \t 96 \t 2 \t -11\n", + "5 \t 221 \t 96 \t 2 \t 29 \t -21 \t 116\n", + "6 \t 96 \t 29 \t 3 \t 9 \t 23 \t -127\n", + "7 \t 29 \t 9 \t 3 \t 2 \t -67 \t 370\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 224 \t -1237\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -739 \t 4081\n", + "\t\t\t\t\t 3180 \t -17561\n", + "GCD(39203, 7099) = 1, with coefficients 3180 and -17561 such that 1 = (3180)*39203 + (-17561)*7099\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7100 \t 5 \t 3703 \t 1 \t 0\n", + "1 \t 7100 \t 3703 \t 1 \t 3397 \t 0 \t 1\n", + "2 \t 3703 \t 3397 \t 1 \t 306 \t 1 \t -5\n", + "3 \t 3397 \t 306 \t 11 \t 31 \t -1 \t 6\n", + "4 \t 306 \t 31 \t 9 \t 27 \t 2 \t -11\n", + "5 \t 31 \t 27 \t 1 \t 4 \t -23 \t 127\n", + "6 \t 27 \t 4 \t 6 \t 3 \t 209 \t -1154\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -232 \t 1281\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1601 \t -8840\n", + "\t\t\t\t\t -1833 \t 10121\n", + "GCD(39203, 7100) = 1, with coefficients -1833 and 10121 such that 1 = (-1833)*39203 + (10121)*7100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7101 \t 5 \t 3698 \t 1 \t 0\n", + "1 \t 7101 \t 3698 \t 1 \t 3403 \t 0 \t 1\n", + "2 \t 3698 \t 3403 \t 1 \t 295 \t 1 \t -5\n", + "3 \t 3403 \t 295 \t 11 \t 158 \t -1 \t 6\n", + "4 \t 295 \t 158 \t 1 \t 137 \t 2 \t -11\n", + "5 \t 158 \t 137 \t 1 \t 21 \t -23 \t 127\n", + "6 \t 137 \t 21 \t 6 \t 11 \t 25 \t -138\n", + "7 \t 21 \t 11 \t 1 \t 10 \t -48 \t 265\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 313 \t -1728\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -361 \t 1993\n", + "\t\t\t\t\t 674 \t -3721\n", + "GCD(39203, 7101) = 1, with coefficients 674 and -3721 such that 1 = (674)*39203 + (-3721)*7101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7102 \t 5 \t 3693 \t 1 \t 0\n", + "1 \t 7102 \t 3693 \t 1 \t 3409 \t 0 \t 1\n", + "2 \t 3693 \t 3409 \t 1 \t 284 \t 1 \t -5\n", + "3 \t 3409 \t 284 \t 12 \t 1 \t -1 \t 6\n", + "4 \t 284 \t 1 \t 284 \t 0 \t 2 \t -11\n", + "\t\t\t\t\t -25 \t 138\n", + "GCD(39203, 7102) = 1, with coefficients -25 and 138 such that 1 = (-25)*39203 + (138)*7102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7103 \t 5 \t 3688 \t 1 \t 0\n", + "1 \t 7103 \t 3688 \t 1 \t 3415 \t 0 \t 1\n", + "2 \t 3688 \t 3415 \t 1 \t 273 \t 1 \t -5\n", + "3 \t 3415 \t 273 \t 12 \t 139 \t -1 \t 6\n", + "4 \t 273 \t 139 \t 1 \t 134 \t 2 \t -11\n", + "5 \t 139 \t 134 \t 1 \t 5 \t -25 \t 138\n", + "6 \t 134 \t 5 \t 26 \t 4 \t 27 \t -149\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -52 \t 287\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1379 \t -7611\n", + "\t\t\t\t\t -1431 \t 7898\n", + "GCD(39203, 7103) = 1, with coefficients -1431 and 7898 such that 1 = (-1431)*39203 + (7898)*7103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7104 \t 5 \t 3683 \t 1 \t 0\n", + "1 \t 7104 \t 3683 \t 1 \t 3421 \t 0 \t 1\n", + "2 \t 3683 \t 3421 \t 1 \t 262 \t 1 \t -5\n", + "3 \t 3421 \t 262 \t 13 \t 15 \t -1 \t 6\n", + "4 \t 262 \t 15 \t 17 \t 7 \t 2 \t -11\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -27 \t 149\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 461 \t -2544\n", + "\t\t\t\t\t -949 \t 5237\n", + "GCD(39203, 7104) = 1, with coefficients -949 and 5237 such that 1 = (-949)*39203 + (5237)*7104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7105 \t 5 \t 3678 \t 1 \t 0\n", + "1 \t 7105 \t 3678 \t 1 \t 3427 \t 0 \t 1\n", + "2 \t 3678 \t 3427 \t 1 \t 251 \t 1 \t -5\n", + "3 \t 3427 \t 251 \t 13 \t 164 \t -1 \t 6\n", + "4 \t 251 \t 164 \t 1 \t 87 \t 2 \t -11\n", + "5 \t 164 \t 87 \t 1 \t 77 \t -27 \t 149\n", + "6 \t 87 \t 77 \t 1 \t 10 \t 29 \t -160\n", + "7 \t 77 \t 10 \t 7 \t 7 \t -56 \t 309\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 85 \t -469\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -651 \t 3592\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 736 \t -4061\n", + "\t\t\t\t\t -2123 \t 11714\n", + "GCD(39203, 7105) = 1, with coefficients -2123 and 11714 such that 1 = (-2123)*39203 + (11714)*7105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7106 \t 5 \t 3673 \t 1 \t 0\n", + "1 \t 7106 \t 3673 \t 1 \t 3433 \t 0 \t 1\n", + "2 \t 3673 \t 3433 \t 1 \t 240 \t 1 \t -5\n", + "3 \t 3433 \t 240 \t 14 \t 73 \t -1 \t 6\n", + "4 \t 240 \t 73 \t 3 \t 21 \t 2 \t -11\n", + "5 \t 73 \t 21 \t 3 \t 10 \t -29 \t 160\n", + "6 \t 21 \t 10 \t 2 \t 1 \t 89 \t -491\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -296 \t 1633\n", + "\t\t\t\t\t 681 \t -3757\n", + "GCD(39203, 7106) = 1, with coefficients 681 and -3757 such that 1 = (681)*39203 + (-3757)*7106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7107 \t 5 \t 3668 \t 1 \t 0\n", + "1 \t 7107 \t 3668 \t 1 \t 3439 \t 0 \t 1\n", + "2 \t 3668 \t 3439 \t 1 \t 229 \t 1 \t -5\n", + "3 \t 3439 \t 229 \t 15 \t 4 \t -1 \t 6\n", + "4 \t 229 \t 4 \t 57 \t 1 \t 2 \t -11\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -31 \t 171\n", + "\t\t\t\t\t 1769 \t -9758\n", + "GCD(39203, 7107) = 1, with coefficients 1769 and -9758 such that 1 = (1769)*39203 + (-9758)*7107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7108 \t 5 \t 3663 \t 1 \t 0\n", + "1 \t 7108 \t 3663 \t 1 \t 3445 \t 0 \t 1\n", + "2 \t 3663 \t 3445 \t 1 \t 218 \t 1 \t -5\n", + "3 \t 3445 \t 218 \t 15 \t 175 \t -1 \t 6\n", + "4 \t 218 \t 175 \t 1 \t 43 \t 2 \t -11\n", + "5 \t 175 \t 43 \t 4 \t 3 \t -31 \t 171\n", + "6 \t 43 \t 3 \t 14 \t 1 \t 33 \t -182\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -163 \t 899\n", + "\t\t\t\t\t 2315 \t -12768\n", + "GCD(39203, 7108) = 1, with coefficients 2315 and -12768 such that 1 = (2315)*39203 + (-12768)*7108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7109 \t 5 \t 3658 \t 1 \t 0\n", + "1 \t 7109 \t 3658 \t 1 \t 3451 \t 0 \t 1\n", + "2 \t 3658 \t 3451 \t 1 \t 207 \t 1 \t -5\n", + "3 \t 3451 \t 207 \t 16 \t 139 \t -1 \t 6\n", + "4 \t 207 \t 139 \t 1 \t 68 \t 2 \t -11\n", + "5 \t 139 \t 68 \t 2 \t 3 \t -33 \t 182\n", + "6 \t 68 \t 3 \t 22 \t 2 \t 35 \t -193\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -103 \t 568\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2301 \t -12689\n", + "\t\t\t\t\t -2404 \t 13257\n", + "GCD(39203, 7109) = 1, with coefficients -2404 and 13257 such that 1 = (-2404)*39203 + (13257)*7109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7110 \t 5 \t 3653 \t 1 \t 0\n", + "1 \t 7110 \t 3653 \t 1 \t 3457 \t 0 \t 1\n", + "2 \t 3653 \t 3457 \t 1 \t 196 \t 1 \t -5\n", + "3 \t 3457 \t 196 \t 17 \t 125 \t -1 \t 6\n", + "4 \t 196 \t 125 \t 1 \t 71 \t 2 \t -11\n", + "5 \t 125 \t 71 \t 1 \t 54 \t -35 \t 193\n", + "6 \t 71 \t 54 \t 1 \t 17 \t 37 \t -204\n", + "7 \t 54 \t 17 \t 3 \t 3 \t -72 \t 397\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 109 \t -601\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -399 \t 2200\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2104 \t -11601\n", + "\t\t\t\t\t -2503 \t 13801\n", + "GCD(39203, 7110) = 1, with coefficients -2503 and 13801 such that 1 = (-2503)*39203 + (13801)*7110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7111 \t 5 \t 3648 \t 1 \t 0\n", + "1 \t 7111 \t 3648 \t 1 \t 3463 \t 0 \t 1\n", + "2 \t 3648 \t 3463 \t 1 \t 185 \t 1 \t -5\n", + "3 \t 3463 \t 185 \t 18 \t 133 \t -1 \t 6\n", + "4 \t 185 \t 133 \t 1 \t 52 \t 2 \t -11\n", + "5 \t 133 \t 52 \t 2 \t 29 \t -37 \t 204\n", + "6 \t 52 \t 29 \t 1 \t 23 \t 39 \t -215\n", + "7 \t 29 \t 23 \t 1 \t 6 \t -115 \t 634\n", + "8 \t 23 \t 6 \t 3 \t 5 \t 154 \t -849\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -269 \t 1483\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 961 \t -5298\n", + "\t\t\t\t\t -1230 \t 6781\n", + "GCD(39203, 7111) = 1, with coefficients -1230 and 6781 such that 1 = (-1230)*39203 + (6781)*7111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7112 \t 5 \t 3643 \t 1 \t 0\n", + "1 \t 7112 \t 3643 \t 1 \t 3469 \t 0 \t 1\n", + "2 \t 3643 \t 3469 \t 1 \t 174 \t 1 \t -5\n", + "3 \t 3469 \t 174 \t 19 \t 163 \t -1 \t 6\n", + "4 \t 174 \t 163 \t 1 \t 11 \t 2 \t -11\n", + "5 \t 163 \t 11 \t 14 \t 9 \t -39 \t 215\n", + "6 \t 11 \t 9 \t 1 \t 2 \t 41 \t -226\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -613 \t 3379\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 654 \t -3605\n", + "\t\t\t\t\t -3229 \t 17799\n", + "GCD(39203, 7112) = 1, with coefficients -3229 and 17799 such that 1 = (-3229)*39203 + (17799)*7112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7113 \t 5 \t 3638 \t 1 \t 0\n", + "1 \t 7113 \t 3638 \t 1 \t 3475 \t 0 \t 1\n", + "2 \t 3638 \t 3475 \t 1 \t 163 \t 1 \t -5\n", + "3 \t 3475 \t 163 \t 21 \t 52 \t -1 \t 6\n", + "4 \t 163 \t 52 \t 3 \t 7 \t 2 \t -11\n", + "5 \t 52 \t 7 \t 7 \t 3 \t -43 \t 237\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 131 \t -722\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -960 \t 5291\n", + "\t\t\t\t\t 2051 \t -11304\n", + "GCD(39203, 7113) = 1, with coefficients 2051 and -11304 such that 1 = (2051)*39203 + (-11304)*7113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7114 \t 5 \t 3633 \t 1 \t 0\n", + "1 \t 7114 \t 3633 \t 1 \t 3481 \t 0 \t 1\n", + "2 \t 3633 \t 3481 \t 1 \t 152 \t 1 \t -5\n", + "3 \t 3481 \t 152 \t 22 \t 137 \t -1 \t 6\n", + "4 \t 152 \t 137 \t 1 \t 15 \t 2 \t -11\n", + "5 \t 137 \t 15 \t 9 \t 2 \t -45 \t 248\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 47 \t -259\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -468 \t 2579\n", + "\t\t\t\t\t 3323 \t -18312\n", + "GCD(39203, 7114) = 1, with coefficients 3323 and -18312 such that 1 = (3323)*39203 + (-18312)*7114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7115 \t 5 \t 3628 \t 1 \t 0\n", + "1 \t 7115 \t 3628 \t 1 \t 3487 \t 0 \t 1\n", + "2 \t 3628 \t 3487 \t 1 \t 141 \t 1 \t -5\n", + "3 \t 3487 \t 141 \t 24 \t 103 \t -1 \t 6\n", + "4 \t 141 \t 103 \t 1 \t 38 \t 2 \t -11\n", + "5 \t 103 \t 38 \t 2 \t 27 \t -49 \t 270\n", + "6 \t 38 \t 27 \t 1 \t 11 \t 51 \t -281\n", + "7 \t 27 \t 11 \t 2 \t 5 \t -151 \t 832\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 202 \t -1113\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -555 \t 3058\n", + "\t\t\t\t\t 1312 \t -7229\n", + "GCD(39203, 7115) = 1, with coefficients 1312 and -7229 such that 1 = (1312)*39203 + (-7229)*7115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7116 \t 5 \t 3623 \t 1 \t 0\n", + "1 \t 7116 \t 3623 \t 1 \t 3493 \t 0 \t 1\n", + "2 \t 3623 \t 3493 \t 1 \t 130 \t 1 \t -5\n", + "3 \t 3493 \t 130 \t 26 \t 113 \t -1 \t 6\n", + "4 \t 130 \t 113 \t 1 \t 17 \t 2 \t -11\n", + "5 \t 113 \t 17 \t 6 \t 11 \t -53 \t 292\n", + "6 \t 17 \t 11 \t 1 \t 6 \t 55 \t -303\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -383 \t 2110\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 438 \t -2413\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -821 \t 4523\n", + "\t\t\t\t\t 1259 \t -6936\n", + "GCD(39203, 7116) = 1, with coefficients 1259 and -6936 such that 1 = (1259)*39203 + (-6936)*7116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7117 \t 5 \t 3618 \t 1 \t 0\n", + "1 \t 7117 \t 3618 \t 1 \t 3499 \t 0 \t 1\n", + "2 \t 3618 \t 3499 \t 1 \t 119 \t 1 \t -5\n", + "3 \t 3499 \t 119 \t 29 \t 48 \t -1 \t 6\n", + "4 \t 119 \t 48 \t 2 \t 23 \t 2 \t -11\n", + "5 \t 48 \t 23 \t 2 \t 2 \t -59 \t 325\n", + "6 \t 23 \t 2 \t 11 \t 1 \t 120 \t -661\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -299 \t 1647\n", + "\t\t\t\t\t 3409 \t -18778\n", + "GCD(39203, 7117) = 1, with coefficients 3409 and -18778 such that 1 = (3409)*39203 + (-18778)*7117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7118 \t 5 \t 3613 \t 1 \t 0\n", + "1 \t 7118 \t 3613 \t 1 \t 3505 \t 0 \t 1\n", + "2 \t 3613 \t 3505 \t 1 \t 108 \t 1 \t -5\n", + "3 \t 3505 \t 108 \t 32 \t 49 \t -1 \t 6\n", + "4 \t 108 \t 49 \t 2 \t 10 \t 2 \t -11\n", + "5 \t 49 \t 10 \t 4 \t 9 \t -65 \t 358\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 132 \t -727\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -593 \t 3266\n", + "\t\t\t\t\t 725 \t -3993\n", + "GCD(39203, 7118) = 1, with coefficients 725 and -3993 such that 1 = (725)*39203 + (-3993)*7118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7119 \t 5 \t 3608 \t 1 \t 0\n", + "1 \t 7119 \t 3608 \t 1 \t 3511 \t 0 \t 1\n", + "2 \t 3608 \t 3511 \t 1 \t 97 \t 1 \t -5\n", + "3 \t 3511 \t 97 \t 36 \t 19 \t -1 \t 6\n", + "4 \t 97 \t 19 \t 5 \t 2 \t 2 \t -11\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -73 \t 402\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 367 \t -2021\n", + "\t\t\t\t\t -3376 \t 18591\n", + "GCD(39203, 7119) = 1, with coefficients -3376 and 18591 such that 1 = (-3376)*39203 + (18591)*7119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7120 \t 5 \t 3603 \t 1 \t 0\n", + "1 \t 7120 \t 3603 \t 1 \t 3517 \t 0 \t 1\n", + "2 \t 3603 \t 3517 \t 1 \t 86 \t 1 \t -5\n", + "3 \t 3517 \t 86 \t 40 \t 77 \t -1 \t 6\n", + "4 \t 86 \t 77 \t 1 \t 9 \t 2 \t -11\n", + "5 \t 77 \t 9 \t 8 \t 5 \t -81 \t 446\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 83 \t -457\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -745 \t 4102\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 828 \t -4559\n", + "\t\t\t\t\t -1573 \t 8661\n", + "GCD(39203, 7120) = 1, with coefficients -1573 and 8661 such that 1 = (-1573)*39203 + (8661)*7120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7121 \t 5 \t 3598 \t 1 \t 0\n", + "1 \t 7121 \t 3598 \t 1 \t 3523 \t 0 \t 1\n", + "2 \t 3598 \t 3523 \t 1 \t 75 \t 1 \t -5\n", + "3 \t 3523 \t 75 \t 46 \t 73 \t -1 \t 6\n", + "4 \t 75 \t 73 \t 1 \t 2 \t 2 \t -11\n", + "5 \t 73 \t 2 \t 36 \t 1 \t -93 \t 512\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 95 \t -523\n", + "\t\t\t\t\t -3513 \t 19340\n", + "GCD(39203, 7121) = 1, with coefficients -3513 and 19340 such that 1 = (-3513)*39203 + (19340)*7121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7122 \t 5 \t 3593 \t 1 \t 0\n", + "1 \t 7122 \t 3593 \t 1 \t 3529 \t 0 \t 1\n", + "2 \t 3593 \t 3529 \t 1 \t 64 \t 1 \t -5\n", + "3 \t 3529 \t 64 \t 55 \t 9 \t -1 \t 6\n", + "4 \t 64 \t 9 \t 7 \t 1 \t 2 \t -11\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -111 \t 611\n", + "\t\t\t\t\t 779 \t -4288\n", + "GCD(39203, 7122) = 1, with coefficients 779 and -4288 such that 1 = (779)*39203 + (-4288)*7122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7123 \t 5 \t 3588 \t 1 \t 0\n", + "1 \t 7123 \t 3588 \t 1 \t 3535 \t 0 \t 1\n", + "2 \t 3588 \t 3535 \t 1 \t 53 \t 1 \t -5\n", + "3 \t 3535 \t 53 \t 66 \t 37 \t -1 \t 6\n", + "4 \t 53 \t 37 \t 1 \t 16 \t 2 \t -11\n", + "5 \t 37 \t 16 \t 2 \t 5 \t -133 \t 732\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 135 \t -743\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -403 \t 2218\n", + "\t\t\t\t\t 1344 \t -7397\n", + "GCD(39203, 7123) = 1, with coefficients 1344 and -7397 such that 1 = (1344)*39203 + (-7397)*7123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7124 \t 5 \t 3583 \t 1 \t 0\n", + "1 \t 7124 \t 3583 \t 1 \t 3541 \t 0 \t 1\n", + "2 \t 3583 \t 3541 \t 1 \t 42 \t 1 \t -5\n", + "3 \t 3541 \t 42 \t 84 \t 13 \t -1 \t 6\n", + "4 \t 42 \t 13 \t 3 \t 3 \t 2 \t -11\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -169 \t 930\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 509 \t -2801\n", + "\t\t\t\t\t -2205 \t 12134\n", + "GCD(39203, 7124) = 1, with coefficients -2205 and 12134 such that 1 = (-2205)*39203 + (12134)*7124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7125 \t 5 \t 3578 \t 1 \t 0\n", + "1 \t 7125 \t 3578 \t 1 \t 3547 \t 0 \t 1\n", + "2 \t 3578 \t 3547 \t 1 \t 31 \t 1 \t -5\n", + "3 \t 3547 \t 31 \t 114 \t 13 \t -1 \t 6\n", + "4 \t 31 \t 13 \t 2 \t 5 \t 2 \t -11\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -229 \t 1260\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 460 \t -2531\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1149 \t 6322\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1609 \t -8853\n", + "\t\t\t\t\t -2758 \t 15175\n", + "GCD(39203, 7125) = 1, with coefficients -2758 and 15175 such that 1 = (-2758)*39203 + (15175)*7125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7126 \t 5 \t 3573 \t 1 \t 0\n", + "1 \t 7126 \t 3573 \t 1 \t 3553 \t 0 \t 1\n", + "2 \t 3573 \t 3553 \t 1 \t 20 \t 1 \t -5\n", + "3 \t 3553 \t 20 \t 177 \t 13 \t -1 \t 6\n", + "4 \t 20 \t 13 \t 1 \t 7 \t 2 \t -11\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -355 \t 1953\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 357 \t -1964\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -712 \t 3917\n", + "\t\t\t\t\t 1069 \t -5881\n", + "GCD(39203, 7126) = 1, with coefficients 1069 and -5881 such that 1 = (1069)*39203 + (-5881)*7126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7127 \t 5 \t 3568 \t 1 \t 0\n", + "1 \t 7127 \t 3568 \t 1 \t 3559 \t 0 \t 1\n", + "2 \t 3568 \t 3559 \t 1 \t 9 \t 1 \t -5\n", + "3 \t 3559 \t 9 \t 395 \t 4 \t -1 \t 6\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 2 \t -11\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -791 \t 4351\n", + "\t\t\t\t\t 1584 \t -8713\n", + "GCD(39203, 7127) = 1, with coefficients 1584 and -8713 such that 1 = (1584)*39203 + (-8713)*7127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7128 \t 5 \t 3563 \t 1 \t 0\n", + "1 \t 7128 \t 3563 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 3563 \t 2 \t 1781 \t 1 \t 1 \t -5\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 11\n", + "\t\t\t\t\t 3563 \t -19596\n", + "GCD(39203, 7128) = 1, with coefficients 3563 and -19596 such that 1 = (3563)*39203 + (-19596)*7128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7129 \t 5 \t 3558 \t 1 \t 0\n", + "1 \t 7129 \t 3558 \t 2 \t 13 \t 0 \t 1\n", + "2 \t 3558 \t 13 \t 273 \t 9 \t 1 \t -5\n", + "3 \t 13 \t 9 \t 1 \t 4 \t -2 \t 11\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 547 \t -3008\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -549 \t 3019\n", + "\t\t\t\t\t 1645 \t -9046\n", + "GCD(39203, 7129) = 1, with coefficients 1645 and -9046 such that 1 = (1645)*39203 + (-9046)*7129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7130 \t 5 \t 3553 \t 1 \t 0\n", + "1 \t 7130 \t 3553 \t 2 \t 24 \t 0 \t 1\n", + "2 \t 3553 \t 24 \t 148 \t 1 \t 1 \t -5\n", + "3 \t 24 \t 1 \t 24 \t 0 \t -2 \t 11\n", + "\t\t\t\t\t 297 \t -1633\n", + "GCD(39203, 7130) = 1, with coefficients 297 and -1633 such that 1 = (297)*39203 + (-1633)*7130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7131 \t 5 \t 3548 \t 1 \t 0\n", + "1 \t 7131 \t 3548 \t 2 \t 35 \t 0 \t 1\n", + "2 \t 3548 \t 35 \t 101 \t 13 \t 1 \t -5\n", + "3 \t 35 \t 13 \t 2 \t 9 \t -2 \t 11\n", + "4 \t 13 \t 9 \t 1 \t 4 \t 203 \t -1116\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -408 \t 2243\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 611 \t -3359\n", + "\t\t\t\t\t -1630 \t 8961\n", + "GCD(39203, 7131) = 1, with coefficients -1630 and 8961 such that 1 = (-1630)*39203 + (8961)*7131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7132 \t 5 \t 3543 \t 1 \t 0\n", + "1 \t 7132 \t 3543 \t 2 \t 46 \t 0 \t 1\n", + "2 \t 3543 \t 46 \t 77 \t 1 \t 1 \t -5\n", + "3 \t 46 \t 1 \t 46 \t 0 \t -2 \t 11\n", + "\t\t\t\t\t 155 \t -852\n", + "GCD(39203, 7132) = 1, with coefficients 155 and -852 such that 1 = (155)*39203 + (-852)*7132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7133 \t 5 \t 3538 \t 1 \t 0\n", + "1 \t 7133 \t 3538 \t 2 \t 57 \t 0 \t 1\n", + "2 \t 3538 \t 57 \t 62 \t 4 \t 1 \t -5\n", + "3 \t 57 \t 4 \t 14 \t 1 \t -2 \t 11\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 125 \t -687\n", + "\t\t\t\t\t -1752 \t 9629\n", + "GCD(39203, 7133) = 1, with coefficients -1752 and 9629 such that 1 = (-1752)*39203 + (9629)*7133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7134 \t 5 \t 3533 \t 1 \t 0\n", + "1 \t 7134 \t 3533 \t 2 \t 68 \t 0 \t 1\n", + "2 \t 3533 \t 68 \t 51 \t 65 \t 1 \t -5\n", + "3 \t 68 \t 65 \t 1 \t 3 \t -2 \t 11\n", + "4 \t 65 \t 3 \t 21 \t 2 \t 103 \t -566\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -105 \t 577\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2308 \t -12683\n", + "\t\t\t\t\t -2413 \t 13260\n", + "GCD(39203, 7134) = 1, with coefficients -2413 and 13260 such that 1 = (-2413)*39203 + (13260)*7134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7135 \t 5 \t 3528 \t 1 \t 0\n", + "1 \t 7135 \t 3528 \t 2 \t 79 \t 0 \t 1\n", + "2 \t 3528 \t 79 \t 44 \t 52 \t 1 \t -5\n", + "3 \t 79 \t 52 \t 1 \t 27 \t -2 \t 11\n", + "4 \t 52 \t 27 \t 1 \t 25 \t 89 \t -489\n", + "5 \t 27 \t 25 \t 1 \t 2 \t -91 \t 500\n", + "6 \t 25 \t 2 \t 12 \t 1 \t 180 \t -989\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -271 \t 1489\n", + "\t\t\t\t\t 3432 \t -18857\n", + "GCD(39203, 7135) = 1, with coefficients 3432 and -18857 such that 1 = (3432)*39203 + (-18857)*7135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7136 \t 5 \t 3523 \t 1 \t 0\n", + "1 \t 7136 \t 3523 \t 2 \t 90 \t 0 \t 1\n", + "2 \t 3523 \t 90 \t 39 \t 13 \t 1 \t -5\n", + "3 \t 90 \t 13 \t 6 \t 12 \t -2 \t 11\n", + "4 \t 13 \t 12 \t 1 \t 1 \t 79 \t -434\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -476 \t 2615\n", + "\t\t\t\t\t 555 \t -3049\n", + "GCD(39203, 7136) = 1, with coefficients 555 and -3049 such that 1 = (555)*39203 + (-3049)*7136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7137 \t 5 \t 3518 \t 1 \t 0\n", + "1 \t 7137 \t 3518 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 3518 \t 101 \t 34 \t 84 \t 1 \t -5\n", + "3 \t 101 \t 84 \t 1 \t 17 \t -2 \t 11\n", + "4 \t 84 \t 17 \t 4 \t 16 \t 69 \t -379\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -71 \t 390\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 353 \t -1939\n", + "\t\t\t\t\t -424 \t 2329\n", + "GCD(39203, 7137) = 1, with coefficients -424 and 2329 such that 1 = (-424)*39203 + (2329)*7137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7138 \t 5 \t 3513 \t 1 \t 0\n", + "1 \t 7138 \t 3513 \t 2 \t 112 \t 0 \t 1\n", + "2 \t 3513 \t 112 \t 31 \t 41 \t 1 \t -5\n", + "3 \t 112 \t 41 \t 2 \t 30 \t -2 \t 11\n", + "4 \t 41 \t 30 \t 1 \t 11 \t 63 \t -346\n", + "5 \t 30 \t 11 \t 2 \t 8 \t -128 \t 703\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 191 \t -1049\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -510 \t 2801\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 701 \t -3850\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1912 \t 10501\n", + "\t\t\t\t\t 2613 \t -14351\n", + "GCD(39203, 7138) = 1, with coefficients 2613 and -14351 such that 1 = (2613)*39203 + (-14351)*7138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7139 \t 5 \t 3508 \t 1 \t 0\n", + "1 \t 7139 \t 3508 \t 2 \t 123 \t 0 \t 1\n", + "2 \t 3508 \t 123 \t 28 \t 64 \t 1 \t -5\n", + "3 \t 123 \t 64 \t 1 \t 59 \t -2 \t 11\n", + "4 \t 64 \t 59 \t 1 \t 5 \t 57 \t -313\n", + "5 \t 59 \t 5 \t 11 \t 4 \t -59 \t 324\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 116 \t -637\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1335 \t 7331\n", + "\t\t\t\t\t 1451 \t -7968\n", + "GCD(39203, 7139) = 1, with coefficients 1451 and -7968 such that 1 = (1451)*39203 + (-7968)*7139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7140 \t 5 \t 3503 \t 1 \t 0\n", + "1 \t 7140 \t 3503 \t 2 \t 134 \t 0 \t 1\n", + "2 \t 3503 \t 134 \t 26 \t 19 \t 1 \t -5\n", + "3 \t 134 \t 19 \t 7 \t 1 \t -2 \t 11\n", + "4 \t 19 \t 1 \t 19 \t 0 \t 53 \t -291\n", + "\t\t\t\t\t -373 \t 2048\n", + "GCD(39203, 7140) = 1, with coefficients -373 and 2048 such that 1 = (-373)*39203 + (2048)*7140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7141 \t 5 \t 3498 \t 1 \t 0\n", + "1 \t 7141 \t 3498 \t 2 \t 145 \t 0 \t 1\n", + "2 \t 3498 \t 145 \t 24 \t 18 \t 1 \t -5\n", + "3 \t 145 \t 18 \t 8 \t 1 \t -2 \t 11\n", + "4 \t 18 \t 1 \t 18 \t 0 \t 49 \t -269\n", + "\t\t\t\t\t -394 \t 2163\n", + "GCD(39203, 7141) = 1, with coefficients -394 and 2163 such that 1 = (-394)*39203 + (2163)*7141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7142 \t 5 \t 3493 \t 1 \t 0\n", + "1 \t 7142 \t 3493 \t 2 \t 156 \t 0 \t 1\n", + "2 \t 3493 \t 156 \t 22 \t 61 \t 1 \t -5\n", + "3 \t 156 \t 61 \t 2 \t 34 \t -2 \t 11\n", + "4 \t 61 \t 34 \t 1 \t 27 \t 45 \t -247\n", + "5 \t 34 \t 27 \t 1 \t 7 \t -92 \t 505\n", + "6 \t 27 \t 7 \t 3 \t 6 \t 137 \t -752\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -229 \t 1257\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 824 \t -4523\n", + "\t\t\t\t\t -1053 \t 5780\n", + "GCD(39203, 7142) = 1, with coefficients -1053 and 5780 such that 1 = (-1053)*39203 + (5780)*7142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7143 \t 5 \t 3488 \t 1 \t 0\n", + "1 \t 7143 \t 3488 \t 2 \t 167 \t 0 \t 1\n", + "2 \t 3488 \t 167 \t 20 \t 148 \t 1 \t -5\n", + "3 \t 167 \t 148 \t 1 \t 19 \t -2 \t 11\n", + "4 \t 148 \t 19 \t 7 \t 15 \t 41 \t -225\n", + "5 \t 19 \t 15 \t 1 \t 4 \t -43 \t 236\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 342 \t -1877\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -385 \t 2113\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1497 \t -8216\n", + "\t\t\t\t\t -1882 \t 10329\n", + "GCD(39203, 7143) = 1, with coefficients -1882 and 10329 such that 1 = (-1882)*39203 + (10329)*7143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7144 \t 5 \t 3483 \t 1 \t 0\n", + "1 \t 7144 \t 3483 \t 2 \t 178 \t 0 \t 1\n", + "2 \t 3483 \t 178 \t 19 \t 101 \t 1 \t -5\n", + "3 \t 178 \t 101 \t 1 \t 77 \t -2 \t 11\n", + "4 \t 101 \t 77 \t 1 \t 24 \t 39 \t -214\n", + "5 \t 77 \t 24 \t 3 \t 5 \t -41 \t 225\n", + "6 \t 24 \t 5 \t 4 \t 4 \t 80 \t -439\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -281 \t 1542\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1204 \t -6607\n", + "\t\t\t\t\t -1485 \t 8149\n", + "GCD(39203, 7144) = 1, with coefficients -1485 and 8149 such that 1 = (-1485)*39203 + (8149)*7144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7145 \t 5 \t 3478 \t 1 \t 0\n", + "1 \t 7145 \t 3478 \t 2 \t 189 \t 0 \t 1\n", + "2 \t 3478 \t 189 \t 18 \t 76 \t 1 \t -5\n", + "3 \t 189 \t 76 \t 2 \t 37 \t -2 \t 11\n", + "4 \t 76 \t 37 \t 2 \t 2 \t 37 \t -203\n", + "5 \t 37 \t 2 \t 18 \t 1 \t -76 \t 417\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 189 \t -1037\n", + "\t\t\t\t\t -3478 \t 19083\n", + "GCD(39203, 7145) = 1, with coefficients -3478 and 19083 such that 1 = (-3478)*39203 + (19083)*7145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7146 \t 5 \t 3473 \t 1 \t 0\n", + "1 \t 7146 \t 3473 \t 2 \t 200 \t 0 \t 1\n", + "2 \t 3473 \t 200 \t 17 \t 73 \t 1 \t -5\n", + "3 \t 200 \t 73 \t 2 \t 54 \t -2 \t 11\n", + "4 \t 73 \t 54 \t 1 \t 19 \t 35 \t -192\n", + "5 \t 54 \t 19 \t 2 \t 16 \t -72 \t 395\n", + "6 \t 19 \t 16 \t 1 \t 3 \t 107 \t -587\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -286 \t 1569\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 393 \t -2156\n", + "\t\t\t\t\t -2251 \t 12349\n", + "GCD(39203, 7146) = 1, with coefficients -2251 and 12349 such that 1 = (-2251)*39203 + (12349)*7146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7147 \t 5 \t 3468 \t 1 \t 0\n", + "1 \t 7147 \t 3468 \t 2 \t 211 \t 0 \t 1\n", + "2 \t 3468 \t 211 \t 16 \t 92 \t 1 \t -5\n", + "3 \t 211 \t 92 \t 2 \t 27 \t -2 \t 11\n", + "4 \t 92 \t 27 \t 3 \t 11 \t 33 \t -181\n", + "5 \t 27 \t 11 \t 2 \t 5 \t -68 \t 373\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 237 \t -1300\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -542 \t 2973\n", + "\t\t\t\t\t 1321 \t -7246\n", + "GCD(39203, 7147) = 1, with coefficients 1321 and -7246 such that 1 = (1321)*39203 + (-7246)*7147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7148 \t 5 \t 3463 \t 1 \t 0\n", + "1 \t 7148 \t 3463 \t 2 \t 222 \t 0 \t 1\n", + "2 \t 3463 \t 222 \t 15 \t 133 \t 1 \t -5\n", + "3 \t 222 \t 133 \t 1 \t 89 \t -2 \t 11\n", + "4 \t 133 \t 89 \t 1 \t 44 \t 31 \t -170\n", + "5 \t 89 \t 44 \t 2 \t 1 \t -33 \t 181\n", + "6 \t 44 \t 1 \t 44 \t 0 \t 64 \t -351\n", + "\t\t\t\t\t -161 \t 883\n", + "GCD(39203, 7148) = 1, with coefficients -161 and 883 such that 1 = (-161)*39203 + (883)*7148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7149 \t 5 \t 3458 \t 1 \t 0\n", + "1 \t 7149 \t 3458 \t 2 \t 233 \t 0 \t 1\n", + "2 \t 3458 \t 233 \t 14 \t 196 \t 1 \t -5\n", + "3 \t 233 \t 196 \t 1 \t 37 \t -2 \t 11\n", + "4 \t 196 \t 37 \t 5 \t 11 \t 29 \t -159\n", + "5 \t 37 \t 11 \t 3 \t 4 \t -31 \t 170\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 184 \t -1009\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -583 \t 3197\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1350 \t -7403\n", + "\t\t\t\t\t -1933 \t 10600\n", + "GCD(39203, 7149) = 1, with coefficients -1933 and 10600 such that 1 = (-1933)*39203 + (10600)*7149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7150 \t 5 \t 3453 \t 1 \t 0\n", + "1 \t 7150 \t 3453 \t 2 \t 244 \t 0 \t 1\n", + "2 \t 3453 \t 244 \t 14 \t 37 \t 1 \t -5\n", + "3 \t 244 \t 37 \t 6 \t 22 \t -2 \t 11\n", + "4 \t 37 \t 22 \t 1 \t 15 \t 29 \t -159\n", + "5 \t 22 \t 15 \t 1 \t 7 \t -176 \t 965\n", + "6 \t 15 \t 7 \t 2 \t 1 \t 205 \t -1124\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -381 \t 2089\n", + "\t\t\t\t\t 967 \t -5302\n", + "GCD(39203, 7150) = 1, with coefficients 967 and -5302 such that 1 = (967)*39203 + (-5302)*7150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7151 \t 5 \t 3448 \t 1 \t 0\n", + "1 \t 7151 \t 3448 \t 2 \t 255 \t 0 \t 1\n", + "2 \t 3448 \t 255 \t 13 \t 133 \t 1 \t -5\n", + "3 \t 255 \t 133 \t 1 \t 122 \t -2 \t 11\n", + "4 \t 133 \t 122 \t 1 \t 11 \t 27 \t -148\n", + "5 \t 122 \t 11 \t 11 \t 1 \t -29 \t 159\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 56 \t -307\n", + "\t\t\t\t\t -645 \t 3536\n", + "GCD(39203, 7151) = 1, with coefficients -645 and 3536 such that 1 = (-645)*39203 + (3536)*7151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7152 \t 5 \t 3443 \t 1 \t 0\n", + "1 \t 7152 \t 3443 \t 2 \t 266 \t 0 \t 1\n", + "2 \t 3443 \t 266 \t 12 \t 251 \t 1 \t -5\n", + "3 \t 266 \t 251 \t 1 \t 15 \t -2 \t 11\n", + "4 \t 251 \t 15 \t 16 \t 11 \t 25 \t -137\n", + "5 \t 15 \t 11 \t 1 \t 4 \t -27 \t 148\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 457 \t -2505\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -484 \t 2653\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1425 \t -7811\n", + "\t\t\t\t\t -1909 \t 10464\n", + "GCD(39203, 7152) = 1, with coefficients -1909 and 10464 such that 1 = (-1909)*39203 + (10464)*7152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7153 \t 5 \t 3438 \t 1 \t 0\n", + "1 \t 7153 \t 3438 \t 2 \t 277 \t 0 \t 1\n", + "2 \t 3438 \t 277 \t 12 \t 114 \t 1 \t -5\n", + "3 \t 277 \t 114 \t 2 \t 49 \t -2 \t 11\n", + "4 \t 114 \t 49 \t 2 \t 16 \t 25 \t -137\n", + "5 \t 49 \t 16 \t 3 \t 1 \t -52 \t 285\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 129 \t -707\n", + "\t\t\t\t\t -439 \t 2406\n", + "GCD(39203, 7153) = 1, with coefficients -439 and 2406 such that 1 = (-439)*39203 + (2406)*7153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7154 \t 5 \t 3433 \t 1 \t 0\n", + "1 \t 7154 \t 3433 \t 2 \t 288 \t 0 \t 1\n", + "2 \t 3433 \t 288 \t 11 \t 265 \t 1 \t -5\n", + "3 \t 288 \t 265 \t 1 \t 23 \t -2 \t 11\n", + "4 \t 265 \t 23 \t 11 \t 12 \t 23 \t -126\n", + "5 \t 23 \t 12 \t 1 \t 11 \t -25 \t 137\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 298 \t -1633\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -323 \t 1770\n", + "\t\t\t\t\t 621 \t -3403\n", + "GCD(39203, 7154) = 1, with coefficients 621 and -3403 such that 1 = (621)*39203 + (-3403)*7154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7155 \t 5 \t 3428 \t 1 \t 0\n", + "1 \t 7155 \t 3428 \t 2 \t 299 \t 0 \t 1\n", + "2 \t 3428 \t 299 \t 11 \t 139 \t 1 \t -5\n", + "3 \t 299 \t 139 \t 2 \t 21 \t -2 \t 11\n", + "4 \t 139 \t 21 \t 6 \t 13 \t 23 \t -126\n", + "5 \t 21 \t 13 \t 1 \t 8 \t -48 \t 263\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 311 \t -1704\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -359 \t 1967\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 670 \t -3671\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1029 \t 5638\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1699 \t -9309\n", + "\t\t\t\t\t -2728 \t 14947\n", + "GCD(39203, 7155) = 1, with coefficients -2728 and 14947 such that 1 = (-2728)*39203 + (14947)*7155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7156 \t 5 \t 3423 \t 1 \t 0\n", + "1 \t 7156 \t 3423 \t 2 \t 310 \t 0 \t 1\n", + "2 \t 3423 \t 310 \t 11 \t 13 \t 1 \t -5\n", + "3 \t 310 \t 13 \t 23 \t 11 \t -2 \t 11\n", + "4 \t 13 \t 11 \t 1 \t 2 \t 23 \t -126\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -531 \t 2909\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 554 \t -3035\n", + "\t\t\t\t\t -3301 \t 18084\n", + "GCD(39203, 7156) = 1, with coefficients -3301 and 18084 such that 1 = (-3301)*39203 + (18084)*7156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7157 \t 5 \t 3418 \t 1 \t 0\n", + "1 \t 7157 \t 3418 \t 2 \t 321 \t 0 \t 1\n", + "2 \t 3418 \t 321 \t 10 \t 208 \t 1 \t -5\n", + "3 \t 321 \t 208 \t 1 \t 113 \t -2 \t 11\n", + "4 \t 208 \t 113 \t 1 \t 95 \t 21 \t -115\n", + "5 \t 113 \t 95 \t 1 \t 18 \t -23 \t 126\n", + "6 \t 95 \t 18 \t 5 \t 5 \t 44 \t -241\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -67 \t 367\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 379 \t -2076\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1204 \t 6595\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1583 \t -8671\n", + "\t\t\t\t\t -2787 \t 15266\n", + "GCD(39203, 7157) = 1, with coefficients -2787 and 15266 such that 1 = (-2787)*39203 + (15266)*7157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7158 \t 5 \t 3413 \t 1 \t 0\n", + "1 \t 7158 \t 3413 \t 2 \t 332 \t 0 \t 1\n", + "2 \t 3413 \t 332 \t 10 \t 93 \t 1 \t -5\n", + "3 \t 332 \t 93 \t 3 \t 53 \t -2 \t 11\n", + "4 \t 93 \t 53 \t 1 \t 40 \t 21 \t -115\n", + "5 \t 53 \t 40 \t 1 \t 13 \t -65 \t 356\n", + "6 \t 40 \t 13 \t 3 \t 1 \t 86 \t -471\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -151 \t 827\n", + "\t\t\t\t\t 539 \t -2952\n", + "GCD(39203, 7158) = 1, with coefficients 539 and -2952 such that 1 = (539)*39203 + (-2952)*7158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7159 \t 5 \t 3408 \t 1 \t 0\n", + "1 \t 7159 \t 3408 \t 2 \t 343 \t 0 \t 1\n", + "2 \t 3408 \t 343 \t 9 \t 321 \t 1 \t -5\n", + "3 \t 343 \t 321 \t 1 \t 22 \t -2 \t 11\n", + "4 \t 321 \t 22 \t 14 \t 13 \t 19 \t -104\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -21 \t 115\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 313 \t -1714\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -334 \t 1829\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 647 \t -3543\n", + "\t\t\t\t\t -1628 \t 8915\n", + "GCD(39203, 7159) = 1, with coefficients -1628 and 8915 such that 1 = (-1628)*39203 + (8915)*7159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7160 \t 5 \t 3403 \t 1 \t 0\n", + "1 \t 7160 \t 3403 \t 2 \t 354 \t 0 \t 1\n", + "2 \t 3403 \t 354 \t 9 \t 217 \t 1 \t -5\n", + "3 \t 354 \t 217 \t 1 \t 137 \t -2 \t 11\n", + "4 \t 217 \t 137 \t 1 \t 80 \t 19 \t -104\n", + "5 \t 137 \t 80 \t 1 \t 57 \t -21 \t 115\n", + "6 \t 80 \t 57 \t 1 \t 23 \t 40 \t -219\n", + "7 \t 57 \t 23 \t 2 \t 11 \t -61 \t 334\n", + "8 \t 23 \t 11 \t 2 \t 1 \t 101 \t -553\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -263 \t 1440\n", + "\t\t\t\t\t 627 \t -3433\n", + "GCD(39203, 7160) = 1, with coefficients 627 and -3433 such that 1 = (627)*39203 + (-3433)*7160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7161 \t 5 \t 3398 \t 1 \t 0\n", + "1 \t 7161 \t 3398 \t 2 \t 365 \t 0 \t 1\n", + "2 \t 3398 \t 365 \t 9 \t 113 \t 1 \t -5\n", + "3 \t 365 \t 113 \t 3 \t 26 \t -2 \t 11\n", + "4 \t 113 \t 26 \t 4 \t 9 \t 19 \t -104\n", + "5 \t 26 \t 9 \t 2 \t 8 \t -59 \t 323\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 255 \t -1396\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -569 \t 3115\n", + "\t\t\t\t\t 824 \t -4511\n", + "GCD(39203, 7161) = 1, with coefficients 824 and -4511 such that 1 = (824)*39203 + (-4511)*7161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7162 \t 5 \t 3393 \t 1 \t 0\n", + "1 \t 7162 \t 3393 \t 2 \t 376 \t 0 \t 1\n", + "2 \t 3393 \t 376 \t 9 \t 9 \t 1 \t -5\n", + "3 \t 376 \t 9 \t 41 \t 7 \t -2 \t 11\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 19 \t -104\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -781 \t 4275\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 800 \t -4379\n", + "\t\t\t\t\t -3181 \t 17412\n", + "GCD(39203, 7162) = 1, with coefficients -3181 and 17412 such that 1 = (-3181)*39203 + (17412)*7162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7163 \t 5 \t 3388 \t 1 \t 0\n", + "1 \t 7163 \t 3388 \t 2 \t 387 \t 0 \t 1\n", + "2 \t 3388 \t 387 \t 8 \t 292 \t 1 \t -5\n", + "3 \t 387 \t 292 \t 1 \t 95 \t -2 \t 11\n", + "4 \t 292 \t 95 \t 3 \t 7 \t 17 \t -93\n", + "5 \t 95 \t 7 \t 13 \t 4 \t -19 \t 104\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 74 \t -405\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -981 \t 5369\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1055 \t -5774\n", + "\t\t\t\t\t -2036 \t 11143\n", + "GCD(39203, 7163) = 1, with coefficients -2036 and 11143 such that 1 = (-2036)*39203 + (11143)*7163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7164 \t 5 \t 3383 \t 1 \t 0\n", + "1 \t 7164 \t 3383 \t 2 \t 398 \t 0 \t 1\n", + "2 \t 3383 \t 398 \t 8 \t 199 \t 1 \t -5\n", + "3 \t 398 \t 199 \t 2 \t 0 \t -2 \t 11\n", + "\t\t\t\t\t 17 \t -93\n", + "GCD(39203, 7164) = 199, with coefficients 17 and -93 such that 199 = (17)*39203 + (-93)*7164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7165 \t 5 \t 3378 \t 1 \t 0\n", + "1 \t 7165 \t 3378 \t 2 \t 409 \t 0 \t 1\n", + "2 \t 3378 \t 409 \t 8 \t 106 \t 1 \t -5\n", + "3 \t 409 \t 106 \t 3 \t 91 \t -2 \t 11\n", + "4 \t 106 \t 91 \t 1 \t 15 \t 17 \t -93\n", + "5 \t 91 \t 15 \t 6 \t 1 \t -53 \t 290\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 70 \t -383\n", + "\t\t\t\t\t -473 \t 2588\n", + "GCD(39203, 7165) = 1, with coefficients -473 and 2588 such that 1 = (-473)*39203 + (2588)*7165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7166 \t 5 \t 3373 \t 1 \t 0\n", + "1 \t 7166 \t 3373 \t 2 \t 420 \t 0 \t 1\n", + "2 \t 3373 \t 420 \t 8 \t 13 \t 1 \t -5\n", + "3 \t 420 \t 13 \t 32 \t 4 \t -2 \t 11\n", + "4 \t 13 \t 4 \t 3 \t 1 \t 17 \t -93\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -546 \t 2987\n", + "\t\t\t\t\t 1655 \t -9054\n", + "GCD(39203, 7166) = 1, with coefficients 1655 and -9054 such that 1 = (1655)*39203 + (-9054)*7166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7167 \t 5 \t 3368 \t 1 \t 0\n", + "1 \t 7167 \t 3368 \t 2 \t 431 \t 0 \t 1\n", + "2 \t 3368 \t 431 \t 7 \t 351 \t 1 \t -5\n", + "3 \t 431 \t 351 \t 1 \t 80 \t -2 \t 11\n", + "4 \t 351 \t 80 \t 4 \t 31 \t 15 \t -82\n", + "5 \t 80 \t 31 \t 2 \t 18 \t -17 \t 93\n", + "6 \t 31 \t 18 \t 1 \t 13 \t 83 \t -454\n", + "7 \t 18 \t 13 \t 1 \t 5 \t -183 \t 1001\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 266 \t -1455\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -449 \t 2456\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1164 \t -6367\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1613 \t 8823\n", + "\t\t\t\t\t 2777 \t -15190\n", + "GCD(39203, 7167) = 1, with coefficients 2777 and -15190 such that 1 = (2777)*39203 + (-15190)*7167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7168 \t 5 \t 3363 \t 1 \t 0\n", + "1 \t 7168 \t 3363 \t 2 \t 442 \t 0 \t 1\n", + "2 \t 3363 \t 442 \t 7 \t 269 \t 1 \t -5\n", + "3 \t 442 \t 269 \t 1 \t 173 \t -2 \t 11\n", + "4 \t 269 \t 173 \t 1 \t 96 \t 15 \t -82\n", + "5 \t 173 \t 96 \t 1 \t 77 \t -17 \t 93\n", + "6 \t 96 \t 77 \t 1 \t 19 \t 32 \t -175\n", + "7 \t 77 \t 19 \t 4 \t 1 \t -49 \t 268\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 81 \t -443\n", + "\t\t\t\t\t -373 \t 2040\n", + "GCD(39203, 7168) = 1, with coefficients -373 and 2040 such that 1 = (-373)*39203 + (2040)*7168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7169 \t 5 \t 3358 \t 1 \t 0\n", + "1 \t 7169 \t 3358 \t 2 \t 453 \t 0 \t 1\n", + "2 \t 3358 \t 453 \t 7 \t 187 \t 1 \t -5\n", + "3 \t 453 \t 187 \t 2 \t 79 \t -2 \t 11\n", + "4 \t 187 \t 79 \t 2 \t 29 \t 15 \t -82\n", + "5 \t 79 \t 29 \t 2 \t 21 \t -32 \t 175\n", + "6 \t 29 \t 21 \t 1 \t 8 \t 79 \t -432\n", + "7 \t 21 \t 8 \t 2 \t 5 \t -190 \t 1039\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 269 \t -1471\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -728 \t 3981\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 997 \t -5452\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1725 \t 9433\n", + "\t\t\t\t\t 2722 \t -14885\n", + "GCD(39203, 7169) = 1, with coefficients 2722 and -14885 such that 1 = (2722)*39203 + (-14885)*7169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7170 \t 5 \t 3353 \t 1 \t 0\n", + "1 \t 7170 \t 3353 \t 2 \t 464 \t 0 \t 1\n", + "2 \t 3353 \t 464 \t 7 \t 105 \t 1 \t -5\n", + "3 \t 464 \t 105 \t 4 \t 44 \t -2 \t 11\n", + "4 \t 105 \t 44 \t 2 \t 17 \t 15 \t -82\n", + "5 \t 44 \t 17 \t 2 \t 10 \t -62 \t 339\n", + "6 \t 17 \t 10 \t 1 \t 7 \t 139 \t -760\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -340 \t 1859\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 479 \t -2619\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -819 \t 4478\n", + "\t\t\t\t\t 2117 \t -11575\n", + "GCD(39203, 7170) = 1, with coefficients 2117 and -11575 such that 1 = (2117)*39203 + (-11575)*7170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7171 \t 5 \t 3348 \t 1 \t 0\n", + "1 \t 7171 \t 3348 \t 2 \t 475 \t 0 \t 1\n", + "2 \t 3348 \t 475 \t 7 \t 23 \t 1 \t -5\n", + "3 \t 475 \t 23 \t 20 \t 15 \t -2 \t 11\n", + "4 \t 23 \t 15 \t 1 \t 8 \t 15 \t -82\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -302 \t 1651\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 317 \t -1733\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -619 \t 3384\n", + "\t\t\t\t\t 936 \t -5117\n", + "GCD(39203, 7171) = 1, with coefficients 936 and -5117 such that 1 = (936)*39203 + (-5117)*7171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7172 \t 5 \t 3343 \t 1 \t 0\n", + "1 \t 7172 \t 3343 \t 2 \t 486 \t 0 \t 1\n", + "2 \t 3343 \t 486 \t 6 \t 427 \t 1 \t -5\n", + "3 \t 486 \t 427 \t 1 \t 59 \t -2 \t 11\n", + "4 \t 427 \t 59 \t 7 \t 14 \t 13 \t -71\n", + "5 \t 59 \t 14 \t 4 \t 3 \t -15 \t 82\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 118 \t -645\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -487 \t 2662\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2066 \t -11293\n", + "\t\t\t\t\t -2553 \t 13955\n", + "GCD(39203, 7172) = 1, with coefficients -2553 and 13955 such that 1 = (-2553)*39203 + (13955)*7172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7173 \t 5 \t 3338 \t 1 \t 0\n", + "1 \t 7173 \t 3338 \t 2 \t 497 \t 0 \t 1\n", + "2 \t 3338 \t 497 \t 6 \t 356 \t 1 \t -5\n", + "3 \t 497 \t 356 \t 1 \t 141 \t -2 \t 11\n", + "4 \t 356 \t 141 \t 2 \t 74 \t 13 \t -71\n", + "5 \t 141 \t 74 \t 1 \t 67 \t -15 \t 82\n", + "6 \t 74 \t 67 \t 1 \t 7 \t 43 \t -235\n", + "7 \t 67 \t 7 \t 9 \t 4 \t -58 \t 317\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 101 \t -552\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -967 \t 5285\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1068 \t -5837\n", + "\t\t\t\t\t -2035 \t 11122\n", + "GCD(39203, 7173) = 1, with coefficients -2035 and 11122 such that 1 = (-2035)*39203 + (11122)*7173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7174 \t 5 \t 3333 \t 1 \t 0\n", + "1 \t 7174 \t 3333 \t 2 \t 508 \t 0 \t 1\n", + "2 \t 3333 \t 508 \t 6 \t 285 \t 1 \t -5\n", + "3 \t 508 \t 285 \t 1 \t 223 \t -2 \t 11\n", + "4 \t 285 \t 223 \t 1 \t 62 \t 13 \t -71\n", + "5 \t 223 \t 62 \t 3 \t 37 \t -15 \t 82\n", + "6 \t 62 \t 37 \t 1 \t 25 \t 28 \t -153\n", + "7 \t 37 \t 25 \t 1 \t 12 \t -99 \t 541\n", + "8 \t 25 \t 12 \t 2 \t 1 \t 127 \t -694\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -226 \t 1235\n", + "\t\t\t\t\t 579 \t -3164\n", + "GCD(39203, 7174) = 1, with coefficients 579 and -3164 such that 1 = (579)*39203 + (-3164)*7174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7175 \t 5 \t 3328 \t 1 \t 0\n", + "1 \t 7175 \t 3328 \t 2 \t 519 \t 0 \t 1\n", + "2 \t 3328 \t 519 \t 6 \t 214 \t 1 \t -5\n", + "3 \t 519 \t 214 \t 2 \t 91 \t -2 \t 11\n", + "4 \t 214 \t 91 \t 2 \t 32 \t 13 \t -71\n", + "5 \t 91 \t 32 \t 2 \t 27 \t -28 \t 153\n", + "6 \t 32 \t 27 \t 1 \t 5 \t 69 \t -377\n", + "7 \t 27 \t 5 \t 5 \t 2 \t -166 \t 907\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 235 \t -1284\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1341 \t 7327\n", + "\t\t\t\t\t 2917 \t -15938\n", + "GCD(39203, 7175) = 1, with coefficients 2917 and -15938 such that 1 = (2917)*39203 + (-15938)*7175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7176 \t 5 \t 3323 \t 1 \t 0\n", + "1 \t 7176 \t 3323 \t 2 \t 530 \t 0 \t 1\n", + "2 \t 3323 \t 530 \t 6 \t 143 \t 1 \t -5\n", + "3 \t 530 \t 143 \t 3 \t 101 \t -2 \t 11\n", + "4 \t 143 \t 101 \t 1 \t 42 \t 13 \t -71\n", + "5 \t 101 \t 42 \t 2 \t 17 \t -41 \t 224\n", + "6 \t 42 \t 17 \t 2 \t 8 \t 54 \t -295\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -149 \t 814\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 352 \t -1923\n", + "\t\t\t\t\t -853 \t 4660\n", + "GCD(39203, 7176) = 1, with coefficients -853 and 4660 such that 1 = (-853)*39203 + (4660)*7176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7177 \t 5 \t 3318 \t 1 \t 0\n", + "1 \t 7177 \t 3318 \t 2 \t 541 \t 0 \t 1\n", + "2 \t 3318 \t 541 \t 6 \t 72 \t 1 \t -5\n", + "3 \t 541 \t 72 \t 7 \t 37 \t -2 \t 11\n", + "4 \t 72 \t 37 \t 1 \t 35 \t 13 \t -71\n", + "5 \t 37 \t 35 \t 1 \t 2 \t -93 \t 508\n", + "6 \t 35 \t 2 \t 17 \t 1 \t 106 \t -579\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -199 \t 1087\n", + "\t\t\t\t\t 3489 \t -19058\n", + "GCD(39203, 7177) = 1, with coefficients 3489 and -19058 such that 1 = (3489)*39203 + (-19058)*7177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7178 \t 5 \t 3313 \t 1 \t 0\n", + "1 \t 7178 \t 3313 \t 2 \t 552 \t 0 \t 1\n", + "2 \t 3313 \t 552 \t 6 \t 1 \t 1 \t -5\n", + "3 \t 552 \t 1 \t 552 \t 0 \t -2 \t 11\n", + "\t\t\t\t\t 13 \t -71\n", + "GCD(39203, 7178) = 1, with coefficients 13 and -71 such that 1 = (13)*39203 + (-71)*7178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7179 \t 5 \t 3308 \t 1 \t 0\n", + "1 \t 7179 \t 3308 \t 2 \t 563 \t 0 \t 1\n", + "2 \t 3308 \t 563 \t 5 \t 493 \t 1 \t -5\n", + "3 \t 563 \t 493 \t 1 \t 70 \t -2 \t 11\n", + "4 \t 493 \t 70 \t 7 \t 3 \t 11 \t -60\n", + "5 \t 70 \t 3 \t 23 \t 1 \t -13 \t 71\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 102 \t -557\n", + "\t\t\t\t\t -2359 \t 12882\n", + "GCD(39203, 7179) = 1, with coefficients -2359 and 12882 such that 1 = (-2359)*39203 + (12882)*7179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7180 \t 5 \t 3303 \t 1 \t 0\n", + "1 \t 7180 \t 3303 \t 2 \t 574 \t 0 \t 1\n", + "2 \t 3303 \t 574 \t 5 \t 433 \t 1 \t -5\n", + "3 \t 574 \t 433 \t 1 \t 141 \t -2 \t 11\n", + "4 \t 433 \t 141 \t 3 \t 10 \t 11 \t -60\n", + "5 \t 141 \t 10 \t 14 \t 1 \t -13 \t 71\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 50 \t -273\n", + "\t\t\t\t\t -713 \t 3893\n", + "GCD(39203, 7180) = 1, with coefficients -713 and 3893 such that 1 = (-713)*39203 + (3893)*7180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7181 \t 5 \t 3298 \t 1 \t 0\n", + "1 \t 7181 \t 3298 \t 2 \t 585 \t 0 \t 1\n", + "2 \t 3298 \t 585 \t 5 \t 373 \t 1 \t -5\n", + "3 \t 585 \t 373 \t 1 \t 212 \t -2 \t 11\n", + "4 \t 373 \t 212 \t 1 \t 161 \t 11 \t -60\n", + "5 \t 212 \t 161 \t 1 \t 51 \t -13 \t 71\n", + "6 \t 161 \t 51 \t 3 \t 8 \t 24 \t -131\n", + "7 \t 51 \t 8 \t 6 \t 3 \t -37 \t 202\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 135 \t -737\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -847 \t 4624\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1829 \t -9985\n", + "\t\t\t\t\t -2676 \t 14609\n", + "GCD(39203, 7181) = 1, with coefficients -2676 and 14609 such that 1 = (-2676)*39203 + (14609)*7181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7182 \t 5 \t 3293 \t 1 \t 0\n", + "1 \t 7182 \t 3293 \t 2 \t 596 \t 0 \t 1\n", + "2 \t 3293 \t 596 \t 5 \t 313 \t 1 \t -5\n", + "3 \t 596 \t 313 \t 1 \t 283 \t -2 \t 11\n", + "4 \t 313 \t 283 \t 1 \t 30 \t 11 \t -60\n", + "5 \t 283 \t 30 \t 9 \t 13 \t -13 \t 71\n", + "6 \t 30 \t 13 \t 2 \t 4 \t 24 \t -131\n", + "7 \t 13 \t 4 \t 3 \t 1 \t -229 \t 1250\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 482 \t -2631\n", + "\t\t\t\t\t -1675 \t 9143\n", + "GCD(39203, 7182) = 1, with coefficients -1675 and 9143 such that 1 = (-1675)*39203 + (9143)*7182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7183 \t 5 \t 3288 \t 1 \t 0\n", + "1 \t 7183 \t 3288 \t 2 \t 607 \t 0 \t 1\n", + "2 \t 3288 \t 607 \t 5 \t 253 \t 1 \t -5\n", + "3 \t 607 \t 253 \t 2 \t 101 \t -2 \t 11\n", + "4 \t 253 \t 101 \t 2 \t 51 \t 11 \t -60\n", + "5 \t 101 \t 51 \t 1 \t 50 \t -24 \t 131\n", + "6 \t 51 \t 50 \t 1 \t 1 \t 59 \t -322\n", + "7 \t 50 \t 1 \t 50 \t 0 \t -83 \t 453\n", + "\t\t\t\t\t 142 \t -775\n", + "GCD(39203, 7183) = 1, with coefficients 142 and -775 such that 1 = (142)*39203 + (-775)*7183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7184 \t 5 \t 3283 \t 1 \t 0\n", + "1 \t 7184 \t 3283 \t 2 \t 618 \t 0 \t 1\n", + "2 \t 3283 \t 618 \t 5 \t 193 \t 1 \t -5\n", + "3 \t 618 \t 193 \t 3 \t 39 \t -2 \t 11\n", + "4 \t 193 \t 39 \t 4 \t 37 \t 11 \t -60\n", + "5 \t 39 \t 37 \t 1 \t 2 \t -35 \t 191\n", + "6 \t 37 \t 2 \t 18 \t 1 \t 151 \t -824\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -186 \t 1015\n", + "\t\t\t\t\t 3499 \t -19094\n", + "GCD(39203, 7184) = 1, with coefficients 3499 and -19094 such that 1 = (3499)*39203 + (-19094)*7184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7185 \t 5 \t 3278 \t 1 \t 0\n", + "1 \t 7185 \t 3278 \t 2 \t 629 \t 0 \t 1\n", + "2 \t 3278 \t 629 \t 5 \t 133 \t 1 \t -5\n", + "3 \t 629 \t 133 \t 4 \t 97 \t -2 \t 11\n", + "4 \t 133 \t 97 \t 1 \t 36 \t 11 \t -60\n", + "5 \t 97 \t 36 \t 2 \t 25 \t -46 \t 251\n", + "6 \t 36 \t 25 \t 1 \t 11 \t 57 \t -311\n", + "7 \t 25 \t 11 \t 2 \t 3 \t -160 \t 873\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 217 \t -1184\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -594 \t 3241\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1999 \t -10907\n", + "\t\t\t\t\t -2593 \t 14148\n", + "GCD(39203, 7185) = 1, with coefficients -2593 and 14148 such that 1 = (-2593)*39203 + (14148)*7185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7186 \t 5 \t 3273 \t 1 \t 0\n", + "1 \t 7186 \t 3273 \t 2 \t 640 \t 0 \t 1\n", + "2 \t 3273 \t 640 \t 5 \t 73 \t 1 \t -5\n", + "3 \t 640 \t 73 \t 8 \t 56 \t -2 \t 11\n", + "4 \t 73 \t 56 \t 1 \t 17 \t 11 \t -60\n", + "5 \t 56 \t 17 \t 3 \t 5 \t -90 \t 491\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 101 \t -551\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -393 \t 2144\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1280 \t -6983\n", + "\t\t\t\t\t -2953 \t 16110\n", + "GCD(39203, 7186) = 1, with coefficients -2953 and 16110 such that 1 = (-2953)*39203 + (16110)*7186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7187 \t 5 \t 3268 \t 1 \t 0\n", + "1 \t 7187 \t 3268 \t 2 \t 651 \t 0 \t 1\n", + "2 \t 3268 \t 651 \t 5 \t 13 \t 1 \t -5\n", + "3 \t 651 \t 13 \t 50 \t 1 \t -2 \t 11\n", + "4 \t 13 \t 1 \t 13 \t 0 \t 11 \t -60\n", + "\t\t\t\t\t -552 \t 3011\n", + "GCD(39203, 7187) = 1, with coefficients -552 and 3011 such that 1 = (-552)*39203 + (3011)*7187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7188 \t 5 \t 3263 \t 1 \t 0\n", + "1 \t 7188 \t 3263 \t 2 \t 662 \t 0 \t 1\n", + "2 \t 3263 \t 662 \t 4 \t 615 \t 1 \t -5\n", + "3 \t 662 \t 615 \t 1 \t 47 \t -2 \t 11\n", + "4 \t 615 \t 47 \t 13 \t 4 \t 9 \t -49\n", + "5 \t 47 \t 4 \t 11 \t 3 \t -11 \t 60\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 152 \t -829\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1683 \t 9179\n", + "\t\t\t\t\t 1835 \t -10008\n", + "GCD(39203, 7188) = 1, with coefficients 1835 and -10008 such that 1 = (1835)*39203 + (-10008)*7188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7189 \t 5 \t 3258 \t 1 \t 0\n", + "1 \t 7189 \t 3258 \t 2 \t 673 \t 0 \t 1\n", + "2 \t 3258 \t 673 \t 4 \t 566 \t 1 \t -5\n", + "3 \t 673 \t 566 \t 1 \t 107 \t -2 \t 11\n", + "4 \t 566 \t 107 \t 5 \t 31 \t 9 \t -49\n", + "5 \t 107 \t 31 \t 3 \t 14 \t -11 \t 60\n", + "6 \t 31 \t 14 \t 2 \t 3 \t 64 \t -349\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -203 \t 1107\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 470 \t -2563\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2083 \t 11359\n", + "\t\t\t\t\t 2553 \t -13922\n", + "GCD(39203, 7189) = 1, with coefficients 2553 and -13922 such that 1 = (2553)*39203 + (-13922)*7189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7190 \t 5 \t 3253 \t 1 \t 0\n", + "1 \t 7190 \t 3253 \t 2 \t 684 \t 0 \t 1\n", + "2 \t 3253 \t 684 \t 4 \t 517 \t 1 \t -5\n", + "3 \t 684 \t 517 \t 1 \t 167 \t -2 \t 11\n", + "4 \t 517 \t 167 \t 3 \t 16 \t 9 \t -49\n", + "5 \t 167 \t 16 \t 10 \t 7 \t -11 \t 60\n", + "6 \t 16 \t 7 \t 2 \t 2 \t 42 \t -229\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -431 \t 2350\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 904 \t -4929\n", + "\t\t\t\t\t -3143 \t 17137\n", + "GCD(39203, 7190) = 1, with coefficients -3143 and 17137 such that 1 = (-3143)*39203 + (17137)*7190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7191 \t 5 \t 3248 \t 1 \t 0\n", + "1 \t 7191 \t 3248 \t 2 \t 695 \t 0 \t 1\n", + "2 \t 3248 \t 695 \t 4 \t 468 \t 1 \t -5\n", + "3 \t 695 \t 468 \t 1 \t 227 \t -2 \t 11\n", + "4 \t 468 \t 227 \t 2 \t 14 \t 9 \t -49\n", + "5 \t 227 \t 14 \t 16 \t 3 \t -11 \t 60\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 31 \t -169\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -507 \t 2764\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2059 \t -11225\n", + "\t\t\t\t\t -2566 \t 13989\n", + "GCD(39203, 7191) = 1, with coefficients -2566 and 13989 such that 1 = (-2566)*39203 + (13989)*7191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7192 \t 5 \t 3243 \t 1 \t 0\n", + "1 \t 7192 \t 3243 \t 2 \t 706 \t 0 \t 1\n", + "2 \t 3243 \t 706 \t 4 \t 419 \t 1 \t -5\n", + "3 \t 706 \t 419 \t 1 \t 287 \t -2 \t 11\n", + "4 \t 419 \t 287 \t 1 \t 132 \t 9 \t -49\n", + "5 \t 287 \t 132 \t 2 \t 23 \t -11 \t 60\n", + "6 \t 132 \t 23 \t 5 \t 17 \t 20 \t -109\n", + "7 \t 23 \t 17 \t 1 \t 6 \t -51 \t 278\n", + "8 \t 17 \t 6 \t 2 \t 5 \t 275 \t -1499\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -326 \t 1777\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 927 \t -5053\n", + "\t\t\t\t\t -1253 \t 6830\n", + "GCD(39203, 7192) = 1, with coefficients -1253 and 6830 such that 1 = (-1253)*39203 + (6830)*7192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7193 \t 5 \t 3238 \t 1 \t 0\n", + "1 \t 7193 \t 3238 \t 2 \t 717 \t 0 \t 1\n", + "2 \t 3238 \t 717 \t 4 \t 370 \t 1 \t -5\n", + "3 \t 717 \t 370 \t 1 \t 347 \t -2 \t 11\n", + "4 \t 370 \t 347 \t 1 \t 23 \t 9 \t -49\n", + "5 \t 347 \t 23 \t 15 \t 2 \t -11 \t 60\n", + "6 \t 23 \t 2 \t 11 \t 1 \t 20 \t -109\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -311 \t 1695\n", + "\t\t\t\t\t 3441 \t -18754\n", + "GCD(39203, 7193) = 1, with coefficients 3441 and -18754 such that 1 = (3441)*39203 + (-18754)*7193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7194 \t 5 \t 3233 \t 1 \t 0\n", + "1 \t 7194 \t 3233 \t 2 \t 728 \t 0 \t 1\n", + "2 \t 3233 \t 728 \t 4 \t 321 \t 1 \t -5\n", + "3 \t 728 \t 321 \t 2 \t 86 \t -2 \t 11\n", + "4 \t 321 \t 86 \t 3 \t 63 \t 9 \t -49\n", + "5 \t 86 \t 63 \t 1 \t 23 \t -20 \t 109\n", + "6 \t 63 \t 23 \t 2 \t 17 \t 69 \t -376\n", + "7 \t 23 \t 17 \t 1 \t 6 \t -89 \t 485\n", + "8 \t 17 \t 6 \t 2 \t 5 \t 247 \t -1346\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -336 \t 1831\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 919 \t -5008\n", + "\t\t\t\t\t -1255 \t 6839\n", + "GCD(39203, 7194) = 1, with coefficients -1255 and 6839 such that 1 = (-1255)*39203 + (6839)*7194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7195 \t 5 \t 3228 \t 1 \t 0\n", + "1 \t 7195 \t 3228 \t 2 \t 739 \t 0 \t 1\n", + "2 \t 3228 \t 739 \t 4 \t 272 \t 1 \t -5\n", + "3 \t 739 \t 272 \t 2 \t 195 \t -2 \t 11\n", + "4 \t 272 \t 195 \t 1 \t 77 \t 9 \t -49\n", + "5 \t 195 \t 77 \t 2 \t 41 \t -20 \t 109\n", + "6 \t 77 \t 41 \t 1 \t 36 \t 29 \t -158\n", + "7 \t 41 \t 36 \t 1 \t 5 \t -78 \t 425\n", + "8 \t 36 \t 5 \t 7 \t 1 \t 107 \t -583\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -185 \t 1008\n", + "\t\t\t\t\t 1402 \t -7639\n", + "GCD(39203, 7195) = 1, with coefficients 1402 and -7639 such that 1 = (1402)*39203 + (-7639)*7195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7196 \t 5 \t 3223 \t 1 \t 0\n", + "1 \t 7196 \t 3223 \t 2 \t 750 \t 0 \t 1\n", + "2 \t 3223 \t 750 \t 4 \t 223 \t 1 \t -5\n", + "3 \t 750 \t 223 \t 3 \t 81 \t -2 \t 11\n", + "4 \t 223 \t 81 \t 2 \t 61 \t 9 \t -49\n", + "5 \t 81 \t 61 \t 1 \t 20 \t -29 \t 158\n", + "6 \t 61 \t 20 \t 3 \t 1 \t 67 \t -365\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -96 \t 523\n", + "\t\t\t\t\t 355 \t -1934\n", + "GCD(39203, 7196) = 1, with coefficients 355 and -1934 such that 1 = (355)*39203 + (-1934)*7196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7197 \t 5 \t 3218 \t 1 \t 0\n", + "1 \t 7197 \t 3218 \t 2 \t 761 \t 0 \t 1\n", + "2 \t 3218 \t 761 \t 4 \t 174 \t 1 \t -5\n", + "3 \t 761 \t 174 \t 4 \t 65 \t -2 \t 11\n", + "4 \t 174 \t 65 \t 2 \t 44 \t 9 \t -49\n", + "5 \t 65 \t 44 \t 1 \t 21 \t -38 \t 207\n", + "6 \t 44 \t 21 \t 2 \t 2 \t 85 \t -463\n", + "7 \t 21 \t 2 \t 10 \t 1 \t -123 \t 670\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 331 \t -1803\n", + "\t\t\t\t\t -3433 \t 18700\n", + "GCD(39203, 7197) = 1, with coefficients -3433 and 18700 such that 1 = (-3433)*39203 + (18700)*7197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7198 \t 5 \t 3213 \t 1 \t 0\n", + "1 \t 7198 \t 3213 \t 2 \t 772 \t 0 \t 1\n", + "2 \t 3213 \t 772 \t 4 \t 125 \t 1 \t -5\n", + "3 \t 772 \t 125 \t 6 \t 22 \t -2 \t 11\n", + "4 \t 125 \t 22 \t 5 \t 15 \t 9 \t -49\n", + "5 \t 22 \t 15 \t 1 \t 7 \t -56 \t 305\n", + "6 \t 15 \t 7 \t 2 \t 1 \t 289 \t -1574\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -345 \t 1879\n", + "\t\t\t\t\t 979 \t -5332\n", + "GCD(39203, 7198) = 1, with coefficients 979 and -5332 such that 1 = (979)*39203 + (-5332)*7198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7199 \t 5 \t 3208 \t 1 \t 0\n", + "1 \t 7199 \t 3208 \t 2 \t 783 \t 0 \t 1\n", + "2 \t 3208 \t 783 \t 4 \t 76 \t 1 \t -5\n", + "3 \t 783 \t 76 \t 10 \t 23 \t -2 \t 11\n", + "4 \t 76 \t 23 \t 3 \t 7 \t 9 \t -49\n", + "5 \t 23 \t 7 \t 3 \t 2 \t -92 \t 501\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 285 \t -1552\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -947 \t 5157\n", + "\t\t\t\t\t 3126 \t -17023\n", + "GCD(39203, 7199) = 1, with coefficients 3126 and -17023 such that 1 = (3126)*39203 + (-17023)*7199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7200 \t 5 \t 3203 \t 1 \t 0\n", + "1 \t 7200 \t 3203 \t 2 \t 794 \t 0 \t 1\n", + "2 \t 3203 \t 794 \t 4 \t 27 \t 1 \t -5\n", + "3 \t 794 \t 27 \t 29 \t 11 \t -2 \t 11\n", + "4 \t 27 \t 11 \t 2 \t 5 \t 9 \t -49\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -263 \t 1432\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 535 \t -2913\n", + "\t\t\t\t\t -1333 \t 7258\n", + "GCD(39203, 7200) = 1, with coefficients -1333 and 7258 such that 1 = (-1333)*39203 + (7258)*7200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7201 \t 5 \t 3198 \t 1 \t 0\n", + "1 \t 7201 \t 3198 \t 2 \t 805 \t 0 \t 1\n", + "2 \t 3198 \t 805 \t 3 \t 783 \t 1 \t -5\n", + "3 \t 805 \t 783 \t 1 \t 22 \t -2 \t 11\n", + "4 \t 783 \t 22 \t 35 \t 13 \t 7 \t -38\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -9 \t 49\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 322 \t -1753\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -331 \t 1802\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 653 \t -3555\n", + "\t\t\t\t\t -1637 \t 8912\n", + "GCD(39203, 7201) = 1, with coefficients -1637 and 8912 such that 1 = (-1637)*39203 + (8912)*7201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7202 \t 5 \t 3193 \t 1 \t 0\n", + "1 \t 7202 \t 3193 \t 2 \t 816 \t 0 \t 1\n", + "2 \t 3193 \t 816 \t 3 \t 745 \t 1 \t -5\n", + "3 \t 816 \t 745 \t 1 \t 71 \t -2 \t 11\n", + "4 \t 745 \t 71 \t 10 \t 35 \t 7 \t -38\n", + "5 \t 71 \t 35 \t 2 \t 1 \t -9 \t 49\n", + "6 \t 35 \t 1 \t 35 \t 0 \t 97 \t -528\n", + "\t\t\t\t\t -203 \t 1105\n", + "GCD(39203, 7202) = 1, with coefficients -203 and 1105 such that 1 = (-203)*39203 + (1105)*7202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7203 \t 5 \t 3188 \t 1 \t 0\n", + "1 \t 7203 \t 3188 \t 2 \t 827 \t 0 \t 1\n", + "2 \t 3188 \t 827 \t 3 \t 707 \t 1 \t -5\n", + "3 \t 827 \t 707 \t 1 \t 120 \t -2 \t 11\n", + "4 \t 707 \t 120 \t 5 \t 107 \t 7 \t -38\n", + "5 \t 120 \t 107 \t 1 \t 13 \t -9 \t 49\n", + "6 \t 107 \t 13 \t 8 \t 3 \t 52 \t -283\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -61 \t 332\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 540 \t -2939\n", + "\t\t\t\t\t -2221 \t 12088\n", + "GCD(39203, 7203) = 1, with coefficients -2221 and 12088 such that 1 = (-2221)*39203 + (12088)*7203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7204 \t 5 \t 3183 \t 1 \t 0\n", + "1 \t 7204 \t 3183 \t 2 \t 838 \t 0 \t 1\n", + "2 \t 3183 \t 838 \t 3 \t 669 \t 1 \t -5\n", + "3 \t 838 \t 669 \t 1 \t 169 \t -2 \t 11\n", + "4 \t 669 \t 169 \t 3 \t 162 \t 7 \t -38\n", + "5 \t 169 \t 162 \t 1 \t 7 \t -9 \t 49\n", + "6 \t 162 \t 7 \t 23 \t 1 \t 34 \t -185\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -43 \t 234\n", + "\t\t\t\t\t 1023 \t -5567\n", + "GCD(39203, 7204) = 1, with coefficients 1023 and -5567 such that 1 = (1023)*39203 + (-5567)*7204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7205 \t 5 \t 3178 \t 1 \t 0\n", + "1 \t 7205 \t 3178 \t 2 \t 849 \t 0 \t 1\n", + "2 \t 3178 \t 849 \t 3 \t 631 \t 1 \t -5\n", + "3 \t 849 \t 631 \t 1 \t 218 \t -2 \t 11\n", + "4 \t 631 \t 218 \t 2 \t 195 \t 7 \t -38\n", + "5 \t 218 \t 195 \t 1 \t 23 \t -9 \t 49\n", + "6 \t 195 \t 23 \t 8 \t 11 \t 25 \t -136\n", + "7 \t 23 \t 11 \t 2 \t 1 \t -34 \t 185\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 297 \t -1616\n", + "\t\t\t\t\t -628 \t 3417\n", + "GCD(39203, 7205) = 1, with coefficients -628 and 3417 such that 1 = (-628)*39203 + (3417)*7205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7206 \t 5 \t 3173 \t 1 \t 0\n", + "1 \t 7206 \t 3173 \t 2 \t 860 \t 0 \t 1\n", + "2 \t 3173 \t 860 \t 3 \t 593 \t 1 \t -5\n", + "3 \t 860 \t 593 \t 1 \t 267 \t -2 \t 11\n", + "4 \t 593 \t 267 \t 2 \t 59 \t 7 \t -38\n", + "5 \t 267 \t 59 \t 4 \t 31 \t -9 \t 49\n", + "6 \t 59 \t 31 \t 1 \t 28 \t 25 \t -136\n", + "7 \t 31 \t 28 \t 1 \t 3 \t -109 \t 593\n", + "8 \t 28 \t 3 \t 9 \t 1 \t 134 \t -729\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -243 \t 1322\n", + "\t\t\t\t\t 2321 \t -12627\n", + "GCD(39203, 7206) = 1, with coefficients 2321 and -12627 such that 1 = (2321)*39203 + (-12627)*7206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7207 \t 5 \t 3168 \t 1 \t 0\n", + "1 \t 7207 \t 3168 \t 2 \t 871 \t 0 \t 1\n", + "2 \t 3168 \t 871 \t 3 \t 555 \t 1 \t -5\n", + "3 \t 871 \t 555 \t 1 \t 316 \t -2 \t 11\n", + "4 \t 555 \t 316 \t 1 \t 239 \t 7 \t -38\n", + "5 \t 316 \t 239 \t 1 \t 77 \t -9 \t 49\n", + "6 \t 239 \t 77 \t 3 \t 8 \t 16 \t -87\n", + "7 \t 77 \t 8 \t 9 \t 5 \t -25 \t 136\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 91 \t -495\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -844 \t 4591\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 935 \t -5086\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1779 \t 9677\n", + "\t\t\t\t\t 2714 \t -14763\n", + "GCD(39203, 7207) = 1, with coefficients 2714 and -14763 such that 1 = (2714)*39203 + (-14763)*7207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7208 \t 5 \t 3163 \t 1 \t 0\n", + "1 \t 7208 \t 3163 \t 2 \t 882 \t 0 \t 1\n", + "2 \t 3163 \t 882 \t 3 \t 517 \t 1 \t -5\n", + "3 \t 882 \t 517 \t 1 \t 365 \t -2 \t 11\n", + "4 \t 517 \t 365 \t 1 \t 152 \t 7 \t -38\n", + "5 \t 365 \t 152 \t 2 \t 61 \t -9 \t 49\n", + "6 \t 152 \t 61 \t 2 \t 30 \t 16 \t -87\n", + "7 \t 61 \t 30 \t 2 \t 1 \t -41 \t 223\n", + "8 \t 30 \t 1 \t 30 \t 0 \t 98 \t -533\n", + "\t\t\t\t\t -237 \t 1289\n", + "GCD(39203, 7208) = 1, with coefficients -237 and 1289 such that 1 = (-237)*39203 + (1289)*7208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7209 \t 5 \t 3158 \t 1 \t 0\n", + "1 \t 7209 \t 3158 \t 2 \t 893 \t 0 \t 1\n", + "2 \t 3158 \t 893 \t 3 \t 479 \t 1 \t -5\n", + "3 \t 893 \t 479 \t 1 \t 414 \t -2 \t 11\n", + "4 \t 479 \t 414 \t 1 \t 65 \t 7 \t -38\n", + "5 \t 414 \t 65 \t 6 \t 24 \t -9 \t 49\n", + "6 \t 65 \t 24 \t 2 \t 17 \t 16 \t -87\n", + "7 \t 24 \t 17 \t 1 \t 7 \t -105 \t 571\n", + "8 \t 17 \t 7 \t 2 \t 3 \t 226 \t -1229\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -331 \t 1800\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 888 \t -4829\n", + "\t\t\t\t\t -2107 \t 11458\n", + "GCD(39203, 7209) = 1, with coefficients -2107 and 11458 such that 1 = (-2107)*39203 + (11458)*7209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7210 \t 5 \t 3153 \t 1 \t 0\n", + "1 \t 7210 \t 3153 \t 2 \t 904 \t 0 \t 1\n", + "2 \t 3153 \t 904 \t 3 \t 441 \t 1 \t -5\n", + "3 \t 904 \t 441 \t 2 \t 22 \t -2 \t 11\n", + "4 \t 441 \t 22 \t 20 \t 1 \t 7 \t -38\n", + "5 \t 22 \t 1 \t 22 \t 0 \t -16 \t 87\n", + "\t\t\t\t\t 327 \t -1778\n", + "GCD(39203, 7210) = 1, with coefficients 327 and -1778 such that 1 = (327)*39203 + (-1778)*7210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7211 \t 5 \t 3148 \t 1 \t 0\n", + "1 \t 7211 \t 3148 \t 2 \t 915 \t 0 \t 1\n", + "2 \t 3148 \t 915 \t 3 \t 403 \t 1 \t -5\n", + "3 \t 915 \t 403 \t 2 \t 109 \t -2 \t 11\n", + "4 \t 403 \t 109 \t 3 \t 76 \t 7 \t -38\n", + "5 \t 109 \t 76 \t 1 \t 33 \t -16 \t 87\n", + "6 \t 76 \t 33 \t 2 \t 10 \t 55 \t -299\n", + "7 \t 33 \t 10 \t 3 \t 3 \t -71 \t 386\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 197 \t -1071\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -662 \t 3599\n", + "\t\t\t\t\t 2183 \t -11868\n", + "GCD(39203, 7211) = 1, with coefficients 2183 and -11868 such that 1 = (2183)*39203 + (-11868)*7211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7212 \t 5 \t 3143 \t 1 \t 0\n", + "1 \t 7212 \t 3143 \t 2 \t 926 \t 0 \t 1\n", + "2 \t 3143 \t 926 \t 3 \t 365 \t 1 \t -5\n", + "3 \t 926 \t 365 \t 2 \t 196 \t -2 \t 11\n", + "4 \t 365 \t 196 \t 1 \t 169 \t 7 \t -38\n", + "5 \t 196 \t 169 \t 1 \t 27 \t -16 \t 87\n", + "6 \t 169 \t 27 \t 6 \t 7 \t 23 \t -125\n", + "7 \t 27 \t 7 \t 3 \t 6 \t -39 \t 212\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 257 \t -1397\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -810 \t 4403\n", + "\t\t\t\t\t 1067 \t -5800\n", + "GCD(39203, 7212) = 1, with coefficients 1067 and -5800 such that 1 = (1067)*39203 + (-5800)*7212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7213 \t 5 \t 3138 \t 1 \t 0\n", + "1 \t 7213 \t 3138 \t 2 \t 937 \t 0 \t 1\n", + "2 \t 3138 \t 937 \t 3 \t 327 \t 1 \t -5\n", + "3 \t 937 \t 327 \t 2 \t 283 \t -2 \t 11\n", + "4 \t 327 \t 283 \t 1 \t 44 \t 7 \t -38\n", + "5 \t 283 \t 44 \t 6 \t 19 \t -16 \t 87\n", + "6 \t 44 \t 19 \t 2 \t 6 \t 23 \t -125\n", + "7 \t 19 \t 6 \t 3 \t 1 \t -154 \t 837\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 331 \t -1799\n", + "\t\t\t\t\t -1147 \t 6234\n", + "GCD(39203, 7213) = 1, with coefficients -1147 and 6234 such that 1 = (-1147)*39203 + (6234)*7213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7214 \t 5 \t 3133 \t 1 \t 0\n", + "1 \t 7214 \t 3133 \t 2 \t 948 \t 0 \t 1\n", + "2 \t 3133 \t 948 \t 3 \t 289 \t 1 \t -5\n", + "3 \t 948 \t 289 \t 3 \t 81 \t -2 \t 11\n", + "4 \t 289 \t 81 \t 3 \t 46 \t 7 \t -38\n", + "5 \t 81 \t 46 \t 1 \t 35 \t -23 \t 125\n", + "6 \t 46 \t 35 \t 1 \t 11 \t 76 \t -413\n", + "7 \t 35 \t 11 \t 3 \t 2 \t -99 \t 538\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 175 \t -951\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -624 \t 3391\n", + "\t\t\t\t\t 3295 \t -17906\n", + "GCD(39203, 7214) = 1, with coefficients 3295 and -17906 such that 1 = (3295)*39203 + (-17906)*7214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7215 \t 5 \t 3128 \t 1 \t 0\n", + "1 \t 7215 \t 3128 \t 2 \t 959 \t 0 \t 1\n", + "2 \t 3128 \t 959 \t 3 \t 251 \t 1 \t -5\n", + "3 \t 959 \t 251 \t 3 \t 206 \t -2 \t 11\n", + "4 \t 251 \t 206 \t 1 \t 45 \t 7 \t -38\n", + "5 \t 206 \t 45 \t 4 \t 26 \t -23 \t 125\n", + "6 \t 45 \t 26 \t 1 \t 19 \t 30 \t -163\n", + "7 \t 26 \t 19 \t 1 \t 7 \t -143 \t 777\n", + "8 \t 19 \t 7 \t 2 \t 5 \t 173 \t -940\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -316 \t 1717\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 805 \t -4374\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1121 \t 6091\n", + "\t\t\t\t\t 3047 \t -16556\n", + "GCD(39203, 7215) = 1, with coefficients 3047 and -16556 such that 1 = (3047)*39203 + (-16556)*7215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7216 \t 5 \t 3123 \t 1 \t 0\n", + "1 \t 7216 \t 3123 \t 2 \t 970 \t 0 \t 1\n", + "2 \t 3123 \t 970 \t 3 \t 213 \t 1 \t -5\n", + "3 \t 970 \t 213 \t 4 \t 118 \t -2 \t 11\n", + "4 \t 213 \t 118 \t 1 \t 95 \t 7 \t -38\n", + "5 \t 118 \t 95 \t 1 \t 23 \t -30 \t 163\n", + "6 \t 95 \t 23 \t 4 \t 3 \t 37 \t -201\n", + "7 \t 23 \t 3 \t 7 \t 2 \t -67 \t 364\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 305 \t -1657\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2202 \t 11963\n", + "\t\t\t\t\t 2507 \t -13620\n", + "GCD(39203, 7216) = 1, with coefficients 2507 and -13620 such that 1 = (2507)*39203 + (-13620)*7216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7217 \t 5 \t 3118 \t 1 \t 0\n", + "1 \t 7217 \t 3118 \t 2 \t 981 \t 0 \t 1\n", + "2 \t 3118 \t 981 \t 3 \t 175 \t 1 \t -5\n", + "3 \t 981 \t 175 \t 5 \t 106 \t -2 \t 11\n", + "4 \t 175 \t 106 \t 1 \t 69 \t 7 \t -38\n", + "5 \t 106 \t 69 \t 1 \t 37 \t -37 \t 201\n", + "6 \t 69 \t 37 \t 1 \t 32 \t 44 \t -239\n", + "7 \t 37 \t 32 \t 1 \t 5 \t -81 \t 440\n", + "8 \t 32 \t 5 \t 6 \t 2 \t 125 \t -679\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -206 \t 1119\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1361 \t -7393\n", + "\t\t\t\t\t -2928 \t 15905\n", + "GCD(39203, 7217) = 1, with coefficients -2928 and 15905 such that 1 = (-2928)*39203 + (15905)*7217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7218 \t 5 \t 3113 \t 1 \t 0\n", + "1 \t 7218 \t 3113 \t 2 \t 992 \t 0 \t 1\n", + "2 \t 3113 \t 992 \t 3 \t 137 \t 1 \t -5\n", + "3 \t 992 \t 137 \t 7 \t 33 \t -2 \t 11\n", + "4 \t 137 \t 33 \t 4 \t 5 \t 7 \t -38\n", + "5 \t 33 \t 5 \t 6 \t 3 \t -51 \t 277\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 211 \t -1146\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1317 \t 7153\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1528 \t -8299\n", + "\t\t\t\t\t -2845 \t 15452\n", + "GCD(39203, 7218) = 1, with coefficients -2845 and 15452 such that 1 = (-2845)*39203 + (15452)*7218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7219 \t 5 \t 3108 \t 1 \t 0\n", + "1 \t 7219 \t 3108 \t 2 \t 1003 \t 0 \t 1\n", + "2 \t 3108 \t 1003 \t 3 \t 99 \t 1 \t -5\n", + "3 \t 1003 \t 99 \t 10 \t 13 \t -2 \t 11\n", + "4 \t 99 \t 13 \t 7 \t 8 \t 7 \t -38\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -72 \t 391\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 511 \t -2775\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -583 \t 3166\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1094 \t -5941\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1677 \t 9107\n", + "\t\t\t\t\t 2771 \t -15048\n", + "GCD(39203, 7219) = 1, with coefficients 2771 and -15048 such that 1 = (2771)*39203 + (-15048)*7219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7220 \t 5 \t 3103 \t 1 \t 0\n", + "1 \t 7220 \t 3103 \t 2 \t 1014 \t 0 \t 1\n", + "2 \t 3103 \t 1014 \t 3 \t 61 \t 1 \t -5\n", + "3 \t 1014 \t 61 \t 16 \t 38 \t -2 \t 11\n", + "4 \t 61 \t 38 \t 1 \t 23 \t 7 \t -38\n", + "5 \t 38 \t 23 \t 1 \t 15 \t -114 \t 619\n", + "6 \t 23 \t 15 \t 1 \t 8 \t 121 \t -657\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -235 \t 1276\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 356 \t -1933\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -591 \t 3209\n", + "\t\t\t\t\t 947 \t -5142\n", + "GCD(39203, 7220) = 1, with coefficients 947 and -5142 such that 1 = (947)*39203 + (-5142)*7220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7221 \t 5 \t 3098 \t 1 \t 0\n", + "1 \t 7221 \t 3098 \t 2 \t 1025 \t 0 \t 1\n", + "2 \t 3098 \t 1025 \t 3 \t 23 \t 1 \t -5\n", + "3 \t 1025 \t 23 \t 44 \t 13 \t -2 \t 11\n", + "4 \t 23 \t 13 \t 1 \t 10 \t 7 \t -38\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -310 \t 1683\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 317 \t -1721\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -627 \t 3404\n", + "\t\t\t\t\t 2198 \t -11933\n", + "GCD(39203, 7221) = 1, with coefficients 2198 and -11933 such that 1 = (2198)*39203 + (-11933)*7221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7222 \t 5 \t 3093 \t 1 \t 0\n", + "1 \t 7222 \t 3093 \t 2 \t 1036 \t 0 \t 1\n", + "2 \t 3093 \t 1036 \t 2 \t 1021 \t 1 \t -5\n", + "3 \t 1036 \t 1021 \t 1 \t 15 \t -2 \t 11\n", + "4 \t 1021 \t 15 \t 68 \t 1 \t 5 \t -27\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -7 \t 38\n", + "\t\t\t\t\t 481 \t -2611\n", + "GCD(39203, 7222) = 1, with coefficients 481 and -2611 such that 1 = (481)*39203 + (-2611)*7222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7223 \t 5 \t 3088 \t 1 \t 0\n", + "1 \t 7223 \t 3088 \t 2 \t 1047 \t 0 \t 1\n", + "2 \t 3088 \t 1047 \t 2 \t 994 \t 1 \t -5\n", + "3 \t 1047 \t 994 \t 1 \t 53 \t -2 \t 11\n", + "4 \t 994 \t 53 \t 18 \t 40 \t 5 \t -27\n", + "5 \t 53 \t 40 \t 1 \t 13 \t -7 \t 38\n", + "6 \t 40 \t 13 \t 3 \t 1 \t 131 \t -711\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -138 \t 749\n", + "\t\t\t\t\t 545 \t -2958\n", + "GCD(39203, 7223) = 1, with coefficients 545 and -2958 such that 1 = (545)*39203 + (-2958)*7223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7224 \t 5 \t 3083 \t 1 \t 0\n", + "1 \t 7224 \t 3083 \t 2 \t 1058 \t 0 \t 1\n", + "2 \t 3083 \t 1058 \t 2 \t 967 \t 1 \t -5\n", + "3 \t 1058 \t 967 \t 1 \t 91 \t -2 \t 11\n", + "4 \t 967 \t 91 \t 10 \t 57 \t 5 \t -27\n", + "5 \t 91 \t 57 \t 1 \t 34 \t -7 \t 38\n", + "6 \t 57 \t 34 \t 1 \t 23 \t 75 \t -407\n", + "7 \t 34 \t 23 \t 1 \t 11 \t -82 \t 445\n", + "8 \t 23 \t 11 \t 2 \t 1 \t 157 \t -852\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -239 \t 1297\n", + "\t\t\t\t\t 635 \t -3446\n", + "GCD(39203, 7224) = 1, with coefficients 635 and -3446 such that 1 = (635)*39203 + (-3446)*7224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7225 \t 5 \t 3078 \t 1 \t 0\n", + "1 \t 7225 \t 3078 \t 2 \t 1069 \t 0 \t 1\n", + "2 \t 3078 \t 1069 \t 2 \t 940 \t 1 \t -5\n", + "3 \t 1069 \t 940 \t 1 \t 129 \t -2 \t 11\n", + "4 \t 940 \t 129 \t 7 \t 37 \t 5 \t -27\n", + "5 \t 129 \t 37 \t 3 \t 18 \t -7 \t 38\n", + "6 \t 37 \t 18 \t 2 \t 1 \t 54 \t -293\n", + "7 \t 18 \t 1 \t 18 \t 0 \t -169 \t 917\n", + "\t\t\t\t\t 392 \t -2127\n", + "GCD(39203, 7225) = 1, with coefficients 392 and -2127 such that 1 = (392)*39203 + (-2127)*7225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7226 \t 5 \t 3073 \t 1 \t 0\n", + "1 \t 7226 \t 3073 \t 2 \t 1080 \t 0 \t 1\n", + "2 \t 3073 \t 1080 \t 2 \t 913 \t 1 \t -5\n", + "3 \t 1080 \t 913 \t 1 \t 167 \t -2 \t 11\n", + "4 \t 913 \t 167 \t 5 \t 78 \t 5 \t -27\n", + "5 \t 167 \t 78 \t 2 \t 11 \t -7 \t 38\n", + "6 \t 78 \t 11 \t 7 \t 1 \t 40 \t -217\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -87 \t 472\n", + "\t\t\t\t\t 649 \t -3521\n", + "GCD(39203, 7226) = 1, with coefficients 649 and -3521 such that 1 = (649)*39203 + (-3521)*7226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7227 \t 5 \t 3068 \t 1 \t 0\n", + "1 \t 7227 \t 3068 \t 2 \t 1091 \t 0 \t 1\n", + "2 \t 3068 \t 1091 \t 2 \t 886 \t 1 \t -5\n", + "3 \t 1091 \t 886 \t 1 \t 205 \t -2 \t 11\n", + "4 \t 886 \t 205 \t 4 \t 66 \t 5 \t -27\n", + "5 \t 205 \t 66 \t 3 \t 7 \t -7 \t 38\n", + "6 \t 66 \t 7 \t 9 \t 3 \t 33 \t -179\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -106 \t 575\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 987 \t -5354\n", + "\t\t\t\t\t -2080 \t 11283\n", + "GCD(39203, 7227) = 1, with coefficients -2080 and 11283 such that 1 = (-2080)*39203 + (11283)*7227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7228 \t 5 \t 3063 \t 1 \t 0\n", + "1 \t 7228 \t 3063 \t 2 \t 1102 \t 0 \t 1\n", + "2 \t 3063 \t 1102 \t 2 \t 859 \t 1 \t -5\n", + "3 \t 1102 \t 859 \t 1 \t 243 \t -2 \t 11\n", + "4 \t 859 \t 243 \t 3 \t 130 \t 5 \t -27\n", + "5 \t 243 \t 130 \t 1 \t 113 \t -7 \t 38\n", + "6 \t 130 \t 113 \t 1 \t 17 \t 26 \t -141\n", + "7 \t 113 \t 17 \t 6 \t 11 \t -33 \t 179\n", + "8 \t 17 \t 11 \t 1 \t 6 \t 59 \t -320\n", + "9 \t 11 \t 6 \t 1 \t 5 \t -387 \t 2099\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 446 \t -2419\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -833 \t 4518\n", + "\t\t\t\t\t 1279 \t -6937\n", + "GCD(39203, 7228) = 1, with coefficients 1279 and -6937 such that 1 = (1279)*39203 + (-6937)*7228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7229 \t 5 \t 3058 \t 1 \t 0\n", + "1 \t 7229 \t 3058 \t 2 \t 1113 \t 0 \t 1\n", + "2 \t 3058 \t 1113 \t 2 \t 832 \t 1 \t -5\n", + "3 \t 1113 \t 832 \t 1 \t 281 \t -2 \t 11\n", + "4 \t 832 \t 281 \t 2 \t 270 \t 5 \t -27\n", + "5 \t 281 \t 270 \t 1 \t 11 \t -7 \t 38\n", + "6 \t 270 \t 11 \t 24 \t 6 \t 19 \t -103\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -26 \t 141\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 643 \t -3487\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -669 \t 3628\n", + "\t\t\t\t\t 1312 \t -7115\n", + "GCD(39203, 7229) = 1, with coefficients 1312 and -7115 such that 1 = (1312)*39203 + (-7115)*7229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7230 \t 5 \t 3053 \t 1 \t 0\n", + "1 \t 7230 \t 3053 \t 2 \t 1124 \t 0 \t 1\n", + "2 \t 3053 \t 1124 \t 2 \t 805 \t 1 \t -5\n", + "3 \t 1124 \t 805 \t 1 \t 319 \t -2 \t 11\n", + "4 \t 805 \t 319 \t 2 \t 167 \t 5 \t -27\n", + "5 \t 319 \t 167 \t 1 \t 152 \t -7 \t 38\n", + "6 \t 167 \t 152 \t 1 \t 15 \t 19 \t -103\n", + "7 \t 152 \t 15 \t 10 \t 2 \t -26 \t 141\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 45 \t -244\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -476 \t 2581\n", + "\t\t\t\t\t 3377 \t -18311\n", + "GCD(39203, 7230) = 1, with coefficients 3377 and -18311 such that 1 = (3377)*39203 + (-18311)*7230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7231 \t 5 \t 3048 \t 1 \t 0\n", + "1 \t 7231 \t 3048 \t 2 \t 1135 \t 0 \t 1\n", + "2 \t 3048 \t 1135 \t 2 \t 778 \t 1 \t -5\n", + "3 \t 1135 \t 778 \t 1 \t 357 \t -2 \t 11\n", + "4 \t 778 \t 357 \t 2 \t 64 \t 5 \t -27\n", + "5 \t 357 \t 64 \t 5 \t 37 \t -7 \t 38\n", + "6 \t 64 \t 37 \t 1 \t 27 \t 19 \t -103\n", + "7 \t 37 \t 27 \t 1 \t 10 \t -102 \t 553\n", + "8 \t 27 \t 10 \t 2 \t 7 \t 121 \t -656\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -223 \t 1209\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 567 \t -3074\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -790 \t 4283\n", + "\t\t\t\t\t 2147 \t -11640\n", + "GCD(39203, 7231) = 1, with coefficients 2147 and -11640 such that 1 = (2147)*39203 + (-11640)*7231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7232 \t 5 \t 3043 \t 1 \t 0\n", + "1 \t 7232 \t 3043 \t 2 \t 1146 \t 0 \t 1\n", + "2 \t 3043 \t 1146 \t 2 \t 751 \t 1 \t -5\n", + "3 \t 1146 \t 751 \t 1 \t 395 \t -2 \t 11\n", + "4 \t 751 \t 395 \t 1 \t 356 \t 5 \t -27\n", + "5 \t 395 \t 356 \t 1 \t 39 \t -7 \t 38\n", + "6 \t 356 \t 39 \t 9 \t 5 \t 12 \t -65\n", + "7 \t 39 \t 5 \t 7 \t 4 \t -19 \t 103\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 183 \t -992\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1300 \t 7047\n", + "\t\t\t\t\t 1483 \t -8039\n", + "GCD(39203, 7232) = 1, with coefficients 1483 and -8039 such that 1 = (1483)*39203 + (-8039)*7232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7233 \t 5 \t 3038 \t 1 \t 0\n", + "1 \t 7233 \t 3038 \t 2 \t 1157 \t 0 \t 1\n", + "2 \t 3038 \t 1157 \t 2 \t 724 \t 1 \t -5\n", + "3 \t 1157 \t 724 \t 1 \t 433 \t -2 \t 11\n", + "4 \t 724 \t 433 \t 1 \t 291 \t 5 \t -27\n", + "5 \t 433 \t 291 \t 1 \t 142 \t -7 \t 38\n", + "6 \t 291 \t 142 \t 2 \t 7 \t 12 \t -65\n", + "7 \t 142 \t 7 \t 20 \t 2 \t -19 \t 103\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 50 \t -271\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1019 \t 5523\n", + "\t\t\t\t\t 3107 \t -16840\n", + "GCD(39203, 7233) = 1, with coefficients 3107 and -16840 such that 1 = (3107)*39203 + (-16840)*7233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7234 \t 5 \t 3033 \t 1 \t 0\n", + "1 \t 7234 \t 3033 \t 2 \t 1168 \t 0 \t 1\n", + "2 \t 3033 \t 1168 \t 2 \t 697 \t 1 \t -5\n", + "3 \t 1168 \t 697 \t 1 \t 471 \t -2 \t 11\n", + "4 \t 697 \t 471 \t 1 \t 226 \t 5 \t -27\n", + "5 \t 471 \t 226 \t 2 \t 19 \t -7 \t 38\n", + "6 \t 226 \t 19 \t 11 \t 17 \t 12 \t -65\n", + "7 \t 19 \t 17 \t 1 \t 2 \t -31 \t 168\n", + "8 \t 17 \t 2 \t 8 \t 1 \t 353 \t -1913\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -384 \t 2081\n", + "\t\t\t\t\t 3425 \t -18561\n", + "GCD(39203, 7234) = 1, with coefficients 3425 and -18561 such that 1 = (3425)*39203 + (-18561)*7234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7235 \t 5 \t 3028 \t 1 \t 0\n", + "1 \t 7235 \t 3028 \t 2 \t 1179 \t 0 \t 1\n", + "2 \t 3028 \t 1179 \t 2 \t 670 \t 1 \t -5\n", + "3 \t 1179 \t 670 \t 1 \t 509 \t -2 \t 11\n", + "4 \t 670 \t 509 \t 1 \t 161 \t 5 \t -27\n", + "5 \t 509 \t 161 \t 3 \t 26 \t -7 \t 38\n", + "6 \t 161 \t 26 \t 6 \t 5 \t 12 \t -65\n", + "7 \t 26 \t 5 \t 5 \t 1 \t -43 \t 233\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 270 \t -1463\n", + "\t\t\t\t\t -1393 \t 7548\n", + "GCD(39203, 7235) = 1, with coefficients -1393 and 7548 such that 1 = (-1393)*39203 + (7548)*7235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7236 \t 5 \t 3023 \t 1 \t 0\n", + "1 \t 7236 \t 3023 \t 2 \t 1190 \t 0 \t 1\n", + "2 \t 3023 \t 1190 \t 2 \t 643 \t 1 \t -5\n", + "3 \t 1190 \t 643 \t 1 \t 547 \t -2 \t 11\n", + "4 \t 643 \t 547 \t 1 \t 96 \t 5 \t -27\n", + "5 \t 547 \t 96 \t 5 \t 67 \t -7 \t 38\n", + "6 \t 96 \t 67 \t 1 \t 29 \t 12 \t -65\n", + "7 \t 67 \t 29 \t 2 \t 9 \t -67 \t 363\n", + "8 \t 29 \t 9 \t 3 \t 2 \t 79 \t -428\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -225 \t 1219\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 754 \t -4085\n", + "\t\t\t\t\t -3241 \t 17559\n", + "GCD(39203, 7236) = 1, with coefficients -3241 and 17559 such that 1 = (-3241)*39203 + (17559)*7236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7237 \t 5 \t 3018 \t 1 \t 0\n", + "1 \t 7237 \t 3018 \t 2 \t 1201 \t 0 \t 1\n", + "2 \t 3018 \t 1201 \t 2 \t 616 \t 1 \t -5\n", + "3 \t 1201 \t 616 \t 1 \t 585 \t -2 \t 11\n", + "4 \t 616 \t 585 \t 1 \t 31 \t 5 \t -27\n", + "5 \t 585 \t 31 \t 18 \t 27 \t -7 \t 38\n", + "6 \t 31 \t 27 \t 1 \t 4 \t 12 \t -65\n", + "7 \t 27 \t 4 \t 6 \t 3 \t -223 \t 1208\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 235 \t -1273\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1633 \t 8846\n", + "\t\t\t\t\t 1868 \t -10119\n", + "GCD(39203, 7237) = 1, with coefficients 1868 and -10119 such that 1 = (1868)*39203 + (-10119)*7237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7238 \t 5 \t 3013 \t 1 \t 0\n", + "1 \t 7238 \t 3013 \t 2 \t 1212 \t 0 \t 1\n", + "2 \t 3013 \t 1212 \t 2 \t 589 \t 1 \t -5\n", + "3 \t 1212 \t 589 \t 2 \t 34 \t -2 \t 11\n", + "4 \t 589 \t 34 \t 17 \t 11 \t 5 \t -27\n", + "5 \t 34 \t 11 \t 3 \t 1 \t -12 \t 65\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 209 \t -1132\n", + "\t\t\t\t\t -639 \t 3461\n", + "GCD(39203, 7238) = 1, with coefficients -639 and 3461 such that 1 = (-639)*39203 + (3461)*7238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7239 \t 5 \t 3008 \t 1 \t 0\n", + "1 \t 7239 \t 3008 \t 2 \t 1223 \t 0 \t 1\n", + "2 \t 3008 \t 1223 \t 2 \t 562 \t 1 \t -5\n", + "3 \t 1223 \t 562 \t 2 \t 99 \t -2 \t 11\n", + "4 \t 562 \t 99 \t 5 \t 67 \t 5 \t -27\n", + "5 \t 99 \t 67 \t 1 \t 32 \t -12 \t 65\n", + "6 \t 67 \t 32 \t 2 \t 3 \t 65 \t -352\n", + "7 \t 32 \t 3 \t 10 \t 2 \t -77 \t 417\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 219 \t -1186\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2267 \t 12277\n", + "\t\t\t\t\t 2486 \t -13463\n", + "GCD(39203, 7239) = 1, with coefficients 2486 and -13463 such that 1 = (2486)*39203 + (-13463)*7239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7240 \t 5 \t 3003 \t 1 \t 0\n", + "1 \t 7240 \t 3003 \t 2 \t 1234 \t 0 \t 1\n", + "2 \t 3003 \t 1234 \t 2 \t 535 \t 1 \t -5\n", + "3 \t 1234 \t 535 \t 2 \t 164 \t -2 \t 11\n", + "4 \t 535 \t 164 \t 3 \t 43 \t 5 \t -27\n", + "5 \t 164 \t 43 \t 3 \t 35 \t -12 \t 65\n", + "6 \t 43 \t 35 \t 1 \t 8 \t 41 \t -222\n", + "7 \t 35 \t 8 \t 4 \t 3 \t -135 \t 731\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 176 \t -953\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -839 \t 4543\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1854 \t -10039\n", + "\t\t\t\t\t -2693 \t 14582\n", + "GCD(39203, 7240) = 1, with coefficients -2693 and 14582 such that 1 = (-2693)*39203 + (14582)*7240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7241 \t 5 \t 2998 \t 1 \t 0\n", + "1 \t 7241 \t 2998 \t 2 \t 1245 \t 0 \t 1\n", + "2 \t 2998 \t 1245 \t 2 \t 508 \t 1 \t -5\n", + "3 \t 1245 \t 508 \t 2 \t 229 \t -2 \t 11\n", + "4 \t 508 \t 229 \t 2 \t 50 \t 5 \t -27\n", + "5 \t 229 \t 50 \t 4 \t 29 \t -12 \t 65\n", + "6 \t 50 \t 29 \t 1 \t 21 \t 29 \t -157\n", + "7 \t 29 \t 21 \t 1 \t 8 \t -128 \t 693\n", + "8 \t 21 \t 8 \t 2 \t 5 \t 157 \t -850\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -285 \t 1543\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 727 \t -3936\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1012 \t 5479\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1739 \t -9415\n", + "\t\t\t\t\t -2751 \t 14894\n", + "GCD(39203, 7241) = 1, with coefficients -2751 and 14894 such that 1 = (-2751)*39203 + (14894)*7241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7242 \t 5 \t 2993 \t 1 \t 0\n", + "1 \t 7242 \t 2993 \t 2 \t 1256 \t 0 \t 1\n", + "2 \t 2993 \t 1256 \t 2 \t 481 \t 1 \t -5\n", + "3 \t 1256 \t 481 \t 2 \t 294 \t -2 \t 11\n", + "4 \t 481 \t 294 \t 1 \t 187 \t 5 \t -27\n", + "5 \t 294 \t 187 \t 1 \t 107 \t -12 \t 65\n", + "6 \t 187 \t 107 \t 1 \t 80 \t 17 \t -92\n", + "7 \t 107 \t 80 \t 1 \t 27 \t -29 \t 157\n", + "8 \t 80 \t 27 \t 2 \t 26 \t 46 \t -249\n", + "9 \t 27 \t 26 \t 1 \t 1 \t -75 \t 406\n", + "10 \t 26 \t 1 \t 26 \t 0 \t 196 \t -1061\n", + "\t\t\t\t\t -271 \t 1467\n", + "GCD(39203, 7242) = 1, with coefficients -271 and 1467 such that 1 = (-271)*39203 + (1467)*7242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7243 \t 5 \t 2988 \t 1 \t 0\n", + "1 \t 7243 \t 2988 \t 2 \t 1267 \t 0 \t 1\n", + "2 \t 2988 \t 1267 \t 2 \t 454 \t 1 \t -5\n", + "3 \t 1267 \t 454 \t 2 \t 359 \t -2 \t 11\n", + "4 \t 454 \t 359 \t 1 \t 95 \t 5 \t -27\n", + "5 \t 359 \t 95 \t 3 \t 74 \t -12 \t 65\n", + "6 \t 95 \t 74 \t 1 \t 21 \t 17 \t -92\n", + "7 \t 74 \t 21 \t 3 \t 11 \t -63 \t 341\n", + "8 \t 21 \t 11 \t 1 \t 10 \t 80 \t -433\n", + "9 \t 11 \t 10 \t 1 \t 1 \t -303 \t 1640\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 383 \t -2073\n", + "\t\t\t\t\t -686 \t 3713\n", + "GCD(39203, 7243) = 1, with coefficients -686 and 3713 such that 1 = (-686)*39203 + (3713)*7243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7244 \t 5 \t 2983 \t 1 \t 0\n", + "1 \t 7244 \t 2983 \t 2 \t 1278 \t 0 \t 1\n", + "2 \t 2983 \t 1278 \t 2 \t 427 \t 1 \t -5\n", + "3 \t 1278 \t 427 \t 2 \t 424 \t -2 \t 11\n", + "4 \t 427 \t 424 \t 1 \t 3 \t 5 \t -27\n", + "5 \t 424 \t 3 \t 141 \t 1 \t -12 \t 65\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 17 \t -92\n", + "\t\t\t\t\t -2409 \t 13037\n", + "GCD(39203, 7244) = 1, with coefficients -2409 and 13037 such that 1 = (-2409)*39203 + (13037)*7244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7245 \t 5 \t 2978 \t 1 \t 0\n", + "1 \t 7245 \t 2978 \t 2 \t 1289 \t 0 \t 1\n", + "2 \t 2978 \t 1289 \t 2 \t 400 \t 1 \t -5\n", + "3 \t 1289 \t 400 \t 3 \t 89 \t -2 \t 11\n", + "4 \t 400 \t 89 \t 4 \t 44 \t 5 \t -27\n", + "5 \t 89 \t 44 \t 2 \t 1 \t -17 \t 92\n", + "6 \t 44 \t 1 \t 44 \t 0 \t 73 \t -395\n", + "\t\t\t\t\t -163 \t 882\n", + "GCD(39203, 7245) = 1, with coefficients -163 and 882 such that 1 = (-163)*39203 + (882)*7245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7246 \t 5 \t 2973 \t 1 \t 0\n", + "1 \t 7246 \t 2973 \t 2 \t 1300 \t 0 \t 1\n", + "2 \t 2973 \t 1300 \t 2 \t 373 \t 1 \t -5\n", + "3 \t 1300 \t 373 \t 3 \t 181 \t -2 \t 11\n", + "4 \t 373 \t 181 \t 2 \t 11 \t 5 \t -27\n", + "5 \t 181 \t 11 \t 16 \t 5 \t -17 \t 92\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 39 \t -211\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -641 \t 3468\n", + "\t\t\t\t\t 1321 \t -7147\n", + "GCD(39203, 7246) = 1, with coefficients 1321 and -7147 such that 1 = (1321)*39203 + (-7147)*7246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7247 \t 5 \t 2968 \t 1 \t 0\n", + "1 \t 7247 \t 2968 \t 2 \t 1311 \t 0 \t 1\n", + "2 \t 2968 \t 1311 \t 2 \t 346 \t 1 \t -5\n", + "3 \t 1311 \t 346 \t 3 \t 273 \t -2 \t 11\n", + "4 \t 346 \t 273 \t 1 \t 73 \t 5 \t -27\n", + "5 \t 273 \t 73 \t 3 \t 54 \t -17 \t 92\n", + "6 \t 73 \t 54 \t 1 \t 19 \t 22 \t -119\n", + "7 \t 54 \t 19 \t 2 \t 16 \t -83 \t 449\n", + "8 \t 19 \t 16 \t 1 \t 3 \t 105 \t -568\n", + "9 \t 16 \t 3 \t 5 \t 1 \t -293 \t 1585\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 398 \t -2153\n", + "\t\t\t\t\t -2283 \t 12350\n", + "GCD(39203, 7247) = 1, with coefficients -2283 and 12350 such that 1 = (-2283)*39203 + (12350)*7247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7248 \t 5 \t 2963 \t 1 \t 0\n", + "1 \t 7248 \t 2963 \t 2 \t 1322 \t 0 \t 1\n", + "2 \t 2963 \t 1322 \t 2 \t 319 \t 1 \t -5\n", + "3 \t 1322 \t 319 \t 4 \t 46 \t -2 \t 11\n", + "4 \t 319 \t 46 \t 6 \t 43 \t 5 \t -27\n", + "5 \t 46 \t 43 \t 1 \t 3 \t -22 \t 119\n", + "6 \t 43 \t 3 \t 14 \t 1 \t 137 \t -741\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -159 \t 860\n", + "\t\t\t\t\t 2363 \t -12781\n", + "GCD(39203, 7248) = 1, with coefficients 2363 and -12781 such that 1 = (2363)*39203 + (-12781)*7248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7249 \t 5 \t 2958 \t 1 \t 0\n", + "1 \t 7249 \t 2958 \t 2 \t 1333 \t 0 \t 1\n", + "2 \t 2958 \t 1333 \t 2 \t 292 \t 1 \t -5\n", + "3 \t 1333 \t 292 \t 4 \t 165 \t -2 \t 11\n", + "4 \t 292 \t 165 \t 1 \t 127 \t 5 \t -27\n", + "5 \t 165 \t 127 \t 1 \t 38 \t -22 \t 119\n", + "6 \t 127 \t 38 \t 3 \t 13 \t 27 \t -146\n", + "7 \t 38 \t 13 \t 2 \t 12 \t -49 \t 265\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 174 \t -941\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -397 \t 2147\n", + "\t\t\t\t\t 571 \t -3088\n", + "GCD(39203, 7249) = 1, with coefficients 571 and -3088 such that 1 = (571)*39203 + (-3088)*7249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7250 \t 5 \t 2953 \t 1 \t 0\n", + "1 \t 7250 \t 2953 \t 2 \t 1344 \t 0 \t 1\n", + "2 \t 2953 \t 1344 \t 2 \t 265 \t 1 \t -5\n", + "3 \t 1344 \t 265 \t 5 \t 19 \t -2 \t 11\n", + "4 \t 265 \t 19 \t 13 \t 18 \t 5 \t -27\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -27 \t 146\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 356 \t -1925\n", + "\t\t\t\t\t -383 \t 2071\n", + "GCD(39203, 7250) = 1, with coefficients -383 and 2071 such that 1 = (-383)*39203 + (2071)*7250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7251 \t 5 \t 2948 \t 1 \t 0\n", + "1 \t 7251 \t 2948 \t 2 \t 1355 \t 0 \t 1\n", + "2 \t 2948 \t 1355 \t 2 \t 238 \t 1 \t -5\n", + "3 \t 1355 \t 238 \t 5 \t 165 \t -2 \t 11\n", + "4 \t 238 \t 165 \t 1 \t 73 \t 5 \t -27\n", + "5 \t 165 \t 73 \t 2 \t 19 \t -27 \t 146\n", + "6 \t 73 \t 19 \t 3 \t 16 \t 32 \t -173\n", + "7 \t 19 \t 16 \t 1 \t 3 \t -91 \t 492\n", + "8 \t 16 \t 3 \t 5 \t 1 \t 305 \t -1649\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -396 \t 2141\n", + "\t\t\t\t\t 2285 \t -12354\n", + "GCD(39203, 7251) = 1, with coefficients 2285 and -12354 such that 1 = (2285)*39203 + (-12354)*7251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7252 \t 5 \t 2943 \t 1 \t 0\n", + "1 \t 7252 \t 2943 \t 2 \t 1366 \t 0 \t 1\n", + "2 \t 2943 \t 1366 \t 2 \t 211 \t 1 \t -5\n", + "3 \t 1366 \t 211 \t 6 \t 100 \t -2 \t 11\n", + "4 \t 211 \t 100 \t 2 \t 11 \t 5 \t -27\n", + "5 \t 100 \t 11 \t 9 \t 1 \t -32 \t 173\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 69 \t -373\n", + "\t\t\t\t\t -653 \t 3530\n", + "GCD(39203, 7252) = 1, with coefficients -653 and 3530 such that 1 = (-653)*39203 + (3530)*7252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7253 \t 5 \t 2938 \t 1 \t 0\n", + "1 \t 7253 \t 2938 \t 2 \t 1377 \t 0 \t 1\n", + "2 \t 2938 \t 1377 \t 2 \t 184 \t 1 \t -5\n", + "3 \t 1377 \t 184 \t 7 \t 89 \t -2 \t 11\n", + "4 \t 184 \t 89 \t 2 \t 6 \t 5 \t -27\n", + "5 \t 89 \t 6 \t 14 \t 5 \t -37 \t 200\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 79 \t -427\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1143 \t 6178\n", + "\t\t\t\t\t 1222 \t -6605\n", + "GCD(39203, 7253) = 1, with coefficients 1222 and -6605 such that 1 = (1222)*39203 + (-6605)*7253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7254 \t 5 \t 2933 \t 1 \t 0\n", + "1 \t 7254 \t 2933 \t 2 \t 1388 \t 0 \t 1\n", + "2 \t 2933 \t 1388 \t 2 \t 157 \t 1 \t -5\n", + "3 \t 1388 \t 157 \t 8 \t 132 \t -2 \t 11\n", + "4 \t 157 \t 132 \t 1 \t 25 \t 5 \t -27\n", + "5 \t 132 \t 25 \t 5 \t 7 \t -42 \t 227\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 47 \t -254\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -277 \t 1497\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 878 \t -4745\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1155 \t 6242\n", + "\t\t\t\t\t 2033 \t -10987\n", + "GCD(39203, 7254) = 1, with coefficients 2033 and -10987 such that 1 = (2033)*39203 + (-10987)*7254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7255 \t 5 \t 2928 \t 1 \t 0\n", + "1 \t 7255 \t 2928 \t 2 \t 1399 \t 0 \t 1\n", + "2 \t 2928 \t 1399 \t 2 \t 130 \t 1 \t -5\n", + "3 \t 1399 \t 130 \t 10 \t 99 \t -2 \t 11\n", + "4 \t 130 \t 99 \t 1 \t 31 \t 5 \t -27\n", + "5 \t 99 \t 31 \t 3 \t 6 \t -52 \t 281\n", + "6 \t 31 \t 6 \t 5 \t 1 \t 57 \t -308\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -223 \t 1205\n", + "\t\t\t\t\t 1172 \t -6333\n", + "GCD(39203, 7255) = 1, with coefficients 1172 and -6333 such that 1 = (1172)*39203 + (-6333)*7255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7256 \t 5 \t 2923 \t 1 \t 0\n", + "1 \t 7256 \t 2923 \t 2 \t 1410 \t 0 \t 1\n", + "2 \t 2923 \t 1410 \t 2 \t 103 \t 1 \t -5\n", + "3 \t 1410 \t 103 \t 13 \t 71 \t -2 \t 11\n", + "4 \t 103 \t 71 \t 1 \t 32 \t 5 \t -27\n", + "5 \t 71 \t 32 \t 2 \t 7 \t -67 \t 362\n", + "6 \t 32 \t 7 \t 4 \t 4 \t 72 \t -389\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -211 \t 1140\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 916 \t -4949\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1127 \t 6089\n", + "\t\t\t\t\t 2043 \t -11038\n", + "GCD(39203, 7256) = 1, with coefficients 2043 and -11038 such that 1 = (2043)*39203 + (-11038)*7256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7257 \t 5 \t 2918 \t 1 \t 0\n", + "1 \t 7257 \t 2918 \t 2 \t 1421 \t 0 \t 1\n", + "2 \t 2918 \t 1421 \t 2 \t 76 \t 1 \t -5\n", + "3 \t 1421 \t 76 \t 18 \t 53 \t -2 \t 11\n", + "4 \t 76 \t 53 \t 1 \t 23 \t 5 \t -27\n", + "5 \t 53 \t 23 \t 2 \t 7 \t -92 \t 497\n", + "6 \t 23 \t 7 \t 3 \t 2 \t 97 \t -524\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -286 \t 1545\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 955 \t -5159\n", + "\t\t\t\t\t -3151 \t 17022\n", + "GCD(39203, 7257) = 1, with coefficients -3151 and 17022 such that 1 = (-3151)*39203 + (17022)*7257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7258 \t 5 \t 2913 \t 1 \t 0\n", + "1 \t 7258 \t 2913 \t 2 \t 1432 \t 0 \t 1\n", + "2 \t 2913 \t 1432 \t 2 \t 49 \t 1 \t -5\n", + "3 \t 1432 \t 49 \t 29 \t 11 \t -2 \t 11\n", + "4 \t 49 \t 11 \t 4 \t 5 \t 5 \t -27\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -147 \t 794\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 593 \t -3203\n", + "\t\t\t\t\t -1333 \t 7200\n", + "GCD(39203, 7258) = 1, with coefficients -1333 and 7200 such that 1 = (-1333)*39203 + (7200)*7258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7259 \t 5 \t 2908 \t 1 \t 0\n", + "1 \t 7259 \t 2908 \t 2 \t 1443 \t 0 \t 1\n", + "2 \t 2908 \t 1443 \t 2 \t 22 \t 1 \t -5\n", + "3 \t 1443 \t 22 \t 65 \t 13 \t -2 \t 11\n", + "4 \t 22 \t 13 \t 1 \t 9 \t 5 \t -27\n", + "5 \t 13 \t 9 \t 1 \t 4 \t -327 \t 1766\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 332 \t -1793\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -659 \t 3559\n", + "\t\t\t\t\t 1650 \t -8911\n", + "GCD(39203, 7259) = 1, with coefficients 1650 and -8911 such that 1 = (1650)*39203 + (-8911)*7259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7260 \t 5 \t 2903 \t 1 \t 0\n", + "1 \t 7260 \t 2903 \t 2 \t 1454 \t 0 \t 1\n", + "2 \t 2903 \t 1454 \t 1 \t 1449 \t 1 \t -5\n", + "3 \t 1454 \t 1449 \t 1 \t 5 \t -2 \t 11\n", + "4 \t 1449 \t 5 \t 289 \t 4 \t 3 \t -16\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -5 \t 27\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1448 \t -7819\n", + "\t\t\t\t\t -1453 \t 7846\n", + "GCD(39203, 7260) = 1, with coefficients -1453 and 7846 such that 1 = (-1453)*39203 + (7846)*7260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7261 \t 5 \t 2898 \t 1 \t 0\n", + "1 \t 7261 \t 2898 \t 2 \t 1465 \t 0 \t 1\n", + "2 \t 2898 \t 1465 \t 1 \t 1433 \t 1 \t -5\n", + "3 \t 1465 \t 1433 \t 1 \t 32 \t -2 \t 11\n", + "4 \t 1433 \t 32 \t 44 \t 25 \t 3 \t -16\n", + "5 \t 32 \t 25 \t 1 \t 7 \t -5 \t 27\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 223 \t -1204\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -228 \t 1231\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 907 \t -4897\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1135 \t 6128\n", + "\t\t\t\t\t 2042 \t -11025\n", + "GCD(39203, 7261) = 1, with coefficients 2042 and -11025 such that 1 = (2042)*39203 + (-11025)*7261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7262 \t 5 \t 2893 \t 1 \t 0\n", + "1 \t 7262 \t 2893 \t 2 \t 1476 \t 0 \t 1\n", + "2 \t 2893 \t 1476 \t 1 \t 1417 \t 1 \t -5\n", + "3 \t 1476 \t 1417 \t 1 \t 59 \t -2 \t 11\n", + "4 \t 1417 \t 59 \t 24 \t 1 \t 3 \t -16\n", + "5 \t 59 \t 1 \t 59 \t 0 \t -5 \t 27\n", + "\t\t\t\t\t 123 \t -664\n", + "GCD(39203, 7262) = 1, with coefficients 123 and -664 such that 1 = (123)*39203 + (-664)*7262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7263 \t 5 \t 2888 \t 1 \t 0\n", + "1 \t 7263 \t 2888 \t 2 \t 1487 \t 0 \t 1\n", + "2 \t 2888 \t 1487 \t 1 \t 1401 \t 1 \t -5\n", + "3 \t 1487 \t 1401 \t 1 \t 86 \t -2 \t 11\n", + "4 \t 1401 \t 86 \t 16 \t 25 \t 3 \t -16\n", + "5 \t 86 \t 25 \t 3 \t 11 \t -5 \t 27\n", + "6 \t 25 \t 11 \t 2 \t 3 \t 83 \t -448\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -254 \t 1371\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 591 \t -3190\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2027 \t 10941\n", + "\t\t\t\t\t 2618 \t -14131\n", + "GCD(39203, 7263) = 1, with coefficients 2618 and -14131 such that 1 = (2618)*39203 + (-14131)*7263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7264 \t 5 \t 2883 \t 1 \t 0\n", + "1 \t 7264 \t 2883 \t 2 \t 1498 \t 0 \t 1\n", + "2 \t 2883 \t 1498 \t 1 \t 1385 \t 1 \t -5\n", + "3 \t 1498 \t 1385 \t 1 \t 113 \t -2 \t 11\n", + "4 \t 1385 \t 113 \t 12 \t 29 \t 3 \t -16\n", + "5 \t 113 \t 29 \t 3 \t 26 \t -5 \t 27\n", + "6 \t 29 \t 26 \t 1 \t 3 \t 63 \t -340\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -194 \t 1047\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 257 \t -1387\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2250 \t 12143\n", + "\t\t\t\t\t 2507 \t -13530\n", + "GCD(39203, 7264) = 1, with coefficients 2507 and -13530 such that 1 = (2507)*39203 + (-13530)*7264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7265 \t 5 \t 2878 \t 1 \t 0\n", + "1 \t 7265 \t 2878 \t 2 \t 1509 \t 0 \t 1\n", + "2 \t 2878 \t 1509 \t 1 \t 1369 \t 1 \t -5\n", + "3 \t 1509 \t 1369 \t 1 \t 140 \t -2 \t 11\n", + "4 \t 1369 \t 140 \t 9 \t 109 \t 3 \t -16\n", + "5 \t 140 \t 109 \t 1 \t 31 \t -5 \t 27\n", + "6 \t 109 \t 31 \t 3 \t 16 \t 48 \t -259\n", + "7 \t 31 \t 16 \t 1 \t 15 \t -53 \t 286\n", + "8 \t 16 \t 15 \t 1 \t 1 \t 207 \t -1117\n", + "9 \t 15 \t 1 \t 15 \t 0 \t -260 \t 1403\n", + "\t\t\t\t\t 467 \t -2520\n", + "GCD(39203, 7265) = 1, with coefficients 467 and -2520 such that 1 = (467)*39203 + (-2520)*7265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7266 \t 5 \t 2873 \t 1 \t 0\n", + "1 \t 7266 \t 2873 \t 2 \t 1520 \t 0 \t 1\n", + "2 \t 2873 \t 1520 \t 1 \t 1353 \t 1 \t -5\n", + "3 \t 1520 \t 1353 \t 1 \t 167 \t -2 \t 11\n", + "4 \t 1353 \t 167 \t 8 \t 17 \t 3 \t -16\n", + "5 \t 167 \t 17 \t 9 \t 14 \t -5 \t 27\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 43 \t -232\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -392 \t 2115\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 435 \t -2347\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2132 \t 11503\n", + "\t\t\t\t\t 2567 \t -13850\n", + "GCD(39203, 7266) = 1, with coefficients 2567 and -13850 such that 1 = (2567)*39203 + (-13850)*7266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7267 \t 5 \t 2868 \t 1 \t 0\n", + "1 \t 7267 \t 2868 \t 2 \t 1531 \t 0 \t 1\n", + "2 \t 2868 \t 1531 \t 1 \t 1337 \t 1 \t -5\n", + "3 \t 1531 \t 1337 \t 1 \t 194 \t -2 \t 11\n", + "4 \t 1337 \t 194 \t 6 \t 173 \t 3 \t -16\n", + "5 \t 194 \t 173 \t 1 \t 21 \t -5 \t 27\n", + "6 \t 173 \t 21 \t 8 \t 5 \t 33 \t -178\n", + "7 \t 21 \t 5 \t 4 \t 1 \t -38 \t 205\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 337 \t -1818\n", + "\t\t\t\t\t -1386 \t 7477\n", + "GCD(39203, 7267) = 1, with coefficients -1386 and 7477 such that 1 = (-1386)*39203 + (7477)*7267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7268 \t 5 \t 2863 \t 1 \t 0\n", + "1 \t 7268 \t 2863 \t 2 \t 1542 \t 0 \t 1\n", + "2 \t 2863 \t 1542 \t 1 \t 1321 \t 1 \t -5\n", + "3 \t 1542 \t 1321 \t 1 \t 221 \t -2 \t 11\n", + "4 \t 1321 \t 221 \t 5 \t 216 \t 3 \t -16\n", + "5 \t 221 \t 216 \t 1 \t 5 \t -5 \t 27\n", + "6 \t 216 \t 5 \t 43 \t 1 \t 28 \t -151\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -33 \t 178\n", + "\t\t\t\t\t 1447 \t -7805\n", + "GCD(39203, 7268) = 1, with coefficients 1447 and -7805 such that 1 = (1447)*39203 + (-7805)*7268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7269 \t 5 \t 2858 \t 1 \t 0\n", + "1 \t 7269 \t 2858 \t 2 \t 1553 \t 0 \t 1\n", + "2 \t 2858 \t 1553 \t 1 \t 1305 \t 1 \t -5\n", + "3 \t 1553 \t 1305 \t 1 \t 248 \t -2 \t 11\n", + "4 \t 1305 \t 248 \t 5 \t 65 \t 3 \t -16\n", + "5 \t 248 \t 65 \t 3 \t 53 \t -5 \t 27\n", + "6 \t 65 \t 53 \t 1 \t 12 \t 28 \t -151\n", + "7 \t 53 \t 12 \t 4 \t 5 \t -89 \t 480\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 117 \t -631\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -557 \t 3004\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1231 \t -6639\n", + "\t\t\t\t\t -3019 \t 16282\n", + "GCD(39203, 7269) = 1, with coefficients -3019 and 16282 such that 1 = (-3019)*39203 + (16282)*7269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7270 \t 5 \t 2853 \t 1 \t 0\n", + "1 \t 7270 \t 2853 \t 2 \t 1564 \t 0 \t 1\n", + "2 \t 2853 \t 1564 \t 1 \t 1289 \t 1 \t -5\n", + "3 \t 1564 \t 1289 \t 1 \t 275 \t -2 \t 11\n", + "4 \t 1289 \t 275 \t 4 \t 189 \t 3 \t -16\n", + "5 \t 275 \t 189 \t 1 \t 86 \t -5 \t 27\n", + "6 \t 189 \t 86 \t 2 \t 17 \t 23 \t -124\n", + "7 \t 86 \t 17 \t 5 \t 1 \t -28 \t 151\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 79 \t -426\n", + "\t\t\t\t\t -423 \t 2281\n", + "GCD(39203, 7270) = 1, with coefficients -423 and 2281 such that 1 = (-423)*39203 + (2281)*7270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7271 \t 5 \t 2848 \t 1 \t 0\n", + "1 \t 7271 \t 2848 \t 2 \t 1575 \t 0 \t 1\n", + "2 \t 2848 \t 1575 \t 1 \t 1273 \t 1 \t -5\n", + "3 \t 1575 \t 1273 \t 1 \t 302 \t -2 \t 11\n", + "4 \t 1273 \t 302 \t 4 \t 65 \t 3 \t -16\n", + "5 \t 302 \t 65 \t 4 \t 42 \t -5 \t 27\n", + "6 \t 65 \t 42 \t 1 \t 23 \t 23 \t -124\n", + "7 \t 42 \t 23 \t 1 \t 19 \t -97 \t 523\n", + "8 \t 23 \t 19 \t 1 \t 4 \t 120 \t -647\n", + "9 \t 19 \t 4 \t 4 \t 3 \t -217 \t 1170\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 337 \t -1817\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1565 \t 8438\n", + "\t\t\t\t\t 1902 \t -10255\n", + "GCD(39203, 7271) = 1, with coefficients 1902 and -10255 such that 1 = (1902)*39203 + (-10255)*7271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7272 \t 5 \t 2843 \t 1 \t 0\n", + "1 \t 7272 \t 2843 \t 2 \t 1586 \t 0 \t 1\n", + "2 \t 2843 \t 1586 \t 1 \t 1257 \t 1 \t -5\n", + "3 \t 1586 \t 1257 \t 1 \t 329 \t -2 \t 11\n", + "4 \t 1257 \t 329 \t 3 \t 270 \t 3 \t -16\n", + "5 \t 329 \t 270 \t 1 \t 59 \t -5 \t 27\n", + "6 \t 270 \t 59 \t 4 \t 34 \t 18 \t -97\n", + "7 \t 59 \t 34 \t 1 \t 25 \t -23 \t 124\n", + "8 \t 34 \t 25 \t 1 \t 9 \t 110 \t -593\n", + "9 \t 25 \t 9 \t 2 \t 7 \t -133 \t 717\n", + "10 \t 9 \t 7 \t 1 \t 2 \t 243 \t -1310\n", + "11 \t 7 \t 2 \t 3 \t 1 \t -619 \t 3337\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 862 \t -4647\n", + "\t\t\t\t\t -3205 \t 17278\n", + "GCD(39203, 7272) = 1, with coefficients -3205 and 17278 such that 1 = (-3205)*39203 + (17278)*7272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7273 \t 5 \t 2838 \t 1 \t 0\n", + "1 \t 7273 \t 2838 \t 2 \t 1597 \t 0 \t 1\n", + "2 \t 2838 \t 1597 \t 1 \t 1241 \t 1 \t -5\n", + "3 \t 1597 \t 1241 \t 1 \t 356 \t -2 \t 11\n", + "4 \t 1241 \t 356 \t 3 \t 173 \t 3 \t -16\n", + "5 \t 356 \t 173 \t 2 \t 10 \t -5 \t 27\n", + "6 \t 173 \t 10 \t 17 \t 3 \t 18 \t -97\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -41 \t 221\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 715 \t -3854\n", + "\t\t\t\t\t -2186 \t 11783\n", + "GCD(39203, 7273) = 1, with coefficients -2186 and 11783 such that 1 = (-2186)*39203 + (11783)*7273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7274 \t 5 \t 2833 \t 1 \t 0\n", + "1 \t 7274 \t 2833 \t 2 \t 1608 \t 0 \t 1\n", + "2 \t 2833 \t 1608 \t 1 \t 1225 \t 1 \t -5\n", + "3 \t 1608 \t 1225 \t 1 \t 383 \t -2 \t 11\n", + "4 \t 1225 \t 383 \t 3 \t 76 \t 3 \t -16\n", + "5 \t 383 \t 76 \t 5 \t 3 \t -5 \t 27\n", + "6 \t 76 \t 3 \t 25 \t 1 \t 18 \t -97\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -95 \t 512\n", + "\t\t\t\t\t 2393 \t -12897\n", + "GCD(39203, 7274) = 1, with coefficients 2393 and -12897 such that 1 = (2393)*39203 + (-12897)*7274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7275 \t 5 \t 2828 \t 1 \t 0\n", + "1 \t 7275 \t 2828 \t 2 \t 1619 \t 0 \t 1\n", + "2 \t 2828 \t 1619 \t 1 \t 1209 \t 1 \t -5\n", + "3 \t 1619 \t 1209 \t 1 \t 410 \t -2 \t 11\n", + "4 \t 1209 \t 410 \t 2 \t 389 \t 3 \t -16\n", + "5 \t 410 \t 389 \t 1 \t 21 \t -5 \t 27\n", + "6 \t 389 \t 21 \t 18 \t 11 \t 13 \t -70\n", + "7 \t 21 \t 11 \t 1 \t 10 \t -18 \t 97\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 337 \t -1816\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -355 \t 1913\n", + "\t\t\t\t\t 692 \t -3729\n", + "GCD(39203, 7275) = 1, with coefficients 692 and -3729 such that 1 = (692)*39203 + (-3729)*7275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7276 \t 5 \t 2823 \t 1 \t 0\n", + "1 \t 7276 \t 2823 \t 2 \t 1630 \t 0 \t 1\n", + "2 \t 2823 \t 1630 \t 1 \t 1193 \t 1 \t -5\n", + "3 \t 1630 \t 1193 \t 1 \t 437 \t -2 \t 11\n", + "4 \t 1193 \t 437 \t 2 \t 319 \t 3 \t -16\n", + "5 \t 437 \t 319 \t 1 \t 118 \t -5 \t 27\n", + "6 \t 319 \t 118 \t 2 \t 83 \t 13 \t -70\n", + "7 \t 118 \t 83 \t 1 \t 35 \t -18 \t 97\n", + "8 \t 83 \t 35 \t 2 \t 13 \t 49 \t -264\n", + "9 \t 35 \t 13 \t 2 \t 9 \t -67 \t 361\n", + "10 \t 13 \t 9 \t 1 \t 4 \t 183 \t -986\n", + "11 \t 9 \t 4 \t 2 \t 1 \t -433 \t 2333\n", + "12 \t 4 \t 1 \t 4 \t 0 \t 616 \t -3319\n", + "\t\t\t\t\t -1665 \t 8971\n", + "GCD(39203, 7276) = 1, with coefficients -1665 and 8971 such that 1 = (-1665)*39203 + (8971)*7276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7277 \t 5 \t 2818 \t 1 \t 0\n", + "1 \t 7277 \t 2818 \t 2 \t 1641 \t 0 \t 1\n", + "2 \t 2818 \t 1641 \t 1 \t 1177 \t 1 \t -5\n", + "3 \t 1641 \t 1177 \t 1 \t 464 \t -2 \t 11\n", + "4 \t 1177 \t 464 \t 2 \t 249 \t 3 \t -16\n", + "5 \t 464 \t 249 \t 1 \t 215 \t -5 \t 27\n", + "6 \t 249 \t 215 \t 1 \t 34 \t 13 \t -70\n", + "7 \t 215 \t 34 \t 6 \t 11 \t -18 \t 97\n", + "8 \t 34 \t 11 \t 3 \t 1 \t 31 \t -167\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -204 \t 1099\n", + "\t\t\t\t\t 643 \t -3464\n", + "GCD(39203, 7277) = 1, with coefficients 643 and -3464 such that 1 = (643)*39203 + (-3464)*7277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7278 \t 5 \t 2813 \t 1 \t 0\n", + "1 \t 7278 \t 2813 \t 2 \t 1652 \t 0 \t 1\n", + "2 \t 2813 \t 1652 \t 1 \t 1161 \t 1 \t -5\n", + "3 \t 1652 \t 1161 \t 1 \t 491 \t -2 \t 11\n", + "4 \t 1161 \t 491 \t 2 \t 179 \t 3 \t -16\n", + "5 \t 491 \t 179 \t 2 \t 133 \t -5 \t 27\n", + "6 \t 179 \t 133 \t 1 \t 46 \t 13 \t -70\n", + "7 \t 133 \t 46 \t 2 \t 41 \t -31 \t 167\n", + "8 \t 46 \t 41 \t 1 \t 5 \t 44 \t -237\n", + "9 \t 41 \t 5 \t 8 \t 1 \t -119 \t 641\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 163 \t -878\n", + "\t\t\t\t\t -1423 \t 7665\n", + "GCD(39203, 7278) = 1, with coefficients -1423 and 7665 such that 1 = (-1423)*39203 + (7665)*7278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7279 \t 5 \t 2808 \t 1 \t 0\n", + "1 \t 7279 \t 2808 \t 2 \t 1663 \t 0 \t 1\n", + "2 \t 2808 \t 1663 \t 1 \t 1145 \t 1 \t -5\n", + "3 \t 1663 \t 1145 \t 1 \t 518 \t -2 \t 11\n", + "4 \t 1145 \t 518 \t 2 \t 109 \t 3 \t -16\n", + "5 \t 518 \t 109 \t 4 \t 82 \t -5 \t 27\n", + "6 \t 109 \t 82 \t 1 \t 27 \t 13 \t -70\n", + "7 \t 82 \t 27 \t 3 \t 1 \t -57 \t 307\n", + "8 \t 27 \t 1 \t 27 \t 0 \t 70 \t -377\n", + "\t\t\t\t\t -267 \t 1438\n", + "GCD(39203, 7279) = 1, with coefficients -267 and 1438 such that 1 = (-267)*39203 + (1438)*7279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7280 \t 5 \t 2803 \t 1 \t 0\n", + "1 \t 7280 \t 2803 \t 2 \t 1674 \t 0 \t 1\n", + "2 \t 2803 \t 1674 \t 1 \t 1129 \t 1 \t -5\n", + "3 \t 1674 \t 1129 \t 1 \t 545 \t -2 \t 11\n", + "4 \t 1129 \t 545 \t 2 \t 39 \t 3 \t -16\n", + "5 \t 545 \t 39 \t 13 \t 38 \t -5 \t 27\n", + "6 \t 39 \t 38 \t 1 \t 1 \t 13 \t -70\n", + "7 \t 38 \t 1 \t 38 \t 0 \t -174 \t 937\n", + "\t\t\t\t\t 187 \t -1007\n", + "GCD(39203, 7280) = 1, with coefficients 187 and -1007 such that 1 = (187)*39203 + (-1007)*7280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7281 \t 5 \t 2798 \t 1 \t 0\n", + "1 \t 7281 \t 2798 \t 2 \t 1685 \t 0 \t 1\n", + "2 \t 2798 \t 1685 \t 1 \t 1113 \t 1 \t -5\n", + "3 \t 1685 \t 1113 \t 1 \t 572 \t -2 \t 11\n", + "4 \t 1113 \t 572 \t 1 \t 541 \t 3 \t -16\n", + "5 \t 572 \t 541 \t 1 \t 31 \t -5 \t 27\n", + "6 \t 541 \t 31 \t 17 \t 14 \t 8 \t -43\n", + "7 \t 31 \t 14 \t 2 \t 3 \t -13 \t 70\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 229 \t -1233\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -471 \t 2536\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2113 \t -11377\n", + "\t\t\t\t\t -2584 \t 13913\n", + "GCD(39203, 7281) = 1, with coefficients -2584 and 13913 such that 1 = (-2584)*39203 + (13913)*7281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7282 \t 5 \t 2793 \t 1 \t 0\n", + "1 \t 7282 \t 2793 \t 2 \t 1696 \t 0 \t 1\n", + "2 \t 2793 \t 1696 \t 1 \t 1097 \t 1 \t -5\n", + "3 \t 1696 \t 1097 \t 1 \t 599 \t -2 \t 11\n", + "4 \t 1097 \t 599 \t 1 \t 498 \t 3 \t -16\n", + "5 \t 599 \t 498 \t 1 \t 101 \t -5 \t 27\n", + "6 \t 498 \t 101 \t 4 \t 94 \t 8 \t -43\n", + "7 \t 101 \t 94 \t 1 \t 7 \t -13 \t 70\n", + "8 \t 94 \t 7 \t 13 \t 3 \t 60 \t -323\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -73 \t 393\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1009 \t -5432\n", + "\t\t\t\t\t -2091 \t 11257\n", + "GCD(39203, 7282) = 1, with coefficients -2091 and 11257 such that 1 = (-2091)*39203 + (11257)*7282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7283 \t 5 \t 2788 \t 1 \t 0\n", + "1 \t 7283 \t 2788 \t 2 \t 1707 \t 0 \t 1\n", + "2 \t 2788 \t 1707 \t 1 \t 1081 \t 1 \t -5\n", + "3 \t 1707 \t 1081 \t 1 \t 626 \t -2 \t 11\n", + "4 \t 1081 \t 626 \t 1 \t 455 \t 3 \t -16\n", + "5 \t 626 \t 455 \t 1 \t 171 \t -5 \t 27\n", + "6 \t 455 \t 171 \t 2 \t 113 \t 8 \t -43\n", + "7 \t 171 \t 113 \t 1 \t 58 \t -13 \t 70\n", + "8 \t 113 \t 58 \t 1 \t 55 \t 34 \t -183\n", + "9 \t 58 \t 55 \t 1 \t 3 \t -47 \t 253\n", + "10 \t 55 \t 3 \t 18 \t 1 \t 81 \t -436\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -128 \t 689\n", + "\t\t\t\t\t 2385 \t -12838\n", + "GCD(39203, 7283) = 1, with coefficients 2385 and -12838 such that 1 = (2385)*39203 + (-12838)*7283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7284 \t 5 \t 2783 \t 1 \t 0\n", + "1 \t 7284 \t 2783 \t 2 \t 1718 \t 0 \t 1\n", + "2 \t 2783 \t 1718 \t 1 \t 1065 \t 1 \t -5\n", + "3 \t 1718 \t 1065 \t 1 \t 653 \t -2 \t 11\n", + "4 \t 1065 \t 653 \t 1 \t 412 \t 3 \t -16\n", + "5 \t 653 \t 412 \t 1 \t 241 \t -5 \t 27\n", + "6 \t 412 \t 241 \t 1 \t 171 \t 8 \t -43\n", + "7 \t 241 \t 171 \t 1 \t 70 \t -13 \t 70\n", + "8 \t 171 \t 70 \t 2 \t 31 \t 21 \t -113\n", + "9 \t 70 \t 31 \t 2 \t 8 \t -34 \t 183\n", + "10 \t 31 \t 8 \t 3 \t 7 \t 89 \t -479\n", + "11 \t 8 \t 7 \t 1 \t 1 \t -212 \t 1141\n", + "12 \t 7 \t 1 \t 7 \t 0 \t 725 \t -3902\n", + "\t\t\t\t\t -937 \t 5043\n", + "GCD(39203, 7284) = 1, with coefficients -937 and 5043 such that 1 = (-937)*39203 + (5043)*7284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7285 \t 5 \t 2778 \t 1 \t 0\n", + "1 \t 7285 \t 2778 \t 2 \t 1729 \t 0 \t 1\n", + "2 \t 2778 \t 1729 \t 1 \t 1049 \t 1 \t -5\n", + "3 \t 1729 \t 1049 \t 1 \t 680 \t -2 \t 11\n", + "4 \t 1049 \t 680 \t 1 \t 369 \t 3 \t -16\n", + "5 \t 680 \t 369 \t 1 \t 311 \t -5 \t 27\n", + "6 \t 369 \t 311 \t 1 \t 58 \t 8 \t -43\n", + "7 \t 311 \t 58 \t 5 \t 21 \t -13 \t 70\n", + "8 \t 58 \t 21 \t 2 \t 16 \t 21 \t -113\n", + "9 \t 21 \t 16 \t 1 \t 5 \t -118 \t 635\n", + "10 \t 16 \t 5 \t 3 \t 1 \t 257 \t -1383\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -375 \t 2018\n", + "\t\t\t\t\t 1382 \t -7437\n", + "GCD(39203, 7285) = 1, with coefficients 1382 and -7437 such that 1 = (1382)*39203 + (-7437)*7285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7286 \t 5 \t 2773 \t 1 \t 0\n", + "1 \t 7286 \t 2773 \t 2 \t 1740 \t 0 \t 1\n", + "2 \t 2773 \t 1740 \t 1 \t 1033 \t 1 \t -5\n", + "3 \t 1740 \t 1033 \t 1 \t 707 \t -2 \t 11\n", + "4 \t 1033 \t 707 \t 1 \t 326 \t 3 \t -16\n", + "5 \t 707 \t 326 \t 2 \t 55 \t -5 \t 27\n", + "6 \t 326 \t 55 \t 5 \t 51 \t 8 \t -43\n", + "7 \t 55 \t 51 \t 1 \t 4 \t -21 \t 113\n", + "8 \t 51 \t 4 \t 12 \t 3 \t 113 \t -608\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -134 \t 721\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1721 \t -9260\n", + "\t\t\t\t\t -1855 \t 9981\n", + "GCD(39203, 7286) = 1, with coefficients -1855 and 9981 such that 1 = (-1855)*39203 + (9981)*7286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7287 \t 5 \t 2768 \t 1 \t 0\n", + "1 \t 7287 \t 2768 \t 2 \t 1751 \t 0 \t 1\n", + "2 \t 2768 \t 1751 \t 1 \t 1017 \t 1 \t -5\n", + "3 \t 1751 \t 1017 \t 1 \t 734 \t -2 \t 11\n", + "4 \t 1017 \t 734 \t 1 \t 283 \t 3 \t -16\n", + "5 \t 734 \t 283 \t 2 \t 168 \t -5 \t 27\n", + "6 \t 283 \t 168 \t 1 \t 115 \t 8 \t -43\n", + "7 \t 168 \t 115 \t 1 \t 53 \t -21 \t 113\n", + "8 \t 115 \t 53 \t 2 \t 9 \t 29 \t -156\n", + "9 \t 53 \t 9 \t 5 \t 8 \t -50 \t 269\n", + "10 \t 9 \t 8 \t 1 \t 1 \t 129 \t -694\n", + "11 \t 8 \t 1 \t 8 \t 0 \t -695 \t 3739\n", + "\t\t\t\t\t 824 \t -4433\n", + "GCD(39203, 7287) = 1, with coefficients 824 and -4433 such that 1 = (824)*39203 + (-4433)*7287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7288 \t 5 \t 2763 \t 1 \t 0\n", + "1 \t 7288 \t 2763 \t 2 \t 1762 \t 0 \t 1\n", + "2 \t 2763 \t 1762 \t 1 \t 1001 \t 1 \t -5\n", + "3 \t 1762 \t 1001 \t 1 \t 761 \t -2 \t 11\n", + "4 \t 1001 \t 761 \t 1 \t 240 \t 3 \t -16\n", + "5 \t 761 \t 240 \t 3 \t 41 \t -5 \t 27\n", + "6 \t 240 \t 41 \t 5 \t 35 \t 8 \t -43\n", + "7 \t 41 \t 35 \t 1 \t 6 \t -29 \t 156\n", + "8 \t 35 \t 6 \t 5 \t 5 \t 153 \t -823\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -182 \t 979\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1063 \t -5718\n", + "\t\t\t\t\t -1245 \t 6697\n", + "GCD(39203, 7288) = 1, with coefficients -1245 and 6697 such that 1 = (-1245)*39203 + (6697)*7288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7289 \t 5 \t 2758 \t 1 \t 0\n", + "1 \t 7289 \t 2758 \t 2 \t 1773 \t 0 \t 1\n", + "2 \t 2758 \t 1773 \t 1 \t 985 \t 1 \t -5\n", + "3 \t 1773 \t 985 \t 1 \t 788 \t -2 \t 11\n", + "4 \t 985 \t 788 \t 1 \t 197 \t 3 \t -16\n", + "5 \t 788 \t 197 \t 4 \t 0 \t -5 \t 27\n", + "\t\t\t\t\t 8 \t -43\n", + "GCD(39203, 7289) = 197, with coefficients 8 and -43 such that 197 = (8)*39203 + (-43)*7289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7290 \t 5 \t 2753 \t 1 \t 0\n", + "1 \t 7290 \t 2753 \t 2 \t 1784 \t 0 \t 1\n", + "2 \t 2753 \t 1784 \t 1 \t 969 \t 1 \t -5\n", + "3 \t 1784 \t 969 \t 1 \t 815 \t -2 \t 11\n", + "4 \t 969 \t 815 \t 1 \t 154 \t 3 \t -16\n", + "5 \t 815 \t 154 \t 5 \t 45 \t -5 \t 27\n", + "6 \t 154 \t 45 \t 3 \t 19 \t 8 \t -43\n", + "7 \t 45 \t 19 \t 2 \t 7 \t -45 \t 242\n", + "8 \t 19 \t 7 \t 2 \t 5 \t 143 \t -769\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -331 \t 1780\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 805 \t -4329\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1136 \t 6109\n", + "\t\t\t\t\t 3077 \t -16547\n", + "GCD(39203, 7290) = 1, with coefficients 3077 and -16547 such that 1 = (3077)*39203 + (-16547)*7290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7291 \t 5 \t 2748 \t 1 \t 0\n", + "1 \t 7291 \t 2748 \t 2 \t 1795 \t 0 \t 1\n", + "2 \t 2748 \t 1795 \t 1 \t 953 \t 1 \t -5\n", + "3 \t 1795 \t 953 \t 1 \t 842 \t -2 \t 11\n", + "4 \t 953 \t 842 \t 1 \t 111 \t 3 \t -16\n", + "5 \t 842 \t 111 \t 7 \t 65 \t -5 \t 27\n", + "6 \t 111 \t 65 \t 1 \t 46 \t 8 \t -43\n", + "7 \t 65 \t 46 \t 1 \t 19 \t -61 \t 328\n", + "8 \t 46 \t 19 \t 2 \t 8 \t 69 \t -371\n", + "9 \t 19 \t 8 \t 2 \t 3 \t -130 \t 699\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 329 \t -1769\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -788 \t 4237\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1905 \t -10243\n", + "\t\t\t\t\t -2693 \t 14480\n", + "GCD(39203, 7291) = 1, with coefficients -2693 and 14480 such that 1 = (-2693)*39203 + (14480)*7291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7292 \t 5 \t 2743 \t 1 \t 0\n", + "1 \t 7292 \t 2743 \t 2 \t 1806 \t 0 \t 1\n", + "2 \t 2743 \t 1806 \t 1 \t 937 \t 1 \t -5\n", + "3 \t 1806 \t 937 \t 1 \t 869 \t -2 \t 11\n", + "4 \t 937 \t 869 \t 1 \t 68 \t 3 \t -16\n", + "5 \t 869 \t 68 \t 12 \t 53 \t -5 \t 27\n", + "6 \t 68 \t 53 \t 1 \t 15 \t 8 \t -43\n", + "7 \t 53 \t 15 \t 3 \t 8 \t -101 \t 543\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 109 \t -586\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -428 \t 2301\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 537 \t -2887\n", + "\t\t\t\t\t -965 \t 5188\n", + "GCD(39203, 7292) = 1, with coefficients -965 and 5188 such that 1 = (-965)*39203 + (5188)*7292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7293 \t 5 \t 2738 \t 1 \t 0\n", + "1 \t 7293 \t 2738 \t 2 \t 1817 \t 0 \t 1\n", + "2 \t 2738 \t 1817 \t 1 \t 921 \t 1 \t -5\n", + "3 \t 1817 \t 921 \t 1 \t 896 \t -2 \t 11\n", + "4 \t 921 \t 896 \t 1 \t 25 \t 3 \t -16\n", + "5 \t 896 \t 25 \t 35 \t 21 \t -5 \t 27\n", + "6 \t 25 \t 21 \t 1 \t 4 \t 8 \t -43\n", + "7 \t 21 \t 4 \t 5 \t 1 \t -285 \t 1532\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 293 \t -1575\n", + "\t\t\t\t\t -1750 \t 9407\n", + "GCD(39203, 7293) = 1, with coefficients -1750 and 9407 such that 1 = (-1750)*39203 + (9407)*7293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7294 \t 5 \t 2733 \t 1 \t 0\n", + "1 \t 7294 \t 2733 \t 2 \t 1828 \t 0 \t 1\n", + "2 \t 2733 \t 1828 \t 1 \t 905 \t 1 \t -5\n", + "3 \t 1828 \t 905 \t 2 \t 18 \t -2 \t 11\n", + "4 \t 905 \t 18 \t 50 \t 5 \t 3 \t -16\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -8 \t 43\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 403 \t -2166\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1217 \t 6541\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1620 \t -8707\n", + "\t\t\t\t\t -2837 \t 15248\n", + "GCD(39203, 7294) = 1, with coefficients -2837 and 15248 such that 1 = (-2837)*39203 + (15248)*7294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7295 \t 5 \t 2728 \t 1 \t 0\n", + "1 \t 7295 \t 2728 \t 2 \t 1839 \t 0 \t 1\n", + "2 \t 2728 \t 1839 \t 1 \t 889 \t 1 \t -5\n", + "3 \t 1839 \t 889 \t 2 \t 61 \t -2 \t 11\n", + "4 \t 889 \t 61 \t 14 \t 35 \t 3 \t -16\n", + "5 \t 61 \t 35 \t 1 \t 26 \t -8 \t 43\n", + "6 \t 35 \t 26 \t 1 \t 9 \t 115 \t -618\n", + "7 \t 26 \t 9 \t 2 \t 8 \t -123 \t 661\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 238 \t -1279\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -599 \t 3219\n", + "\t\t\t\t\t 837 \t -4498\n", + "GCD(39203, 7295) = 1, with coefficients 837 and -4498 such that 1 = (837)*39203 + (-4498)*7295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7296 \t 5 \t 2723 \t 1 \t 0\n", + "1 \t 7296 \t 2723 \t 2 \t 1850 \t 0 \t 1\n", + "2 \t 2723 \t 1850 \t 1 \t 873 \t 1 \t -5\n", + "3 \t 1850 \t 873 \t 2 \t 104 \t -2 \t 11\n", + "4 \t 873 \t 104 \t 8 \t 41 \t 3 \t -16\n", + "5 \t 104 \t 41 \t 2 \t 22 \t -8 \t 43\n", + "6 \t 41 \t 22 \t 1 \t 19 \t 67 \t -360\n", + "7 \t 22 \t 19 \t 1 \t 3 \t -142 \t 763\n", + "8 \t 19 \t 3 \t 6 \t 1 \t 209 \t -1123\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -351 \t 1886\n", + "\t\t\t\t\t 2315 \t -12439\n", + "GCD(39203, 7296) = 1, with coefficients 2315 and -12439 such that 1 = (2315)*39203 + (-12439)*7296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7297 \t 5 \t 2718 \t 1 \t 0\n", + "1 \t 7297 \t 2718 \t 2 \t 1861 \t 0 \t 1\n", + "2 \t 2718 \t 1861 \t 1 \t 857 \t 1 \t -5\n", + "3 \t 1861 \t 857 \t 2 \t 147 \t -2 \t 11\n", + "4 \t 857 \t 147 \t 5 \t 122 \t 3 \t -16\n", + "5 \t 147 \t 122 \t 1 \t 25 \t -8 \t 43\n", + "6 \t 122 \t 25 \t 4 \t 22 \t 43 \t -231\n", + "7 \t 25 \t 22 \t 1 \t 3 \t -51 \t 274\n", + "8 \t 22 \t 3 \t 7 \t 1 \t 247 \t -1327\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -298 \t 1601\n", + "\t\t\t\t\t 2333 \t -12534\n", + "GCD(39203, 7297) = 1, with coefficients 2333 and -12534 such that 1 = (2333)*39203 + (-12534)*7297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7298 \t 5 \t 2713 \t 1 \t 0\n", + "1 \t 7298 \t 2713 \t 2 \t 1872 \t 0 \t 1\n", + "2 \t 2713 \t 1872 \t 1 \t 841 \t 1 \t -5\n", + "3 \t 1872 \t 841 \t 2 \t 190 \t -2 \t 11\n", + "4 \t 841 \t 190 \t 4 \t 81 \t 3 \t -16\n", + "5 \t 190 \t 81 \t 2 \t 28 \t -8 \t 43\n", + "6 \t 81 \t 28 \t 2 \t 25 \t 35 \t -188\n", + "7 \t 28 \t 25 \t 1 \t 3 \t -78 \t 419\n", + "8 \t 25 \t 3 \t 8 \t 1 \t 191 \t -1026\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -269 \t 1445\n", + "\t\t\t\t\t 2343 \t -12586\n", + "GCD(39203, 7298) = 1, with coefficients 2343 and -12586 such that 1 = (2343)*39203 + (-12586)*7298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7299 \t 5 \t 2708 \t 1 \t 0\n", + "1 \t 7299 \t 2708 \t 2 \t 1883 \t 0 \t 1\n", + "2 \t 2708 \t 1883 \t 1 \t 825 \t 1 \t -5\n", + "3 \t 1883 \t 825 \t 2 \t 233 \t -2 \t 11\n", + "4 \t 825 \t 233 \t 3 \t 126 \t 3 \t -16\n", + "5 \t 233 \t 126 \t 1 \t 107 \t -8 \t 43\n", + "6 \t 126 \t 107 \t 1 \t 19 \t 27 \t -145\n", + "7 \t 107 \t 19 \t 5 \t 12 \t -35 \t 188\n", + "8 \t 19 \t 12 \t 1 \t 7 \t 62 \t -333\n", + "9 \t 12 \t 7 \t 1 \t 5 \t -345 \t 1853\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 407 \t -2186\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -752 \t 4039\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1159 \t -6225\n", + "\t\t\t\t\t -3070 \t 16489\n", + "GCD(39203, 7299) = 1, with coefficients -3070 and 16489 such that 1 = (-3070)*39203 + (16489)*7299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7300 \t 5 \t 2703 \t 1 \t 0\n", + "1 \t 7300 \t 2703 \t 2 \t 1894 \t 0 \t 1\n", + "2 \t 2703 \t 1894 \t 1 \t 809 \t 1 \t -5\n", + "3 \t 1894 \t 809 \t 2 \t 276 \t -2 \t 11\n", + "4 \t 809 \t 276 \t 2 \t 257 \t 3 \t -16\n", + "5 \t 276 \t 257 \t 1 \t 19 \t -8 \t 43\n", + "6 \t 257 \t 19 \t 13 \t 10 \t 19 \t -102\n", + "7 \t 19 \t 10 \t 1 \t 9 \t -27 \t 145\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 370 \t -1987\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -397 \t 2132\n", + "\t\t\t\t\t 767 \t -4119\n", + "GCD(39203, 7300) = 1, with coefficients 767 and -4119 such that 1 = (767)*39203 + (-4119)*7300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7301 \t 5 \t 2698 \t 1 \t 0\n", + "1 \t 7301 \t 2698 \t 2 \t 1905 \t 0 \t 1\n", + "2 \t 2698 \t 1905 \t 1 \t 793 \t 1 \t -5\n", + "3 \t 1905 \t 793 \t 2 \t 319 \t -2 \t 11\n", + "4 \t 793 \t 319 \t 2 \t 155 \t 3 \t -16\n", + "5 \t 319 \t 155 \t 2 \t 9 \t -8 \t 43\n", + "6 \t 155 \t 9 \t 17 \t 2 \t 19 \t -102\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -46 \t 247\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 801 \t -4301\n", + "\t\t\t\t\t -3250 \t 17451\n", + "GCD(39203, 7301) = 1, with coefficients -3250 and 17451 such that 1 = (-3250)*39203 + (17451)*7301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7302 \t 5 \t 2693 \t 1 \t 0\n", + "1 \t 7302 \t 2693 \t 2 \t 1916 \t 0 \t 1\n", + "2 \t 2693 \t 1916 \t 1 \t 777 \t 1 \t -5\n", + "3 \t 1916 \t 777 \t 2 \t 362 \t -2 \t 11\n", + "4 \t 777 \t 362 \t 2 \t 53 \t 3 \t -16\n", + "5 \t 362 \t 53 \t 6 \t 44 \t -8 \t 43\n", + "6 \t 53 \t 44 \t 1 \t 9 \t 19 \t -102\n", + "7 \t 44 \t 9 \t 4 \t 8 \t -122 \t 655\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 141 \t -757\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -686 \t 3683\n", + "\t\t\t\t\t 827 \t -4440\n", + "GCD(39203, 7302) = 1, with coefficients 827 and -4440 such that 1 = (827)*39203 + (-4440)*7302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7303 \t 5 \t 2688 \t 1 \t 0\n", + "1 \t 7303 \t 2688 \t 2 \t 1927 \t 0 \t 1\n", + "2 \t 2688 \t 1927 \t 1 \t 761 \t 1 \t -5\n", + "3 \t 1927 \t 761 \t 2 \t 405 \t -2 \t 11\n", + "4 \t 761 \t 405 \t 1 \t 356 \t 3 \t -16\n", + "5 \t 405 \t 356 \t 1 \t 49 \t -8 \t 43\n", + "6 \t 356 \t 49 \t 7 \t 13 \t 11 \t -59\n", + "7 \t 49 \t 13 \t 3 \t 10 \t -19 \t 102\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 144 \t -773\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -451 \t 2421\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 595 \t -3194\n", + "\t\t\t\t\t -2236 \t 12003\n", + "GCD(39203, 7303) = 1, with coefficients -2236 and 12003 such that 1 = (-2236)*39203 + (12003)*7303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7304 \t 5 \t 2683 \t 1 \t 0\n", + "1 \t 7304 \t 2683 \t 2 \t 1938 \t 0 \t 1\n", + "2 \t 2683 \t 1938 \t 1 \t 745 \t 1 \t -5\n", + "3 \t 1938 \t 745 \t 2 \t 448 \t -2 \t 11\n", + "4 \t 745 \t 448 \t 1 \t 297 \t 3 \t -16\n", + "5 \t 448 \t 297 \t 1 \t 151 \t -8 \t 43\n", + "6 \t 297 \t 151 \t 1 \t 146 \t 11 \t -59\n", + "7 \t 151 \t 146 \t 1 \t 5 \t -19 \t 102\n", + "8 \t 146 \t 5 \t 29 \t 1 \t 30 \t -161\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -49 \t 263\n", + "\t\t\t\t\t 1451 \t -7788\n", + "GCD(39203, 7304) = 1, with coefficients 1451 and -7788 such that 1 = (1451)*39203 + (-7788)*7304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7305 \t 5 \t 2678 \t 1 \t 0\n", + "1 \t 7305 \t 2678 \t 2 \t 1949 \t 0 \t 1\n", + "2 \t 2678 \t 1949 \t 1 \t 729 \t 1 \t -5\n", + "3 \t 1949 \t 729 \t 2 \t 491 \t -2 \t 11\n", + "4 \t 729 \t 491 \t 1 \t 238 \t 3 \t -16\n", + "5 \t 491 \t 238 \t 2 \t 15 \t -8 \t 43\n", + "6 \t 238 \t 15 \t 15 \t 13 \t 11 \t -59\n", + "7 \t 15 \t 13 \t 1 \t 2 \t -30 \t 161\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 461 \t -2474\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -491 \t 2635\n", + "\t\t\t\t\t 3407 \t -18284\n", + "GCD(39203, 7305) = 1, with coefficients 3407 and -18284 such that 1 = (3407)*39203 + (-18284)*7305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7306 \t 5 \t 2673 \t 1 \t 0\n", + "1 \t 7306 \t 2673 \t 2 \t 1960 \t 0 \t 1\n", + "2 \t 2673 \t 1960 \t 1 \t 713 \t 1 \t -5\n", + "3 \t 1960 \t 713 \t 2 \t 534 \t -2 \t 11\n", + "4 \t 713 \t 534 \t 1 \t 179 \t 3 \t -16\n", + "5 \t 534 \t 179 \t 2 \t 176 \t -8 \t 43\n", + "6 \t 179 \t 176 \t 1 \t 3 \t 11 \t -59\n", + "7 \t 176 \t 3 \t 58 \t 2 \t -30 \t 161\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 41 \t -220\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2408 \t 12921\n", + "\t\t\t\t\t 2449 \t -13141\n", + "GCD(39203, 7306) = 1, with coefficients 2449 and -13141 such that 1 = (2449)*39203 + (-13141)*7306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7307 \t 5 \t 2668 \t 1 \t 0\n", + "1 \t 7307 \t 2668 \t 2 \t 1971 \t 0 \t 1\n", + "2 \t 2668 \t 1971 \t 1 \t 697 \t 1 \t -5\n", + "3 \t 1971 \t 697 \t 2 \t 577 \t -2 \t 11\n", + "4 \t 697 \t 577 \t 1 \t 120 \t 3 \t -16\n", + "5 \t 577 \t 120 \t 4 \t 97 \t -8 \t 43\n", + "6 \t 120 \t 97 \t 1 \t 23 \t 11 \t -59\n", + "7 \t 97 \t 23 \t 4 \t 5 \t -52 \t 279\n", + "8 \t 23 \t 5 \t 4 \t 3 \t 63 \t -338\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -304 \t 1631\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1279 \t -6862\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1583 \t 8493\n", + "\t\t\t\t\t 2862 \t -15355\n", + "GCD(39203, 7307) = 1, with coefficients 2862 and -15355 such that 1 = (2862)*39203 + (-15355)*7307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7308 \t 5 \t 2663 \t 1 \t 0\n", + "1 \t 7308 \t 2663 \t 2 \t 1982 \t 0 \t 1\n", + "2 \t 2663 \t 1982 \t 1 \t 681 \t 1 \t -5\n", + "3 \t 1982 \t 681 \t 2 \t 620 \t -2 \t 11\n", + "4 \t 681 \t 620 \t 1 \t 61 \t 3 \t -16\n", + "5 \t 620 \t 61 \t 10 \t 10 \t -8 \t 43\n", + "6 \t 61 \t 10 \t 6 \t 1 \t 11 \t -59\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -118 \t 633\n", + "\t\t\t\t\t 719 \t -3857\n", + "GCD(39203, 7308) = 1, with coefficients 719 and -3857 such that 1 = (719)*39203 + (-3857)*7308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7309 \t 5 \t 2658 \t 1 \t 0\n", + "1 \t 7309 \t 2658 \t 2 \t 1993 \t 0 \t 1\n", + "2 \t 2658 \t 1993 \t 1 \t 665 \t 1 \t -5\n", + "3 \t 1993 \t 665 \t 2 \t 663 \t -2 \t 11\n", + "4 \t 665 \t 663 \t 1 \t 2 \t 3 \t -16\n", + "5 \t 663 \t 2 \t 331 \t 1 \t -8 \t 43\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 11 \t -59\n", + "\t\t\t\t\t -3649 \t 19572\n", + "GCD(39203, 7309) = 1, with coefficients -3649 and 19572 such that 1 = (-3649)*39203 + (19572)*7309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7310 \t 5 \t 2653 \t 1 \t 0\n", + "1 \t 7310 \t 2653 \t 2 \t 2004 \t 0 \t 1\n", + "2 \t 2653 \t 2004 \t 1 \t 649 \t 1 \t -5\n", + "3 \t 2004 \t 649 \t 3 \t 57 \t -2 \t 11\n", + "4 \t 649 \t 57 \t 11 \t 22 \t 3 \t -16\n", + "5 \t 57 \t 22 \t 2 \t 13 \t -11 \t 59\n", + "6 \t 22 \t 13 \t 1 \t 9 \t 124 \t -665\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -259 \t 1389\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 383 \t -2054\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -642 \t 3443\n", + "\t\t\t\t\t 1667 \t -8940\n", + "GCD(39203, 7310) = 1, with coefficients 1667 and -8940 such that 1 = (1667)*39203 + (-8940)*7310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7311 \t 5 \t 2648 \t 1 \t 0\n", + "1 \t 7311 \t 2648 \t 2 \t 2015 \t 0 \t 1\n", + "2 \t 2648 \t 2015 \t 1 \t 633 \t 1 \t -5\n", + "3 \t 2015 \t 633 \t 3 \t 116 \t -2 \t 11\n", + "4 \t 633 \t 116 \t 5 \t 53 \t 3 \t -16\n", + "5 \t 116 \t 53 \t 2 \t 10 \t -11 \t 59\n", + "6 \t 53 \t 10 \t 5 \t 3 \t 58 \t -311\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -127 \t 681\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 693 \t -3716\n", + "\t\t\t\t\t -2206 \t 11829\n", + "GCD(39203, 7311) = 1, with coefficients -2206 and 11829 such that 1 = (-2206)*39203 + (11829)*7311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7312 \t 5 \t 2643 \t 1 \t 0\n", + "1 \t 7312 \t 2643 \t 2 \t 2026 \t 0 \t 1\n", + "2 \t 2643 \t 2026 \t 1 \t 617 \t 1 \t -5\n", + "3 \t 2026 \t 617 \t 3 \t 175 \t -2 \t 11\n", + "4 \t 617 \t 175 \t 3 \t 92 \t 3 \t -16\n", + "5 \t 175 \t 92 \t 1 \t 83 \t -11 \t 59\n", + "6 \t 92 \t 83 \t 1 \t 9 \t 36 \t -193\n", + "7 \t 83 \t 9 \t 9 \t 2 \t -47 \t 252\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 83 \t -445\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -794 \t 4257\n", + "\t\t\t\t\t 3259 \t -17473\n", + "GCD(39203, 7312) = 1, with coefficients 3259 and -17473 such that 1 = (3259)*39203 + (-17473)*7312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7313 \t 5 \t 2638 \t 1 \t 0\n", + "1 \t 7313 \t 2638 \t 2 \t 2037 \t 0 \t 1\n", + "2 \t 2638 \t 2037 \t 1 \t 601 \t 1 \t -5\n", + "3 \t 2037 \t 601 \t 3 \t 234 \t -2 \t 11\n", + "4 \t 601 \t 234 \t 2 \t 133 \t 3 \t -16\n", + "5 \t 234 \t 133 \t 1 \t 101 \t -11 \t 59\n", + "6 \t 133 \t 101 \t 1 \t 32 \t 25 \t -134\n", + "7 \t 101 \t 32 \t 3 \t 5 \t -36 \t 193\n", + "8 \t 32 \t 5 \t 6 \t 2 \t 61 \t -327\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -219 \t 1174\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1375 \t -7371\n", + "\t\t\t\t\t -2969 \t 15916\n", + "GCD(39203, 7313) = 1, with coefficients -2969 and 15916 such that 1 = (-2969)*39203 + (15916)*7313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7314 \t 5 \t 2633 \t 1 \t 0\n", + "1 \t 7314 \t 2633 \t 2 \t 2048 \t 0 \t 1\n", + "2 \t 2633 \t 2048 \t 1 \t 585 \t 1 \t -5\n", + "3 \t 2048 \t 585 \t 3 \t 293 \t -2 \t 11\n", + "4 \t 585 \t 293 \t 1 \t 292 \t 3 \t -16\n", + "5 \t 293 \t 292 \t 1 \t 1 \t -11 \t 59\n", + "6 \t 292 \t 1 \t 292 \t 0 \t 14 \t -75\n", + "\t\t\t\t\t -25 \t 134\n", + "GCD(39203, 7314) = 1, with coefficients -25 and 134 such that 1 = (-25)*39203 + (134)*7314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7315 \t 5 \t 2628 \t 1 \t 0\n", + "1 \t 7315 \t 2628 \t 2 \t 2059 \t 0 \t 1\n", + "2 \t 2628 \t 2059 \t 1 \t 569 \t 1 \t -5\n", + "3 \t 2059 \t 569 \t 3 \t 352 \t -2 \t 11\n", + "4 \t 569 \t 352 \t 1 \t 217 \t 3 \t -16\n", + "5 \t 352 \t 217 \t 1 \t 135 \t -11 \t 59\n", + "6 \t 217 \t 135 \t 1 \t 82 \t 14 \t -75\n", + "7 \t 135 \t 82 \t 1 \t 53 \t -25 \t 134\n", + "8 \t 82 \t 53 \t 1 \t 29 \t 39 \t -209\n", + "9 \t 53 \t 29 \t 1 \t 24 \t -64 \t 343\n", + "10 \t 29 \t 24 \t 1 \t 5 \t 103 \t -552\n", + "11 \t 24 \t 5 \t 4 \t 4 \t -167 \t 895\n", + "12 \t 5 \t 4 \t 1 \t 1 \t 270 \t -1447\n", + "13 \t 4 \t 1 \t 4 \t 0 \t -1247 \t 6683\n", + "\t\t\t\t\t 1517 \t -8130\n", + "GCD(39203, 7315) = 1, with coefficients 1517 and -8130 such that 1 = (1517)*39203 + (-8130)*7315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7316 \t 5 \t 2623 \t 1 \t 0\n", + "1 \t 7316 \t 2623 \t 2 \t 2070 \t 0 \t 1\n", + "2 \t 2623 \t 2070 \t 1 \t 553 \t 1 \t -5\n", + "3 \t 2070 \t 553 \t 3 \t 411 \t -2 \t 11\n", + "4 \t 553 \t 411 \t 1 \t 142 \t 3 \t -16\n", + "5 \t 411 \t 142 \t 2 \t 127 \t -11 \t 59\n", + "6 \t 142 \t 127 \t 1 \t 15 \t 14 \t -75\n", + "7 \t 127 \t 15 \t 8 \t 7 \t -39 \t 209\n", + "8 \t 15 \t 7 \t 2 \t 1 \t 53 \t -284\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -463 \t 2481\n", + "\t\t\t\t\t 979 \t -5246\n", + "GCD(39203, 7316) = 1, with coefficients 979 and -5246 such that 1 = (979)*39203 + (-5246)*7316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7317 \t 5 \t 2618 \t 1 \t 0\n", + "1 \t 7317 \t 2618 \t 2 \t 2081 \t 0 \t 1\n", + "2 \t 2618 \t 2081 \t 1 \t 537 \t 1 \t -5\n", + "3 \t 2081 \t 537 \t 3 \t 470 \t -2 \t 11\n", + "4 \t 537 \t 470 \t 1 \t 67 \t 3 \t -16\n", + "5 \t 470 \t 67 \t 7 \t 1 \t -11 \t 59\n", + "6 \t 67 \t 1 \t 67 \t 0 \t 14 \t -75\n", + "\t\t\t\t\t -109 \t 584\n", + "GCD(39203, 7317) = 1, with coefficients -109 and 584 such that 1 = (-109)*39203 + (584)*7317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7318 \t 5 \t 2613 \t 1 \t 0\n", + "1 \t 7318 \t 2613 \t 2 \t 2092 \t 0 \t 1\n", + "2 \t 2613 \t 2092 \t 1 \t 521 \t 1 \t -5\n", + "3 \t 2092 \t 521 \t 4 \t 8 \t -2 \t 11\n", + "4 \t 521 \t 8 \t 65 \t 1 \t 3 \t -16\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -14 \t 75\n", + "\t\t\t\t\t 913 \t -4891\n", + "GCD(39203, 7318) = 1, with coefficients 913 and -4891 such that 1 = (913)*39203 + (-4891)*7318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7319 \t 5 \t 2608 \t 1 \t 0\n", + "1 \t 7319 \t 2608 \t 2 \t 2103 \t 0 \t 1\n", + "2 \t 2608 \t 2103 \t 1 \t 505 \t 1 \t -5\n", + "3 \t 2103 \t 505 \t 4 \t 83 \t -2 \t 11\n", + "4 \t 505 \t 83 \t 6 \t 7 \t 3 \t -16\n", + "5 \t 83 \t 7 \t 11 \t 6 \t -14 \t 75\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 87 \t -466\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -971 \t 5201\n", + "\t\t\t\t\t 1058 \t -5667\n", + "GCD(39203, 7319) = 1, with coefficients 1058 and -5667 such that 1 = (1058)*39203 + (-5667)*7319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7320 \t 5 \t 2603 \t 1 \t 0\n", + "1 \t 7320 \t 2603 \t 2 \t 2114 \t 0 \t 1\n", + "2 \t 2603 \t 2114 \t 1 \t 489 \t 1 \t -5\n", + "3 \t 2114 \t 489 \t 4 \t 158 \t -2 \t 11\n", + "4 \t 489 \t 158 \t 3 \t 15 \t 3 \t -16\n", + "5 \t 158 \t 15 \t 10 \t 8 \t -14 \t 75\n", + "6 \t 15 \t 8 \t 1 \t 7 \t 45 \t -241\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -464 \t 2485\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 509 \t -2726\n", + "\t\t\t\t\t -973 \t 5211\n", + "GCD(39203, 7320) = 1, with coefficients -973 and 5211 such that 1 = (-973)*39203 + (5211)*7320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7321 \t 5 \t 2598 \t 1 \t 0\n", + "1 \t 7321 \t 2598 \t 2 \t 2125 \t 0 \t 1\n", + "2 \t 2598 \t 2125 \t 1 \t 473 \t 1 \t -5\n", + "3 \t 2125 \t 473 \t 4 \t 233 \t -2 \t 11\n", + "4 \t 473 \t 233 \t 2 \t 7 \t 3 \t -16\n", + "5 \t 233 \t 7 \t 33 \t 2 \t -14 \t 75\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 31 \t -166\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1037 \t 5553\n", + "\t\t\t\t\t 3142 \t -16825\n", + "GCD(39203, 7321) = 1, with coefficients 3142 and -16825 such that 1 = (3142)*39203 + (-16825)*7321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7322 \t 5 \t 2593 \t 1 \t 0\n", + "1 \t 7322 \t 2593 \t 2 \t 2136 \t 0 \t 1\n", + "2 \t 2593 \t 2136 \t 1 \t 457 \t 1 \t -5\n", + "3 \t 2136 \t 457 \t 4 \t 308 \t -2 \t 11\n", + "4 \t 457 \t 308 \t 1 \t 149 \t 3 \t -16\n", + "5 \t 308 \t 149 \t 2 \t 10 \t -14 \t 75\n", + "6 \t 149 \t 10 \t 14 \t 9 \t 17 \t -91\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -48 \t 257\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 689 \t -3689\n", + "\t\t\t\t\t -737 \t 3946\n", + "GCD(39203, 7322) = 1, with coefficients -737 and 3946 such that 1 = (-737)*39203 + (3946)*7322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7323 \t 5 \t 2588 \t 1 \t 0\n", + "1 \t 7323 \t 2588 \t 2 \t 2147 \t 0 \t 1\n", + "2 \t 2588 \t 2147 \t 1 \t 441 \t 1 \t -5\n", + "3 \t 2147 \t 441 \t 4 \t 383 \t -2 \t 11\n", + "4 \t 441 \t 383 \t 1 \t 58 \t 3 \t -16\n", + "5 \t 383 \t 58 \t 6 \t 35 \t -14 \t 75\n", + "6 \t 58 \t 35 \t 1 \t 23 \t 17 \t -91\n", + "7 \t 35 \t 23 \t 1 \t 12 \t -116 \t 621\n", + "8 \t 23 \t 12 \t 1 \t 11 \t 133 \t -712\n", + "9 \t 12 \t 11 \t 1 \t 1 \t -249 \t 1333\n", + "10 \t 11 \t 1 \t 11 \t 0 \t 382 \t -2045\n", + "\t\t\t\t\t -631 \t 3378\n", + "GCD(39203, 7323) = 1, with coefficients -631 and 3378 such that 1 = (-631)*39203 + (3378)*7323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7324 \t 5 \t 2583 \t 1 \t 0\n", + "1 \t 7324 \t 2583 \t 2 \t 2158 \t 0 \t 1\n", + "2 \t 2583 \t 2158 \t 1 \t 425 \t 1 \t -5\n", + "3 \t 2158 \t 425 \t 5 \t 33 \t -2 \t 11\n", + "4 \t 425 \t 33 \t 12 \t 29 \t 3 \t -16\n", + "5 \t 33 \t 29 \t 1 \t 4 \t -17 \t 91\n", + "6 \t 29 \t 4 \t 7 \t 1 \t 207 \t -1108\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -224 \t 1199\n", + "\t\t\t\t\t 1775 \t -9501\n", + "GCD(39203, 7324) = 1, with coefficients 1775 and -9501 such that 1 = (1775)*39203 + (-9501)*7324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7325 \t 5 \t 2578 \t 1 \t 0\n", + "1 \t 7325 \t 2578 \t 2 \t 2169 \t 0 \t 1\n", + "2 \t 2578 \t 2169 \t 1 \t 409 \t 1 \t -5\n", + "3 \t 2169 \t 409 \t 5 \t 124 \t -2 \t 11\n", + "4 \t 409 \t 124 \t 3 \t 37 \t 3 \t -16\n", + "5 \t 124 \t 37 \t 3 \t 13 \t -17 \t 91\n", + "6 \t 37 \t 13 \t 2 \t 11 \t 54 \t -289\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -179 \t 958\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 412 \t -2205\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -591 \t 3163\n", + "\t\t\t\t\t 3367 \t -18020\n", + "GCD(39203, 7325) = 1, with coefficients 3367 and -18020 such that 1 = (3367)*39203 + (-18020)*7325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7326 \t 5 \t 2573 \t 1 \t 0\n", + "1 \t 7326 \t 2573 \t 2 \t 2180 \t 0 \t 1\n", + "2 \t 2573 \t 2180 \t 1 \t 393 \t 1 \t -5\n", + "3 \t 2180 \t 393 \t 5 \t 215 \t -2 \t 11\n", + "4 \t 393 \t 215 \t 1 \t 178 \t 3 \t -16\n", + "5 \t 215 \t 178 \t 1 \t 37 \t -17 \t 91\n", + "6 \t 178 \t 37 \t 4 \t 30 \t 20 \t -107\n", + "7 \t 37 \t 30 \t 1 \t 7 \t -37 \t 198\n", + "8 \t 30 \t 7 \t 4 \t 2 \t 168 \t -899\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -205 \t 1097\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 988 \t -5287\n", + "\t\t\t\t\t -3169 \t 16958\n", + "GCD(39203, 7326) = 1, with coefficients -3169 and 16958 such that 1 = (-3169)*39203 + (16958)*7326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7327 \t 5 \t 2568 \t 1 \t 0\n", + "1 \t 7327 \t 2568 \t 2 \t 2191 \t 0 \t 1\n", + "2 \t 2568 \t 2191 \t 1 \t 377 \t 1 \t -5\n", + "3 \t 2191 \t 377 \t 5 \t 306 \t -2 \t 11\n", + "4 \t 377 \t 306 \t 1 \t 71 \t 3 \t -16\n", + "5 \t 306 \t 71 \t 4 \t 22 \t -17 \t 91\n", + "6 \t 71 \t 22 \t 3 \t 5 \t 20 \t -107\n", + "7 \t 22 \t 5 \t 4 \t 2 \t -97 \t 519\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 311 \t -1664\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1341 \t 7175\n", + "\t\t\t\t\t 2993 \t -16014\n", + "GCD(39203, 7327) = 1, with coefficients 2993 and -16014 such that 1 = (2993)*39203 + (-16014)*7327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7328 \t 5 \t 2563 \t 1 \t 0\n", + "1 \t 7328 \t 2563 \t 2 \t 2202 \t 0 \t 1\n", + "2 \t 2563 \t 2202 \t 1 \t 361 \t 1 \t -5\n", + "3 \t 2202 \t 361 \t 6 \t 36 \t -2 \t 11\n", + "4 \t 361 \t 36 \t 10 \t 1 \t 3 \t -16\n", + "5 \t 36 \t 1 \t 36 \t 0 \t -20 \t 107\n", + "\t\t\t\t\t 203 \t -1086\n", + "GCD(39203, 7328) = 1, with coefficients 203 and -1086 such that 1 = (203)*39203 + (-1086)*7328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7329 \t 5 \t 2558 \t 1 \t 0\n", + "1 \t 7329 \t 2558 \t 2 \t 2213 \t 0 \t 1\n", + "2 \t 2558 \t 2213 \t 1 \t 345 \t 1 \t -5\n", + "3 \t 2213 \t 345 \t 6 \t 143 \t -2 \t 11\n", + "4 \t 345 \t 143 \t 2 \t 59 \t 3 \t -16\n", + "5 \t 143 \t 59 \t 2 \t 25 \t -20 \t 107\n", + "6 \t 59 \t 25 \t 2 \t 9 \t 43 \t -230\n", + "7 \t 25 \t 9 \t 2 \t 7 \t -106 \t 567\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 255 \t -1364\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -616 \t 3295\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 871 \t -4659\n", + "\t\t\t\t\t -3229 \t 17272\n", + "GCD(39203, 7329) = 1, with coefficients -3229 and 17272 such that 1 = (-3229)*39203 + (17272)*7329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7330 \t 5 \t 2553 \t 1 \t 0\n", + "1 \t 7330 \t 2553 \t 2 \t 2224 \t 0 \t 1\n", + "2 \t 2553 \t 2224 \t 1 \t 329 \t 1 \t -5\n", + "3 \t 2224 \t 329 \t 6 \t 250 \t -2 \t 11\n", + "4 \t 329 \t 250 \t 1 \t 79 \t 3 \t -16\n", + "5 \t 250 \t 79 \t 3 \t 13 \t -20 \t 107\n", + "6 \t 79 \t 13 \t 6 \t 1 \t 23 \t -123\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -89 \t 476\n", + "\t\t\t\t\t 557 \t -2979\n", + "GCD(39203, 7330) = 1, with coefficients 557 and -2979 such that 1 = (557)*39203 + (-2979)*7330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7331 \t 5 \t 2548 \t 1 \t 0\n", + "1 \t 7331 \t 2548 \t 2 \t 2235 \t 0 \t 1\n", + "2 \t 2548 \t 2235 \t 1 \t 313 \t 1 \t -5\n", + "3 \t 2235 \t 313 \t 7 \t 44 \t -2 \t 11\n", + "4 \t 313 \t 44 \t 7 \t 5 \t 3 \t -16\n", + "5 \t 44 \t 5 \t 8 \t 4 \t -23 \t 123\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 164 \t -877\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1335 \t 7139\n", + "\t\t\t\t\t 1499 \t -8016\n", + "GCD(39203, 7331) = 1, with coefficients 1499 and -8016 such that 1 = (1499)*39203 + (-8016)*7331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7332 \t 5 \t 2543 \t 1 \t 0\n", + "1 \t 7332 \t 2543 \t 2 \t 2246 \t 0 \t 1\n", + "2 \t 2543 \t 2246 \t 1 \t 297 \t 1 \t -5\n", + "3 \t 2246 \t 297 \t 7 \t 167 \t -2 \t 11\n", + "4 \t 297 \t 167 \t 1 \t 130 \t 3 \t -16\n", + "5 \t 167 \t 130 \t 1 \t 37 \t -23 \t 123\n", + "6 \t 130 \t 37 \t 3 \t 19 \t 26 \t -139\n", + "7 \t 37 \t 19 \t 1 \t 18 \t -49 \t 262\n", + "8 \t 19 \t 18 \t 1 \t 1 \t 173 \t -925\n", + "9 \t 18 \t 1 \t 18 \t 0 \t -222 \t 1187\n", + "\t\t\t\t\t 395 \t -2112\n", + "GCD(39203, 7332) = 1, with coefficients 395 and -2112 such that 1 = (395)*39203 + (-2112)*7332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7333 \t 5 \t 2538 \t 1 \t 0\n", + "1 \t 7333 \t 2538 \t 2 \t 2257 \t 0 \t 1\n", + "2 \t 2538 \t 2257 \t 1 \t 281 \t 1 \t -5\n", + "3 \t 2257 \t 281 \t 8 \t 9 \t -2 \t 11\n", + "4 \t 281 \t 9 \t 31 \t 2 \t 3 \t -16\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -26 \t 139\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 809 \t -4325\n", + "\t\t\t\t\t -3262 \t 17439\n", + "GCD(39203, 7333) = 1, with coefficients -3262 and 17439 such that 1 = (-3262)*39203 + (17439)*7333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7334 \t 5 \t 2533 \t 1 \t 0\n", + "1 \t 7334 \t 2533 \t 2 \t 2268 \t 0 \t 1\n", + "2 \t 2533 \t 2268 \t 1 \t 265 \t 1 \t -5\n", + "3 \t 2268 \t 265 \t 8 \t 148 \t -2 \t 11\n", + "4 \t 265 \t 148 \t 1 \t 117 \t 3 \t -16\n", + "5 \t 148 \t 117 \t 1 \t 31 \t -26 \t 139\n", + "6 \t 117 \t 31 \t 3 \t 24 \t 29 \t -155\n", + "7 \t 31 \t 24 \t 1 \t 7 \t -55 \t 294\n", + "8 \t 24 \t 7 \t 3 \t 3 \t 194 \t -1037\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -249 \t 1331\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 941 \t -5030\n", + "\t\t\t\t\t -2131 \t 11391\n", + "GCD(39203, 7334) = 1, with coefficients -2131 and 11391 such that 1 = (-2131)*39203 + (11391)*7334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7335 \t 5 \t 2528 \t 1 \t 0\n", + "1 \t 7335 \t 2528 \t 2 \t 2279 \t 0 \t 1\n", + "2 \t 2528 \t 2279 \t 1 \t 249 \t 1 \t -5\n", + "3 \t 2279 \t 249 \t 9 \t 38 \t -2 \t 11\n", + "4 \t 249 \t 38 \t 6 \t 21 \t 3 \t -16\n", + "5 \t 38 \t 21 \t 1 \t 17 \t -29 \t 155\n", + "6 \t 21 \t 17 \t 1 \t 4 \t 177 \t -946\n", + "7 \t 17 \t 4 \t 4 \t 1 \t -206 \t 1101\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 383 \t -2047\n", + "\t\t\t\t\t -1738 \t 9289\n", + "GCD(39203, 7335) = 1, with coefficients -1738 and 9289 such that 1 = (-1738)*39203 + (9289)*7335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7336 \t 5 \t 2523 \t 1 \t 0\n", + "1 \t 7336 \t 2523 \t 2 \t 2290 \t 0 \t 1\n", + "2 \t 2523 \t 2290 \t 1 \t 233 \t 1 \t -5\n", + "3 \t 2290 \t 233 \t 9 \t 193 \t -2 \t 11\n", + "4 \t 233 \t 193 \t 1 \t 40 \t 3 \t -16\n", + "5 \t 193 \t 40 \t 4 \t 33 \t -29 \t 155\n", + "6 \t 40 \t 33 \t 1 \t 7 \t 32 \t -171\n", + "7 \t 33 \t 7 \t 4 \t 5 \t -157 \t 839\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 189 \t -1010\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -913 \t 4879\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1102 \t -5889\n", + "\t\t\t\t\t -3117 \t 16657\n", + "GCD(39203, 7336) = 1, with coefficients -3117 and 16657 such that 1 = (-3117)*39203 + (16657)*7336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7337 \t 5 \t 2518 \t 1 \t 0\n", + "1 \t 7337 \t 2518 \t 2 \t 2301 \t 0 \t 1\n", + "2 \t 2518 \t 2301 \t 1 \t 217 \t 1 \t -5\n", + "3 \t 2301 \t 217 \t 10 \t 131 \t -2 \t 11\n", + "4 \t 217 \t 131 \t 1 \t 86 \t 3 \t -16\n", + "5 \t 131 \t 86 \t 1 \t 45 \t -32 \t 171\n", + "6 \t 86 \t 45 \t 1 \t 41 \t 35 \t -187\n", + "7 \t 45 \t 41 \t 1 \t 4 \t -67 \t 358\n", + "8 \t 41 \t 4 \t 10 \t 1 \t 102 \t -545\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -169 \t 903\n", + "\t\t\t\t\t 1792 \t -9575\n", + "GCD(39203, 7337) = 1, with coefficients 1792 and -9575 such that 1 = (1792)*39203 + (-9575)*7337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7338 \t 5 \t 2513 \t 1 \t 0\n", + "1 \t 7338 \t 2513 \t 2 \t 2312 \t 0 \t 1\n", + "2 \t 2513 \t 2312 \t 1 \t 201 \t 1 \t -5\n", + "3 \t 2312 \t 201 \t 11 \t 101 \t -2 \t 11\n", + "4 \t 201 \t 101 \t 1 \t 100 \t 3 \t -16\n", + "5 \t 101 \t 100 \t 1 \t 1 \t -35 \t 187\n", + "6 \t 100 \t 1 \t 100 \t 0 \t 38 \t -203\n", + "\t\t\t\t\t -73 \t 390\n", + "GCD(39203, 7338) = 1, with coefficients -73 and 390 such that 1 = (-73)*39203 + (390)*7338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7339 \t 5 \t 2508 \t 1 \t 0\n", + "1 \t 7339 \t 2508 \t 2 \t 2323 \t 0 \t 1\n", + "2 \t 2508 \t 2323 \t 1 \t 185 \t 1 \t -5\n", + "3 \t 2323 \t 185 \t 12 \t 103 \t -2 \t 11\n", + "4 \t 185 \t 103 \t 1 \t 82 \t 3 \t -16\n", + "5 \t 103 \t 82 \t 1 \t 21 \t -38 \t 203\n", + "6 \t 82 \t 21 \t 3 \t 19 \t 41 \t -219\n", + "7 \t 21 \t 19 \t 1 \t 2 \t -79 \t 422\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 278 \t -1485\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -357 \t 1907\n", + "\t\t\t\t\t 3491 \t -18648\n", + "GCD(39203, 7339) = 1, with coefficients 3491 and -18648 such that 1 = (3491)*39203 + (-18648)*7339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7340 \t 5 \t 2503 \t 1 \t 0\n", + "1 \t 7340 \t 2503 \t 2 \t 2334 \t 0 \t 1\n", + "2 \t 2503 \t 2334 \t 1 \t 169 \t 1 \t -5\n", + "3 \t 2334 \t 169 \t 13 \t 137 \t -2 \t 11\n", + "4 \t 169 \t 137 \t 1 \t 32 \t 3 \t -16\n", + "5 \t 137 \t 32 \t 4 \t 9 \t -41 \t 219\n", + "6 \t 32 \t 9 \t 3 \t 5 \t 44 \t -235\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -217 \t 1159\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 695 \t -3712\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -912 \t 4871\n", + "\t\t\t\t\t 1607 \t -8583\n", + "GCD(39203, 7340) = 1, with coefficients 1607 and -8583 such that 1 = (1607)*39203 + (-8583)*7340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7341 \t 5 \t 2498 \t 1 \t 0\n", + "1 \t 7341 \t 2498 \t 2 \t 2345 \t 0 \t 1\n", + "2 \t 2498 \t 2345 \t 1 \t 153 \t 1 \t -5\n", + "3 \t 2345 \t 153 \t 15 \t 50 \t -2 \t 11\n", + "4 \t 153 \t 50 \t 3 \t 3 \t 3 \t -16\n", + "5 \t 50 \t 3 \t 16 \t 2 \t -47 \t 251\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 144 \t -769\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2351 \t 12555\n", + "\t\t\t\t\t 2495 \t -13324\n", + "GCD(39203, 7341) = 1, with coefficients 2495 and -13324 such that 1 = (2495)*39203 + (-13324)*7341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7342 \t 5 \t 2493 \t 1 \t 0\n", + "1 \t 7342 \t 2493 \t 2 \t 2356 \t 0 \t 1\n", + "2 \t 2493 \t 2356 \t 1 \t 137 \t 1 \t -5\n", + "3 \t 2356 \t 137 \t 17 \t 27 \t -2 \t 11\n", + "4 \t 137 \t 27 \t 5 \t 2 \t 3 \t -16\n", + "5 \t 27 \t 2 \t 13 \t 1 \t -53 \t 283\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 268 \t -1431\n", + "\t\t\t\t\t -3537 \t 18886\n", + "GCD(39203, 7342) = 1, with coefficients -3537 and 18886 such that 1 = (-3537)*39203 + (18886)*7342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7343 \t 5 \t 2488 \t 1 \t 0\n", + "1 \t 7343 \t 2488 \t 2 \t 2367 \t 0 \t 1\n", + "2 \t 2488 \t 2367 \t 1 \t 121 \t 1 \t -5\n", + "3 \t 2367 \t 121 \t 19 \t 68 \t -2 \t 11\n", + "4 \t 121 \t 68 \t 1 \t 53 \t 3 \t -16\n", + "5 \t 68 \t 53 \t 1 \t 15 \t -59 \t 315\n", + "6 \t 53 \t 15 \t 3 \t 8 \t 62 \t -331\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -121 \t 646\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 425 \t -2269\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -546 \t 2915\n", + "\t\t\t\t\t 971 \t -5184\n", + "GCD(39203, 7343) = 1, with coefficients 971 and -5184 such that 1 = (971)*39203 + (-5184)*7343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7344 \t 5 \t 2483 \t 1 \t 0\n", + "1 \t 7344 \t 2483 \t 2 \t 2378 \t 0 \t 1\n", + "2 \t 2483 \t 2378 \t 1 \t 105 \t 1 \t -5\n", + "3 \t 2378 \t 105 \t 22 \t 68 \t -2 \t 11\n", + "4 \t 105 \t 68 \t 1 \t 37 \t 3 \t -16\n", + "5 \t 68 \t 37 \t 1 \t 31 \t -68 \t 363\n", + "6 \t 37 \t 31 \t 1 \t 6 \t 71 \t -379\n", + "7 \t 31 \t 6 \t 5 \t 1 \t -139 \t 742\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 210 \t -1121\n", + "\t\t\t\t\t -1189 \t 6347\n", + "GCD(39203, 7344) = 1, with coefficients -1189 and 6347 such that 1 = (-1189)*39203 + (6347)*7344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7345 \t 5 \t 2478 \t 1 \t 0\n", + "1 \t 7345 \t 2478 \t 2 \t 2389 \t 0 \t 1\n", + "2 \t 2478 \t 2389 \t 1 \t 89 \t 1 \t -5\n", + "3 \t 2389 \t 89 \t 26 \t 75 \t -2 \t 11\n", + "4 \t 89 \t 75 \t 1 \t 14 \t 3 \t -16\n", + "5 \t 75 \t 14 \t 5 \t 5 \t -80 \t 427\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 83 \t -443\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -495 \t 2642\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1073 \t -5727\n", + "\t\t\t\t\t -1568 \t 8369\n", + "GCD(39203, 7345) = 1, with coefficients -1568 and 8369 such that 1 = (-1568)*39203 + (8369)*7345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7346 \t 5 \t 2473 \t 1 \t 0\n", + "1 \t 7346 \t 2473 \t 2 \t 2400 \t 0 \t 1\n", + "2 \t 2473 \t 2400 \t 1 \t 73 \t 1 \t -5\n", + "3 \t 2400 \t 73 \t 32 \t 64 \t -2 \t 11\n", + "4 \t 73 \t 64 \t 1 \t 9 \t 3 \t -16\n", + "5 \t 64 \t 9 \t 7 \t 1 \t -98 \t 523\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 101 \t -539\n", + "\t\t\t\t\t -805 \t 4296\n", + "GCD(39203, 7346) = 1, with coefficients -805 and 4296 such that 1 = (-805)*39203 + (4296)*7346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7347 \t 5 \t 2468 \t 1 \t 0\n", + "1 \t 7347 \t 2468 \t 2 \t 2411 \t 0 \t 1\n", + "2 \t 2468 \t 2411 \t 1 \t 57 \t 1 \t -5\n", + "3 \t 2411 \t 57 \t 42 \t 17 \t -2 \t 11\n", + "4 \t 57 \t 17 \t 3 \t 6 \t 3 \t -16\n", + "5 \t 17 \t 6 \t 2 \t 5 \t -128 \t 683\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 387 \t -2065\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -902 \t 4813\n", + "\t\t\t\t\t 1289 \t -6878\n", + "GCD(39203, 7347) = 1, with coefficients 1289 and -6878 such that 1 = (1289)*39203 + (-6878)*7347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7348 \t 5 \t 2463 \t 1 \t 0\n", + "1 \t 7348 \t 2463 \t 2 \t 2422 \t 0 \t 1\n", + "2 \t 2463 \t 2422 \t 1 \t 41 \t 1 \t -5\n", + "3 \t 2422 \t 41 \t 59 \t 3 \t -2 \t 11\n", + "4 \t 41 \t 3 \t 13 \t 2 \t 3 \t -16\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -179 \t 955\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2330 \t -12431\n", + "\t\t\t\t\t -2509 \t 13386\n", + "GCD(39203, 7348) = 1, with coefficients -2509 and 13386 such that 1 = (-2509)*39203 + (13386)*7348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7349 \t 5 \t 2458 \t 1 \t 0\n", + "1 \t 7349 \t 2458 \t 2 \t 2433 \t 0 \t 1\n", + "2 \t 2458 \t 2433 \t 1 \t 25 \t 1 \t -5\n", + "3 \t 2433 \t 25 \t 97 \t 8 \t -2 \t 11\n", + "4 \t 25 \t 8 \t 3 \t 1 \t 3 \t -16\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -293 \t 1563\n", + "\t\t\t\t\t 882 \t -4705\n", + "GCD(39203, 7349) = 1, with coefficients 882 and -4705 such that 1 = (882)*39203 + (-4705)*7349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7350 \t 5 \t 2453 \t 1 \t 0\n", + "1 \t 7350 \t 2453 \t 2 \t 2444 \t 0 \t 1\n", + "2 \t 2453 \t 2444 \t 1 \t 9 \t 1 \t -5\n", + "3 \t 2444 \t 9 \t 271 \t 5 \t -2 \t 11\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 3 \t -16\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -815 \t 4347\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 818 \t -4363\n", + "\t\t\t\t\t -1633 \t 8710\n", + "GCD(39203, 7350) = 1, with coefficients -1633 and 8710 such that 1 = (-1633)*39203 + (8710)*7350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7351 \t 5 \t 2448 \t 1 \t 0\n", + "1 \t 7351 \t 2448 \t 3 \t 7 \t 0 \t 1\n", + "2 \t 2448 \t 7 \t 349 \t 5 \t 1 \t -5\n", + "3 \t 7 \t 5 \t 1 \t 2 \t -3 \t 16\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 1048 \t -5589\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1051 \t 5605\n", + "\t\t\t\t\t 3150 \t -16799\n", + "GCD(39203, 7351) = 1, with coefficients 3150 and -16799 such that 1 = (3150)*39203 + (-16799)*7351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7352 \t 5 \t 2443 \t 1 \t 0\n", + "1 \t 7352 \t 2443 \t 3 \t 23 \t 0 \t 1\n", + "2 \t 2443 \t 23 \t 106 \t 5 \t 1 \t -5\n", + "3 \t 23 \t 5 \t 4 \t 3 \t -3 \t 16\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 319 \t -1701\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1279 \t 6820\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1598 \t -8521\n", + "\t\t\t\t\t -2877 \t 15341\n", + "GCD(39203, 7352) = 1, with coefficients -2877 and 15341 such that 1 = (-2877)*39203 + (15341)*7352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7353 \t 5 \t 2438 \t 1 \t 0\n", + "1 \t 7353 \t 2438 \t 3 \t 39 \t 0 \t 1\n", + "2 \t 2438 \t 39 \t 62 \t 20 \t 1 \t -5\n", + "3 \t 39 \t 20 \t 1 \t 19 \t -3 \t 16\n", + "4 \t 20 \t 19 \t 1 \t 1 \t 187 \t -997\n", + "5 \t 19 \t 1 \t 19 \t 0 \t -190 \t 1013\n", + "\t\t\t\t\t 377 \t -2010\n", + "GCD(39203, 7353) = 1, with coefficients 377 and -2010 such that 1 = (377)*39203 + (-2010)*7353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7354 \t 5 \t 2433 \t 1 \t 0\n", + "1 \t 7354 \t 2433 \t 3 \t 55 \t 0 \t 1\n", + "2 \t 2433 \t 55 \t 44 \t 13 \t 1 \t -5\n", + "3 \t 55 \t 13 \t 4 \t 3 \t -3 \t 16\n", + "4 \t 13 \t 3 \t 4 \t 1 \t 133 \t -709\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -535 \t 2852\n", + "\t\t\t\t\t 2273 \t -12117\n", + "GCD(39203, 7354) = 1, with coefficients 2273 and -12117 such that 1 = (2273)*39203 + (-12117)*7354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7355 \t 5 \t 2428 \t 1 \t 0\n", + "1 \t 7355 \t 2428 \t 3 \t 71 \t 0 \t 1\n", + "2 \t 2428 \t 71 \t 34 \t 14 \t 1 \t -5\n", + "3 \t 71 \t 14 \t 5 \t 1 \t -3 \t 16\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 103 \t -549\n", + "\t\t\t\t\t -518 \t 2761\n", + "GCD(39203, 7355) = 1, with coefficients -518 and 2761 such that 1 = (-518)*39203 + (2761)*7355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7356 \t 5 \t 2423 \t 1 \t 0\n", + "1 \t 7356 \t 2423 \t 3 \t 87 \t 0 \t 1\n", + "2 \t 2423 \t 87 \t 27 \t 74 \t 1 \t -5\n", + "3 \t 87 \t 74 \t 1 \t 13 \t -3 \t 16\n", + "4 \t 74 \t 13 \t 5 \t 9 \t 82 \t -437\n", + "5 \t 13 \t 9 \t 1 \t 4 \t -85 \t 453\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 507 \t -2702\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -592 \t 3155\n", + "\t\t\t\t\t 1691 \t -9012\n", + "GCD(39203, 7356) = 1, with coefficients 1691 and -9012 such that 1 = (1691)*39203 + (-9012)*7356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7357 \t 5 \t 2418 \t 1 \t 0\n", + "1 \t 7357 \t 2418 \t 3 \t 103 \t 0 \t 1\n", + "2 \t 2418 \t 103 \t 23 \t 49 \t 1 \t -5\n", + "3 \t 103 \t 49 \t 2 \t 5 \t -3 \t 16\n", + "4 \t 49 \t 5 \t 9 \t 4 \t 70 \t -373\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -143 \t 762\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1357 \t -7231\n", + "\t\t\t\t\t -1500 \t 7993\n", + "GCD(39203, 7357) = 1, with coefficients -1500 and 7993 such that 1 = (-1500)*39203 + (7993)*7357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7358 \t 5 \t 2413 \t 1 \t 0\n", + "1 \t 7358 \t 2413 \t 3 \t 119 \t 0 \t 1\n", + "2 \t 2413 \t 119 \t 20 \t 33 \t 1 \t -5\n", + "3 \t 119 \t 33 \t 3 \t 20 \t -3 \t 16\n", + "4 \t 33 \t 20 \t 1 \t 13 \t 61 \t -325\n", + "5 \t 20 \t 13 \t 1 \t 7 \t -186 \t 991\n", + "6 \t 13 \t 7 \t 1 \t 6 \t 247 \t -1316\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -433 \t 2307\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 680 \t -3623\n", + "\t\t\t\t\t -1113 \t 5930\n", + "GCD(39203, 7358) = 1, with coefficients -1113 and 5930 such that 1 = (-1113)*39203 + (5930)*7358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7359 \t 5 \t 2408 \t 1 \t 0\n", + "1 \t 7359 \t 2408 \t 3 \t 135 \t 0 \t 1\n", + "2 \t 2408 \t 135 \t 17 \t 113 \t 1 \t -5\n", + "3 \t 135 \t 113 \t 1 \t 22 \t -3 \t 16\n", + "4 \t 113 \t 22 \t 5 \t 3 \t 52 \t -277\n", + "5 \t 22 \t 3 \t 7 \t 1 \t -55 \t 293\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 327 \t -1742\n", + "\t\t\t\t\t -2344 \t 12487\n", + "GCD(39203, 7359) = 1, with coefficients -2344 and 12487 such that 1 = (-2344)*39203 + (12487)*7359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7360 \t 5 \t 2403 \t 1 \t 0\n", + "1 \t 7360 \t 2403 \t 3 \t 151 \t 0 \t 1\n", + "2 \t 2403 \t 151 \t 15 \t 138 \t 1 \t -5\n", + "3 \t 151 \t 138 \t 1 \t 13 \t -3 \t 16\n", + "4 \t 138 \t 13 \t 10 \t 8 \t 46 \t -245\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -49 \t 261\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 536 \t -2855\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -585 \t 3116\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1121 \t -5971\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1706 \t 9087\n", + "\t\t\t\t\t 2827 \t -15058\n", + "GCD(39203, 7360) = 1, with coefficients 2827 and -15058 such that 1 = (2827)*39203 + (-15058)*7360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7361 \t 5 \t 2398 \t 1 \t 0\n", + "1 \t 7361 \t 2398 \t 3 \t 167 \t 0 \t 1\n", + "2 \t 2398 \t 167 \t 14 \t 60 \t 1 \t -5\n", + "3 \t 167 \t 60 \t 2 \t 47 \t -3 \t 16\n", + "4 \t 60 \t 47 \t 1 \t 13 \t 43 \t -229\n", + "5 \t 47 \t 13 \t 3 \t 8 \t -89 \t 474\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 132 \t -703\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -485 \t 2583\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 617 \t -3286\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1102 \t 5869\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1719 \t -9155\n", + "\t\t\t\t\t -2821 \t 15024\n", + "GCD(39203, 7361) = 1, with coefficients -2821 and 15024 such that 1 = (-2821)*39203 + (15024)*7361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7362 \t 5 \t 2393 \t 1 \t 0\n", + "1 \t 7362 \t 2393 \t 3 \t 183 \t 0 \t 1\n", + "2 \t 2393 \t 183 \t 13 \t 14 \t 1 \t -5\n", + "3 \t 183 \t 14 \t 13 \t 1 \t -3 \t 16\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 40 \t -213\n", + "\t\t\t\t\t -523 \t 2785\n", + "GCD(39203, 7362) = 1, with coefficients -523 and 2785 such that 1 = (-523)*39203 + (2785)*7362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7363 \t 5 \t 2388 \t 1 \t 0\n", + "1 \t 7363 \t 2388 \t 3 \t 199 \t 0 \t 1\n", + "2 \t 2388 \t 199 \t 12 \t 0 \t 1 \t -5\n", + "\t\t\t\t\t -3 \t 16\n", + "GCD(39203, 7363) = 199, with coefficients -3 and 16 such that 199 = (-3)*39203 + (16)*7363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7364 \t 5 \t 2383 \t 1 \t 0\n", + "1 \t 7364 \t 2383 \t 3 \t 215 \t 0 \t 1\n", + "2 \t 2383 \t 215 \t 11 \t 18 \t 1 \t -5\n", + "3 \t 215 \t 18 \t 11 \t 17 \t -3 \t 16\n", + "4 \t 18 \t 17 \t 1 \t 1 \t 34 \t -181\n", + "5 \t 17 \t 1 \t 17 \t 0 \t -377 \t 2007\n", + "\t\t\t\t\t 411 \t -2188\n", + "GCD(39203, 7364) = 1, with coefficients 411 and -2188 such that 1 = (411)*39203 + (-2188)*7364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7365 \t 5 \t 2378 \t 1 \t 0\n", + "1 \t 7365 \t 2378 \t 3 \t 231 \t 0 \t 1\n", + "2 \t 2378 \t 231 \t 10 \t 68 \t 1 \t -5\n", + "3 \t 231 \t 68 \t 3 \t 27 \t -3 \t 16\n", + "4 \t 68 \t 27 \t 2 \t 14 \t 31 \t -165\n", + "5 \t 27 \t 14 \t 1 \t 13 \t -96 \t 511\n", + "6 \t 14 \t 13 \t 1 \t 1 \t 223 \t -1187\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -319 \t 1698\n", + "\t\t\t\t\t 542 \t -2885\n", + "GCD(39203, 7365) = 1, with coefficients 542 and -2885 such that 1 = (542)*39203 + (-2885)*7365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7366 \t 5 \t 2373 \t 1 \t 0\n", + "1 \t 7366 \t 2373 \t 3 \t 247 \t 0 \t 1\n", + "2 \t 2373 \t 247 \t 9 \t 150 \t 1 \t -5\n", + "3 \t 247 \t 150 \t 1 \t 97 \t -3 \t 16\n", + "4 \t 150 \t 97 \t 1 \t 53 \t 28 \t -149\n", + "5 \t 97 \t 53 \t 1 \t 44 \t -31 \t 165\n", + "6 \t 53 \t 44 \t 1 \t 9 \t 59 \t -314\n", + "7 \t 44 \t 9 \t 4 \t 8 \t -90 \t 479\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 149 \t -793\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -686 \t 3651\n", + "\t\t\t\t\t 835 \t -4444\n", + "GCD(39203, 7366) = 1, with coefficients 835 and -4444 such that 1 = (835)*39203 + (-4444)*7366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7367 \t 5 \t 2368 \t 1 \t 0\n", + "1 \t 7367 \t 2368 \t 3 \t 263 \t 0 \t 1\n", + "2 \t 2368 \t 263 \t 9 \t 1 \t 1 \t -5\n", + "3 \t 263 \t 1 \t 263 \t 0 \t -3 \t 16\n", + "\t\t\t\t\t 28 \t -149\n", + "GCD(39203, 7367) = 1, with coefficients 28 and -149 such that 1 = (28)*39203 + (-149)*7367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7368 \t 5 \t 2363 \t 1 \t 0\n", + "1 \t 7368 \t 2363 \t 3 \t 279 \t 0 \t 1\n", + "2 \t 2363 \t 279 \t 8 \t 131 \t 1 \t -5\n", + "3 \t 279 \t 131 \t 2 \t 17 \t -3 \t 16\n", + "4 \t 131 \t 17 \t 7 \t 12 \t 25 \t -133\n", + "5 \t 17 \t 12 \t 1 \t 5 \t -53 \t 282\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 396 \t -2107\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -449 \t 2389\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1294 \t -6885\n", + "\t\t\t\t\t -3037 \t 16159\n", + "GCD(39203, 7368) = 1, with coefficients -3037 and 16159 such that 1 = (-3037)*39203 + (16159)*7368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7369 \t 5 \t 2358 \t 1 \t 0\n", + "1 \t 7369 \t 2358 \t 3 \t 295 \t 0 \t 1\n", + "2 \t 2358 \t 295 \t 7 \t 293 \t 1 \t -5\n", + "3 \t 295 \t 293 \t 1 \t 2 \t -3 \t 16\n", + "4 \t 293 \t 2 \t 146 \t 1 \t 22 \t -117\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -25 \t 133\n", + "\t\t\t\t\t 3672 \t -19535\n", + "GCD(39203, 7369) = 1, with coefficients 3672 and -19535 such that 1 = (3672)*39203 + (-19535)*7369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7370 \t 5 \t 2353 \t 1 \t 0\n", + "1 \t 7370 \t 2353 \t 3 \t 311 \t 0 \t 1\n", + "2 \t 2353 \t 311 \t 7 \t 176 \t 1 \t -5\n", + "3 \t 311 \t 176 \t 1 \t 135 \t -3 \t 16\n", + "4 \t 176 \t 135 \t 1 \t 41 \t 22 \t -117\n", + "5 \t 135 \t 41 \t 3 \t 12 \t -25 \t 133\n", + "6 \t 41 \t 12 \t 3 \t 5 \t 47 \t -250\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -166 \t 883\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 545 \t -2899\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1256 \t 6681\n", + "\t\t\t\t\t 3057 \t -16261\n", + "GCD(39203, 7370) = 1, with coefficients 3057 and -16261 such that 1 = (3057)*39203 + (-16261)*7370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7371 \t 5 \t 2348 \t 1 \t 0\n", + "1 \t 7371 \t 2348 \t 3 \t 327 \t 0 \t 1\n", + "2 \t 2348 \t 327 \t 7 \t 59 \t 1 \t -5\n", + "3 \t 327 \t 59 \t 5 \t 32 \t -3 \t 16\n", + "4 \t 59 \t 32 \t 1 \t 27 \t 22 \t -117\n", + "5 \t 32 \t 27 \t 1 \t 5 \t -113 \t 601\n", + "6 \t 27 \t 5 \t 5 \t 2 \t 135 \t -718\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -248 \t 1319\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1375 \t -7313\n", + "\t\t\t\t\t -2998 \t 15945\n", + "GCD(39203, 7371) = 1, with coefficients -2998 and 15945 such that 1 = (-2998)*39203 + (15945)*7371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7372 \t 5 \t 2343 \t 1 \t 0\n", + "1 \t 7372 \t 2343 \t 3 \t 343 \t 0 \t 1\n", + "2 \t 2343 \t 343 \t 6 \t 285 \t 1 \t -5\n", + "3 \t 343 \t 285 \t 1 \t 58 \t -3 \t 16\n", + "4 \t 285 \t 58 \t 4 \t 53 \t 19 \t -101\n", + "5 \t 58 \t 53 \t 1 \t 5 \t -22 \t 117\n", + "6 \t 53 \t 5 \t 10 \t 3 \t 107 \t -569\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -129 \t 686\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1397 \t -7429\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1526 \t 8115\n", + "\t\t\t\t\t 2923 \t -15544\n", + "GCD(39203, 7372) = 1, with coefficients 2923 and -15544 such that 1 = (2923)*39203 + (-15544)*7372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7373 \t 5 \t 2338 \t 1 \t 0\n", + "1 \t 7373 \t 2338 \t 3 \t 359 \t 0 \t 1\n", + "2 \t 2338 \t 359 \t 6 \t 184 \t 1 \t -5\n", + "3 \t 359 \t 184 \t 1 \t 175 \t -3 \t 16\n", + "4 \t 184 \t 175 \t 1 \t 9 \t 19 \t -101\n", + "5 \t 175 \t 9 \t 19 \t 4 \t -22 \t 117\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 41 \t -218\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -801 \t 4259\n", + "\t\t\t\t\t 1643 \t -8736\n", + "GCD(39203, 7373) = 1, with coefficients 1643 and -8736 such that 1 = (1643)*39203 + (-8736)*7373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7374 \t 5 \t 2333 \t 1 \t 0\n", + "1 \t 7374 \t 2333 \t 3 \t 375 \t 0 \t 1\n", + "2 \t 2333 \t 375 \t 6 \t 83 \t 1 \t -5\n", + "3 \t 375 \t 83 \t 4 \t 43 \t -3 \t 16\n", + "4 \t 83 \t 43 \t 1 \t 40 \t 19 \t -101\n", + "5 \t 43 \t 40 \t 1 \t 3 \t -79 \t 420\n", + "6 \t 40 \t 3 \t 13 \t 1 \t 98 \t -521\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -177 \t 941\n", + "\t\t\t\t\t 2399 \t -12754\n", + "GCD(39203, 7374) = 1, with coefficients 2399 and -12754 such that 1 = (2399)*39203 + (-12754)*7374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7375 \t 5 \t 2328 \t 1 \t 0\n", + "1 \t 7375 \t 2328 \t 3 \t 391 \t 0 \t 1\n", + "2 \t 2328 \t 391 \t 5 \t 373 \t 1 \t -5\n", + "3 \t 391 \t 373 \t 1 \t 18 \t -3 \t 16\n", + "4 \t 373 \t 18 \t 20 \t 13 \t 16 \t -85\n", + "5 \t 18 \t 13 \t 1 \t 5 \t -19 \t 101\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 396 \t -2105\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -415 \t 2206\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1226 \t -6517\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1641 \t 8723\n", + "\t\t\t\t\t 2867 \t -15240\n", + "GCD(39203, 7375) = 1, with coefficients 2867 and -15240 such that 1 = (2867)*39203 + (-15240)*7375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7376 \t 5 \t 2323 \t 1 \t 0\n", + "1 \t 7376 \t 2323 \t 3 \t 407 \t 0 \t 1\n", + "2 \t 2323 \t 407 \t 5 \t 288 \t 1 \t -5\n", + "3 \t 407 \t 288 \t 1 \t 119 \t -3 \t 16\n", + "4 \t 288 \t 119 \t 2 \t 50 \t 16 \t -85\n", + "5 \t 119 \t 50 \t 2 \t 19 \t -19 \t 101\n", + "6 \t 50 \t 19 \t 2 \t 12 \t 54 \t -287\n", + "7 \t 19 \t 12 \t 1 \t 7 \t -127 \t 675\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 308 \t -1637\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -435 \t 2312\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 743 \t -3949\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1178 \t 6261\n", + "\t\t\t\t\t 3099 \t -16471\n", + "GCD(39203, 7376) = 1, with coefficients 3099 and -16471 such that 1 = (3099)*39203 + (-16471)*7376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7377 \t 5 \t 2318 \t 1 \t 0\n", + "1 \t 7377 \t 2318 \t 3 \t 423 \t 0 \t 1\n", + "2 \t 2318 \t 423 \t 5 \t 203 \t 1 \t -5\n", + "3 \t 423 \t 203 \t 2 \t 17 \t -3 \t 16\n", + "4 \t 203 \t 17 \t 11 \t 16 \t 16 \t -85\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -35 \t 186\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 401 \t -2131\n", + "\t\t\t\t\t -436 \t 2317\n", + "GCD(39203, 7377) = 1, with coefficients -436 and 2317 such that 1 = (-436)*39203 + (2317)*7377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7378 \t 5 \t 2313 \t 1 \t 0\n", + "1 \t 7378 \t 2313 \t 3 \t 439 \t 0 \t 1\n", + "2 \t 2313 \t 439 \t 5 \t 118 \t 1 \t -5\n", + "3 \t 439 \t 118 \t 3 \t 85 \t -3 \t 16\n", + "4 \t 118 \t 85 \t 1 \t 33 \t 16 \t -85\n", + "5 \t 85 \t 33 \t 2 \t 19 \t -51 \t 271\n", + "6 \t 33 \t 19 \t 1 \t 14 \t 67 \t -356\n", + "7 \t 19 \t 14 \t 1 \t 5 \t -185 \t 983\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 252 \t -1339\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -437 \t 2322\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1126 \t -5983\n", + "\t\t\t\t\t -1563 \t 8305\n", + "GCD(39203, 7378) = 1, with coefficients -1563 and 8305 such that 1 = (-1563)*39203 + (8305)*7378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7379 \t 5 \t 2308 \t 1 \t 0\n", + "1 \t 7379 \t 2308 \t 3 \t 455 \t 0 \t 1\n", + "2 \t 2308 \t 455 \t 5 \t 33 \t 1 \t -5\n", + "3 \t 455 \t 33 \t 13 \t 26 \t -3 \t 16\n", + "4 \t 33 \t 26 \t 1 \t 7 \t 16 \t -85\n", + "5 \t 26 \t 7 \t 3 \t 5 \t -211 \t 1121\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 227 \t -1206\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -892 \t 4739\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1119 \t -5945\n", + "\t\t\t\t\t -3130 \t 16629\n", + "GCD(39203, 7379) = 1, with coefficients -3130 and 16629 such that 1 = (-3130)*39203 + (16629)*7379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7380 \t 5 \t 2303 \t 1 \t 0\n", + "1 \t 7380 \t 2303 \t 3 \t 471 \t 0 \t 1\n", + "2 \t 2303 \t 471 \t 4 \t 419 \t 1 \t -5\n", + "3 \t 471 \t 419 \t 1 \t 52 \t -3 \t 16\n", + "4 \t 419 \t 52 \t 8 \t 3 \t 13 \t -69\n", + "5 \t 52 \t 3 \t 17 \t 1 \t -16 \t 85\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 141 \t -749\n", + "\t\t\t\t\t -2413 \t 12818\n", + "GCD(39203, 7380) = 1, with coefficients -2413 and 12818 such that 1 = (-2413)*39203 + (12818)*7380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7381 \t 5 \t 2298 \t 1 \t 0\n", + "1 \t 7381 \t 2298 \t 3 \t 487 \t 0 \t 1\n", + "2 \t 2298 \t 487 \t 4 \t 350 \t 1 \t -5\n", + "3 \t 487 \t 350 \t 1 \t 137 \t -3 \t 16\n", + "4 \t 350 \t 137 \t 2 \t 76 \t 13 \t -69\n", + "5 \t 137 \t 76 \t 1 \t 61 \t -16 \t 85\n", + "6 \t 76 \t 61 \t 1 \t 15 \t 45 \t -239\n", + "7 \t 61 \t 15 \t 4 \t 1 \t -61 \t 324\n", + "8 \t 15 \t 1 \t 15 \t 0 \t 106 \t -563\n", + "\t\t\t\t\t -485 \t 2576\n", + "GCD(39203, 7381) = 1, with coefficients -485 and 2576 such that 1 = (-485)*39203 + (2576)*7381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7382 \t 5 \t 2293 \t 1 \t 0\n", + "1 \t 7382 \t 2293 \t 3 \t 503 \t 0 \t 1\n", + "2 \t 2293 \t 503 \t 4 \t 281 \t 1 \t -5\n", + "3 \t 503 \t 281 \t 1 \t 222 \t -3 \t 16\n", + "4 \t 281 \t 222 \t 1 \t 59 \t 13 \t -69\n", + "5 \t 222 \t 59 \t 3 \t 45 \t -16 \t 85\n", + "6 \t 59 \t 45 \t 1 \t 14 \t 29 \t -154\n", + "7 \t 45 \t 14 \t 3 \t 3 \t -103 \t 547\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 132 \t -701\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -499 \t 2650\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2128 \t -11301\n", + "\t\t\t\t\t -2627 \t 13951\n", + "GCD(39203, 7382) = 1, with coefficients -2627 and 13951 such that 1 = (-2627)*39203 + (13951)*7382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7383 \t 5 \t 2288 \t 1 \t 0\n", + "1 \t 7383 \t 2288 \t 3 \t 519 \t 0 \t 1\n", + "2 \t 2288 \t 519 \t 4 \t 212 \t 1 \t -5\n", + "3 \t 519 \t 212 \t 2 \t 95 \t -3 \t 16\n", + "4 \t 212 \t 95 \t 2 \t 22 \t 13 \t -69\n", + "5 \t 95 \t 22 \t 4 \t 7 \t -29 \t 154\n", + "6 \t 22 \t 7 \t 3 \t 1 \t 71 \t -377\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -313 \t 1662\n", + "\t\t\t\t\t 1010 \t -5363\n", + "GCD(39203, 7383) = 1, with coefficients 1010 and -5363 such that 1 = (1010)*39203 + (-5363)*7383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7384 \t 5 \t 2283 \t 1 \t 0\n", + "1 \t 7384 \t 2283 \t 3 \t 535 \t 0 \t 1\n", + "2 \t 2283 \t 535 \t 4 \t 143 \t 1 \t -5\n", + "3 \t 535 \t 143 \t 3 \t 106 \t -3 \t 16\n", + "4 \t 143 \t 106 \t 1 \t 37 \t 13 \t -69\n", + "5 \t 106 \t 37 \t 2 \t 32 \t -42 \t 223\n", + "6 \t 37 \t 32 \t 1 \t 5 \t 55 \t -292\n", + "7 \t 32 \t 5 \t 6 \t 2 \t -152 \t 807\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 207 \t -1099\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1394 \t 7401\n", + "\t\t\t\t\t 2995 \t -15901\n", + "GCD(39203, 7384) = 1, with coefficients 2995 and -15901 such that 1 = (2995)*39203 + (-15901)*7384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7385 \t 5 \t 2278 \t 1 \t 0\n", + "1 \t 7385 \t 2278 \t 3 \t 551 \t 0 \t 1\n", + "2 \t 2278 \t 551 \t 4 \t 74 \t 1 \t -5\n", + "3 \t 551 \t 74 \t 7 \t 33 \t -3 \t 16\n", + "4 \t 74 \t 33 \t 2 \t 8 \t 13 \t -69\n", + "5 \t 33 \t 8 \t 4 \t 1 \t -94 \t 499\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 201 \t -1067\n", + "\t\t\t\t\t -898 \t 4767\n", + "GCD(39203, 7385) = 1, with coefficients -898 and 4767 such that 1 = (-898)*39203 + (4767)*7385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7386 \t 5 \t 2273 \t 1 \t 0\n", + "1 \t 7386 \t 2273 \t 3 \t 567 \t 0 \t 1\n", + "2 \t 2273 \t 567 \t 4 \t 5 \t 1 \t -5\n", + "3 \t 567 \t 5 \t 113 \t 2 \t -3 \t 16\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 13 \t -69\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1472 \t 7813\n", + "\t\t\t\t\t 2957 \t -15695\n", + "GCD(39203, 7386) = 1, with coefficients 2957 and -15695 such that 1 = (2957)*39203 + (-15695)*7386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7387 \t 5 \t 2268 \t 1 \t 0\n", + "1 \t 7387 \t 2268 \t 3 \t 583 \t 0 \t 1\n", + "2 \t 2268 \t 583 \t 3 \t 519 \t 1 \t -5\n", + "3 \t 583 \t 519 \t 1 \t 64 \t -3 \t 16\n", + "4 \t 519 \t 64 \t 8 \t 7 \t 10 \t -53\n", + "5 \t 64 \t 7 \t 9 \t 1 \t -13 \t 69\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 114 \t -605\n", + "\t\t\t\t\t -1039 \t 5514\n", + "GCD(39203, 7387) = 1, with coefficients -1039 and 5514 such that 1 = (-1039)*39203 + (5514)*7387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7388 \t 5 \t 2263 \t 1 \t 0\n", + "1 \t 7388 \t 2263 \t 3 \t 599 \t 0 \t 1\n", + "2 \t 2263 \t 599 \t 3 \t 466 \t 1 \t -5\n", + "3 \t 599 \t 466 \t 1 \t 133 \t -3 \t 16\n", + "4 \t 466 \t 133 \t 3 \t 67 \t 10 \t -53\n", + "5 \t 133 \t 67 \t 1 \t 66 \t -13 \t 69\n", + "6 \t 67 \t 66 \t 1 \t 1 \t 49 \t -260\n", + "7 \t 66 \t 1 \t 66 \t 0 \t -62 \t 329\n", + "\t\t\t\t\t 111 \t -589\n", + "GCD(39203, 7388) = 1, with coefficients 111 and -589 such that 1 = (111)*39203 + (-589)*7388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7389 \t 5 \t 2258 \t 1 \t 0\n", + "1 \t 7389 \t 2258 \t 3 \t 615 \t 0 \t 1\n", + "2 \t 2258 \t 615 \t 3 \t 413 \t 1 \t -5\n", + "3 \t 615 \t 413 \t 1 \t 202 \t -3 \t 16\n", + "4 \t 413 \t 202 \t 2 \t 9 \t 10 \t -53\n", + "5 \t 202 \t 9 \t 22 \t 4 \t -13 \t 69\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 36 \t -191\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -805 \t 4271\n", + "\t\t\t\t\t 1646 \t -8733\n", + "GCD(39203, 7389) = 1, with coefficients 1646 and -8733 such that 1 = (1646)*39203 + (-8733)*7389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7390 \t 5 \t 2253 \t 1 \t 0\n", + "1 \t 7390 \t 2253 \t 3 \t 631 \t 0 \t 1\n", + "2 \t 2253 \t 631 \t 3 \t 360 \t 1 \t -5\n", + "3 \t 631 \t 360 \t 1 \t 271 \t -3 \t 16\n", + "4 \t 360 \t 271 \t 1 \t 89 \t 10 \t -53\n", + "5 \t 271 \t 89 \t 3 \t 4 \t -13 \t 69\n", + "6 \t 89 \t 4 \t 22 \t 1 \t 23 \t -122\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -82 \t 435\n", + "\t\t\t\t\t 1827 \t -9692\n", + "GCD(39203, 7390) = 1, with coefficients 1827 and -9692 such that 1 = (1827)*39203 + (-9692)*7390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7391 \t 5 \t 2248 \t 1 \t 0\n", + "1 \t 7391 \t 2248 \t 3 \t 647 \t 0 \t 1\n", + "2 \t 2248 \t 647 \t 3 \t 307 \t 1 \t -5\n", + "3 \t 647 \t 307 \t 2 \t 33 \t -3 \t 16\n", + "4 \t 307 \t 33 \t 9 \t 10 \t 10 \t -53\n", + "5 \t 33 \t 10 \t 3 \t 3 \t -23 \t 122\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 217 \t -1151\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -674 \t 3575\n", + "\t\t\t\t\t 2239 \t -11876\n", + "GCD(39203, 7391) = 1, with coefficients 2239 and -11876 such that 1 = (2239)*39203 + (-11876)*7391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7392 \t 5 \t 2243 \t 1 \t 0\n", + "1 \t 7392 \t 2243 \t 3 \t 663 \t 0 \t 1\n", + "2 \t 2243 \t 663 \t 3 \t 254 \t 1 \t -5\n", + "3 \t 663 \t 254 \t 2 \t 155 \t -3 \t 16\n", + "4 \t 254 \t 155 \t 1 \t 99 \t 10 \t -53\n", + "5 \t 155 \t 99 \t 1 \t 56 \t -23 \t 122\n", + "6 \t 99 \t 56 \t 1 \t 43 \t 33 \t -175\n", + "7 \t 56 \t 43 \t 1 \t 13 \t -56 \t 297\n", + "8 \t 43 \t 13 \t 3 \t 4 \t 89 \t -472\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -145 \t 769\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 524 \t -2779\n", + "\t\t\t\t\t -1717 \t 9106\n", + "GCD(39203, 7392) = 1, with coefficients -1717 and 9106 such that 1 = (-1717)*39203 + (9106)*7392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7393 \t 5 \t 2238 \t 1 \t 0\n", + "1 \t 7393 \t 2238 \t 3 \t 679 \t 0 \t 1\n", + "2 \t 2238 \t 679 \t 3 \t 201 \t 1 \t -5\n", + "3 \t 679 \t 201 \t 3 \t 76 \t -3 \t 16\n", + "4 \t 201 \t 76 \t 2 \t 49 \t 10 \t -53\n", + "5 \t 76 \t 49 \t 1 \t 27 \t -33 \t 175\n", + "6 \t 49 \t 27 \t 1 \t 22 \t 76 \t -403\n", + "7 \t 27 \t 22 \t 1 \t 5 \t -109 \t 578\n", + "8 \t 22 \t 5 \t 4 \t 2 \t 185 \t -981\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -294 \t 1559\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1361 \t -7217\n", + "\t\t\t\t\t -3016 \t 15993\n", + "GCD(39203, 7393) = 1, with coefficients -3016 and 15993 such that 1 = (-3016)*39203 + (15993)*7393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7394 \t 5 \t 2233 \t 1 \t 0\n", + "1 \t 7394 \t 2233 \t 3 \t 695 \t 0 \t 1\n", + "2 \t 2233 \t 695 \t 3 \t 148 \t 1 \t -5\n", + "3 \t 695 \t 148 \t 4 \t 103 \t -3 \t 16\n", + "4 \t 148 \t 103 \t 1 \t 45 \t 10 \t -53\n", + "5 \t 103 \t 45 \t 2 \t 13 \t -43 \t 228\n", + "6 \t 45 \t 13 \t 3 \t 6 \t 53 \t -281\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -149 \t 790\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 500 \t -2651\n", + "\t\t\t\t\t -1149 \t 6092\n", + "GCD(39203, 7394) = 1, with coefficients -1149 and 6092 such that 1 = (-1149)*39203 + (6092)*7394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7395 \t 5 \t 2228 \t 1 \t 0\n", + "1 \t 7395 \t 2228 \t 3 \t 711 \t 0 \t 1\n", + "2 \t 2228 \t 711 \t 3 \t 95 \t 1 \t -5\n", + "3 \t 711 \t 95 \t 7 \t 46 \t -3 \t 16\n", + "4 \t 95 \t 46 \t 2 \t 3 \t 10 \t -53\n", + "5 \t 46 \t 3 \t 15 \t 1 \t -73 \t 387\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 156 \t -827\n", + "\t\t\t\t\t -2413 \t 12792\n", + "GCD(39203, 7395) = 1, with coefficients -2413 and 12792 such that 1 = (-2413)*39203 + (12792)*7395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7396 \t 5 \t 2223 \t 1 \t 0\n", + "1 \t 7396 \t 2223 \t 3 \t 727 \t 0 \t 1\n", + "2 \t 2223 \t 727 \t 3 \t 42 \t 1 \t -5\n", + "3 \t 727 \t 42 \t 17 \t 13 \t -3 \t 16\n", + "4 \t 42 \t 13 \t 3 \t 3 \t 10 \t -53\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -173 \t 917\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 529 \t -2804\n", + "\t\t\t\t\t -2289 \t 12133\n", + "GCD(39203, 7396) = 1, with coefficients -2289 and 12133 such that 1 = (-2289)*39203 + (12133)*7396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7397 \t 5 \t 2218 \t 1 \t 0\n", + "1 \t 7397 \t 2218 \t 3 \t 743 \t 0 \t 1\n", + "2 \t 2218 \t 743 \t 2 \t 732 \t 1 \t -5\n", + "3 \t 743 \t 732 \t 1 \t 11 \t -3 \t 16\n", + "4 \t 732 \t 11 \t 66 \t 6 \t 7 \t -37\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -10 \t 53\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 667 \t -3535\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -677 \t 3588\n", + "\t\t\t\t\t 1344 \t -7123\n", + "GCD(39203, 7397) = 1, with coefficients 1344 and -7123 such that 1 = (1344)*39203 + (-7123)*7397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7398 \t 5 \t 2213 \t 1 \t 0\n", + "1 \t 7398 \t 2213 \t 3 \t 759 \t 0 \t 1\n", + "2 \t 2213 \t 759 \t 2 \t 695 \t 1 \t -5\n", + "3 \t 759 \t 695 \t 1 \t 64 \t -3 \t 16\n", + "4 \t 695 \t 64 \t 10 \t 55 \t 7 \t -37\n", + "5 \t 64 \t 55 \t 1 \t 9 \t -10 \t 53\n", + "6 \t 55 \t 9 \t 6 \t 1 \t 107 \t -567\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -117 \t 620\n", + "\t\t\t\t\t 809 \t -4287\n", + "GCD(39203, 7398) = 1, with coefficients 809 and -4287 such that 1 = (809)*39203 + (-4287)*7398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7399 \t 5 \t 2208 \t 1 \t 0\n", + "1 \t 7399 \t 2208 \t 3 \t 775 \t 0 \t 1\n", + "2 \t 2208 \t 775 \t 2 \t 658 \t 1 \t -5\n", + "3 \t 775 \t 658 \t 1 \t 117 \t -3 \t 16\n", + "4 \t 658 \t 117 \t 5 \t 73 \t 7 \t -37\n", + "5 \t 117 \t 73 \t 1 \t 44 \t -10 \t 53\n", + "6 \t 73 \t 44 \t 1 \t 29 \t 57 \t -302\n", + "7 \t 44 \t 29 \t 1 \t 15 \t -67 \t 355\n", + "8 \t 29 \t 15 \t 1 \t 14 \t 124 \t -657\n", + "9 \t 15 \t 14 \t 1 \t 1 \t -191 \t 1012\n", + "10 \t 14 \t 1 \t 14 \t 0 \t 315 \t -1669\n", + "\t\t\t\t\t -506 \t 2681\n", + "GCD(39203, 7399) = 1, with coefficients -506 and 2681 such that 1 = (-506)*39203 + (2681)*7399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7400 \t 5 \t 2203 \t 1 \t 0\n", + "1 \t 7400 \t 2203 \t 3 \t 791 \t 0 \t 1\n", + "2 \t 2203 \t 791 \t 2 \t 621 \t 1 \t -5\n", + "3 \t 791 \t 621 \t 1 \t 170 \t -3 \t 16\n", + "4 \t 621 \t 170 \t 3 \t 111 \t 7 \t -37\n", + "5 \t 170 \t 111 \t 1 \t 59 \t -10 \t 53\n", + "6 \t 111 \t 59 \t 1 \t 52 \t 37 \t -196\n", + "7 \t 59 \t 52 \t 1 \t 7 \t -47 \t 249\n", + "8 \t 52 \t 7 \t 7 \t 3 \t 84 \t -445\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -131 \t 694\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1001 \t -5303\n", + "\t\t\t\t\t -2133 \t 11300\n", + "GCD(39203, 7400) = 1, with coefficients -2133 and 11300 such that 1 = (-2133)*39203 + (11300)*7400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7401 \t 5 \t 2198 \t 1 \t 0\n", + "1 \t 7401 \t 2198 \t 3 \t 807 \t 0 \t 1\n", + "2 \t 2198 \t 807 \t 2 \t 584 \t 1 \t -5\n", + "3 \t 807 \t 584 \t 1 \t 223 \t -3 \t 16\n", + "4 \t 584 \t 223 \t 2 \t 138 \t 7 \t -37\n", + "5 \t 223 \t 138 \t 1 \t 85 \t -10 \t 53\n", + "6 \t 138 \t 85 \t 1 \t 53 \t 27 \t -143\n", + "7 \t 85 \t 53 \t 1 \t 32 \t -37 \t 196\n", + "8 \t 53 \t 32 \t 1 \t 21 \t 64 \t -339\n", + "9 \t 32 \t 21 \t 1 \t 11 \t -101 \t 535\n", + "10 \t 21 \t 11 \t 1 \t 10 \t 165 \t -874\n", + "11 \t 11 \t 10 \t 1 \t 1 \t -266 \t 1409\n", + "12 \t 10 \t 1 \t 10 \t 0 \t 431 \t -2283\n", + "\t\t\t\t\t -697 \t 3692\n", + "GCD(39203, 7401) = 1, with coefficients -697 and 3692 such that 1 = (-697)*39203 + (3692)*7401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7402 \t 5 \t 2193 \t 1 \t 0\n", + "1 \t 7402 \t 2193 \t 3 \t 823 \t 0 \t 1\n", + "2 \t 2193 \t 823 \t 2 \t 547 \t 1 \t -5\n", + "3 \t 823 \t 547 \t 1 \t 276 \t -3 \t 16\n", + "4 \t 547 \t 276 \t 1 \t 271 \t 7 \t -37\n", + "5 \t 276 \t 271 \t 1 \t 5 \t -10 \t 53\n", + "6 \t 271 \t 5 \t 54 \t 1 \t 17 \t -90\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -27 \t 143\n", + "\t\t\t\t\t 1475 \t -7812\n", + "GCD(39203, 7402) = 1, with coefficients 1475 and -7812 such that 1 = (1475)*39203 + (-7812)*7402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7403 \t 5 \t 2188 \t 1 \t 0\n", + "1 \t 7403 \t 2188 \t 3 \t 839 \t 0 \t 1\n", + "2 \t 2188 \t 839 \t 2 \t 510 \t 1 \t -5\n", + "3 \t 839 \t 510 \t 1 \t 329 \t -3 \t 16\n", + "4 \t 510 \t 329 \t 1 \t 181 \t 7 \t -37\n", + "5 \t 329 \t 181 \t 1 \t 148 \t -10 \t 53\n", + "6 \t 181 \t 148 \t 1 \t 33 \t 17 \t -90\n", + "7 \t 148 \t 33 \t 4 \t 16 \t -27 \t 143\n", + "8 \t 33 \t 16 \t 2 \t 1 \t 44 \t -233\n", + "9 \t 16 \t 1 \t 16 \t 0 \t -203 \t 1075\n", + "\t\t\t\t\t 450 \t -2383\n", + "GCD(39203, 7403) = 1, with coefficients 450 and -2383 such that 1 = (450)*39203 + (-2383)*7403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7404 \t 5 \t 2183 \t 1 \t 0\n", + "1 \t 7404 \t 2183 \t 3 \t 855 \t 0 \t 1\n", + "2 \t 2183 \t 855 \t 2 \t 473 \t 1 \t -5\n", + "3 \t 855 \t 473 \t 1 \t 382 \t -3 \t 16\n", + "4 \t 473 \t 382 \t 1 \t 91 \t 7 \t -37\n", + "5 \t 382 \t 91 \t 4 \t 18 \t -10 \t 53\n", + "6 \t 91 \t 18 \t 5 \t 1 \t 17 \t -90\n", + "7 \t 18 \t 1 \t 18 \t 0 \t -78 \t 413\n", + "\t\t\t\t\t 407 \t -2155\n", + "GCD(39203, 7404) = 1, with coefficients 407 and -2155 such that 1 = (407)*39203 + (-2155)*7404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7405 \t 5 \t 2178 \t 1 \t 0\n", + "1 \t 7405 \t 2178 \t 3 \t 871 \t 0 \t 1\n", + "2 \t 2178 \t 871 \t 2 \t 436 \t 1 \t -5\n", + "3 \t 871 \t 436 \t 1 \t 435 \t -3 \t 16\n", + "4 \t 436 \t 435 \t 1 \t 1 \t 7 \t -37\n", + "5 \t 435 \t 1 \t 435 \t 0 \t -10 \t 53\n", + "\t\t\t\t\t 17 \t -90\n", + "GCD(39203, 7405) = 1, with coefficients 17 and -90 such that 1 = (17)*39203 + (-90)*7405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7406 \t 5 \t 2173 \t 1 \t 0\n", + "1 \t 7406 \t 2173 \t 3 \t 887 \t 0 \t 1\n", + "2 \t 2173 \t 887 \t 2 \t 399 \t 1 \t -5\n", + "3 \t 887 \t 399 \t 2 \t 89 \t -3 \t 16\n", + "4 \t 399 \t 89 \t 4 \t 43 \t 7 \t -37\n", + "5 \t 89 \t 43 \t 2 \t 3 \t -17 \t 90\n", + "6 \t 43 \t 3 \t 14 \t 1 \t 75 \t -397\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -167 \t 884\n", + "\t\t\t\t\t 2413 \t -12773\n", + "GCD(39203, 7406) = 1, with coefficients 2413 and -12773 such that 1 = (2413)*39203 + (-12773)*7406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7407 \t 5 \t 2168 \t 1 \t 0\n", + "1 \t 7407 \t 2168 \t 3 \t 903 \t 0 \t 1\n", + "2 \t 2168 \t 903 \t 2 \t 362 \t 1 \t -5\n", + "3 \t 903 \t 362 \t 2 \t 179 \t -3 \t 16\n", + "4 \t 362 \t 179 \t 2 \t 4 \t 7 \t -37\n", + "5 \t 179 \t 4 \t 44 \t 3 \t -17 \t 90\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 41 \t -217\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1821 \t 9638\n", + "\t\t\t\t\t 1862 \t -9855\n", + "GCD(39203, 7407) = 1, with coefficients 1862 and -9855 such that 1 = (1862)*39203 + (-9855)*7407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7408 \t 5 \t 2163 \t 1 \t 0\n", + "1 \t 7408 \t 2163 \t 3 \t 919 \t 0 \t 1\n", + "2 \t 2163 \t 919 \t 2 \t 325 \t 1 \t -5\n", + "3 \t 919 \t 325 \t 2 \t 269 \t -3 \t 16\n", + "4 \t 325 \t 269 \t 1 \t 56 \t 7 \t -37\n", + "5 \t 269 \t 56 \t 4 \t 45 \t -17 \t 90\n", + "6 \t 56 \t 45 \t 1 \t 11 \t 24 \t -127\n", + "7 \t 45 \t 11 \t 4 \t 1 \t -113 \t 598\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 137 \t -725\n", + "\t\t\t\t\t -661 \t 3498\n", + "GCD(39203, 7408) = 1, with coefficients -661 and 3498 such that 1 = (-661)*39203 + (3498)*7408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7409 \t 5 \t 2158 \t 1 \t 0\n", + "1 \t 7409 \t 2158 \t 3 \t 935 \t 0 \t 1\n", + "2 \t 2158 \t 935 \t 2 \t 288 \t 1 \t -5\n", + "3 \t 935 \t 288 \t 3 \t 71 \t -3 \t 16\n", + "4 \t 288 \t 71 \t 4 \t 4 \t 7 \t -37\n", + "5 \t 71 \t 4 \t 17 \t 3 \t -24 \t 127\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 103 \t -545\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1775 \t 9392\n", + "\t\t\t\t\t 1878 \t -9937\n", + "GCD(39203, 7409) = 1, with coefficients 1878 and -9937 such that 1 = (1878)*39203 + (-9937)*7409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7410 \t 5 \t 2153 \t 1 \t 0\n", + "1 \t 7410 \t 2153 \t 3 \t 951 \t 0 \t 1\n", + "2 \t 2153 \t 951 \t 2 \t 251 \t 1 \t -5\n", + "3 \t 951 \t 251 \t 3 \t 198 \t -3 \t 16\n", + "4 \t 251 \t 198 \t 1 \t 53 \t 7 \t -37\n", + "5 \t 198 \t 53 \t 3 \t 39 \t -24 \t 127\n", + "6 \t 53 \t 39 \t 1 \t 14 \t 31 \t -164\n", + "7 \t 39 \t 14 \t 2 \t 11 \t -117 \t 619\n", + "8 \t 14 \t 11 \t 1 \t 3 \t 148 \t -783\n", + "9 \t 11 \t 3 \t 3 \t 2 \t -413 \t 2185\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 561 \t -2968\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2096 \t 11089\n", + "\t\t\t\t\t 2657 \t -14057\n", + "GCD(39203, 7410) = 1, with coefficients 2657 and -14057 such that 1 = (2657)*39203 + (-14057)*7410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7411 \t 5 \t 2148 \t 1 \t 0\n", + "1 \t 7411 \t 2148 \t 3 \t 967 \t 0 \t 1\n", + "2 \t 2148 \t 967 \t 2 \t 214 \t 1 \t -5\n", + "3 \t 967 \t 214 \t 4 \t 111 \t -3 \t 16\n", + "4 \t 214 \t 111 \t 1 \t 103 \t 7 \t -37\n", + "5 \t 111 \t 103 \t 1 \t 8 \t -31 \t 164\n", + "6 \t 103 \t 8 \t 12 \t 7 \t 38 \t -201\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -69 \t 365\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 866 \t -4581\n", + "\t\t\t\t\t -935 \t 4946\n", + "GCD(39203, 7411) = 1, with coefficients -935 and 4946 such that 1 = (-935)*39203 + (4946)*7411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7412 \t 5 \t 2143 \t 1 \t 0\n", + "1 \t 7412 \t 2143 \t 3 \t 983 \t 0 \t 1\n", + "2 \t 2143 \t 983 \t 2 \t 177 \t 1 \t -5\n", + "3 \t 983 \t 177 \t 5 \t 98 \t -3 \t 16\n", + "4 \t 177 \t 98 \t 1 \t 79 \t 7 \t -37\n", + "5 \t 98 \t 79 \t 1 \t 19 \t -38 \t 201\n", + "6 \t 79 \t 19 \t 4 \t 3 \t 45 \t -238\n", + "7 \t 19 \t 3 \t 6 \t 1 \t -83 \t 439\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 377 \t -1994\n", + "\t\t\t\t\t -2345 \t 12403\n", + "GCD(39203, 7412) = 1, with coefficients -2345 and 12403 such that 1 = (-2345)*39203 + (12403)*7412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7413 \t 5 \t 2138 \t 1 \t 0\n", + "1 \t 7413 \t 2138 \t 3 \t 999 \t 0 \t 1\n", + "2 \t 2138 \t 999 \t 2 \t 140 \t 1 \t -5\n", + "3 \t 999 \t 140 \t 7 \t 19 \t -3 \t 16\n", + "4 \t 140 \t 19 \t 7 \t 7 \t 7 \t -37\n", + "5 \t 19 \t 7 \t 2 \t 5 \t -52 \t 275\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 371 \t -1962\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -794 \t 4199\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1165 \t -6161\n", + "\t\t\t\t\t -3124 \t 16521\n", + "GCD(39203, 7413) = 1, with coefficients -3124 and 16521 such that 1 = (-3124)*39203 + (16521)*7413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7414 \t 5 \t 2133 \t 1 \t 0\n", + "1 \t 7414 \t 2133 \t 3 \t 1015 \t 0 \t 1\n", + "2 \t 2133 \t 1015 \t 2 \t 103 \t 1 \t -5\n", + "3 \t 1015 \t 103 \t 9 \t 88 \t -3 \t 16\n", + "4 \t 103 \t 88 \t 1 \t 15 \t 7 \t -37\n", + "5 \t 88 \t 15 \t 5 \t 13 \t -66 \t 349\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 73 \t -386\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -431 \t 2279\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 504 \t -2665\n", + "\t\t\t\t\t -3455 \t 18269\n", + "GCD(39203, 7414) = 1, with coefficients -3455 and 18269 such that 1 = (-3455)*39203 + (18269)*7414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7415 \t 5 \t 2128 \t 1 \t 0\n", + "1 \t 7415 \t 2128 \t 3 \t 1031 \t 0 \t 1\n", + "2 \t 2128 \t 1031 \t 2 \t 66 \t 1 \t -5\n", + "3 \t 1031 \t 66 \t 15 \t 41 \t -3 \t 16\n", + "4 \t 66 \t 41 \t 1 \t 25 \t 7 \t -37\n", + "5 \t 41 \t 25 \t 1 \t 16 \t -108 \t 571\n", + "6 \t 25 \t 16 \t 1 \t 9 \t 115 \t -608\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -223 \t 1179\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 338 \t -1787\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -561 \t 2966\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 899 \t -4753\n", + "\t\t\t\t\t -3258 \t 17225\n", + "GCD(39203, 7415) = 1, with coefficients -3258 and 17225 such that 1 = (-3258)*39203 + (17225)*7415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7416 \t 5 \t 2123 \t 1 \t 0\n", + "1 \t 7416 \t 2123 \t 3 \t 1047 \t 0 \t 1\n", + "2 \t 2123 \t 1047 \t 2 \t 29 \t 1 \t -5\n", + "3 \t 1047 \t 29 \t 36 \t 3 \t -3 \t 16\n", + "4 \t 29 \t 3 \t 9 \t 2 \t 7 \t -37\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -255 \t 1348\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2302 \t -12169\n", + "\t\t\t\t\t -2557 \t 13517\n", + "GCD(39203, 7416) = 1, with coefficients -2557 and 13517 such that 1 = (-2557)*39203 + (13517)*7416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7417 \t 5 \t 2118 \t 1 \t 0\n", + "1 \t 7417 \t 2118 \t 3 \t 1063 \t 0 \t 1\n", + "2 \t 2118 \t 1063 \t 1 \t 1055 \t 1 \t -5\n", + "3 \t 1063 \t 1055 \t 1 \t 8 \t -3 \t 16\n", + "4 \t 1055 \t 8 \t 131 \t 7 \t 4 \t -21\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -7 \t 37\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 921 \t -4868\n", + "\t\t\t\t\t -928 \t 4905\n", + "GCD(39203, 7417) = 1, with coefficients -928 and 4905 such that 1 = (-928)*39203 + (4905)*7417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7418 \t 5 \t 2113 \t 1 \t 0\n", + "1 \t 7418 \t 2113 \t 3 \t 1079 \t 0 \t 1\n", + "2 \t 2113 \t 1079 \t 1 \t 1034 \t 1 \t -5\n", + "3 \t 1079 \t 1034 \t 1 \t 45 \t -3 \t 16\n", + "4 \t 1034 \t 45 \t 22 \t 44 \t 4 \t -21\n", + "5 \t 45 \t 44 \t 1 \t 1 \t -7 \t 37\n", + "6 \t 44 \t 1 \t 44 \t 0 \t 158 \t -835\n", + "\t\t\t\t\t -165 \t 872\n", + "GCD(39203, 7418) = 1, with coefficients -165 and 872 such that 1 = (-165)*39203 + (872)*7418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7419 \t 5 \t 2108 \t 1 \t 0\n", + "1 \t 7419 \t 2108 \t 3 \t 1095 \t 0 \t 1\n", + "2 \t 2108 \t 1095 \t 1 \t 1013 \t 1 \t -5\n", + "3 \t 1095 \t 1013 \t 1 \t 82 \t -3 \t 16\n", + "4 \t 1013 \t 82 \t 12 \t 29 \t 4 \t -21\n", + "5 \t 82 \t 29 \t 2 \t 24 \t -7 \t 37\n", + "6 \t 29 \t 24 \t 1 \t 5 \t 88 \t -465\n", + "7 \t 24 \t 5 \t 4 \t 4 \t -183 \t 967\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 271 \t -1432\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1267 \t 6695\n", + "\t\t\t\t\t 1538 \t -8127\n", + "GCD(39203, 7419) = 1, with coefficients 1538 and -8127 such that 1 = (1538)*39203 + (-8127)*7419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7420 \t 5 \t 2103 \t 1 \t 0\n", + "1 \t 7420 \t 2103 \t 3 \t 1111 \t 0 \t 1\n", + "2 \t 2103 \t 1111 \t 1 \t 992 \t 1 \t -5\n", + "3 \t 1111 \t 992 \t 1 \t 119 \t -3 \t 16\n", + "4 \t 992 \t 119 \t 8 \t 40 \t 4 \t -21\n", + "5 \t 119 \t 40 \t 2 \t 39 \t -7 \t 37\n", + "6 \t 40 \t 39 \t 1 \t 1 \t 60 \t -317\n", + "7 \t 39 \t 1 \t 39 \t 0 \t -127 \t 671\n", + "\t\t\t\t\t 187 \t -988\n", + "GCD(39203, 7420) = 1, with coefficients 187 and -988 such that 1 = (187)*39203 + (-988)*7420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7421 \t 5 \t 2098 \t 1 \t 0\n", + "1 \t 7421 \t 2098 \t 3 \t 1127 \t 0 \t 1\n", + "2 \t 2098 \t 1127 \t 1 \t 971 \t 1 \t -5\n", + "3 \t 1127 \t 971 \t 1 \t 156 \t -3 \t 16\n", + "4 \t 971 \t 156 \t 6 \t 35 \t 4 \t -21\n", + "5 \t 156 \t 35 \t 4 \t 16 \t -7 \t 37\n", + "6 \t 35 \t 16 \t 2 \t 3 \t 46 \t -243\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -191 \t 1009\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 428 \t -2261\n", + "\t\t\t\t\t -2331 \t 12314\n", + "GCD(39203, 7421) = 1, with coefficients -2331 and 12314 such that 1 = (-2331)*39203 + (12314)*7421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7422 \t 5 \t 2093 \t 1 \t 0\n", + "1 \t 7422 \t 2093 \t 3 \t 1143 \t 0 \t 1\n", + "2 \t 2093 \t 1143 \t 1 \t 950 \t 1 \t -5\n", + "3 \t 1143 \t 950 \t 1 \t 193 \t -3 \t 16\n", + "4 \t 950 \t 193 \t 4 \t 178 \t 4 \t -21\n", + "5 \t 193 \t 178 \t 1 \t 15 \t -7 \t 37\n", + "6 \t 178 \t 15 \t 11 \t 13 \t 32 \t -169\n", + "7 \t 15 \t 13 \t 1 \t 2 \t -39 \t 206\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 461 \t -2435\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -500 \t 2641\n", + "\t\t\t\t\t 3461 \t -18281\n", + "GCD(39203, 7422) = 1, with coefficients 3461 and -18281 such that 1 = (3461)*39203 + (-18281)*7422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7423 \t 5 \t 2088 \t 1 \t 0\n", + "1 \t 7423 \t 2088 \t 3 \t 1159 \t 0 \t 1\n", + "2 \t 2088 \t 1159 \t 1 \t 929 \t 1 \t -5\n", + "3 \t 1159 \t 929 \t 1 \t 230 \t -3 \t 16\n", + "4 \t 929 \t 230 \t 4 \t 9 \t 4 \t -21\n", + "5 \t 230 \t 9 \t 25 \t 5 \t -7 \t 37\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 32 \t -169\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -807 \t 4262\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 839 \t -4431\n", + "\t\t\t\t\t -1646 \t 8693\n", + "GCD(39203, 7423) = 1, with coefficients -1646 and 8693 such that 1 = (-1646)*39203 + (8693)*7423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7424 \t 5 \t 2083 \t 1 \t 0\n", + "1 \t 7424 \t 2083 \t 3 \t 1175 \t 0 \t 1\n", + "2 \t 2083 \t 1175 \t 1 \t 908 \t 1 \t -5\n", + "3 \t 1175 \t 908 \t 1 \t 267 \t -3 \t 16\n", + "4 \t 908 \t 267 \t 3 \t 107 \t 4 \t -21\n", + "5 \t 267 \t 107 \t 2 \t 53 \t -7 \t 37\n", + "6 \t 107 \t 53 \t 2 \t 1 \t 25 \t -132\n", + "7 \t 53 \t 1 \t 53 \t 0 \t -57 \t 301\n", + "\t\t\t\t\t 139 \t -734\n", + "GCD(39203, 7424) = 1, with coefficients 139 and -734 such that 1 = (139)*39203 + (-734)*7424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7425 \t 5 \t 2078 \t 1 \t 0\n", + "1 \t 7425 \t 2078 \t 3 \t 1191 \t 0 \t 1\n", + "2 \t 2078 \t 1191 \t 1 \t 887 \t 1 \t -5\n", + "3 \t 1191 \t 887 \t 1 \t 304 \t -3 \t 16\n", + "4 \t 887 \t 304 \t 2 \t 279 \t 4 \t -21\n", + "5 \t 304 \t 279 \t 1 \t 25 \t -7 \t 37\n", + "6 \t 279 \t 25 \t 11 \t 4 \t 18 \t -95\n", + "7 \t 25 \t 4 \t 6 \t 1 \t -25 \t 132\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 293 \t -1547\n", + "\t\t\t\t\t -1783 \t 9414\n", + "GCD(39203, 7425) = 1, with coefficients -1783 and 9414 such that 1 = (-1783)*39203 + (9414)*7425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7426 \t 5 \t 2073 \t 1 \t 0\n", + "1 \t 7426 \t 2073 \t 3 \t 1207 \t 0 \t 1\n", + "2 \t 2073 \t 1207 \t 1 \t 866 \t 1 \t -5\n", + "3 \t 1207 \t 866 \t 1 \t 341 \t -3 \t 16\n", + "4 \t 866 \t 341 \t 2 \t 184 \t 4 \t -21\n", + "5 \t 341 \t 184 \t 1 \t 157 \t -7 \t 37\n", + "6 \t 184 \t 157 \t 1 \t 27 \t 18 \t -95\n", + "7 \t 157 \t 27 \t 5 \t 22 \t -25 \t 132\n", + "8 \t 27 \t 22 \t 1 \t 5 \t 43 \t -227\n", + "9 \t 22 \t 5 \t 4 \t 2 \t -240 \t 1267\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 283 \t -1494\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1372 \t 7243\n", + "\t\t\t\t\t 3027 \t -15980\n", + "GCD(39203, 7426) = 1, with coefficients 3027 and -15980 such that 1 = (3027)*39203 + (-15980)*7426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7427 \t 5 \t 2068 \t 1 \t 0\n", + "1 \t 7427 \t 2068 \t 3 \t 1223 \t 0 \t 1\n", + "2 \t 2068 \t 1223 \t 1 \t 845 \t 1 \t -5\n", + "3 \t 1223 \t 845 \t 1 \t 378 \t -3 \t 16\n", + "4 \t 845 \t 378 \t 2 \t 89 \t 4 \t -21\n", + "5 \t 378 \t 89 \t 4 \t 22 \t -7 \t 37\n", + "6 \t 89 \t 22 \t 4 \t 1 \t 18 \t -95\n", + "7 \t 22 \t 1 \t 22 \t 0 \t -79 \t 417\n", + "\t\t\t\t\t 334 \t -1763\n", + "GCD(39203, 7427) = 1, with coefficients 334 and -1763 such that 1 = (334)*39203 + (-1763)*7427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7428 \t 5 \t 2063 \t 1 \t 0\n", + "1 \t 7428 \t 2063 \t 3 \t 1239 \t 0 \t 1\n", + "2 \t 2063 \t 1239 \t 1 \t 824 \t 1 \t -5\n", + "3 \t 1239 \t 824 \t 1 \t 415 \t -3 \t 16\n", + "4 \t 824 \t 415 \t 1 \t 409 \t 4 \t -21\n", + "5 \t 415 \t 409 \t 1 \t 6 \t -7 \t 37\n", + "6 \t 409 \t 6 \t 68 \t 1 \t 11 \t -58\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -18 \t 95\n", + "\t\t\t\t\t 1235 \t -6518\n", + "GCD(39203, 7428) = 1, with coefficients 1235 and -6518 such that 1 = (1235)*39203 + (-6518)*7428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7429 \t 5 \t 2058 \t 1 \t 0\n", + "1 \t 7429 \t 2058 \t 3 \t 1255 \t 0 \t 1\n", + "2 \t 2058 \t 1255 \t 1 \t 803 \t 1 \t -5\n", + "3 \t 1255 \t 803 \t 1 \t 452 \t -3 \t 16\n", + "4 \t 803 \t 452 \t 1 \t 351 \t 4 \t -21\n", + "5 \t 452 \t 351 \t 1 \t 101 \t -7 \t 37\n", + "6 \t 351 \t 101 \t 3 \t 48 \t 11 \t -58\n", + "7 \t 101 \t 48 \t 2 \t 5 \t -18 \t 95\n", + "8 \t 48 \t 5 \t 9 \t 3 \t 65 \t -343\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -148 \t 781\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1397 \t -7372\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1545 \t 8153\n", + "\t\t\t\t\t 2942 \t -15525\n", + "GCD(39203, 7429) = 1, with coefficients 2942 and -15525 such that 1 = (2942)*39203 + (-15525)*7429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7430 \t 5 \t 2053 \t 1 \t 0\n", + "1 \t 7430 \t 2053 \t 3 \t 1271 \t 0 \t 1\n", + "2 \t 2053 \t 1271 \t 1 \t 782 \t 1 \t -5\n", + "3 \t 1271 \t 782 \t 1 \t 489 \t -3 \t 16\n", + "4 \t 782 \t 489 \t 1 \t 293 \t 4 \t -21\n", + "5 \t 489 \t 293 \t 1 \t 196 \t -7 \t 37\n", + "6 \t 293 \t 196 \t 1 \t 97 \t 11 \t -58\n", + "7 \t 196 \t 97 \t 2 \t 2 \t -18 \t 95\n", + "8 \t 97 \t 2 \t 48 \t 1 \t 29 \t -153\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -76 \t 401\n", + "\t\t\t\t\t 3677 \t -19401\n", + "GCD(39203, 7430) = 1, with coefficients 3677 and -19401 such that 1 = (3677)*39203 + (-19401)*7430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7431 \t 5 \t 2048 \t 1 \t 0\n", + "1 \t 7431 \t 2048 \t 3 \t 1287 \t 0 \t 1\n", + "2 \t 2048 \t 1287 \t 1 \t 761 \t 1 \t -5\n", + "3 \t 1287 \t 761 \t 1 \t 526 \t -3 \t 16\n", + "4 \t 761 \t 526 \t 1 \t 235 \t 4 \t -21\n", + "5 \t 526 \t 235 \t 2 \t 56 \t -7 \t 37\n", + "6 \t 235 \t 56 \t 4 \t 11 \t 11 \t -58\n", + "7 \t 56 \t 11 \t 5 \t 1 \t -29 \t 153\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 127 \t -670\n", + "\t\t\t\t\t -664 \t 3503\n", + "GCD(39203, 7431) = 1, with coefficients -664 and 3503 such that 1 = (-664)*39203 + (3503)*7431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7432 \t 5 \t 2043 \t 1 \t 0\n", + "1 \t 7432 \t 2043 \t 3 \t 1303 \t 0 \t 1\n", + "2 \t 2043 \t 1303 \t 1 \t 740 \t 1 \t -5\n", + "3 \t 1303 \t 740 \t 1 \t 563 \t -3 \t 16\n", + "4 \t 740 \t 563 \t 1 \t 177 \t 4 \t -21\n", + "5 \t 563 \t 177 \t 3 \t 32 \t -7 \t 37\n", + "6 \t 177 \t 32 \t 5 \t 17 \t 11 \t -58\n", + "7 \t 32 \t 17 \t 1 \t 15 \t -40 \t 211\n", + "8 \t 17 \t 15 \t 1 \t 2 \t 211 \t -1113\n", + "9 \t 15 \t 2 \t 7 \t 1 \t -251 \t 1324\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 462 \t -2437\n", + "\t\t\t\t\t -3485 \t 18383\n", + "GCD(39203, 7432) = 1, with coefficients -3485 and 18383 such that 1 = (-3485)*39203 + (18383)*7432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7433 \t 5 \t 2038 \t 1 \t 0\n", + "1 \t 7433 \t 2038 \t 3 \t 1319 \t 0 \t 1\n", + "2 \t 2038 \t 1319 \t 1 \t 719 \t 1 \t -5\n", + "3 \t 1319 \t 719 \t 1 \t 600 \t -3 \t 16\n", + "4 \t 719 \t 600 \t 1 \t 119 \t 4 \t -21\n", + "5 \t 600 \t 119 \t 5 \t 5 \t -7 \t 37\n", + "6 \t 119 \t 5 \t 23 \t 4 \t 11 \t -58\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -62 \t 327\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1437 \t -7579\n", + "\t\t\t\t\t -1499 \t 7906\n", + "GCD(39203, 7433) = 1, with coefficients -1499 and 7906 such that 1 = (-1499)*39203 + (7906)*7433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7434 \t 5 \t 2033 \t 1 \t 0\n", + "1 \t 7434 \t 2033 \t 3 \t 1335 \t 0 \t 1\n", + "2 \t 2033 \t 1335 \t 1 \t 698 \t 1 \t -5\n", + "3 \t 1335 \t 698 \t 1 \t 637 \t -3 \t 16\n", + "4 \t 698 \t 637 \t 1 \t 61 \t 4 \t -21\n", + "5 \t 637 \t 61 \t 10 \t 27 \t -7 \t 37\n", + "6 \t 61 \t 27 \t 2 \t 7 \t 11 \t -58\n", + "7 \t 27 \t 7 \t 3 \t 6 \t -117 \t 617\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 245 \t -1292\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -852 \t 4493\n", + "\t\t\t\t\t 1097 \t -5785\n", + "GCD(39203, 7434) = 1, with coefficients 1097 and -5785 such that 1 = (1097)*39203 + (-5785)*7434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7435 \t 5 \t 2028 \t 1 \t 0\n", + "1 \t 7435 \t 2028 \t 3 \t 1351 \t 0 \t 1\n", + "2 \t 2028 \t 1351 \t 1 \t 677 \t 1 \t -5\n", + "3 \t 1351 \t 677 \t 1 \t 674 \t -3 \t 16\n", + "4 \t 677 \t 674 \t 1 \t 3 \t 4 \t -21\n", + "5 \t 674 \t 3 \t 224 \t 2 \t -7 \t 37\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 11 \t -58\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2471 \t 13029\n", + "\t\t\t\t\t 2482 \t -13087\n", + "GCD(39203, 7435) = 1, with coefficients 2482 and -13087 such that 1 = (2482)*39203 + (-13087)*7435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7436 \t 5 \t 2023 \t 1 \t 0\n", + "1 \t 7436 \t 2023 \t 3 \t 1367 \t 0 \t 1\n", + "2 \t 2023 \t 1367 \t 1 \t 656 \t 1 \t -5\n", + "3 \t 1367 \t 656 \t 2 \t 55 \t -3 \t 16\n", + "4 \t 656 \t 55 \t 11 \t 51 \t 4 \t -21\n", + "5 \t 55 \t 51 \t 1 \t 4 \t -11 \t 58\n", + "6 \t 51 \t 4 \t 12 \t 3 \t 125 \t -659\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -136 \t 717\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1757 \t -9263\n", + "\t\t\t\t\t -1893 \t 9980\n", + "GCD(39203, 7436) = 1, with coefficients -1893 and 9980 such that 1 = (-1893)*39203 + (9980)*7436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7437 \t 5 \t 2018 \t 1 \t 0\n", + "1 \t 7437 \t 2018 \t 3 \t 1383 \t 0 \t 1\n", + "2 \t 2018 \t 1383 \t 1 \t 635 \t 1 \t -5\n", + "3 \t 1383 \t 635 \t 2 \t 113 \t -3 \t 16\n", + "4 \t 635 \t 113 \t 5 \t 70 \t 4 \t -21\n", + "5 \t 113 \t 70 \t 1 \t 43 \t -11 \t 58\n", + "6 \t 70 \t 43 \t 1 \t 27 \t 59 \t -311\n", + "7 \t 43 \t 27 \t 1 \t 16 \t -70 \t 369\n", + "8 \t 27 \t 16 \t 1 \t 11 \t 129 \t -680\n", + "9 \t 16 \t 11 \t 1 \t 5 \t -199 \t 1049\n", + "10 \t 11 \t 5 \t 2 \t 1 \t 328 \t -1729\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -527 \t 2778\n", + "\t\t\t\t\t 1382 \t -7285\n", + "GCD(39203, 7437) = 1, with coefficients 1382 and -7285 such that 1 = (1382)*39203 + (-7285)*7437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7438 \t 5 \t 2013 \t 1 \t 0\n", + "1 \t 7438 \t 2013 \t 3 \t 1399 \t 0 \t 1\n", + "2 \t 2013 \t 1399 \t 1 \t 614 \t 1 \t -5\n", + "3 \t 1399 \t 614 \t 2 \t 171 \t -3 \t 16\n", + "4 \t 614 \t 171 \t 3 \t 101 \t 4 \t -21\n", + "5 \t 171 \t 101 \t 1 \t 70 \t -11 \t 58\n", + "6 \t 101 \t 70 \t 1 \t 31 \t 37 \t -195\n", + "7 \t 70 \t 31 \t 2 \t 8 \t -48 \t 253\n", + "8 \t 31 \t 8 \t 3 \t 7 \t 85 \t -448\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -218 \t 1149\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 739 \t -3895\n", + "\t\t\t\t\t -957 \t 5044\n", + "GCD(39203, 7438) = 1, with coefficients -957 and 5044 such that 1 = (-957)*39203 + (5044)*7438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7439 \t 5 \t 2008 \t 1 \t 0\n", + "1 \t 7439 \t 2008 \t 3 \t 1415 \t 0 \t 1\n", + "2 \t 2008 \t 1415 \t 1 \t 593 \t 1 \t -5\n", + "3 \t 1415 \t 593 \t 2 \t 229 \t -3 \t 16\n", + "4 \t 593 \t 229 \t 2 \t 135 \t 4 \t -21\n", + "5 \t 229 \t 135 \t 1 \t 94 \t -11 \t 58\n", + "6 \t 135 \t 94 \t 1 \t 41 \t 26 \t -137\n", + "7 \t 94 \t 41 \t 2 \t 12 \t -37 \t 195\n", + "8 \t 41 \t 12 \t 3 \t 5 \t 63 \t -332\n", + "9 \t 12 \t 5 \t 2 \t 2 \t -163 \t 859\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 552 \t -2909\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1267 \t 6677\n", + "\t\t\t\t\t 3086 \t -16263\n", + "GCD(39203, 7439) = 1, with coefficients 3086 and -16263 such that 1 = (3086)*39203 + (-16263)*7439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7440 \t 5 \t 2003 \t 1 \t 0\n", + "1 \t 7440 \t 2003 \t 3 \t 1431 \t 0 \t 1\n", + "2 \t 2003 \t 1431 \t 1 \t 572 \t 1 \t -5\n", + "3 \t 1431 \t 572 \t 2 \t 287 \t -3 \t 16\n", + "4 \t 572 \t 287 \t 1 \t 285 \t 4 \t -21\n", + "5 \t 287 \t 285 \t 1 \t 2 \t -11 \t 58\n", + "6 \t 285 \t 2 \t 142 \t 1 \t 15 \t -79\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -26 \t 137\n", + "\t\t\t\t\t 3707 \t -19533\n", + "GCD(39203, 7440) = 1, with coefficients 3707 and -19533 such that 1 = (3707)*39203 + (-19533)*7440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7441 \t 5 \t 1998 \t 1 \t 0\n", + "1 \t 7441 \t 1998 \t 3 \t 1447 \t 0 \t 1\n", + "2 \t 1998 \t 1447 \t 1 \t 551 \t 1 \t -5\n", + "3 \t 1447 \t 551 \t 2 \t 345 \t -3 \t 16\n", + "4 \t 551 \t 345 \t 1 \t 206 \t 4 \t -21\n", + "5 \t 345 \t 206 \t 1 \t 139 \t -11 \t 58\n", + "6 \t 206 \t 139 \t 1 \t 67 \t 15 \t -79\n", + "7 \t 139 \t 67 \t 2 \t 5 \t -26 \t 137\n", + "8 \t 67 \t 5 \t 13 \t 2 \t 41 \t -216\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -108 \t 569\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1445 \t -7613\n", + "\t\t\t\t\t -2998 \t 15795\n", + "GCD(39203, 7441) = 1, with coefficients -2998 and 15795 such that 1 = (-2998)*39203 + (15795)*7441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7442 \t 5 \t 1993 \t 1 \t 0\n", + "1 \t 7442 \t 1993 \t 3 \t 1463 \t 0 \t 1\n", + "2 \t 1993 \t 1463 \t 1 \t 530 \t 1 \t -5\n", + "3 \t 1463 \t 530 \t 2 \t 403 \t -3 \t 16\n", + "4 \t 530 \t 403 \t 1 \t 127 \t 4 \t -21\n", + "5 \t 403 \t 127 \t 3 \t 22 \t -11 \t 58\n", + "6 \t 127 \t 22 \t 5 \t 17 \t 15 \t -79\n", + "7 \t 22 \t 17 \t 1 \t 5 \t -56 \t 295\n", + "8 \t 17 \t 5 \t 3 \t 2 \t 295 \t -1554\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -351 \t 1849\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1348 \t -7101\n", + "\t\t\t\t\t -3047 \t 16051\n", + "GCD(39203, 7442) = 1, with coefficients -3047 and 16051 such that 1 = (-3047)*39203 + (16051)*7442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7443 \t 5 \t 1988 \t 1 \t 0\n", + "1 \t 7443 \t 1988 \t 3 \t 1479 \t 0 \t 1\n", + "2 \t 1988 \t 1479 \t 1 \t 509 \t 1 \t -5\n", + "3 \t 1479 \t 509 \t 2 \t 461 \t -3 \t 16\n", + "4 \t 509 \t 461 \t 1 \t 48 \t 4 \t -21\n", + "5 \t 461 \t 48 \t 9 \t 29 \t -11 \t 58\n", + "6 \t 48 \t 29 \t 1 \t 19 \t 15 \t -79\n", + "7 \t 29 \t 19 \t 1 \t 10 \t -146 \t 769\n", + "8 \t 19 \t 10 \t 1 \t 9 \t 161 \t -848\n", + "9 \t 10 \t 9 \t 1 \t 1 \t -307 \t 1617\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 468 \t -2465\n", + "\t\t\t\t\t -775 \t 4082\n", + "GCD(39203, 7443) = 1, with coefficients -775 and 4082 such that 1 = (-775)*39203 + (4082)*7443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7444 \t 5 \t 1983 \t 1 \t 0\n", + "1 \t 7444 \t 1983 \t 3 \t 1495 \t 0 \t 1\n", + "2 \t 1983 \t 1495 \t 1 \t 488 \t 1 \t -5\n", + "3 \t 1495 \t 488 \t 3 \t 31 \t -3 \t 16\n", + "4 \t 488 \t 31 \t 15 \t 23 \t 4 \t -21\n", + "5 \t 31 \t 23 \t 1 \t 8 \t -15 \t 79\n", + "6 \t 23 \t 8 \t 2 \t 7 \t 229 \t -1206\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -244 \t 1285\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 717 \t -3776\n", + "\t\t\t\t\t -961 \t 5061\n", + "GCD(39203, 7444) = 1, with coefficients -961 and 5061 such that 1 = (-961)*39203 + (5061)*7444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7445 \t 5 \t 1978 \t 1 \t 0\n", + "1 \t 7445 \t 1978 \t 3 \t 1511 \t 0 \t 1\n", + "2 \t 1978 \t 1511 \t 1 \t 467 \t 1 \t -5\n", + "3 \t 1511 \t 467 \t 3 \t 110 \t -3 \t 16\n", + "4 \t 467 \t 110 \t 4 \t 27 \t 4 \t -21\n", + "5 \t 110 \t 27 \t 4 \t 2 \t -15 \t 79\n", + "6 \t 27 \t 2 \t 13 \t 1 \t 64 \t -337\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -271 \t 1427\n", + "\t\t\t\t\t 3587 \t -18888\n", + "GCD(39203, 7445) = 1, with coefficients 3587 and -18888 such that 1 = (3587)*39203 + (-18888)*7445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7446 \t 5 \t 1973 \t 1 \t 0\n", + "1 \t 7446 \t 1973 \t 3 \t 1527 \t 0 \t 1\n", + "2 \t 1973 \t 1527 \t 1 \t 446 \t 1 \t -5\n", + "3 \t 1527 \t 446 \t 3 \t 189 \t -3 \t 16\n", + "4 \t 446 \t 189 \t 2 \t 68 \t 4 \t -21\n", + "5 \t 189 \t 68 \t 2 \t 53 \t -15 \t 79\n", + "6 \t 68 \t 53 \t 1 \t 15 \t 34 \t -179\n", + "7 \t 53 \t 15 \t 3 \t 8 \t -83 \t 437\n", + "8 \t 15 \t 8 \t 1 \t 7 \t 117 \t -616\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -434 \t 2285\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 551 \t -2901\n", + "\t\t\t\t\t -985 \t 5186\n", + "GCD(39203, 7446) = 1, with coefficients -985 and 5186 such that 1 = (-985)*39203 + (5186)*7446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7447 \t 5 \t 1968 \t 1 \t 0\n", + "1 \t 7447 \t 1968 \t 3 \t 1543 \t 0 \t 1\n", + "2 \t 1968 \t 1543 \t 1 \t 425 \t 1 \t -5\n", + "3 \t 1543 \t 425 \t 3 \t 268 \t -3 \t 16\n", + "4 \t 425 \t 268 \t 1 \t 157 \t 4 \t -21\n", + "5 \t 268 \t 157 \t 1 \t 111 \t -15 \t 79\n", + "6 \t 157 \t 111 \t 1 \t 46 \t 19 \t -100\n", + "7 \t 111 \t 46 \t 2 \t 19 \t -34 \t 179\n", + "8 \t 46 \t 19 \t 2 \t 8 \t 53 \t -279\n", + "9 \t 19 \t 8 \t 2 \t 3 \t -140 \t 737\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 333 \t -1753\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -806 \t 4243\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1945 \t -10239\n", + "\t\t\t\t\t -2751 \t 14482\n", + "GCD(39203, 7447) = 1, with coefficients -2751 and 14482 such that 1 = (-2751)*39203 + (14482)*7447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7448 \t 5 \t 1963 \t 1 \t 0\n", + "1 \t 7448 \t 1963 \t 3 \t 1559 \t 0 \t 1\n", + "2 \t 1963 \t 1559 \t 1 \t 404 \t 1 \t -5\n", + "3 \t 1559 \t 404 \t 3 \t 347 \t -3 \t 16\n", + "4 \t 404 \t 347 \t 1 \t 57 \t 4 \t -21\n", + "5 \t 347 \t 57 \t 6 \t 5 \t -15 \t 79\n", + "6 \t 57 \t 5 \t 11 \t 2 \t 19 \t -100\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -129 \t 679\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1438 \t -7569\n", + "\t\t\t\t\t -3005 \t 15817\n", + "GCD(39203, 7448) = 1, with coefficients -3005 and 15817 such that 1 = (-3005)*39203 + (15817)*7448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7449 \t 5 \t 1958 \t 1 \t 0\n", + "1 \t 7449 \t 1958 \t 3 \t 1575 \t 0 \t 1\n", + "2 \t 1958 \t 1575 \t 1 \t 383 \t 1 \t -5\n", + "3 \t 1575 \t 383 \t 4 \t 43 \t -3 \t 16\n", + "4 \t 383 \t 43 \t 8 \t 39 \t 4 \t -21\n", + "5 \t 43 \t 39 \t 1 \t 4 \t -19 \t 100\n", + "6 \t 39 \t 4 \t 9 \t 3 \t 156 \t -821\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -175 \t 921\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1731 \t -9110\n", + "\t\t\t\t\t -1906 \t 10031\n", + "GCD(39203, 7449) = 1, with coefficients -1906 and 10031 such that 1 = (-1906)*39203 + (10031)*7449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7450 \t 5 \t 1953 \t 1 \t 0\n", + "1 \t 7450 \t 1953 \t 3 \t 1591 \t 0 \t 1\n", + "2 \t 1953 \t 1591 \t 1 \t 362 \t 1 \t -5\n", + "3 \t 1591 \t 362 \t 4 \t 143 \t -3 \t 16\n", + "4 \t 362 \t 143 \t 2 \t 76 \t 4 \t -21\n", + "5 \t 143 \t 76 \t 1 \t 67 \t -19 \t 100\n", + "6 \t 76 \t 67 \t 1 \t 9 \t 42 \t -221\n", + "7 \t 67 \t 9 \t 7 \t 4 \t -61 \t 321\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 103 \t -542\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -782 \t 4115\n", + "\t\t\t\t\t 1667 \t -8772\n", + "GCD(39203, 7450) = 1, with coefficients 1667 and -8772 such that 1 = (1667)*39203 + (-8772)*7450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7451 \t 5 \t 1948 \t 1 \t 0\n", + "1 \t 7451 \t 1948 \t 3 \t 1607 \t 0 \t 1\n", + "2 \t 1948 \t 1607 \t 1 \t 341 \t 1 \t -5\n", + "3 \t 1607 \t 341 \t 4 \t 243 \t -3 \t 16\n", + "4 \t 341 \t 243 \t 1 \t 98 \t 4 \t -21\n", + "5 \t 243 \t 98 \t 2 \t 47 \t -19 \t 100\n", + "6 \t 98 \t 47 \t 2 \t 4 \t 23 \t -121\n", + "7 \t 47 \t 4 \t 11 \t 3 \t -65 \t 342\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 153 \t -805\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1748 \t 9197\n", + "\t\t\t\t\t 1901 \t -10002\n", + "GCD(39203, 7451) = 1, with coefficients 1901 and -10002 such that 1 = (1901)*39203 + (-10002)*7451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7452 \t 5 \t 1943 \t 1 \t 0\n", + "1 \t 7452 \t 1943 \t 3 \t 1623 \t 0 \t 1\n", + "2 \t 1943 \t 1623 \t 1 \t 320 \t 1 \t -5\n", + "3 \t 1623 \t 320 \t 5 \t 23 \t -3 \t 16\n", + "4 \t 320 \t 23 \t 13 \t 21 \t 4 \t -21\n", + "5 \t 23 \t 21 \t 1 \t 2 \t -23 \t 121\n", + "6 \t 21 \t 2 \t 10 \t 1 \t 303 \t -1594\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -326 \t 1715\n", + "\t\t\t\t\t 3563 \t -18744\n", + "GCD(39203, 7452) = 1, with coefficients 3563 and -18744 such that 1 = (3563)*39203 + (-18744)*7452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7453 \t 5 \t 1938 \t 1 \t 0\n", + "1 \t 7453 \t 1938 \t 3 \t 1639 \t 0 \t 1\n", + "2 \t 1938 \t 1639 \t 1 \t 299 \t 1 \t -5\n", + "3 \t 1639 \t 299 \t 5 \t 144 \t -3 \t 16\n", + "4 \t 299 \t 144 \t 2 \t 11 \t 4 \t -21\n", + "5 \t 144 \t 11 \t 13 \t 1 \t -23 \t 121\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 50 \t -263\n", + "\t\t\t\t\t -673 \t 3540\n", + "GCD(39203, 7453) = 1, with coefficients -673 and 3540 such that 1 = (-673)*39203 + (3540)*7453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7454 \t 5 \t 1933 \t 1 \t 0\n", + "1 \t 7454 \t 1933 \t 3 \t 1655 \t 0 \t 1\n", + "2 \t 1933 \t 1655 \t 1 \t 278 \t 1 \t -5\n", + "3 \t 1655 \t 278 \t 5 \t 265 \t -3 \t 16\n", + "4 \t 278 \t 265 \t 1 \t 13 \t 4 \t -21\n", + "5 \t 265 \t 13 \t 20 \t 5 \t -23 \t 121\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 27 \t -142\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -563 \t 2961\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1153 \t -6064\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1716 \t 9025\n", + "\t\t\t\t\t 2869 \t -15089\n", + "GCD(39203, 7454) = 1, with coefficients 2869 and -15089 such that 1 = (2869)*39203 + (-15089)*7454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7455 \t 5 \t 1928 \t 1 \t 0\n", + "1 \t 7455 \t 1928 \t 3 \t 1671 \t 0 \t 1\n", + "2 \t 1928 \t 1671 \t 1 \t 257 \t 1 \t -5\n", + "3 \t 1671 \t 257 \t 6 \t 129 \t -3 \t 16\n", + "4 \t 257 \t 129 \t 1 \t 128 \t 4 \t -21\n", + "5 \t 129 \t 128 \t 1 \t 1 \t -27 \t 142\n", + "6 \t 128 \t 1 \t 128 \t 0 \t 31 \t -163\n", + "\t\t\t\t\t -58 \t 305\n", + "GCD(39203, 7455) = 1, with coefficients -58 and 305 such that 1 = (-58)*39203 + (305)*7455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7456 \t 5 \t 1923 \t 1 \t 0\n", + "1 \t 7456 \t 1923 \t 3 \t 1687 \t 0 \t 1\n", + "2 \t 1923 \t 1687 \t 1 \t 236 \t 1 \t -5\n", + "3 \t 1687 \t 236 \t 7 \t 35 \t -3 \t 16\n", + "4 \t 236 \t 35 \t 6 \t 26 \t 4 \t -21\n", + "5 \t 35 \t 26 \t 1 \t 9 \t -31 \t 163\n", + "6 \t 26 \t 9 \t 2 \t 8 \t 190 \t -999\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -221 \t 1162\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 632 \t -3323\n", + "\t\t\t\t\t -853 \t 4485\n", + "GCD(39203, 7456) = 1, with coefficients -853 and 4485 such that 1 = (-853)*39203 + (4485)*7456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7457 \t 5 \t 1918 \t 1 \t 0\n", + "1 \t 7457 \t 1918 \t 3 \t 1703 \t 0 \t 1\n", + "2 \t 1918 \t 1703 \t 1 \t 215 \t 1 \t -5\n", + "3 \t 1703 \t 215 \t 7 \t 198 \t -3 \t 16\n", + "4 \t 215 \t 198 \t 1 \t 17 \t 4 \t -21\n", + "5 \t 198 \t 17 \t 11 \t 11 \t -31 \t 163\n", + "6 \t 17 \t 11 \t 1 \t 6 \t 35 \t -184\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -416 \t 2187\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 451 \t -2371\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -867 \t 4558\n", + "\t\t\t\t\t 1318 \t -6929\n", + "GCD(39203, 7457) = 1, with coefficients 1318 and -6929 such that 1 = (1318)*39203 + (-6929)*7457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7458 \t 5 \t 1913 \t 1 \t 0\n", + "1 \t 7458 \t 1913 \t 3 \t 1719 \t 0 \t 1\n", + "2 \t 1913 \t 1719 \t 1 \t 194 \t 1 \t -5\n", + "3 \t 1719 \t 194 \t 8 \t 167 \t -3 \t 16\n", + "4 \t 194 \t 167 \t 1 \t 27 \t 4 \t -21\n", + "5 \t 167 \t 27 \t 6 \t 5 \t -35 \t 184\n", + "6 \t 27 \t 5 \t 5 \t 2 \t 39 \t -205\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -269 \t 1414\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1384 \t -7275\n", + "\t\t\t\t\t -3037 \t 15964\n", + "GCD(39203, 7458) = 1, with coefficients -3037 and 15964 such that 1 = (-3037)*39203 + (15964)*7458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7459 \t 5 \t 1908 \t 1 \t 0\n", + "1 \t 7459 \t 1908 \t 3 \t 1735 \t 0 \t 1\n", + "2 \t 1908 \t 1735 \t 1 \t 173 \t 1 \t -5\n", + "3 \t 1735 \t 173 \t 10 \t 5 \t -3 \t 16\n", + "4 \t 173 \t 5 \t 34 \t 3 \t 4 \t -21\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -43 \t 226\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1466 \t -7705\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1509 \t 7931\n", + "\t\t\t\t\t 2975 \t -15636\n", + "GCD(39203, 7459) = 1, with coefficients 2975 and -15636 such that 1 = (2975)*39203 + (-15636)*7459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7460 \t 5 \t 1903 \t 1 \t 0\n", + "1 \t 7460 \t 1903 \t 3 \t 1751 \t 0 \t 1\n", + "2 \t 1903 \t 1751 \t 1 \t 152 \t 1 \t -5\n", + "3 \t 1751 \t 152 \t 11 \t 79 \t -3 \t 16\n", + "4 \t 152 \t 79 \t 1 \t 73 \t 4 \t -21\n", + "5 \t 79 \t 73 \t 1 \t 6 \t -47 \t 247\n", + "6 \t 73 \t 6 \t 12 \t 1 \t 51 \t -268\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -98 \t 515\n", + "\t\t\t\t\t 1227 \t -6448\n", + "GCD(39203, 7460) = 1, with coefficients 1227 and -6448 such that 1 = (1227)*39203 + (-6448)*7460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7461 \t 5 \t 1898 \t 1 \t 0\n", + "1 \t 7461 \t 1898 \t 3 \t 1767 \t 0 \t 1\n", + "2 \t 1898 \t 1767 \t 1 \t 131 \t 1 \t -5\n", + "3 \t 1767 \t 131 \t 13 \t 64 \t -3 \t 16\n", + "4 \t 131 \t 64 \t 2 \t 3 \t 4 \t -21\n", + "5 \t 64 \t 3 \t 21 \t 1 \t -55 \t 289\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 114 \t -599\n", + "\t\t\t\t\t -2449 \t 12868\n", + "GCD(39203, 7461) = 1, with coefficients -2449 and 12868 such that 1 = (-2449)*39203 + (12868)*7461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7462 \t 5 \t 1893 \t 1 \t 0\n", + "1 \t 7462 \t 1893 \t 3 \t 1783 \t 0 \t 1\n", + "2 \t 1893 \t 1783 \t 1 \t 110 \t 1 \t -5\n", + "3 \t 1783 \t 110 \t 16 \t 23 \t -3 \t 16\n", + "4 \t 110 \t 23 \t 4 \t 18 \t 4 \t -21\n", + "5 \t 23 \t 18 \t 1 \t 5 \t -67 \t 352\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 272 \t -1429\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -339 \t 1781\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1289 \t -6772\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1628 \t 8553\n", + "\t\t\t\t\t 2917 \t -15325\n", + "GCD(39203, 7462) = 1, with coefficients 2917 and -15325 such that 1 = (2917)*39203 + (-15325)*7462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7463 \t 5 \t 1888 \t 1 \t 0\n", + "1 \t 7463 \t 1888 \t 3 \t 1799 \t 0 \t 1\n", + "2 \t 1888 \t 1799 \t 1 \t 89 \t 1 \t -5\n", + "3 \t 1799 \t 89 \t 20 \t 19 \t -3 \t 16\n", + "4 \t 89 \t 19 \t 4 \t 13 \t 4 \t -21\n", + "5 \t 19 \t 13 \t 1 \t 6 \t -83 \t 436\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 336 \t -1765\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -419 \t 2201\n", + "\t\t\t\t\t 1174 \t -6167\n", + "GCD(39203, 7463) = 1, with coefficients 1174 and -6167 such that 1 = (1174)*39203 + (-6167)*7463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7464 \t 5 \t 1883 \t 1 \t 0\n", + "1 \t 7464 \t 1883 \t 3 \t 1815 \t 0 \t 1\n", + "2 \t 1883 \t 1815 \t 1 \t 68 \t 1 \t -5\n", + "3 \t 1815 \t 68 \t 26 \t 47 \t -3 \t 16\n", + "4 \t 68 \t 47 \t 1 \t 21 \t 4 \t -21\n", + "5 \t 47 \t 21 \t 2 \t 5 \t -107 \t 562\n", + "6 \t 21 \t 5 \t 4 \t 1 \t 111 \t -583\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -329 \t 1728\n", + "\t\t\t\t\t 1427 \t -7495\n", + "GCD(39203, 7464) = 1, with coefficients 1427 and -7495 such that 1 = (1427)*39203 + (-7495)*7464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7465 \t 5 \t 1878 \t 1 \t 0\n", + "1 \t 7465 \t 1878 \t 3 \t 1831 \t 0 \t 1\n", + "2 \t 1878 \t 1831 \t 1 \t 47 \t 1 \t -5\n", + "3 \t 1831 \t 47 \t 38 \t 45 \t -3 \t 16\n", + "4 \t 47 \t 45 \t 1 \t 2 \t 4 \t -21\n", + "5 \t 45 \t 2 \t 22 \t 1 \t -155 \t 814\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 159 \t -835\n", + "\t\t\t\t\t -3653 \t 19184\n", + "GCD(39203, 7465) = 1, with coefficients -3653 and 19184 such that 1 = (-3653)*39203 + (19184)*7465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7466 \t 5 \t 1873 \t 1 \t 0\n", + "1 \t 7466 \t 1873 \t 3 \t 1847 \t 0 \t 1\n", + "2 \t 1873 \t 1847 \t 1 \t 26 \t 1 \t -5\n", + "3 \t 1847 \t 26 \t 71 \t 1 \t -3 \t 16\n", + "4 \t 26 \t 1 \t 26 \t 0 \t 4 \t -21\n", + "\t\t\t\t\t -287 \t 1507\n", + "GCD(39203, 7466) = 1, with coefficients -287 and 1507 such that 1 = (-287)*39203 + (1507)*7466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7467 \t 5 \t 1868 \t 1 \t 0\n", + "1 \t 7467 \t 1868 \t 3 \t 1863 \t 0 \t 1\n", + "2 \t 1868 \t 1863 \t 1 \t 5 \t 1 \t -5\n", + "3 \t 1863 \t 5 \t 372 \t 3 \t -3 \t 16\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 4 \t -21\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1491 \t 7828\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1495 \t -7849\n", + "\t\t\t\t\t -2986 \t 15677\n", + "GCD(39203, 7467) = 1, with coefficients -2986 and 15677 such that 1 = (-2986)*39203 + (15677)*7467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7468 \t 5 \t 1863 \t 1 \t 0\n", + "1 \t 7468 \t 1863 \t 4 \t 16 \t 0 \t 1\n", + "2 \t 1863 \t 16 \t 116 \t 7 \t 1 \t -5\n", + "3 \t 16 \t 7 \t 2 \t 2 \t -4 \t 21\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 465 \t -2441\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -934 \t 4903\n", + "\t\t\t\t\t 3267 \t -17150\n", + "GCD(39203, 7468) = 1, with coefficients 3267 and -17150 such that 1 = (3267)*39203 + (-17150)*7468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7469 \t 5 \t 1858 \t 1 \t 0\n", + "1 \t 7469 \t 1858 \t 4 \t 37 \t 0 \t 1\n", + "2 \t 1858 \t 37 \t 50 \t 8 \t 1 \t -5\n", + "3 \t 37 \t 8 \t 4 \t 5 \t -4 \t 21\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 201 \t -1055\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -808 \t 4241\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1009 \t -5296\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1817 \t 9537\n", + "\t\t\t\t\t 2826 \t -14833\n", + "GCD(39203, 7469) = 1, with coefficients 2826 and -14833 such that 1 = (2826)*39203 + (-14833)*7469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7470 \t 5 \t 1853 \t 1 \t 0\n", + "1 \t 7470 \t 1853 \t 4 \t 58 \t 0 \t 1\n", + "2 \t 1853 \t 58 \t 31 \t 55 \t 1 \t -5\n", + "3 \t 58 \t 55 \t 1 \t 3 \t -4 \t 21\n", + "4 \t 55 \t 3 \t 18 \t 1 \t 125 \t -656\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -129 \t 677\n", + "\t\t\t\t\t 2447 \t -12842\n", + "GCD(39203, 7470) = 1, with coefficients 2447 and -12842 such that 1 = (2447)*39203 + (-12842)*7470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7471 \t 5 \t 1848 \t 1 \t 0\n", + "1 \t 7471 \t 1848 \t 4 \t 79 \t 0 \t 1\n", + "2 \t 1848 \t 79 \t 23 \t 31 \t 1 \t -5\n", + "3 \t 79 \t 31 \t 2 \t 17 \t -4 \t 21\n", + "4 \t 31 \t 17 \t 1 \t 14 \t 93 \t -488\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -190 \t 997\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 283 \t -1485\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -473 \t 2482\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2175 \t -11413\n", + "\t\t\t\t\t -2648 \t 13895\n", + "GCD(39203, 7471) = 1, with coefficients -2648 and 13895 such that 1 = (-2648)*39203 + (13895)*7471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7472 \t 5 \t 1843 \t 1 \t 0\n", + "1 \t 7472 \t 1843 \t 4 \t 100 \t 0 \t 1\n", + "2 \t 1843 \t 100 \t 18 \t 43 \t 1 \t -5\n", + "3 \t 100 \t 43 \t 2 \t 14 \t -4 \t 21\n", + "4 \t 43 \t 14 \t 3 \t 1 \t 73 \t -383\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -150 \t 787\n", + "\t\t\t\t\t 523 \t -2744\n", + "GCD(39203, 7472) = 1, with coefficients 523 and -2744 such that 1 = (523)*39203 + (-2744)*7472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7473 \t 5 \t 1838 \t 1 \t 0\n", + "1 \t 7473 \t 1838 \t 4 \t 121 \t 0 \t 1\n", + "2 \t 1838 \t 121 \t 15 \t 23 \t 1 \t -5\n", + "3 \t 121 \t 23 \t 5 \t 6 \t -4 \t 21\n", + "4 \t 23 \t 6 \t 3 \t 5 \t 61 \t -320\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -309 \t 1621\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 988 \t -5183\n", + "\t\t\t\t\t -1297 \t 6804\n", + "GCD(39203, 7473) = 1, with coefficients -1297 and 6804 such that 1 = (-1297)*39203 + (6804)*7473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7474 \t 5 \t 1833 \t 1 \t 0\n", + "1 \t 7474 \t 1833 \t 4 \t 142 \t 0 \t 1\n", + "2 \t 1833 \t 142 \t 12 \t 129 \t 1 \t -5\n", + "3 \t 142 \t 129 \t 1 \t 13 \t -4 \t 21\n", + "4 \t 129 \t 13 \t 9 \t 12 \t 49 \t -257\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -53 \t 278\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 526 \t -2759\n", + "\t\t\t\t\t -579 \t 3037\n", + "GCD(39203, 7474) = 1, with coefficients -579 and 3037 such that 1 = (-579)*39203 + (3037)*7474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7475 \t 5 \t 1828 \t 1 \t 0\n", + "1 \t 7475 \t 1828 \t 4 \t 163 \t 0 \t 1\n", + "2 \t 1828 \t 163 \t 11 \t 35 \t 1 \t -5\n", + "3 \t 163 \t 35 \t 4 \t 23 \t -4 \t 21\n", + "4 \t 35 \t 23 \t 1 \t 12 \t 45 \t -236\n", + "5 \t 23 \t 12 \t 1 \t 11 \t -184 \t 965\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 229 \t -1201\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -413 \t 2166\n", + "\t\t\t\t\t 642 \t -3367\n", + "GCD(39203, 7475) = 1, with coefficients 642 and -3367 such that 1 = (642)*39203 + (-3367)*7475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7476 \t 5 \t 1823 \t 1 \t 0\n", + "1 \t 7476 \t 1823 \t 4 \t 184 \t 0 \t 1\n", + "2 \t 1823 \t 184 \t 9 \t 167 \t 1 \t -5\n", + "3 \t 184 \t 167 \t 1 \t 17 \t -4 \t 21\n", + "4 \t 167 \t 17 \t 9 \t 14 \t 37 \t -194\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -41 \t 215\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 406 \t -2129\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -447 \t 2344\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2194 \t -11505\n", + "\t\t\t\t\t -2641 \t 13849\n", + "GCD(39203, 7476) = 1, with coefficients -2641 and 13849 such that 1 = (-2641)*39203 + (13849)*7476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7477 \t 5 \t 1818 \t 1 \t 0\n", + "1 \t 7477 \t 1818 \t 4 \t 205 \t 0 \t 1\n", + "2 \t 1818 \t 205 \t 8 \t 178 \t 1 \t -5\n", + "3 \t 205 \t 178 \t 1 \t 27 \t -4 \t 21\n", + "4 \t 178 \t 27 \t 6 \t 16 \t 33 \t -173\n", + "5 \t 27 \t 16 \t 1 \t 11 \t -37 \t 194\n", + "6 \t 16 \t 11 \t 1 \t 5 \t 255 \t -1337\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -292 \t 1531\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 547 \t -2868\n", + "\t\t\t\t\t -1386 \t 7267\n", + "GCD(39203, 7477) = 1, with coefficients -1386 and 7267 such that 1 = (-1386)*39203 + (7267)*7477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7478 \t 5 \t 1813 \t 1 \t 0\n", + "1 \t 7478 \t 1813 \t 4 \t 226 \t 0 \t 1\n", + "2 \t 1813 \t 226 \t 8 \t 5 \t 1 \t -5\n", + "3 \t 226 \t 5 \t 45 \t 1 \t -4 \t 21\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 33 \t -173\n", + "\t\t\t\t\t -1489 \t 7806\n", + "GCD(39203, 7478) = 1, with coefficients -1489 and 7806 such that 1 = (-1489)*39203 + (7806)*7478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7479 \t 5 \t 1808 \t 1 \t 0\n", + "1 \t 7479 \t 1808 \t 4 \t 247 \t 0 \t 1\n", + "2 \t 1808 \t 247 \t 7 \t 79 \t 1 \t -5\n", + "3 \t 247 \t 79 \t 3 \t 10 \t -4 \t 21\n", + "4 \t 79 \t 10 \t 7 \t 9 \t 29 \t -152\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -91 \t 477\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 666 \t -3491\n", + "\t\t\t\t\t -757 \t 3968\n", + "GCD(39203, 7479) = 1, with coefficients -757 and 3968 such that 1 = (-757)*39203 + (3968)*7479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7480 \t 5 \t 1803 \t 1 \t 0\n", + "1 \t 7480 \t 1803 \t 4 \t 268 \t 0 \t 1\n", + "2 \t 1803 \t 268 \t 6 \t 195 \t 1 \t -5\n", + "3 \t 268 \t 195 \t 1 \t 73 \t -4 \t 21\n", + "4 \t 195 \t 73 \t 2 \t 49 \t 25 \t -131\n", + "5 \t 73 \t 49 \t 1 \t 24 \t -29 \t 152\n", + "6 \t 49 \t 24 \t 2 \t 1 \t 83 \t -435\n", + "7 \t 24 \t 1 \t 24 \t 0 \t -112 \t 587\n", + "\t\t\t\t\t 307 \t -1609\n", + "GCD(39203, 7480) = 1, with coefficients 307 and -1609 such that 1 = (307)*39203 + (-1609)*7480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7481 \t 5 \t 1798 \t 1 \t 0\n", + "1 \t 7481 \t 1798 \t 4 \t 289 \t 0 \t 1\n", + "2 \t 1798 \t 289 \t 6 \t 64 \t 1 \t -5\n", + "3 \t 289 \t 64 \t 4 \t 33 \t -4 \t 21\n", + "4 \t 64 \t 33 \t 1 \t 31 \t 25 \t -131\n", + "5 \t 33 \t 31 \t 1 \t 2 \t -104 \t 545\n", + "6 \t 31 \t 2 \t 15 \t 1 \t 129 \t -676\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -233 \t 1221\n", + "\t\t\t\t\t 3624 \t -18991\n", + "GCD(39203, 7481) = 1, with coefficients 3624 and -18991 such that 1 = (3624)*39203 + (-18991)*7481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7482 \t 5 \t 1793 \t 1 \t 0\n", + "1 \t 7482 \t 1793 \t 4 \t 310 \t 0 \t 1\n", + "2 \t 1793 \t 310 \t 5 \t 243 \t 1 \t -5\n", + "3 \t 310 \t 243 \t 1 \t 67 \t -4 \t 21\n", + "4 \t 243 \t 67 \t 3 \t 42 \t 21 \t -110\n", + "5 \t 67 \t 42 \t 1 \t 25 \t -25 \t 131\n", + "6 \t 42 \t 25 \t 1 \t 17 \t 96 \t -503\n", + "7 \t 25 \t 17 \t 1 \t 8 \t -121 \t 634\n", + "8 \t 17 \t 8 \t 2 \t 1 \t 217 \t -1137\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -338 \t 1771\n", + "\t\t\t\t\t 893 \t -4679\n", + "GCD(39203, 7482) = 1, with coefficients 893 and -4679 such that 1 = (893)*39203 + (-4679)*7482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7483 \t 5 \t 1788 \t 1 \t 0\n", + "1 \t 7483 \t 1788 \t 4 \t 331 \t 0 \t 1\n", + "2 \t 1788 \t 331 \t 5 \t 133 \t 1 \t -5\n", + "3 \t 331 \t 133 \t 2 \t 65 \t -4 \t 21\n", + "4 \t 133 \t 65 \t 2 \t 3 \t 21 \t -110\n", + "5 \t 65 \t 3 \t 21 \t 2 \t -46 \t 241\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 113 \t -592\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2419 \t 12673\n", + "\t\t\t\t\t 2532 \t -13265\n", + "GCD(39203, 7483) = 1, with coefficients 2532 and -13265 such that 1 = (2532)*39203 + (-13265)*7483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7484 \t 5 \t 1783 \t 1 \t 0\n", + "1 \t 7484 \t 1783 \t 4 \t 352 \t 0 \t 1\n", + "2 \t 1783 \t 352 \t 5 \t 23 \t 1 \t -5\n", + "3 \t 352 \t 23 \t 15 \t 7 \t -4 \t 21\n", + "4 \t 23 \t 7 \t 3 \t 2 \t 21 \t -110\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -319 \t 1671\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 978 \t -5123\n", + "\t\t\t\t\t -3253 \t 17040\n", + "GCD(39203, 7484) = 1, with coefficients -3253 and 17040 such that 1 = (-3253)*39203 + (17040)*7484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7485 \t 5 \t 1778 \t 1 \t 0\n", + "1 \t 7485 \t 1778 \t 4 \t 373 \t 0 \t 1\n", + "2 \t 1778 \t 373 \t 4 \t 286 \t 1 \t -5\n", + "3 \t 373 \t 286 \t 1 \t 87 \t -4 \t 21\n", + "4 \t 286 \t 87 \t 3 \t 25 \t 17 \t -89\n", + "5 \t 87 \t 25 \t 3 \t 12 \t -21 \t 110\n", + "6 \t 25 \t 12 \t 2 \t 1 \t 80 \t -419\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -261 \t 1367\n", + "\t\t\t\t\t 602 \t -3153\n", + "GCD(39203, 7485) = 1, with coefficients 602 and -3153 such that 1 = (602)*39203 + (-3153)*7485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7486 \t 5 \t 1773 \t 1 \t 0\n", + "1 \t 7486 \t 1773 \t 4 \t 394 \t 0 \t 1\n", + "2 \t 1773 \t 394 \t 4 \t 197 \t 1 \t -5\n", + "3 \t 394 \t 197 \t 2 \t 0 \t -4 \t 21\n", + "\t\t\t\t\t 17 \t -89\n", + "GCD(39203, 7486) = 197, with coefficients 17 and -89 such that 197 = (17)*39203 + (-89)*7486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7487 \t 5 \t 1768 \t 1 \t 0\n", + "1 \t 7487 \t 1768 \t 4 \t 415 \t 0 \t 1\n", + "2 \t 1768 \t 415 \t 4 \t 108 \t 1 \t -5\n", + "3 \t 415 \t 108 \t 3 \t 91 \t -4 \t 21\n", + "4 \t 108 \t 91 \t 1 \t 17 \t 17 \t -89\n", + "5 \t 91 \t 17 \t 5 \t 6 \t -55 \t 288\n", + "6 \t 17 \t 6 \t 2 \t 5 \t 72 \t -377\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -415 \t 2173\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 902 \t -4723\n", + "\t\t\t\t\t -1317 \t 6896\n", + "GCD(39203, 7487) = 1, with coefficients -1317 and 6896 such that 1 = (-1317)*39203 + (6896)*7487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7488 \t 5 \t 1763 \t 1 \t 0\n", + "1 \t 7488 \t 1763 \t 4 \t 436 \t 0 \t 1\n", + "2 \t 1763 \t 436 \t 4 \t 19 \t 1 \t -5\n", + "3 \t 436 \t 19 \t 22 \t 18 \t -4 \t 21\n", + "4 \t 19 \t 18 \t 1 \t 1 \t 17 \t -89\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -378 \t 1979\n", + "\t\t\t\t\t 395 \t -2068\n", + "GCD(39203, 7488) = 1, with coefficients 395 and -2068 such that 1 = (395)*39203 + (-2068)*7488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7489 \t 5 \t 1758 \t 1 \t 0\n", + "1 \t 7489 \t 1758 \t 4 \t 457 \t 0 \t 1\n", + "2 \t 1758 \t 457 \t 3 \t 387 \t 1 \t -5\n", + "3 \t 457 \t 387 \t 1 \t 70 \t -4 \t 21\n", + "4 \t 387 \t 70 \t 5 \t 37 \t 13 \t -68\n", + "5 \t 70 \t 37 \t 1 \t 33 \t -17 \t 89\n", + "6 \t 37 \t 33 \t 1 \t 4 \t 98 \t -513\n", + "7 \t 33 \t 4 \t 8 \t 1 \t -115 \t 602\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 213 \t -1115\n", + "\t\t\t\t\t -1819 \t 9522\n", + "GCD(39203, 7489) = 1, with coefficients -1819 and 9522 such that 1 = (-1819)*39203 + (9522)*7489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7490 \t 5 \t 1753 \t 1 \t 0\n", + "1 \t 7490 \t 1753 \t 4 \t 478 \t 0 \t 1\n", + "2 \t 1753 \t 478 \t 3 \t 319 \t 1 \t -5\n", + "3 \t 478 \t 319 \t 1 \t 159 \t -4 \t 21\n", + "4 \t 319 \t 159 \t 2 \t 1 \t 13 \t -68\n", + "5 \t 159 \t 1 \t 159 \t 0 \t -17 \t 89\n", + "\t\t\t\t\t 47 \t -246\n", + "GCD(39203, 7490) = 1, with coefficients 47 and -246 such that 1 = (47)*39203 + (-246)*7490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7491 \t 5 \t 1748 \t 1 \t 0\n", + "1 \t 7491 \t 1748 \t 4 \t 499 \t 0 \t 1\n", + "2 \t 1748 \t 499 \t 3 \t 251 \t 1 \t -5\n", + "3 \t 499 \t 251 \t 1 \t 248 \t -4 \t 21\n", + "4 \t 251 \t 248 \t 1 \t 3 \t 13 \t -68\n", + "5 \t 248 \t 3 \t 82 \t 2 \t -17 \t 89\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 30 \t -157\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2477 \t 12963\n", + "\t\t\t\t\t 2507 \t -13120\n", + "GCD(39203, 7491) = 1, with coefficients 2507 and -13120 such that 1 = (2507)*39203 + (-13120)*7491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7492 \t 5 \t 1743 \t 1 \t 0\n", + "1 \t 7492 \t 1743 \t 4 \t 520 \t 0 \t 1\n", + "2 \t 1743 \t 520 \t 3 \t 183 \t 1 \t -5\n", + "3 \t 520 \t 183 \t 2 \t 154 \t -4 \t 21\n", + "4 \t 183 \t 154 \t 1 \t 29 \t 13 \t -68\n", + "5 \t 154 \t 29 \t 5 \t 9 \t -30 \t 157\n", + "6 \t 29 \t 9 \t 3 \t 2 \t 43 \t -225\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -245 \t 1282\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 778 \t -4071\n", + "\t\t\t\t\t -3357 \t 17566\n", + "GCD(39203, 7492) = 1, with coefficients -3357 and 17566 such that 1 = (-3357)*39203 + (17566)*7492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7493 \t 5 \t 1738 \t 1 \t 0\n", + "1 \t 7493 \t 1738 \t 4 \t 541 \t 0 \t 1\n", + "2 \t 1738 \t 541 \t 3 \t 115 \t 1 \t -5\n", + "3 \t 541 \t 115 \t 4 \t 81 \t -4 \t 21\n", + "4 \t 115 \t 81 \t 1 \t 34 \t 13 \t -68\n", + "5 \t 81 \t 34 \t 2 \t 13 \t -56 \t 293\n", + "6 \t 34 \t 13 \t 2 \t 8 \t 69 \t -361\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -194 \t 1015\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 457 \t -2391\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -651 \t 3406\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1108 \t -5797\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1759 \t 9203\n", + "\t\t\t\t\t 2867 \t -15000\n", + "GCD(39203, 7493) = 1, with coefficients 2867 and -15000 such that 1 = (2867)*39203 + (-15000)*7493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7494 \t 5 \t 1733 \t 1 \t 0\n", + "1 \t 7494 \t 1733 \t 4 \t 562 \t 0 \t 1\n", + "2 \t 1733 \t 562 \t 3 \t 47 \t 1 \t -5\n", + "3 \t 562 \t 47 \t 11 \t 45 \t -4 \t 21\n", + "4 \t 47 \t 45 \t 1 \t 2 \t 13 \t -68\n", + "5 \t 45 \t 2 \t 22 \t 1 \t -147 \t 769\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 160 \t -837\n", + "\t\t\t\t\t -3667 \t 19183\n", + "GCD(39203, 7494) = 1, with coefficients -3667 and 19183 such that 1 = (-3667)*39203 + (19183)*7494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7495 \t 5 \t 1728 \t 1 \t 0\n", + "1 \t 7495 \t 1728 \t 4 \t 583 \t 0 \t 1\n", + "2 \t 1728 \t 583 \t 2 \t 562 \t 1 \t -5\n", + "3 \t 583 \t 562 \t 1 \t 21 \t -4 \t 21\n", + "4 \t 562 \t 21 \t 26 \t 16 \t 9 \t -47\n", + "5 \t 21 \t 16 \t 1 \t 5 \t -13 \t 68\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 347 \t -1815\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -360 \t 1883\n", + "\t\t\t\t\t 1427 \t -7464\n", + "GCD(39203, 7495) = 1, with coefficients 1427 and -7464 such that 1 = (1427)*39203 + (-7464)*7495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7496 \t 5 \t 1723 \t 1 \t 0\n", + "1 \t 7496 \t 1723 \t 4 \t 604 \t 0 \t 1\n", + "2 \t 1723 \t 604 \t 2 \t 515 \t 1 \t -5\n", + "3 \t 604 \t 515 \t 1 \t 89 \t -4 \t 21\n", + "4 \t 515 \t 89 \t 5 \t 70 \t 9 \t -47\n", + "5 \t 89 \t 70 \t 1 \t 19 \t -13 \t 68\n", + "6 \t 70 \t 19 \t 3 \t 13 \t 74 \t -387\n", + "7 \t 19 \t 13 \t 1 \t 6 \t -87 \t 455\n", + "8 \t 13 \t 6 \t 2 \t 1 \t 335 \t -1752\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -422 \t 2207\n", + "\t\t\t\t\t 1179 \t -6166\n", + "GCD(39203, 7496) = 1, with coefficients 1179 and -6166 such that 1 = (1179)*39203 + (-6166)*7496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7497 \t 5 \t 1718 \t 1 \t 0\n", + "1 \t 7497 \t 1718 \t 4 \t 625 \t 0 \t 1\n", + "2 \t 1718 \t 625 \t 2 \t 468 \t 1 \t -5\n", + "3 \t 625 \t 468 \t 1 \t 157 \t -4 \t 21\n", + "4 \t 468 \t 157 \t 2 \t 154 \t 9 \t -47\n", + "5 \t 157 \t 154 \t 1 \t 3 \t -13 \t 68\n", + "6 \t 154 \t 3 \t 51 \t 1 \t 35 \t -183\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -48 \t 251\n", + "\t\t\t\t\t 2483 \t -12984\n", + "GCD(39203, 7497) = 1, with coefficients 2483 and -12984 such that 1 = (2483)*39203 + (-12984)*7497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7498 \t 5 \t 1713 \t 1 \t 0\n", + "1 \t 7498 \t 1713 \t 4 \t 646 \t 0 \t 1\n", + "2 \t 1713 \t 646 \t 2 \t 421 \t 1 \t -5\n", + "3 \t 646 \t 421 \t 1 \t 225 \t -4 \t 21\n", + "4 \t 421 \t 225 \t 1 \t 196 \t 9 \t -47\n", + "5 \t 225 \t 196 \t 1 \t 29 \t -13 \t 68\n", + "6 \t 196 \t 29 \t 6 \t 22 \t 22 \t -115\n", + "7 \t 29 \t 22 \t 1 \t 7 \t -35 \t 183\n", + "8 \t 22 \t 7 \t 3 \t 1 \t 232 \t -1213\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -267 \t 1396\n", + "\t\t\t\t\t 1033 \t -5401\n", + "GCD(39203, 7498) = 1, with coefficients 1033 and -5401 such that 1 = (1033)*39203 + (-5401)*7498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7499 \t 5 \t 1708 \t 1 \t 0\n", + "1 \t 7499 \t 1708 \t 4 \t 667 \t 0 \t 1\n", + "2 \t 1708 \t 667 \t 2 \t 374 \t 1 \t -5\n", + "3 \t 667 \t 374 \t 1 \t 293 \t -4 \t 21\n", + "4 \t 374 \t 293 \t 1 \t 81 \t 9 \t -47\n", + "5 \t 293 \t 81 \t 3 \t 50 \t -13 \t 68\n", + "6 \t 81 \t 50 \t 1 \t 31 \t 22 \t -115\n", + "7 \t 50 \t 31 \t 1 \t 19 \t -79 \t 413\n", + "8 \t 31 \t 19 \t 1 \t 12 \t 101 \t -528\n", + "9 \t 19 \t 12 \t 1 \t 7 \t -180 \t 941\n", + "10 \t 12 \t 7 \t 1 \t 5 \t 281 \t -1469\n", + "11 \t 7 \t 5 \t 1 \t 2 \t -461 \t 2410\n", + "12 \t 5 \t 2 \t 2 \t 1 \t 742 \t -3879\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1203 \t 6289\n", + "\t\t\t\t\t 3148 \t -16457\n", + "GCD(39203, 7499) = 1, with coefficients 3148 and -16457 such that 1 = (3148)*39203 + (-16457)*7499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7500 \t 5 \t 1703 \t 1 \t 0\n", + "1 \t 7500 \t 1703 \t 4 \t 688 \t 0 \t 1\n", + "2 \t 1703 \t 688 \t 2 \t 327 \t 1 \t -5\n", + "3 \t 688 \t 327 \t 2 \t 34 \t -4 \t 21\n", + "4 \t 327 \t 34 \t 9 \t 21 \t 9 \t -47\n", + "5 \t 34 \t 21 \t 1 \t 13 \t -22 \t 115\n", + "6 \t 21 \t 13 \t 1 \t 8 \t 207 \t -1082\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -229 \t 1197\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 436 \t -2279\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -665 \t 3476\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1101 \t -5755\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1766 \t 9231\n", + "\t\t\t\t\t 2867 \t -14986\n", + "GCD(39203, 7500) = 1, with coefficients 2867 and -14986 such that 1 = (2867)*39203 + (-14986)*7500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7501 \t 5 \t 1698 \t 1 \t 0\n", + "1 \t 7501 \t 1698 \t 4 \t 709 \t 0 \t 1\n", + "2 \t 1698 \t 709 \t 2 \t 280 \t 1 \t -5\n", + "3 \t 709 \t 280 \t 2 \t 149 \t -4 \t 21\n", + "4 \t 280 \t 149 \t 1 \t 131 \t 9 \t -47\n", + "5 \t 149 \t 131 \t 1 \t 18 \t -22 \t 115\n", + "6 \t 131 \t 18 \t 7 \t 5 \t 31 \t -162\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -53 \t 277\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 402 \t -2101\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1259 \t 6580\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1661 \t -8681\n", + "\t\t\t\t\t -2920 \t 15261\n", + "GCD(39203, 7501) = 1, with coefficients -2920 and 15261 such that 1 = (-2920)*39203 + (15261)*7501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7502 \t 5 \t 1693 \t 1 \t 0\n", + "1 \t 7502 \t 1693 \t 4 \t 730 \t 0 \t 1\n", + "2 \t 1693 \t 730 \t 2 \t 233 \t 1 \t -5\n", + "3 \t 730 \t 233 \t 3 \t 31 \t -4 \t 21\n", + "4 \t 233 \t 31 \t 7 \t 16 \t 9 \t -47\n", + "5 \t 31 \t 16 \t 1 \t 15 \t -31 \t 162\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 226 \t -1181\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -257 \t 1343\n", + "\t\t\t\t\t 483 \t -2524\n", + "GCD(39203, 7502) = 1, with coefficients 483 and -2524 such that 1 = (483)*39203 + (-2524)*7502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7503 \t 5 \t 1688 \t 1 \t 0\n", + "1 \t 7503 \t 1688 \t 4 \t 751 \t 0 \t 1\n", + "2 \t 1688 \t 751 \t 2 \t 186 \t 1 \t -5\n", + "3 \t 751 \t 186 \t 4 \t 7 \t -4 \t 21\n", + "4 \t 186 \t 7 \t 26 \t 4 \t 9 \t -47\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -40 \t 209\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 1049 \t -5481\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1089 \t 5690\n", + "\t\t\t\t\t 2138 \t -11171\n", + "GCD(39203, 7503) = 1, with coefficients 2138 and -11171 such that 1 = (2138)*39203 + (-11171)*7503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7504 \t 5 \t 1683 \t 1 \t 0\n", + "1 \t 7504 \t 1683 \t 4 \t 772 \t 0 \t 1\n", + "2 \t 1683 \t 772 \t 2 \t 139 \t 1 \t -5\n", + "3 \t 772 \t 139 \t 5 \t 77 \t -4 \t 21\n", + "4 \t 139 \t 77 \t 1 \t 62 \t 9 \t -47\n", + "5 \t 77 \t 62 \t 1 \t 15 \t -49 \t 256\n", + "6 \t 62 \t 15 \t 4 \t 2 \t 58 \t -303\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -107 \t 559\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 486 \t -2539\n", + "\t\t\t\t\t -3509 \t 18332\n", + "GCD(39203, 7504) = 1, with coefficients -3509 and 18332 such that 1 = (-3509)*39203 + (18332)*7504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7505 \t 5 \t 1678 \t 1 \t 0\n", + "1 \t 7505 \t 1678 \t 4 \t 793 \t 0 \t 1\n", + "2 \t 1678 \t 793 \t 2 \t 92 \t 1 \t -5\n", + "3 \t 793 \t 92 \t 8 \t 57 \t -4 \t 21\n", + "4 \t 92 \t 57 \t 1 \t 35 \t 9 \t -47\n", + "5 \t 57 \t 35 \t 1 \t 22 \t -76 \t 397\n", + "6 \t 35 \t 22 \t 1 \t 13 \t 85 \t -444\n", + "7 \t 22 \t 13 \t 1 \t 9 \t -161 \t 841\n", + "8 \t 13 \t 9 \t 1 \t 4 \t 246 \t -1285\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -407 \t 2126\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 653 \t -3411\n", + "\t\t\t\t\t -1713 \t 8948\n", + "GCD(39203, 7505) = 1, with coefficients -1713 and 8948 such that 1 = (-1713)*39203 + (8948)*7505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7506 \t 5 \t 1673 \t 1 \t 0\n", + "1 \t 7506 \t 1673 \t 4 \t 814 \t 0 \t 1\n", + "2 \t 1673 \t 814 \t 2 \t 45 \t 1 \t -5\n", + "3 \t 814 \t 45 \t 18 \t 4 \t -4 \t 21\n", + "4 \t 45 \t 4 \t 11 \t 1 \t 9 \t -47\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -166 \t 867\n", + "\t\t\t\t\t 1835 \t -9584\n", + "GCD(39203, 7506) = 1, with coefficients 1835 and -9584 such that 1 = (1835)*39203 + (-9584)*7506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7507 \t 5 \t 1668 \t 1 \t 0\n", + "1 \t 7507 \t 1668 \t 4 \t 835 \t 0 \t 1\n", + "2 \t 1668 \t 835 \t 1 \t 833 \t 1 \t -5\n", + "3 \t 835 \t 833 \t 1 \t 2 \t -4 \t 21\n", + "4 \t 833 \t 2 \t 416 \t 1 \t 5 \t -26\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -9 \t 47\n", + "\t\t\t\t\t 3749 \t -19578\n", + "GCD(39203, 7507) = 1, with coefficients 3749 and -19578 such that 1 = (3749)*39203 + (-19578)*7507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7508 \t 5 \t 1663 \t 1 \t 0\n", + "1 \t 7508 \t 1663 \t 4 \t 856 \t 0 \t 1\n", + "2 \t 1663 \t 856 \t 1 \t 807 \t 1 \t -5\n", + "3 \t 856 \t 807 \t 1 \t 49 \t -4 \t 21\n", + "4 \t 807 \t 49 \t 16 \t 23 \t 5 \t -26\n", + "5 \t 49 \t 23 \t 2 \t 3 \t -9 \t 47\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 149 \t -778\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -307 \t 1603\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2298 \t -11999\n", + "\t\t\t\t\t -2605 \t 13602\n", + "GCD(39203, 7508) = 1, with coefficients -2605 and 13602 such that 1 = (-2605)*39203 + (13602)*7508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7509 \t 5 \t 1658 \t 1 \t 0\n", + "1 \t 7509 \t 1658 \t 4 \t 877 \t 0 \t 1\n", + "2 \t 1658 \t 877 \t 1 \t 781 \t 1 \t -5\n", + "3 \t 877 \t 781 \t 1 \t 96 \t -4 \t 21\n", + "4 \t 781 \t 96 \t 8 \t 13 \t 5 \t -26\n", + "5 \t 96 \t 13 \t 7 \t 5 \t -9 \t 47\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 77 \t -402\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -548 \t 2861\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1173 \t -6124\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1721 \t 8985\n", + "\t\t\t\t\t 2894 \t -15109\n", + "GCD(39203, 7509) = 1, with coefficients 2894 and -15109 such that 1 = (2894)*39203 + (-15109)*7509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7510 \t 5 \t 1653 \t 1 \t 0\n", + "1 \t 7510 \t 1653 \t 4 \t 898 \t 0 \t 1\n", + "2 \t 1653 \t 898 \t 1 \t 755 \t 1 \t -5\n", + "3 \t 898 \t 755 \t 1 \t 143 \t -4 \t 21\n", + "4 \t 755 \t 143 \t 5 \t 40 \t 5 \t -26\n", + "5 \t 143 \t 40 \t 3 \t 23 \t -9 \t 47\n", + "6 \t 40 \t 23 \t 1 \t 17 \t 50 \t -261\n", + "7 \t 23 \t 17 \t 1 \t 6 \t -159 \t 830\n", + "8 \t 17 \t 6 \t 2 \t 5 \t 209 \t -1091\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -368 \t 1921\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 945 \t -4933\n", + "\t\t\t\t\t -1313 \t 6854\n", + "GCD(39203, 7510) = 1, with coefficients -1313 and 6854 such that 1 = (-1313)*39203 + (6854)*7510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7511 \t 5 \t 1648 \t 1 \t 0\n", + "1 \t 7511 \t 1648 \t 4 \t 919 \t 0 \t 1\n", + "2 \t 1648 \t 919 \t 1 \t 729 \t 1 \t -5\n", + "3 \t 919 \t 729 \t 1 \t 190 \t -4 \t 21\n", + "4 \t 729 \t 190 \t 3 \t 159 \t 5 \t -26\n", + "5 \t 190 \t 159 \t 1 \t 31 \t -9 \t 47\n", + "6 \t 159 \t 31 \t 5 \t 4 \t 32 \t -167\n", + "7 \t 31 \t 4 \t 7 \t 3 \t -41 \t 214\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 237 \t -1237\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1700 \t 8873\n", + "\t\t\t\t\t 1937 \t -10110\n", + "GCD(39203, 7511) = 1, with coefficients 1937 and -10110 such that 1 = (1937)*39203 + (-10110)*7511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7512 \t 5 \t 1643 \t 1 \t 0\n", + "1 \t 7512 \t 1643 \t 4 \t 940 \t 0 \t 1\n", + "2 \t 1643 \t 940 \t 1 \t 703 \t 1 \t -5\n", + "3 \t 940 \t 703 \t 1 \t 237 \t -4 \t 21\n", + "4 \t 703 \t 237 \t 2 \t 229 \t 5 \t -26\n", + "5 \t 237 \t 229 \t 1 \t 8 \t -9 \t 47\n", + "6 \t 229 \t 8 \t 28 \t 5 \t 23 \t -120\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -32 \t 167\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 919 \t -4796\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -951 \t 4963\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1870 \t -9759\n", + "\t\t\t\t\t -2821 \t 14722\n", + "GCD(39203, 7512) = 1, with coefficients -2821 and 14722 such that 1 = (-2821)*39203 + (14722)*7512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7513 \t 5 \t 1638 \t 1 \t 0\n", + "1 \t 7513 \t 1638 \t 4 \t 961 \t 0 \t 1\n", + "2 \t 1638 \t 961 \t 1 \t 677 \t 1 \t -5\n", + "3 \t 961 \t 677 \t 1 \t 284 \t -4 \t 21\n", + "4 \t 677 \t 284 \t 2 \t 109 \t 5 \t -26\n", + "5 \t 284 \t 109 \t 2 \t 66 \t -9 \t 47\n", + "6 \t 109 \t 66 \t 1 \t 43 \t 23 \t -120\n", + "7 \t 66 \t 43 \t 1 \t 23 \t -55 \t 287\n", + "8 \t 43 \t 23 \t 1 \t 20 \t 78 \t -407\n", + "9 \t 23 \t 20 \t 1 \t 3 \t -133 \t 694\n", + "10 \t 20 \t 3 \t 6 \t 2 \t 211 \t -1101\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -344 \t 1795\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2275 \t -11871\n", + "\t\t\t\t\t -2619 \t 13666\n", + "GCD(39203, 7513) = 1, with coefficients -2619 and 13666 such that 1 = (-2619)*39203 + (13666)*7513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7514 \t 5 \t 1633 \t 1 \t 0\n", + "1 \t 7514 \t 1633 \t 4 \t 982 \t 0 \t 1\n", + "2 \t 1633 \t 982 \t 1 \t 651 \t 1 \t -5\n", + "3 \t 982 \t 651 \t 1 \t 331 \t -4 \t 21\n", + "4 \t 651 \t 331 \t 1 \t 320 \t 5 \t -26\n", + "5 \t 331 \t 320 \t 1 \t 11 \t -9 \t 47\n", + "6 \t 320 \t 11 \t 29 \t 1 \t 14 \t -73\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -23 \t 120\n", + "\t\t\t\t\t 681 \t -3553\n", + "GCD(39203, 7514) = 1, with coefficients 681 and -3553 such that 1 = (681)*39203 + (-3553)*7514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7515 \t 5 \t 1628 \t 1 \t 0\n", + "1 \t 7515 \t 1628 \t 4 \t 1003 \t 0 \t 1\n", + "2 \t 1628 \t 1003 \t 1 \t 625 \t 1 \t -5\n", + "3 \t 1003 \t 625 \t 1 \t 378 \t -4 \t 21\n", + "4 \t 625 \t 378 \t 1 \t 247 \t 5 \t -26\n", + "5 \t 378 \t 247 \t 1 \t 131 \t -9 \t 47\n", + "6 \t 247 \t 131 \t 1 \t 116 \t 14 \t -73\n", + "7 \t 131 \t 116 \t 1 \t 15 \t -23 \t 120\n", + "8 \t 116 \t 15 \t 7 \t 11 \t 37 \t -193\n", + "9 \t 15 \t 11 \t 1 \t 4 \t -60 \t 313\n", + "10 \t 11 \t 4 \t 2 \t 3 \t 457 \t -2384\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -517 \t 2697\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1491 \t -7778\n", + "\t\t\t\t\t -2008 \t 10475\n", + "GCD(39203, 7515) = 1, with coefficients -2008 and 10475 such that 1 = (-2008)*39203 + (10475)*7515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7516 \t 5 \t 1623 \t 1 \t 0\n", + "1 \t 7516 \t 1623 \t 4 \t 1024 \t 0 \t 1\n", + "2 \t 1623 \t 1024 \t 1 \t 599 \t 1 \t -5\n", + "3 \t 1024 \t 599 \t 1 \t 425 \t -4 \t 21\n", + "4 \t 599 \t 425 \t 1 \t 174 \t 5 \t -26\n", + "5 \t 425 \t 174 \t 2 \t 77 \t -9 \t 47\n", + "6 \t 174 \t 77 \t 2 \t 20 \t 14 \t -73\n", + "7 \t 77 \t 20 \t 3 \t 17 \t -37 \t 193\n", + "8 \t 20 \t 17 \t 1 \t 3 \t 88 \t -459\n", + "9 \t 17 \t 3 \t 5 \t 2 \t -301 \t 1570\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 389 \t -2029\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2246 \t 11715\n", + "\t\t\t\t\t 2635 \t -13744\n", + "GCD(39203, 7516) = 1, with coefficients 2635 and -13744 such that 1 = (2635)*39203 + (-13744)*7516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7517 \t 5 \t 1618 \t 1 \t 0\n", + "1 \t 7517 \t 1618 \t 4 \t 1045 \t 0 \t 1\n", + "2 \t 1618 \t 1045 \t 1 \t 573 \t 1 \t -5\n", + "3 \t 1045 \t 573 \t 1 \t 472 \t -4 \t 21\n", + "4 \t 573 \t 472 \t 1 \t 101 \t 5 \t -26\n", + "5 \t 472 \t 101 \t 4 \t 68 \t -9 \t 47\n", + "6 \t 101 \t 68 \t 1 \t 33 \t 14 \t -73\n", + "7 \t 68 \t 33 \t 2 \t 2 \t -65 \t 339\n", + "8 \t 33 \t 2 \t 16 \t 1 \t 79 \t -412\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -223 \t 1163\n", + "\t\t\t\t\t 3647 \t -19020\n", + "GCD(39203, 7517) = 1, with coefficients 3647 and -19020 such that 1 = (3647)*39203 + (-19020)*7517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7518 \t 5 \t 1613 \t 1 \t 0\n", + "1 \t 7518 \t 1613 \t 4 \t 1066 \t 0 \t 1\n", + "2 \t 1613 \t 1066 \t 1 \t 547 \t 1 \t -5\n", + "3 \t 1066 \t 547 \t 1 \t 519 \t -4 \t 21\n", + "4 \t 547 \t 519 \t 1 \t 28 \t 5 \t -26\n", + "5 \t 519 \t 28 \t 18 \t 15 \t -9 \t 47\n", + "6 \t 28 \t 15 \t 1 \t 13 \t 14 \t -73\n", + "7 \t 15 \t 13 \t 1 \t 2 \t -261 \t 1361\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 275 \t -1434\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -536 \t 2795\n", + "\t\t\t\t\t 3491 \t -18204\n", + "GCD(39203, 7518) = 1, with coefficients 3491 and -18204 such that 1 = (3491)*39203 + (-18204)*7518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7519 \t 5 \t 1608 \t 1 \t 0\n", + "1 \t 7519 \t 1608 \t 4 \t 1087 \t 0 \t 1\n", + "2 \t 1608 \t 1087 \t 1 \t 521 \t 1 \t -5\n", + "3 \t 1087 \t 521 \t 2 \t 45 \t -4 \t 21\n", + "4 \t 521 \t 45 \t 11 \t 26 \t 5 \t -26\n", + "5 \t 45 \t 26 \t 1 \t 19 \t -14 \t 73\n", + "6 \t 26 \t 19 \t 1 \t 7 \t 159 \t -829\n", + "7 \t 19 \t 7 \t 2 \t 5 \t -173 \t 902\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 332 \t -1731\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -837 \t 4364\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1169 \t -6095\n", + "\t\t\t\t\t -3175 \t 16554\n", + "GCD(39203, 7519) = 1, with coefficients -3175 and 16554 such that 1 = (-3175)*39203 + (16554)*7519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7520 \t 5 \t 1603 \t 1 \t 0\n", + "1 \t 7520 \t 1603 \t 4 \t 1108 \t 0 \t 1\n", + "2 \t 1603 \t 1108 \t 1 \t 495 \t 1 \t -5\n", + "3 \t 1108 \t 495 \t 2 \t 118 \t -4 \t 21\n", + "4 \t 495 \t 118 \t 4 \t 23 \t 5 \t -26\n", + "5 \t 118 \t 23 \t 5 \t 3 \t -14 \t 73\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 61 \t -318\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -319 \t 1663\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2294 \t -11959\n", + "\t\t\t\t\t -2613 \t 13622\n", + "GCD(39203, 7520) = 1, with coefficients -2613 and 13622 such that 1 = (-2613)*39203 + (13622)*7520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7521 \t 5 \t 1598 \t 1 \t 0\n", + "1 \t 7521 \t 1598 \t 4 \t 1129 \t 0 \t 1\n", + "2 \t 1598 \t 1129 \t 1 \t 469 \t 1 \t -5\n", + "3 \t 1129 \t 469 \t 2 \t 191 \t -4 \t 21\n", + "4 \t 469 \t 191 \t 2 \t 87 \t 5 \t -26\n", + "5 \t 191 \t 87 \t 2 \t 17 \t -14 \t 73\n", + "6 \t 87 \t 17 \t 5 \t 2 \t 33 \t -172\n", + "7 \t 17 \t 2 \t 8 \t 1 \t -80 \t 417\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 433 \t -2257\n", + "\t\t\t\t\t -3544 \t 18473\n", + "GCD(39203, 7521) = 1, with coefficients -3544 and 18473 such that 1 = (-3544)*39203 + (18473)*7521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7522 \t 5 \t 1593 \t 1 \t 0\n", + "1 \t 7522 \t 1593 \t 4 \t 1150 \t 0 \t 1\n", + "2 \t 1593 \t 1150 \t 1 \t 443 \t 1 \t -5\n", + "3 \t 1150 \t 443 \t 2 \t 264 \t -4 \t 21\n", + "4 \t 443 \t 264 \t 1 \t 179 \t 5 \t -26\n", + "5 \t 264 \t 179 \t 1 \t 85 \t -14 \t 73\n", + "6 \t 179 \t 85 \t 2 \t 9 \t 19 \t -99\n", + "7 \t 85 \t 9 \t 9 \t 4 \t -33 \t 172\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 85 \t -443\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -798 \t 4159\n", + "\t\t\t\t\t 1681 \t -8761\n", + "GCD(39203, 7522) = 1, with coefficients 1681 and -8761 such that 1 = (1681)*39203 + (-8761)*7522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7523 \t 5 \t 1588 \t 1 \t 0\n", + "1 \t 7523 \t 1588 \t 4 \t 1171 \t 0 \t 1\n", + "2 \t 1588 \t 1171 \t 1 \t 417 \t 1 \t -5\n", + "3 \t 1171 \t 417 \t 2 \t 337 \t -4 \t 21\n", + "4 \t 417 \t 337 \t 1 \t 80 \t 5 \t -26\n", + "5 \t 337 \t 80 \t 4 \t 17 \t -14 \t 73\n", + "6 \t 80 \t 17 \t 4 \t 12 \t 19 \t -99\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -90 \t 469\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 379 \t -1975\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -469 \t 2444\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1317 \t -6863\n", + "\t\t\t\t\t -3103 \t 16170\n", + "GCD(39203, 7523) = 1, with coefficients -3103 and 16170 such that 1 = (-3103)*39203 + (16170)*7523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7524 \t 5 \t 1583 \t 1 \t 0\n", + "1 \t 7524 \t 1583 \t 4 \t 1192 \t 0 \t 1\n", + "2 \t 1583 \t 1192 \t 1 \t 391 \t 1 \t -5\n", + "3 \t 1192 \t 391 \t 3 \t 19 \t -4 \t 21\n", + "4 \t 391 \t 19 \t 20 \t 11 \t 5 \t -26\n", + "5 \t 19 \t 11 \t 1 \t 8 \t -19 \t 99\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 385 \t -2006\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -404 \t 2105\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 789 \t -4111\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1982 \t 10327\n", + "\t\t\t\t\t 2771 \t -14438\n", + "GCD(39203, 7524) = 1, with coefficients 2771 and -14438 such that 1 = (2771)*39203 + (-14438)*7524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7525 \t 5 \t 1578 \t 1 \t 0\n", + "1 \t 7525 \t 1578 \t 4 \t 1213 \t 0 \t 1\n", + "2 \t 1578 \t 1213 \t 1 \t 365 \t 1 \t -5\n", + "3 \t 1213 \t 365 \t 3 \t 118 \t -4 \t 21\n", + "4 \t 365 \t 118 \t 3 \t 11 \t 5 \t -26\n", + "5 \t 118 \t 11 \t 10 \t 8 \t -19 \t 99\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 62 \t -323\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -639 \t 3329\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 701 \t -3652\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2041 \t 10633\n", + "\t\t\t\t\t 2742 \t -14285\n", + "GCD(39203, 7525) = 1, with coefficients 2742 and -14285 such that 1 = (2742)*39203 + (-14285)*7525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7526 \t 5 \t 1573 \t 1 \t 0\n", + "1 \t 7526 \t 1573 \t 4 \t 1234 \t 0 \t 1\n", + "2 \t 1573 \t 1234 \t 1 \t 339 \t 1 \t -5\n", + "3 \t 1234 \t 339 \t 3 \t 217 \t -4 \t 21\n", + "4 \t 339 \t 217 \t 1 \t 122 \t 5 \t -26\n", + "5 \t 217 \t 122 \t 1 \t 95 \t -19 \t 99\n", + "6 \t 122 \t 95 \t 1 \t 27 \t 24 \t -125\n", + "7 \t 95 \t 27 \t 3 \t 14 \t -43 \t 224\n", + "8 \t 27 \t 14 \t 1 \t 13 \t 67 \t -349\n", + "9 \t 14 \t 13 \t 1 \t 1 \t -244 \t 1271\n", + "10 \t 13 \t 1 \t 13 \t 0 \t 311 \t -1620\n", + "\t\t\t\t\t -555 \t 2891\n", + "GCD(39203, 7526) = 1, with coefficients -555 and 2891 such that 1 = (-555)*39203 + (2891)*7526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7527 \t 5 \t 1568 \t 1 \t 0\n", + "1 \t 7527 \t 1568 \t 4 \t 1255 \t 0 \t 1\n", + "2 \t 1568 \t 1255 \t 1 \t 313 \t 1 \t -5\n", + "3 \t 1255 \t 313 \t 4 \t 3 \t -4 \t 21\n", + "4 \t 313 \t 3 \t 104 \t 1 \t 5 \t -26\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -24 \t 125\n", + "\t\t\t\t\t 2501 \t -13026\n", + "GCD(39203, 7527) = 1, with coefficients 2501 and -13026 such that 1 = (2501)*39203 + (-13026)*7527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7528 \t 5 \t 1563 \t 1 \t 0\n", + "1 \t 7528 \t 1563 \t 4 \t 1276 \t 0 \t 1\n", + "2 \t 1563 \t 1276 \t 1 \t 287 \t 1 \t -5\n", + "3 \t 1276 \t 287 \t 4 \t 128 \t -4 \t 21\n", + "4 \t 287 \t 128 \t 2 \t 31 \t 5 \t -26\n", + "5 \t 128 \t 31 \t 4 \t 4 \t -24 \t 125\n", + "6 \t 31 \t 4 \t 7 \t 3 \t 53 \t -276\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -236 \t 1229\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1705 \t -8879\n", + "\t\t\t\t\t -1941 \t 10108\n", + "GCD(39203, 7528) = 1, with coefficients -1941 and 10108 such that 1 = (-1941)*39203 + (10108)*7528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7529 \t 5 \t 1558 \t 1 \t 0\n", + "1 \t 7529 \t 1558 \t 4 \t 1297 \t 0 \t 1\n", + "2 \t 1558 \t 1297 \t 1 \t 261 \t 1 \t -5\n", + "3 \t 1297 \t 261 \t 4 \t 253 \t -4 \t 21\n", + "4 \t 261 \t 253 \t 1 \t 8 \t 5 \t -26\n", + "5 \t 253 \t 8 \t 31 \t 5 \t -24 \t 125\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 29 \t -151\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -923 \t 4806\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 952 \t -4957\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1875 \t 9763\n", + "\t\t\t\t\t 2827 \t -14720\n", + "GCD(39203, 7529) = 1, with coefficients 2827 and -14720 such that 1 = (2827)*39203 + (-14720)*7529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7530 \t 5 \t 1553 \t 1 \t 0\n", + "1 \t 7530 \t 1553 \t 4 \t 1318 \t 0 \t 1\n", + "2 \t 1553 \t 1318 \t 1 \t 235 \t 1 \t -5\n", + "3 \t 1318 \t 235 \t 5 \t 143 \t -4 \t 21\n", + "4 \t 235 \t 143 \t 1 \t 92 \t 5 \t -26\n", + "5 \t 143 \t 92 \t 1 \t 51 \t -29 \t 151\n", + "6 \t 92 \t 51 \t 1 \t 41 \t 34 \t -177\n", + "7 \t 51 \t 41 \t 1 \t 10 \t -63 \t 328\n", + "8 \t 41 \t 10 \t 4 \t 1 \t 97 \t -505\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -160 \t 833\n", + "\t\t\t\t\t 737 \t -3837\n", + "GCD(39203, 7530) = 1, with coefficients 737 and -3837 such that 1 = (737)*39203 + (-3837)*7530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7531 \t 5 \t 1548 \t 1 \t 0\n", + "1 \t 7531 \t 1548 \t 4 \t 1339 \t 0 \t 1\n", + "2 \t 1548 \t 1339 \t 1 \t 209 \t 1 \t -5\n", + "3 \t 1339 \t 209 \t 6 \t 85 \t -4 \t 21\n", + "4 \t 209 \t 85 \t 2 \t 39 \t 5 \t -26\n", + "5 \t 85 \t 39 \t 2 \t 7 \t -34 \t 177\n", + "6 \t 39 \t 7 \t 5 \t 4 \t 73 \t -380\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -180 \t 937\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 973 \t -5065\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1153 \t 6002\n", + "\t\t\t\t\t 2126 \t -11067\n", + "GCD(39203, 7531) = 1, with coefficients 2126 and -11067 such that 1 = (2126)*39203 + (-11067)*7531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7532 \t 5 \t 1543 \t 1 \t 0\n", + "1 \t 7532 \t 1543 \t 4 \t 1360 \t 0 \t 1\n", + "2 \t 1543 \t 1360 \t 1 \t 183 \t 1 \t -5\n", + "3 \t 1360 \t 183 \t 7 \t 79 \t -4 \t 21\n", + "4 \t 183 \t 79 \t 2 \t 25 \t 5 \t -26\n", + "5 \t 79 \t 25 \t 3 \t 4 \t -39 \t 203\n", + "6 \t 25 \t 4 \t 6 \t 1 \t 83 \t -432\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -288 \t 1499\n", + "\t\t\t\t\t 1811 \t -9426\n", + "GCD(39203, 7532) = 1, with coefficients 1811 and -9426 such that 1 = (1811)*39203 + (-9426)*7532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7533 \t 5 \t 1538 \t 1 \t 0\n", + "1 \t 7533 \t 1538 \t 4 \t 1381 \t 0 \t 1\n", + "2 \t 1538 \t 1381 \t 1 \t 157 \t 1 \t -5\n", + "3 \t 1381 \t 157 \t 8 \t 125 \t -4 \t 21\n", + "4 \t 157 \t 125 \t 1 \t 32 \t 5 \t -26\n", + "5 \t 125 \t 32 \t 3 \t 29 \t -44 \t 229\n", + "6 \t 32 \t 29 \t 1 \t 3 \t 49 \t -255\n", + "7 \t 29 \t 3 \t 9 \t 2 \t -191 \t 994\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 240 \t -1249\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2351 \t 12235\n", + "\t\t\t\t\t 2591 \t -13484\n", + "GCD(39203, 7533) = 1, with coefficients 2591 and -13484 such that 1 = (2591)*39203 + (-13484)*7533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7534 \t 5 \t 1533 \t 1 \t 0\n", + "1 \t 7534 \t 1533 \t 4 \t 1402 \t 0 \t 1\n", + "2 \t 1533 \t 1402 \t 1 \t 131 \t 1 \t -5\n", + "3 \t 1402 \t 131 \t 10 \t 92 \t -4 \t 21\n", + "4 \t 131 \t 92 \t 1 \t 39 \t 5 \t -26\n", + "5 \t 92 \t 39 \t 2 \t 14 \t -54 \t 281\n", + "6 \t 39 \t 14 \t 2 \t 11 \t 59 \t -307\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -172 \t 895\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 403 \t -2097\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -575 \t 2992\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2128 \t -11073\n", + "\t\t\t\t\t -2703 \t 14065\n", + "GCD(39203, 7534) = 1, with coefficients -2703 and 14065 such that 1 = (-2703)*39203 + (14065)*7534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7535 \t 5 \t 1528 \t 1 \t 0\n", + "1 \t 7535 \t 1528 \t 4 \t 1423 \t 0 \t 1\n", + "2 \t 1528 \t 1423 \t 1 \t 105 \t 1 \t -5\n", + "3 \t 1423 \t 105 \t 13 \t 58 \t -4 \t 21\n", + "4 \t 105 \t 58 \t 1 \t 47 \t 5 \t -26\n", + "5 \t 58 \t 47 \t 1 \t 11 \t -69 \t 359\n", + "6 \t 47 \t 11 \t 4 \t 3 \t 74 \t -385\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -143 \t 744\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 646 \t -3361\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2081 \t 10827\n", + "\t\t\t\t\t 2727 \t -14188\n", + "GCD(39203, 7535) = 1, with coefficients 2727 and -14188 such that 1 = (2727)*39203 + (-14188)*7535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7536 \t 5 \t 1523 \t 1 \t 0\n", + "1 \t 7536 \t 1523 \t 4 \t 1444 \t 0 \t 1\n", + "2 \t 1523 \t 1444 \t 1 \t 79 \t 1 \t -5\n", + "3 \t 1444 \t 79 \t 18 \t 22 \t -4 \t 21\n", + "4 \t 79 \t 22 \t 3 \t 13 \t 5 \t -26\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -94 \t 489\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 287 \t -1493\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -381 \t 1982\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 668 \t -3475\n", + "\t\t\t\t\t -1717 \t 8932\n", + "GCD(39203, 7536) = 1, with coefficients -1717 and 8932 such that 1 = (-1717)*39203 + (8932)*7536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7537 \t 5 \t 1518 \t 1 \t 0\n", + "1 \t 7537 \t 1518 \t 4 \t 1465 \t 0 \t 1\n", + "2 \t 1518 \t 1465 \t 1 \t 53 \t 1 \t -5\n", + "3 \t 1465 \t 53 \t 27 \t 34 \t -4 \t 21\n", + "4 \t 53 \t 34 \t 1 \t 19 \t 5 \t -26\n", + "5 \t 34 \t 19 \t 1 \t 15 \t -139 \t 723\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 144 \t -749\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -283 \t 1472\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 427 \t -2221\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1564 \t 8135\n", + "\t\t\t\t\t 1991 \t -10356\n", + "GCD(39203, 7537) = 1, with coefficients 1991 and -10356 such that 1 = (1991)*39203 + (-10356)*7537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7538 \t 5 \t 1513 \t 1 \t 0\n", + "1 \t 7538 \t 1513 \t 4 \t 1486 \t 0 \t 1\n", + "2 \t 1513 \t 1486 \t 1 \t 27 \t 1 \t -5\n", + "3 \t 1486 \t 27 \t 55 \t 1 \t -4 \t 21\n", + "4 \t 27 \t 1 \t 27 \t 0 \t 5 \t -26\n", + "\t\t\t\t\t -279 \t 1451\n", + "GCD(39203, 7538) = 1, with coefficients -279 and 1451 such that 1 = (-279)*39203 + (1451)*7538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7539 \t 5 \t 1508 \t 1 \t 0\n", + "1 \t 7539 \t 1508 \t 4 \t 1507 \t 0 \t 1\n", + "2 \t 1508 \t 1507 \t 1 \t 1 \t 1 \t -5\n", + "3 \t 1507 \t 1 \t 1507 \t 0 \t -4 \t 21\n", + "\t\t\t\t\t 5 \t -26\n", + "GCD(39203, 7539) = 1, with coefficients 5 and -26 such that 1 = (5)*39203 + (-26)*7539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7540 \t 5 \t 1503 \t 1 \t 0\n", + "1 \t 7540 \t 1503 \t 5 \t 25 \t 0 \t 1\n", + "2 \t 1503 \t 25 \t 60 \t 3 \t 1 \t -5\n", + "3 \t 25 \t 3 \t 8 \t 1 \t -5 \t 26\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 301 \t -1565\n", + "\t\t\t\t\t -2413 \t 12546\n", + "GCD(39203, 7540) = 1, with coefficients -2413 and 12546 such that 1 = (-2413)*39203 + (12546)*7540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7541 \t 5 \t 1498 \t 1 \t 0\n", + "1 \t 7541 \t 1498 \t 5 \t 51 \t 0 \t 1\n", + "2 \t 1498 \t 51 \t 29 \t 19 \t 1 \t -5\n", + "3 \t 51 \t 19 \t 2 \t 13 \t -5 \t 26\n", + "4 \t 19 \t 13 \t 1 \t 6 \t 146 \t -759\n", + "5 \t 13 \t 6 \t 2 \t 1 \t -297 \t 1544\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 443 \t -2303\n", + "\t\t\t\t\t -1183 \t 6150\n", + "GCD(39203, 7541) = 1, with coefficients -1183 and 6150 such that 1 = (-1183)*39203 + (6150)*7541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7542 \t 5 \t 1493 \t 1 \t 0\n", + "1 \t 7542 \t 1493 \t 5 \t 77 \t 0 \t 1\n", + "2 \t 1493 \t 77 \t 19 \t 30 \t 1 \t -5\n", + "3 \t 77 \t 30 \t 2 \t 17 \t -5 \t 26\n", + "4 \t 30 \t 17 \t 1 \t 13 \t 96 \t -499\n", + "5 \t 17 \t 13 \t 1 \t 4 \t -197 \t 1024\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 293 \t -1523\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -490 \t 2547\n", + "\t\t\t\t\t 1763 \t -9164\n", + "GCD(39203, 7542) = 1, with coefficients 1763 and -9164 such that 1 = (1763)*39203 + (-9164)*7542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7543 \t 5 \t 1488 \t 1 \t 0\n", + "1 \t 7543 \t 1488 \t 5 \t 103 \t 0 \t 1\n", + "2 \t 1488 \t 103 \t 14 \t 46 \t 1 \t -5\n", + "3 \t 103 \t 46 \t 2 \t 11 \t -5 \t 26\n", + "4 \t 46 \t 11 \t 4 \t 2 \t 71 \t -369\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -147 \t 764\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 659 \t -3425\n", + "\t\t\t\t\t -3442 \t 17889\n", + "GCD(39203, 7543) = 1, with coefficients -3442 and 17889 such that 1 = (-3442)*39203 + (17889)*7543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7544 \t 5 \t 1483 \t 1 \t 0\n", + "1 \t 7544 \t 1483 \t 5 \t 129 \t 0 \t 1\n", + "2 \t 1483 \t 129 \t 11 \t 64 \t 1 \t -5\n", + "3 \t 129 \t 64 \t 2 \t 1 \t -5 \t 26\n", + "4 \t 64 \t 1 \t 64 \t 0 \t 56 \t -291\n", + "\t\t\t\t\t -117 \t 608\n", + "GCD(39203, 7544) = 1, with coefficients -117 and 608 such that 1 = (-117)*39203 + (608)*7544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7545 \t 5 \t 1478 \t 1 \t 0\n", + "1 \t 7545 \t 1478 \t 5 \t 155 \t 0 \t 1\n", + "2 \t 1478 \t 155 \t 9 \t 83 \t 1 \t -5\n", + "3 \t 155 \t 83 \t 1 \t 72 \t -5 \t 26\n", + "4 \t 83 \t 72 \t 1 \t 11 \t 46 \t -239\n", + "5 \t 72 \t 11 \t 6 \t 6 \t -51 \t 265\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 97 \t -504\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -633 \t 3289\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 730 \t -3793\n", + "\t\t\t\t\t -1363 \t 7082\n", + "GCD(39203, 7545) = 1, with coefficients -1363 and 7082 such that 1 = (-1363)*39203 + (7082)*7545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7546 \t 5 \t 1473 \t 1 \t 0\n", + "1 \t 7546 \t 1473 \t 5 \t 181 \t 0 \t 1\n", + "2 \t 1473 \t 181 \t 8 \t 25 \t 1 \t -5\n", + "3 \t 181 \t 25 \t 7 \t 6 \t -5 \t 26\n", + "4 \t 25 \t 6 \t 4 \t 1 \t 41 \t -213\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -292 \t 1517\n", + "\t\t\t\t\t 1209 \t -6281\n", + "GCD(39203, 7546) = 1, with coefficients 1209 and -6281 such that 1 = (1209)*39203 + (-6281)*7546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7547 \t 5 \t 1468 \t 1 \t 0\n", + "1 \t 7547 \t 1468 \t 5 \t 207 \t 0 \t 1\n", + "2 \t 1468 \t 207 \t 7 \t 19 \t 1 \t -5\n", + "3 \t 207 \t 19 \t 10 \t 17 \t -5 \t 26\n", + "4 \t 19 \t 17 \t 1 \t 2 \t 36 \t -187\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -365 \t 1896\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 401 \t -2083\n", + "\t\t\t\t\t -3573 \t 18560\n", + "GCD(39203, 7547) = 1, with coefficients -3573 and 18560 such that 1 = (-3573)*39203 + (18560)*7547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7548 \t 5 \t 1463 \t 1 \t 0\n", + "1 \t 7548 \t 1463 \t 5 \t 233 \t 0 \t 1\n", + "2 \t 1463 \t 233 \t 6 \t 65 \t 1 \t -5\n", + "3 \t 233 \t 65 \t 3 \t 38 \t -5 \t 26\n", + "4 \t 65 \t 38 \t 1 \t 27 \t 31 \t -161\n", + "5 \t 38 \t 27 \t 1 \t 11 \t -98 \t 509\n", + "6 \t 27 \t 11 \t 2 \t 5 \t 129 \t -670\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -227 \t 1179\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 583 \t -3028\n", + "\t\t\t\t\t -1393 \t 7235\n", + "GCD(39203, 7548) = 1, with coefficients -1393 and 7235 such that 1 = (-1393)*39203 + (7235)*7548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7549 \t 5 \t 1458 \t 1 \t 0\n", + "1 \t 7549 \t 1458 \t 5 \t 259 \t 0 \t 1\n", + "2 \t 1458 \t 259 \t 5 \t 163 \t 1 \t -5\n", + "3 \t 259 \t 163 \t 1 \t 96 \t -5 \t 26\n", + "4 \t 163 \t 96 \t 1 \t 67 \t 26 \t -135\n", + "5 \t 96 \t 67 \t 1 \t 29 \t -31 \t 161\n", + "6 \t 67 \t 29 \t 2 \t 9 \t 57 \t -296\n", + "7 \t 29 \t 9 \t 3 \t 2 \t -88 \t 457\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 233 \t -1210\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -787 \t 4087\n", + "\t\t\t\t\t 3381 \t -17558\n", + "GCD(39203, 7549) = 1, with coefficients 3381 and -17558 such that 1 = (3381)*39203 + (-17558)*7549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7550 \t 5 \t 1453 \t 1 \t 0\n", + "1 \t 7550 \t 1453 \t 5 \t 285 \t 0 \t 1\n", + "2 \t 1453 \t 285 \t 5 \t 28 \t 1 \t -5\n", + "3 \t 285 \t 28 \t 10 \t 5 \t -5 \t 26\n", + "4 \t 28 \t 5 \t 5 \t 3 \t 26 \t -135\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -265 \t 1376\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1351 \t -7015\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1616 \t 8391\n", + "\t\t\t\t\t 2967 \t -15406\n", + "GCD(39203, 7550) = 1, with coefficients 2967 and -15406 such that 1 = (2967)*39203 + (-15406)*7550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7551 \t 5 \t 1448 \t 1 \t 0\n", + "1 \t 7551 \t 1448 \t 5 \t 311 \t 0 \t 1\n", + "2 \t 1448 \t 311 \t 4 \t 204 \t 1 \t -5\n", + "3 \t 311 \t 204 \t 1 \t 107 \t -5 \t 26\n", + "4 \t 204 \t 107 \t 1 \t 97 \t 21 \t -109\n", + "5 \t 107 \t 97 \t 1 \t 10 \t -26 \t 135\n", + "6 \t 97 \t 10 \t 9 \t 7 \t 47 \t -244\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -73 \t 379\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 704 \t -3655\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -777 \t 4034\n", + "\t\t\t\t\t 2258 \t -11723\n", + "GCD(39203, 7551) = 1, with coefficients 2258 and -11723 such that 1 = (2258)*39203 + (-11723)*7551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7552 \t 5 \t 1443 \t 1 \t 0\n", + "1 \t 7552 \t 1443 \t 5 \t 337 \t 0 \t 1\n", + "2 \t 1443 \t 337 \t 4 \t 95 \t 1 \t -5\n", + "3 \t 337 \t 95 \t 3 \t 52 \t -5 \t 26\n", + "4 \t 95 \t 52 \t 1 \t 43 \t 21 \t -109\n", + "5 \t 52 \t 43 \t 1 \t 9 \t -68 \t 353\n", + "6 \t 43 \t 9 \t 4 \t 7 \t 89 \t -462\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -157 \t 815\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 717 \t -3722\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -874 \t 4537\n", + "\t\t\t\t\t 3339 \t -17333\n", + "GCD(39203, 7552) = 1, with coefficients 3339 and -17333 such that 1 = (3339)*39203 + (-17333)*7552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7553 \t 5 \t 1438 \t 1 \t 0\n", + "1 \t 7553 \t 1438 \t 5 \t 363 \t 0 \t 1\n", + "2 \t 1438 \t 363 \t 3 \t 349 \t 1 \t -5\n", + "3 \t 363 \t 349 \t 1 \t 14 \t -5 \t 26\n", + "4 \t 349 \t 14 \t 24 \t 13 \t 16 \t -83\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -21 \t 109\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 520 \t -2699\n", + "\t\t\t\t\t -541 \t 2808\n", + "GCD(39203, 7553) = 1, with coefficients -541 and 2808 such that 1 = (-541)*39203 + (2808)*7553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7554 \t 5 \t 1433 \t 1 \t 0\n", + "1 \t 7554 \t 1433 \t 5 \t 389 \t 0 \t 1\n", + "2 \t 1433 \t 389 \t 3 \t 266 \t 1 \t -5\n", + "3 \t 389 \t 266 \t 1 \t 123 \t -5 \t 26\n", + "4 \t 266 \t 123 \t 2 \t 20 \t 16 \t -83\n", + "5 \t 123 \t 20 \t 6 \t 3 \t -21 \t 109\n", + "6 \t 20 \t 3 \t 6 \t 2 \t 58 \t -301\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -369 \t 1915\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2272 \t -11791\n", + "\t\t\t\t\t -2641 \t 13706\n", + "GCD(39203, 7554) = 1, with coefficients -2641 and 13706 such that 1 = (-2641)*39203 + (13706)*7554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7555 \t 5 \t 1428 \t 1 \t 0\n", + "1 \t 7555 \t 1428 \t 5 \t 415 \t 0 \t 1\n", + "2 \t 1428 \t 415 \t 3 \t 183 \t 1 \t -5\n", + "3 \t 415 \t 183 \t 2 \t 49 \t -5 \t 26\n", + "4 \t 183 \t 49 \t 3 \t 36 \t 16 \t -83\n", + "5 \t 49 \t 36 \t 1 \t 13 \t -37 \t 192\n", + "6 \t 36 \t 13 \t 2 \t 10 \t 127 \t -659\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -164 \t 851\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 455 \t -2361\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -619 \t 3212\n", + "\t\t\t\t\t 2312 \t -11997\n", + "GCD(39203, 7555) = 1, with coefficients 2312 and -11997 such that 1 = (2312)*39203 + (-11997)*7555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7556 \t 5 \t 1423 \t 1 \t 0\n", + "1 \t 7556 \t 1423 \t 5 \t 441 \t 0 \t 1\n", + "2 \t 1423 \t 441 \t 3 \t 100 \t 1 \t -5\n", + "3 \t 441 \t 100 \t 4 \t 41 \t -5 \t 26\n", + "4 \t 100 \t 41 \t 2 \t 18 \t 16 \t -83\n", + "5 \t 41 \t 18 \t 2 \t 5 \t -69 \t 358\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 154 \t -799\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -377 \t 1956\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1285 \t -6667\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1662 \t 8623\n", + "\t\t\t\t\t 2947 \t -15290\n", + "GCD(39203, 7556) = 1, with coefficients 2947 and -15290 such that 1 = (2947)*39203 + (-15290)*7556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7557 \t 5 \t 1418 \t 1 \t 0\n", + "1 \t 7557 \t 1418 \t 5 \t 467 \t 0 \t 1\n", + "2 \t 1418 \t 467 \t 3 \t 17 \t 1 \t -5\n", + "3 \t 467 \t 17 \t 27 \t 8 \t -5 \t 26\n", + "4 \t 17 \t 8 \t 2 \t 1 \t 16 \t -83\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -437 \t 2267\n", + "\t\t\t\t\t 890 \t -4617\n", + "GCD(39203, 7557) = 1, with coefficients 890 and -4617 such that 1 = (890)*39203 + (-4617)*7557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7558 \t 5 \t 1413 \t 1 \t 0\n", + "1 \t 7558 \t 1413 \t 5 \t 493 \t 0 \t 1\n", + "2 \t 1413 \t 493 \t 2 \t 427 \t 1 \t -5\n", + "3 \t 493 \t 427 \t 1 \t 66 \t -5 \t 26\n", + "4 \t 427 \t 66 \t 6 \t 31 \t 11 \t -57\n", + "5 \t 66 \t 31 \t 2 \t 4 \t -16 \t 83\n", + "6 \t 31 \t 4 \t 7 \t 3 \t 107 \t -555\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -230 \t 1193\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1717 \t -8906\n", + "\t\t\t\t\t -1947 \t 10099\n", + "GCD(39203, 7558) = 1, with coefficients -1947 and 10099 such that 1 = (-1947)*39203 + (10099)*7558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7559 \t 5 \t 1408 \t 1 \t 0\n", + "1 \t 7559 \t 1408 \t 5 \t 519 \t 0 \t 1\n", + "2 \t 1408 \t 519 \t 2 \t 370 \t 1 \t -5\n", + "3 \t 519 \t 370 \t 1 \t 149 \t -5 \t 26\n", + "4 \t 370 \t 149 \t 2 \t 72 \t 11 \t -57\n", + "5 \t 149 \t 72 \t 2 \t 5 \t -16 \t 83\n", + "6 \t 72 \t 5 \t 14 \t 2 \t 43 \t -223\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -102 \t 529\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1471 \t -7629\n", + "\t\t\t\t\t -3044 \t 15787\n", + "GCD(39203, 7559) = 1, with coefficients -3044 and 15787 such that 1 = (-3044)*39203 + (15787)*7559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7560 \t 5 \t 1403 \t 1 \t 0\n", + "1 \t 7560 \t 1403 \t 5 \t 545 \t 0 \t 1\n", + "2 \t 1403 \t 545 \t 2 \t 313 \t 1 \t -5\n", + "3 \t 545 \t 313 \t 1 \t 232 \t -5 \t 26\n", + "4 \t 313 \t 232 \t 1 \t 81 \t 11 \t -57\n", + "5 \t 232 \t 81 \t 2 \t 70 \t -16 \t 83\n", + "6 \t 81 \t 70 \t 1 \t 11 \t 27 \t -140\n", + "7 \t 70 \t 11 \t 6 \t 4 \t -70 \t 363\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 97 \t -503\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -652 \t 3381\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1401 \t -7265\n", + "\t\t\t\t\t -2053 \t 10646\n", + "GCD(39203, 7560) = 1, with coefficients -2053 and 10646 such that 1 = (-2053)*39203 + (10646)*7560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7561 \t 5 \t 1398 \t 1 \t 0\n", + "1 \t 7561 \t 1398 \t 5 \t 571 \t 0 \t 1\n", + "2 \t 1398 \t 571 \t 2 \t 256 \t 1 \t -5\n", + "3 \t 571 \t 256 \t 2 \t 59 \t -5 \t 26\n", + "4 \t 256 \t 59 \t 4 \t 20 \t 11 \t -57\n", + "5 \t 59 \t 20 \t 2 \t 19 \t -27 \t 140\n", + "6 \t 20 \t 19 \t 1 \t 1 \t 119 \t -617\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -265 \t 1374\n", + "\t\t\t\t\t 384 \t -1991\n", + "GCD(39203, 7561) = 1, with coefficients 384 and -1991 such that 1 = (384)*39203 + (-1991)*7561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7562 \t 5 \t 1393 \t 1 \t 0\n", + "1 \t 7562 \t 1393 \t 5 \t 597 \t 0 \t 1\n", + "2 \t 1393 \t 597 \t 2 \t 199 \t 1 \t -5\n", + "3 \t 597 \t 199 \t 3 \t 0 \t -5 \t 26\n", + "\t\t\t\t\t 11 \t -57\n", + "GCD(39203, 7562) = 199, with coefficients 11 and -57 such that 199 = (11)*39203 + (-57)*7562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7563 \t 5 \t 1388 \t 1 \t 0\n", + "1 \t 7563 \t 1388 \t 5 \t 623 \t 0 \t 1\n", + "2 \t 1388 \t 623 \t 2 \t 142 \t 1 \t -5\n", + "3 \t 623 \t 142 \t 4 \t 55 \t -5 \t 26\n", + "4 \t 142 \t 55 \t 2 \t 32 \t 11 \t -57\n", + "5 \t 55 \t 32 \t 1 \t 23 \t -49 \t 254\n", + "6 \t 32 \t 23 \t 1 \t 9 \t 109 \t -565\n", + "7 \t 23 \t 9 \t 2 \t 5 \t -158 \t 819\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 267 \t -1384\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -692 \t 3587\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 959 \t -4971\n", + "\t\t\t\t\t -1651 \t 8558\n", + "GCD(39203, 7563) = 1, with coefficients -1651 and 8558 such that 1 = (-1651)*39203 + (8558)*7563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7564 \t 5 \t 1383 \t 1 \t 0\n", + "1 \t 7564 \t 1383 \t 5 \t 649 \t 0 \t 1\n", + "2 \t 1383 \t 649 \t 2 \t 85 \t 1 \t -5\n", + "3 \t 649 \t 85 \t 7 \t 54 \t -5 \t 26\n", + "4 \t 85 \t 54 \t 1 \t 31 \t 11 \t -57\n", + "5 \t 54 \t 31 \t 1 \t 23 \t -82 \t 425\n", + "6 \t 31 \t 23 \t 1 \t 8 \t 93 \t -482\n", + "7 \t 23 \t 8 \t 2 \t 7 \t -175 \t 907\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 268 \t -1389\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -711 \t 3685\n", + "\t\t\t\t\t 979 \t -5074\n", + "GCD(39203, 7564) = 1, with coefficients 979 and -5074 such that 1 = (979)*39203 + (-5074)*7564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7565 \t 5 \t 1378 \t 1 \t 0\n", + "1 \t 7565 \t 1378 \t 5 \t 675 \t 0 \t 1\n", + "2 \t 1378 \t 675 \t 2 \t 28 \t 1 \t -5\n", + "3 \t 675 \t 28 \t 24 \t 3 \t -5 \t 26\n", + "4 \t 28 \t 3 \t 9 \t 1 \t 11 \t -57\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -269 \t 1394\n", + "\t\t\t\t\t 2432 \t -12603\n", + "GCD(39203, 7565) = 1, with coefficients 2432 and -12603 such that 1 = (2432)*39203 + (-12603)*7565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7566 \t 5 \t 1373 \t 1 \t 0\n", + "1 \t 7566 \t 1373 \t 5 \t 701 \t 0 \t 1\n", + "2 \t 1373 \t 701 \t 1 \t 672 \t 1 \t -5\n", + "3 \t 701 \t 672 \t 1 \t 29 \t -5 \t 26\n", + "4 \t 672 \t 29 \t 23 \t 5 \t 6 \t -31\n", + "5 \t 29 \t 5 \t 5 \t 4 \t -11 \t 57\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 259 \t -1342\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1306 \t 6767\n", + "\t\t\t\t\t 1565 \t -8109\n", + "GCD(39203, 7566) = 1, with coefficients 1565 and -8109 such that 1 = (1565)*39203 + (-8109)*7566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7567 \t 5 \t 1368 \t 1 \t 0\n", + "1 \t 7567 \t 1368 \t 5 \t 727 \t 0 \t 1\n", + "2 \t 1368 \t 727 \t 1 \t 641 \t 1 \t -5\n", + "3 \t 727 \t 641 \t 1 \t 86 \t -5 \t 26\n", + "4 \t 641 \t 86 \t 7 \t 39 \t 6 \t -31\n", + "5 \t 86 \t 39 \t 2 \t 8 \t -11 \t 57\n", + "6 \t 39 \t 8 \t 4 \t 7 \t 83 \t -430\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -177 \t 917\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 791 \t -4098\n", + "\t\t\t\t\t -968 \t 5015\n", + "GCD(39203, 7567) = 1, with coefficients -968 and 5015 such that 1 = (-968)*39203 + (5015)*7567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7568 \t 5 \t 1363 \t 1 \t 0\n", + "1 \t 7568 \t 1363 \t 5 \t 753 \t 0 \t 1\n", + "2 \t 1363 \t 753 \t 1 \t 610 \t 1 \t -5\n", + "3 \t 753 \t 610 \t 1 \t 143 \t -5 \t 26\n", + "4 \t 610 \t 143 \t 4 \t 38 \t 6 \t -31\n", + "5 \t 143 \t 38 \t 3 \t 29 \t -11 \t 57\n", + "6 \t 38 \t 29 \t 1 \t 9 \t 50 \t -259\n", + "7 \t 29 \t 9 \t 3 \t 2 \t -161 \t 834\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 211 \t -1093\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -794 \t 4113\n", + "\t\t\t\t\t 3387 \t -17545\n", + "GCD(39203, 7568) = 1, with coefficients 3387 and -17545 such that 1 = (3387)*39203 + (-17545)*7568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7569 \t 5 \t 1358 \t 1 \t 0\n", + "1 \t 7569 \t 1358 \t 5 \t 779 \t 0 \t 1\n", + "2 \t 1358 \t 779 \t 1 \t 579 \t 1 \t -5\n", + "3 \t 779 \t 579 \t 1 \t 200 \t -5 \t 26\n", + "4 \t 579 \t 200 \t 2 \t 179 \t 6 \t -31\n", + "5 \t 200 \t 179 \t 1 \t 21 \t -11 \t 57\n", + "6 \t 179 \t 21 \t 8 \t 11 \t 28 \t -145\n", + "7 \t 21 \t 11 \t 1 \t 10 \t -39 \t 202\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 340 \t -1761\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -379 \t 1963\n", + "\t\t\t\t\t 719 \t -3724\n", + "GCD(39203, 7569) = 1, with coefficients 719 and -3724 such that 1 = (719)*39203 + (-3724)*7569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7570 \t 5 \t 1353 \t 1 \t 0\n", + "1 \t 7570 \t 1353 \t 5 \t 805 \t 0 \t 1\n", + "2 \t 1353 \t 805 \t 1 \t 548 \t 1 \t -5\n", + "3 \t 805 \t 548 \t 1 \t 257 \t -5 \t 26\n", + "4 \t 548 \t 257 \t 2 \t 34 \t 6 \t -31\n", + "5 \t 257 \t 34 \t 7 \t 19 \t -11 \t 57\n", + "6 \t 34 \t 19 \t 1 \t 15 \t 28 \t -145\n", + "7 \t 19 \t 15 \t 1 \t 4 \t -207 \t 1072\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 235 \t -1217\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -442 \t 2289\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1561 \t -8084\n", + "\t\t\t\t\t -2003 \t 10373\n", + "GCD(39203, 7570) = 1, with coefficients -2003 and 10373 such that 1 = (-2003)*39203 + (10373)*7570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7571 \t 5 \t 1348 \t 1 \t 0\n", + "1 \t 7571 \t 1348 \t 5 \t 831 \t 0 \t 1\n", + "2 \t 1348 \t 831 \t 1 \t 517 \t 1 \t -5\n", + "3 \t 831 \t 517 \t 1 \t 314 \t -5 \t 26\n", + "4 \t 517 \t 314 \t 1 \t 203 \t 6 \t -31\n", + "5 \t 314 \t 203 \t 1 \t 111 \t -11 \t 57\n", + "6 \t 203 \t 111 \t 1 \t 92 \t 17 \t -88\n", + "7 \t 111 \t 92 \t 1 \t 19 \t -28 \t 145\n", + "8 \t 92 \t 19 \t 4 \t 16 \t 45 \t -233\n", + "9 \t 19 \t 16 \t 1 \t 3 \t -73 \t 378\n", + "10 \t 16 \t 3 \t 5 \t 1 \t 337 \t -1745\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -410 \t 2123\n", + "\t\t\t\t\t 2387 \t -12360\n", + "GCD(39203, 7571) = 1, with coefficients 2387 and -12360 such that 1 = (2387)*39203 + (-12360)*7571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7572 \t 5 \t 1343 \t 1 \t 0\n", + "1 \t 7572 \t 1343 \t 5 \t 857 \t 0 \t 1\n", + "2 \t 1343 \t 857 \t 1 \t 486 \t 1 \t -5\n", + "3 \t 857 \t 486 \t 1 \t 371 \t -5 \t 26\n", + "4 \t 486 \t 371 \t 1 \t 115 \t 6 \t -31\n", + "5 \t 371 \t 115 \t 3 \t 26 \t -11 \t 57\n", + "6 \t 115 \t 26 \t 4 \t 11 \t 17 \t -88\n", + "7 \t 26 \t 11 \t 2 \t 4 \t -62 \t 321\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 265 \t -1372\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -592 \t 3065\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1449 \t -7502\n", + "\t\t\t\t\t -2041 \t 10567\n", + "GCD(39203, 7572) = 1, with coefficients -2041 and 10567 such that 1 = (-2041)*39203 + (10567)*7572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7573 \t 5 \t 1338 \t 1 \t 0\n", + "1 \t 7573 \t 1338 \t 5 \t 883 \t 0 \t 1\n", + "2 \t 1338 \t 883 \t 1 \t 455 \t 1 \t -5\n", + "3 \t 883 \t 455 \t 1 \t 428 \t -5 \t 26\n", + "4 \t 455 \t 428 \t 1 \t 27 \t 6 \t -31\n", + "5 \t 428 \t 27 \t 15 \t 23 \t -11 \t 57\n", + "6 \t 27 \t 23 \t 1 \t 4 \t 17 \t -88\n", + "7 \t 23 \t 4 \t 5 \t 3 \t -266 \t 1377\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 283 \t -1465\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1681 \t 8702\n", + "\t\t\t\t\t 1964 \t -10167\n", + "GCD(39203, 7573) = 1, with coefficients 1964 and -10167 such that 1 = (1964)*39203 + (-10167)*7573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7574 \t 5 \t 1333 \t 1 \t 0\n", + "1 \t 7574 \t 1333 \t 5 \t 909 \t 0 \t 1\n", + "2 \t 1333 \t 909 \t 1 \t 424 \t 1 \t -5\n", + "3 \t 909 \t 424 \t 2 \t 61 \t -5 \t 26\n", + "4 \t 424 \t 61 \t 6 \t 58 \t 6 \t -31\n", + "5 \t 61 \t 58 \t 1 \t 3 \t -17 \t 88\n", + "6 \t 58 \t 3 \t 19 \t 1 \t 108 \t -559\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -125 \t 647\n", + "\t\t\t\t\t 2483 \t -12852\n", + "GCD(39203, 7574) = 1, with coefficients 2483 and -12852 such that 1 = (2483)*39203 + (-12852)*7574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7575 \t 5 \t 1328 \t 1 \t 0\n", + "1 \t 7575 \t 1328 \t 5 \t 935 \t 0 \t 1\n", + "2 \t 1328 \t 935 \t 1 \t 393 \t 1 \t -5\n", + "3 \t 935 \t 393 \t 2 \t 149 \t -5 \t 26\n", + "4 \t 393 \t 149 \t 2 \t 95 \t 6 \t -31\n", + "5 \t 149 \t 95 \t 1 \t 54 \t -17 \t 88\n", + "6 \t 95 \t 54 \t 1 \t 41 \t 40 \t -207\n", + "7 \t 54 \t 41 \t 1 \t 13 \t -57 \t 295\n", + "8 \t 41 \t 13 \t 3 \t 2 \t 97 \t -502\n", + "9 \t 13 \t 2 \t 6 \t 1 \t -154 \t 797\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 559 \t -2893\n", + "\t\t\t\t\t -3508 \t 18155\n", + "GCD(39203, 7575) = 1, with coefficients -3508 and 18155 such that 1 = (-3508)*39203 + (18155)*7575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7576 \t 5 \t 1323 \t 1 \t 0\n", + "1 \t 7576 \t 1323 \t 5 \t 961 \t 0 \t 1\n", + "2 \t 1323 \t 961 \t 1 \t 362 \t 1 \t -5\n", + "3 \t 961 \t 362 \t 2 \t 237 \t -5 \t 26\n", + "4 \t 362 \t 237 \t 1 \t 125 \t 6 \t -31\n", + "5 \t 237 \t 125 \t 1 \t 112 \t -17 \t 88\n", + "6 \t 125 \t 112 \t 1 \t 13 \t 23 \t -119\n", + "7 \t 112 \t 13 \t 8 \t 8 \t -40 \t 207\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 63 \t -326\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -544 \t 2815\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 607 \t -3141\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1151 \t 5956\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1758 \t -9097\n", + "\t\t\t\t\t -2909 \t 15053\n", + "GCD(39203, 7576) = 1, with coefficients -2909 and 15053 such that 1 = (-2909)*39203 + (15053)*7576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7577 \t 5 \t 1318 \t 1 \t 0\n", + "1 \t 7577 \t 1318 \t 5 \t 987 \t 0 \t 1\n", + "2 \t 1318 \t 987 \t 1 \t 331 \t 1 \t -5\n", + "3 \t 987 \t 331 \t 2 \t 325 \t -5 \t 26\n", + "4 \t 331 \t 325 \t 1 \t 6 \t 6 \t -31\n", + "5 \t 325 \t 6 \t 54 \t 1 \t -17 \t 88\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 23 \t -119\n", + "\t\t\t\t\t -1259 \t 6514\n", + "GCD(39203, 7577) = 1, with coefficients -1259 and 6514 such that 1 = (-1259)*39203 + (6514)*7577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7578 \t 5 \t 1313 \t 1 \t 0\n", + "1 \t 7578 \t 1313 \t 5 \t 1013 \t 0 \t 1\n", + "2 \t 1313 \t 1013 \t 1 \t 300 \t 1 \t -5\n", + "3 \t 1013 \t 300 \t 3 \t 113 \t -5 \t 26\n", + "4 \t 300 \t 113 \t 2 \t 74 \t 6 \t -31\n", + "5 \t 113 \t 74 \t 1 \t 39 \t -23 \t 119\n", + "6 \t 74 \t 39 \t 1 \t 35 \t 52 \t -269\n", + "7 \t 39 \t 35 \t 1 \t 4 \t -75 \t 388\n", + "8 \t 35 \t 4 \t 8 \t 3 \t 127 \t -657\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -202 \t 1045\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1743 \t -9017\n", + "\t\t\t\t\t -1945 \t 10062\n", + "GCD(39203, 7578) = 1, with coefficients -1945 and 10062 such that 1 = (-1945)*39203 + (10062)*7578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7579 \t 5 \t 1308 \t 1 \t 0\n", + "1 \t 7579 \t 1308 \t 5 \t 1039 \t 0 \t 1\n", + "2 \t 1308 \t 1039 \t 1 \t 269 \t 1 \t -5\n", + "3 \t 1039 \t 269 \t 3 \t 232 \t -5 \t 26\n", + "4 \t 269 \t 232 \t 1 \t 37 \t 6 \t -31\n", + "5 \t 232 \t 37 \t 6 \t 10 \t -23 \t 119\n", + "6 \t 37 \t 10 \t 3 \t 7 \t 29 \t -150\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -197 \t 1019\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 620 \t -3207\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -817 \t 4226\n", + "\t\t\t\t\t 2254 \t -11659\n", + "GCD(39203, 7579) = 1, with coefficients 2254 and -11659 such that 1 = (2254)*39203 + (-11659)*7579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7580 \t 5 \t 1303 \t 1 \t 0\n", + "1 \t 7580 \t 1303 \t 5 \t 1065 \t 0 \t 1\n", + "2 \t 1303 \t 1065 \t 1 \t 238 \t 1 \t -5\n", + "3 \t 1065 \t 238 \t 4 \t 113 \t -5 \t 26\n", + "4 \t 238 \t 113 \t 2 \t 12 \t 6 \t -31\n", + "5 \t 113 \t 12 \t 9 \t 5 \t -29 \t 150\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 64 \t -331\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -605 \t 3129\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1274 \t -6589\n", + "\t\t\t\t\t -3153 \t 16307\n", + "GCD(39203, 7580) = 1, with coefficients -3153 and 16307 such that 1 = (-3153)*39203 + (16307)*7580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7581 \t 5 \t 1298 \t 1 \t 0\n", + "1 \t 7581 \t 1298 \t 5 \t 1091 \t 0 \t 1\n", + "2 \t 1298 \t 1091 \t 1 \t 207 \t 1 \t -5\n", + "3 \t 1091 \t 207 \t 5 \t 56 \t -5 \t 26\n", + "4 \t 207 \t 56 \t 3 \t 39 \t 6 \t -31\n", + "5 \t 56 \t 39 \t 1 \t 17 \t -35 \t 181\n", + "6 \t 39 \t 17 \t 2 \t 5 \t 111 \t -574\n", + "7 \t 17 \t 5 \t 3 \t 2 \t -146 \t 755\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 403 \t -2084\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1355 \t 7007\n", + "\t\t\t\t\t 3113 \t -16098\n", + "GCD(39203, 7581) = 1, with coefficients 3113 and -16098 such that 1 = (3113)*39203 + (-16098)*7581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7582 \t 5 \t 1293 \t 1 \t 0\n", + "1 \t 7582 \t 1293 \t 5 \t 1117 \t 0 \t 1\n", + "2 \t 1293 \t 1117 \t 1 \t 176 \t 1 \t -5\n", + "3 \t 1117 \t 176 \t 6 \t 61 \t -5 \t 26\n", + "4 \t 176 \t 61 \t 2 \t 54 \t 6 \t -31\n", + "5 \t 61 \t 54 \t 1 \t 7 \t -41 \t 212\n", + "6 \t 54 \t 7 \t 7 \t 5 \t 88 \t -455\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -129 \t 667\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 991 \t -5124\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1120 \t 5791\n", + "\t\t\t\t\t 3231 \t -16706\n", + "GCD(39203, 7582) = 1, with coefficients 3231 and -16706 such that 1 = (3231)*39203 + (-16706)*7582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7583 \t 5 \t 1288 \t 1 \t 0\n", + "1 \t 7583 \t 1288 \t 5 \t 1143 \t 0 \t 1\n", + "2 \t 1288 \t 1143 \t 1 \t 145 \t 1 \t -5\n", + "3 \t 1143 \t 145 \t 7 \t 128 \t -5 \t 26\n", + "4 \t 145 \t 128 \t 1 \t 17 \t 6 \t -31\n", + "5 \t 128 \t 17 \t 7 \t 9 \t -47 \t 243\n", + "6 \t 17 \t 9 \t 1 \t 8 \t 53 \t -274\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -418 \t 2161\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 471 \t -2435\n", + "\t\t\t\t\t -889 \t 4596\n", + "GCD(39203, 7583) = 1, with coefficients -889 and 4596 such that 1 = (-889)*39203 + (4596)*7583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7584 \t 5 \t 1283 \t 1 \t 0\n", + "1 \t 7584 \t 1283 \t 5 \t 1169 \t 0 \t 1\n", + "2 \t 1283 \t 1169 \t 1 \t 114 \t 1 \t -5\n", + "3 \t 1169 \t 114 \t 10 \t 29 \t -5 \t 26\n", + "4 \t 114 \t 29 \t 3 \t 27 \t 6 \t -31\n", + "5 \t 29 \t 27 \t 1 \t 2 \t -65 \t 336\n", + "6 \t 27 \t 2 \t 13 \t 1 \t 201 \t -1039\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -266 \t 1375\n", + "\t\t\t\t\t 3659 \t -18914\n", + "GCD(39203, 7584) = 1, with coefficients 3659 and -18914 such that 1 = (3659)*39203 + (-18914)*7584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7585 \t 5 \t 1278 \t 1 \t 0\n", + "1 \t 7585 \t 1278 \t 5 \t 1195 \t 0 \t 1\n", + "2 \t 1278 \t 1195 \t 1 \t 83 \t 1 \t -5\n", + "3 \t 1195 \t 83 \t 14 \t 33 \t -5 \t 26\n", + "4 \t 83 \t 33 \t 2 \t 17 \t 6 \t -31\n", + "5 \t 33 \t 17 \t 1 \t 16 \t -89 \t 460\n", + "6 \t 17 \t 16 \t 1 \t 1 \t 184 \t -951\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -273 \t 1411\n", + "\t\t\t\t\t 457 \t -2362\n", + "GCD(39203, 7585) = 1, with coefficients 457 and -2362 such that 1 = (457)*39203 + (-2362)*7585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7586 \t 5 \t 1273 \t 1 \t 0\n", + "1 \t 7586 \t 1273 \t 5 \t 1221 \t 0 \t 1\n", + "2 \t 1273 \t 1221 \t 1 \t 52 \t 1 \t -5\n", + "3 \t 1221 \t 52 \t 23 \t 25 \t -5 \t 26\n", + "4 \t 52 \t 25 \t 2 \t 2 \t 6 \t -31\n", + "5 \t 25 \t 2 \t 12 \t 1 \t -143 \t 739\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 292 \t -1509\n", + "\t\t\t\t\t -3647 \t 18847\n", + "GCD(39203, 7586) = 1, with coefficients -3647 and 18847 such that 1 = (-3647)*39203 + (18847)*7586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7587 \t 5 \t 1268 \t 1 \t 0\n", + "1 \t 7587 \t 1268 \t 5 \t 1247 \t 0 \t 1\n", + "2 \t 1268 \t 1247 \t 1 \t 21 \t 1 \t -5\n", + "3 \t 1247 \t 21 \t 59 \t 8 \t -5 \t 26\n", + "4 \t 21 \t 8 \t 2 \t 5 \t 6 \t -31\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -359 \t 1855\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 724 \t -3741\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1083 \t 5596\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1807 \t -9337\n", + "\t\t\t\t\t -2890 \t 14933\n", + "GCD(39203, 7587) = 1, with coefficients -2890 and 14933 such that 1 = (-2890)*39203 + (14933)*7587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7588 \t 5 \t 1263 \t 1 \t 0\n", + "1 \t 7588 \t 1263 \t 6 \t 10 \t 0 \t 1\n", + "2 \t 1263 \t 10 \t 126 \t 3 \t 1 \t -5\n", + "3 \t 10 \t 3 \t 3 \t 1 \t -6 \t 31\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 757 \t -3911\n", + "\t\t\t\t\t -2277 \t 11764\n", + "GCD(39203, 7588) = 1, with coefficients -2277 and 11764 such that 1 = (-2277)*39203 + (11764)*7588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7589 \t 5 \t 1258 \t 1 \t 0\n", + "1 \t 7589 \t 1258 \t 6 \t 41 \t 0 \t 1\n", + "2 \t 1258 \t 41 \t 30 \t 28 \t 1 \t -5\n", + "3 \t 41 \t 28 \t 1 \t 13 \t -6 \t 31\n", + "4 \t 28 \t 13 \t 2 \t 2 \t 181 \t -935\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -187 \t 966\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 555 \t -2867\n", + "\t\t\t\t\t -3517 \t 18168\n", + "GCD(39203, 7589) = 1, with coefficients -3517 and 18168 such that 1 = (-3517)*39203 + (18168)*7589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7590 \t 5 \t 1253 \t 1 \t 0\n", + "1 \t 7590 \t 1253 \t 6 \t 72 \t 0 \t 1\n", + "2 \t 1253 \t 72 \t 17 \t 29 \t 1 \t -5\n", + "3 \t 72 \t 29 \t 2 \t 14 \t -6 \t 31\n", + "4 \t 29 \t 14 \t 2 \t 1 \t 103 \t -532\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -212 \t 1095\n", + "\t\t\t\t\t 527 \t -2722\n", + "GCD(39203, 7590) = 1, with coefficients 527 and -2722 such that 1 = (527)*39203 + (-2722)*7590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7591 \t 5 \t 1248 \t 1 \t 0\n", + "1 \t 7591 \t 1248 \t 6 \t 103 \t 0 \t 1\n", + "2 \t 1248 \t 103 \t 12 \t 12 \t 1 \t -5\n", + "3 \t 103 \t 12 \t 8 \t 7 \t -6 \t 31\n", + "4 \t 12 \t 7 \t 1 \t 5 \t 73 \t -377\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -590 \t 3047\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 663 \t -3424\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1253 \t 6471\n", + "\t\t\t\t\t 3169 \t -16366\n", + "GCD(39203, 7591) = 1, with coefficients 3169 and -16366 such that 1 = (3169)*39203 + (-16366)*7591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7592 \t 5 \t 1243 \t 1 \t 0\n", + "1 \t 7592 \t 1243 \t 6 \t 134 \t 0 \t 1\n", + "2 \t 1243 \t 134 \t 9 \t 37 \t 1 \t -5\n", + "3 \t 134 \t 37 \t 3 \t 23 \t -6 \t 31\n", + "4 \t 37 \t 23 \t 1 \t 14 \t 55 \t -284\n", + "5 \t 23 \t 14 \t 1 \t 9 \t -171 \t 883\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 226 \t -1167\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -397 \t 2050\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 623 \t -3217\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1020 \t 5267\n", + "\t\t\t\t\t 1643 \t -8484\n", + "GCD(39203, 7592) = 1, with coefficients 1643 and -8484 such that 1 = (1643)*39203 + (-8484)*7592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7593 \t 5 \t 1238 \t 1 \t 0\n", + "1 \t 7593 \t 1238 \t 6 \t 165 \t 0 \t 1\n", + "2 \t 1238 \t 165 \t 7 \t 83 \t 1 \t -5\n", + "3 \t 165 \t 83 \t 1 \t 82 \t -6 \t 31\n", + "4 \t 83 \t 82 \t 1 \t 1 \t 43 \t -222\n", + "5 \t 82 \t 1 \t 82 \t 0 \t -49 \t 253\n", + "\t\t\t\t\t 92 \t -475\n", + "GCD(39203, 7593) = 1, with coefficients 92 and -475 such that 1 = (92)*39203 + (-475)*7593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7594 \t 5 \t 1233 \t 1 \t 0\n", + "1 \t 7594 \t 1233 \t 6 \t 196 \t 0 \t 1\n", + "2 \t 1233 \t 196 \t 6 \t 57 \t 1 \t -5\n", + "3 \t 196 \t 57 \t 3 \t 25 \t -6 \t 31\n", + "4 \t 57 \t 25 \t 2 \t 7 \t 37 \t -191\n", + "5 \t 25 \t 7 \t 3 \t 4 \t -117 \t 604\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 271 \t -1399\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -930 \t 4801\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1201 \t -6200\n", + "\t\t\t\t\t -2131 \t 11001\n", + "GCD(39203, 7594) = 1, with coefficients -2131 and 11001 such that 1 = (-2131)*39203 + (11001)*7594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7595 \t 5 \t 1228 \t 1 \t 0\n", + "1 \t 7595 \t 1228 \t 6 \t 227 \t 0 \t 1\n", + "2 \t 1228 \t 227 \t 5 \t 93 \t 1 \t -5\n", + "3 \t 227 \t 93 \t 2 \t 41 \t -6 \t 31\n", + "4 \t 93 \t 41 \t 2 \t 11 \t 31 \t -160\n", + "5 \t 41 \t 11 \t 3 \t 8 \t -68 \t 351\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 167 \t -862\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -569 \t 2937\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 736 \t -3799\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2041 \t 10535\n", + "\t\t\t\t\t 2777 \t -14334\n", + "GCD(39203, 7595) = 1, with coefficients 2777 and -14334 such that 1 = (2777)*39203 + (-14334)*7595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7596 \t 5 \t 1223 \t 1 \t 0\n", + "1 \t 7596 \t 1223 \t 6 \t 258 \t 0 \t 1\n", + "2 \t 1223 \t 258 \t 4 \t 191 \t 1 \t -5\n", + "3 \t 258 \t 191 \t 1 \t 67 \t -6 \t 31\n", + "4 \t 191 \t 67 \t 2 \t 57 \t 25 \t -129\n", + "5 \t 67 \t 57 \t 1 \t 10 \t -31 \t 160\n", + "6 \t 57 \t 10 \t 5 \t 7 \t 87 \t -449\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -118 \t 609\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 677 \t -3494\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -795 \t 4103\n", + "\t\t\t\t\t 2267 \t -11700\n", + "GCD(39203, 7596) = 1, with coefficients 2267 and -11700 such that 1 = (2267)*39203 + (-11700)*7596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7597 \t 5 \t 1218 \t 1 \t 0\n", + "1 \t 7597 \t 1218 \t 6 \t 289 \t 0 \t 1\n", + "2 \t 1218 \t 289 \t 4 \t 62 \t 1 \t -5\n", + "3 \t 289 \t 62 \t 4 \t 41 \t -6 \t 31\n", + "4 \t 62 \t 41 \t 1 \t 21 \t 25 \t -129\n", + "5 \t 41 \t 21 \t 1 \t 20 \t -106 \t 547\n", + "6 \t 21 \t 20 \t 1 \t 1 \t 131 \t -676\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -237 \t 1223\n", + "\t\t\t\t\t 368 \t -1899\n", + "GCD(39203, 7597) = 1, with coefficients 368 and -1899 such that 1 = (368)*39203 + (-1899)*7597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7598 \t 5 \t 1213 \t 1 \t 0\n", + "1 \t 7598 \t 1213 \t 6 \t 320 \t 0 \t 1\n", + "2 \t 1213 \t 320 \t 3 \t 253 \t 1 \t -5\n", + "3 \t 320 \t 253 \t 1 \t 67 \t -6 \t 31\n", + "4 \t 253 \t 67 \t 3 \t 52 \t 19 \t -98\n", + "5 \t 67 \t 52 \t 1 \t 15 \t -25 \t 129\n", + "6 \t 52 \t 15 \t 3 \t 7 \t 94 \t -485\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -119 \t 614\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 451 \t -2327\n", + "\t\t\t\t\t -1021 \t 5268\n", + "GCD(39203, 7598) = 1, with coefficients -1021 and 5268 such that 1 = (-1021)*39203 + (5268)*7598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7599 \t 5 \t 1208 \t 1 \t 0\n", + "1 \t 7599 \t 1208 \t 6 \t 351 \t 0 \t 1\n", + "2 \t 1208 \t 351 \t 3 \t 155 \t 1 \t -5\n", + "3 \t 351 \t 155 \t 2 \t 41 \t -6 \t 31\n", + "4 \t 155 \t 41 \t 3 \t 32 \t 19 \t -98\n", + "5 \t 41 \t 32 \t 1 \t 9 \t -44 \t 227\n", + "6 \t 32 \t 9 \t 3 \t 5 \t 151 \t -779\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -195 \t 1006\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 736 \t -3797\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -931 \t 4803\n", + "\t\t\t\t\t 1667 \t -8600\n", + "GCD(39203, 7599) = 1, with coefficients 1667 and -8600 such that 1 = (1667)*39203 + (-8600)*7599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7600 \t 5 \t 1203 \t 1 \t 0\n", + "1 \t 7600 \t 1203 \t 6 \t 382 \t 0 \t 1\n", + "2 \t 1203 \t 382 \t 3 \t 57 \t 1 \t -5\n", + "3 \t 382 \t 57 \t 6 \t 40 \t -6 \t 31\n", + "4 \t 57 \t 40 \t 1 \t 17 \t 19 \t -98\n", + "5 \t 40 \t 17 \t 2 \t 6 \t -120 \t 619\n", + "6 \t 17 \t 6 \t 2 \t 5 \t 139 \t -717\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -398 \t 2053\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 935 \t -4823\n", + "\t\t\t\t\t -1333 \t 6876\n", + "GCD(39203, 7600) = 1, with coefficients -1333 and 6876 such that 1 = (-1333)*39203 + (6876)*7600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7601 \t 5 \t 1198 \t 1 \t 0\n", + "1 \t 7601 \t 1198 \t 6 \t 413 \t 0 \t 1\n", + "2 \t 1198 \t 413 \t 2 \t 372 \t 1 \t -5\n", + "3 \t 413 \t 372 \t 1 \t 41 \t -6 \t 31\n", + "4 \t 372 \t 41 \t 9 \t 3 \t 13 \t -67\n", + "5 \t 41 \t 3 \t 13 \t 2 \t -19 \t 98\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 184 \t -949\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2411 \t 12435\n", + "\t\t\t\t\t 2595 \t -13384\n", + "GCD(39203, 7601) = 1, with coefficients 2595 and -13384 such that 1 = (2595)*39203 + (-13384)*7601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7602 \t 5 \t 1193 \t 1 \t 0\n", + "1 \t 7602 \t 1193 \t 6 \t 444 \t 0 \t 1\n", + "2 \t 1193 \t 444 \t 2 \t 305 \t 1 \t -5\n", + "3 \t 444 \t 305 \t 1 \t 139 \t -6 \t 31\n", + "4 \t 305 \t 139 \t 2 \t 27 \t 13 \t -67\n", + "5 \t 139 \t 27 \t 5 \t 4 \t -19 \t 98\n", + "6 \t 27 \t 4 \t 6 \t 3 \t 51 \t -263\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -274 \t 1413\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1695 \t -8741\n", + "\t\t\t\t\t -1969 \t 10154\n", + "GCD(39203, 7602) = 1, with coefficients -1969 and 10154 such that 1 = (-1969)*39203 + (10154)*7602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7603 \t 5 \t 1188 \t 1 \t 0\n", + "1 \t 7603 \t 1188 \t 6 \t 475 \t 0 \t 1\n", + "2 \t 1188 \t 475 \t 2 \t 238 \t 1 \t -5\n", + "3 \t 475 \t 238 \t 1 \t 237 \t -6 \t 31\n", + "4 \t 238 \t 237 \t 1 \t 1 \t 13 \t -67\n", + "5 \t 237 \t 1 \t 237 \t 0 \t -19 \t 98\n", + "\t\t\t\t\t 32 \t -165\n", + "GCD(39203, 7603) = 1, with coefficients 32 and -165 such that 1 = (32)*39203 + (-165)*7603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7604 \t 5 \t 1183 \t 1 \t 0\n", + "1 \t 7604 \t 1183 \t 6 \t 506 \t 0 \t 1\n", + "2 \t 1183 \t 506 \t 2 \t 171 \t 1 \t -5\n", + "3 \t 506 \t 171 \t 2 \t 164 \t -6 \t 31\n", + "4 \t 171 \t 164 \t 1 \t 7 \t 13 \t -67\n", + "5 \t 164 \t 7 \t 23 \t 3 \t -32 \t 165\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 45 \t -232\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1067 \t 5501\n", + "\t\t\t\t\t 2179 \t -11234\n", + "GCD(39203, 7604) = 1, with coefficients 2179 and -11234 such that 1 = (2179)*39203 + (-11234)*7604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7605 \t 5 \t 1178 \t 1 \t 0\n", + "1 \t 7605 \t 1178 \t 6 \t 537 \t 0 \t 1\n", + "2 \t 1178 \t 537 \t 2 \t 104 \t 1 \t -5\n", + "3 \t 537 \t 104 \t 5 \t 17 \t -6 \t 31\n", + "4 \t 104 \t 17 \t 6 \t 2 \t 13 \t -67\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -71 \t 366\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 439 \t -2263\n", + "\t\t\t\t\t -3583 \t 18470\n", + "GCD(39203, 7605) = 1, with coefficients -3583 and 18470 such that 1 = (-3583)*39203 + (18470)*7605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7606 \t 5 \t 1173 \t 1 \t 0\n", + "1 \t 7606 \t 1173 \t 6 \t 568 \t 0 \t 1\n", + "2 \t 1173 \t 568 \t 2 \t 37 \t 1 \t -5\n", + "3 \t 568 \t 37 \t 15 \t 13 \t -6 \t 31\n", + "4 \t 37 \t 13 \t 2 \t 11 \t 13 \t -67\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -201 \t 1036\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 415 \t -2139\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -616 \t 3175\n", + "\t\t\t\t\t 3495 \t -18014\n", + "GCD(39203, 7606) = 1, with coefficients 3495 and -18014 such that 1 = (3495)*39203 + (-18014)*7606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7607 \t 5 \t 1168 \t 1 \t 0\n", + "1 \t 7607 \t 1168 \t 6 \t 599 \t 0 \t 1\n", + "2 \t 1168 \t 599 \t 1 \t 569 \t 1 \t -5\n", + "3 \t 599 \t 569 \t 1 \t 30 \t -6 \t 31\n", + "4 \t 569 \t 30 \t 18 \t 29 \t 7 \t -36\n", + "5 \t 30 \t 29 \t 1 \t 1 \t -13 \t 67\n", + "6 \t 29 \t 1 \t 29 \t 0 \t 241 \t -1242\n", + "\t\t\t\t\t -254 \t 1309\n", + "GCD(39203, 7607) = 1, with coefficients -254 and 1309 such that 1 = (-254)*39203 + (1309)*7607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7608 \t 5 \t 1163 \t 1 \t 0\n", + "1 \t 7608 \t 1163 \t 6 \t 630 \t 0 \t 1\n", + "2 \t 1163 \t 630 \t 1 \t 533 \t 1 \t -5\n", + "3 \t 630 \t 533 \t 1 \t 97 \t -6 \t 31\n", + "4 \t 533 \t 97 \t 5 \t 48 \t 7 \t -36\n", + "5 \t 97 \t 48 \t 2 \t 1 \t -13 \t 67\n", + "6 \t 48 \t 1 \t 48 \t 0 \t 72 \t -371\n", + "\t\t\t\t\t -157 \t 809\n", + "GCD(39203, 7608) = 1, with coefficients -157 and 809 such that 1 = (-157)*39203 + (809)*7608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7609 \t 5 \t 1158 \t 1 \t 0\n", + "1 \t 7609 \t 1158 \t 6 \t 661 \t 0 \t 1\n", + "2 \t 1158 \t 661 \t 1 \t 497 \t 1 \t -5\n", + "3 \t 661 \t 497 \t 1 \t 164 \t -6 \t 31\n", + "4 \t 497 \t 164 \t 3 \t 5 \t 7 \t -36\n", + "5 \t 164 \t 5 \t 32 \t 4 \t -13 \t 67\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 46 \t -237\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1485 \t 7651\n", + "\t\t\t\t\t 1531 \t -7888\n", + "GCD(39203, 7609) = 1, with coefficients 1531 and -7888 such that 1 = (1531)*39203 + (-7888)*7609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7610 \t 5 \t 1153 \t 1 \t 0\n", + "1 \t 7610 \t 1153 \t 6 \t 692 \t 0 \t 1\n", + "2 \t 1153 \t 692 \t 1 \t 461 \t 1 \t -5\n", + "3 \t 692 \t 461 \t 1 \t 231 \t -6 \t 31\n", + "4 \t 461 \t 231 \t 1 \t 230 \t 7 \t -36\n", + "5 \t 231 \t 230 \t 1 \t 1 \t -13 \t 67\n", + "6 \t 230 \t 1 \t 230 \t 0 \t 20 \t -103\n", + "\t\t\t\t\t -33 \t 170\n", + "GCD(39203, 7610) = 1, with coefficients -33 and 170 such that 1 = (-33)*39203 + (170)*7610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7611 \t 5 \t 1148 \t 1 \t 0\n", + "1 \t 7611 \t 1148 \t 6 \t 723 \t 0 \t 1\n", + "2 \t 1148 \t 723 \t 1 \t 425 \t 1 \t -5\n", + "3 \t 723 \t 425 \t 1 \t 298 \t -6 \t 31\n", + "4 \t 425 \t 298 \t 1 \t 127 \t 7 \t -36\n", + "5 \t 298 \t 127 \t 2 \t 44 \t -13 \t 67\n", + "6 \t 127 \t 44 \t 2 \t 39 \t 20 \t -103\n", + "7 \t 44 \t 39 \t 1 \t 5 \t -53 \t 273\n", + "8 \t 39 \t 5 \t 7 \t 4 \t 126 \t -649\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -179 \t 922\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1379 \t -7103\n", + "\t\t\t\t\t -1558 \t 8025\n", + "GCD(39203, 7611) = 1, with coefficients -1558 and 8025 such that 1 = (-1558)*39203 + (8025)*7611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7612 \t 5 \t 1143 \t 1 \t 0\n", + "1 \t 7612 \t 1143 \t 6 \t 754 \t 0 \t 1\n", + "2 \t 1143 \t 754 \t 1 \t 389 \t 1 \t -5\n", + "3 \t 754 \t 389 \t 1 \t 365 \t -6 \t 31\n", + "4 \t 389 \t 365 \t 1 \t 24 \t 7 \t -36\n", + "5 \t 365 \t 24 \t 15 \t 5 \t -13 \t 67\n", + "6 \t 24 \t 5 \t 4 \t 4 \t 20 \t -103\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -313 \t 1612\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1272 \t -6551\n", + "\t\t\t\t\t -1585 \t 8163\n", + "GCD(39203, 7612) = 1, with coefficients -1585 and 8163 such that 1 = (-1585)*39203 + (8163)*7612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7613 \t 5 \t 1138 \t 1 \t 0\n", + "1 \t 7613 \t 1138 \t 6 \t 785 \t 0 \t 1\n", + "2 \t 1138 \t 785 \t 1 \t 353 \t 1 \t -5\n", + "3 \t 785 \t 353 \t 2 \t 79 \t -6 \t 31\n", + "4 \t 353 \t 79 \t 4 \t 37 \t 7 \t -36\n", + "5 \t 79 \t 37 \t 2 \t 5 \t -20 \t 103\n", + "6 \t 37 \t 5 \t 7 \t 2 \t 87 \t -448\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -194 \t 999\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1445 \t -7441\n", + "\t\t\t\t\t -3084 \t 15881\n", + "GCD(39203, 7613) = 1, with coefficients -3084 and 15881 such that 1 = (-3084)*39203 + (15881)*7613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7614 \t 5 \t 1133 \t 1 \t 0\n", + "1 \t 7614 \t 1133 \t 6 \t 816 \t 0 \t 1\n", + "2 \t 1133 \t 816 \t 1 \t 317 \t 1 \t -5\n", + "3 \t 816 \t 317 \t 2 \t 182 \t -6 \t 31\n", + "4 \t 317 \t 182 \t 1 \t 135 \t 7 \t -36\n", + "5 \t 182 \t 135 \t 1 \t 47 \t -20 \t 103\n", + "6 \t 135 \t 47 \t 2 \t 41 \t 27 \t -139\n", + "7 \t 47 \t 41 \t 1 \t 6 \t -47 \t 242\n", + "8 \t 41 \t 6 \t 6 \t 5 \t 121 \t -623\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -168 \t 865\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1129 \t -5813\n", + "\t\t\t\t\t -1297 \t 6678\n", + "GCD(39203, 7614) = 1, with coefficients -1297 and 6678 such that 1 = (-1297)*39203 + (6678)*7614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7615 \t 5 \t 1128 \t 1 \t 0\n", + "1 \t 7615 \t 1128 \t 6 \t 847 \t 0 \t 1\n", + "2 \t 1128 \t 847 \t 1 \t 281 \t 1 \t -5\n", + "3 \t 847 \t 281 \t 3 \t 4 \t -6 \t 31\n", + "4 \t 281 \t 4 \t 70 \t 1 \t 7 \t -36\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -27 \t 139\n", + "\t\t\t\t\t 1897 \t -9766\n", + "GCD(39203, 7615) = 1, with coefficients 1897 and -9766 such that 1 = (1897)*39203 + (-9766)*7615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7616 \t 5 \t 1123 \t 1 \t 0\n", + "1 \t 7616 \t 1123 \t 6 \t 878 \t 0 \t 1\n", + "2 \t 1123 \t 878 \t 1 \t 245 \t 1 \t -5\n", + "3 \t 878 \t 245 \t 3 \t 143 \t -6 \t 31\n", + "4 \t 245 \t 143 \t 1 \t 102 \t 7 \t -36\n", + "5 \t 143 \t 102 \t 1 \t 41 \t -27 \t 139\n", + "6 \t 102 \t 41 \t 2 \t 20 \t 34 \t -175\n", + "7 \t 41 \t 20 \t 2 \t 1 \t -61 \t 314\n", + "8 \t 20 \t 1 \t 20 \t 0 \t 156 \t -803\n", + "\t\t\t\t\t -373 \t 1920\n", + "GCD(39203, 7616) = 1, with coefficients -373 and 1920 such that 1 = (-373)*39203 + (1920)*7616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7617 \t 5 \t 1118 \t 1 \t 0\n", + "1 \t 7617 \t 1118 \t 6 \t 909 \t 0 \t 1\n", + "2 \t 1118 \t 909 \t 1 \t 209 \t 1 \t -5\n", + "3 \t 909 \t 209 \t 4 \t 73 \t -6 \t 31\n", + "4 \t 209 \t 73 \t 2 \t 63 \t 7 \t -36\n", + "5 \t 73 \t 63 \t 1 \t 10 \t -34 \t 175\n", + "6 \t 63 \t 10 \t 6 \t 3 \t 75 \t -386\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -109 \t 561\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 729 \t -3752\n", + "\t\t\t\t\t -2296 \t 11817\n", + "GCD(39203, 7617) = 1, with coefficients -2296 and 11817 such that 1 = (-2296)*39203 + (11817)*7617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7618 \t 5 \t 1113 \t 1 \t 0\n", + "1 \t 7618 \t 1113 \t 6 \t 940 \t 0 \t 1\n", + "2 \t 1113 \t 940 \t 1 \t 173 \t 1 \t -5\n", + "3 \t 940 \t 173 \t 5 \t 75 \t -6 \t 31\n", + "4 \t 173 \t 75 \t 2 \t 23 \t 7 \t -36\n", + "5 \t 75 \t 23 \t 3 \t 6 \t -41 \t 211\n", + "6 \t 23 \t 6 \t 3 \t 5 \t 89 \t -458\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -308 \t 1585\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 1013 \t -5213\n", + "\t\t\t\t\t -1321 \t 6798\n", + "GCD(39203, 7618) = 1, with coefficients -1321 and 6798 such that 1 = (-1321)*39203 + (6798)*7618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7619 \t 5 \t 1108 \t 1 \t 0\n", + "1 \t 7619 \t 1108 \t 6 \t 971 \t 0 \t 1\n", + "2 \t 1108 \t 971 \t 1 \t 137 \t 1 \t -5\n", + "3 \t 971 \t 137 \t 7 \t 12 \t -6 \t 31\n", + "4 \t 137 \t 12 \t 11 \t 5 \t 7 \t -36\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -55 \t 283\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 612 \t -3149\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1279 \t 6581\n", + "\t\t\t\t\t 3170 \t -16311\n", + "GCD(39203, 7619) = 1, with coefficients 3170 and -16311 such that 1 = (3170)*39203 + (-16311)*7619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7620 \t 5 \t 1103 \t 1 \t 0\n", + "1 \t 7620 \t 1103 \t 6 \t 1002 \t 0 \t 1\n", + "2 \t 1103 \t 1002 \t 1 \t 101 \t 1 \t -5\n", + "3 \t 1002 \t 101 \t 9 \t 93 \t -6 \t 31\n", + "4 \t 101 \t 93 \t 1 \t 8 \t 7 \t -36\n", + "5 \t 93 \t 8 \t 11 \t 5 \t -69 \t 355\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 76 \t -391\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -905 \t 4656\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 981 \t -5047\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1886 \t 9703\n", + "\t\t\t\t\t 2867 \t -14750\n", + "GCD(39203, 7620) = 1, with coefficients 2867 and -14750 such that 1 = (2867)*39203 + (-14750)*7620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7621 \t 5 \t 1098 \t 1 \t 0\n", + "1 \t 7621 \t 1098 \t 6 \t 1033 \t 0 \t 1\n", + "2 \t 1098 \t 1033 \t 1 \t 65 \t 1 \t -5\n", + "3 \t 1033 \t 65 \t 15 \t 58 \t -6 \t 31\n", + "4 \t 65 \t 58 \t 1 \t 7 \t 7 \t -36\n", + "5 \t 58 \t 7 \t 8 \t 2 \t -111 \t 571\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 118 \t -607\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1055 \t 5427\n", + "\t\t\t\t\t 3283 \t -16888\n", + "GCD(39203, 7621) = 1, with coefficients 3283 and -16888 such that 1 = (3283)*39203 + (-16888)*7621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7622 \t 5 \t 1093 \t 1 \t 0\n", + "1 \t 7622 \t 1093 \t 6 \t 1064 \t 0 \t 1\n", + "2 \t 1093 \t 1064 \t 1 \t 29 \t 1 \t -5\n", + "3 \t 1064 \t 29 \t 36 \t 20 \t -6 \t 31\n", + "4 \t 29 \t 20 \t 1 \t 9 \t 7 \t -36\n", + "5 \t 20 \t 9 \t 2 \t 2 \t -258 \t 1327\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 265 \t -1363\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -788 \t 4053\n", + "\t\t\t\t\t 3417 \t -17575\n", + "GCD(39203, 7622) = 1, with coefficients 3417 and -17575 such that 1 = (3417)*39203 + (-17575)*7622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7623 \t 5 \t 1088 \t 1 \t 0\n", + "1 \t 7623 \t 1088 \t 7 \t 7 \t 0 \t 1\n", + "2 \t 1088 \t 7 \t 155 \t 3 \t 1 \t -5\n", + "3 \t 7 \t 3 \t 2 \t 1 \t -7 \t 36\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 1086 \t -5585\n", + "\t\t\t\t\t -2179 \t 11206\n", + "GCD(39203, 7623) = 1, with coefficients -2179 and 11206 such that 1 = (-2179)*39203 + (11206)*7623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7624 \t 5 \t 1083 \t 1 \t 0\n", + "1 \t 7624 \t 1083 \t 7 \t 43 \t 0 \t 1\n", + "2 \t 1083 \t 43 \t 25 \t 8 \t 1 \t -5\n", + "3 \t 43 \t 8 \t 5 \t 3 \t -7 \t 36\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 176 \t -905\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -887 \t 4561\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1950 \t -10027\n", + "\t\t\t\t\t -2837 \t 14588\n", + "GCD(39203, 7624) = 1, with coefficients -2837 and 14588 such that 1 = (-2837)*39203 + (14588)*7624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7625 \t 5 \t 1078 \t 1 \t 0\n", + "1 \t 7625 \t 1078 \t 7 \t 79 \t 0 \t 1\n", + "2 \t 1078 \t 79 \t 13 \t 51 \t 1 \t -5\n", + "3 \t 79 \t 51 \t 1 \t 28 \t -7 \t 36\n", + "4 \t 51 \t 28 \t 1 \t 23 \t 92 \t -473\n", + "5 \t 28 \t 23 \t 1 \t 5 \t -99 \t 509\n", + "6 \t 23 \t 5 \t 4 \t 3 \t 191 \t -982\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -290 \t 1491\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1351 \t -6946\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1641 \t 8437\n", + "\t\t\t\t\t 2992 \t -15383\n", + "GCD(39203, 7625) = 1, with coefficients 2992 and -15383 such that 1 = (2992)*39203 + (-15383)*7625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7626 \t 5 \t 1073 \t 1 \t 0\n", + "1 \t 7626 \t 1073 \t 7 \t 115 \t 0 \t 1\n", + "2 \t 1073 \t 115 \t 9 \t 38 \t 1 \t -5\n", + "3 \t 115 \t 38 \t 3 \t 1 \t -7 \t 36\n", + "4 \t 38 \t 1 \t 38 \t 0 \t 64 \t -329\n", + "\t\t\t\t\t -199 \t 1023\n", + "GCD(39203, 7626) = 1, with coefficients -199 and 1023 such that 1 = (-199)*39203 + (1023)*7626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7627 \t 5 \t 1068 \t 1 \t 0\n", + "1 \t 7627 \t 1068 \t 7 \t 151 \t 0 \t 1\n", + "2 \t 1068 \t 151 \t 7 \t 11 \t 1 \t -5\n", + "3 \t 151 \t 11 \t 13 \t 8 \t -7 \t 36\n", + "4 \t 11 \t 8 \t 1 \t 3 \t 50 \t -257\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -657 \t 3377\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 707 \t -3634\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2071 \t 10645\n", + "\t\t\t\t\t 2778 \t -14279\n", + "GCD(39203, 7627) = 1, with coefficients 2778 and -14279 such that 1 = (2778)*39203 + (-14279)*7627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7628 \t 5 \t 1063 \t 1 \t 0\n", + "1 \t 7628 \t 1063 \t 7 \t 187 \t 0 \t 1\n", + "2 \t 1063 \t 187 \t 5 \t 128 \t 1 \t -5\n", + "3 \t 187 \t 128 \t 1 \t 59 \t -7 \t 36\n", + "4 \t 128 \t 59 \t 2 \t 10 \t 36 \t -185\n", + "5 \t 59 \t 10 \t 5 \t 9 \t -43 \t 221\n", + "6 \t 10 \t 9 \t 1 \t 1 \t 122 \t -627\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -653 \t 3356\n", + "\t\t\t\t\t 775 \t -3983\n", + "GCD(39203, 7628) = 1, with coefficients 775 and -3983 such that 1 = (775)*39203 + (-3983)*7628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7629 \t 5 \t 1058 \t 1 \t 0\n", + "1 \t 7629 \t 1058 \t 7 \t 223 \t 0 \t 1\n", + "2 \t 1058 \t 223 \t 4 \t 166 \t 1 \t -5\n", + "3 \t 223 \t 166 \t 1 \t 57 \t -7 \t 36\n", + "4 \t 166 \t 57 \t 2 \t 52 \t 29 \t -149\n", + "5 \t 57 \t 52 \t 1 \t 5 \t -36 \t 185\n", + "6 \t 52 \t 5 \t 10 \t 2 \t 101 \t -519\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -137 \t 704\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1471 \t -7559\n", + "\t\t\t\t\t -3079 \t 15822\n", + "GCD(39203, 7629) = 1, with coefficients -3079 and 15822 such that 1 = (-3079)*39203 + (15822)*7629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7630 \t 5 \t 1053 \t 1 \t 0\n", + "1 \t 7630 \t 1053 \t 7 \t 259 \t 0 \t 1\n", + "2 \t 1053 \t 259 \t 4 \t 17 \t 1 \t -5\n", + "3 \t 259 \t 17 \t 15 \t 4 \t -7 \t 36\n", + "4 \t 17 \t 4 \t 4 \t 1 \t 29 \t -149\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -442 \t 2271\n", + "\t\t\t\t\t 1797 \t -9233\n", + "GCD(39203, 7630) = 1, with coefficients 1797 and -9233 such that 1 = (1797)*39203 + (-9233)*7630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7631 \t 5 \t 1048 \t 1 \t 0\n", + "1 \t 7631 \t 1048 \t 7 \t 295 \t 0 \t 1\n", + "2 \t 1048 \t 295 \t 3 \t 163 \t 1 \t -5\n", + "3 \t 295 \t 163 \t 1 \t 132 \t -7 \t 36\n", + "4 \t 163 \t 132 \t 1 \t 31 \t 22 \t -113\n", + "5 \t 132 \t 31 \t 4 \t 8 \t -29 \t 149\n", + "6 \t 31 \t 8 \t 3 \t 7 \t 51 \t -262\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -233 \t 1197\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 750 \t -3853\n", + "\t\t\t\t\t -983 \t 5050\n", + "GCD(39203, 7631) = 1, with coefficients -983 and 5050 such that 1 = (-983)*39203 + (5050)*7631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7632 \t 5 \t 1043 \t 1 \t 0\n", + "1 \t 7632 \t 1043 \t 7 \t 331 \t 0 \t 1\n", + "2 \t 1043 \t 331 \t 3 \t 50 \t 1 \t -5\n", + "3 \t 331 \t 50 \t 6 \t 31 \t -7 \t 36\n", + "4 \t 50 \t 31 \t 1 \t 19 \t 22 \t -113\n", + "5 \t 31 \t 19 \t 1 \t 12 \t -139 \t 714\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 161 \t -827\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -300 \t 1541\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 461 \t -2368\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -761 \t 3909\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1222 \t -6277\n", + "\t\t\t\t\t -3205 \t 16463\n", + "GCD(39203, 7632) = 1, with coefficients -3205 and 16463 such that 1 = (-3205)*39203 + (16463)*7632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7633 \t 5 \t 1038 \t 1 \t 0\n", + "1 \t 7633 \t 1038 \t 7 \t 367 \t 0 \t 1\n", + "2 \t 1038 \t 367 \t 2 \t 304 \t 1 \t -5\n", + "3 \t 367 \t 304 \t 1 \t 63 \t -7 \t 36\n", + "4 \t 304 \t 63 \t 4 \t 52 \t 15 \t -77\n", + "5 \t 63 \t 52 \t 1 \t 11 \t -22 \t 113\n", + "6 \t 52 \t 11 \t 4 \t 8 \t 103 \t -529\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -125 \t 642\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 603 \t -3097\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -728 \t 3739\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2059 \t -10575\n", + "\t\t\t\t\t -2787 \t 14314\n", + "GCD(39203, 7633) = 1, with coefficients -2787 and 14314 such that 1 = (-2787)*39203 + (14314)*7633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7634 \t 5 \t 1033 \t 1 \t 0\n", + "1 \t 7634 \t 1033 \t 7 \t 403 \t 0 \t 1\n", + "2 \t 1033 \t 403 \t 2 \t 227 \t 1 \t -5\n", + "3 \t 403 \t 227 \t 1 \t 176 \t -7 \t 36\n", + "4 \t 227 \t 176 \t 1 \t 51 \t 15 \t -77\n", + "5 \t 176 \t 51 \t 3 \t 23 \t -22 \t 113\n", + "6 \t 51 \t 23 \t 2 \t 5 \t 37 \t -190\n", + "7 \t 23 \t 5 \t 4 \t 3 \t -133 \t 683\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 303 \t -1556\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1345 \t 6907\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1648 \t -8463\n", + "\t\t\t\t\t -2993 \t 15370\n", + "GCD(39203, 7634) = 1, with coefficients -2993 and 15370 such that 1 = (-2993)*39203 + (15370)*7634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7635 \t 5 \t 1028 \t 1 \t 0\n", + "1 \t 7635 \t 1028 \t 7 \t 439 \t 0 \t 1\n", + "2 \t 1028 \t 439 \t 2 \t 150 \t 1 \t -5\n", + "3 \t 439 \t 150 \t 2 \t 139 \t -7 \t 36\n", + "4 \t 150 \t 139 \t 1 \t 11 \t 15 \t -77\n", + "5 \t 139 \t 11 \t 12 \t 7 \t -37 \t 190\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 52 \t -267\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -661 \t 3394\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 713 \t -3661\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1374 \t 7055\n", + "\t\t\t\t\t 2087 \t -10716\n", + "GCD(39203, 7635) = 1, with coefficients 2087 and -10716 such that 1 = (2087)*39203 + (-10716)*7635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7636 \t 5 \t 1023 \t 1 \t 0\n", + "1 \t 7636 \t 1023 \t 7 \t 475 \t 0 \t 1\n", + "2 \t 1023 \t 475 \t 2 \t 73 \t 1 \t -5\n", + "3 \t 475 \t 73 \t 6 \t 37 \t -7 \t 36\n", + "4 \t 73 \t 37 \t 1 \t 36 \t 15 \t -77\n", + "5 \t 37 \t 36 \t 1 \t 1 \t -97 \t 498\n", + "6 \t 36 \t 1 \t 36 \t 0 \t 112 \t -575\n", + "\t\t\t\t\t -209 \t 1073\n", + "GCD(39203, 7636) = 1, with coefficients -209 and 1073 such that 1 = (-209)*39203 + (1073)*7636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7637 \t 5 \t 1018 \t 1 \t 0\n", + "1 \t 7637 \t 1018 \t 7 \t 511 \t 0 \t 1\n", + "2 \t 1018 \t 511 \t 1 \t 507 \t 1 \t -5\n", + "3 \t 511 \t 507 \t 1 \t 4 \t -7 \t 36\n", + "4 \t 507 \t 4 \t 126 \t 3 \t 8 \t -41\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -15 \t 77\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1898 \t -9743\n", + "\t\t\t\t\t -1913 \t 9820\n", + "GCD(39203, 7637) = 1, with coefficients -1913 and 9820 such that 1 = (-1913)*39203 + (9820)*7637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7638 \t 5 \t 1013 \t 1 \t 0\n", + "1 \t 7638 \t 1013 \t 7 \t 547 \t 0 \t 1\n", + "2 \t 1013 \t 547 \t 1 \t 466 \t 1 \t -5\n", + "3 \t 547 \t 466 \t 1 \t 81 \t -7 \t 36\n", + "4 \t 466 \t 81 \t 5 \t 61 \t 8 \t -41\n", + "5 \t 81 \t 61 \t 1 \t 20 \t -15 \t 77\n", + "6 \t 61 \t 20 \t 3 \t 1 \t 83 \t -426\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -98 \t 503\n", + "\t\t\t\t\t 377 \t -1935\n", + "GCD(39203, 7638) = 1, with coefficients 377 and -1935 such that 1 = (377)*39203 + (-1935)*7638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7639 \t 5 \t 1008 \t 1 \t 0\n", + "1 \t 7639 \t 1008 \t 7 \t 583 \t 0 \t 1\n", + "2 \t 1008 \t 583 \t 1 \t 425 \t 1 \t -5\n", + "3 \t 583 \t 425 \t 1 \t 158 \t -7 \t 36\n", + "4 \t 425 \t 158 \t 2 \t 109 \t 8 \t -41\n", + "5 \t 158 \t 109 \t 1 \t 49 \t -15 \t 77\n", + "6 \t 109 \t 49 \t 2 \t 11 \t 38 \t -195\n", + "7 \t 49 \t 11 \t 4 \t 5 \t -53 \t 272\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 144 \t -739\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -629 \t 3228\n", + "\t\t\t\t\t 1402 \t -7195\n", + "GCD(39203, 7639) = 1, with coefficients 1402 and -7195 such that 1 = (1402)*39203 + (-7195)*7639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7640 \t 5 \t 1003 \t 1 \t 0\n", + "1 \t 7640 \t 1003 \t 7 \t 619 \t 0 \t 1\n", + "2 \t 1003 \t 619 \t 1 \t 384 \t 1 \t -5\n", + "3 \t 619 \t 384 \t 1 \t 235 \t -7 \t 36\n", + "4 \t 384 \t 235 \t 1 \t 149 \t 8 \t -41\n", + "5 \t 235 \t 149 \t 1 \t 86 \t -15 \t 77\n", + "6 \t 149 \t 86 \t 1 \t 63 \t 23 \t -118\n", + "7 \t 86 \t 63 \t 1 \t 23 \t -38 \t 195\n", + "8 \t 63 \t 23 \t 2 \t 17 \t 61 \t -313\n", + "9 \t 23 \t 17 \t 1 \t 6 \t -99 \t 508\n", + "10 \t 17 \t 6 \t 2 \t 5 \t 259 \t -1329\n", + "11 \t 6 \t 5 \t 1 \t 1 \t -358 \t 1837\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 975 \t -5003\n", + "\t\t\t\t\t -1333 \t 6840\n", + "GCD(39203, 7640) = 1, with coefficients -1333 and 6840 such that 1 = (-1333)*39203 + (6840)*7640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7641 \t 5 \t 998 \t 1 \t 0\n", + "1 \t 7641 \t 998 \t 7 \t 655 \t 0 \t 1\n", + "2 \t 998 \t 655 \t 1 \t 343 \t 1 \t -5\n", + "3 \t 655 \t 343 \t 1 \t 312 \t -7 \t 36\n", + "4 \t 343 \t 312 \t 1 \t 31 \t 8 \t -41\n", + "5 \t 312 \t 31 \t 10 \t 2 \t -15 \t 77\n", + "6 \t 31 \t 2 \t 15 \t 1 \t 23 \t -118\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -245 \t 1257\n", + "\t\t\t\t\t 3698 \t -18973\n", + "GCD(39203, 7641) = 1, with coefficients 3698 and -18973 such that 1 = (3698)*39203 + (-18973)*7641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7642 \t 5 \t 993 \t 1 \t 0\n", + "1 \t 7642 \t 993 \t 7 \t 691 \t 0 \t 1\n", + "2 \t 993 \t 691 \t 1 \t 302 \t 1 \t -5\n", + "3 \t 691 \t 302 \t 2 \t 87 \t -7 \t 36\n", + "4 \t 302 \t 87 \t 3 \t 41 \t 8 \t -41\n", + "5 \t 87 \t 41 \t 2 \t 5 \t -23 \t 118\n", + "6 \t 41 \t 5 \t 8 \t 1 \t 77 \t -395\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -177 \t 908\n", + "\t\t\t\t\t 1493 \t -7659\n", + "GCD(39203, 7642) = 1, with coefficients 1493 and -7659 such that 1 = (1493)*39203 + (-7659)*7642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7643 \t 5 \t 988 \t 1 \t 0\n", + "1 \t 7643 \t 988 \t 7 \t 727 \t 0 \t 1\n", + "2 \t 988 \t 727 \t 1 \t 261 \t 1 \t -5\n", + "3 \t 727 \t 261 \t 2 \t 205 \t -7 \t 36\n", + "4 \t 261 \t 205 \t 1 \t 56 \t 8 \t -41\n", + "5 \t 205 \t 56 \t 3 \t 37 \t -23 \t 118\n", + "6 \t 56 \t 37 \t 1 \t 19 \t 31 \t -159\n", + "7 \t 37 \t 19 \t 1 \t 18 \t -116 \t 595\n", + "8 \t 19 \t 18 \t 1 \t 1 \t 147 \t -754\n", + "9 \t 18 \t 1 \t 18 \t 0 \t -263 \t 1349\n", + "\t\t\t\t\t 410 \t -2103\n", + "GCD(39203, 7643) = 1, with coefficients 410 and -2103 such that 1 = (410)*39203 + (-2103)*7643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7644 \t 5 \t 983 \t 1 \t 0\n", + "1 \t 7644 \t 983 \t 7 \t 763 \t 0 \t 1\n", + "2 \t 983 \t 763 \t 1 \t 220 \t 1 \t -5\n", + "3 \t 763 \t 220 \t 3 \t 103 \t -7 \t 36\n", + "4 \t 220 \t 103 \t 2 \t 14 \t 8 \t -41\n", + "5 \t 103 \t 14 \t 7 \t 5 \t -31 \t 159\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 70 \t -359\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -521 \t 2672\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1112 \t -5703\n", + "\t\t\t\t\t -1633 \t 8375\n", + "GCD(39203, 7644) = 1, with coefficients -1633 and 8375 such that 1 = (-1633)*39203 + (8375)*7644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7645 \t 5 \t 978 \t 1 \t 0\n", + "1 \t 7645 \t 978 \t 7 \t 799 \t 0 \t 1\n", + "2 \t 978 \t 799 \t 1 \t 179 \t 1 \t -5\n", + "3 \t 799 \t 179 \t 4 \t 83 \t -7 \t 36\n", + "4 \t 179 \t 83 \t 2 \t 13 \t 8 \t -41\n", + "5 \t 83 \t 13 \t 6 \t 5 \t -39 \t 200\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 86 \t -441\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -555 \t 2846\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1196 \t -6133\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1751 \t 8979\n", + "\t\t\t\t\t 2947 \t -15112\n", + "GCD(39203, 7645) = 1, with coefficients 2947 and -15112 such that 1 = (2947)*39203 + (-15112)*7645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7646 \t 5 \t 973 \t 1 \t 0\n", + "1 \t 7646 \t 973 \t 7 \t 835 \t 0 \t 1\n", + "2 \t 973 \t 835 \t 1 \t 138 \t 1 \t -5\n", + "3 \t 835 \t 138 \t 6 \t 7 \t -7 \t 36\n", + "4 \t 138 \t 7 \t 19 \t 5 \t 8 \t -41\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -55 \t 282\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 1053 \t -5399\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1108 \t 5681\n", + "\t\t\t\t\t 3269 \t -16761\n", + "GCD(39203, 7646) = 1, with coefficients 3269 and -16761 such that 1 = (3269)*39203 + (-16761)*7646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7647 \t 5 \t 968 \t 1 \t 0\n", + "1 \t 7647 \t 968 \t 7 \t 871 \t 0 \t 1\n", + "2 \t 968 \t 871 \t 1 \t 97 \t 1 \t -5\n", + "3 \t 871 \t 97 \t 8 \t 95 \t -7 \t 36\n", + "4 \t 97 \t 95 \t 1 \t 2 \t 8 \t -41\n", + "5 \t 95 \t 2 \t 47 \t 1 \t -71 \t 364\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 79 \t -405\n", + "\t\t\t\t\t -3784 \t 19399\n", + "GCD(39203, 7647) = 1, with coefficients -3784 and 19399 such that 1 = (-3784)*39203 + (19399)*7647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7648 \t 5 \t 963 \t 1 \t 0\n", + "1 \t 7648 \t 963 \t 7 \t 907 \t 0 \t 1\n", + "2 \t 963 \t 907 \t 1 \t 56 \t 1 \t -5\n", + "3 \t 907 \t 56 \t 16 \t 11 \t -7 \t 36\n", + "4 \t 56 \t 11 \t 5 \t 1 \t 8 \t -41\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -135 \t 692\n", + "\t\t\t\t\t 683 \t -3501\n", + "GCD(39203, 7648) = 1, with coefficients 683 and -3501 such that 1 = (683)*39203 + (-3501)*7648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7649 \t 5 \t 958 \t 1 \t 0\n", + "1 \t 7649 \t 958 \t 7 \t 943 \t 0 \t 1\n", + "2 \t 958 \t 943 \t 1 \t 15 \t 1 \t -5\n", + "3 \t 943 \t 15 \t 62 \t 13 \t -7 \t 36\n", + "4 \t 15 \t 13 \t 1 \t 2 \t 8 \t -41\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -503 \t 2578\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 511 \t -2619\n", + "\t\t\t\t\t -3569 \t 18292\n", + "GCD(39203, 7649) = 1, with coefficients -3569 and 18292 such that 1 = (-3569)*39203 + (18292)*7649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7650 \t 5 \t 953 \t 1 \t 0\n", + "1 \t 7650 \t 953 \t 8 \t 26 \t 0 \t 1\n", + "2 \t 953 \t 26 \t 36 \t 17 \t 1 \t -5\n", + "3 \t 26 \t 17 \t 1 \t 9 \t -8 \t 41\n", + "4 \t 17 \t 9 \t 1 \t 8 \t 289 \t -1481\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -297 \t 1522\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 586 \t -3003\n", + "\t\t\t\t\t -883 \t 4525\n", + "GCD(39203, 7650) = 1, with coefficients -883 and 4525 such that 1 = (-883)*39203 + (4525)*7650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7651 \t 5 \t 948 \t 1 \t 0\n", + "1 \t 7651 \t 948 \t 8 \t 67 \t 0 \t 1\n", + "2 \t 948 \t 67 \t 14 \t 10 \t 1 \t -5\n", + "3 \t 67 \t 10 \t 6 \t 7 \t -8 \t 41\n", + "4 \t 10 \t 7 \t 1 \t 3 \t 113 \t -579\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -686 \t 3515\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 799 \t -4094\n", + "\t\t\t\t\t -2284 \t 11703\n", + "GCD(39203, 7651) = 1, with coefficients -2284 and 11703 such that 1 = (-2284)*39203 + (11703)*7651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7652 \t 5 \t 943 \t 1 \t 0\n", + "1 \t 7652 \t 943 \t 8 \t 108 \t 0 \t 1\n", + "2 \t 943 \t 108 \t 8 \t 79 \t 1 \t -5\n", + "3 \t 108 \t 79 \t 1 \t 29 \t -8 \t 41\n", + "4 \t 79 \t 29 \t 2 \t 21 \t 65 \t -333\n", + "5 \t 29 \t 21 \t 1 \t 8 \t -73 \t 374\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 211 \t -1081\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -284 \t 1455\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 779 \t -3991\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1063 \t 5446\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1842 \t -9437\n", + "\t\t\t\t\t -2905 \t 14883\n", + "GCD(39203, 7652) = 1, with coefficients -2905 and 14883 such that 1 = (-2905)*39203 + (14883)*7652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7653 \t 5 \t 938 \t 1 \t 0\n", + "1 \t 7653 \t 938 \t 8 \t 149 \t 0 \t 1\n", + "2 \t 938 \t 149 \t 6 \t 44 \t 1 \t -5\n", + "3 \t 149 \t 44 \t 3 \t 17 \t -8 \t 41\n", + "4 \t 44 \t 17 \t 2 \t 10 \t 49 \t -251\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -155 \t 794\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 359 \t -1839\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -514 \t 2633\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 873 \t -4472\n", + "\t\t\t\t\t -2260 \t 11577\n", + "GCD(39203, 7653) = 1, with coefficients -2260 and 11577 such that 1 = (-2260)*39203 + (11577)*7653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7654 \t 5 \t 933 \t 1 \t 0\n", + "1 \t 7654 \t 933 \t 8 \t 190 \t 0 \t 1\n", + "2 \t 933 \t 190 \t 4 \t 173 \t 1 \t -5\n", + "3 \t 190 \t 173 \t 1 \t 17 \t -8 \t 41\n", + "4 \t 173 \t 17 \t 10 \t 3 \t 33 \t -169\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -41 \t 210\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 443 \t -2269\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2256 \t 11555\n", + "\t\t\t\t\t 2699 \t -13824\n", + "GCD(39203, 7654) = 1, with coefficients 2699 and -13824 such that 1 = (2699)*39203 + (-13824)*7654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7655 \t 5 \t 928 \t 1 \t 0\n", + "1 \t 7655 \t 928 \t 8 \t 231 \t 0 \t 1\n", + "2 \t 928 \t 231 \t 4 \t 4 \t 1 \t -5\n", + "3 \t 231 \t 4 \t 57 \t 3 \t -8 \t 41\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 33 \t -169\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1889 \t 9674\n", + "\t\t\t\t\t 1922 \t -9843\n", + "GCD(39203, 7655) = 1, with coefficients 1922 and -9843 such that 1 = (1922)*39203 + (-9843)*7655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7656 \t 5 \t 923 \t 1 \t 0\n", + "1 \t 7656 \t 923 \t 8 \t 272 \t 0 \t 1\n", + "2 \t 923 \t 272 \t 3 \t 107 \t 1 \t -5\n", + "3 \t 272 \t 107 \t 2 \t 58 \t -8 \t 41\n", + "4 \t 107 \t 58 \t 1 \t 49 \t 25 \t -128\n", + "5 \t 58 \t 49 \t 1 \t 9 \t -58 \t 297\n", + "6 \t 49 \t 9 \t 5 \t 4 \t 83 \t -425\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -141 \t 722\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 788 \t -4035\n", + "\t\t\t\t\t -1717 \t 8792\n", + "GCD(39203, 7656) = 1, with coefficients -1717 and 8792 such that 1 = (-1717)*39203 + (8792)*7656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7657 \t 5 \t 918 \t 1 \t 0\n", + "1 \t 7657 \t 918 \t 8 \t 313 \t 0 \t 1\n", + "2 \t 918 \t 313 \t 2 \t 292 \t 1 \t -5\n", + "3 \t 313 \t 292 \t 1 \t 21 \t -8 \t 41\n", + "4 \t 292 \t 21 \t 13 \t 19 \t 17 \t -87\n", + "5 \t 21 \t 19 \t 1 \t 2 \t -25 \t 128\n", + "6 \t 19 \t 2 \t 9 \t 1 \t 342 \t -1751\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -367 \t 1879\n", + "\t\t\t\t\t 3645 \t -18662\n", + "GCD(39203, 7657) = 1, with coefficients 3645 and -18662 such that 1 = (3645)*39203 + (-18662)*7657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7658 \t 5 \t 913 \t 1 \t 0\n", + "1 \t 7658 \t 913 \t 8 \t 354 \t 0 \t 1\n", + "2 \t 913 \t 354 \t 2 \t 205 \t 1 \t -5\n", + "3 \t 354 \t 205 \t 1 \t 149 \t -8 \t 41\n", + "4 \t 205 \t 149 \t 1 \t 56 \t 17 \t -87\n", + "5 \t 149 \t 56 \t 2 \t 37 \t -25 \t 128\n", + "6 \t 56 \t 37 \t 1 \t 19 \t 42 \t -215\n", + "7 \t 37 \t 19 \t 1 \t 18 \t -109 \t 558\n", + "8 \t 19 \t 18 \t 1 \t 1 \t 151 \t -773\n", + "9 \t 18 \t 1 \t 18 \t 0 \t -260 \t 1331\n", + "\t\t\t\t\t 411 \t -2104\n", + "GCD(39203, 7658) = 1, with coefficients 411 and -2104 such that 1 = (411)*39203 + (-2104)*7658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7659 \t 5 \t 908 \t 1 \t 0\n", + "1 \t 7659 \t 908 \t 8 \t 395 \t 0 \t 1\n", + "2 \t 908 \t 395 \t 2 \t 118 \t 1 \t -5\n", + "3 \t 395 \t 118 \t 3 \t 41 \t -8 \t 41\n", + "4 \t 118 \t 41 \t 2 \t 36 \t 17 \t -87\n", + "5 \t 41 \t 36 \t 1 \t 5 \t -59 \t 302\n", + "6 \t 36 \t 5 \t 7 \t 1 \t 135 \t -691\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -194 \t 993\n", + "\t\t\t\t\t 1493 \t -7642\n", + "GCD(39203, 7659) = 1, with coefficients 1493 and -7642 such that 1 = (1493)*39203 + (-7642)*7659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7660 \t 5 \t 903 \t 1 \t 0\n", + "1 \t 7660 \t 903 \t 8 \t 436 \t 0 \t 1\n", + "2 \t 903 \t 436 \t 2 \t 31 \t 1 \t -5\n", + "3 \t 436 \t 31 \t 14 \t 2 \t -8 \t 41\n", + "4 \t 31 \t 2 \t 15 \t 1 \t 17 \t -87\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -246 \t 1259\n", + "\t\t\t\t\t 3707 \t -18972\n", + "GCD(39203, 7660) = 1, with coefficients 3707 and -18972 such that 1 = (3707)*39203 + (-18972)*7660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7661 \t 5 \t 898 \t 1 \t 0\n", + "1 \t 7661 \t 898 \t 8 \t 477 \t 0 \t 1\n", + "2 \t 898 \t 477 \t 1 \t 421 \t 1 \t -5\n", + "3 \t 477 \t 421 \t 1 \t 56 \t -8 \t 41\n", + "4 \t 421 \t 56 \t 7 \t 29 \t 9 \t -46\n", + "5 \t 56 \t 29 \t 1 \t 27 \t -17 \t 87\n", + "6 \t 29 \t 27 \t 1 \t 2 \t 128 \t -655\n", + "7 \t 27 \t 2 \t 13 \t 1 \t -145 \t 742\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 273 \t -1397\n", + "\t\t\t\t\t -3694 \t 18903\n", + "GCD(39203, 7661) = 1, with coefficients -3694 and 18903 such that 1 = (-3694)*39203 + (18903)*7661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7662 \t 5 \t 893 \t 1 \t 0\n", + "1 \t 7662 \t 893 \t 8 \t 518 \t 0 \t 1\n", + "2 \t 893 \t 518 \t 1 \t 375 \t 1 \t -5\n", + "3 \t 518 \t 375 \t 1 \t 143 \t -8 \t 41\n", + "4 \t 375 \t 143 \t 2 \t 89 \t 9 \t -46\n", + "5 \t 143 \t 89 \t 1 \t 54 \t -17 \t 87\n", + "6 \t 89 \t 54 \t 1 \t 35 \t 43 \t -220\n", + "7 \t 54 \t 35 \t 1 \t 19 \t -60 \t 307\n", + "8 \t 35 \t 19 \t 1 \t 16 \t 103 \t -527\n", + "9 \t 19 \t 16 \t 1 \t 3 \t -163 \t 834\n", + "10 \t 16 \t 3 \t 5 \t 1 \t 266 \t -1361\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -429 \t 2195\n", + "\t\t\t\t\t 2411 \t -12336\n", + "GCD(39203, 7662) = 1, with coefficients 2411 and -12336 such that 1 = (2411)*39203 + (-12336)*7662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7663 \t 5 \t 888 \t 1 \t 0\n", + "1 \t 7663 \t 888 \t 8 \t 559 \t 0 \t 1\n", + "2 \t 888 \t 559 \t 1 \t 329 \t 1 \t -5\n", + "3 \t 559 \t 329 \t 1 \t 230 \t -8 \t 41\n", + "4 \t 329 \t 230 \t 1 \t 99 \t 9 \t -46\n", + "5 \t 230 \t 99 \t 2 \t 32 \t -17 \t 87\n", + "6 \t 99 \t 32 \t 3 \t 3 \t 26 \t -133\n", + "7 \t 32 \t 3 \t 10 \t 2 \t -69 \t 353\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 233 \t -1192\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2399 \t 12273\n", + "\t\t\t\t\t 2632 \t -13465\n", + "GCD(39203, 7663) = 1, with coefficients 2632 and -13465 such that 1 = (2632)*39203 + (-13465)*7663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7664 \t 5 \t 883 \t 1 \t 0\n", + "1 \t 7664 \t 883 \t 8 \t 600 \t 0 \t 1\n", + "2 \t 883 \t 600 \t 1 \t 283 \t 1 \t -5\n", + "3 \t 600 \t 283 \t 2 \t 34 \t -8 \t 41\n", + "4 \t 283 \t 34 \t 8 \t 11 \t 9 \t -46\n", + "5 \t 34 \t 11 \t 3 \t 1 \t -26 \t 133\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 217 \t -1110\n", + "\t\t\t\t\t -677 \t 3463\n", + "GCD(39203, 7664) = 1, with coefficients -677 and 3463 such that 1 = (-677)*39203 + (3463)*7664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7665 \t 5 \t 878 \t 1 \t 0\n", + "1 \t 7665 \t 878 \t 8 \t 641 \t 0 \t 1\n", + "2 \t 878 \t 641 \t 1 \t 237 \t 1 \t -5\n", + "3 \t 641 \t 237 \t 2 \t 167 \t -8 \t 41\n", + "4 \t 237 \t 167 \t 1 \t 70 \t 9 \t -46\n", + "5 \t 167 \t 70 \t 2 \t 27 \t -26 \t 133\n", + "6 \t 70 \t 27 \t 2 \t 16 \t 35 \t -179\n", + "7 \t 27 \t 16 \t 1 \t 11 \t -96 \t 491\n", + "8 \t 16 \t 11 \t 1 \t 5 \t 227 \t -1161\n", + "9 \t 11 \t 5 \t 2 \t 1 \t -323 \t 1652\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 550 \t -2813\n", + "\t\t\t\t\t -1423 \t 7278\n", + "GCD(39203, 7665) = 1, with coefficients -1423 and 7278 such that 1 = (-1423)*39203 + (7278)*7665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7666 \t 5 \t 873 \t 1 \t 0\n", + "1 \t 7666 \t 873 \t 8 \t 682 \t 0 \t 1\n", + "2 \t 873 \t 682 \t 1 \t 191 \t 1 \t -5\n", + "3 \t 682 \t 191 \t 3 \t 109 \t -8 \t 41\n", + "4 \t 191 \t 109 \t 1 \t 82 \t 9 \t -46\n", + "5 \t 109 \t 82 \t 1 \t 27 \t -35 \t 179\n", + "6 \t 82 \t 27 \t 3 \t 1 \t 44 \t -225\n", + "7 \t 27 \t 1 \t 27 \t 0 \t -79 \t 404\n", + "\t\t\t\t\t 281 \t -1437\n", + "GCD(39203, 7666) = 1, with coefficients 281 and -1437 such that 1 = (281)*39203 + (-1437)*7666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7667 \t 5 \t 868 \t 1 \t 0\n", + "1 \t 7667 \t 868 \t 8 \t 723 \t 0 \t 1\n", + "2 \t 868 \t 723 \t 1 \t 145 \t 1 \t -5\n", + "3 \t 723 \t 145 \t 4 \t 143 \t -8 \t 41\n", + "4 \t 145 \t 143 \t 1 \t 2 \t 9 \t -46\n", + "5 \t 143 \t 2 \t 71 \t 1 \t -44 \t 225\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 53 \t -271\n", + "\t\t\t\t\t -3807 \t 19466\n", + "GCD(39203, 7667) = 1, with coefficients -3807 and 19466 such that 1 = (-3807)*39203 + (19466)*7667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7668 \t 5 \t 863 \t 1 \t 0\n", + "1 \t 7668 \t 863 \t 8 \t 764 \t 0 \t 1\n", + "2 \t 863 \t 764 \t 1 \t 99 \t 1 \t -5\n", + "3 \t 764 \t 99 \t 7 \t 71 \t -8 \t 41\n", + "4 \t 99 \t 71 \t 1 \t 28 \t 9 \t -46\n", + "5 \t 71 \t 28 \t 2 \t 15 \t -71 \t 363\n", + "6 \t 28 \t 15 \t 1 \t 13 \t 80 \t -409\n", + "7 \t 15 \t 13 \t 1 \t 2 \t -231 \t 1181\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 311 \t -1590\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -542 \t 2771\n", + "\t\t\t\t\t 3563 \t -18216\n", + "GCD(39203, 7668) = 1, with coefficients 3563 and -18216 such that 1 = (3563)*39203 + (-18216)*7668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7669 \t 5 \t 858 \t 1 \t 0\n", + "1 \t 7669 \t 858 \t 8 \t 805 \t 0 \t 1\n", + "2 \t 858 \t 805 \t 1 \t 53 \t 1 \t -5\n", + "3 \t 805 \t 53 \t 15 \t 10 \t -8 \t 41\n", + "4 \t 53 \t 10 \t 5 \t 3 \t 9 \t -46\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -143 \t 731\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 724 \t -3701\n", + "\t\t\t\t\t -2315 \t 11834\n", + "GCD(39203, 7669) = 1, with coefficients -2315 and 11834 such that 1 = (-2315)*39203 + (11834)*7669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7670 \t 5 \t 853 \t 1 \t 0\n", + "1 \t 7670 \t 853 \t 8 \t 846 \t 0 \t 1\n", + "2 \t 853 \t 846 \t 1 \t 7 \t 1 \t -5\n", + "3 \t 846 \t 7 \t 120 \t 6 \t -8 \t 41\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 9 \t -46\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -1088 \t 5561\n", + "\t\t\t\t\t 1097 \t -5607\n", + "GCD(39203, 7670) = 1, with coefficients 1097 and -5607 such that 1 = (1097)*39203 + (-5607)*7670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7671 \t 5 \t 848 \t 1 \t 0\n", + "1 \t 7671 \t 848 \t 9 \t 39 \t 0 \t 1\n", + "2 \t 848 \t 39 \t 21 \t 29 \t 1 \t -5\n", + "3 \t 39 \t 29 \t 1 \t 10 \t -9 \t 46\n", + "4 \t 29 \t 10 \t 2 \t 9 \t 190 \t -971\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -199 \t 1017\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 588 \t -3005\n", + "\t\t\t\t\t -787 \t 4022\n", + "GCD(39203, 7671) = 1, with coefficients -787 and 4022 such that 1 = (-787)*39203 + (4022)*7671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7672 \t 5 \t 843 \t 1 \t 0\n", + "1 \t 7672 \t 843 \t 9 \t 85 \t 0 \t 1\n", + "2 \t 843 \t 85 \t 9 \t 78 \t 1 \t -5\n", + "3 \t 85 \t 78 \t 1 \t 7 \t -9 \t 46\n", + "4 \t 78 \t 7 \t 11 \t 1 \t 82 \t -419\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -91 \t 465\n", + "\t\t\t\t\t 1083 \t -5534\n", + "GCD(39203, 7672) = 1, with coefficients 1083 and -5534 such that 1 = (1083)*39203 + (-5534)*7672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7673 \t 5 \t 838 \t 1 \t 0\n", + "1 \t 7673 \t 838 \t 9 \t 131 \t 0 \t 1\n", + "2 \t 838 \t 131 \t 6 \t 52 \t 1 \t -5\n", + "3 \t 131 \t 52 \t 2 \t 27 \t -9 \t 46\n", + "4 \t 52 \t 27 \t 1 \t 25 \t 55 \t -281\n", + "5 \t 27 \t 25 \t 1 \t 2 \t -119 \t 608\n", + "6 \t 25 \t 2 \t 12 \t 1 \t 174 \t -889\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -293 \t 1497\n", + "\t\t\t\t\t 3690 \t -18853\n", + "GCD(39203, 7673) = 1, with coefficients 3690 and -18853 such that 1 = (3690)*39203 + (-18853)*7673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7674 \t 5 \t 833 \t 1 \t 0\n", + "1 \t 7674 \t 833 \t 9 \t 177 \t 0 \t 1\n", + "2 \t 833 \t 177 \t 4 \t 125 \t 1 \t -5\n", + "3 \t 177 \t 125 \t 1 \t 52 \t -9 \t 46\n", + "4 \t 125 \t 52 \t 2 \t 21 \t 37 \t -189\n", + "5 \t 52 \t 21 \t 2 \t 10 \t -46 \t 235\n", + "6 \t 21 \t 10 \t 2 \t 1 \t 129 \t -659\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -304 \t 1553\n", + "\t\t\t\t\t 737 \t -3765\n", + "GCD(39203, 7674) = 1, with coefficients 737 and -3765 such that 1 = (737)*39203 + (-3765)*7674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7675 \t 5 \t 828 \t 1 \t 0\n", + "1 \t 7675 \t 828 \t 9 \t 223 \t 0 \t 1\n", + "2 \t 828 \t 223 \t 3 \t 159 \t 1 \t -5\n", + "3 \t 223 \t 159 \t 1 \t 64 \t -9 \t 46\n", + "4 \t 159 \t 64 \t 2 \t 31 \t 28 \t -143\n", + "5 \t 64 \t 31 \t 2 \t 2 \t -37 \t 189\n", + "6 \t 31 \t 2 \t 15 \t 1 \t 102 \t -521\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -241 \t 1231\n", + "\t\t\t\t\t 3717 \t -18986\n", + "GCD(39203, 7675) = 1, with coefficients 3717 and -18986 such that 1 = (3717)*39203 + (-18986)*7675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7676 \t 5 \t 823 \t 1 \t 0\n", + "1 \t 7676 \t 823 \t 9 \t 269 \t 0 \t 1\n", + "2 \t 823 \t 269 \t 3 \t 16 \t 1 \t -5\n", + "3 \t 269 \t 16 \t 16 \t 13 \t -9 \t 46\n", + "4 \t 16 \t 13 \t 1 \t 3 \t 28 \t -143\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -457 \t 2334\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 485 \t -2477\n", + "\t\t\t\t\t -2397 \t 12242\n", + "GCD(39203, 7676) = 1, with coefficients -2397 and 12242 such that 1 = (-2397)*39203 + (12242)*7676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7677 \t 5 \t 818 \t 1 \t 0\n", + "1 \t 7677 \t 818 \t 9 \t 315 \t 0 \t 1\n", + "2 \t 818 \t 315 \t 2 \t 188 \t 1 \t -5\n", + "3 \t 315 \t 188 \t 1 \t 127 \t -9 \t 46\n", + "4 \t 188 \t 127 \t 1 \t 61 \t 19 \t -97\n", + "5 \t 127 \t 61 \t 2 \t 5 \t -28 \t 143\n", + "6 \t 61 \t 5 \t 12 \t 1 \t 47 \t -240\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -122 \t 623\n", + "\t\t\t\t\t 1511 \t -7716\n", + "GCD(39203, 7677) = 1, with coefficients 1511 and -7716 such that 1 = (1511)*39203 + (-7716)*7677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7678 \t 5 \t 813 \t 1 \t 0\n", + "1 \t 7678 \t 813 \t 9 \t 361 \t 0 \t 1\n", + "2 \t 813 \t 361 \t 2 \t 91 \t 1 \t -5\n", + "3 \t 361 \t 91 \t 3 \t 88 \t -9 \t 46\n", + "4 \t 91 \t 88 \t 1 \t 3 \t 19 \t -97\n", + "5 \t 88 \t 3 \t 29 \t 1 \t -66 \t 337\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 85 \t -434\n", + "\t\t\t\t\t -2531 \t 12923\n", + "GCD(39203, 7678) = 1, with coefficients -2531 and 12923 such that 1 = (-2531)*39203 + (12923)*7678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7679 \t 5 \t 808 \t 1 \t 0\n", + "1 \t 7679 \t 808 \t 9 \t 407 \t 0 \t 1\n", + "2 \t 808 \t 407 \t 1 \t 401 \t 1 \t -5\n", + "3 \t 407 \t 401 \t 1 \t 6 \t -9 \t 46\n", + "4 \t 401 \t 6 \t 66 \t 5 \t 10 \t -51\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -19 \t 97\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 1264 \t -6453\n", + "\t\t\t\t\t -1283 \t 6550\n", + "GCD(39203, 7679) = 1, with coefficients -1283 and 6550 such that 1 = (-1283)*39203 + (6550)*7679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7680 \t 5 \t 803 \t 1 \t 0\n", + "1 \t 7680 \t 803 \t 9 \t 453 \t 0 \t 1\n", + "2 \t 803 \t 453 \t 1 \t 350 \t 1 \t -5\n", + "3 \t 453 \t 350 \t 1 \t 103 \t -9 \t 46\n", + "4 \t 350 \t 103 \t 3 \t 41 \t 10 \t -51\n", + "5 \t 103 \t 41 \t 2 \t 21 \t -19 \t 97\n", + "6 \t 41 \t 21 \t 1 \t 20 \t 67 \t -342\n", + "7 \t 21 \t 20 \t 1 \t 1 \t -153 \t 781\n", + "8 \t 20 \t 1 \t 20 \t 0 \t 220 \t -1123\n", + "\t\t\t\t\t -373 \t 1904\n", + "GCD(39203, 7680) = 1, with coefficients -373 and 1904 such that 1 = (-373)*39203 + (1904)*7680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7681 \t 5 \t 798 \t 1 \t 0\n", + "1 \t 7681 \t 798 \t 9 \t 499 \t 0 \t 1\n", + "2 \t 798 \t 499 \t 1 \t 299 \t 1 \t -5\n", + "3 \t 499 \t 299 \t 1 \t 200 \t -9 \t 46\n", + "4 \t 299 \t 200 \t 1 \t 99 \t 10 \t -51\n", + "5 \t 200 \t 99 \t 2 \t 2 \t -19 \t 97\n", + "6 \t 99 \t 2 \t 49 \t 1 \t 29 \t -148\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -77 \t 393\n", + "\t\t\t\t\t 3802 \t -19405\n", + "GCD(39203, 7681) = 1, with coefficients 3802 and -19405 such that 1 = (3802)*39203 + (-19405)*7681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7682 \t 5 \t 793 \t 1 \t 0\n", + "1 \t 7682 \t 793 \t 9 \t 545 \t 0 \t 1\n", + "2 \t 793 \t 545 \t 1 \t 248 \t 1 \t -5\n", + "3 \t 545 \t 248 \t 2 \t 49 \t -9 \t 46\n", + "4 \t 248 \t 49 \t 5 \t 3 \t 10 \t -51\n", + "5 \t 49 \t 3 \t 16 \t 1 \t -29 \t 148\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 155 \t -791\n", + "\t\t\t\t\t -2509 \t 12804\n", + "GCD(39203, 7682) = 1, with coefficients -2509 and 12804 such that 1 = (-2509)*39203 + (12804)*7682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7683 \t 5 \t 788 \t 1 \t 0\n", + "1 \t 7683 \t 788 \t 9 \t 591 \t 0 \t 1\n", + "2 \t 788 \t 591 \t 1 \t 197 \t 1 \t -5\n", + "3 \t 591 \t 197 \t 3 \t 0 \t -9 \t 46\n", + "\t\t\t\t\t 10 \t -51\n", + "GCD(39203, 7683) = 197, with coefficients 10 and -51 such that 197 = (10)*39203 + (-51)*7683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7684 \t 5 \t 783 \t 1 \t 0\n", + "1 \t 7684 \t 783 \t 9 \t 637 \t 0 \t 1\n", + "2 \t 783 \t 637 \t 1 \t 146 \t 1 \t -5\n", + "3 \t 637 \t 146 \t 4 \t 53 \t -9 \t 46\n", + "4 \t 146 \t 53 \t 2 \t 40 \t 10 \t -51\n", + "5 \t 53 \t 40 \t 1 \t 13 \t -49 \t 250\n", + "6 \t 40 \t 13 \t 3 \t 1 \t 108 \t -551\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -157 \t 801\n", + "\t\t\t\t\t 579 \t -2954\n", + "GCD(39203, 7684) = 1, with coefficients 579 and -2954 such that 1 = (579)*39203 + (-2954)*7684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7685 \t 5 \t 778 \t 1 \t 0\n", + "1 \t 7685 \t 778 \t 9 \t 683 \t 0 \t 1\n", + "2 \t 778 \t 683 \t 1 \t 95 \t 1 \t -5\n", + "3 \t 683 \t 95 \t 7 \t 18 \t -9 \t 46\n", + "4 \t 95 \t 18 \t 5 \t 5 \t 10 \t -51\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -79 \t 403\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 405 \t -2066\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1294 \t 6601\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1699 \t -8667\n", + "\t\t\t\t\t -2993 \t 15268\n", + "GCD(39203, 7685) = 1, with coefficients -2993 and 15268 such that 1 = (-2993)*39203 + (15268)*7685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7686 \t 5 \t 773 \t 1 \t 0\n", + "1 \t 7686 \t 773 \t 9 \t 729 \t 0 \t 1\n", + "2 \t 773 \t 729 \t 1 \t 44 \t 1 \t -5\n", + "3 \t 729 \t 44 \t 16 \t 25 \t -9 \t 46\n", + "4 \t 44 \t 25 \t 1 \t 19 \t 10 \t -51\n", + "5 \t 25 \t 19 \t 1 \t 6 \t -169 \t 862\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 179 \t -913\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -348 \t 1775\n", + "\t\t\t\t\t 1223 \t -6238\n", + "GCD(39203, 7686) = 1, with coefficients 1223 and -6238 such that 1 = (1223)*39203 + (-6238)*7686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7687 \t 5 \t 768 \t 1 \t 0\n", + "1 \t 7687 \t 768 \t 10 \t 7 \t 0 \t 1\n", + "2 \t 768 \t 7 \t 109 \t 5 \t 1 \t -5\n", + "3 \t 7 \t 5 \t 1 \t 2 \t -10 \t 51\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 1091 \t -5564\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1101 \t 5615\n", + "\t\t\t\t\t 3293 \t -16794\n", + "GCD(39203, 7687) = 1, with coefficients 3293 and -16794 such that 1 = (3293)*39203 + (-16794)*7687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7688 \t 5 \t 763 \t 1 \t 0\n", + "1 \t 7688 \t 763 \t 10 \t 58 \t 0 \t 1\n", + "2 \t 763 \t 58 \t 13 \t 9 \t 1 \t -5\n", + "3 \t 58 \t 9 \t 6 \t 4 \t -10 \t 51\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 131 \t -668\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -796 \t 4059\n", + "\t\t\t\t\t 1723 \t -8786\n", + "GCD(39203, 7688) = 1, with coefficients 1723 and -8786 such that 1 = (1723)*39203 + (-8786)*7688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7689 \t 5 \t 758 \t 1 \t 0\n", + "1 \t 7689 \t 758 \t 10 \t 109 \t 0 \t 1\n", + "2 \t 758 \t 109 \t 6 \t 104 \t 1 \t -5\n", + "3 \t 109 \t 104 \t 1 \t 5 \t -10 \t 51\n", + "4 \t 104 \t 5 \t 20 \t 4 \t 61 \t -311\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -71 \t 362\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1481 \t -7551\n", + "\t\t\t\t\t -1552 \t 7913\n", + "GCD(39203, 7689) = 1, with coefficients -1552 and 7913 such that 1 = (-1552)*39203 + (7913)*7689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7690 \t 5 \t 753 \t 1 \t 0\n", + "1 \t 7690 \t 753 \t 10 \t 160 \t 0 \t 1\n", + "2 \t 753 \t 160 \t 4 \t 113 \t 1 \t -5\n", + "3 \t 160 \t 113 \t 1 \t 47 \t -10 \t 51\n", + "4 \t 113 \t 47 \t 2 \t 19 \t 41 \t -209\n", + "5 \t 47 \t 19 \t 2 \t 9 \t -51 \t 260\n", + "6 \t 19 \t 9 \t 2 \t 1 \t 143 \t -729\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -337 \t 1718\n", + "\t\t\t\t\t 817 \t -4165\n", + "GCD(39203, 7690) = 1, with coefficients 817 and -4165 such that 1 = (817)*39203 + (-4165)*7690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7691 \t 5 \t 748 \t 1 \t 0\n", + "1 \t 7691 \t 748 \t 10 \t 211 \t 0 \t 1\n", + "2 \t 748 \t 211 \t 3 \t 115 \t 1 \t -5\n", + "3 \t 211 \t 115 \t 1 \t 96 \t -10 \t 51\n", + "4 \t 115 \t 96 \t 1 \t 19 \t 31 \t -158\n", + "5 \t 96 \t 19 \t 5 \t 1 \t -41 \t 209\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 72 \t -367\n", + "\t\t\t\t\t -401 \t 2044\n", + "GCD(39203, 7691) = 1, with coefficients -401 and 2044 such that 1 = (-401)*39203 + (2044)*7691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7692 \t 5 \t 743 \t 1 \t 0\n", + "1 \t 7692 \t 743 \t 10 \t 262 \t 0 \t 1\n", + "2 \t 743 \t 262 \t 2 \t 219 \t 1 \t -5\n", + "3 \t 262 \t 219 \t 1 \t 43 \t -10 \t 51\n", + "4 \t 219 \t 43 \t 5 \t 4 \t 21 \t -107\n", + "5 \t 43 \t 4 \t 10 \t 3 \t -31 \t 158\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 176 \t -897\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1791 \t 9128\n", + "\t\t\t\t\t 1967 \t -10025\n", + "GCD(39203, 7692) = 1, with coefficients 1967 and -10025 such that 1 = (1967)*39203 + (-10025)*7692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7693 \t 5 \t 738 \t 1 \t 0\n", + "1 \t 7693 \t 738 \t 10 \t 313 \t 0 \t 1\n", + "2 \t 738 \t 313 \t 2 \t 112 \t 1 \t -5\n", + "3 \t 313 \t 112 \t 2 \t 89 \t -10 \t 51\n", + "4 \t 112 \t 89 \t 1 \t 23 \t 21 \t -107\n", + "5 \t 89 \t 23 \t 3 \t 20 \t -52 \t 265\n", + "6 \t 23 \t 20 \t 1 \t 3 \t 73 \t -372\n", + "7 \t 20 \t 3 \t 6 \t 2 \t -271 \t 1381\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 344 \t -1753\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2335 \t 11899\n", + "\t\t\t\t\t 2679 \t -13652\n", + "GCD(39203, 7693) = 1, with coefficients 2679 and -13652 such that 1 = (2679)*39203 + (-13652)*7693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7694 \t 5 \t 733 \t 1 \t 0\n", + "1 \t 7694 \t 733 \t 10 \t 364 \t 0 \t 1\n", + "2 \t 733 \t 364 \t 2 \t 5 \t 1 \t -5\n", + "3 \t 364 \t 5 \t 72 \t 4 \t -10 \t 51\n", + "4 \t 5 \t 4 \t 1 \t 1 \t 21 \t -107\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -1522 \t 7755\n", + "\t\t\t\t\t 1543 \t -7862\n", + "GCD(39203, 7694) = 1, with coefficients 1543 and -7862 such that 1 = (1543)*39203 + (-7862)*7694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7695 \t 5 \t 728 \t 1 \t 0\n", + "1 \t 7695 \t 728 \t 10 \t 415 \t 0 \t 1\n", + "2 \t 728 \t 415 \t 1 \t 313 \t 1 \t -5\n", + "3 \t 415 \t 313 \t 1 \t 102 \t -10 \t 51\n", + "4 \t 313 \t 102 \t 3 \t 7 \t 11 \t -56\n", + "5 \t 102 \t 7 \t 14 \t 4 \t -21 \t 107\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 74 \t -377\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -1057 \t 5385\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1131 \t -5762\n", + "\t\t\t\t\t -2188 \t 11147\n", + "GCD(39203, 7695) = 1, with coefficients -2188 and 11147 such that 1 = (-2188)*39203 + (11147)*7695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7696 \t 5 \t 723 \t 1 \t 0\n", + "1 \t 7696 \t 723 \t 10 \t 466 \t 0 \t 1\n", + "2 \t 723 \t 466 \t 1 \t 257 \t 1 \t -5\n", + "3 \t 466 \t 257 \t 1 \t 209 \t -10 \t 51\n", + "4 \t 257 \t 209 \t 1 \t 48 \t 11 \t -56\n", + "5 \t 209 \t 48 \t 4 \t 17 \t -21 \t 107\n", + "6 \t 48 \t 17 \t 2 \t 14 \t 32 \t -163\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -149 \t 759\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 330 \t -1681\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -479 \t 2440\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2246 \t -11441\n", + "\t\t\t\t\t -2725 \t 13881\n", + "GCD(39203, 7696) = 1, with coefficients -2725 and 13881 such that 1 = (-2725)*39203 + (13881)*7696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7697 \t 5 \t 718 \t 1 \t 0\n", + "1 \t 7697 \t 718 \t 10 \t 517 \t 0 \t 1\n", + "2 \t 718 \t 517 \t 1 \t 201 \t 1 \t -5\n", + "3 \t 517 \t 201 \t 2 \t 115 \t -10 \t 51\n", + "4 \t 201 \t 115 \t 1 \t 86 \t 11 \t -56\n", + "5 \t 115 \t 86 \t 1 \t 29 \t -32 \t 163\n", + "6 \t 86 \t 29 \t 2 \t 28 \t 43 \t -219\n", + "7 \t 29 \t 28 \t 1 \t 1 \t -75 \t 382\n", + "8 \t 28 \t 1 \t 28 \t 0 \t 193 \t -983\n", + "\t\t\t\t\t -268 \t 1365\n", + "GCD(39203, 7697) = 1, with coefficients -268 and 1365 such that 1 = (-268)*39203 + (1365)*7697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7698 \t 5 \t 713 \t 1 \t 0\n", + "1 \t 7698 \t 713 \t 10 \t 568 \t 0 \t 1\n", + "2 \t 713 \t 568 \t 1 \t 145 \t 1 \t -5\n", + "3 \t 568 \t 145 \t 3 \t 133 \t -10 \t 51\n", + "4 \t 145 \t 133 \t 1 \t 12 \t 11 \t -56\n", + "5 \t 133 \t 12 \t 11 \t 1 \t -43 \t 219\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 54 \t -275\n", + "\t\t\t\t\t -637 \t 3244\n", + "GCD(39203, 7698) = 1, with coefficients -637 and 3244 such that 1 = (-637)*39203 + (3244)*7698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7699 \t 5 \t 708 \t 1 \t 0\n", + "1 \t 7699 \t 708 \t 10 \t 619 \t 0 \t 1\n", + "2 \t 708 \t 619 \t 1 \t 89 \t 1 \t -5\n", + "3 \t 619 \t 89 \t 6 \t 85 \t -10 \t 51\n", + "4 \t 89 \t 85 \t 1 \t 4 \t 11 \t -56\n", + "5 \t 85 \t 4 \t 21 \t 1 \t -76 \t 387\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 87 \t -443\n", + "\t\t\t\t\t -1903 \t 9690\n", + "GCD(39203, 7699) = 1, with coefficients -1903 and 9690 such that 1 = (-1903)*39203 + (9690)*7699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7700 \t 5 \t 703 \t 1 \t 0\n", + "1 \t 7700 \t 703 \t 10 \t 670 \t 0 \t 1\n", + "2 \t 703 \t 670 \t 1 \t 33 \t 1 \t -5\n", + "3 \t 670 \t 33 \t 20 \t 10 \t -10 \t 51\n", + "4 \t 33 \t 10 \t 3 \t 3 \t 11 \t -56\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -230 \t 1171\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 701 \t -3569\n", + "\t\t\t\t\t -2333 \t 11878\n", + "GCD(39203, 7700) = 1, with coefficients -2333 and 11878 such that 1 = (-2333)*39203 + (11878)*7700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7701 \t 5 \t 698 \t 1 \t 0\n", + "1 \t 7701 \t 698 \t 11 \t 23 \t 0 \t 1\n", + "2 \t 698 \t 23 \t 30 \t 8 \t 1 \t -5\n", + "3 \t 23 \t 8 \t 2 \t 7 \t -11 \t 56\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 331 \t -1685\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -673 \t 3426\n", + "\t\t\t\t\t 1004 \t -5111\n", + "GCD(39203, 7701) = 1, with coefficients 1004 and -5111 such that 1 = (1004)*39203 + (-5111)*7701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7702 \t 5 \t 693 \t 1 \t 0\n", + "1 \t 7702 \t 693 \t 11 \t 79 \t 0 \t 1\n", + "2 \t 693 \t 79 \t 8 \t 61 \t 1 \t -5\n", + "3 \t 79 \t 61 \t 1 \t 18 \t -11 \t 56\n", + "4 \t 61 \t 18 \t 3 \t 7 \t 89 \t -453\n", + "5 \t 18 \t 7 \t 2 \t 4 \t -100 \t 509\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 389 \t -1980\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -878 \t 4469\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1267 \t -6449\n", + "\t\t\t\t\t -2145 \t 10918\n", + "GCD(39203, 7702) = 1, with coefficients -2145 and 10918 such that 1 = (-2145)*39203 + (10918)*7702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7703 \t 5 \t 688 \t 1 \t 0\n", + "1 \t 7703 \t 688 \t 11 \t 135 \t 0 \t 1\n", + "2 \t 688 \t 135 \t 5 \t 13 \t 1 \t -5\n", + "3 \t 135 \t 13 \t 10 \t 5 \t -11 \t 56\n", + "4 \t 13 \t 5 \t 2 \t 3 \t 56 \t -285\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -571 \t 2906\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1198 \t -6097\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1769 \t 9003\n", + "\t\t\t\t\t 2967 \t -15100\n", + "GCD(39203, 7703) = 1, with coefficients 2967 and -15100 such that 1 = (2967)*39203 + (-15100)*7703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7704 \t 5 \t 683 \t 1 \t 0\n", + "1 \t 7704 \t 683 \t 11 \t 191 \t 0 \t 1\n", + "2 \t 683 \t 191 \t 3 \t 110 \t 1 \t -5\n", + "3 \t 191 \t 110 \t 1 \t 81 \t -11 \t 56\n", + "4 \t 110 \t 81 \t 1 \t 29 \t 34 \t -173\n", + "5 \t 81 \t 29 \t 2 \t 23 \t -45 \t 229\n", + "6 \t 29 \t 23 \t 1 \t 6 \t 79 \t -402\n", + "7 \t 23 \t 6 \t 3 \t 5 \t -203 \t 1033\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 282 \t -1435\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1049 \t 5338\n", + "\t\t\t\t\t 1331 \t -6773\n", + "GCD(39203, 7704) = 1, with coefficients 1331 and -6773 such that 1 = (1331)*39203 + (-6773)*7704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7705 \t 5 \t 678 \t 1 \t 0\n", + "1 \t 7705 \t 678 \t 11 \t 247 \t 0 \t 1\n", + "2 \t 678 \t 247 \t 2 \t 184 \t 1 \t -5\n", + "3 \t 247 \t 184 \t 1 \t 63 \t -11 \t 56\n", + "4 \t 184 \t 63 \t 2 \t 58 \t 23 \t -117\n", + "5 \t 63 \t 58 \t 1 \t 5 \t -34 \t 173\n", + "6 \t 58 \t 5 \t 11 \t 3 \t 91 \t -463\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -125 \t 636\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1466 \t -7459\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1591 \t 8095\n", + "\t\t\t\t\t 3057 \t -15554\n", + "GCD(39203, 7705) = 1, with coefficients 3057 and -15554 such that 1 = (3057)*39203 + (-15554)*7705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7706 \t 5 \t 673 \t 1 \t 0\n", + "1 \t 7706 \t 673 \t 11 \t 303 \t 0 \t 1\n", + "2 \t 673 \t 303 \t 2 \t 67 \t 1 \t -5\n", + "3 \t 303 \t 67 \t 4 \t 35 \t -11 \t 56\n", + "4 \t 67 \t 35 \t 1 \t 32 \t 23 \t -117\n", + "5 \t 35 \t 32 \t 1 \t 3 \t -103 \t 524\n", + "6 \t 32 \t 3 \t 10 \t 2 \t 126 \t -641\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -229 \t 1165\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2416 \t -12291\n", + "\t\t\t\t\t -2645 \t 13456\n", + "GCD(39203, 7706) = 1, with coefficients -2645 and 13456 such that 1 = (-2645)*39203 + (13456)*7706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7707 \t 5 \t 668 \t 1 \t 0\n", + "1 \t 7707 \t 668 \t 11 \t 359 \t 0 \t 1\n", + "2 \t 668 \t 359 \t 1 \t 309 \t 1 \t -5\n", + "3 \t 359 \t 309 \t 1 \t 50 \t -11 \t 56\n", + "4 \t 309 \t 50 \t 6 \t 9 \t 12 \t -61\n", + "5 \t 50 \t 9 \t 5 \t 5 \t -23 \t 117\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 150 \t -763\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -773 \t 3932\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 923 \t -4695\n", + "\t\t\t\t\t -1696 \t 8627\n", + "GCD(39203, 7707) = 1, with coefficients -1696 and 8627 such that 1 = (-1696)*39203 + (8627)*7707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7708 \t 5 \t 663 \t 1 \t 0\n", + "1 \t 7708 \t 663 \t 11 \t 415 \t 0 \t 1\n", + "2 \t 663 \t 415 \t 1 \t 248 \t 1 \t -5\n", + "3 \t 415 \t 248 \t 1 \t 167 \t -11 \t 56\n", + "4 \t 248 \t 167 \t 1 \t 81 \t 12 \t -61\n", + "5 \t 167 \t 81 \t 2 \t 5 \t -23 \t 117\n", + "6 \t 81 \t 5 \t 16 \t 1 \t 35 \t -178\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -93 \t 473\n", + "\t\t\t\t\t 1523 \t -7746\n", + "GCD(39203, 7708) = 1, with coefficients 1523 and -7746 such that 1 = (1523)*39203 + (-7746)*7708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7709 \t 5 \t 658 \t 1 \t 0\n", + "1 \t 7709 \t 658 \t 11 \t 471 \t 0 \t 1\n", + "2 \t 658 \t 471 \t 1 \t 187 \t 1 \t -5\n", + "3 \t 471 \t 187 \t 2 \t 97 \t -11 \t 56\n", + "4 \t 187 \t 97 \t 1 \t 90 \t 12 \t -61\n", + "5 \t 97 \t 90 \t 1 \t 7 \t -35 \t 178\n", + "6 \t 90 \t 7 \t 12 \t 6 \t 47 \t -239\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -82 \t 417\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 1031 \t -5243\n", + "\t\t\t\t\t -1113 \t 5660\n", + "GCD(39203, 7709) = 1, with coefficients -1113 and 5660 such that 1 = (-1113)*39203 + (5660)*7709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7710 \t 5 \t 653 \t 1 \t 0\n", + "1 \t 7710 \t 653 \t 11 \t 527 \t 0 \t 1\n", + "2 \t 653 \t 527 \t 1 \t 126 \t 1 \t -5\n", + "3 \t 527 \t 126 \t 4 \t 23 \t -11 \t 56\n", + "4 \t 126 \t 23 \t 5 \t 11 \t 12 \t -61\n", + "5 \t 23 \t 11 \t 2 \t 1 \t -59 \t 300\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 307 \t -1561\n", + "\t\t\t\t\t -673 \t 3422\n", + "GCD(39203, 7710) = 1, with coefficients -673 and 3422 such that 1 = (-673)*39203 + (3422)*7710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7711 \t 5 \t 648 \t 1 \t 0\n", + "1 \t 7711 \t 648 \t 11 \t 583 \t 0 \t 1\n", + "2 \t 648 \t 583 \t 1 \t 65 \t 1 \t -5\n", + "3 \t 583 \t 65 \t 8 \t 63 \t -11 \t 56\n", + "4 \t 65 \t 63 \t 1 \t 2 \t 12 \t -61\n", + "5 \t 63 \t 2 \t 31 \t 1 \t -107 \t 544\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 119 \t -605\n", + "\t\t\t\t\t -3796 \t 19299\n", + "GCD(39203, 7711) = 1, with coefficients -3796 and 19299 such that 1 = (-3796)*39203 + (19299)*7711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7712 \t 5 \t 643 \t 1 \t 0\n", + "1 \t 7712 \t 643 \t 11 \t 639 \t 0 \t 1\n", + "2 \t 643 \t 639 \t 1 \t 4 \t 1 \t -5\n", + "3 \t 639 \t 4 \t 159 \t 3 \t -11 \t 56\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 12 \t -61\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1919 \t 9755\n", + "\t\t\t\t\t 1931 \t -9816\n", + "GCD(39203, 7712) = 1, with coefficients 1931 and -9816 such that 1 = (1931)*39203 + (-9816)*7712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7713 \t 5 \t 638 \t 1 \t 0\n", + "1 \t 7713 \t 638 \t 12 \t 57 \t 0 \t 1\n", + "2 \t 638 \t 57 \t 11 \t 11 \t 1 \t -5\n", + "3 \t 57 \t 11 \t 5 \t 2 \t -12 \t 61\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 133 \t -676\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -677 \t 3441\n", + "\t\t\t\t\t 3518 \t -17881\n", + "GCD(39203, 7713) = 1, with coefficients 3518 and -17881 such that 1 = (3518)*39203 + (-17881)*7713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7714 \t 5 \t 633 \t 1 \t 0\n", + "1 \t 7714 \t 633 \t 12 \t 118 \t 0 \t 1\n", + "2 \t 633 \t 118 \t 5 \t 43 \t 1 \t -5\n", + "3 \t 118 \t 43 \t 2 \t 32 \t -12 \t 61\n", + "4 \t 43 \t 32 \t 1 \t 11 \t 61 \t -310\n", + "5 \t 32 \t 11 \t 2 \t 10 \t -134 \t 681\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 195 \t -991\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -524 \t 2663\n", + "\t\t\t\t\t 719 \t -3654\n", + "GCD(39203, 7714) = 1, with coefficients 719 and -3654 such that 1 = (719)*39203 + (-3654)*7714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7715 \t 5 \t 628 \t 1 \t 0\n", + "1 \t 7715 \t 628 \t 12 \t 179 \t 0 \t 1\n", + "2 \t 628 \t 179 \t 3 \t 91 \t 1 \t -5\n", + "3 \t 179 \t 91 \t 1 \t 88 \t -12 \t 61\n", + "4 \t 91 \t 88 \t 1 \t 3 \t 37 \t -188\n", + "5 \t 88 \t 3 \t 29 \t 1 \t -49 \t 249\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 86 \t -437\n", + "\t\t\t\t\t -2543 \t 12922\n", + "GCD(39203, 7715) = 1, with coefficients -2543 and 12922 such that 1 = (-2543)*39203 + (12922)*7715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7716 \t 5 \t 623 \t 1 \t 0\n", + "1 \t 7716 \t 623 \t 12 \t 240 \t 0 \t 1\n", + "2 \t 623 \t 240 \t 2 \t 143 \t 1 \t -5\n", + "3 \t 240 \t 143 \t 1 \t 97 \t -12 \t 61\n", + "4 \t 143 \t 97 \t 1 \t 46 \t 25 \t -127\n", + "5 \t 97 \t 46 \t 2 \t 5 \t -37 \t 188\n", + "6 \t 46 \t 5 \t 9 \t 1 \t 62 \t -315\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -161 \t 818\n", + "\t\t\t\t\t 1511 \t -7677\n", + "GCD(39203, 7716) = 1, with coefficients 1511 and -7677 such that 1 = (1511)*39203 + (-7677)*7716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7717 \t 5 \t 618 \t 1 \t 0\n", + "1 \t 7717 \t 618 \t 12 \t 301 \t 0 \t 1\n", + "2 \t 618 \t 301 \t 2 \t 16 \t 1 \t -5\n", + "3 \t 301 \t 16 \t 18 \t 13 \t -12 \t 61\n", + "4 \t 16 \t 13 \t 1 \t 3 \t 25 \t -127\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -462 \t 2347\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 487 \t -2474\n", + "\t\t\t\t\t -2410 \t 12243\n", + "GCD(39203, 7717) = 1, with coefficients -2410 and 12243 such that 1 = (-2410)*39203 + (12243)*7717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7718 \t 5 \t 613 \t 1 \t 0\n", + "1 \t 7718 \t 613 \t 12 \t 362 \t 0 \t 1\n", + "2 \t 613 \t 362 \t 1 \t 251 \t 1 \t -5\n", + "3 \t 362 \t 251 \t 1 \t 111 \t -12 \t 61\n", + "4 \t 251 \t 111 \t 2 \t 29 \t 13 \t -66\n", + "5 \t 111 \t 29 \t 3 \t 24 \t -25 \t 127\n", + "6 \t 29 \t 24 \t 1 \t 5 \t 63 \t -320\n", + "7 \t 24 \t 5 \t 4 \t 4 \t -214 \t 1087\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 277 \t -1407\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1322 \t 6715\n", + "\t\t\t\t\t 1599 \t -8122\n", + "GCD(39203, 7718) = 1, with coefficients 1599 and -8122 such that 1 = (1599)*39203 + (-8122)*7718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7719 \t 5 \t 608 \t 1 \t 0\n", + "1 \t 7719 \t 608 \t 12 \t 423 \t 0 \t 1\n", + "2 \t 608 \t 423 \t 1 \t 185 \t 1 \t -5\n", + "3 \t 423 \t 185 \t 2 \t 53 \t -12 \t 61\n", + "4 \t 185 \t 53 \t 3 \t 26 \t 13 \t -66\n", + "5 \t 53 \t 26 \t 2 \t 1 \t -38 \t 193\n", + "6 \t 26 \t 1 \t 26 \t 0 \t 127 \t -645\n", + "\t\t\t\t\t -292 \t 1483\n", + "GCD(39203, 7719) = 1, with coefficients -292 and 1483 such that 1 = (-292)*39203 + (1483)*7719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7720 \t 5 \t 603 \t 1 \t 0\n", + "1 \t 7720 \t 603 \t 12 \t 484 \t 0 \t 1\n", + "2 \t 603 \t 484 \t 1 \t 119 \t 1 \t -5\n", + "3 \t 484 \t 119 \t 4 \t 8 \t -12 \t 61\n", + "4 \t 119 \t 8 \t 14 \t 7 \t 13 \t -66\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -64 \t 325\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 909 \t -4616\n", + "\t\t\t\t\t -973 \t 4941\n", + "GCD(39203, 7720) = 1, with coefficients -973 and 4941 such that 1 = (-973)*39203 + (4941)*7720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7721 \t 5 \t 598 \t 1 \t 0\n", + "1 \t 7721 \t 598 \t 12 \t 545 \t 0 \t 1\n", + "2 \t 598 \t 545 \t 1 \t 53 \t 1 \t -5\n", + "3 \t 545 \t 53 \t 10 \t 15 \t -12 \t 61\n", + "4 \t 53 \t 15 \t 3 \t 8 \t 13 \t -66\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -142 \t 721\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 439 \t -2229\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -581 \t 2950\n", + "\t\t\t\t\t 1020 \t -5179\n", + "GCD(39203, 7721) = 1, with coefficients 1020 and -5179 such that 1 = (1020)*39203 + (-5179)*7721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7722 \t 5 \t 593 \t 1 \t 0\n", + "1 \t 7722 \t 593 \t 13 \t 13 \t 0 \t 1\n", + "2 \t 593 \t 13 \t 45 \t 8 \t 1 \t -5\n", + "3 \t 13 \t 8 \t 1 \t 5 \t -13 \t 66\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 586 \t -2975\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -599 \t 3041\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1185 \t -6016\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1784 \t 9057\n", + "\t\t\t\t\t 2969 \t -15073\n", + "GCD(39203, 7722) = 1, with coefficients 2969 and -15073 such that 1 = (2969)*39203 + (-15073)*7722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7723 \t 5 \t 588 \t 1 \t 0\n", + "1 \t 7723 \t 588 \t 13 \t 79 \t 0 \t 1\n", + "2 \t 588 \t 79 \t 7 \t 35 \t 1 \t -5\n", + "3 \t 79 \t 35 \t 2 \t 9 \t -13 \t 66\n", + "4 \t 35 \t 9 \t 3 \t 8 \t 92 \t -467\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -197 \t 1000\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 683 \t -3467\n", + "\t\t\t\t\t -880 \t 4467\n", + "GCD(39203, 7723) = 1, with coefficients -880 and 4467 such that 1 = (-880)*39203 + (4467)*7723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7724 \t 5 \t 583 \t 1 \t 0\n", + "1 \t 7724 \t 583 \t 13 \t 145 \t 0 \t 1\n", + "2 \t 583 \t 145 \t 4 \t 3 \t 1 \t -5\n", + "3 \t 145 \t 3 \t 48 \t 1 \t -13 \t 66\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 53 \t -269\n", + "\t\t\t\t\t -2557 \t 12978\n", + "GCD(39203, 7724) = 1, with coefficients -2557 and 12978 such that 1 = (-2557)*39203 + (12978)*7724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7725 \t 5 \t 578 \t 1 \t 0\n", + "1 \t 7725 \t 578 \t 13 \t 211 \t 0 \t 1\n", + "2 \t 578 \t 211 \t 2 \t 156 \t 1 \t -5\n", + "3 \t 211 \t 156 \t 1 \t 55 \t -13 \t 66\n", + "4 \t 156 \t 55 \t 2 \t 46 \t 27 \t -137\n", + "5 \t 55 \t 46 \t 1 \t 9 \t -40 \t 203\n", + "6 \t 46 \t 9 \t 5 \t 1 \t 107 \t -543\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -147 \t 746\n", + "\t\t\t\t\t 842 \t -4273\n", + "GCD(39203, 7725) = 1, with coefficients 842 and -4273 such that 1 = (842)*39203 + (-4273)*7725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7726 \t 5 \t 573 \t 1 \t 0\n", + "1 \t 7726 \t 573 \t 13 \t 277 \t 0 \t 1\n", + "2 \t 573 \t 277 \t 2 \t 19 \t 1 \t -5\n", + "3 \t 277 \t 19 \t 14 \t 11 \t -13 \t 66\n", + "4 \t 19 \t 11 \t 1 \t 8 \t 27 \t -137\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -391 \t 1984\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 418 \t -2121\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -809 \t 4105\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2036 \t -10331\n", + "\t\t\t\t\t -2845 \t 14436\n", + "GCD(39203, 7726) = 1, with coefficients -2845 and 14436 such that 1 = (-2845)*39203 + (14436)*7726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7727 \t 5 \t 568 \t 1 \t 0\n", + "1 \t 7727 \t 568 \t 13 \t 343 \t 0 \t 1\n", + "2 \t 568 \t 343 \t 1 \t 225 \t 1 \t -5\n", + "3 \t 343 \t 225 \t 1 \t 118 \t -13 \t 66\n", + "4 \t 225 \t 118 \t 1 \t 107 \t 14 \t -71\n", + "5 \t 118 \t 107 \t 1 \t 11 \t -27 \t 137\n", + "6 \t 107 \t 11 \t 9 \t 8 \t 41 \t -208\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -68 \t 345\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 653 \t -3313\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -721 \t 3658\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2095 \t -10629\n", + "\t\t\t\t\t -2816 \t 14287\n", + "GCD(39203, 7727) = 1, with coefficients -2816 and 14287 such that 1 = (-2816)*39203 + (14287)*7727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7728 \t 5 \t 563 \t 1 \t 0\n", + "1 \t 7728 \t 563 \t 13 \t 409 \t 0 \t 1\n", + "2 \t 563 \t 409 \t 1 \t 154 \t 1 \t -5\n", + "3 \t 409 \t 154 \t 2 \t 101 \t -13 \t 66\n", + "4 \t 154 \t 101 \t 1 \t 53 \t 14 \t -71\n", + "5 \t 101 \t 53 \t 1 \t 48 \t -41 \t 208\n", + "6 \t 53 \t 48 \t 1 \t 5 \t 55 \t -279\n", + "7 \t 48 \t 5 \t 9 \t 3 \t -96 \t 487\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 151 \t -766\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1455 \t 7381\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1606 \t -8147\n", + "\t\t\t\t\t -3061 \t 15528\n", + "GCD(39203, 7728) = 1, with coefficients -3061 and 15528 such that 1 = (-3061)*39203 + (15528)*7728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7729 \t 5 \t 558 \t 1 \t 0\n", + "1 \t 7729 \t 558 \t 13 \t 475 \t 0 \t 1\n", + "2 \t 558 \t 475 \t 1 \t 83 \t 1 \t -5\n", + "3 \t 475 \t 83 \t 5 \t 60 \t -13 \t 66\n", + "4 \t 83 \t 60 \t 1 \t 23 \t 14 \t -71\n", + "5 \t 60 \t 23 \t 2 \t 14 \t -83 \t 421\n", + "6 \t 23 \t 14 \t 1 \t 9 \t 97 \t -492\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -277 \t 1405\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 374 \t -1897\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -651 \t 3302\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1025 \t -5199\n", + "\t\t\t\t\t -1676 \t 8501\n", + "GCD(39203, 7729) = 1, with coefficients -1676 and 8501 such that 1 = (-1676)*39203 + (8501)*7729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7730 \t 5 \t 553 \t 1 \t 0\n", + "1 \t 7730 \t 553 \t 13 \t 541 \t 0 \t 1\n", + "2 \t 553 \t 541 \t 1 \t 12 \t 1 \t -5\n", + "3 \t 541 \t 12 \t 45 \t 1 \t -13 \t 66\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 14 \t -71\n", + "\t\t\t\t\t -643 \t 3261\n", + "GCD(39203, 7730) = 1, with coefficients -643 and 3261 such that 1 = (-643)*39203 + (3261)*7730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7731 \t 5 \t 548 \t 1 \t 0\n", + "1 \t 7731 \t 548 \t 14 \t 59 \t 0 \t 1\n", + "2 \t 548 \t 59 \t 9 \t 17 \t 1 \t -5\n", + "3 \t 59 \t 17 \t 3 \t 8 \t -14 \t 71\n", + "4 \t 17 \t 8 \t 2 \t 1 \t 127 \t -644\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -395 \t 2003\n", + "\t\t\t\t\t 917 \t -4650\n", + "GCD(39203, 7731) = 1, with coefficients 917 and -4650 such that 1 = (917)*39203 + (-4650)*7731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7732 \t 5 \t 543 \t 1 \t 0\n", + "1 \t 7732 \t 543 \t 14 \t 130 \t 0 \t 1\n", + "2 \t 543 \t 130 \t 4 \t 23 \t 1 \t -5\n", + "3 \t 130 \t 23 \t 5 \t 15 \t -14 \t 71\n", + "4 \t 23 \t 15 \t 1 \t 8 \t 57 \t -289\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -299 \t 1516\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 356 \t -1805\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -655 \t 3321\n", + "\t\t\t\t\t 1011 \t -5126\n", + "GCD(39203, 7732) = 1, with coefficients 1011 and -5126 such that 1 = (1011)*39203 + (-5126)*7732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7733 \t 5 \t 538 \t 1 \t 0\n", + "1 \t 7733 \t 538 \t 14 \t 201 \t 0 \t 1\n", + "2 \t 538 \t 201 \t 2 \t 136 \t 1 \t -5\n", + "3 \t 201 \t 136 \t 1 \t 65 \t -14 \t 71\n", + "4 \t 136 \t 65 \t 2 \t 6 \t 29 \t -147\n", + "5 \t 65 \t 6 \t 10 \t 5 \t -43 \t 218\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 115 \t -583\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1193 \t 6048\n", + "\t\t\t\t\t 1308 \t -6631\n", + "GCD(39203, 7733) = 1, with coefficients 1308 and -6631 such that 1 = (1308)*39203 + (-6631)*7733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7734 \t 5 \t 533 \t 1 \t 0\n", + "1 \t 7734 \t 533 \t 14 \t 272 \t 0 \t 1\n", + "2 \t 533 \t 272 \t 1 \t 261 \t 1 \t -5\n", + "3 \t 272 \t 261 \t 1 \t 11 \t -14 \t 71\n", + "4 \t 261 \t 11 \t 23 \t 8 \t 15 \t -76\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -29 \t 147\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 682 \t -3457\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -711 \t 3604\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2104 \t -10665\n", + "\t\t\t\t\t -2815 \t 14269\n", + "GCD(39203, 7734) = 1, with coefficients -2815 and 14269 such that 1 = (-2815)*39203 + (14269)*7734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7735 \t 5 \t 528 \t 1 \t 0\n", + "1 \t 7735 \t 528 \t 14 \t 343 \t 0 \t 1\n", + "2 \t 528 \t 343 \t 1 \t 185 \t 1 \t -5\n", + "3 \t 343 \t 185 \t 1 \t 158 \t -14 \t 71\n", + "4 \t 185 \t 158 \t 1 \t 27 \t 15 \t -76\n", + "5 \t 158 \t 27 \t 5 \t 23 \t -29 \t 147\n", + "6 \t 27 \t 23 \t 1 \t 4 \t 44 \t -223\n", + "7 \t 23 \t 4 \t 5 \t 3 \t -249 \t 1262\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -1485\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1714 \t 8687\n", + "\t\t\t\t\t 2007 \t -10172\n", + "GCD(39203, 7735) = 1, with coefficients 2007 and -10172 such that 1 = (2007)*39203 + (-10172)*7735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7736 \t 5 \t 523 \t 1 \t 0\n", + "1 \t 7736 \t 523 \t 14 \t 414 \t 0 \t 1\n", + "2 \t 523 \t 414 \t 1 \t 109 \t 1 \t -5\n", + "3 \t 414 \t 109 \t 3 \t 87 \t -14 \t 71\n", + "4 \t 109 \t 87 \t 1 \t 22 \t 15 \t -76\n", + "5 \t 87 \t 22 \t 3 \t 21 \t -59 \t 299\n", + "6 \t 22 \t 21 \t 1 \t 1 \t 74 \t -375\n", + "7 \t 21 \t 1 \t 21 \t 0 \t -281 \t 1424\n", + "\t\t\t\t\t 355 \t -1799\n", + "GCD(39203, 7736) = 1, with coefficients 355 and -1799 such that 1 = (355)*39203 + (-1799)*7736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7737 \t 5 \t 518 \t 1 \t 0\n", + "1 \t 7737 \t 518 \t 14 \t 485 \t 0 \t 1\n", + "2 \t 518 \t 485 \t 1 \t 33 \t 1 \t -5\n", + "3 \t 485 \t 33 \t 14 \t 23 \t -14 \t 71\n", + "4 \t 33 \t 23 \t 1 \t 10 \t 15 \t -76\n", + "5 \t 23 \t 10 \t 2 \t 3 \t -224 \t 1135\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 239 \t -1211\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -702 \t 3557\n", + "\t\t\t\t\t 2345 \t -11882\n", + "GCD(39203, 7737) = 1, with coefficients 2345 and -11882 such that 1 = (2345)*39203 + (-11882)*7737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7738 \t 5 \t 513 \t 1 \t 0\n", + "1 \t 7738 \t 513 \t 15 \t 43 \t 0 \t 1\n", + "2 \t 513 \t 43 \t 11 \t 40 \t 1 \t -5\n", + "3 \t 43 \t 40 \t 1 \t 3 \t -15 \t 76\n", + "4 \t 40 \t 3 \t 13 \t 1 \t 166 \t -841\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -181 \t 917\n", + "\t\t\t\t\t 2519 \t -12762\n", + "GCD(39203, 7738) = 1, with coefficients 2519 and -12762 such that 1 = (2519)*39203 + (-12762)*7738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7739 \t 5 \t 508 \t 1 \t 0\n", + "1 \t 7739 \t 508 \t 15 \t 119 \t 0 \t 1\n", + "2 \t 508 \t 119 \t 4 \t 32 \t 1 \t -5\n", + "3 \t 119 \t 32 \t 3 \t 23 \t -15 \t 76\n", + "4 \t 32 \t 23 \t 1 \t 9 \t 61 \t -309\n", + "5 \t 23 \t 9 \t 2 \t 5 \t -198 \t 1003\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 259 \t -1312\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -716 \t 3627\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 975 \t -4939\n", + "\t\t\t\t\t -1691 \t 8566\n", + "GCD(39203, 7739) = 1, with coefficients -1691 and 8566 such that 1 = (-1691)*39203 + (8566)*7739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7740 \t 5 \t 503 \t 1 \t 0\n", + "1 \t 7740 \t 503 \t 15 \t 195 \t 0 \t 1\n", + "2 \t 503 \t 195 \t 2 \t 113 \t 1 \t -5\n", + "3 \t 195 \t 113 \t 1 \t 82 \t -15 \t 76\n", + "4 \t 113 \t 82 \t 1 \t 31 \t 31 \t -157\n", + "5 \t 82 \t 31 \t 2 \t 20 \t -46 \t 233\n", + "6 \t 31 \t 20 \t 1 \t 11 \t 77 \t -390\n", + "7 \t 20 \t 11 \t 1 \t 9 \t -200 \t 1013\n", + "8 \t 11 \t 9 \t 1 \t 2 \t 277 \t -1403\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -477 \t 2416\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 754 \t -3819\n", + "\t\t\t\t\t -3493 \t 17692\n", + "GCD(39203, 7740) = 1, with coefficients -3493 and 17692 such that 1 = (-3493)*39203 + (17692)*7740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7741 \t 5 \t 498 \t 1 \t 0\n", + "1 \t 7741 \t 498 \t 15 \t 271 \t 0 \t 1\n", + "2 \t 498 \t 271 \t 1 \t 227 \t 1 \t -5\n", + "3 \t 271 \t 227 \t 1 \t 44 \t -15 \t 76\n", + "4 \t 227 \t 44 \t 5 \t 7 \t 16 \t -81\n", + "5 \t 44 \t 7 \t 6 \t 2 \t -31 \t 157\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 171 \t -866\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1057 \t 5353\n", + "\t\t\t\t\t 3342 \t -16925\n", + "GCD(39203, 7741) = 1, with coefficients 3342 and -16925 such that 1 = (3342)*39203 + (-16925)*7741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7742 \t 5 \t 493 \t 1 \t 0\n", + "1 \t 7742 \t 493 \t 15 \t 347 \t 0 \t 1\n", + "2 \t 493 \t 347 \t 1 \t 146 \t 1 \t -5\n", + "3 \t 347 \t 146 \t 2 \t 55 \t -15 \t 76\n", + "4 \t 146 \t 55 \t 2 \t 36 \t 16 \t -81\n", + "5 \t 55 \t 36 \t 1 \t 19 \t -47 \t 238\n", + "6 \t 36 \t 19 \t 1 \t 17 \t 110 \t -557\n", + "7 \t 19 \t 17 \t 1 \t 2 \t -157 \t 795\n", + "8 \t 17 \t 2 \t 8 \t 1 \t 267 \t -1352\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -424 \t 2147\n", + "\t\t\t\t\t 3659 \t -18528\n", + "GCD(39203, 7742) = 1, with coefficients 3659 and -18528 such that 1 = (3659)*39203 + (-18528)*7742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7743 \t 5 \t 488 \t 1 \t 0\n", + "1 \t 7743 \t 488 \t 15 \t 423 \t 0 \t 1\n", + "2 \t 488 \t 423 \t 1 \t 65 \t 1 \t -5\n", + "3 \t 423 \t 65 \t 6 \t 33 \t -15 \t 76\n", + "4 \t 65 \t 33 \t 1 \t 32 \t 16 \t -81\n", + "5 \t 33 \t 32 \t 1 \t 1 \t -111 \t 562\n", + "6 \t 32 \t 1 \t 32 \t 0 \t 127 \t -643\n", + "\t\t\t\t\t -238 \t 1205\n", + "GCD(39203, 7743) = 1, with coefficients -238 and 1205 such that 1 = (-238)*39203 + (1205)*7743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7744 \t 5 \t 483 \t 1 \t 0\n", + "1 \t 7744 \t 483 \t 16 \t 16 \t 0 \t 1\n", + "2 \t 483 \t 16 \t 30 \t 3 \t 1 \t -5\n", + "3 \t 16 \t 3 \t 5 \t 1 \t -16 \t 81\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 481 \t -2435\n", + "\t\t\t\t\t -2421 \t 12256\n", + "GCD(39203, 7744) = 1, with coefficients -2421 and 12256 such that 1 = (-2421)*39203 + (12256)*7744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7745 \t 5 \t 478 \t 1 \t 0\n", + "1 \t 7745 \t 478 \t 16 \t 97 \t 0 \t 1\n", + "2 \t 478 \t 97 \t 4 \t 90 \t 1 \t -5\n", + "3 \t 97 \t 90 \t 1 \t 7 \t -16 \t 81\n", + "4 \t 90 \t 7 \t 12 \t 6 \t 65 \t -329\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -81 \t 410\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 1037 \t -5249\n", + "\t\t\t\t\t -1118 \t 5659\n", + "GCD(39203, 7745) = 1, with coefficients -1118 and 5659 such that 1 = (-1118)*39203 + (5659)*7745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7746 \t 5 \t 473 \t 1 \t 0\n", + "1 \t 7746 \t 473 \t 16 \t 178 \t 0 \t 1\n", + "2 \t 473 \t 178 \t 2 \t 117 \t 1 \t -5\n", + "3 \t 178 \t 117 \t 1 \t 61 \t -16 \t 81\n", + "4 \t 117 \t 61 \t 1 \t 56 \t 33 \t -167\n", + "5 \t 61 \t 56 \t 1 \t 5 \t -49 \t 248\n", + "6 \t 56 \t 5 \t 11 \t 1 \t 82 \t -415\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -131 \t 663\n", + "\t\t\t\t\t 1523 \t -7708\n", + "GCD(39203, 7746) = 1, with coefficients 1523 and -7708 such that 1 = (1523)*39203 + (-7708)*7746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7747 \t 5 \t 468 \t 1 \t 0\n", + "1 \t 7747 \t 468 \t 16 \t 259 \t 0 \t 1\n", + "2 \t 468 \t 259 \t 1 \t 209 \t 1 \t -5\n", + "3 \t 259 \t 209 \t 1 \t 50 \t -16 \t 81\n", + "4 \t 209 \t 50 \t 4 \t 9 \t 17 \t -86\n", + "5 \t 50 \t 9 \t 5 \t 5 \t -33 \t 167\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 149 \t -754\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -778 \t 3937\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 927 \t -4691\n", + "\t\t\t\t\t -1705 \t 8628\n", + "GCD(39203, 7747) = 1, with coefficients -1705 and 8628 such that 1 = (-1705)*39203 + (8628)*7747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7748 \t 5 \t 463 \t 1 \t 0\n", + "1 \t 7748 \t 463 \t 16 \t 340 \t 0 \t 1\n", + "2 \t 463 \t 340 \t 1 \t 123 \t 1 \t -5\n", + "3 \t 340 \t 123 \t 2 \t 94 \t -16 \t 81\n", + "4 \t 123 \t 94 \t 1 \t 29 \t 17 \t -86\n", + "5 \t 94 \t 29 \t 3 \t 7 \t -50 \t 253\n", + "6 \t 29 \t 7 \t 4 \t 1 \t 67 \t -339\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -251 \t 1270\n", + "\t\t\t\t\t 1071 \t -5419\n", + "GCD(39203, 7748) = 1, with coefficients 1071 and -5419 such that 1 = (1071)*39203 + (-5419)*7748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7749 \t 5 \t 458 \t 1 \t 0\n", + "1 \t 7749 \t 458 \t 16 \t 421 \t 0 \t 1\n", + "2 \t 458 \t 421 \t 1 \t 37 \t 1 \t -5\n", + "3 \t 421 \t 37 \t 11 \t 14 \t -16 \t 81\n", + "4 \t 37 \t 14 \t 2 \t 9 \t 17 \t -86\n", + "5 \t 14 \t 9 \t 1 \t 5 \t -203 \t 1027\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 423 \t -2140\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -626 \t 3167\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1049 \t -5307\n", + "\t\t\t\t\t -1675 \t 8474\n", + "GCD(39203, 7749) = 1, with coefficients -1675 and 8474 such that 1 = (-1675)*39203 + (8474)*7749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7750 \t 5 \t 453 \t 1 \t 0\n", + "1 \t 7750 \t 453 \t 17 \t 49 \t 0 \t 1\n", + "2 \t 453 \t 49 \t 9 \t 12 \t 1 \t -5\n", + "3 \t 49 \t 12 \t 4 \t 1 \t -17 \t 86\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 154 \t -779\n", + "\t\t\t\t\t -633 \t 3202\n", + "GCD(39203, 7750) = 1, with coefficients -633 and 3202 such that 1 = (-633)*39203 + (3202)*7750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7751 \t 5 \t 448 \t 1 \t 0\n", + "1 \t 7751 \t 448 \t 17 \t 135 \t 0 \t 1\n", + "2 \t 448 \t 135 \t 3 \t 43 \t 1 \t -5\n", + "3 \t 135 \t 43 \t 3 \t 6 \t -17 \t 86\n", + "4 \t 43 \t 6 \t 7 \t 1 \t 52 \t -263\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -173 \t 875\n", + "\t\t\t\t\t 1263 \t -6388\n", + "GCD(39203, 7751) = 1, with coefficients 1263 and -6388 such that 1 = (1263)*39203 + (-6388)*7751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7752 \t 5 \t 443 \t 1 \t 0\n", + "1 \t 7752 \t 443 \t 17 \t 221 \t 0 \t 1\n", + "2 \t 443 \t 221 \t 2 \t 1 \t 1 \t -5\n", + "3 \t 221 \t 1 \t 221 \t 0 \t -17 \t 86\n", + "\t\t\t\t\t 35 \t -177\n", + "GCD(39203, 7752) = 1, with coefficients 35 and -177 such that 1 = (35)*39203 + (-177)*7752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7753 \t 5 \t 438 \t 1 \t 0\n", + "1 \t 7753 \t 438 \t 17 \t 307 \t 0 \t 1\n", + "2 \t 438 \t 307 \t 1 \t 131 \t 1 \t -5\n", + "3 \t 307 \t 131 \t 2 \t 45 \t -17 \t 86\n", + "4 \t 131 \t 45 \t 2 \t 41 \t 18 \t -91\n", + "5 \t 45 \t 41 \t 1 \t 4 \t -53 \t 268\n", + "6 \t 41 \t 4 \t 10 \t 1 \t 124 \t -627\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -177 \t 895\n", + "\t\t\t\t\t 1894 \t -9577\n", + "GCD(39203, 7753) = 1, with coefficients 1894 and -9577 such that 1 = (1894)*39203 + (-9577)*7753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7754 \t 5 \t 433 \t 1 \t 0\n", + "1 \t 7754 \t 433 \t 17 \t 393 \t 0 \t 1\n", + "2 \t 433 \t 393 \t 1 \t 40 \t 1 \t -5\n", + "3 \t 393 \t 40 \t 9 \t 33 \t -17 \t 86\n", + "4 \t 40 \t 33 \t 1 \t 7 \t 18 \t -91\n", + "5 \t 33 \t 7 \t 4 \t 5 \t -179 \t 905\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 197 \t -996\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -967 \t 4889\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1164 \t -5885\n", + "\t\t\t\t\t -3295 \t 16659\n", + "GCD(39203, 7754) = 1, with coefficients -3295 and 16659 such that 1 = (-3295)*39203 + (16659)*7754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7755 \t 5 \t 428 \t 1 \t 0\n", + "1 \t 7755 \t 428 \t 18 \t 51 \t 0 \t 1\n", + "2 \t 428 \t 51 \t 8 \t 20 \t 1 \t -5\n", + "3 \t 51 \t 20 \t 2 \t 11 \t -18 \t 91\n", + "4 \t 20 \t 11 \t 1 \t 9 \t 145 \t -733\n", + "5 \t 11 \t 9 \t 1 \t 2 \t -308 \t 1557\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 453 \t -2290\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -761 \t 3847\n", + "\t\t\t\t\t 3497 \t -17678\n", + "GCD(39203, 7755) = 1, with coefficients 3497 and -17678 such that 1 = (3497)*39203 + (-17678)*7755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7756 \t 5 \t 423 \t 1 \t 0\n", + "1 \t 7756 \t 423 \t 18 \t 142 \t 0 \t 1\n", + "2 \t 423 \t 142 \t 2 \t 139 \t 1 \t -5\n", + "3 \t 142 \t 139 \t 1 \t 3 \t -18 \t 91\n", + "4 \t 139 \t 3 \t 46 \t 1 \t 37 \t -187\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -55 \t 278\n", + "\t\t\t\t\t 2567 \t -12975\n", + "GCD(39203, 7756) = 1, with coefficients 2567 and -12975 such that 1 = (2567)*39203 + (-12975)*7756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7757 \t 5 \t 418 \t 1 \t 0\n", + "1 \t 7757 \t 418 \t 18 \t 233 \t 0 \t 1\n", + "2 \t 418 \t 233 \t 1 \t 185 \t 1 \t -5\n", + "3 \t 233 \t 185 \t 1 \t 48 \t -18 \t 91\n", + "4 \t 185 \t 48 \t 3 \t 41 \t 19 \t -96\n", + "5 \t 48 \t 41 \t 1 \t 7 \t -37 \t 187\n", + "6 \t 41 \t 7 \t 5 \t 6 \t 130 \t -657\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -167 \t 844\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 965 \t -4877\n", + "\t\t\t\t\t -1132 \t 5721\n", + "GCD(39203, 7757) = 1, with coefficients -1132 and 5721 such that 1 = (-1132)*39203 + (5721)*7757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7758 \t 5 \t 413 \t 1 \t 0\n", + "1 \t 7758 \t 413 \t 18 \t 324 \t 0 \t 1\n", + "2 \t 413 \t 324 \t 1 \t 89 \t 1 \t -5\n", + "3 \t 324 \t 89 \t 3 \t 57 \t -18 \t 91\n", + "4 \t 89 \t 57 \t 1 \t 32 \t 19 \t -96\n", + "5 \t 57 \t 32 \t 1 \t 25 \t -75 \t 379\n", + "6 \t 32 \t 25 \t 1 \t 7 \t 94 \t -475\n", + "7 \t 25 \t 7 \t 3 \t 4 \t -169 \t 854\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 263 \t -1329\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -958 \t 4841\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1221 \t -6170\n", + "\t\t\t\t\t -2179 \t 11011\n", + "GCD(39203, 7758) = 1, with coefficients -2179 and 11011 such that 1 = (-2179)*39203 + (11011)*7758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7759 \t 5 \t 408 \t 1 \t 0\n", + "1 \t 7759 \t 408 \t 19 \t 7 \t 0 \t 1\n", + "2 \t 408 \t 7 \t 58 \t 2 \t 1 \t -5\n", + "3 \t 7 \t 2 \t 3 \t 1 \t -19 \t 96\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1103 \t -5573\n", + "\t\t\t\t\t -3328 \t 16815\n", + "GCD(39203, 7759) = 1, with coefficients -3328 and 16815 such that 1 = (-3328)*39203 + (16815)*7759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7760 \t 5 \t 403 \t 1 \t 0\n", + "1 \t 7760 \t 403 \t 19 \t 103 \t 0 \t 1\n", + "2 \t 403 \t 103 \t 3 \t 94 \t 1 \t -5\n", + "3 \t 103 \t 94 \t 1 \t 9 \t -19 \t 96\n", + "4 \t 94 \t 9 \t 10 \t 4 \t 58 \t -293\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -77 \t 389\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 828 \t -4183\n", + "\t\t\t\t\t -1733 \t 8755\n", + "GCD(39203, 7760) = 1, with coefficients -1733 and 8755 such that 1 = (-1733)*39203 + (8755)*7760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7761 \t 5 \t 398 \t 1 \t 0\n", + "1 \t 7761 \t 398 \t 19 \t 199 \t 0 \t 1\n", + "2 \t 398 \t 199 \t 2 \t 0 \t 1 \t -5\n", + "\t\t\t\t\t -19 \t 96\n", + "GCD(39203, 7761) = 199, with coefficients -19 and 96 such that 199 = (-19)*39203 + (96)*7761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7762 \t 5 \t 393 \t 1 \t 0\n", + "1 \t 7762 \t 393 \t 19 \t 295 \t 0 \t 1\n", + "2 \t 393 \t 295 \t 1 \t 98 \t 1 \t -5\n", + "3 \t 295 \t 98 \t 3 \t 1 \t -19 \t 96\n", + "4 \t 98 \t 1 \t 98 \t 0 \t 20 \t -101\n", + "\t\t\t\t\t -79 \t 399\n", + "GCD(39203, 7762) = 1, with coefficients -79 and 399 such that 1 = (-79)*39203 + (399)*7762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7763 \t 5 \t 388 \t 1 \t 0\n", + "1 \t 7763 \t 388 \t 20 \t 3 \t 0 \t 1\n", + "2 \t 388 \t 3 \t 129 \t 1 \t 1 \t -5\n", + "3 \t 3 \t 1 \t 3 \t 0 \t -20 \t 101\n", + "\t\t\t\t\t 2581 \t -13034\n", + "GCD(39203, 7763) = 1, with coefficients 2581 and -13034 such that 1 = (2581)*39203 + (-13034)*7763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7764 \t 5 \t 383 \t 1 \t 0\n", + "1 \t 7764 \t 383 \t 20 \t 104 \t 0 \t 1\n", + "2 \t 383 \t 104 \t 3 \t 71 \t 1 \t -5\n", + "3 \t 104 \t 71 \t 1 \t 33 \t -20 \t 101\n", + "4 \t 71 \t 33 \t 2 \t 5 \t 61 \t -308\n", + "5 \t 33 \t 5 \t 6 \t 3 \t -81 \t 409\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 223 \t -1126\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1419 \t 7165\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1642 \t -8291\n", + "\t\t\t\t\t -3061 \t 15456\n", + "GCD(39203, 7764) = 1, with coefficients -3061 and 15456 such that 1 = (-3061)*39203 + (15456)*7764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7765 \t 5 \t 378 \t 1 \t 0\n", + "1 \t 7765 \t 378 \t 20 \t 205 \t 0 \t 1\n", + "2 \t 378 \t 205 \t 1 \t 173 \t 1 \t -5\n", + "3 \t 205 \t 173 \t 1 \t 32 \t -20 \t 101\n", + "4 \t 173 \t 32 \t 5 \t 13 \t 21 \t -106\n", + "5 \t 32 \t 13 \t 2 \t 6 \t -41 \t 207\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 226 \t -1141\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -493 \t 2489\n", + "\t\t\t\t\t 1212 \t -6119\n", + "GCD(39203, 7765) = 1, with coefficients 1212 and -6119 such that 1 = (1212)*39203 + (-6119)*7765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7766 \t 5 \t 373 \t 1 \t 0\n", + "1 \t 7766 \t 373 \t 20 \t 306 \t 0 \t 1\n", + "2 \t 373 \t 306 \t 1 \t 67 \t 1 \t -5\n", + "3 \t 306 \t 67 \t 4 \t 38 \t -20 \t 101\n", + "4 \t 67 \t 38 \t 1 \t 29 \t 21 \t -106\n", + "5 \t 38 \t 29 \t 1 \t 9 \t -104 \t 525\n", + "6 \t 29 \t 9 \t 3 \t 2 \t 125 \t -631\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -229 \t 1156\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 812 \t -4099\n", + "\t\t\t\t\t -3477 \t 17552\n", + "GCD(39203, 7766) = 1, with coefficients -3477 and 17552 such that 1 = (-3477)*39203 + (17552)*7766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7767 \t 5 \t 368 \t 1 \t 0\n", + "1 \t 7767 \t 368 \t 21 \t 39 \t 0 \t 1\n", + "2 \t 368 \t 39 \t 9 \t 17 \t 1 \t -5\n", + "3 \t 39 \t 17 \t 2 \t 5 \t -21 \t 106\n", + "4 \t 17 \t 5 \t 3 \t 2 \t 190 \t -959\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -401 \t 2024\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1393 \t -7031\n", + "\t\t\t\t\t -3187 \t 16086\n", + "GCD(39203, 7767) = 1, with coefficients -3187 and 16086 such that 1 = (-3187)*39203 + (16086)*7767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7768 \t 5 \t 363 \t 1 \t 0\n", + "1 \t 7768 \t 363 \t 21 \t 145 \t 0 \t 1\n", + "2 \t 363 \t 145 \t 2 \t 73 \t 1 \t -5\n", + "3 \t 145 \t 73 \t 1 \t 72 \t -21 \t 106\n", + "4 \t 73 \t 72 \t 1 \t 1 \t 43 \t -217\n", + "5 \t 72 \t 1 \t 72 \t 0 \t -64 \t 323\n", + "\t\t\t\t\t 107 \t -540\n", + "GCD(39203, 7768) = 1, with coefficients 107 and -540 such that 1 = (107)*39203 + (-540)*7768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7769 \t 5 \t 358 \t 1 \t 0\n", + "1 \t 7769 \t 358 \t 21 \t 251 \t 0 \t 1\n", + "2 \t 358 \t 251 \t 1 \t 107 \t 1 \t -5\n", + "3 \t 251 \t 107 \t 2 \t 37 \t -21 \t 106\n", + "4 \t 107 \t 37 \t 2 \t 33 \t 22 \t -111\n", + "5 \t 37 \t 33 \t 1 \t 4 \t -65 \t 328\n", + "6 \t 33 \t 4 \t 8 \t 1 \t 152 \t -767\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -217 \t 1095\n", + "\t\t\t\t\t 1888 \t -9527\n", + "GCD(39203, 7769) = 1, with coefficients 1888 and -9527 such that 1 = (1888)*39203 + (-9527)*7769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7770 \t 5 \t 353 \t 1 \t 0\n", + "1 \t 7770 \t 353 \t 22 \t 4 \t 0 \t 1\n", + "2 \t 353 \t 4 \t 88 \t 1 \t 1 \t -5\n", + "3 \t 4 \t 1 \t 4 \t 0 \t -22 \t 111\n", + "\t\t\t\t\t 1937 \t -9773\n", + "GCD(39203, 7770) = 1, with coefficients 1937 and -9773 such that 1 = (1937)*39203 + (-9773)*7770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7771 \t 5 \t 348 \t 1 \t 0\n", + "1 \t 7771 \t 348 \t 22 \t 115 \t 0 \t 1\n", + "2 \t 348 \t 115 \t 3 \t 3 \t 1 \t -5\n", + "3 \t 115 \t 3 \t 38 \t 1 \t -22 \t 111\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 67 \t -338\n", + "\t\t\t\t\t -2568 \t 12955\n", + "GCD(39203, 7771) = 1, with coefficients -2568 and 12955 such that 1 = (-2568)*39203 + (12955)*7771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7772 \t 5 \t 343 \t 1 \t 0\n", + "1 \t 7772 \t 343 \t 22 \t 226 \t 0 \t 1\n", + "2 \t 343 \t 226 \t 1 \t 117 \t 1 \t -5\n", + "3 \t 226 \t 117 \t 1 \t 109 \t -22 \t 111\n", + "4 \t 117 \t 109 \t 1 \t 8 \t 23 \t -116\n", + "5 \t 109 \t 8 \t 13 \t 5 \t -45 \t 227\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 68 \t -343\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -929 \t 4686\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 997 \t -5029\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1926 \t 9715\n", + "\t\t\t\t\t 2923 \t -14744\n", + "GCD(39203, 7772) = 1, with coefficients 2923 and -14744 such that 1 = (2923)*39203 + (-14744)*7772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7773 \t 5 \t 338 \t 1 \t 0\n", + "1 \t 7773 \t 338 \t 22 \t 337 \t 0 \t 1\n", + "2 \t 338 \t 337 \t 1 \t 1 \t 1 \t -5\n", + "3 \t 337 \t 1 \t 337 \t 0 \t -22 \t 111\n", + "\t\t\t\t\t 23 \t -116\n", + "GCD(39203, 7773) = 1, with coefficients 23 and -116 such that 1 = (23)*39203 + (-116)*7773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7774 \t 5 \t 333 \t 1 \t 0\n", + "1 \t 7774 \t 333 \t 23 \t 115 \t 0 \t 1\n", + "2 \t 333 \t 115 \t 2 \t 103 \t 1 \t -5\n", + "3 \t 115 \t 103 \t 1 \t 12 \t -23 \t 116\n", + "4 \t 103 \t 12 \t 8 \t 7 \t 47 \t -237\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -70 \t 353\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 607 \t -3061\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -677 \t 3414\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1284 \t -6475\n", + "\t\t\t\t\t -3245 \t 16364\n", + "GCD(39203, 7774) = 1, with coefficients -3245 and 16364 such that 1 = (-3245)*39203 + (16364)*7774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7775 \t 5 \t 328 \t 1 \t 0\n", + "1 \t 7775 \t 328 \t 23 \t 231 \t 0 \t 1\n", + "2 \t 328 \t 231 \t 1 \t 97 \t 1 \t -5\n", + "3 \t 231 \t 97 \t 2 \t 37 \t -23 \t 116\n", + "4 \t 97 \t 37 \t 2 \t 23 \t 24 \t -121\n", + "5 \t 37 \t 23 \t 1 \t 14 \t -71 \t 358\n", + "6 \t 23 \t 14 \t 1 \t 9 \t 166 \t -837\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -237 \t 1195\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 403 \t -2032\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -640 \t 3227\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1043 \t -5259\n", + "\t\t\t\t\t -1683 \t 8486\n", + "GCD(39203, 7775) = 1, with coefficients -1683 and 8486 such that 1 = (-1683)*39203 + (8486)*7775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7776 \t 5 \t 323 \t 1 \t 0\n", + "1 \t 7776 \t 323 \t 24 \t 24 \t 0 \t 1\n", + "2 \t 323 \t 24 \t 13 \t 11 \t 1 \t -5\n", + "3 \t 24 \t 11 \t 2 \t 2 \t -24 \t 121\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 313 \t -1578\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -650 \t 3277\n", + "\t\t\t\t\t 3563 \t -17963\n", + "GCD(39203, 7776) = 1, with coefficients 3563 and -17963 such that 1 = (3563)*39203 + (-17963)*7776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7777 \t 5 \t 318 \t 1 \t 0\n", + "1 \t 7777 \t 318 \t 24 \t 145 \t 0 \t 1\n", + "2 \t 318 \t 145 \t 2 \t 28 \t 1 \t -5\n", + "3 \t 145 \t 28 \t 5 \t 5 \t -24 \t 121\n", + "4 \t 28 \t 5 \t 5 \t 3 \t 49 \t -247\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -269 \t 1356\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1394 \t -7027\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1663 \t 8383\n", + "\t\t\t\t\t 3057 \t -15410\n", + "GCD(39203, 7777) = 1, with coefficients 3057 and -15410 such that 1 = (3057)*39203 + (-15410)*7777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7778 \t 5 \t 313 \t 1 \t 0\n", + "1 \t 7778 \t 313 \t 24 \t 266 \t 0 \t 1\n", + "2 \t 313 \t 266 \t 1 \t 47 \t 1 \t -5\n", + "3 \t 266 \t 47 \t 5 \t 31 \t -24 \t 121\n", + "4 \t 47 \t 31 \t 1 \t 16 \t 25 \t -126\n", + "5 \t 31 \t 16 \t 1 \t 15 \t -149 \t 751\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 174 \t -877\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -323 \t 1628\n", + "\t\t\t\t\t 497 \t -2505\n", + "GCD(39203, 7778) = 1, with coefficients 497 and -2505 such that 1 = (497)*39203 + (-2505)*7778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7779 \t 5 \t 308 \t 1 \t 0\n", + "1 \t 7779 \t 308 \t 25 \t 79 \t 0 \t 1\n", + "2 \t 308 \t 79 \t 3 \t 71 \t 1 \t -5\n", + "3 \t 79 \t 71 \t 1 \t 8 \t -25 \t 126\n", + "4 \t 71 \t 8 \t 8 \t 7 \t 76 \t -383\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -101 \t 509\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 884 \t -4455\n", + "\t\t\t\t\t -985 \t 4964\n", + "GCD(39203, 7779) = 1, with coefficients -985 and 4964 such that 1 = (-985)*39203 + (4964)*7779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7780 \t 5 \t 303 \t 1 \t 0\n", + "1 \t 7780 \t 303 \t 25 \t 205 \t 0 \t 1\n", + "2 \t 303 \t 205 \t 1 \t 98 \t 1 \t -5\n", + "3 \t 205 \t 98 \t 2 \t 9 \t -25 \t 126\n", + "4 \t 98 \t 9 \t 10 \t 8 \t 26 \t -131\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -77 \t 388\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 796 \t -4011\n", + "\t\t\t\t\t -873 \t 4399\n", + "GCD(39203, 7780) = 1, with coefficients -873 and 4399 such that 1 = (-873)*39203 + (4399)*7780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7781 \t 5 \t 298 \t 1 \t 0\n", + "1 \t 7781 \t 298 \t 26 \t 33 \t 0 \t 1\n", + "2 \t 298 \t 33 \t 9 \t 1 \t 1 \t -5\n", + "3 \t 33 \t 1 \t 33 \t 0 \t -26 \t 131\n", + "\t\t\t\t\t 235 \t -1184\n", + "GCD(39203, 7781) = 1, with coefficients 235 and -1184 such that 1 = (235)*39203 + (-1184)*7781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7782 \t 5 \t 293 \t 1 \t 0\n", + "1 \t 7782 \t 293 \t 26 \t 164 \t 0 \t 1\n", + "2 \t 293 \t 164 \t 1 \t 129 \t 1 \t -5\n", + "3 \t 164 \t 129 \t 1 \t 35 \t -26 \t 131\n", + "4 \t 129 \t 35 \t 3 \t 24 \t 27 \t -136\n", + "5 \t 35 \t 24 \t 1 \t 11 \t -53 \t 267\n", + "6 \t 24 \t 11 \t 2 \t 2 \t 186 \t -937\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -239 \t 1204\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 664 \t -3345\n", + "\t\t\t\t\t -3559 \t 17929\n", + "GCD(39203, 7782) = 1, with coefficients -3559 and 17929 such that 1 = (-3559)*39203 + (17929)*7782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7783 \t 5 \t 288 \t 1 \t 0\n", + "1 \t 7783 \t 288 \t 27 \t 7 \t 0 \t 1\n", + "2 \t 288 \t 7 \t 41 \t 1 \t 1 \t -5\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -27 \t 136\n", + "\t\t\t\t\t 1108 \t -5581\n", + "GCD(39203, 7783) = 1, with coefficients 1108 and -5581 such that 1 = (1108)*39203 + (-5581)*7783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7784 \t 5 \t 283 \t 1 \t 0\n", + "1 \t 7784 \t 283 \t 27 \t 143 \t 0 \t 1\n", + "2 \t 283 \t 143 \t 1 \t 140 \t 1 \t -5\n", + "3 \t 143 \t 140 \t 1 \t 3 \t -27 \t 136\n", + "4 \t 140 \t 3 \t 46 \t 2 \t 28 \t -141\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -55 \t 277\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2558 \t -12883\n", + "\t\t\t\t\t -2613 \t 13160\n", + "GCD(39203, 7784) = 1, with coefficients -2613 and 13160 such that 1 = (-2613)*39203 + (13160)*7784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7785 \t 5 \t 278 \t 1 \t 0\n", + "1 \t 7785 \t 278 \t 28 \t 1 \t 0 \t 1\n", + "2 \t 278 \t 1 \t 278 \t 0 \t 1 \t -5\n", + "\t\t\t\t\t -28 \t 141\n", + "GCD(39203, 7785) = 1, with coefficients -28 and 141 such that 1 = (-28)*39203 + (141)*7785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7786 \t 5 \t 273 \t 1 \t 0\n", + "1 \t 7786 \t 273 \t 28 \t 142 \t 0 \t 1\n", + "2 \t 273 \t 142 \t 1 \t 131 \t 1 \t -5\n", + "3 \t 142 \t 131 \t 1 \t 11 \t -28 \t 141\n", + "4 \t 131 \t 11 \t 11 \t 10 \t 29 \t -146\n", + "5 \t 11 \t 10 \t 1 \t 1 \t -57 \t 287\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 656 \t -3303\n", + "\t\t\t\t\t -713 \t 3590\n", + "GCD(39203, 7786) = 1, with coefficients -713 and 3590 such that 1 = (-713)*39203 + (3590)*7786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7787 \t 5 \t 268 \t 1 \t 0\n", + "1 \t 7787 \t 268 \t 29 \t 15 \t 0 \t 1\n", + "2 \t 268 \t 15 \t 17 \t 13 \t 1 \t -5\n", + "3 \t 15 \t 13 \t 1 \t 2 \t -29 \t 146\n", + "4 \t 13 \t 2 \t 6 \t 1 \t 494 \t -2487\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -523 \t 2633\n", + "\t\t\t\t\t 3632 \t -18285\n", + "GCD(39203, 7787) = 1, with coefficients 3632 and -18285 such that 1 = (3632)*39203 + (-18285)*7787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7788 \t 5 \t 263 \t 1 \t 0\n", + "1 \t 7788 \t 263 \t 29 \t 161 \t 0 \t 1\n", + "2 \t 263 \t 161 \t 1 \t 102 \t 1 \t -5\n", + "3 \t 161 \t 102 \t 1 \t 59 \t -29 \t 146\n", + "4 \t 102 \t 59 \t 1 \t 43 \t 30 \t -151\n", + "5 \t 59 \t 43 \t 1 \t 16 \t -59 \t 297\n", + "6 \t 43 \t 16 \t 2 \t 11 \t 89 \t -448\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -148 \t 745\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 385 \t -1938\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -533 \t 2683\n", + "\t\t\t\t\t 1451 \t -7304\n", + "GCD(39203, 7788) = 1, with coefficients 1451 and -7304 such that 1 = (1451)*39203 + (-7304)*7788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7789 \t 5 \t 258 \t 1 \t 0\n", + "1 \t 7789 \t 258 \t 30 \t 49 \t 0 \t 1\n", + "2 \t 258 \t 49 \t 5 \t 13 \t 1 \t -5\n", + "3 \t 49 \t 13 \t 3 \t 10 \t -30 \t 151\n", + "4 \t 13 \t 10 \t 1 \t 3 \t 151 \t -760\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -483 \t 2431\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 634 \t -3191\n", + "\t\t\t\t\t -2385 \t 12004\n", + "GCD(39203, 7789) = 1, with coefficients -2385 and 12004 such that 1 = (-2385)*39203 + (12004)*7789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7790 \t 5 \t 253 \t 1 \t 0\n", + "1 \t 7790 \t 253 \t 30 \t 200 \t 0 \t 1\n", + "2 \t 253 \t 200 \t 1 \t 53 \t 1 \t -5\n", + "3 \t 200 \t 53 \t 3 \t 41 \t -30 \t 151\n", + "4 \t 53 \t 41 \t 1 \t 12 \t 31 \t -156\n", + "5 \t 41 \t 12 \t 3 \t 5 \t -123 \t 619\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 154 \t -775\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -585 \t 2944\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1324 \t -6663\n", + "\t\t\t\t\t -3233 \t 16270\n", + "GCD(39203, 7790) = 1, with coefficients -3233 and 16270 such that 1 = (-3233)*39203 + (16270)*7790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7791 \t 5 \t 248 \t 1 \t 0\n", + "1 \t 7791 \t 248 \t 31 \t 103 \t 0 \t 1\n", + "2 \t 248 \t 103 \t 2 \t 42 \t 1 \t -5\n", + "3 \t 103 \t 42 \t 2 \t 19 \t -31 \t 156\n", + "4 \t 42 \t 19 \t 2 \t 4 \t 63 \t -317\n", + "5 \t 19 \t 4 \t 4 \t 3 \t -157 \t 790\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 377 \t -1897\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1665 \t 8378\n", + "\t\t\t\t\t 2042 \t -10275\n", + "GCD(39203, 7791) = 1, with coefficients 2042 and -10275 such that 1 = (2042)*39203 + (-10275)*7791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7792 \t 5 \t 243 \t 1 \t 0\n", + "1 \t 7792 \t 243 \t 32 \t 16 \t 0 \t 1\n", + "2 \t 243 \t 16 \t 15 \t 3 \t 1 \t -5\n", + "3 \t 16 \t 3 \t 5 \t 1 \t -32 \t 161\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 481 \t -2420\n", + "\t\t\t\t\t -2437 \t 12261\n", + "GCD(39203, 7792) = 1, with coefficients -2437 and 12261 such that 1 = (-2437)*39203 + (12261)*7792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7793 \t 5 \t 238 \t 1 \t 0\n", + "1 \t 7793 \t 238 \t 32 \t 177 \t 0 \t 1\n", + "2 \t 238 \t 177 \t 1 \t 61 \t 1 \t -5\n", + "3 \t 177 \t 61 \t 2 \t 55 \t -32 \t 161\n", + "4 \t 61 \t 55 \t 1 \t 6 \t 33 \t -166\n", + "5 \t 55 \t 6 \t 9 \t 1 \t -98 \t 493\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 131 \t -659\n", + "\t\t\t\t\t -1277 \t 6424\n", + "GCD(39203, 7793) = 1, with coefficients -1277 and 6424 such that 1 = (-1277)*39203 + (6424)*7793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7794 \t 5 \t 233 \t 1 \t 0\n", + "1 \t 7794 \t 233 \t 33 \t 105 \t 0 \t 1\n", + "2 \t 233 \t 105 \t 2 \t 23 \t 1 \t -5\n", + "3 \t 105 \t 23 \t 4 \t 13 \t -33 \t 166\n", + "4 \t 23 \t 13 \t 1 \t 10 \t 67 \t -337\n", + "5 \t 13 \t 10 \t 1 \t 3 \t -301 \t 1514\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 368 \t -1851\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -669 \t 3365\n", + "\t\t\t\t\t 2375 \t -11946\n", + "GCD(39203, 7794) = 1, with coefficients 2375 and -11946 such that 1 = (2375)*39203 + (-11946)*7794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7795 \t 5 \t 228 \t 1 \t 0\n", + "1 \t 7795 \t 228 \t 34 \t 43 \t 0 \t 1\n", + "2 \t 228 \t 43 \t 5 \t 13 \t 1 \t -5\n", + "3 \t 43 \t 13 \t 3 \t 4 \t -34 \t 171\n", + "4 \t 13 \t 4 \t 3 \t 1 \t 171 \t -860\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -547 \t 2751\n", + "\t\t\t\t\t 1812 \t -9113\n", + "GCD(39203, 7795) = 1, with coefficients 1812 and -9113 such that 1 = (1812)*39203 + (-9113)*7795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7796 \t 5 \t 223 \t 1 \t 0\n", + "1 \t 7796 \t 223 \t 34 \t 214 \t 0 \t 1\n", + "2 \t 223 \t 214 \t 1 \t 9 \t 1 \t -5\n", + "3 \t 214 \t 9 \t 23 \t 7 \t -34 \t 171\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 35 \t -176\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -839 \t 4219\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 874 \t -4395\n", + "\t\t\t\t\t -3461 \t 17404\n", + "GCD(39203, 7796) = 1, with coefficients -3461 and 17404 such that 1 = (-3461)*39203 + (17404)*7796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7797 \t 5 \t 218 \t 1 \t 0\n", + "1 \t 7797 \t 218 \t 35 \t 167 \t 0 \t 1\n", + "2 \t 218 \t 167 \t 1 \t 51 \t 1 \t -5\n", + "3 \t 167 \t 51 \t 3 \t 14 \t -35 \t 176\n", + "4 \t 51 \t 14 \t 3 \t 9 \t 36 \t -181\n", + "5 \t 14 \t 9 \t 1 \t 5 \t -143 \t 719\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 465 \t -2338\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -608 \t 3057\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1073 \t -5395\n", + "\t\t\t\t\t -1681 \t 8452\n", + "GCD(39203, 7797) = 1, with coefficients -1681 and 8452 such that 1 = (-1681)*39203 + (8452)*7797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7798 \t 5 \t 213 \t 1 \t 0\n", + "1 \t 7798 \t 213 \t 36 \t 130 \t 0 \t 1\n", + "2 \t 213 \t 130 \t 1 \t 83 \t 1 \t -5\n", + "3 \t 130 \t 83 \t 1 \t 47 \t -36 \t 181\n", + "4 \t 83 \t 47 \t 1 \t 36 \t 37 \t -186\n", + "5 \t 47 \t 36 \t 1 \t 11 \t -73 \t 367\n", + "6 \t 36 \t 11 \t 3 \t 3 \t 110 \t -553\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -183 \t 920\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 659 \t -3313\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2160 \t 10859\n", + "\t\t\t\t\t 2819 \t -14172\n", + "GCD(39203, 7798) = 1, with coefficients 2819 and -14172 such that 1 = (2819)*39203 + (-14172)*7798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7799 \t 5 \t 208 \t 1 \t 0\n", + "1 \t 7799 \t 208 \t 37 \t 103 \t 0 \t 1\n", + "2 \t 208 \t 103 \t 2 \t 2 \t 1 \t -5\n", + "3 \t 103 \t 2 \t 51 \t 1 \t -37 \t 186\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 75 \t -377\n", + "\t\t\t\t\t -3862 \t 19413\n", + "GCD(39203, 7799) = 1, with coefficients -3862 and 19413 such that 1 = (-3862)*39203 + (19413)*7799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7800 \t 5 \t 203 \t 1 \t 0\n", + "1 \t 7800 \t 203 \t 38 \t 86 \t 0 \t 1\n", + "2 \t 203 \t 86 \t 2 \t 31 \t 1 \t -5\n", + "3 \t 86 \t 31 \t 2 \t 24 \t -38 \t 191\n", + "4 \t 31 \t 24 \t 1 \t 7 \t 77 \t -387\n", + "5 \t 24 \t 7 \t 3 \t 3 \t -192 \t 965\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 269 \t -1352\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -999 \t 5021\n", + "\t\t\t\t\t 2267 \t -11394\n", + "GCD(39203, 7800) = 1, with coefficients 2267 and -11394 such that 1 = (2267)*39203 + (-11394)*7800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7801 \t 5 \t 198 \t 1 \t 0\n", + "1 \t 7801 \t 198 \t 39 \t 79 \t 0 \t 1\n", + "2 \t 198 \t 79 \t 2 \t 40 \t 1 \t -5\n", + "3 \t 79 \t 40 \t 1 \t 39 \t -39 \t 196\n", + "4 \t 40 \t 39 \t 1 \t 1 \t 79 \t -397\n", + "5 \t 39 \t 1 \t 39 \t 0 \t -118 \t 593\n", + "\t\t\t\t\t 197 \t -990\n", + "GCD(39203, 7801) = 1, with coefficients 197 and -990 such that 1 = (197)*39203 + (-990)*7801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7802 \t 5 \t 193 \t 1 \t 0\n", + "1 \t 7802 \t 193 \t 40 \t 82 \t 0 \t 1\n", + "2 \t 193 \t 82 \t 2 \t 29 \t 1 \t -5\n", + "3 \t 82 \t 29 \t 2 \t 24 \t -40 \t 201\n", + "4 \t 29 \t 24 \t 1 \t 5 \t 81 \t -407\n", + "5 \t 24 \t 5 \t 4 \t 4 \t -202 \t 1015\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 283 \t -1422\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1334 \t 6703\n", + "\t\t\t\t\t 1617 \t -8125\n", + "GCD(39203, 7802) = 1, with coefficients 1617 and -8125 such that 1 = (1617)*39203 + (-8125)*7802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7803 \t 5 \t 188 \t 1 \t 0\n", + "1 \t 7803 \t 188 \t 41 \t 95 \t 0 \t 1\n", + "2 \t 188 \t 95 \t 1 \t 93 \t 1 \t -5\n", + "3 \t 95 \t 93 \t 1 \t 2 \t -41 \t 206\n", + "4 \t 93 \t 2 \t 46 \t 1 \t 42 \t -211\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -83 \t 417\n", + "\t\t\t\t\t 3860 \t -19393\n", + "GCD(39203, 7803) = 1, with coefficients 3860 and -19393 such that 1 = (3860)*39203 + (-19393)*7803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7804 \t 5 \t 183 \t 1 \t 0\n", + "1 \t 7804 \t 183 \t 42 \t 118 \t 0 \t 1\n", + "2 \t 183 \t 118 \t 1 \t 65 \t 1 \t -5\n", + "3 \t 118 \t 65 \t 1 \t 53 \t -42 \t 211\n", + "4 \t 65 \t 53 \t 1 \t 12 \t 43 \t -216\n", + "5 \t 53 \t 12 \t 4 \t 5 \t -85 \t 427\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 128 \t -643\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -597 \t 2999\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1322 \t -6641\n", + "\t\t\t\t\t -3241 \t 16281\n", + "GCD(39203, 7804) = 1, with coefficients -3241 and 16281 such that 1 = (-3241)*39203 + (16281)*7804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7805 \t 5 \t 178 \t 1 \t 0\n", + "1 \t 7805 \t 178 \t 43 \t 151 \t 0 \t 1\n", + "2 \t 178 \t 151 \t 1 \t 27 \t 1 \t -5\n", + "3 \t 151 \t 27 \t 5 \t 16 \t -43 \t 216\n", + "4 \t 27 \t 16 \t 1 \t 11 \t 44 \t -221\n", + "5 \t 16 \t 11 \t 1 \t 5 \t -263 \t 1321\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 307 \t -1542\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -570 \t 2863\n", + "\t\t\t\t\t 1447 \t -7268\n", + "GCD(39203, 7805) = 1, with coefficients 1447 and -7268 such that 1 = (1447)*39203 + (-7268)*7805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7806 \t 5 \t 173 \t 1 \t 0\n", + "1 \t 7806 \t 173 \t 45 \t 21 \t 0 \t 1\n", + "2 \t 173 \t 21 \t 8 \t 5 \t 1 \t -5\n", + "3 \t 21 \t 5 \t 4 \t 1 \t -45 \t 226\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 361 \t -1813\n", + "\t\t\t\t\t -1489 \t 7478\n", + "GCD(39203, 7806) = 1, with coefficients -1489 and 7478 such that 1 = (-1489)*39203 + (7478)*7806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7807 \t 5 \t 168 \t 1 \t 0\n", + "1 \t 7807 \t 168 \t 46 \t 79 \t 0 \t 1\n", + "2 \t 168 \t 79 \t 2 \t 10 \t 1 \t -5\n", + "3 \t 79 \t 10 \t 7 \t 9 \t -46 \t 231\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 93 \t -467\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -697 \t 3500\n", + "\t\t\t\t\t 790 \t -3967\n", + "GCD(39203, 7807) = 1, with coefficients 790 and -3967 such that 1 = (790)*39203 + (-3967)*7807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7808 \t 5 \t 163 \t 1 \t 0\n", + "1 \t 7808 \t 163 \t 47 \t 147 \t 0 \t 1\n", + "2 \t 163 \t 147 \t 1 \t 16 \t 1 \t -5\n", + "3 \t 147 \t 16 \t 9 \t 3 \t -47 \t 236\n", + "4 \t 16 \t 3 \t 5 \t 1 \t 48 \t -241\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -479 \t 2405\n", + "\t\t\t\t\t 2443 \t -12266\n", + "GCD(39203, 7808) = 1, with coefficients 2443 and -12266 such that 1 = (2443)*39203 + (-12266)*7808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7809 \t 5 \t 158 \t 1 \t 0\n", + "1 \t 7809 \t 158 \t 49 \t 67 \t 0 \t 1\n", + "2 \t 158 \t 67 \t 2 \t 24 \t 1 \t -5\n", + "3 \t 67 \t 24 \t 2 \t 19 \t -49 \t 246\n", + "4 \t 24 \t 19 \t 1 \t 5 \t 99 \t -497\n", + "5 \t 19 \t 5 \t 3 \t 4 \t -247 \t 1240\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 346 \t -1737\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1285 \t 6451\n", + "\t\t\t\t\t 1631 \t -8188\n", + "GCD(39203, 7809) = 1, with coefficients 1631 and -8188 such that 1 = (1631)*39203 + (-8188)*7809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7810 \t 5 \t 153 \t 1 \t 0\n", + "1 \t 7810 \t 153 \t 51 \t 7 \t 0 \t 1\n", + "2 \t 153 \t 7 \t 21 \t 6 \t 1 \t -5\n", + "3 \t 7 \t 6 \t 1 \t 1 \t -51 \t 256\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 1072 \t -5381\n", + "\t\t\t\t\t -1123 \t 5637\n", + "GCD(39203, 7810) = 1, with coefficients -1123 and 5637 such that 1 = (-1123)*39203 + (5637)*7810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7811 \t 5 \t 148 \t 1 \t 0\n", + "1 \t 7811 \t 148 \t 52 \t 115 \t 0 \t 1\n", + "2 \t 148 \t 115 \t 1 \t 33 \t 1 \t -5\n", + "3 \t 115 \t 33 \t 3 \t 16 \t -52 \t 261\n", + "4 \t 33 \t 16 \t 2 \t 1 \t 53 \t -266\n", + "5 \t 16 \t 1 \t 16 \t 0 \t -211 \t 1059\n", + "\t\t\t\t\t 475 \t -2384\n", + "GCD(39203, 7811) = 1, with coefficients 475 and -2384 such that 1 = (475)*39203 + (-2384)*7811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7812 \t 5 \t 143 \t 1 \t 0\n", + "1 \t 7812 \t 143 \t 54 \t 90 \t 0 \t 1\n", + "2 \t 143 \t 90 \t 1 \t 53 \t 1 \t -5\n", + "3 \t 90 \t 53 \t 1 \t 37 \t -54 \t 271\n", + "4 \t 53 \t 37 \t 1 \t 16 \t 55 \t -276\n", + "5 \t 37 \t 16 \t 2 \t 5 \t -109 \t 547\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 164 \t -823\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -437 \t 2193\n", + "\t\t\t\t\t 1475 \t -7402\n", + "GCD(39203, 7812) = 1, with coefficients 1475 and -7402 such that 1 = (1475)*39203 + (-7402)*7812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7813 \t 5 \t 138 \t 1 \t 0\n", + "1 \t 7813 \t 138 \t 56 \t 85 \t 0 \t 1\n", + "2 \t 138 \t 85 \t 1 \t 53 \t 1 \t -5\n", + "3 \t 85 \t 53 \t 1 \t 32 \t -56 \t 281\n", + "4 \t 53 \t 32 \t 1 \t 21 \t 57 \t -286\n", + "5 \t 32 \t 21 \t 1 \t 11 \t -113 \t 567\n", + "6 \t 21 \t 11 \t 1 \t 10 \t 170 \t -853\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -283 \t 1420\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 453 \t -2273\n", + "\t\t\t\t\t -736 \t 3693\n", + "GCD(39203, 7813) = 1, with coefficients -736 and 3693 such that 1 = (-736)*39203 + (3693)*7813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7814 \t 5 \t 133 \t 1 \t 0\n", + "1 \t 7814 \t 133 \t 58 \t 100 \t 0 \t 1\n", + "2 \t 133 \t 100 \t 1 \t 33 \t 1 \t -5\n", + "3 \t 100 \t 33 \t 3 \t 1 \t -58 \t 291\n", + "4 \t 33 \t 1 \t 33 \t 0 \t 59 \t -296\n", + "\t\t\t\t\t -235 \t 1179\n", + "GCD(39203, 7814) = 1, with coefficients -235 and 1179 such that 1 = (-235)*39203 + (1179)*7814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7815 \t 5 \t 128 \t 1 \t 0\n", + "1 \t 7815 \t 128 \t 61 \t 7 \t 0 \t 1\n", + "2 \t 128 \t 7 \t 18 \t 2 \t 1 \t -5\n", + "3 \t 7 \t 2 \t 3 \t 1 \t -61 \t 306\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1099 \t -5513\n", + "\t\t\t\t\t -3358 \t 16845\n", + "GCD(39203, 7815) = 1, with coefficients -3358 and 16845 such that 1 = (-3358)*39203 + (16845)*7815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7816 \t 5 \t 123 \t 1 \t 0\n", + "1 \t 7816 \t 123 \t 63 \t 67 \t 0 \t 1\n", + "2 \t 123 \t 67 \t 1 \t 56 \t 1 \t -5\n", + "3 \t 67 \t 56 \t 1 \t 11 \t -63 \t 316\n", + "4 \t 56 \t 11 \t 5 \t 1 \t 64 \t -321\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -127 \t 637\n", + "\t\t\t\t\t 699 \t -3506\n", + "GCD(39203, 7816) = 1, with coefficients 699 and -3506 such that 1 = (699)*39203 + (-3506)*7816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7817 \t 5 \t 118 \t 1 \t 0\n", + "1 \t 7817 \t 118 \t 66 \t 29 \t 0 \t 1\n", + "2 \t 118 \t 29 \t 4 \t 2 \t 1 \t -5\n", + "3 \t 29 \t 2 \t 14 \t 1 \t -66 \t 331\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 265 \t -1329\n", + "\t\t\t\t\t -3776 \t 18937\n", + "GCD(39203, 7817) = 1, with coefficients -3776 and 18937 such that 1 = (-3776)*39203 + (18937)*7817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7818 \t 5 \t 113 \t 1 \t 0\n", + "1 \t 7818 \t 113 \t 69 \t 21 \t 0 \t 1\n", + "2 \t 113 \t 21 \t 5 \t 8 \t 1 \t -5\n", + "3 \t 21 \t 8 \t 2 \t 5 \t -69 \t 346\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 346 \t -1735\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -761 \t 3816\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1107 \t -5551\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1868 \t 9367\n", + "\t\t\t\t\t 2975 \t -14918\n", + "GCD(39203, 7818) = 1, with coefficients 2975 and -14918 such that 1 = (2975)*39203 + (-14918)*7818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7819 \t 5 \t 108 \t 1 \t 0\n", + "1 \t 7819 \t 108 \t 72 \t 43 \t 0 \t 1\n", + "2 \t 108 \t 43 \t 2 \t 22 \t 1 \t -5\n", + "3 \t 43 \t 22 \t 1 \t 21 \t -72 \t 361\n", + "4 \t 22 \t 21 \t 1 \t 1 \t 145 \t -727\n", + "5 \t 21 \t 1 \t 21 \t 0 \t -217 \t 1088\n", + "\t\t\t\t\t 362 \t -1815\n", + "GCD(39203, 7819) = 1, with coefficients 362 and -1815 such that 1 = (362)*39203 + (-1815)*7819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7820 \t 5 \t 103 \t 1 \t 0\n", + "1 \t 7820 \t 103 \t 75 \t 95 \t 0 \t 1\n", + "2 \t 103 \t 95 \t 1 \t 8 \t 1 \t -5\n", + "3 \t 95 \t 8 \t 11 \t 7 \t -75 \t 376\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 76 \t -381\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -911 \t 4567\n", + "\t\t\t\t\t 987 \t -4948\n", + "GCD(39203, 7820) = 1, with coefficients 987 and -4948 such that 1 = (987)*39203 + (-4948)*7820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7821 \t 5 \t 98 \t 1 \t 0\n", + "1 \t 7821 \t 98 \t 79 \t 79 \t 0 \t 1\n", + "2 \t 98 \t 79 \t 1 \t 19 \t 1 \t -5\n", + "3 \t 79 \t 19 \t 4 \t 3 \t -79 \t 396\n", + "4 \t 19 \t 3 \t 6 \t 1 \t 80 \t -401\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -399 \t 2000\n", + "\t\t\t\t\t 2474 \t -12401\n", + "GCD(39203, 7821) = 1, with coefficients 2474 and -12401 such that 1 = (2474)*39203 + (-12401)*7821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7822 \t 5 \t 93 \t 1 \t 0\n", + "1 \t 7822 \t 93 \t 84 \t 10 \t 0 \t 1\n", + "2 \t 93 \t 10 \t 9 \t 3 \t 1 \t -5\n", + "3 \t 10 \t 3 \t 3 \t 1 \t -84 \t 421\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 757 \t -3794\n", + "\t\t\t\t\t -2355 \t 11803\n", + "GCD(39203, 7822) = 1, with coefficients -2355 and 11803 such that 1 = (-2355)*39203 + (11803)*7822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7823 \t 5 \t 88 \t 1 \t 0\n", + "1 \t 7823 \t 88 \t 88 \t 79 \t 0 \t 1\n", + "2 \t 88 \t 79 \t 1 \t 9 \t 1 \t -5\n", + "3 \t 79 \t 9 \t 8 \t 7 \t -88 \t 441\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 89 \t -446\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -800 \t 4009\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 889 \t -4455\n", + "\t\t\t\t\t -3467 \t 17374\n", + "GCD(39203, 7823) = 1, with coefficients -3467 and 17374 such that 1 = (-3467)*39203 + (17374)*7823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7824 \t 5 \t 83 \t 1 \t 0\n", + "1 \t 7824 \t 83 \t 94 \t 22 \t 0 \t 1\n", + "2 \t 83 \t 22 \t 3 \t 17 \t 1 \t -5\n", + "3 \t 22 \t 17 \t 1 \t 5 \t -94 \t 471\n", + "4 \t 17 \t 5 \t 3 \t 2 \t 283 \t -1418\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -377 \t 1889\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1414 \t -7085\n", + "\t\t\t\t\t -3205 \t 16059\n", + "GCD(39203, 7824) = 1, with coefficients -3205 and 16059 such that 1 = (-3205)*39203 + (16059)*7824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7825 \t 5 \t 78 \t 1 \t 0\n", + "1 \t 7825 \t 78 \t 100 \t 25 \t 0 \t 1\n", + "2 \t 78 \t 25 \t 3 \t 3 \t 1 \t -5\n", + "3 \t 25 \t 3 \t 8 \t 1 \t -100 \t 501\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 301 \t -1508\n", + "\t\t\t\t\t -2508 \t 12565\n", + "GCD(39203, 7825) = 1, with coefficients -2508 and 12565 such that 1 = (-2508)*39203 + (12565)*7825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7826 \t 5 \t 73 \t 1 \t 0\n", + "1 \t 7826 \t 73 \t 107 \t 15 \t 0 \t 1\n", + "2 \t 73 \t 15 \t 4 \t 13 \t 1 \t -5\n", + "3 \t 15 \t 13 \t 1 \t 2 \t -107 \t 536\n", + "4 \t 13 \t 2 \t 6 \t 1 \t 429 \t -2149\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -536 \t 2685\n", + "\t\t\t\t\t 3645 \t -18259\n", + "GCD(39203, 7826) = 1, with coefficients 3645 and -18259 such that 1 = (3645)*39203 + (-18259)*7826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7827 \t 5 \t 68 \t 1 \t 0\n", + "1 \t 7827 \t 68 \t 115 \t 7 \t 0 \t 1\n", + "2 \t 68 \t 7 \t 9 \t 5 \t 1 \t -5\n", + "3 \t 7 \t 5 \t 1 \t 2 \t -115 \t 576\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 1036 \t -5189\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1151 \t 5765\n", + "\t\t\t\t\t 3338 \t -16719\n", + "GCD(39203, 7827) = 1, with coefficients 3338 and -16719 such that 1 = (3338)*39203 + (-16719)*7827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7828 \t 5 \t 63 \t 1 \t 0\n", + "1 \t 7828 \t 63 \t 124 \t 16 \t 0 \t 1\n", + "2 \t 63 \t 16 \t 3 \t 15 \t 1 \t -5\n", + "3 \t 16 \t 15 \t 1 \t 1 \t -124 \t 621\n", + "4 \t 15 \t 1 \t 15 \t 0 \t 373 \t -1868\n", + "\t\t\t\t\t -497 \t 2489\n", + "GCD(39203, 7828) = 1, with coefficients -497 and 2489 such that 1 = (-497)*39203 + (2489)*7828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7829 \t 5 \t 58 \t 1 \t 0\n", + "1 \t 7829 \t 58 \t 134 \t 57 \t 0 \t 1\n", + "2 \t 58 \t 57 \t 1 \t 1 \t 1 \t -5\n", + "3 \t 57 \t 1 \t 57 \t 0 \t -134 \t 671\n", + "\t\t\t\t\t 135 \t -676\n", + "GCD(39203, 7829) = 1, with coefficients 135 and -676 such that 1 = (135)*39203 + (-676)*7829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7830 \t 5 \t 53 \t 1 \t 0\n", + "1 \t 7830 \t 53 \t 147 \t 39 \t 0 \t 1\n", + "2 \t 53 \t 39 \t 1 \t 14 \t 1 \t -5\n", + "3 \t 39 \t 14 \t 2 \t 11 \t -147 \t 736\n", + "4 \t 14 \t 11 \t 1 \t 3 \t 148 \t -741\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -443 \t 2218\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 591 \t -2959\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2216 \t 11095\n", + "\t\t\t\t\t 2807 \t -14054\n", + "GCD(39203, 7830) = 1, with coefficients 2807 and -14054 such that 1 = (2807)*39203 + (-14054)*7830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7831 \t 5 \t 48 \t 1 \t 0\n", + "1 \t 7831 \t 48 \t 163 \t 7 \t 0 \t 1\n", + "2 \t 48 \t 7 \t 6 \t 6 \t 1 \t -5\n", + "3 \t 7 \t 6 \t 1 \t 1 \t -163 \t 816\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 979 \t -4901\n", + "\t\t\t\t\t -1142 \t 5717\n", + "GCD(39203, 7831) = 1, with coefficients -1142 and 5717 such that 1 = (-1142)*39203 + (5717)*7831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7832 \t 5 \t 43 \t 1 \t 0\n", + "1 \t 7832 \t 43 \t 182 \t 6 \t 0 \t 1\n", + "2 \t 43 \t 6 \t 7 \t 1 \t 1 \t -5\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -182 \t 911\n", + "\t\t\t\t\t 1275 \t -6382\n", + "GCD(39203, 7832) = 1, with coefficients 1275 and -6382 such that 1 = (1275)*39203 + (-6382)*7832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7833 \t 5 \t 38 \t 1 \t 0\n", + "1 \t 7833 \t 38 \t 206 \t 5 \t 0 \t 1\n", + "2 \t 38 \t 5 \t 7 \t 3 \t 1 \t -5\n", + "3 \t 5 \t 3 \t 1 \t 2 \t -206 \t 1031\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 1443 \t -7222\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1649 \t 8253\n", + "\t\t\t\t\t 3092 \t -15475\n", + "GCD(39203, 7833) = 1, with coefficients 3092 and -15475 such that 1 = (3092)*39203 + (-15475)*7833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7834 \t 5 \t 33 \t 1 \t 0\n", + "1 \t 7834 \t 33 \t 237 \t 13 \t 0 \t 1\n", + "2 \t 33 \t 13 \t 2 \t 7 \t 1 \t -5\n", + "3 \t 13 \t 7 \t 1 \t 6 \t -237 \t 1186\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 475 \t -2377\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -712 \t 3563\n", + "\t\t\t\t\t 1187 \t -5940\n", + "GCD(39203, 7834) = 1, with coefficients 1187 and -5940 such that 1 = (1187)*39203 + (-5940)*7834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7835 \t 5 \t 28 \t 1 \t 0\n", + "1 \t 7835 \t 28 \t 279 \t 23 \t 0 \t 1\n", + "2 \t 28 \t 23 \t 1 \t 5 \t 1 \t -5\n", + "3 \t 23 \t 5 \t 4 \t 3 \t -279 \t 1396\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 280 \t -1401\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1399 \t 7000\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1679 \t -8401\n", + "\t\t\t\t\t -3078 \t 15401\n", + "GCD(39203, 7835) = 1, with coefficients -3078 and 15401 such that 1 = (-3078)*39203 + (15401)*7835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7836 \t 5 \t 23 \t 1 \t 0\n", + "1 \t 7836 \t 23 \t 340 \t 16 \t 0 \t 1\n", + "2 \t 23 \t 16 \t 1 \t 7 \t 1 \t -5\n", + "3 \t 16 \t 7 \t 2 \t 2 \t -340 \t 1701\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 341 \t -1706\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1022 \t 5113\n", + "\t\t\t\t\t 3407 \t -17045\n", + "GCD(39203, 7836) = 1, with coefficients 3407 and -17045 such that 1 = (3407)*39203 + (-17045)*7836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7837 \t 5 \t 18 \t 1 \t 0\n", + "1 \t 7837 \t 18 \t 435 \t 7 \t 0 \t 1\n", + "2 \t 18 \t 7 \t 2 \t 4 \t 1 \t -5\n", + "3 \t 7 \t 4 \t 1 \t 3 \t -435 \t 2176\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 871 \t -4357\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1306 \t 6533\n", + "\t\t\t\t\t 2177 \t -10890\n", + "GCD(39203, 7837) = 1, with coefficients 2177 and -10890 such that 1 = (2177)*39203 + (-10890)*7837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7838 \t 5 \t 13 \t 1 \t 0\n", + "1 \t 7838 \t 13 \t 602 \t 12 \t 0 \t 1\n", + "2 \t 13 \t 12 \t 1 \t 1 \t 1 \t -5\n", + "3 \t 12 \t 1 \t 12 \t 0 \t -602 \t 3011\n", + "\t\t\t\t\t 603 \t -3016\n", + "GCD(39203, 7838) = 1, with coefficients 603 and -3016 such that 1 = (603)*39203 + (-3016)*7838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7839 \t 5 \t 8 \t 1 \t 0\n", + "1 \t 7839 \t 8 \t 979 \t 7 \t 0 \t 1\n", + "2 \t 8 \t 7 \t 1 \t 1 \t 1 \t -5\n", + "3 \t 7 \t 1 \t 7 \t 0 \t -979 \t 4896\n", + "\t\t\t\t\t 980 \t -4901\n", + "GCD(39203, 7839) = 1, with coefficients 980 and -4901 such that 1 = (980)*39203 + (-4901)*7839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7840 \t 5 \t 3 \t 1 \t 0\n", + "1 \t 7840 \t 3 \t 2613 \t 1 \t 0 \t 1\n", + "2 \t 3 \t 1 \t 3 \t 0 \t 1 \t -5\n", + "\t\t\t\t\t -2613 \t 13066\n", + "GCD(39203, 7840) = 1, with coefficients -2613 and 13066 such that 1 = (-2613)*39203 + (13066)*7840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7841 \t 4 \t 7839 \t 1 \t 0\n", + "1 \t 7841 \t 7839 \t 1 \t 2 \t 0 \t 1\n", + "2 \t 7839 \t 2 \t 3919 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -1 \t 5\n", + "\t\t\t\t\t 3920 \t -19599\n", + "GCD(39203, 7841) = 1, with coefficients 3920 and -19599 such that 1 = (3920)*39203 + (-19599)*7841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7842 \t 4 \t 7835 \t 1 \t 0\n", + "1 \t 7842 \t 7835 \t 1 \t 7 \t 0 \t 1\n", + "2 \t 7835 \t 7 \t 1119 \t 2 \t 1 \t -4\n", + "3 \t 7 \t 2 \t 3 \t 1 \t -1 \t 5\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1120 \t -5599\n", + "\t\t\t\t\t -3361 \t 16802\n", + "GCD(39203, 7842) = 1, with coefficients -3361 and 16802 such that 1 = (-3361)*39203 + (16802)*7842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7843 \t 4 \t 7831 \t 1 \t 0\n", + "1 \t 7843 \t 7831 \t 1 \t 12 \t 0 \t 1\n", + "2 \t 7831 \t 12 \t 652 \t 7 \t 1 \t -4\n", + "3 \t 12 \t 7 \t 1 \t 5 \t -1 \t 5\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 653 \t -3264\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -654 \t 3269\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1307 \t -6533\n", + "\t\t\t\t\t -3268 \t 16335\n", + "GCD(39203, 7843) = 1, with coefficients -3268 and 16335 such that 1 = (-3268)*39203 + (16335)*7843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7844 \t 4 \t 7827 \t 1 \t 0\n", + "1 \t 7844 \t 7827 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 7827 \t 17 \t 460 \t 7 \t 1 \t -4\n", + "3 \t 17 \t 7 \t 2 \t 3 \t -1 \t 5\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 461 \t -2304\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -923 \t 4613\n", + "\t\t\t\t\t 2307 \t -11530\n", + "GCD(39203, 7844) = 1, with coefficients 2307 and -11530 such that 1 = (2307)*39203 + (-11530)*7844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7845 \t 4 \t 7823 \t 1 \t 0\n", + "1 \t 7845 \t 7823 \t 1 \t 22 \t 0 \t 1\n", + "2 \t 7823 \t 22 \t 355 \t 13 \t 1 \t -4\n", + "3 \t 22 \t 13 \t 1 \t 9 \t -1 \t 5\n", + "4 \t 13 \t 9 \t 1 \t 4 \t 356 \t -1779\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -357 \t 1784\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 713 \t -3563\n", + "\t\t\t\t\t -1783 \t 8910\n", + "GCD(39203, 7845) = 1, with coefficients -1783 and 8910 such that 1 = (-1783)*39203 + (8910)*7845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7846 \t 4 \t 7819 \t 1 \t 0\n", + "1 \t 7846 \t 7819 \t 1 \t 27 \t 0 \t 1\n", + "2 \t 7819 \t 27 \t 289 \t 16 \t 1 \t -4\n", + "3 \t 27 \t 16 \t 1 \t 11 \t -1 \t 5\n", + "4 \t 16 \t 11 \t 1 \t 5 \t 290 \t -1449\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -291 \t 1454\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 581 \t -2903\n", + "\t\t\t\t\t -1453 \t 7260\n", + "GCD(39203, 7846) = 1, with coefficients -1453 and 7260 such that 1 = (-1453)*39203 + (7260)*7846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7847 \t 4 \t 7815 \t 1 \t 0\n", + "1 \t 7847 \t 7815 \t 1 \t 32 \t 0 \t 1\n", + "2 \t 7815 \t 32 \t 244 \t 7 \t 1 \t -4\n", + "3 \t 32 \t 7 \t 4 \t 4 \t -1 \t 5\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 245 \t -1224\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -981 \t 4901\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1226 \t -6125\n", + "\t\t\t\t\t -2207 \t 11026\n", + "GCD(39203, 7847) = 1, with coefficients -2207 and 11026 such that 1 = (-2207)*39203 + (11026)*7847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7848 \t 4 \t 7811 \t 1 \t 0\n", + "1 \t 7848 \t 7811 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 7811 \t 37 \t 211 \t 4 \t 1 \t -4\n", + "3 \t 37 \t 4 \t 9 \t 1 \t -1 \t 5\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 212 \t -1059\n", + "\t\t\t\t\t -1909 \t 9536\n", + "GCD(39203, 7848) = 1, with coefficients -1909 and 9536 such that 1 = (-1909)*39203 + (9536)*7848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7849 \t 4 \t 7807 \t 1 \t 0\n", + "1 \t 7849 \t 7807 \t 1 \t 42 \t 0 \t 1\n", + "2 \t 7807 \t 42 \t 185 \t 37 \t 1 \t -4\n", + "3 \t 42 \t 37 \t 1 \t 5 \t -1 \t 5\n", + "4 \t 37 \t 5 \t 7 \t 2 \t 186 \t -929\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -187 \t 934\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1495 \t -7467\n", + "\t\t\t\t\t -3177 \t 15868\n", + "GCD(39203, 7849) = 1, with coefficients -3177 and 15868 such that 1 = (-3177)*39203 + (15868)*7849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7850 \t 4 \t 7803 \t 1 \t 0\n", + "1 \t 7850 \t 7803 \t 1 \t 47 \t 0 \t 1\n", + "2 \t 7803 \t 47 \t 166 \t 1 \t 1 \t -4\n", + "3 \t 47 \t 1 \t 47 \t 0 \t -1 \t 5\n", + "\t\t\t\t\t 167 \t -834\n", + "GCD(39203, 7850) = 1, with coefficients 167 and -834 such that 1 = (167)*39203 + (-834)*7850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7851 \t 4 \t 7799 \t 1 \t 0\n", + "1 \t 7851 \t 7799 \t 1 \t 52 \t 0 \t 1\n", + "2 \t 7799 \t 52 \t 149 \t 51 \t 1 \t -4\n", + "3 \t 52 \t 51 \t 1 \t 1 \t -1 \t 5\n", + "4 \t 51 \t 1 \t 51 \t 0 \t 150 \t -749\n", + "\t\t\t\t\t -151 \t 754\n", + "GCD(39203, 7851) = 1, with coefficients -151 and 754 such that 1 = (-151)*39203 + (754)*7851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7852 \t 4 \t 7795 \t 1 \t 0\n", + "1 \t 7852 \t 7795 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 7795 \t 57 \t 136 \t 43 \t 1 \t -4\n", + "3 \t 57 \t 43 \t 1 \t 14 \t -1 \t 5\n", + "4 \t 43 \t 14 \t 3 \t 1 \t 137 \t -684\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -138 \t 689\n", + "\t\t\t\t\t 551 \t -2751\n", + "GCD(39203, 7852) = 1, with coefficients 551 and -2751 such that 1 = (551)*39203 + (-2751)*7852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7853 \t 4 \t 7791 \t 1 \t 0\n", + "1 \t 7853 \t 7791 \t 1 \t 62 \t 0 \t 1\n", + "2 \t 7791 \t 62 \t 125 \t 41 \t 1 \t -4\n", + "3 \t 62 \t 41 \t 1 \t 21 \t -1 \t 5\n", + "4 \t 41 \t 21 \t 1 \t 20 \t 126 \t -629\n", + "5 \t 21 \t 20 \t 1 \t 1 \t -127 \t 634\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 253 \t -1263\n", + "\t\t\t\t\t -380 \t 1897\n", + "GCD(39203, 7853) = 1, with coefficients -380 and 1897 such that 1 = (-380)*39203 + (1897)*7853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7854 \t 4 \t 7787 \t 1 \t 0\n", + "1 \t 7854 \t 7787 \t 1 \t 67 \t 0 \t 1\n", + "2 \t 7787 \t 67 \t 116 \t 15 \t 1 \t -4\n", + "3 \t 67 \t 15 \t 4 \t 7 \t -1 \t 5\n", + "4 \t 15 \t 7 \t 2 \t 1 \t 117 \t -584\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -469 \t 2341\n", + "\t\t\t\t\t 1055 \t -5266\n", + "GCD(39203, 7854) = 1, with coefficients 1055 and -5266 such that 1 = (1055)*39203 + (-5266)*7854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7855 \t 4 \t 7783 \t 1 \t 0\n", + "1 \t 7855 \t 7783 \t 1 \t 72 \t 0 \t 1\n", + "2 \t 7783 \t 72 \t 108 \t 7 \t 1 \t -4\n", + "3 \t 72 \t 7 \t 10 \t 2 \t -1 \t 5\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 109 \t -544\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1091 \t 5445\n", + "\t\t\t\t\t 3382 \t -16879\n", + "GCD(39203, 7855) = 1, with coefficients 3382 and -16879 such that 1 = (3382)*39203 + (-16879)*7855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7856 \t 4 \t 7779 \t 1 \t 0\n", + "1 \t 7856 \t 7779 \t 1 \t 77 \t 0 \t 1\n", + "2 \t 7779 \t 77 \t 101 \t 2 \t 1 \t -4\n", + "3 \t 77 \t 2 \t 38 \t 1 \t -1 \t 5\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 102 \t -509\n", + "\t\t\t\t\t -3877 \t 19347\n", + "GCD(39203, 7856) = 1, with coefficients -3877 and 19347 such that 1 = (-3877)*39203 + (19347)*7856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7857 \t 4 \t 7775 \t 1 \t 0\n", + "1 \t 7857 \t 7775 \t 1 \t 82 \t 0 \t 1\n", + "2 \t 7775 \t 82 \t 94 \t 67 \t 1 \t -4\n", + "3 \t 82 \t 67 \t 1 \t 15 \t -1 \t 5\n", + "4 \t 67 \t 15 \t 4 \t 7 \t 95 \t -474\n", + "5 \t 15 \t 7 \t 2 \t 1 \t -96 \t 479\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 479 \t -2390\n", + "\t\t\t\t\t -1054 \t 5259\n", + "GCD(39203, 7857) = 1, with coefficients -1054 and 5259 such that 1 = (-1054)*39203 + (5259)*7857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7858 \t 4 \t 7771 \t 1 \t 0\n", + "1 \t 7858 \t 7771 \t 1 \t 87 \t 0 \t 1\n", + "2 \t 7771 \t 87 \t 89 \t 28 \t 1 \t -4\n", + "3 \t 87 \t 28 \t 3 \t 3 \t -1 \t 5\n", + "4 \t 28 \t 3 \t 9 \t 1 \t 90 \t -449\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -271 \t 1352\n", + "\t\t\t\t\t 2529 \t -12617\n", + "GCD(39203, 7858) = 1, with coefficients 2529 and -12617 such that 1 = (2529)*39203 + (-12617)*7858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7859 \t 4 \t 7767 \t 1 \t 0\n", + "1 \t 7859 \t 7767 \t 1 \t 92 \t 0 \t 1\n", + "2 \t 7767 \t 92 \t 84 \t 39 \t 1 \t -4\n", + "3 \t 92 \t 39 \t 2 \t 14 \t -1 \t 5\n", + "4 \t 39 \t 14 \t 2 \t 11 \t 85 \t -424\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -171 \t 853\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 427 \t -2130\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -598 \t 2983\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2221 \t -11079\n", + "\t\t\t\t\t -2819 \t 14062\n", + "GCD(39203, 7859) = 1, with coefficients -2819 and 14062 such that 1 = (-2819)*39203 + (14062)*7859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7860 \t 4 \t 7763 \t 1 \t 0\n", + "1 \t 7860 \t 7763 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 7763 \t 97 \t 80 \t 3 \t 1 \t -4\n", + "3 \t 97 \t 3 \t 32 \t 1 \t -1 \t 5\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 81 \t -404\n", + "\t\t\t\t\t -2593 \t 12933\n", + "GCD(39203, 7860) = 1, with coefficients -2593 and 12933 such that 1 = (-2593)*39203 + (12933)*7860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7861 \t 4 \t 7759 \t 1 \t 0\n", + "1 \t 7861 \t 7759 \t 1 \t 102 \t 0 \t 1\n", + "2 \t 7759 \t 102 \t 76 \t 7 \t 1 \t -4\n", + "3 \t 102 \t 7 \t 14 \t 4 \t -1 \t 5\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 77 \t -384\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -1079 \t 5381\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1156 \t -5765\n", + "\t\t\t\t\t -2235 \t 11146\n", + "GCD(39203, 7861) = 1, with coefficients -2235 and 11146 such that 1 = (-2235)*39203 + (11146)*7861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7862 \t 4 \t 7755 \t 1 \t 0\n", + "1 \t 7862 \t 7755 \t 1 \t 107 \t 0 \t 1\n", + "2 \t 7755 \t 107 \t 72 \t 51 \t 1 \t -4\n", + "3 \t 107 \t 51 \t 2 \t 5 \t -1 \t 5\n", + "4 \t 51 \t 5 \t 10 \t 1 \t 73 \t -364\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -147 \t 733\n", + "\t\t\t\t\t 1543 \t -7694\n", + "GCD(39203, 7862) = 1, with coefficients 1543 and -7694 such that 1 = (1543)*39203 + (-7694)*7862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7863 \t 4 \t 7751 \t 1 \t 0\n", + "1 \t 7863 \t 7751 \t 1 \t 112 \t 0 \t 1\n", + "2 \t 7751 \t 112 \t 69 \t 23 \t 1 \t -4\n", + "3 \t 112 \t 23 \t 4 \t 20 \t -1 \t 5\n", + "4 \t 23 \t 20 \t 1 \t 3 \t 70 \t -349\n", + "5 \t 20 \t 3 \t 6 \t 2 \t -281 \t 1401\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 351 \t -1750\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2387 \t 11901\n", + "\t\t\t\t\t 2738 \t -13651\n", + "GCD(39203, 7863) = 1, with coefficients 2738 and -13651 such that 1 = (2738)*39203 + (-13651)*7863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7864 \t 4 \t 7747 \t 1 \t 0\n", + "1 \t 7864 \t 7747 \t 1 \t 117 \t 0 \t 1\n", + "2 \t 7747 \t 117 \t 66 \t 25 \t 1 \t -4\n", + "3 \t 117 \t 25 \t 4 \t 17 \t -1 \t 5\n", + "4 \t 25 \t 17 \t 1 \t 8 \t 67 \t -334\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -269 \t 1341\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 336 \t -1675\n", + "\t\t\t\t\t -941 \t 4691\n", + "GCD(39203, 7864) = 1, with coefficients -941 and 4691 such that 1 = (-941)*39203 + (4691)*7864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7865 \t 4 \t 7743 \t 1 \t 0\n", + "1 \t 7865 \t 7743 \t 1 \t 122 \t 0 \t 1\n", + "2 \t 7743 \t 122 \t 63 \t 57 \t 1 \t -4\n", + "3 \t 122 \t 57 \t 2 \t 8 \t -1 \t 5\n", + "4 \t 57 \t 8 \t 7 \t 1 \t 64 \t -319\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -129 \t 643\n", + "\t\t\t\t\t 967 \t -4820\n", + "GCD(39203, 7865) = 1, with coefficients 967 and -4820 such that 1 = (967)*39203 + (-4820)*7865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7866 \t 4 \t 7739 \t 1 \t 0\n", + "1 \t 7866 \t 7739 \t 1 \t 127 \t 0 \t 1\n", + "2 \t 7739 \t 127 \t 60 \t 119 \t 1 \t -4\n", + "3 \t 127 \t 119 \t 1 \t 8 \t -1 \t 5\n", + "4 \t 119 \t 8 \t 14 \t 7 \t 61 \t -304\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -62 \t 309\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 929 \t -4630\n", + "\t\t\t\t\t -991 \t 4939\n", + "GCD(39203, 7866) = 1, with coefficients -991 and 4939 such that 1 = (-991)*39203 + (4939)*7866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7867 \t 4 \t 7735 \t 1 \t 0\n", + "1 \t 7867 \t 7735 \t 1 \t 132 \t 0 \t 1\n", + "2 \t 7735 \t 132 \t 58 \t 79 \t 1 \t -4\n", + "3 \t 132 \t 79 \t 1 \t 53 \t -1 \t 5\n", + "4 \t 79 \t 53 \t 1 \t 26 \t 59 \t -294\n", + "5 \t 53 \t 26 \t 2 \t 1 \t -60 \t 299\n", + "6 \t 26 \t 1 \t 26 \t 0 \t 119 \t -593\n", + "\t\t\t\t\t -298 \t 1485\n", + "GCD(39203, 7867) = 1, with coefficients -298 and 1485 such that 1 = (-298)*39203 + (1485)*7867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7868 \t 4 \t 7731 \t 1 \t 0\n", + "1 \t 7868 \t 7731 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 7731 \t 137 \t 56 \t 59 \t 1 \t -4\n", + "3 \t 137 \t 59 \t 2 \t 19 \t -1 \t 5\n", + "4 \t 59 \t 19 \t 3 \t 2 \t 57 \t -284\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -115 \t 573\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 402 \t -2003\n", + "\t\t\t\t\t -3733 \t 18600\n", + "GCD(39203, 7868) = 1, with coefficients -3733 and 18600 such that 1 = (-3733)*39203 + (18600)*7868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7869 \t 4 \t 7727 \t 1 \t 0\n", + "1 \t 7869 \t 7727 \t 1 \t 142 \t 0 \t 1\n", + "2 \t 7727 \t 142 \t 54 \t 59 \t 1 \t -4\n", + "3 \t 142 \t 59 \t 2 \t 24 \t -1 \t 5\n", + "4 \t 59 \t 24 \t 2 \t 11 \t 55 \t -274\n", + "5 \t 24 \t 11 \t 2 \t 2 \t -111 \t 553\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 277 \t -1380\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -665 \t 3313\n", + "\t\t\t\t\t 3602 \t -17945\n", + "GCD(39203, 7869) = 1, with coefficients 3602 and -17945 such that 1 = (3602)*39203 + (-17945)*7869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7870 \t 4 \t 7723 \t 1 \t 0\n", + "1 \t 7870 \t 7723 \t 1 \t 147 \t 0 \t 1\n", + "2 \t 7723 \t 147 \t 52 \t 79 \t 1 \t -4\n", + "3 \t 147 \t 79 \t 1 \t 68 \t -1 \t 5\n", + "4 \t 79 \t 68 \t 1 \t 11 \t 53 \t -264\n", + "5 \t 68 \t 11 \t 6 \t 2 \t -54 \t 269\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 107 \t -533\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -696 \t 3467\n", + "\t\t\t\t\t 3587 \t -17868\n", + "GCD(39203, 7870) = 1, with coefficients 3587 and -17868 such that 1 = (3587)*39203 + (-17868)*7870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7871 \t 4 \t 7719 \t 1 \t 0\n", + "1 \t 7871 \t 7719 \t 1 \t 152 \t 0 \t 1\n", + "2 \t 7719 \t 152 \t 50 \t 119 \t 1 \t -4\n", + "3 \t 152 \t 119 \t 1 \t 33 \t -1 \t 5\n", + "4 \t 119 \t 33 \t 3 \t 20 \t 51 \t -254\n", + "5 \t 33 \t 20 \t 1 \t 13 \t -52 \t 259\n", + "6 \t 20 \t 13 \t 1 \t 7 \t 207 \t -1031\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -259 \t 1290\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 466 \t -2321\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -725 \t 3611\n", + "\t\t\t\t\t 1191 \t -5932\n", + "GCD(39203, 7871) = 1, with coefficients 1191 and -5932 such that 1 = (1191)*39203 + (-5932)*7871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7872 \t 4 \t 7715 \t 1 \t 0\n", + "1 \t 7872 \t 7715 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 7715 \t 157 \t 49 \t 22 \t 1 \t -4\n", + "3 \t 157 \t 22 \t 7 \t 3 \t -1 \t 5\n", + "4 \t 22 \t 3 \t 7 \t 1 \t 50 \t -249\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -351 \t 1748\n", + "\t\t\t\t\t 2507 \t -12485\n", + "GCD(39203, 7872) = 1, with coefficients 2507 and -12485 such that 1 = (2507)*39203 + (-12485)*7872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7873 \t 4 \t 7711 \t 1 \t 0\n", + "1 \t 7873 \t 7711 \t 1 \t 162 \t 0 \t 1\n", + "2 \t 7711 \t 162 \t 47 \t 97 \t 1 \t -4\n", + "3 \t 162 \t 97 \t 1 \t 65 \t -1 \t 5\n", + "4 \t 97 \t 65 \t 1 \t 32 \t 48 \t -239\n", + "5 \t 65 \t 32 \t 2 \t 1 \t -49 \t 244\n", + "6 \t 32 \t 1 \t 32 \t 0 \t 97 \t -483\n", + "\t\t\t\t\t -243 \t 1210\n", + "GCD(39203, 7873) = 1, with coefficients -243 and 1210 such that 1 = (-243)*39203 + (1210)*7873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7874 \t 4 \t 7707 \t 1 \t 0\n", + "1 \t 7874 \t 7707 \t 1 \t 167 \t 0 \t 1\n", + "2 \t 7707 \t 167 \t 46 \t 25 \t 1 \t -4\n", + "3 \t 167 \t 25 \t 6 \t 17 \t -1 \t 5\n", + "4 \t 25 \t 17 \t 1 \t 8 \t 47 \t -234\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -283 \t 1409\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 330 \t -1643\n", + "\t\t\t\t\t -943 \t 4695\n", + "GCD(39203, 7874) = 1, with coefficients -943 and 4695 such that 1 = (-943)*39203 + (4695)*7874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7875 \t 4 \t 7703 \t 1 \t 0\n", + "1 \t 7875 \t 7703 \t 1 \t 172 \t 0 \t 1\n", + "2 \t 7703 \t 172 \t 44 \t 135 \t 1 \t -4\n", + "3 \t 172 \t 135 \t 1 \t 37 \t -1 \t 5\n", + "4 \t 135 \t 37 \t 3 \t 24 \t 45 \t -224\n", + "5 \t 37 \t 24 \t 1 \t 13 \t -46 \t 229\n", + "6 \t 24 \t 13 \t 1 \t 11 \t 183 \t -911\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -229 \t 1140\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 412 \t -2051\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -641 \t 3191\n", + "\t\t\t\t\t 3617 \t -18006\n", + "GCD(39203, 7875) = 1, with coefficients 3617 and -18006 such that 1 = (3617)*39203 + (-18006)*7875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7876 \t 4 \t 7699 \t 1 \t 0\n", + "1 \t 7876 \t 7699 \t 1 \t 177 \t 0 \t 1\n", + "2 \t 7699 \t 177 \t 43 \t 88 \t 1 \t -4\n", + "3 \t 177 \t 88 \t 2 \t 1 \t -1 \t 5\n", + "4 \t 88 \t 1 \t 88 \t 0 \t 44 \t -219\n", + "\t\t\t\t\t -89 \t 443\n", + "GCD(39203, 7876) = 1, with coefficients -89 and 443 such that 1 = (-89)*39203 + (443)*7876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7877 \t 4 \t 7695 \t 1 \t 0\n", + "1 \t 7877 \t 7695 \t 1 \t 182 \t 0 \t 1\n", + "2 \t 7695 \t 182 \t 42 \t 51 \t 1 \t -4\n", + "3 \t 182 \t 51 \t 3 \t 29 \t -1 \t 5\n", + "4 \t 51 \t 29 \t 1 \t 22 \t 43 \t -214\n", + "5 \t 29 \t 22 \t 1 \t 7 \t -130 \t 647\n", + "6 \t 22 \t 7 \t 3 \t 1 \t 173 \t -861\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -303 \t 1508\n", + "\t\t\t\t\t 1082 \t -5385\n", + "GCD(39203, 7877) = 1, with coefficients 1082 and -5385 such that 1 = (1082)*39203 + (-5385)*7877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7878 \t 4 \t 7691 \t 1 \t 0\n", + "1 \t 7878 \t 7691 \t 1 \t 187 \t 0 \t 1\n", + "2 \t 7691 \t 187 \t 41 \t 24 \t 1 \t -4\n", + "3 \t 187 \t 24 \t 7 \t 19 \t -1 \t 5\n", + "4 \t 24 \t 19 \t 1 \t 5 \t 42 \t -209\n", + "5 \t 19 \t 5 \t 3 \t 4 \t -295 \t 1468\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 337 \t -1677\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1306 \t 6499\n", + "\t\t\t\t\t 1643 \t -8176\n", + "GCD(39203, 7878) = 1, with coefficients 1643 and -8176 such that 1 = (1643)*39203 + (-8176)*7878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7879 \t 4 \t 7687 \t 1 \t 0\n", + "1 \t 7879 \t 7687 \t 1 \t 192 \t 0 \t 1\n", + "2 \t 7687 \t 192 \t 40 \t 7 \t 1 \t -4\n", + "3 \t 192 \t 7 \t 27 \t 3 \t -1 \t 5\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 41 \t -204\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1108 \t 5513\n", + "\t\t\t\t\t 2257 \t -11230\n", + "GCD(39203, 7879) = 1, with coefficients 2257 and -11230 such that 1 = (2257)*39203 + (-11230)*7879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7880 \t 4 \t 7683 \t 1 \t 0\n", + "1 \t 7880 \t 7683 \t 1 \t 197 \t 0 \t 1\n", + "2 \t 7683 \t 197 \t 39 \t 0 \t 1 \t -4\n", + "\t\t\t\t\t -1 \t 5\n", + "GCD(39203, 7880) = 197, with coefficients -1 and 5 such that 197 = (-1)*39203 + (5)*7880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7881 \t 4 \t 7679 \t 1 \t 0\n", + "1 \t 7881 \t 7679 \t 1 \t 202 \t 0 \t 1\n", + "2 \t 7679 \t 202 \t 38 \t 3 \t 1 \t -4\n", + "3 \t 202 \t 3 \t 67 \t 1 \t -1 \t 5\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 39 \t -194\n", + "\t\t\t\t\t -2614 \t 13003\n", + "GCD(39203, 7881) = 1, with coefficients -2614 and 13003 such that 1 = (-2614)*39203 + (13003)*7881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7882 \t 4 \t 7675 \t 1 \t 0\n", + "1 \t 7882 \t 7675 \t 1 \t 207 \t 0 \t 1\n", + "2 \t 7675 \t 207 \t 37 \t 16 \t 1 \t -4\n", + "3 \t 207 \t 16 \t 12 \t 15 \t -1 \t 5\n", + "4 \t 16 \t 15 \t 1 \t 1 \t 38 \t -189\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -457 \t 2273\n", + "\t\t\t\t\t 495 \t -2462\n", + "GCD(39203, 7882) = 1, with coefficients 495 and -2462 such that 1 = (495)*39203 + (-2462)*7882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7883 \t 4 \t 7671 \t 1 \t 0\n", + "1 \t 7883 \t 7671 \t 1 \t 212 \t 0 \t 1\n", + "2 \t 7671 \t 212 \t 36 \t 39 \t 1 \t -4\n", + "3 \t 212 \t 39 \t 5 \t 17 \t -1 \t 5\n", + "4 \t 39 \t 17 \t 2 \t 5 \t 37 \t -184\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -186 \t 925\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 409 \t -2034\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1413 \t 7027\n", + "\t\t\t\t\t 3235 \t -16088\n", + "GCD(39203, 7883) = 1, with coefficients 3235 and -16088 such that 1 = (3235)*39203 + (-16088)*7883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7884 \t 4 \t 7667 \t 1 \t 0\n", + "1 \t 7884 \t 7667 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 7667 \t 217 \t 35 \t 72 \t 1 \t -4\n", + "3 \t 217 \t 72 \t 3 \t 1 \t -1 \t 5\n", + "4 \t 72 \t 1 \t 72 \t 0 \t 36 \t -179\n", + "\t\t\t\t\t -109 \t 542\n", + "GCD(39203, 7884) = 1, with coefficients -109 and 542 such that 1 = (-109)*39203 + (542)*7884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7885 \t 4 \t 7663 \t 1 \t 0\n", + "1 \t 7885 \t 7663 \t 1 \t 222 \t 0 \t 1\n", + "2 \t 7663 \t 222 \t 34 \t 115 \t 1 \t -4\n", + "3 \t 222 \t 115 \t 1 \t 107 \t -1 \t 5\n", + "4 \t 115 \t 107 \t 1 \t 8 \t 35 \t -174\n", + "5 \t 107 \t 8 \t 13 \t 3 \t -36 \t 179\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 71 \t -353\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -959 \t 4768\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1989 \t -9889\n", + "\t\t\t\t\t -2948 \t 14657\n", + "GCD(39203, 7885) = 1, with coefficients -2948 and 14657 such that 1 = (-2948)*39203 + (14657)*7885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7886 \t 4 \t 7659 \t 1 \t 0\n", + "1 \t 7886 \t 7659 \t 1 \t 227 \t 0 \t 1\n", + "2 \t 7659 \t 227 \t 33 \t 168 \t 1 \t -4\n", + "3 \t 227 \t 168 \t 1 \t 59 \t -1 \t 5\n", + "4 \t 168 \t 59 \t 2 \t 50 \t 34 \t -169\n", + "5 \t 59 \t 50 \t 1 \t 9 \t -35 \t 174\n", + "6 \t 50 \t 9 \t 5 \t 5 \t 104 \t -517\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -139 \t 691\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 799 \t -3972\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -938 \t 4663\n", + "\t\t\t\t\t 1737 \t -8635\n", + "GCD(39203, 7886) = 1, with coefficients 1737 and -8635 such that 1 = (1737)*39203 + (-8635)*7886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7887 \t 4 \t 7655 \t 1 \t 0\n", + "1 \t 7887 \t 7655 \t 1 \t 232 \t 0 \t 1\n", + "2 \t 7655 \t 232 \t 32 \t 231 \t 1 \t -4\n", + "3 \t 232 \t 231 \t 1 \t 1 \t -1 \t 5\n", + "4 \t 231 \t 1 \t 231 \t 0 \t 33 \t -164\n", + "\t\t\t\t\t -34 \t 169\n", + "GCD(39203, 7887) = 1, with coefficients -34 and 169 such that 1 = (-34)*39203 + (169)*7887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7888 \t 4 \t 7651 \t 1 \t 0\n", + "1 \t 7888 \t 7651 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 7651 \t 237 \t 32 \t 67 \t 1 \t -4\n", + "3 \t 237 \t 67 \t 3 \t 36 \t -1 \t 5\n", + "4 \t 67 \t 36 \t 1 \t 31 \t 33 \t -164\n", + "5 \t 36 \t 31 \t 1 \t 5 \t -100 \t 497\n", + "6 \t 31 \t 5 \t 6 \t 1 \t 133 \t -661\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -233 \t 1158\n", + "\t\t\t\t\t 1531 \t -7609\n", + "GCD(39203, 7888) = 1, with coefficients 1531 and -7609 such that 1 = (1531)*39203 + (-7609)*7888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7889 \t 4 \t 7647 \t 1 \t 0\n", + "1 \t 7889 \t 7647 \t 1 \t 242 \t 0 \t 1\n", + "2 \t 7647 \t 242 \t 31 \t 145 \t 1 \t -4\n", + "3 \t 242 \t 145 \t 1 \t 97 \t -1 \t 5\n", + "4 \t 145 \t 97 \t 1 \t 48 \t 32 \t -159\n", + "5 \t 97 \t 48 \t 2 \t 1 \t -33 \t 164\n", + "6 \t 48 \t 1 \t 48 \t 0 \t 65 \t -323\n", + "\t\t\t\t\t -163 \t 810\n", + "GCD(39203, 7889) = 1, with coefficients -163 and 810 such that 1 = (-163)*39203 + (810)*7889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7890 \t 4 \t 7643 \t 1 \t 0\n", + "1 \t 7890 \t 7643 \t 1 \t 247 \t 0 \t 1\n", + "2 \t 7643 \t 247 \t 30 \t 233 \t 1 \t -4\n", + "3 \t 247 \t 233 \t 1 \t 14 \t -1 \t 5\n", + "4 \t 233 \t 14 \t 16 \t 9 \t 31 \t -154\n", + "5 \t 14 \t 9 \t 1 \t 5 \t -32 \t 159\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 543 \t -2698\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -575 \t 2857\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1118 \t -5555\n", + "\t\t\t\t\t -1693 \t 8412\n", + "GCD(39203, 7890) = 1, with coefficients -1693 and 8412 such that 1 = (-1693)*39203 + (8412)*7890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7891 \t 4 \t 7639 \t 1 \t 0\n", + "1 \t 7891 \t 7639 \t 1 \t 252 \t 0 \t 1\n", + "2 \t 7639 \t 252 \t 30 \t 79 \t 1 \t -4\n", + "3 \t 252 \t 79 \t 3 \t 15 \t -1 \t 5\n", + "4 \t 79 \t 15 \t 5 \t 4 \t 31 \t -154\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -94 \t 467\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 501 \t -2489\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1597 \t 7934\n", + "\t\t\t\t\t 2098 \t -10423\n", + "GCD(39203, 7891) = 1, with coefficients 2098 and -10423 such that 1 = (2098)*39203 + (-10423)*7891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7892 \t 4 \t 7635 \t 1 \t 0\n", + "1 \t 7892 \t 7635 \t 1 \t 257 \t 0 \t 1\n", + "2 \t 7635 \t 257 \t 29 \t 182 \t 1 \t -4\n", + "3 \t 257 \t 182 \t 1 \t 75 \t -1 \t 5\n", + "4 \t 182 \t 75 \t 2 \t 32 \t 30 \t -149\n", + "5 \t 75 \t 32 \t 2 \t 11 \t -31 \t 154\n", + "6 \t 32 \t 11 \t 2 \t 10 \t 92 \t -457\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -215 \t 1068\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 522 \t -2593\n", + "\t\t\t\t\t -737 \t 3661\n", + "GCD(39203, 7892) = 1, with coefficients -737 and 3661 such that 1 = (-737)*39203 + (3661)*7892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7893 \t 4 \t 7631 \t 1 \t 0\n", + "1 \t 7893 \t 7631 \t 1 \t 262 \t 0 \t 1\n", + "2 \t 7631 \t 262 \t 29 \t 33 \t 1 \t -4\n", + "3 \t 262 \t 33 \t 7 \t 31 \t -1 \t 5\n", + "4 \t 33 \t 31 \t 1 \t 2 \t 30 \t -149\n", + "5 \t 31 \t 2 \t 15 \t 1 \t -211 \t 1048\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 241 \t -1197\n", + "\t\t\t\t\t -3826 \t 19003\n", + "GCD(39203, 7893) = 1, with coefficients -3826 and 19003 such that 1 = (-3826)*39203 + (19003)*7893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7894 \t 4 \t 7627 \t 1 \t 0\n", + "1 \t 7894 \t 7627 \t 1 \t 267 \t 0 \t 1\n", + "2 \t 7627 \t 267 \t 28 \t 151 \t 1 \t -4\n", + "3 \t 267 \t 151 \t 1 \t 116 \t -1 \t 5\n", + "4 \t 151 \t 116 \t 1 \t 35 \t 29 \t -144\n", + "5 \t 116 \t 35 \t 3 \t 11 \t -30 \t 149\n", + "6 \t 35 \t 11 \t 3 \t 2 \t 59 \t -293\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -207 \t 1028\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 680 \t -3377\n", + "\t\t\t\t\t -3607 \t 17913\n", + "GCD(39203, 7894) = 1, with coefficients -3607 and 17913 such that 1 = (-3607)*39203 + (17913)*7894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7895 \t 4 \t 7623 \t 1 \t 0\n", + "1 \t 7895 \t 7623 \t 1 \t 272 \t 0 \t 1\n", + "2 \t 7623 \t 272 \t 28 \t 7 \t 1 \t -4\n", + "3 \t 272 \t 7 \t 38 \t 6 \t -1 \t 5\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 29 \t -144\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -1103 \t 5477\n", + "\t\t\t\t\t 1132 \t -5621\n", + "GCD(39203, 7895) = 1, with coefficients 1132 and -5621 such that 1 = (1132)*39203 + (-5621)*7895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7896 \t 4 \t 7619 \t 1 \t 0\n", + "1 \t 7896 \t 7619 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 7619 \t 277 \t 27 \t 140 \t 1 \t -4\n", + "3 \t 277 \t 140 \t 1 \t 137 \t -1 \t 5\n", + "4 \t 140 \t 137 \t 1 \t 3 \t 28 \t -139\n", + "5 \t 137 \t 3 \t 45 \t 2 \t -29 \t 144\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 57 \t -283\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2594 \t 12879\n", + "\t\t\t\t\t 2651 \t -13162\n", + "GCD(39203, 7896) = 1, with coefficients 2651 and -13162 such that 1 = (2651)*39203 + (-13162)*7896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7897 \t 4 \t 7615 \t 1 \t 0\n", + "1 \t 7897 \t 7615 \t 1 \t 282 \t 0 \t 1\n", + "2 \t 7615 \t 282 \t 27 \t 1 \t 1 \t -4\n", + "3 \t 282 \t 1 \t 282 \t 0 \t -1 \t 5\n", + "\t\t\t\t\t 28 \t -139\n", + "GCD(39203, 7897) = 1, with coefficients 28 and -139 such that 1 = (28)*39203 + (-139)*7897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7898 \t 4 \t 7611 \t 1 \t 0\n", + "1 \t 7898 \t 7611 \t 1 \t 287 \t 0 \t 1\n", + "2 \t 7611 \t 287 \t 26 \t 149 \t 1 \t -4\n", + "3 \t 287 \t 149 \t 1 \t 138 \t -1 \t 5\n", + "4 \t 149 \t 138 \t 1 \t 11 \t 27 \t -134\n", + "5 \t 138 \t 11 \t 12 \t 6 \t -28 \t 139\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 55 \t -273\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -688 \t 3415\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 743 \t -3688\n", + "\t\t\t\t\t -1431 \t 7103\n", + "GCD(39203, 7898) = 1, with coefficients -1431 and 7103 such that 1 = (-1431)*39203 + (7103)*7898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7899 \t 4 \t 7607 \t 1 \t 0\n", + "1 \t 7899 \t 7607 \t 1 \t 292 \t 0 \t 1\n", + "2 \t 7607 \t 292 \t 26 \t 15 \t 1 \t -4\n", + "3 \t 292 \t 15 \t 19 \t 7 \t -1 \t 5\n", + "4 \t 15 \t 7 \t 2 \t 1 \t 27 \t -134\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -514 \t 2551\n", + "\t\t\t\t\t 1055 \t -5236\n", + "GCD(39203, 7899) = 1, with coefficients 1055 and -5236 such that 1 = (1055)*39203 + (-5236)*7899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7900 \t 4 \t 7603 \t 1 \t 0\n", + "1 \t 7900 \t 7603 \t 1 \t 297 \t 0 \t 1\n", + "2 \t 7603 \t 297 \t 25 \t 178 \t 1 \t -4\n", + "3 \t 297 \t 178 \t 1 \t 119 \t -1 \t 5\n", + "4 \t 178 \t 119 \t 1 \t 59 \t 26 \t -129\n", + "5 \t 119 \t 59 \t 2 \t 1 \t -27 \t 134\n", + "6 \t 59 \t 1 \t 59 \t 0 \t 53 \t -263\n", + "\t\t\t\t\t -133 \t 660\n", + "GCD(39203, 7900) = 1, with coefficients -133 and 660 such that 1 = (-133)*39203 + (660)*7900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7901 \t 4 \t 7599 \t 1 \t 0\n", + "1 \t 7901 \t 7599 \t 1 \t 302 \t 0 \t 1\n", + "2 \t 7599 \t 302 \t 25 \t 49 \t 1 \t -4\n", + "3 \t 302 \t 49 \t 6 \t 8 \t -1 \t 5\n", + "4 \t 49 \t 8 \t 6 \t 1 \t 26 \t -129\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -157 \t 779\n", + "\t\t\t\t\t 968 \t -4803\n", + "GCD(39203, 7901) = 1, with coefficients 968 and -4803 such that 1 = (968)*39203 + (-4803)*7901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7902 \t 4 \t 7595 \t 1 \t 0\n", + "1 \t 7902 \t 7595 \t 1 \t 307 \t 0 \t 1\n", + "2 \t 7595 \t 307 \t 24 \t 227 \t 1 \t -4\n", + "3 \t 307 \t 227 \t 1 \t 80 \t -1 \t 5\n", + "4 \t 227 \t 80 \t 2 \t 67 \t 25 \t -124\n", + "5 \t 80 \t 67 \t 1 \t 13 \t -26 \t 129\n", + "6 \t 67 \t 13 \t 5 \t 2 \t 77 \t -382\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -103 \t 511\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 592 \t -2937\n", + "\t\t\t\t\t -3655 \t 18133\n", + "GCD(39203, 7902) = 1, with coefficients -3655 and 18133 such that 1 = (-3655)*39203 + (18133)*7902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7903 \t 4 \t 7591 \t 1 \t 0\n", + "1 \t 7903 \t 7591 \t 1 \t 312 \t 0 \t 1\n", + "2 \t 7591 \t 312 \t 24 \t 103 \t 1 \t -4\n", + "3 \t 312 \t 103 \t 3 \t 3 \t -1 \t 5\n", + "4 \t 103 \t 3 \t 34 \t 1 \t 25 \t -124\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -76 \t 377\n", + "\t\t\t\t\t 2609 \t -12942\n", + "GCD(39203, 7903) = 1, with coefficients 2609 and -12942 such that 1 = (2609)*39203 + (-12942)*7903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7904 \t 4 \t 7587 \t 1 \t 0\n", + "1 \t 7904 \t 7587 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 7587 \t 317 \t 23 \t 296 \t 1 \t -4\n", + "3 \t 317 \t 296 \t 1 \t 21 \t -1 \t 5\n", + "4 \t 296 \t 21 \t 14 \t 2 \t 24 \t -119\n", + "5 \t 21 \t 2 \t 10 \t 1 \t -25 \t 124\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 374 \t -1855\n", + "\t\t\t\t\t -3765 \t 18674\n", + "GCD(39203, 7904) = 1, with coefficients -3765 and 18674 such that 1 = (-3765)*39203 + (18674)*7904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7905 \t 4 \t 7583 \t 1 \t 0\n", + "1 \t 7905 \t 7583 \t 1 \t 322 \t 0 \t 1\n", + "2 \t 7583 \t 322 \t 23 \t 177 \t 1 \t -4\n", + "3 \t 322 \t 177 \t 1 \t 145 \t -1 \t 5\n", + "4 \t 177 \t 145 \t 1 \t 32 \t 24 \t -119\n", + "5 \t 145 \t 32 \t 4 \t 17 \t -25 \t 124\n", + "6 \t 32 \t 17 \t 1 \t 15 \t 49 \t -243\n", + "7 \t 17 \t 15 \t 1 \t 2 \t -221 \t 1096\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 270 \t -1339\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -491 \t 2435\n", + "\t\t\t\t\t 3707 \t -18384\n", + "GCD(39203, 7905) = 1, with coefficients 3707 and -18384 such that 1 = (3707)*39203 + (-18384)*7905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7906 \t 4 \t 7579 \t 1 \t 0\n", + "1 \t 7906 \t 7579 \t 1 \t 327 \t 0 \t 1\n", + "2 \t 7579 \t 327 \t 23 \t 58 \t 1 \t -4\n", + "3 \t 327 \t 58 \t 5 \t 37 \t -1 \t 5\n", + "4 \t 58 \t 37 \t 1 \t 21 \t 24 \t -119\n", + "5 \t 37 \t 21 \t 1 \t 16 \t -121 \t 600\n", + "6 \t 21 \t 16 \t 1 \t 5 \t 145 \t -719\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -266 \t 1319\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 411 \t -2038\n", + "\t\t\t\t\t -1499 \t 7433\n", + "GCD(39203, 7906) = 1, with coefficients -1499 and 7433 such that 1 = (-1499)*39203 + (7433)*7906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7907 \t 4 \t 7575 \t 1 \t 0\n", + "1 \t 7907 \t 7575 \t 1 \t 332 \t 0 \t 1\n", + "2 \t 7575 \t 332 \t 22 \t 271 \t 1 \t -4\n", + "3 \t 332 \t 271 \t 1 \t 61 \t -1 \t 5\n", + "4 \t 271 \t 61 \t 4 \t 27 \t 23 \t -114\n", + "5 \t 61 \t 27 \t 2 \t 7 \t -24 \t 119\n", + "6 \t 27 \t 7 \t 3 \t 6 \t 119 \t -590\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -262 \t 1299\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 905 \t -4487\n", + "\t\t\t\t\t -1167 \t 5786\n", + "GCD(39203, 7907) = 1, with coefficients -1167 and 5786 such that 1 = (-1167)*39203 + (5786)*7907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7908 \t 4 \t 7571 \t 1 \t 0\n", + "1 \t 7908 \t 7571 \t 1 \t 337 \t 0 \t 1\n", + "2 \t 7571 \t 337 \t 22 \t 157 \t 1 \t -4\n", + "3 \t 337 \t 157 \t 2 \t 23 \t -1 \t 5\n", + "4 \t 157 \t 23 \t 6 \t 19 \t 23 \t -114\n", + "5 \t 23 \t 19 \t 1 \t 4 \t -47 \t 233\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 305 \t -1512\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -352 \t 1745\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1713 \t -8492\n", + "\t\t\t\t\t -2065 \t 10237\n", + "GCD(39203, 7908) = 1, with coefficients -2065 and 10237 such that 1 = (-2065)*39203 + (10237)*7908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7909 \t 4 \t 7567 \t 1 \t 0\n", + "1 \t 7909 \t 7567 \t 1 \t 342 \t 0 \t 1\n", + "2 \t 7567 \t 342 \t 22 \t 43 \t 1 \t -4\n", + "3 \t 342 \t 43 \t 7 \t 41 \t -1 \t 5\n", + "4 \t 43 \t 41 \t 1 \t 2 \t 23 \t -114\n", + "5 \t 41 \t 2 \t 20 \t 1 \t -162 \t 803\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 185 \t -917\n", + "\t\t\t\t\t -3862 \t 19143\n", + "GCD(39203, 7909) = 1, with coefficients -3862 and 19143 such that 1 = (-3862)*39203 + (19143)*7909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7910 \t 4 \t 7563 \t 1 \t 0\n", + "1 \t 7910 \t 7563 \t 1 \t 347 \t 0 \t 1\n", + "2 \t 7563 \t 347 \t 21 \t 276 \t 1 \t -4\n", + "3 \t 347 \t 276 \t 1 \t 71 \t -1 \t 5\n", + "4 \t 276 \t 71 \t 3 \t 63 \t 22 \t -109\n", + "5 \t 71 \t 63 \t 1 \t 8 \t -23 \t 114\n", + "6 \t 63 \t 8 \t 7 \t 7 \t 91 \t -451\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -114 \t 565\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 889 \t -4406\n", + "\t\t\t\t\t -1003 \t 4971\n", + "GCD(39203, 7910) = 1, with coefficients -1003 and 4971 such that 1 = (-1003)*39203 + (4971)*7910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7911 \t 4 \t 7559 \t 1 \t 0\n", + "1 \t 7911 \t 7559 \t 1 \t 352 \t 0 \t 1\n", + "2 \t 7559 \t 352 \t 21 \t 167 \t 1 \t -4\n", + "3 \t 352 \t 167 \t 2 \t 18 \t -1 \t 5\n", + "4 \t 167 \t 18 \t 9 \t 5 \t 22 \t -109\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -45 \t 223\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 427 \t -2116\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1326 \t 6571\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1753 \t -8687\n", + "\t\t\t\t\t -3079 \t 15258\n", + "GCD(39203, 7911) = 1, with coefficients -3079 and 15258 such that 1 = (-3079)*39203 + (15258)*7911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7912 \t 4 \t 7555 \t 1 \t 0\n", + "1 \t 7912 \t 7555 \t 1 \t 357 \t 0 \t 1\n", + "2 \t 7555 \t 357 \t 21 \t 58 \t 1 \t -4\n", + "3 \t 357 \t 58 \t 6 \t 9 \t -1 \t 5\n", + "4 \t 58 \t 9 \t 6 \t 4 \t 22 \t -109\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -133 \t 659\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 820 \t -4063\n", + "\t\t\t\t\t -1773 \t 8785\n", + "GCD(39203, 7912) = 1, with coefficients -1773 and 8785 such that 1 = (-1773)*39203 + (8785)*7912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7913 \t 4 \t 7551 \t 1 \t 0\n", + "1 \t 7913 \t 7551 \t 1 \t 362 \t 0 \t 1\n", + "2 \t 7551 \t 362 \t 20 \t 311 \t 1 \t -4\n", + "3 \t 362 \t 311 \t 1 \t 51 \t -1 \t 5\n", + "4 \t 311 \t 51 \t 6 \t 5 \t 21 \t -104\n", + "5 \t 51 \t 5 \t 10 \t 1 \t -22 \t 109\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 153 \t -758\n", + "\t\t\t\t\t -1552 \t 7689\n", + "GCD(39203, 7913) = 1, with coefficients -1552 and 7689 such that 1 = (-1552)*39203 + (7689)*7913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7914 \t 4 \t 7547 \t 1 \t 0\n", + "1 \t 7914 \t 7547 \t 1 \t 367 \t 0 \t 1\n", + "2 \t 7547 \t 367 \t 20 \t 207 \t 1 \t -4\n", + "3 \t 367 \t 207 \t 1 \t 160 \t -1 \t 5\n", + "4 \t 207 \t 160 \t 1 \t 47 \t 21 \t -104\n", + "5 \t 160 \t 47 \t 3 \t 19 \t -22 \t 109\n", + "6 \t 47 \t 19 \t 2 \t 9 \t 43 \t -213\n", + "7 \t 19 \t 9 \t 2 \t 1 \t -151 \t 748\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 345 \t -1709\n", + "\t\t\t\t\t -841 \t 4166\n", + "GCD(39203, 7914) = 1, with coefficients -841 and 4166 such that 1 = (-841)*39203 + (4166)*7914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7915 \t 4 \t 7543 \t 1 \t 0\n", + "1 \t 7915 \t 7543 \t 1 \t 372 \t 0 \t 1\n", + "2 \t 7543 \t 372 \t 20 \t 103 \t 1 \t -4\n", + "3 \t 372 \t 103 \t 3 \t 63 \t -1 \t 5\n", + "4 \t 103 \t 63 \t 1 \t 40 \t 21 \t -104\n", + "5 \t 63 \t 40 \t 1 \t 23 \t -64 \t 317\n", + "6 \t 40 \t 23 \t 1 \t 17 \t 85 \t -421\n", + "7 \t 23 \t 17 \t 1 \t 6 \t -149 \t 738\n", + "8 \t 17 \t 6 \t 2 \t 5 \t 234 \t -1159\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -383 \t 1897\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1000 \t -4953\n", + "\t\t\t\t\t -1383 \t 6850\n", + "GCD(39203, 7915) = 1, with coefficients -1383 and 6850 such that 1 = (-1383)*39203 + (6850)*7915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7916 \t 4 \t 7539 \t 1 \t 0\n", + "1 \t 7916 \t 7539 \t 1 \t 377 \t 0 \t 1\n", + "2 \t 7539 \t 377 \t 19 \t 376 \t 1 \t -4\n", + "3 \t 377 \t 376 \t 1 \t 1 \t -1 \t 5\n", + "4 \t 376 \t 1 \t 376 \t 0 \t 20 \t -99\n", + "\t\t\t\t\t -21 \t 104\n", + "GCD(39203, 7916) = 1, with coefficients -21 and 104 such that 1 = (-21)*39203 + (104)*7916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7917 \t 4 \t 7535 \t 1 \t 0\n", + "1 \t 7917 \t 7535 \t 1 \t 382 \t 0 \t 1\n", + "2 \t 7535 \t 382 \t 19 \t 277 \t 1 \t -4\n", + "3 \t 382 \t 277 \t 1 \t 105 \t -1 \t 5\n", + "4 \t 277 \t 105 \t 2 \t 67 \t 20 \t -99\n", + "5 \t 105 \t 67 \t 1 \t 38 \t -21 \t 104\n", + "6 \t 67 \t 38 \t 1 \t 29 \t 62 \t -307\n", + "7 \t 38 \t 29 \t 1 \t 9 \t -83 \t 411\n", + "8 \t 29 \t 9 \t 3 \t 2 \t 145 \t -718\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -228 \t 1129\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 829 \t -4105\n", + "\t\t\t\t\t -3544 \t 17549\n", + "GCD(39203, 7917) = 1, with coefficients -3544 and 17549 such that 1 = (-3544)*39203 + (17549)*7917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7918 \t 4 \t 7531 \t 1 \t 0\n", + "1 \t 7918 \t 7531 \t 1 \t 387 \t 0 \t 1\n", + "2 \t 7531 \t 387 \t 19 \t 178 \t 1 \t -4\n", + "3 \t 387 \t 178 \t 2 \t 31 \t -1 \t 5\n", + "4 \t 178 \t 31 \t 5 \t 23 \t 20 \t -99\n", + "5 \t 31 \t 23 \t 1 \t 8 \t -41 \t 203\n", + "6 \t 23 \t 8 \t 2 \t 7 \t 225 \t -1114\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -266 \t 1317\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 757 \t -3748\n", + "\t\t\t\t\t -1023 \t 5065\n", + "GCD(39203, 7918) = 1, with coefficients -1023 and 5065 such that 1 = (-1023)*39203 + (5065)*7918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7919 \t 4 \t 7527 \t 1 \t 0\n", + "1 \t 7919 \t 7527 \t 1 \t 392 \t 0 \t 1\n", + "2 \t 7527 \t 392 \t 19 \t 79 \t 1 \t -4\n", + "3 \t 392 \t 79 \t 4 \t 76 \t -1 \t 5\n", + "4 \t 79 \t 76 \t 1 \t 3 \t 20 \t -99\n", + "5 \t 76 \t 3 \t 25 \t 1 \t -81 \t 401\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 101 \t -500\n", + "\t\t\t\t\t -2606 \t 12901\n", + "GCD(39203, 7919) = 1, with coefficients -2606 and 12901 such that 1 = (-2606)*39203 + (12901)*7919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7920 \t 4 \t 7523 \t 1 \t 0\n", + "1 \t 7920 \t 7523 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 7523 \t 397 \t 18 \t 377 \t 1 \t -4\n", + "3 \t 397 \t 377 \t 1 \t 20 \t -1 \t 5\n", + "4 \t 377 \t 20 \t 18 \t 17 \t 19 \t -94\n", + "5 \t 20 \t 17 \t 1 \t 3 \t -20 \t 99\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 379 \t -1876\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -399 \t 1975\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2374 \t -11751\n", + "\t\t\t\t\t -2773 \t 13726\n", + "GCD(39203, 7920) = 1, with coefficients -2773 and 13726 such that 1 = (-2773)*39203 + (13726)*7920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7921 \t 4 \t 7519 \t 1 \t 0\n", + "1 \t 7921 \t 7519 \t 1 \t 402 \t 0 \t 1\n", + "2 \t 7519 \t 402 \t 18 \t 283 \t 1 \t -4\n", + "3 \t 402 \t 283 \t 1 \t 119 \t -1 \t 5\n", + "4 \t 283 \t 119 \t 2 \t 45 \t 19 \t -94\n", + "5 \t 119 \t 45 \t 2 \t 29 \t -20 \t 99\n", + "6 \t 45 \t 29 \t 1 \t 16 \t 59 \t -292\n", + "7 \t 29 \t 16 \t 1 \t 13 \t -138 \t 683\n", + "8 \t 16 \t 13 \t 1 \t 3 \t 197 \t -975\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -335 \t 1658\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 532 \t -2633\n", + "\t\t\t\t\t -2463 \t 12190\n", + "GCD(39203, 7921) = 1, with coefficients -2463 and 12190 such that 1 = (-2463)*39203 + (12190)*7921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7922 \t 4 \t 7515 \t 1 \t 0\n", + "1 \t 7922 \t 7515 \t 1 \t 407 \t 0 \t 1\n", + "2 \t 7515 \t 407 \t 18 \t 189 \t 1 \t -4\n", + "3 \t 407 \t 189 \t 2 \t 29 \t -1 \t 5\n", + "4 \t 189 \t 29 \t 6 \t 15 \t 19 \t -94\n", + "5 \t 29 \t 15 \t 1 \t 14 \t -39 \t 193\n", + "6 \t 15 \t 14 \t 1 \t 1 \t 253 \t -1252\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -292 \t 1445\n", + "\t\t\t\t\t 545 \t -2697\n", + "GCD(39203, 7922) = 1, with coefficients 545 and -2697 such that 1 = (545)*39203 + (-2697)*7922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7923 \t 4 \t 7511 \t 1 \t 0\n", + "1 \t 7923 \t 7511 \t 1 \t 412 \t 0 \t 1\n", + "2 \t 7511 \t 412 \t 18 \t 95 \t 1 \t -4\n", + "3 \t 412 \t 95 \t 4 \t 32 \t -1 \t 5\n", + "4 \t 95 \t 32 \t 2 \t 31 \t 19 \t -94\n", + "5 \t 32 \t 31 \t 1 \t 1 \t -77 \t 381\n", + "6 \t 31 \t 1 \t 31 \t 0 \t 173 \t -856\n", + "\t\t\t\t\t -250 \t 1237\n", + "GCD(39203, 7923) = 1, with coefficients -250 and 1237 such that 1 = (-250)*39203 + (1237)*7923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7924 \t 4 \t 7507 \t 1 \t 0\n", + "1 \t 7924 \t 7507 \t 1 \t 417 \t 0 \t 1\n", + "2 \t 7507 \t 417 \t 18 \t 1 \t 1 \t -4\n", + "3 \t 417 \t 1 \t 417 \t 0 \t -1 \t 5\n", + "\t\t\t\t\t 19 \t -94\n", + "GCD(39203, 7924) = 1, with coefficients 19 and -94 such that 1 = (19)*39203 + (-94)*7924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7925 \t 4 \t 7503 \t 1 \t 0\n", + "1 \t 7925 \t 7503 \t 1 \t 422 \t 0 \t 1\n", + "2 \t 7503 \t 422 \t 17 \t 329 \t 1 \t -4\n", + "3 \t 422 \t 329 \t 1 \t 93 \t -1 \t 5\n", + "4 \t 329 \t 93 \t 3 \t 50 \t 18 \t -89\n", + "5 \t 93 \t 50 \t 1 \t 43 \t -19 \t 94\n", + "6 \t 50 \t 43 \t 1 \t 7 \t 75 \t -371\n", + "7 \t 43 \t 7 \t 6 \t 1 \t -94 \t 465\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 169 \t -836\n", + "\t\t\t\t\t -1108 \t 5481\n", + "GCD(39203, 7925) = 1, with coefficients -1108 and 5481 such that 1 = (-1108)*39203 + (5481)*7925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7926 \t 4 \t 7499 \t 1 \t 0\n", + "1 \t 7926 \t 7499 \t 1 \t 427 \t 0 \t 1\n", + "2 \t 7499 \t 427 \t 17 \t 240 \t 1 \t -4\n", + "3 \t 427 \t 240 \t 1 \t 187 \t -1 \t 5\n", + "4 \t 240 \t 187 \t 1 \t 53 \t 18 \t -89\n", + "5 \t 187 \t 53 \t 3 \t 28 \t -19 \t 94\n", + "6 \t 53 \t 28 \t 1 \t 25 \t 37 \t -183\n", + "7 \t 28 \t 25 \t 1 \t 3 \t -130 \t 643\n", + "8 \t 25 \t 3 \t 8 \t 1 \t 167 \t -826\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -297 \t 1469\n", + "\t\t\t\t\t 2543 \t -12578\n", + "GCD(39203, 7926) = 1, with coefficients 2543 and -12578 such that 1 = (2543)*39203 + (-12578)*7926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7927 \t 4 \t 7495 \t 1 \t 0\n", + "1 \t 7927 \t 7495 \t 1 \t 432 \t 0 \t 1\n", + "2 \t 7495 \t 432 \t 17 \t 151 \t 1 \t -4\n", + "3 \t 432 \t 151 \t 2 \t 130 \t -1 \t 5\n", + "4 \t 151 \t 130 \t 1 \t 21 \t 18 \t -89\n", + "5 \t 130 \t 21 \t 6 \t 4 \t -37 \t 183\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 55 \t -272\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -367 \t 1815\n", + "\t\t\t\t\t 1890 \t -9347\n", + "GCD(39203, 7927) = 1, with coefficients 1890 and -9347 such that 1 = (1890)*39203 + (-9347)*7927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7928 \t 4 \t 7491 \t 1 \t 0\n", + "1 \t 7928 \t 7491 \t 1 \t 437 \t 0 \t 1\n", + "2 \t 7491 \t 437 \t 17 \t 62 \t 1 \t -4\n", + "3 \t 437 \t 62 \t 7 \t 3 \t -1 \t 5\n", + "4 \t 62 \t 3 \t 20 \t 2 \t 18 \t -89\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -127 \t 628\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2558 \t -12649\n", + "\t\t\t\t\t -2685 \t 13277\n", + "GCD(39203, 7928) = 1, with coefficients -2685 and 13277 such that 1 = (-2685)*39203 + (13277)*7928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7929 \t 4 \t 7487 \t 1 \t 0\n", + "1 \t 7929 \t 7487 \t 1 \t 442 \t 0 \t 1\n", + "2 \t 7487 \t 442 \t 16 \t 415 \t 1 \t -4\n", + "3 \t 442 \t 415 \t 1 \t 27 \t -1 \t 5\n", + "4 \t 415 \t 27 \t 15 \t 10 \t 17 \t -84\n", + "5 \t 27 \t 10 \t 2 \t 7 \t -18 \t 89\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 287 \t -1419\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -592 \t 2927\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 879 \t -4346\n", + "\t\t\t\t\t -2350 \t 11619\n", + "GCD(39203, 7929) = 1, with coefficients -2350 and 11619 such that 1 = (-2350)*39203 + (11619)*7929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7930 \t 4 \t 7483 \t 1 \t 0\n", + "1 \t 7930 \t 7483 \t 1 \t 447 \t 0 \t 1\n", + "2 \t 7483 \t 447 \t 16 \t 331 \t 1 \t -4\n", + "3 \t 447 \t 331 \t 1 \t 116 \t -1 \t 5\n", + "4 \t 331 \t 116 \t 2 \t 99 \t 17 \t -84\n", + "5 \t 116 \t 99 \t 1 \t 17 \t -18 \t 89\n", + "6 \t 99 \t 17 \t 5 \t 14 \t 53 \t -262\n", + "7 \t 17 \t 14 \t 1 \t 3 \t -71 \t 351\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 408 \t -2017\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -479 \t 2368\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2324 \t -11489\n", + "\t\t\t\t\t -2803 \t 13857\n", + "GCD(39203, 7930) = 1, with coefficients -2803 and 13857 such that 1 = (-2803)*39203 + (13857)*7930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7931 \t 4 \t 7479 \t 1 \t 0\n", + "1 \t 7931 \t 7479 \t 1 \t 452 \t 0 \t 1\n", + "2 \t 7479 \t 452 \t 16 \t 247 \t 1 \t -4\n", + "3 \t 452 \t 247 \t 1 \t 205 \t -1 \t 5\n", + "4 \t 247 \t 205 \t 1 \t 42 \t 17 \t -84\n", + "5 \t 205 \t 42 \t 4 \t 37 \t -18 \t 89\n", + "6 \t 42 \t 37 \t 1 \t 5 \t 35 \t -173\n", + "7 \t 37 \t 5 \t 7 \t 2 \t -158 \t 781\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 193 \t -954\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1509 \t 7459\n", + "\t\t\t\t\t 3211 \t -15872\n", + "GCD(39203, 7931) = 1, with coefficients 3211 and -15872 such that 1 = (3211)*39203 + (-15872)*7931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7932 \t 4 \t 7475 \t 1 \t 0\n", + "1 \t 7932 \t 7475 \t 1 \t 457 \t 0 \t 1\n", + "2 \t 7475 \t 457 \t 16 \t 163 \t 1 \t -4\n", + "3 \t 457 \t 163 \t 2 \t 131 \t -1 \t 5\n", + "4 \t 163 \t 131 \t 1 \t 32 \t 17 \t -84\n", + "5 \t 131 \t 32 \t 4 \t 3 \t -35 \t 173\n", + "6 \t 32 \t 3 \t 10 \t 2 \t 52 \t -257\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -243 \t 1201\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2482 \t -12267\n", + "\t\t\t\t\t -2725 \t 13468\n", + "GCD(39203, 7932) = 1, with coefficients -2725 and 13468 such that 1 = (-2725)*39203 + (13468)*7932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7933 \t 4 \t 7471 \t 1 \t 0\n", + "1 \t 7933 \t 7471 \t 1 \t 462 \t 0 \t 1\n", + "2 \t 7471 \t 462 \t 16 \t 79 \t 1 \t -4\n", + "3 \t 462 \t 79 \t 5 \t 67 \t -1 \t 5\n", + "4 \t 79 \t 67 \t 1 \t 12 \t 17 \t -84\n", + "5 \t 67 \t 12 \t 5 \t 7 \t -86 \t 425\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 103 \t -509\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -601 \t 2970\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 704 \t -3479\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1305 \t 6449\n", + "\t\t\t\t\t 3314 \t -16377\n", + "GCD(39203, 7933) = 1, with coefficients 3314 and -16377 such that 1 = (3314)*39203 + (-16377)*7933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7934 \t 4 \t 7467 \t 1 \t 0\n", + "1 \t 7934 \t 7467 \t 1 \t 467 \t 0 \t 1\n", + "2 \t 7467 \t 467 \t 15 \t 462 \t 1 \t -4\n", + "3 \t 467 \t 462 \t 1 \t 5 \t -1 \t 5\n", + "4 \t 462 \t 5 \t 92 \t 2 \t 16 \t -79\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -17 \t 84\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1580 \t -7807\n", + "\t\t\t\t\t -3177 \t 15698\n", + "GCD(39203, 7934) = 1, with coefficients -3177 and 15698 such that 1 = (-3177)*39203 + (15698)*7934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7935 \t 4 \t 7463 \t 1 \t 0\n", + "1 \t 7935 \t 7463 \t 1 \t 472 \t 0 \t 1\n", + "2 \t 7463 \t 472 \t 15 \t 383 \t 1 \t -4\n", + "3 \t 472 \t 383 \t 1 \t 89 \t -1 \t 5\n", + "4 \t 383 \t 89 \t 4 \t 27 \t 16 \t -79\n", + "5 \t 89 \t 27 \t 3 \t 8 \t -17 \t 84\n", + "6 \t 27 \t 8 \t 3 \t 3 \t 84 \t -415\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -269 \t 1329\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 891 \t -4402\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2051 \t 10133\n", + "\t\t\t\t\t 2942 \t -14535\n", + "GCD(39203, 7935) = 1, with coefficients 2942 and -14535 such that 1 = (2942)*39203 + (-14535)*7935\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7936 \t 4 \t 7459 \t 1 \t 0\n", + "1 \t 7936 \t 7459 \t 1 \t 477 \t 0 \t 1\n", + "2 \t 7459 \t 477 \t 15 \t 304 \t 1 \t -4\n", + "3 \t 477 \t 304 \t 1 \t 173 \t -1 \t 5\n", + "4 \t 304 \t 173 \t 1 \t 131 \t 16 \t -79\n", + "5 \t 173 \t 131 \t 1 \t 42 \t -17 \t 84\n", + "6 \t 131 \t 42 \t 3 \t 5 \t 33 \t -163\n", + "7 \t 42 \t 5 \t 8 \t 2 \t -50 \t 247\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 183 \t -904\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1514 \t 7479\n", + "\t\t\t\t\t 3211 \t -15862\n", + "GCD(39203, 7936) = 1, with coefficients 3211 and -15862 such that 1 = (3211)*39203 + (-15862)*7936\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7937 \t 4 \t 7455 \t 1 \t 0\n", + "1 \t 7937 \t 7455 \t 1 \t 482 \t 0 \t 1\n", + "2 \t 7455 \t 482 \t 15 \t 225 \t 1 \t -4\n", + "3 \t 482 \t 225 \t 2 \t 32 \t -1 \t 5\n", + "4 \t 225 \t 32 \t 7 \t 1 \t 16 \t -79\n", + "5 \t 32 \t 1 \t 32 \t 0 \t -33 \t 163\n", + "\t\t\t\t\t 247 \t -1220\n", + "GCD(39203, 7937) = 1, with coefficients 247 and -1220 such that 1 = (247)*39203 + (-1220)*7937\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7938 \t 4 \t 7451 \t 1 \t 0\n", + "1 \t 7938 \t 7451 \t 1 \t 487 \t 0 \t 1\n", + "2 \t 7451 \t 487 \t 15 \t 146 \t 1 \t -4\n", + "3 \t 487 \t 146 \t 3 \t 49 \t -1 \t 5\n", + "4 \t 146 \t 49 \t 2 \t 48 \t 16 \t -79\n", + "5 \t 49 \t 48 \t 1 \t 1 \t -49 \t 242\n", + "6 \t 48 \t 1 \t 48 \t 0 \t 114 \t -563\n", + "\t\t\t\t\t -163 \t 805\n", + "GCD(39203, 7938) = 1, with coefficients -163 and 805 such that 1 = (-163)*39203 + (805)*7938\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7939 \t 4 \t 7447 \t 1 \t 0\n", + "1 \t 7939 \t 7447 \t 1 \t 492 \t 0 \t 1\n", + "2 \t 7447 \t 492 \t 15 \t 67 \t 1 \t -4\n", + "3 \t 492 \t 67 \t 7 \t 23 \t -1 \t 5\n", + "4 \t 67 \t 23 \t 2 \t 21 \t 16 \t -79\n", + "5 \t 23 \t 21 \t 1 \t 2 \t -113 \t 558\n", + "6 \t 21 \t 2 \t 10 \t 1 \t 242 \t -1195\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -355 \t 1753\n", + "\t\t\t\t\t 3792 \t -18725\n", + "GCD(39203, 7939) = 1, with coefficients 3792 and -18725 such that 1 = (3792)*39203 + (-18725)*7939\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7940 \t 4 \t 7443 \t 1 \t 0\n", + "1 \t 7940 \t 7443 \t 1 \t 497 \t 0 \t 1\n", + "2 \t 7443 \t 497 \t 14 \t 485 \t 1 \t -4\n", + "3 \t 497 \t 485 \t 1 \t 12 \t -1 \t 5\n", + "4 \t 485 \t 12 \t 40 \t 5 \t 15 \t -74\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -16 \t 79\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 655 \t -3234\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1326 \t 6547\n", + "\t\t\t\t\t 3307 \t -16328\n", + "GCD(39203, 7940) = 1, with coefficients 3307 and -16328 such that 1 = (3307)*39203 + (-16328)*7940\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7941 \t 4 \t 7439 \t 1 \t 0\n", + "1 \t 7941 \t 7439 \t 1 \t 502 \t 0 \t 1\n", + "2 \t 7439 \t 502 \t 14 \t 411 \t 1 \t -4\n", + "3 \t 502 \t 411 \t 1 \t 91 \t -1 \t 5\n", + "4 \t 411 \t 91 \t 4 \t 47 \t 15 \t -74\n", + "5 \t 91 \t 47 \t 1 \t 44 \t -16 \t 79\n", + "6 \t 47 \t 44 \t 1 \t 3 \t 79 \t -390\n", + "7 \t 44 \t 3 \t 14 \t 2 \t -95 \t 469\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 174 \t -859\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2531 \t 12495\n", + "\t\t\t\t\t 2705 \t -13354\n", + "GCD(39203, 7941) = 1, with coefficients 2705 and -13354 such that 1 = (2705)*39203 + (-13354)*7941\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7942 \t 4 \t 7435 \t 1 \t 0\n", + "1 \t 7942 \t 7435 \t 1 \t 507 \t 0 \t 1\n", + "2 \t 7435 \t 507 \t 14 \t 337 \t 1 \t -4\n", + "3 \t 507 \t 337 \t 1 \t 170 \t -1 \t 5\n", + "4 \t 337 \t 170 \t 1 \t 167 \t 15 \t -74\n", + "5 \t 170 \t 167 \t 1 \t 3 \t -16 \t 79\n", + "6 \t 167 \t 3 \t 55 \t 2 \t 31 \t -153\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -47 \t 232\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2616 \t -12913\n", + "\t\t\t\t\t -2663 \t 13145\n", + "GCD(39203, 7942) = 1, with coefficients -2663 and 13145 such that 1 = (-2663)*39203 + (13145)*7942\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7943 \t 4 \t 7431 \t 1 \t 0\n", + "1 \t 7943 \t 7431 \t 1 \t 512 \t 0 \t 1\n", + "2 \t 7431 \t 512 \t 14 \t 263 \t 1 \t -4\n", + "3 \t 512 \t 263 \t 1 \t 249 \t -1 \t 5\n", + "4 \t 263 \t 249 \t 1 \t 14 \t 15 \t -74\n", + "5 \t 249 \t 14 \t 17 \t 11 \t -16 \t 79\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 31 \t -153\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -543 \t 2680\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 574 \t -2833\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2265 \t 11179\n", + "\t\t\t\t\t 2839 \t -14012\n", + "GCD(39203, 7943) = 1, with coefficients 2839 and -14012 such that 1 = (2839)*39203 + (-14012)*7943\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7944 \t 4 \t 7427 \t 1 \t 0\n", + "1 \t 7944 \t 7427 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 7427 \t 517 \t 14 \t 189 \t 1 \t -4\n", + "3 \t 517 \t 189 \t 2 \t 139 \t -1 \t 5\n", + "4 \t 189 \t 139 \t 1 \t 50 \t 15 \t -74\n", + "5 \t 139 \t 50 \t 2 \t 39 \t -31 \t 153\n", + "6 \t 50 \t 39 \t 1 \t 11 \t 46 \t -227\n", + "7 \t 39 \t 11 \t 3 \t 6 \t -123 \t 607\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 169 \t -834\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -630 \t 3109\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 799 \t -3943\n", + "\t\t\t\t\t -1429 \t 7052\n", + "GCD(39203, 7944) = 1, with coefficients -1429 and 7052 such that 1 = (-1429)*39203 + (7052)*7944\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7945 \t 4 \t 7423 \t 1 \t 0\n", + "1 \t 7945 \t 7423 \t 1 \t 522 \t 0 \t 1\n", + "2 \t 7423 \t 522 \t 14 \t 115 \t 1 \t -4\n", + "3 \t 522 \t 115 \t 4 \t 62 \t -1 \t 5\n", + "4 \t 115 \t 62 \t 1 \t 53 \t 15 \t -74\n", + "5 \t 62 \t 53 \t 1 \t 9 \t -61 \t 301\n", + "6 \t 53 \t 9 \t 5 \t 8 \t 76 \t -375\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -137 \t 676\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 761 \t -3755\n", + "\t\t\t\t\t -898 \t 4431\n", + "GCD(39203, 7945) = 1, with coefficients -898 and 4431 such that 1 = (-898)*39203 + (4431)*7945\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7946 \t 4 \t 7419 \t 1 \t 0\n", + "1 \t 7946 \t 7419 \t 1 \t 527 \t 0 \t 1\n", + "2 \t 7419 \t 527 \t 14 \t 41 \t 1 \t -4\n", + "3 \t 527 \t 41 \t 12 \t 35 \t -1 \t 5\n", + "4 \t 41 \t 35 \t 1 \t 6 \t 15 \t -74\n", + "5 \t 35 \t 6 \t 5 \t 5 \t -181 \t 893\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 196 \t -967\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1161 \t 5728\n", + "\t\t\t\t\t 1357 \t -6695\n", + "GCD(39203, 7946) = 1, with coefficients 1357 and -6695 such that 1 = (1357)*39203 + (-6695)*7946\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7947 \t 4 \t 7415 \t 1 \t 0\n", + "1 \t 7947 \t 7415 \t 1 \t 532 \t 0 \t 1\n", + "2 \t 7415 \t 532 \t 13 \t 499 \t 1 \t -4\n", + "3 \t 532 \t 499 \t 1 \t 33 \t -1 \t 5\n", + "4 \t 499 \t 33 \t 15 \t 4 \t 14 \t -69\n", + "5 \t 33 \t 4 \t 8 \t 1 \t -15 \t 74\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 239 \t -1179\n", + "\t\t\t\t\t -1927 \t 9506\n", + "GCD(39203, 7947) = 1, with coefficients -1927 and 9506 such that 1 = (-1927)*39203 + (9506)*7947\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7948 \t 4 \t 7411 \t 1 \t 0\n", + "1 \t 7948 \t 7411 \t 1 \t 537 \t 0 \t 1\n", + "2 \t 7411 \t 537 \t 13 \t 430 \t 1 \t -4\n", + "3 \t 537 \t 430 \t 1 \t 107 \t -1 \t 5\n", + "4 \t 430 \t 107 \t 4 \t 2 \t 14 \t -69\n", + "5 \t 107 \t 2 \t 53 \t 1 \t -15 \t 74\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 74 \t -365\n", + "\t\t\t\t\t -3937 \t 19419\n", + "GCD(39203, 7948) = 1, with coefficients -3937 and 19419 such that 1 = (-3937)*39203 + (19419)*7948\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7949 \t 4 \t 7407 \t 1 \t 0\n", + "1 \t 7949 \t 7407 \t 1 \t 542 \t 0 \t 1\n", + "2 \t 7407 \t 542 \t 13 \t 361 \t 1 \t -4\n", + "3 \t 542 \t 361 \t 1 \t 181 \t -1 \t 5\n", + "4 \t 361 \t 181 \t 1 \t 180 \t 14 \t -69\n", + "5 \t 181 \t 180 \t 1 \t 1 \t -15 \t 74\n", + "6 \t 180 \t 1 \t 180 \t 0 \t 29 \t -143\n", + "\t\t\t\t\t -44 \t 217\n", + "GCD(39203, 7949) = 1, with coefficients -44 and 217 such that 1 = (-44)*39203 + (217)*7949\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7950 \t 4 \t 7403 \t 1 \t 0\n", + "1 \t 7950 \t 7403 \t 1 \t 547 \t 0 \t 1\n", + "2 \t 7403 \t 547 \t 13 \t 292 \t 1 \t -4\n", + "3 \t 547 \t 292 \t 1 \t 255 \t -1 \t 5\n", + "4 \t 292 \t 255 \t 1 \t 37 \t 14 \t -69\n", + "5 \t 255 \t 37 \t 6 \t 33 \t -15 \t 74\n", + "6 \t 37 \t 33 \t 1 \t 4 \t 29 \t -143\n", + "7 \t 33 \t 4 \t 8 \t 1 \t -189 \t 932\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 218 \t -1075\n", + "\t\t\t\t\t -1933 \t 9532\n", + "GCD(39203, 7950) = 1, with coefficients -1933 and 9532 such that 1 = (-1933)*39203 + (9532)*7950\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7951 \t 4 \t 7399 \t 1 \t 0\n", + "1 \t 7951 \t 7399 \t 1 \t 552 \t 0 \t 1\n", + "2 \t 7399 \t 552 \t 13 \t 223 \t 1 \t -4\n", + "3 \t 552 \t 223 \t 2 \t 106 \t -1 \t 5\n", + "4 \t 223 \t 106 \t 2 \t 11 \t 14 \t -69\n", + "5 \t 106 \t 11 \t 9 \t 7 \t -29 \t 143\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 72 \t -355\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -677 \t 3338\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 749 \t -3693\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1426 \t 7031\n", + "\t\t\t\t\t 2175 \t -10724\n", + "GCD(39203, 7951) = 1, with coefficients 2175 and -10724 such that 1 = (2175)*39203 + (-10724)*7951\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7952 \t 4 \t 7395 \t 1 \t 0\n", + "1 \t 7952 \t 7395 \t 1 \t 557 \t 0 \t 1\n", + "2 \t 7395 \t 557 \t 13 \t 154 \t 1 \t -4\n", + "3 \t 557 \t 154 \t 3 \t 95 \t -1 \t 5\n", + "4 \t 154 \t 95 \t 1 \t 59 \t 14 \t -69\n", + "5 \t 95 \t 59 \t 1 \t 36 \t -43 \t 212\n", + "6 \t 59 \t 36 \t 1 \t 23 \t 57 \t -281\n", + "7 \t 36 \t 23 \t 1 \t 13 \t -100 \t 493\n", + "8 \t 23 \t 13 \t 1 \t 10 \t 157 \t -774\n", + "9 \t 13 \t 10 \t 1 \t 3 \t -257 \t 1267\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 414 \t -2041\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -671 \t 3308\n", + "\t\t\t\t\t 2427 \t -11965\n", + "GCD(39203, 7952) = 1, with coefficients 2427 and -11965 such that 1 = (2427)*39203 + (-11965)*7952\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7953 \t 4 \t 7391 \t 1 \t 0\n", + "1 \t 7953 \t 7391 \t 1 \t 562 \t 0 \t 1\n", + "2 \t 7391 \t 562 \t 13 \t 85 \t 1 \t -4\n", + "3 \t 562 \t 85 \t 6 \t 52 \t -1 \t 5\n", + "4 \t 85 \t 52 \t 1 \t 33 \t 14 \t -69\n", + "5 \t 52 \t 33 \t 1 \t 19 \t -85 \t 419\n", + "6 \t 33 \t 19 \t 1 \t 14 \t 99 \t -488\n", + "7 \t 19 \t 14 \t 1 \t 5 \t -184 \t 907\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 283 \t -1395\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -467 \t 2302\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1217 \t -5999\n", + "\t\t\t\t\t -1684 \t 8301\n", + "GCD(39203, 7953) = 1, with coefficients -1684 and 8301 such that 1 = (-1684)*39203 + (8301)*7953\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7954 \t 4 \t 7387 \t 1 \t 0\n", + "1 \t 7954 \t 7387 \t 1 \t 567 \t 0 \t 1\n", + "2 \t 7387 \t 567 \t 13 \t 16 \t 1 \t -4\n", + "3 \t 567 \t 16 \t 35 \t 7 \t -1 \t 5\n", + "4 \t 16 \t 7 \t 2 \t 2 \t 14 \t -69\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -491 \t 2420\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 996 \t -4909\n", + "\t\t\t\t\t -3479 \t 17147\n", + "GCD(39203, 7954) = 1, with coefficients -3479 and 17147 such that 1 = (-3479)*39203 + (17147)*7954\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7955 \t 4 \t 7383 \t 1 \t 0\n", + "1 \t 7955 \t 7383 \t 1 \t 572 \t 0 \t 1\n", + "2 \t 7383 \t 572 \t 12 \t 519 \t 1 \t -4\n", + "3 \t 572 \t 519 \t 1 \t 53 \t -1 \t 5\n", + "4 \t 519 \t 53 \t 9 \t 42 \t 13 \t -64\n", + "5 \t 53 \t 42 \t 1 \t 11 \t -14 \t 69\n", + "6 \t 42 \t 11 \t 3 \t 9 \t 139 \t -685\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -153 \t 754\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 598 \t -2947\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -751 \t 3701\n", + "\t\t\t\t\t 3602 \t -17751\n", + "GCD(39203, 7955) = 1, with coefficients 3602 and -17751 such that 1 = (3602)*39203 + (-17751)*7955\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7956 \t 4 \t 7379 \t 1 \t 0\n", + "1 \t 7956 \t 7379 \t 1 \t 577 \t 0 \t 1\n", + "2 \t 7379 \t 577 \t 12 \t 455 \t 1 \t -4\n", + "3 \t 577 \t 455 \t 1 \t 122 \t -1 \t 5\n", + "4 \t 455 \t 122 \t 3 \t 89 \t 13 \t -64\n", + "5 \t 122 \t 89 \t 1 \t 33 \t -14 \t 69\n", + "6 \t 89 \t 33 \t 2 \t 23 \t 55 \t -271\n", + "7 \t 33 \t 23 \t 1 \t 10 \t -69 \t 340\n", + "8 \t 23 \t 10 \t 2 \t 3 \t 193 \t -951\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -262 \t 1291\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 717 \t -3533\n", + "\t\t\t\t\t -2413 \t 11890\n", + "GCD(39203, 7956) = 1, with coefficients -2413 and 11890 such that 1 = (-2413)*39203 + (11890)*7956\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7957 \t 4 \t 7375 \t 1 \t 0\n", + "1 \t 7957 \t 7375 \t 1 \t 582 \t 0 \t 1\n", + "2 \t 7375 \t 582 \t 12 \t 391 \t 1 \t -4\n", + "3 \t 582 \t 391 \t 1 \t 191 \t -1 \t 5\n", + "4 \t 391 \t 191 \t 2 \t 9 \t 13 \t -64\n", + "5 \t 191 \t 9 \t 21 \t 2 \t -14 \t 69\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 41 \t -202\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -875 \t 4311\n", + "\t\t\t\t\t 3541 \t -17446\n", + "GCD(39203, 7957) = 1, with coefficients 3541 and -17446 such that 1 = (3541)*39203 + (-17446)*7957\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7958 \t 4 \t 7371 \t 1 \t 0\n", + "1 \t 7958 \t 7371 \t 1 \t 587 \t 0 \t 1\n", + "2 \t 7371 \t 587 \t 12 \t 327 \t 1 \t -4\n", + "3 \t 587 \t 327 \t 1 \t 260 \t -1 \t 5\n", + "4 \t 327 \t 260 \t 1 \t 67 \t 13 \t -64\n", + "5 \t 260 \t 67 \t 3 \t 59 \t -14 \t 69\n", + "6 \t 67 \t 59 \t 1 \t 8 \t 27 \t -133\n", + "7 \t 59 \t 8 \t 7 \t 3 \t -95 \t 468\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 122 \t -601\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -949 \t 4675\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2020 \t -9951\n", + "\t\t\t\t\t -2969 \t 14626\n", + "GCD(39203, 7958) = 1, with coefficients -2969 and 14626 such that 1 = (-2969)*39203 + (14626)*7958\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7959 \t 4 \t 7367 \t 1 \t 0\n", + "1 \t 7959 \t 7367 \t 1 \t 592 \t 0 \t 1\n", + "2 \t 7367 \t 592 \t 12 \t 263 \t 1 \t -4\n", + "3 \t 592 \t 263 \t 2 \t 66 \t -1 \t 5\n", + "4 \t 263 \t 66 \t 3 \t 65 \t 13 \t -64\n", + "5 \t 66 \t 65 \t 1 \t 1 \t -27 \t 133\n", + "6 \t 65 \t 1 \t 65 \t 0 \t 94 \t -463\n", + "\t\t\t\t\t -121 \t 596\n", + "GCD(39203, 7959) = 1, with coefficients -121 and 596 such that 1 = (-121)*39203 + (596)*7959\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7960 \t 4 \t 7363 \t 1 \t 0\n", + "1 \t 7960 \t 7363 \t 1 \t 597 \t 0 \t 1\n", + "2 \t 7363 \t 597 \t 12 \t 199 \t 1 \t -4\n", + "3 \t 597 \t 199 \t 3 \t 0 \t -1 \t 5\n", + "\t\t\t\t\t 13 \t -64\n", + "GCD(39203, 7960) = 199, with coefficients 13 and -64 such that 199 = (13)*39203 + (-64)*7960\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7961 \t 4 \t 7359 \t 1 \t 0\n", + "1 \t 7961 \t 7359 \t 1 \t 602 \t 0 \t 1\n", + "2 \t 7359 \t 602 \t 12 \t 135 \t 1 \t -4\n", + "3 \t 602 \t 135 \t 4 \t 62 \t -1 \t 5\n", + "4 \t 135 \t 62 \t 2 \t 11 \t 13 \t -64\n", + "5 \t 62 \t 11 \t 5 \t 7 \t -53 \t 261\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 119 \t -586\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -648 \t 3191\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 767 \t -3777\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1415 \t 6968\n", + "\t\t\t\t\t 2182 \t -10745\n", + "GCD(39203, 7961) = 1, with coefficients 2182 and -10745 such that 1 = (2182)*39203 + (-10745)*7961\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7962 \t 4 \t 7355 \t 1 \t 0\n", + "1 \t 7962 \t 7355 \t 1 \t 607 \t 0 \t 1\n", + "2 \t 7355 \t 607 \t 12 \t 71 \t 1 \t -4\n", + "3 \t 607 \t 71 \t 8 \t 39 \t -1 \t 5\n", + "4 \t 71 \t 39 \t 1 \t 32 \t 13 \t -64\n", + "5 \t 39 \t 32 \t 1 \t 7 \t -105 \t 517\n", + "6 \t 32 \t 7 \t 4 \t 4 \t 118 \t -581\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -223 \t 1098\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 1010 \t -4973\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1233 \t 6071\n", + "\t\t\t\t\t 2243 \t -11044\n", + "GCD(39203, 7962) = 1, with coefficients 2243 and -11044 such that 1 = (2243)*39203 + (-11044)*7962\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7963 \t 4 \t 7351 \t 1 \t 0\n", + "1 \t 7963 \t 7351 \t 1 \t 612 \t 0 \t 1\n", + "2 \t 7351 \t 612 \t 12 \t 7 \t 1 \t -4\n", + "3 \t 612 \t 7 \t 87 \t 3 \t -1 \t 5\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 13 \t -64\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1132 \t 5573\n", + "\t\t\t\t\t 2277 \t -11210\n", + "GCD(39203, 7963) = 1, with coefficients 2277 and -11210 such that 1 = (2277)*39203 + (-11210)*7963\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7964 \t 4 \t 7347 \t 1 \t 0\n", + "1 \t 7964 \t 7347 \t 1 \t 617 \t 0 \t 1\n", + "2 \t 7347 \t 617 \t 11 \t 560 \t 1 \t -4\n", + "3 \t 617 \t 560 \t 1 \t 57 \t -1 \t 5\n", + "4 \t 560 \t 57 \t 9 \t 47 \t 12 \t -59\n", + "5 \t 57 \t 47 \t 1 \t 10 \t -13 \t 64\n", + "6 \t 47 \t 10 \t 4 \t 7 \t 129 \t -635\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -142 \t 699\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 697 \t -3431\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -839 \t 4130\n", + "\t\t\t\t\t 2375 \t -11691\n", + "GCD(39203, 7964) = 1, with coefficients 2375 and -11691 such that 1 = (2375)*39203 + (-11691)*7964\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7965 \t 4 \t 7343 \t 1 \t 0\n", + "1 \t 7965 \t 7343 \t 1 \t 622 \t 0 \t 1\n", + "2 \t 7343 \t 622 \t 11 \t 501 \t 1 \t -4\n", + "3 \t 622 \t 501 \t 1 \t 121 \t -1 \t 5\n", + "4 \t 501 \t 121 \t 4 \t 17 \t 12 \t -59\n", + "5 \t 121 \t 17 \t 7 \t 2 \t -13 \t 64\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 64 \t -315\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -461 \t 2269\n", + "\t\t\t\t\t 3752 \t -18467\n", + "GCD(39203, 7965) = 1, with coefficients 3752 and -18467 such that 1 = (3752)*39203 + (-18467)*7965\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7966 \t 4 \t 7339 \t 1 \t 0\n", + "1 \t 7966 \t 7339 \t 1 \t 627 \t 0 \t 1\n", + "2 \t 7339 \t 627 \t 11 \t 442 \t 1 \t -4\n", + "3 \t 627 \t 442 \t 1 \t 185 \t -1 \t 5\n", + "4 \t 442 \t 185 \t 2 \t 72 \t 12 \t -59\n", + "5 \t 185 \t 72 \t 2 \t 41 \t -13 \t 64\n", + "6 \t 72 \t 41 \t 1 \t 31 \t 38 \t -187\n", + "7 \t 41 \t 31 \t 1 \t 10 \t -89 \t 438\n", + "8 \t 31 \t 10 \t 3 \t 1 \t 127 \t -625\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -216 \t 1063\n", + "\t\t\t\t\t 775 \t -3814\n", + "GCD(39203, 7966) = 1, with coefficients 775 and -3814 such that 1 = (775)*39203 + (-3814)*7966\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7967 \t 4 \t 7335 \t 1 \t 0\n", + "1 \t 7967 \t 7335 \t 1 \t 632 \t 0 \t 1\n", + "2 \t 7335 \t 632 \t 11 \t 383 \t 1 \t -4\n", + "3 \t 632 \t 383 \t 1 \t 249 \t -1 \t 5\n", + "4 \t 383 \t 249 \t 1 \t 134 \t 12 \t -59\n", + "5 \t 249 \t 134 \t 1 \t 115 \t -13 \t 64\n", + "6 \t 134 \t 115 \t 1 \t 19 \t 25 \t -123\n", + "7 \t 115 \t 19 \t 6 \t 1 \t -38 \t 187\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 63 \t -310\n", + "\t\t\t\t\t -416 \t 2047\n", + "GCD(39203, 7967) = 1, with coefficients -416 and 2047 such that 1 = (-416)*39203 + (2047)*7967\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7968 \t 4 \t 7331 \t 1 \t 0\n", + "1 \t 7968 \t 7331 \t 1 \t 637 \t 0 \t 1\n", + "2 \t 7331 \t 637 \t 11 \t 324 \t 1 \t -4\n", + "3 \t 637 \t 324 \t 1 \t 313 \t -1 \t 5\n", + "4 \t 324 \t 313 \t 1 \t 11 \t 12 \t -59\n", + "5 \t 313 \t 11 \t 28 \t 5 \t -13 \t 64\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 25 \t -123\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -713 \t 3508\n", + "\t\t\t\t\t 1451 \t -7139\n", + "GCD(39203, 7968) = 1, with coefficients 1451 and -7139 such that 1 = (1451)*39203 + (-7139)*7968\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7969 \t 4 \t 7327 \t 1 \t 0\n", + "1 \t 7969 \t 7327 \t 1 \t 642 \t 0 \t 1\n", + "2 \t 7327 \t 642 \t 11 \t 265 \t 1 \t -4\n", + "3 \t 642 \t 265 \t 2 \t 112 \t -1 \t 5\n", + "4 \t 265 \t 112 \t 2 \t 41 \t 12 \t -59\n", + "5 \t 112 \t 41 \t 2 \t 30 \t -25 \t 123\n", + "6 \t 41 \t 30 \t 1 \t 11 \t 62 \t -305\n", + "7 \t 30 \t 11 \t 2 \t 8 \t -149 \t 733\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 211 \t -1038\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -571 \t 2809\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 782 \t -3847\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2135 \t 10503\n", + "\t\t\t\t\t 2917 \t -14350\n", + "GCD(39203, 7969) = 1, with coefficients 2917 and -14350 such that 1 = (2917)*39203 + (-14350)*7969\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7970 \t 4 \t 7323 \t 1 \t 0\n", + "1 \t 7970 \t 7323 \t 1 \t 647 \t 0 \t 1\n", + "2 \t 7323 \t 647 \t 11 \t 206 \t 1 \t -4\n", + "3 \t 647 \t 206 \t 3 \t 29 \t -1 \t 5\n", + "4 \t 206 \t 29 \t 7 \t 3 \t 12 \t -59\n", + "5 \t 29 \t 3 \t 9 \t 2 \t -37 \t 182\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 271 \t -1333\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2476 \t 12179\n", + "\t\t\t\t\t 2747 \t -13512\n", + "GCD(39203, 7970) = 1, with coefficients 2747 and -13512 such that 1 = (2747)*39203 + (-13512)*7970\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7971 \t 4 \t 7319 \t 1 \t 0\n", + "1 \t 7971 \t 7319 \t 1 \t 652 \t 0 \t 1\n", + "2 \t 7319 \t 652 \t 11 \t 147 \t 1 \t -4\n", + "3 \t 652 \t 147 \t 4 \t 64 \t -1 \t 5\n", + "4 \t 147 \t 64 \t 2 \t 19 \t 12 \t -59\n", + "5 \t 64 \t 19 \t 3 \t 7 \t -49 \t 241\n", + "6 \t 19 \t 7 \t 2 \t 5 \t 110 \t -541\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -379 \t 1864\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 868 \t -4269\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1247 \t 6133\n", + "\t\t\t\t\t 3362 \t -16535\n", + "GCD(39203, 7971) = 1, with coefficients 3362 and -16535 such that 1 = (3362)*39203 + (-16535)*7971\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7972 \t 4 \t 7315 \t 1 \t 0\n", + "1 \t 7972 \t 7315 \t 1 \t 657 \t 0 \t 1\n", + "2 \t 7315 \t 657 \t 11 \t 88 \t 1 \t -4\n", + "3 \t 657 \t 88 \t 7 \t 41 \t -1 \t 5\n", + "4 \t 88 \t 41 \t 2 \t 6 \t 12 \t -59\n", + "5 \t 41 \t 6 \t 6 \t 5 \t -85 \t 418\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 182 \t -895\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1177 \t 5788\n", + "\t\t\t\t\t 1359 \t -6683\n", + "GCD(39203, 7972) = 1, with coefficients 1359 and -6683 such that 1 = (1359)*39203 + (-6683)*7972\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7973 \t 4 \t 7311 \t 1 \t 0\n", + "1 \t 7973 \t 7311 \t 1 \t 662 \t 0 \t 1\n", + "2 \t 7311 \t 662 \t 11 \t 29 \t 1 \t -4\n", + "3 \t 662 \t 29 \t 22 \t 24 \t -1 \t 5\n", + "4 \t 29 \t 24 \t 1 \t 5 \t 12 \t -59\n", + "5 \t 24 \t 5 \t 4 \t 4 \t -265 \t 1303\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 277 \t -1362\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1373 \t 6751\n", + "\t\t\t\t\t 1650 \t -8113\n", + "GCD(39203, 7973) = 1, with coefficients 1650 and -8113 such that 1 = (1650)*39203 + (-8113)*7973\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7974 \t 4 \t 7307 \t 1 \t 0\n", + "1 \t 7974 \t 7307 \t 1 \t 667 \t 0 \t 1\n", + "2 \t 7307 \t 667 \t 10 \t 637 \t 1 \t -4\n", + "3 \t 667 \t 637 \t 1 \t 30 \t -1 \t 5\n", + "4 \t 637 \t 30 \t 21 \t 7 \t 11 \t -54\n", + "5 \t 30 \t 7 \t 4 \t 2 \t -12 \t 59\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 263 \t -1293\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1064 \t 5231\n", + "\t\t\t\t\t 3455 \t -16986\n", + "GCD(39203, 7974) = 1, with coefficients 3455 and -16986 such that 1 = (3455)*39203 + (-16986)*7974\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7975 \t 4 \t 7303 \t 1 \t 0\n", + "1 \t 7975 \t 7303 \t 1 \t 672 \t 0 \t 1\n", + "2 \t 7303 \t 672 \t 10 \t 583 \t 1 \t -4\n", + "3 \t 672 \t 583 \t 1 \t 89 \t -1 \t 5\n", + "4 \t 583 \t 89 \t 6 \t 49 \t 11 \t -54\n", + "5 \t 89 \t 49 \t 1 \t 40 \t -12 \t 59\n", + "6 \t 49 \t 40 \t 1 \t 9 \t 83 \t -408\n", + "7 \t 40 \t 9 \t 4 \t 4 \t -95 \t 467\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 178 \t -875\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -807 \t 3967\n", + "\t\t\t\t\t 1792 \t -8809\n", + "GCD(39203, 7975) = 1, with coefficients 1792 and -8809 such that 1 = (1792)*39203 + (-8809)*7975\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7976 \t 4 \t 7299 \t 1 \t 0\n", + "1 \t 7976 \t 7299 \t 1 \t 677 \t 0 \t 1\n", + "2 \t 7299 \t 677 \t 10 \t 529 \t 1 \t -4\n", + "3 \t 677 \t 529 \t 1 \t 148 \t -1 \t 5\n", + "4 \t 529 \t 148 \t 3 \t 85 \t 11 \t -54\n", + "5 \t 148 \t 85 \t 1 \t 63 \t -12 \t 59\n", + "6 \t 85 \t 63 \t 1 \t 22 \t 47 \t -231\n", + "7 \t 63 \t 22 \t 2 \t 19 \t -59 \t 290\n", + "8 \t 22 \t 19 \t 1 \t 3 \t 106 \t -521\n", + "9 \t 19 \t 3 \t 6 \t 1 \t -271 \t 1332\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 377 \t -1853\n", + "\t\t\t\t\t -2533 \t 12450\n", + "GCD(39203, 7976) = 1, with coefficients -2533 and 12450 such that 1 = (-2533)*39203 + (12450)*7976\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7977 \t 4 \t 7295 \t 1 \t 0\n", + "1 \t 7977 \t 7295 \t 1 \t 682 \t 0 \t 1\n", + "2 \t 7295 \t 682 \t 10 \t 475 \t 1 \t -4\n", + "3 \t 682 \t 475 \t 1 \t 207 \t -1 \t 5\n", + "4 \t 475 \t 207 \t 2 \t 61 \t 11 \t -54\n", + "5 \t 207 \t 61 \t 3 \t 24 \t -12 \t 59\n", + "6 \t 61 \t 24 \t 2 \t 13 \t 35 \t -172\n", + "7 \t 24 \t 13 \t 1 \t 11 \t -117 \t 575\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 269 \t -1322\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -386 \t 1897\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 655 \t -3219\n", + "\t\t\t\t\t -3661 \t 17992\n", + "GCD(39203, 7977) = 1, with coefficients -3661 and 17992 such that 1 = (-3661)*39203 + (17992)*7977\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7978 \t 4 \t 7291 \t 1 \t 0\n", + "1 \t 7978 \t 7291 \t 1 \t 687 \t 0 \t 1\n", + "2 \t 7291 \t 687 \t 10 \t 421 \t 1 \t -4\n", + "3 \t 687 \t 421 \t 1 \t 266 \t -1 \t 5\n", + "4 \t 421 \t 266 \t 1 \t 155 \t 11 \t -54\n", + "5 \t 266 \t 155 \t 1 \t 111 \t -12 \t 59\n", + "6 \t 155 \t 111 \t 1 \t 44 \t 23 \t -113\n", + "7 \t 111 \t 44 \t 2 \t 23 \t -35 \t 172\n", + "8 \t 44 \t 23 \t 1 \t 21 \t 58 \t -285\n", + "9 \t 23 \t 21 \t 1 \t 2 \t -151 \t 742\n", + "10 \t 21 \t 2 \t 10 \t 1 \t 209 \t -1027\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -360 \t 1769\n", + "\t\t\t\t\t 3809 \t -18717\n", + "GCD(39203, 7978) = 1, with coefficients 3809 and -18717 such that 1 = (3809)*39203 + (-18717)*7978\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7979 \t 4 \t 7287 \t 1 \t 0\n", + "1 \t 7979 \t 7287 \t 1 \t 692 \t 0 \t 1\n", + "2 \t 7287 \t 692 \t 10 \t 367 \t 1 \t -4\n", + "3 \t 692 \t 367 \t 1 \t 325 \t -1 \t 5\n", + "4 \t 367 \t 325 \t 1 \t 42 \t 11 \t -54\n", + "5 \t 325 \t 42 \t 7 \t 31 \t -12 \t 59\n", + "6 \t 42 \t 31 \t 1 \t 11 \t 23 \t -113\n", + "7 \t 31 \t 11 \t 2 \t 9 \t -173 \t 850\n", + "8 \t 11 \t 9 \t 1 \t 2 \t 196 \t -963\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -565 \t 2776\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 761 \t -3739\n", + "\t\t\t\t\t -3609 \t 17732\n", + "GCD(39203, 7979) = 1, with coefficients -3609 and 17732 such that 1 = (-3609)*39203 + (17732)*7979\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7980 \t 4 \t 7283 \t 1 \t 0\n", + "1 \t 7980 \t 7283 \t 1 \t 697 \t 0 \t 1\n", + "2 \t 7283 \t 697 \t 10 \t 313 \t 1 \t -4\n", + "3 \t 697 \t 313 \t 2 \t 71 \t -1 \t 5\n", + "4 \t 313 \t 71 \t 4 \t 29 \t 11 \t -54\n", + "5 \t 71 \t 29 \t 2 \t 13 \t -23 \t 113\n", + "6 \t 29 \t 13 \t 2 \t 3 \t 103 \t -506\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -229 \t 1125\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 561 \t -2756\n", + "\t\t\t\t\t -2473 \t 12149\n", + "GCD(39203, 7980) = 1, with coefficients -2473 and 12149 such that 1 = (-2473)*39203 + (12149)*7980\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7981 \t 4 \t 7279 \t 1 \t 0\n", + "1 \t 7981 \t 7279 \t 1 \t 702 \t 0 \t 1\n", + "2 \t 7279 \t 702 \t 10 \t 259 \t 1 \t -4\n", + "3 \t 702 \t 259 \t 2 \t 184 \t -1 \t 5\n", + "4 \t 259 \t 184 \t 1 \t 75 \t 11 \t -54\n", + "5 \t 184 \t 75 \t 2 \t 34 \t -23 \t 113\n", + "6 \t 75 \t 34 \t 2 \t 7 \t 34 \t -167\n", + "7 \t 34 \t 7 \t 4 \t 6 \t -91 \t 447\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 216 \t -1061\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -955 \t 4691\n", + "\t\t\t\t\t 1171 \t -5752\n", + "GCD(39203, 7981) = 1, with coefficients 1171 and -5752 such that 1 = (1171)*39203 + (-5752)*7981\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7982 \t 4 \t 7275 \t 1 \t 0\n", + "1 \t 7982 \t 7275 \t 1 \t 707 \t 0 \t 1\n", + "2 \t 7275 \t 707 \t 10 \t 205 \t 1 \t -4\n", + "3 \t 707 \t 205 \t 3 \t 92 \t -1 \t 5\n", + "4 \t 205 \t 92 \t 2 \t 21 \t 11 \t -54\n", + "5 \t 92 \t 21 \t 4 \t 8 \t -34 \t 167\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 79 \t -388\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -350 \t 1719\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 779 \t -3826\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1129 \t 5545\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1908 \t -9371\n", + "\t\t\t\t\t -3037 \t 14916\n", + "GCD(39203, 7982) = 1, with coefficients -3037 and 14916 such that 1 = (-3037)*39203 + (14916)*7982\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7983 \t 4 \t 7271 \t 1 \t 0\n", + "1 \t 7983 \t 7271 \t 1 \t 712 \t 0 \t 1\n", + "2 \t 7271 \t 712 \t 10 \t 151 \t 1 \t -4\n", + "3 \t 712 \t 151 \t 4 \t 108 \t -1 \t 5\n", + "4 \t 151 \t 108 \t 1 \t 43 \t 11 \t -54\n", + "5 \t 108 \t 43 \t 2 \t 22 \t -45 \t 221\n", + "6 \t 43 \t 22 \t 1 \t 21 \t 56 \t -275\n", + "7 \t 22 \t 21 \t 1 \t 1 \t -157 \t 771\n", + "8 \t 21 \t 1 \t 21 \t 0 \t 213 \t -1046\n", + "\t\t\t\t\t -370 \t 1817\n", + "GCD(39203, 7983) = 1, with coefficients -370 and 1817 such that 1 = (-370)*39203 + (1817)*7983\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7984 \t 4 \t 7267 \t 1 \t 0\n", + "1 \t 7984 \t 7267 \t 1 \t 717 \t 0 \t 1\n", + "2 \t 7267 \t 717 \t 10 \t 97 \t 1 \t -4\n", + "3 \t 717 \t 97 \t 7 \t 38 \t -1 \t 5\n", + "4 \t 97 \t 38 \t 2 \t 21 \t 11 \t -54\n", + "5 \t 38 \t 21 \t 1 \t 17 \t -78 \t 383\n", + "6 \t 21 \t 17 \t 1 \t 4 \t 167 \t -820\n", + "7 \t 17 \t 4 \t 4 \t 1 \t -245 \t 1203\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 412 \t -2023\n", + "\t\t\t\t\t -1893 \t 9295\n", + "GCD(39203, 7984) = 1, with coefficients -1893 and 9295 such that 1 = (-1893)*39203 + (9295)*7984\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7985 \t 4 \t 7263 \t 1 \t 0\n", + "1 \t 7985 \t 7263 \t 1 \t 722 \t 0 \t 1\n", + "2 \t 7263 \t 722 \t 10 \t 43 \t 1 \t -4\n", + "3 \t 722 \t 43 \t 16 \t 34 \t -1 \t 5\n", + "4 \t 43 \t 34 \t 1 \t 9 \t 11 \t -54\n", + "5 \t 34 \t 9 \t 3 \t 7 \t -177 \t 869\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 188 \t -923\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -741 \t 3638\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 929 \t -4561\n", + "\t\t\t\t\t -3528 \t 17321\n", + "GCD(39203, 7985) = 1, with coefficients -3528 and 17321 such that 1 = (-3528)*39203 + (17321)*7985\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7986 \t 4 \t 7259 \t 1 \t 0\n", + "1 \t 7986 \t 7259 \t 1 \t 727 \t 0 \t 1\n", + "2 \t 7259 \t 727 \t 9 \t 716 \t 1 \t -4\n", + "3 \t 727 \t 716 \t 1 \t 11 \t -1 \t 5\n", + "4 \t 716 \t 11 \t 65 \t 1 \t 10 \t -49\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -11 \t 54\n", + "\t\t\t\t\t 725 \t -3559\n", + "GCD(39203, 7986) = 1, with coefficients 725 and -3559 such that 1 = (725)*39203 + (-3559)*7986\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7987 \t 4 \t 7255 \t 1 \t 0\n", + "1 \t 7987 \t 7255 \t 1 \t 732 \t 0 \t 1\n", + "2 \t 7255 \t 732 \t 9 \t 667 \t 1 \t -4\n", + "3 \t 732 \t 667 \t 1 \t 65 \t -1 \t 5\n", + "4 \t 667 \t 65 \t 10 \t 17 \t 10 \t -49\n", + "5 \t 65 \t 17 \t 3 \t 14 \t -11 \t 54\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 120 \t -589\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -371 \t 1821\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 491 \t -2410\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2335 \t 11461\n", + "\t\t\t\t\t 2826 \t -13871\n", + "GCD(39203, 7987) = 1, with coefficients 2826 and -13871 such that 1 = (2826)*39203 + (-13871)*7987\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7988 \t 4 \t 7251 \t 1 \t 0\n", + "1 \t 7988 \t 7251 \t 1 \t 737 \t 0 \t 1\n", + "2 \t 7251 \t 737 \t 9 \t 618 \t 1 \t -4\n", + "3 \t 737 \t 618 \t 1 \t 119 \t -1 \t 5\n", + "4 \t 618 \t 119 \t 5 \t 23 \t 10 \t -49\n", + "5 \t 119 \t 23 \t 5 \t 4 \t -11 \t 54\n", + "6 \t 23 \t 4 \t 5 \t 3 \t 65 \t -319\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -336 \t 1649\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1745 \t -8564\n", + "\t\t\t\t\t -2081 \t 10213\n", + "GCD(39203, 7988) = 1, with coefficients -2081 and 10213 such that 1 = (-2081)*39203 + (10213)*7988\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7989 \t 4 \t 7247 \t 1 \t 0\n", + "1 \t 7989 \t 7247 \t 1 \t 742 \t 0 \t 1\n", + "2 \t 7247 \t 742 \t 9 \t 569 \t 1 \t -4\n", + "3 \t 742 \t 569 \t 1 \t 173 \t -1 \t 5\n", + "4 \t 569 \t 173 \t 3 \t 50 \t 10 \t -49\n", + "5 \t 173 \t 50 \t 3 \t 23 \t -11 \t 54\n", + "6 \t 50 \t 23 \t 2 \t 4 \t 43 \t -211\n", + "7 \t 23 \t 4 \t 5 \t 3 \t -140 \t 687\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 323 \t -1585\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1755 \t 8612\n", + "\t\t\t\t\t 2078 \t -10197\n", + "GCD(39203, 7989) = 1, with coefficients 2078 and -10197 such that 1 = (2078)*39203 + (-10197)*7989\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7990 \t 4 \t 7243 \t 1 \t 0\n", + "1 \t 7990 \t 7243 \t 1 \t 747 \t 0 \t 1\n", + "2 \t 7243 \t 747 \t 9 \t 520 \t 1 \t -4\n", + "3 \t 747 \t 520 \t 1 \t 227 \t -1 \t 5\n", + "4 \t 520 \t 227 \t 2 \t 66 \t 10 \t -49\n", + "5 \t 227 \t 66 \t 3 \t 29 \t -11 \t 54\n", + "6 \t 66 \t 29 \t 2 \t 8 \t 32 \t -157\n", + "7 \t 29 \t 8 \t 3 \t 5 \t -107 \t 525\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 246 \t -1207\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -845 \t 4146\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1091 \t -5353\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1936 \t 9499\n", + "\t\t\t\t\t 3027 \t -14852\n", + "GCD(39203, 7990) = 1, with coefficients 3027 and -14852 such that 1 = (3027)*39203 + (-14852)*7990\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7991 \t 4 \t 7239 \t 1 \t 0\n", + "1 \t 7991 \t 7239 \t 1 \t 752 \t 0 \t 1\n", + "2 \t 7239 \t 752 \t 9 \t 471 \t 1 \t -4\n", + "3 \t 752 \t 471 \t 1 \t 281 \t -1 \t 5\n", + "4 \t 471 \t 281 \t 1 \t 190 \t 10 \t -49\n", + "5 \t 281 \t 190 \t 1 \t 91 \t -11 \t 54\n", + "6 \t 190 \t 91 \t 2 \t 8 \t 21 \t -103\n", + "7 \t 91 \t 8 \t 11 \t 3 \t -32 \t 157\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 85 \t -417\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -967 \t 4744\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2019 \t -9905\n", + "\t\t\t\t\t -2986 \t 14649\n", + "GCD(39203, 7991) = 1, with coefficients -2986 and 14649 such that 1 = (-2986)*39203 + (14649)*7991\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7992 \t 4 \t 7235 \t 1 \t 0\n", + "1 \t 7992 \t 7235 \t 1 \t 757 \t 0 \t 1\n", + "2 \t 7235 \t 757 \t 9 \t 422 \t 1 \t -4\n", + "3 \t 757 \t 422 \t 1 \t 335 \t -1 \t 5\n", + "4 \t 422 \t 335 \t 1 \t 87 \t 10 \t -49\n", + "5 \t 335 \t 87 \t 3 \t 74 \t -11 \t 54\n", + "6 \t 87 \t 74 \t 1 \t 13 \t 21 \t -103\n", + "7 \t 74 \t 13 \t 5 \t 9 \t -74 \t 363\n", + "8 \t 13 \t 9 \t 1 \t 4 \t 95 \t -466\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -549 \t 2693\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 644 \t -3159\n", + "\t\t\t\t\t -1837 \t 9011\n", + "GCD(39203, 7992) = 1, with coefficients -1837 and 9011 such that 1 = (-1837)*39203 + (9011)*7992\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7993 \t 4 \t 7231 \t 1 \t 0\n", + "1 \t 7993 \t 7231 \t 1 \t 762 \t 0 \t 1\n", + "2 \t 7231 \t 762 \t 9 \t 373 \t 1 \t -4\n", + "3 \t 762 \t 373 \t 2 \t 16 \t -1 \t 5\n", + "4 \t 373 \t 16 \t 23 \t 5 \t 10 \t -49\n", + "5 \t 16 \t 5 \t 3 \t 1 \t -21 \t 103\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 493 \t -2418\n", + "\t\t\t\t\t -1500 \t 7357\n", + "GCD(39203, 7993) = 1, with coefficients -1500 and 7357 such that 1 = (-1500)*39203 + (7357)*7993\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7994 \t 4 \t 7227 \t 1 \t 0\n", + "1 \t 7994 \t 7227 \t 1 \t 767 \t 0 \t 1\n", + "2 \t 7227 \t 767 \t 9 \t 324 \t 1 \t -4\n", + "3 \t 767 \t 324 \t 2 \t 119 \t -1 \t 5\n", + "4 \t 324 \t 119 \t 2 \t 86 \t 10 \t -49\n", + "5 \t 119 \t 86 \t 1 \t 33 \t -21 \t 103\n", + "6 \t 86 \t 33 \t 2 \t 20 \t 52 \t -255\n", + "7 \t 33 \t 20 \t 1 \t 13 \t -73 \t 358\n", + "8 \t 20 \t 13 \t 1 \t 7 \t 198 \t -971\n", + "9 \t 13 \t 7 \t 1 \t 6 \t -271 \t 1329\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 469 \t -2300\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -740 \t 3629\n", + "\t\t\t\t\t 1209 \t -5929\n", + "GCD(39203, 7994) = 1, with coefficients 1209 and -5929 such that 1 = (1209)*39203 + (-5929)*7994\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7995 \t 4 \t 7223 \t 1 \t 0\n", + "1 \t 7995 \t 7223 \t 1 \t 772 \t 0 \t 1\n", + "2 \t 7223 \t 772 \t 9 \t 275 \t 1 \t -4\n", + "3 \t 772 \t 275 \t 2 \t 222 \t -1 \t 5\n", + "4 \t 275 \t 222 \t 1 \t 53 \t 10 \t -49\n", + "5 \t 222 \t 53 \t 4 \t 10 \t -21 \t 103\n", + "6 \t 53 \t 10 \t 5 \t 3 \t 31 \t -152\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -145 \t 711\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 756 \t -3707\n", + "\t\t\t\t\t -2413 \t 11832\n", + "GCD(39203, 7995) = 1, with coefficients -2413 and 11832 such that 1 = (-2413)*39203 + (11832)*7995\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7996 \t 4 \t 7219 \t 1 \t 0\n", + "1 \t 7996 \t 7219 \t 1 \t 777 \t 0 \t 1\n", + "2 \t 7219 \t 777 \t 9 \t 226 \t 1 \t -4\n", + "3 \t 777 \t 226 \t 3 \t 99 \t -1 \t 5\n", + "4 \t 226 \t 99 \t 2 \t 28 \t 10 \t -49\n", + "5 \t 99 \t 28 \t 3 \t 15 \t -31 \t 152\n", + "6 \t 28 \t 15 \t 1 \t 13 \t 72 \t -353\n", + "7 \t 15 \t 13 \t 1 \t 2 \t -247 \t 1211\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 319 \t -1564\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -566 \t 2775\n", + "\t\t\t\t\t 3715 \t -18214\n", + "GCD(39203, 7996) = 1, with coefficients 3715 and -18214 such that 1 = (3715)*39203 + (-18214)*7996\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7997 \t 4 \t 7215 \t 1 \t 0\n", + "1 \t 7997 \t 7215 \t 1 \t 782 \t 0 \t 1\n", + "2 \t 7215 \t 782 \t 9 \t 177 \t 1 \t -4\n", + "3 \t 782 \t 177 \t 4 \t 74 \t -1 \t 5\n", + "4 \t 177 \t 74 \t 2 \t 29 \t 10 \t -49\n", + "5 \t 74 \t 29 \t 2 \t 16 \t -41 \t 201\n", + "6 \t 29 \t 16 \t 1 \t 13 \t 92 \t -451\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -225 \t 1103\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 317 \t -1554\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -542 \t 2657\n", + "\t\t\t\t\t 2485 \t -12182\n", + "GCD(39203, 7997) = 1, with coefficients 2485 and -12182 such that 1 = (2485)*39203 + (-12182)*7997\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7998 \t 4 \t 7211 \t 1 \t 0\n", + "1 \t 7998 \t 7211 \t 1 \t 787 \t 0 \t 1\n", + "2 \t 7211 \t 787 \t 9 \t 128 \t 1 \t -4\n", + "3 \t 787 \t 128 \t 6 \t 19 \t -1 \t 5\n", + "4 \t 128 \t 19 \t 6 \t 14 \t 10 \t -49\n", + "5 \t 19 \t 14 \t 1 \t 5 \t -61 \t 299\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 376 \t -1843\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -437 \t 2142\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1250 \t -6127\n", + "\t\t\t\t\t -1687 \t 8269\n", + "GCD(39203, 7998) = 1, with coefficients -1687 and 8269 such that 1 = (-1687)*39203 + (8269)*7998\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 7999 \t 4 \t 7207 \t 1 \t 0\n", + "1 \t 7999 \t 7207 \t 1 \t 792 \t 0 \t 1\n", + "2 \t 7207 \t 792 \t 9 \t 79 \t 1 \t -4\n", + "3 \t 792 \t 79 \t 10 \t 2 \t -1 \t 5\n", + "4 \t 79 \t 2 \t 39 \t 1 \t 10 \t -49\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -101 \t 495\n", + "\t\t\t\t\t 3949 \t -19354\n", + "GCD(39203, 7999) = 1, with coefficients 3949 and -19354 such that 1 = (3949)*39203 + (-19354)*7999\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8000 \t 4 \t 7203 \t 1 \t 0\n", + "1 \t 8000 \t 7203 \t 1 \t 797 \t 0 \t 1\n", + "2 \t 7203 \t 797 \t 9 \t 30 \t 1 \t -4\n", + "3 \t 797 \t 30 \t 26 \t 17 \t -1 \t 5\n", + "4 \t 30 \t 17 \t 1 \t 13 \t 10 \t -49\n", + "5 \t 17 \t 13 \t 1 \t 4 \t -261 \t 1279\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 271 \t -1328\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -532 \t 2607\n", + "\t\t\t\t\t 1867 \t -9149\n", + "GCD(39203, 8000) = 1, with coefficients 1867 and -9149 such that 1 = (1867)*39203 + (-9149)*8000\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8001 \t 4 \t 7199 \t 1 \t 0\n", + "1 \t 8001 \t 7199 \t 1 \t 802 \t 0 \t 1\n", + "2 \t 7199 \t 802 \t 8 \t 783 \t 1 \t -4\n", + "3 \t 802 \t 783 \t 1 \t 19 \t -1 \t 5\n", + "4 \t 783 \t 19 \t 41 \t 4 \t 9 \t -44\n", + "5 \t 19 \t 4 \t 4 \t 3 \t -10 \t 49\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 419 \t -2053\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1686 \t 8261\n", + "\t\t\t\t\t 2105 \t -10314\n", + "GCD(39203, 8001) = 1, with coefficients 2105 and -10314 such that 1 = (2105)*39203 + (-10314)*8001\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8002 \t 4 \t 7195 \t 1 \t 0\n", + "1 \t 8002 \t 7195 \t 1 \t 807 \t 0 \t 1\n", + "2 \t 7195 \t 807 \t 8 \t 739 \t 1 \t -4\n", + "3 \t 807 \t 739 \t 1 \t 68 \t -1 \t 5\n", + "4 \t 739 \t 68 \t 10 \t 59 \t 9 \t -44\n", + "5 \t 68 \t 59 \t 1 \t 9 \t -10 \t 49\n", + "6 \t 59 \t 9 \t 6 \t 5 \t 109 \t -534\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -119 \t 583\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 823 \t -4032\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -942 \t 4615\n", + "\t\t\t\t\t 1765 \t -8647\n", + "GCD(39203, 8002) = 1, with coefficients 1765 and -8647 such that 1 = (1765)*39203 + (-8647)*8002\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8003 \t 4 \t 7191 \t 1 \t 0\n", + "1 \t 8003 \t 7191 \t 1 \t 812 \t 0 \t 1\n", + "2 \t 7191 \t 812 \t 8 \t 695 \t 1 \t -4\n", + "3 \t 812 \t 695 \t 1 \t 117 \t -1 \t 5\n", + "4 \t 695 \t 117 \t 5 \t 110 \t 9 \t -44\n", + "5 \t 117 \t 110 \t 1 \t 7 \t -10 \t 49\n", + "6 \t 110 \t 7 \t 15 \t 5 \t 59 \t -289\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -69 \t 338\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 1094 \t -5359\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1163 \t 5697\n", + "\t\t\t\t\t 3420 \t -16753\n", + "GCD(39203, 8003) = 1, with coefficients 3420 and -16753 such that 1 = (3420)*39203 + (-16753)*8003\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8004 \t 4 \t 7187 \t 1 \t 0\n", + "1 \t 8004 \t 7187 \t 1 \t 817 \t 0 \t 1\n", + "2 \t 7187 \t 817 \t 8 \t 651 \t 1 \t -4\n", + "3 \t 817 \t 651 \t 1 \t 166 \t -1 \t 5\n", + "4 \t 651 \t 166 \t 3 \t 153 \t 9 \t -44\n", + "5 \t 166 \t 153 \t 1 \t 13 \t -10 \t 49\n", + "6 \t 153 \t 13 \t 11 \t 10 \t 39 \t -191\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -49 \t 240\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 578 \t -2831\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -627 \t 3071\n", + "\t\t\t\t\t 2459 \t -12044\n", + "GCD(39203, 8004) = 1, with coefficients 2459 and -12044 such that 1 = (2459)*39203 + (-12044)*8004\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8005 \t 4 \t 7183 \t 1 \t 0\n", + "1 \t 8005 \t 7183 \t 1 \t 822 \t 0 \t 1\n", + "2 \t 7183 \t 822 \t 8 \t 607 \t 1 \t -4\n", + "3 \t 822 \t 607 \t 1 \t 215 \t -1 \t 5\n", + "4 \t 607 \t 215 \t 2 \t 177 \t 9 \t -44\n", + "5 \t 215 \t 177 \t 1 \t 38 \t -10 \t 49\n", + "6 \t 177 \t 38 \t 4 \t 25 \t 29 \t -142\n", + "7 \t 38 \t 25 \t 1 \t 13 \t -39 \t 191\n", + "8 \t 25 \t 13 \t 1 \t 12 \t 185 \t -906\n", + "9 \t 13 \t 12 \t 1 \t 1 \t -224 \t 1097\n", + "10 \t 12 \t 1 \t 12 \t 0 \t 409 \t -2003\n", + "\t\t\t\t\t -633 \t 3100\n", + "GCD(39203, 8005) = 1, with coefficients -633 and 3100 such that 1 = (-633)*39203 + (3100)*8005\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8006 \t 4 \t 7179 \t 1 \t 0\n", + "1 \t 8006 \t 7179 \t 1 \t 827 \t 0 \t 1\n", + "2 \t 7179 \t 827 \t 8 \t 563 \t 1 \t -4\n", + "3 \t 827 \t 563 \t 1 \t 264 \t -1 \t 5\n", + "4 \t 563 \t 264 \t 2 \t 35 \t 9 \t -44\n", + "5 \t 264 \t 35 \t 7 \t 19 \t -10 \t 49\n", + "6 \t 35 \t 19 \t 1 \t 16 \t 29 \t -142\n", + "7 \t 19 \t 16 \t 1 \t 3 \t -213 \t 1043\n", + "8 \t 16 \t 3 \t 5 \t 1 \t 242 \t -1185\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -455 \t 2228\n", + "\t\t\t\t\t 2517 \t -12325\n", + "GCD(39203, 8006) = 1, with coefficients 2517 and -12325 such that 1 = (2517)*39203 + (-12325)*8006\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8007 \t 4 \t 7175 \t 1 \t 0\n", + "1 \t 8007 \t 7175 \t 1 \t 832 \t 0 \t 1\n", + "2 \t 7175 \t 832 \t 8 \t 519 \t 1 \t -4\n", + "3 \t 832 \t 519 \t 1 \t 313 \t -1 \t 5\n", + "4 \t 519 \t 313 \t 1 \t 206 \t 9 \t -44\n", + "5 \t 313 \t 206 \t 1 \t 107 \t -10 \t 49\n", + "6 \t 206 \t 107 \t 1 \t 99 \t 19 \t -93\n", + "7 \t 107 \t 99 \t 1 \t 8 \t -29 \t 142\n", + "8 \t 99 \t 8 \t 12 \t 3 \t 48 \t -235\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -77 \t 377\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 972 \t -4759\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2021 \t 9895\n", + "\t\t\t\t\t 2993 \t -14654\n", + "GCD(39203, 8007) = 1, with coefficients 2993 and -14654 such that 1 = (2993)*39203 + (-14654)*8007\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8008 \t 4 \t 7171 \t 1 \t 0\n", + "1 \t 8008 \t 7171 \t 1 \t 837 \t 0 \t 1\n", + "2 \t 7171 \t 837 \t 8 \t 475 \t 1 \t -4\n", + "3 \t 837 \t 475 \t 1 \t 362 \t -1 \t 5\n", + "4 \t 475 \t 362 \t 1 \t 113 \t 9 \t -44\n", + "5 \t 362 \t 113 \t 3 \t 23 \t -10 \t 49\n", + "6 \t 113 \t 23 \t 4 \t 21 \t 19 \t -93\n", + "7 \t 23 \t 21 \t 1 \t 2 \t -67 \t 328\n", + "8 \t 21 \t 2 \t 10 \t 1 \t 287 \t -1405\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -354 \t 1733\n", + "\t\t\t\t\t 3827 \t -18735\n", + "GCD(39203, 8008) = 1, with coefficients 3827 and -18735 such that 1 = (3827)*39203 + (-18735)*8008\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8009 \t 4 \t 7167 \t 1 \t 0\n", + "1 \t 8009 \t 7167 \t 1 \t 842 \t 0 \t 1\n", + "2 \t 7167 \t 842 \t 8 \t 431 \t 1 \t -4\n", + "3 \t 842 \t 431 \t 1 \t 411 \t -1 \t 5\n", + "4 \t 431 \t 411 \t 1 \t 20 \t 9 \t -44\n", + "5 \t 411 \t 20 \t 20 \t 11 \t -10 \t 49\n", + "6 \t 20 \t 11 \t 1 \t 9 \t 19 \t -93\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -390 \t 1909\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 409 \t -2002\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -799 \t 3911\n", + "\t\t\t\t\t 3605 \t -17646\n", + "GCD(39203, 8009) = 1, with coefficients 3605 and -17646 such that 1 = (3605)*39203 + (-17646)*8009\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8010 \t 4 \t 7163 \t 1 \t 0\n", + "1 \t 8010 \t 7163 \t 1 \t 847 \t 0 \t 1\n", + "2 \t 7163 \t 847 \t 8 \t 387 \t 1 \t -4\n", + "3 \t 847 \t 387 \t 2 \t 73 \t -1 \t 5\n", + "4 \t 387 \t 73 \t 5 \t 22 \t 9 \t -44\n", + "5 \t 73 \t 22 \t 3 \t 7 \t -19 \t 93\n", + "6 \t 22 \t 7 \t 3 \t 1 \t 104 \t -509\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -331 \t 1620\n", + "\t\t\t\t\t 1097 \t -5369\n", + "GCD(39203, 8010) = 1, with coefficients 1097 and -5369 such that 1 = (1097)*39203 + (-5369)*8010\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8011 \t 4 \t 7159 \t 1 \t 0\n", + "1 \t 8011 \t 7159 \t 1 \t 852 \t 0 \t 1\n", + "2 \t 7159 \t 852 \t 8 \t 343 \t 1 \t -4\n", + "3 \t 852 \t 343 \t 2 \t 166 \t -1 \t 5\n", + "4 \t 343 \t 166 \t 2 \t 11 \t 9 \t -44\n", + "5 \t 166 \t 11 \t 15 \t 1 \t -19 \t 93\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 47 \t -230\n", + "\t\t\t\t\t -724 \t 3543\n", + "GCD(39203, 8011) = 1, with coefficients -724 and 3543 such that 1 = (-724)*39203 + (3543)*8011\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8012 \t 4 \t 7155 \t 1 \t 0\n", + "1 \t 8012 \t 7155 \t 1 \t 857 \t 0 \t 1\n", + "2 \t 7155 \t 857 \t 8 \t 299 \t 1 \t -4\n", + "3 \t 857 \t 299 \t 2 \t 259 \t -1 \t 5\n", + "4 \t 299 \t 259 \t 1 \t 40 \t 9 \t -44\n", + "5 \t 259 \t 40 \t 6 \t 19 \t -19 \t 93\n", + "6 \t 40 \t 19 \t 2 \t 2 \t 28 \t -137\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -187 \t 915\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 402 \t -1967\n", + "\t\t\t\t\t -3805 \t 18618\n", + "GCD(39203, 8012) = 1, with coefficients -3805 and 18618 such that 1 = (-3805)*39203 + (18618)*8012\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8013 \t 4 \t 7151 \t 1 \t 0\n", + "1 \t 8013 \t 7151 \t 1 \t 862 \t 0 \t 1\n", + "2 \t 7151 \t 862 \t 8 \t 255 \t 1 \t -4\n", + "3 \t 862 \t 255 \t 3 \t 97 \t -1 \t 5\n", + "4 \t 255 \t 97 \t 2 \t 61 \t 9 \t -44\n", + "5 \t 97 \t 61 \t 1 \t 36 \t -28 \t 137\n", + "6 \t 61 \t 36 \t 1 \t 25 \t 65 \t -318\n", + "7 \t 36 \t 25 \t 1 \t 11 \t -93 \t 455\n", + "8 \t 25 \t 11 \t 2 \t 3 \t 158 \t -773\n", + "9 \t 11 \t 3 \t 3 \t 2 \t -251 \t 1228\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 660 \t -3229\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2231 \t 10915\n", + "\t\t\t\t\t 2891 \t -14144\n", + "GCD(39203, 8013) = 1, with coefficients 2891 and -14144 such that 1 = (2891)*39203 + (-14144)*8013\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8014 \t 4 \t 7147 \t 1 \t 0\n", + "1 \t 8014 \t 7147 \t 1 \t 867 \t 0 \t 1\n", + "2 \t 7147 \t 867 \t 8 \t 211 \t 1 \t -4\n", + "3 \t 867 \t 211 \t 4 \t 23 \t -1 \t 5\n", + "4 \t 211 \t 23 \t 9 \t 4 \t 9 \t -44\n", + "5 \t 23 \t 4 \t 5 \t 3 \t -37 \t 181\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 342 \t -1673\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1747 \t 8546\n", + "\t\t\t\t\t 2089 \t -10219\n", + "GCD(39203, 8014) = 1, with coefficients 2089 and -10219 such that 1 = (2089)*39203 + (-10219)*8014\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8015 \t 4 \t 7143 \t 1 \t 0\n", + "1 \t 8015 \t 7143 \t 1 \t 872 \t 0 \t 1\n", + "2 \t 7143 \t 872 \t 8 \t 167 \t 1 \t -4\n", + "3 \t 872 \t 167 \t 5 \t 37 \t -1 \t 5\n", + "4 \t 167 \t 37 \t 4 \t 19 \t 9 \t -44\n", + "5 \t 37 \t 19 \t 1 \t 18 \t -46 \t 225\n", + "6 \t 19 \t 18 \t 1 \t 1 \t 193 \t -944\n", + "7 \t 18 \t 1 \t 18 \t 0 \t -239 \t 1169\n", + "\t\t\t\t\t 432 \t -2113\n", + "GCD(39203, 8015) = 1, with coefficients 432 and -2113 such that 1 = (432)*39203 + (-2113)*8015\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8016 \t 4 \t 7139 \t 1 \t 0\n", + "1 \t 8016 \t 7139 \t 1 \t 877 \t 0 \t 1\n", + "2 \t 7139 \t 877 \t 8 \t 123 \t 1 \t -4\n", + "3 \t 877 \t 123 \t 7 \t 16 \t -1 \t 5\n", + "4 \t 123 \t 16 \t 7 \t 11 \t 9 \t -44\n", + "5 \t 16 \t 11 \t 1 \t 5 \t -64 \t 313\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 457 \t -2235\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -521 \t 2548\n", + "\t\t\t\t\t 1499 \t -7331\n", + "GCD(39203, 8016) = 1, with coefficients 1499 and -7331 such that 1 = (1499)*39203 + (-7331)*8016\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8017 \t 4 \t 7135 \t 1 \t 0\n", + "1 \t 8017 \t 7135 \t 1 \t 882 \t 0 \t 1\n", + "2 \t 7135 \t 882 \t 8 \t 79 \t 1 \t -4\n", + "3 \t 882 \t 79 \t 11 \t 13 \t -1 \t 5\n", + "4 \t 79 \t 13 \t 6 \t 1 \t 9 \t -44\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -100 \t 489\n", + "\t\t\t\t\t 609 \t -2978\n", + "GCD(39203, 8017) = 1, with coefficients 609 and -2978 such that 1 = (609)*39203 + (-2978)*8017\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8018 \t 4 \t 7131 \t 1 \t 0\n", + "1 \t 8018 \t 7131 \t 1 \t 887 \t 0 \t 1\n", + "2 \t 7131 \t 887 \t 8 \t 35 \t 1 \t -4\n", + "3 \t 887 \t 35 \t 25 \t 12 \t -1 \t 5\n", + "4 \t 35 \t 12 \t 2 \t 11 \t 9 \t -44\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -226 \t 1105\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 461 \t -2254\n", + "\t\t\t\t\t -687 \t 3359\n", + "GCD(39203, 8018) = 1, with coefficients -687 and 3359 such that 1 = (-687)*39203 + (3359)*8018\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8019 \t 4 \t 7127 \t 1 \t 0\n", + "1 \t 8019 \t 7127 \t 1 \t 892 \t 0 \t 1\n", + "2 \t 7127 \t 892 \t 7 \t 883 \t 1 \t -4\n", + "3 \t 892 \t 883 \t 1 \t 9 \t -1 \t 5\n", + "4 \t 883 \t 9 \t 98 \t 1 \t 8 \t -39\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -9 \t 44\n", + "\t\t\t\t\t 890 \t -4351\n", + "GCD(39203, 8019) = 1, with coefficients 890 and -4351 such that 1 = (890)*39203 + (-4351)*8019\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8020 \t 4 \t 7123 \t 1 \t 0\n", + "1 \t 8020 \t 7123 \t 1 \t 897 \t 0 \t 1\n", + "2 \t 7123 \t 897 \t 7 \t 844 \t 1 \t -4\n", + "3 \t 897 \t 844 \t 1 \t 53 \t -1 \t 5\n", + "4 \t 844 \t 53 \t 15 \t 49 \t 8 \t -39\n", + "5 \t 53 \t 49 \t 1 \t 4 \t -9 \t 44\n", + "6 \t 49 \t 4 \t 12 \t 1 \t 143 \t -699\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -152 \t 743\n", + "\t\t\t\t\t 1967 \t -9615\n", + "GCD(39203, 8020) = 1, with coefficients 1967 and -9615 such that 1 = (1967)*39203 + (-9615)*8020\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8021 \t 4 \t 7119 \t 1 \t 0\n", + "1 \t 8021 \t 7119 \t 1 \t 902 \t 0 \t 1\n", + "2 \t 7119 \t 902 \t 7 \t 805 \t 1 \t -4\n", + "3 \t 902 \t 805 \t 1 \t 97 \t -1 \t 5\n", + "4 \t 805 \t 97 \t 8 \t 29 \t 8 \t -39\n", + "5 \t 97 \t 29 \t 3 \t 10 \t -9 \t 44\n", + "6 \t 29 \t 10 \t 2 \t 9 \t 80 \t -391\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -249 \t 1217\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 578 \t -2825\n", + "\t\t\t\t\t -827 \t 4042\n", + "GCD(39203, 8021) = 1, with coefficients -827 and 4042 such that 1 = (-827)*39203 + (4042)*8021\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8022 \t 4 \t 7115 \t 1 \t 0\n", + "1 \t 8022 \t 7115 \t 1 \t 907 \t 0 \t 1\n", + "2 \t 7115 \t 907 \t 7 \t 766 \t 1 \t -4\n", + "3 \t 907 \t 766 \t 1 \t 141 \t -1 \t 5\n", + "4 \t 766 \t 141 \t 5 \t 61 \t 8 \t -39\n", + "5 \t 141 \t 61 \t 2 \t 19 \t -9 \t 44\n", + "6 \t 61 \t 19 \t 3 \t 4 \t 53 \t -259\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -115 \t 562\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 398 \t -1945\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1707 \t 8342\n", + "\t\t\t\t\t 2105 \t -10287\n", + "GCD(39203, 8022) = 1, with coefficients 2105 and -10287 such that 1 = (2105)*39203 + (-10287)*8022\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8023 \t 4 \t 7111 \t 1 \t 0\n", + "1 \t 8023 \t 7111 \t 1 \t 912 \t 0 \t 1\n", + "2 \t 7111 \t 912 \t 7 \t 727 \t 1 \t -4\n", + "3 \t 912 \t 727 \t 1 \t 185 \t -1 \t 5\n", + "4 \t 727 \t 185 \t 3 \t 172 \t 8 \t -39\n", + "5 \t 185 \t 172 \t 1 \t 13 \t -9 \t 44\n", + "6 \t 172 \t 13 \t 13 \t 3 \t 35 \t -171\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -44 \t 215\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 607 \t -2966\n", + "\t\t\t\t\t -2472 \t 12079\n", + "GCD(39203, 8023) = 1, with coefficients -2472 and 12079 such that 1 = (-2472)*39203 + (12079)*8023\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8024 \t 4 \t 7107 \t 1 \t 0\n", + "1 \t 8024 \t 7107 \t 1 \t 917 \t 0 \t 1\n", + "2 \t 7107 \t 917 \t 7 \t 688 \t 1 \t -4\n", + "3 \t 917 \t 688 \t 1 \t 229 \t -1 \t 5\n", + "4 \t 688 \t 229 \t 3 \t 1 \t 8 \t -39\n", + "5 \t 229 \t 1 \t 229 \t 0 \t -9 \t 44\n", + "\t\t\t\t\t 35 \t -171\n", + "GCD(39203, 8024) = 1, with coefficients 35 and -171 such that 1 = (35)*39203 + (-171)*8024\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8025 \t 4 \t 7103 \t 1 \t 0\n", + "1 \t 8025 \t 7103 \t 1 \t 922 \t 0 \t 1\n", + "2 \t 7103 \t 922 \t 7 \t 649 \t 1 \t -4\n", + "3 \t 922 \t 649 \t 1 \t 273 \t -1 \t 5\n", + "4 \t 649 \t 273 \t 2 \t 103 \t 8 \t -39\n", + "5 \t 273 \t 103 \t 2 \t 67 \t -9 \t 44\n", + "6 \t 103 \t 67 \t 1 \t 36 \t 26 \t -127\n", + "7 \t 67 \t 36 \t 1 \t 31 \t -61 \t 298\n", + "8 \t 36 \t 31 \t 1 \t 5 \t 87 \t -425\n", + "9 \t 31 \t 5 \t 6 \t 1 \t -148 \t 723\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 235 \t -1148\n", + "\t\t\t\t\t -1558 \t 7611\n", + "GCD(39203, 8025) = 1, with coefficients -1558 and 7611 such that 1 = (-1558)*39203 + (7611)*8025\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8026 \t 4 \t 7099 \t 1 \t 0\n", + "1 \t 8026 \t 7099 \t 1 \t 927 \t 0 \t 1\n", + "2 \t 7099 \t 927 \t 7 \t 610 \t 1 \t -4\n", + "3 \t 927 \t 610 \t 1 \t 317 \t -1 \t 5\n", + "4 \t 610 \t 317 \t 1 \t 293 \t 8 \t -39\n", + "5 \t 317 \t 293 \t 1 \t 24 \t -9 \t 44\n", + "6 \t 293 \t 24 \t 12 \t 5 \t 17 \t -83\n", + "7 \t 24 \t 5 \t 4 \t 4 \t -26 \t 127\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 329 \t -1607\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1342 \t 6555\n", + "\t\t\t\t\t 1671 \t -8162\n", + "GCD(39203, 8026) = 1, with coefficients 1671 and -8162 such that 1 = (1671)*39203 + (-8162)*8026\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8027 \t 4 \t 7095 \t 1 \t 0\n", + "1 \t 8027 \t 7095 \t 1 \t 932 \t 0 \t 1\n", + "2 \t 7095 \t 932 \t 7 \t 571 \t 1 \t -4\n", + "3 \t 932 \t 571 \t 1 \t 361 \t -1 \t 5\n", + "4 \t 571 \t 361 \t 1 \t 210 \t 8 \t -39\n", + "5 \t 361 \t 210 \t 1 \t 151 \t -9 \t 44\n", + "6 \t 210 \t 151 \t 1 \t 59 \t 17 \t -83\n", + "7 \t 151 \t 59 \t 2 \t 33 \t -26 \t 127\n", + "8 \t 59 \t 33 \t 1 \t 26 \t 43 \t -210\n", + "9 \t 33 \t 26 \t 1 \t 7 \t -112 \t 547\n", + "10 \t 26 \t 7 \t 3 \t 5 \t 155 \t -757\n", + "11 \t 7 \t 5 \t 1 \t 2 \t -267 \t 1304\n", + "12 \t 5 \t 2 \t 2 \t 1 \t 956 \t -4669\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1223 \t 5973\n", + "\t\t\t\t\t 3402 \t -16615\n", + "GCD(39203, 8027) = 1, with coefficients 3402 and -16615 such that 1 = (3402)*39203 + (-16615)*8027\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8028 \t 4 \t 7091 \t 1 \t 0\n", + "1 \t 8028 \t 7091 \t 1 \t 937 \t 0 \t 1\n", + "2 \t 7091 \t 937 \t 7 \t 532 \t 1 \t -4\n", + "3 \t 937 \t 532 \t 1 \t 405 \t -1 \t 5\n", + "4 \t 532 \t 405 \t 1 \t 127 \t 8 \t -39\n", + "5 \t 405 \t 127 \t 3 \t 24 \t -9 \t 44\n", + "6 \t 127 \t 24 \t 5 \t 7 \t 17 \t -83\n", + "7 \t 24 \t 7 \t 3 \t 3 \t -60 \t 293\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 317 \t -1548\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1011 \t 4937\n", + "\t\t\t\t\t 2339 \t -11422\n", + "GCD(39203, 8028) = 1, with coefficients 2339 and -11422 such that 1 = (2339)*39203 + (-11422)*8028\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8029 \t 4 \t 7087 \t 1 \t 0\n", + "1 \t 8029 \t 7087 \t 1 \t 942 \t 0 \t 1\n", + "2 \t 7087 \t 942 \t 7 \t 493 \t 1 \t -4\n", + "3 \t 942 \t 493 \t 1 \t 449 \t -1 \t 5\n", + "4 \t 493 \t 449 \t 1 \t 44 \t 8 \t -39\n", + "5 \t 449 \t 44 \t 10 \t 9 \t -9 \t 44\n", + "6 \t 44 \t 9 \t 4 \t 8 \t 17 \t -83\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -179 \t 874\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 733 \t -3579\n", + "\t\t\t\t\t -912 \t 4453\n", + "GCD(39203, 8029) = 1, with coefficients -912 and 4453 such that 1 = (-912)*39203 + (4453)*8029\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8030 \t 4 \t 7083 \t 1 \t 0\n", + "1 \t 8030 \t 7083 \t 1 \t 947 \t 0 \t 1\n", + "2 \t 7083 \t 947 \t 7 \t 454 \t 1 \t -4\n", + "3 \t 947 \t 454 \t 2 \t 39 \t -1 \t 5\n", + "4 \t 454 \t 39 \t 11 \t 25 \t 8 \t -39\n", + "5 \t 39 \t 25 \t 1 \t 14 \t -17 \t 83\n", + "6 \t 25 \t 14 \t 1 \t 11 \t 195 \t -952\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -212 \t 1035\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 407 \t -1987\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -619 \t 3022\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2264 \t -11053\n", + "\t\t\t\t\t -2883 \t 14075\n", + "GCD(39203, 8030) = 1, with coefficients -2883 and 14075 such that 1 = (-2883)*39203 + (14075)*8030\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8031 \t 4 \t 7079 \t 1 \t 0\n", + "1 \t 8031 \t 7079 \t 1 \t 952 \t 0 \t 1\n", + "2 \t 7079 \t 952 \t 7 \t 415 \t 1 \t -4\n", + "3 \t 952 \t 415 \t 2 \t 122 \t -1 \t 5\n", + "4 \t 415 \t 122 \t 3 \t 49 \t 8 \t -39\n", + "5 \t 122 \t 49 \t 2 \t 24 \t -17 \t 83\n", + "6 \t 49 \t 24 \t 2 \t 1 \t 59 \t -288\n", + "7 \t 24 \t 1 \t 24 \t 0 \t -135 \t 659\n", + "\t\t\t\t\t 329 \t -1606\n", + "GCD(39203, 8031) = 1, with coefficients 329 and -1606 such that 1 = (329)*39203 + (-1606)*8031\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8032 \t 4 \t 7075 \t 1 \t 0\n", + "1 \t 8032 \t 7075 \t 1 \t 957 \t 0 \t 1\n", + "2 \t 7075 \t 957 \t 7 \t 376 \t 1 \t -4\n", + "3 \t 957 \t 376 \t 2 \t 205 \t -1 \t 5\n", + "4 \t 376 \t 205 \t 1 \t 171 \t 8 \t -39\n", + "5 \t 205 \t 171 \t 1 \t 34 \t -17 \t 83\n", + "6 \t 171 \t 34 \t 5 \t 1 \t 25 \t -122\n", + "7 \t 34 \t 1 \t 34 \t 0 \t -42 \t 205\n", + "\t\t\t\t\t 235 \t -1147\n", + "GCD(39203, 8032) = 1, with coefficients 235 and -1147 such that 1 = (235)*39203 + (-1147)*8032\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8033 \t 4 \t 7071 \t 1 \t 0\n", + "1 \t 8033 \t 7071 \t 1 \t 962 \t 0 \t 1\n", + "2 \t 7071 \t 962 \t 7 \t 337 \t 1 \t -4\n", + "3 \t 962 \t 337 \t 2 \t 288 \t -1 \t 5\n", + "4 \t 337 \t 288 \t 1 \t 49 \t 8 \t -39\n", + "5 \t 288 \t 49 \t 5 \t 43 \t -17 \t 83\n", + "6 \t 49 \t 43 \t 1 \t 6 \t 25 \t -122\n", + "7 \t 43 \t 6 \t 7 \t 1 \t -142 \t 693\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 167 \t -815\n", + "\t\t\t\t\t -1311 \t 6398\n", + "GCD(39203, 8033) = 1, with coefficients -1311 and 6398 such that 1 = (-1311)*39203 + (6398)*8033\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8034 \t 4 \t 7067 \t 1 \t 0\n", + "1 \t 8034 \t 7067 \t 1 \t 967 \t 0 \t 1\n", + "2 \t 7067 \t 967 \t 7 \t 298 \t 1 \t -4\n", + "3 \t 967 \t 298 \t 3 \t 73 \t -1 \t 5\n", + "4 \t 298 \t 73 \t 4 \t 6 \t 8 \t -39\n", + "5 \t 73 \t 6 \t 12 \t 1 \t -25 \t 122\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 108 \t -527\n", + "\t\t\t\t\t -1321 \t 6446\n", + "GCD(39203, 8034) = 1, with coefficients -1321 and 6446 such that 1 = (-1321)*39203 + (6446)*8034\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8035 \t 4 \t 7063 \t 1 \t 0\n", + "1 \t 8035 \t 7063 \t 1 \t 972 \t 0 \t 1\n", + "2 \t 7063 \t 972 \t 7 \t 259 \t 1 \t -4\n", + "3 \t 972 \t 259 \t 3 \t 195 \t -1 \t 5\n", + "4 \t 259 \t 195 \t 1 \t 64 \t 8 \t -39\n", + "5 \t 195 \t 64 \t 3 \t 3 \t -25 \t 122\n", + "6 \t 64 \t 3 \t 21 \t 1 \t 33 \t -161\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -124 \t 605\n", + "\t\t\t\t\t 2637 \t -12866\n", + "GCD(39203, 8035) = 1, with coefficients 2637 and -12866 such that 1 = (2637)*39203 + (-12866)*8035\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8036 \t 4 \t 7059 \t 1 \t 0\n", + "1 \t 8036 \t 7059 \t 1 \t 977 \t 0 \t 1\n", + "2 \t 7059 \t 977 \t 7 \t 220 \t 1 \t -4\n", + "3 \t 977 \t 220 \t 4 \t 97 \t -1 \t 5\n", + "4 \t 220 \t 97 \t 2 \t 26 \t 8 \t -39\n", + "5 \t 97 \t 26 \t 3 \t 19 \t -33 \t 161\n", + "6 \t 26 \t 19 \t 1 \t 7 \t 74 \t -361\n", + "7 \t 19 \t 7 \t 2 \t 5 \t -255 \t 1244\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 329 \t -1605\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -913 \t 4454\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1242 \t -6059\n", + "\t\t\t\t\t -3397 \t 16572\n", + "GCD(39203, 8036) = 1, with coefficients -3397 and 16572 such that 1 = (-3397)*39203 + (16572)*8036\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8037 \t 4 \t 7055 \t 1 \t 0\n", + "1 \t 8037 \t 7055 \t 1 \t 982 \t 0 \t 1\n", + "2 \t 7055 \t 982 \t 7 \t 181 \t 1 \t -4\n", + "3 \t 982 \t 181 \t 5 \t 77 \t -1 \t 5\n", + "4 \t 181 \t 77 \t 2 \t 27 \t 8 \t -39\n", + "5 \t 77 \t 27 \t 2 \t 23 \t -41 \t 200\n", + "6 \t 27 \t 23 \t 1 \t 4 \t 90 \t -439\n", + "7 \t 23 \t 4 \t 5 \t 3 \t -221 \t 1078\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 311 \t -1517\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1776 \t 8663\n", + "\t\t\t\t\t 2087 \t -10180\n", + "GCD(39203, 8037) = 1, with coefficients 2087 and -10180 such that 1 = (2087)*39203 + (-10180)*8037\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8038 \t 4 \t 7051 \t 1 \t 0\n", + "1 \t 8038 \t 7051 \t 1 \t 987 \t 0 \t 1\n", + "2 \t 7051 \t 987 \t 7 \t 142 \t 1 \t -4\n", + "3 \t 987 \t 142 \t 6 \t 135 \t -1 \t 5\n", + "4 \t 142 \t 135 \t 1 \t 7 \t 8 \t -39\n", + "5 \t 135 \t 7 \t 19 \t 2 \t -49 \t 239\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 57 \t -278\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1132 \t 5521\n", + "\t\t\t\t\t 3453 \t -16841\n", + "GCD(39203, 8038) = 1, with coefficients 3453 and -16841 such that 1 = (3453)*39203 + (-16841)*8038\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8039 \t 4 \t 7047 \t 1 \t 0\n", + "1 \t 8039 \t 7047 \t 1 \t 992 \t 0 \t 1\n", + "2 \t 7047 \t 992 \t 7 \t 103 \t 1 \t -4\n", + "3 \t 992 \t 103 \t 9 \t 65 \t -1 \t 5\n", + "4 \t 103 \t 65 \t 1 \t 38 \t 8 \t -39\n", + "5 \t 65 \t 38 \t 1 \t 27 \t -73 \t 356\n", + "6 \t 38 \t 27 \t 1 \t 11 \t 81 \t -395\n", + "7 \t 27 \t 11 \t 2 \t 5 \t -154 \t 751\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 235 \t -1146\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -624 \t 3043\n", + "\t\t\t\t\t 1483 \t -7232\n", + "GCD(39203, 8039) = 1, with coefficients 1483 and -7232 such that 1 = (1483)*39203 + (-7232)*8039\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8040 \t 4 \t 7043 \t 1 \t 0\n", + "1 \t 8040 \t 7043 \t 1 \t 997 \t 0 \t 1\n", + "2 \t 7043 \t 997 \t 7 \t 64 \t 1 \t -4\n", + "3 \t 997 \t 64 \t 15 \t 37 \t -1 \t 5\n", + "4 \t 64 \t 37 \t 1 \t 27 \t 8 \t -39\n", + "5 \t 37 \t 27 \t 1 \t 10 \t -121 \t 590\n", + "6 \t 27 \t 10 \t 2 \t 7 \t 129 \t -629\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -250 \t 1219\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 629 \t -3067\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -879 \t 4286\n", + "\t\t\t\t\t 2387 \t -11639\n", + "GCD(39203, 8040) = 1, with coefficients 2387 and -11639 such that 1 = (2387)*39203 + (-11639)*8040\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8041 \t 4 \t 7039 \t 1 \t 0\n", + "1 \t 8041 \t 7039 \t 1 \t 1002 \t 0 \t 1\n", + "2 \t 7039 \t 1002 \t 7 \t 25 \t 1 \t -4\n", + "3 \t 1002 \t 25 \t 40 \t 2 \t -1 \t 5\n", + "4 \t 25 \t 2 \t 12 \t 1 \t 8 \t -39\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -321 \t 1565\n", + "\t\t\t\t\t 3860 \t -18819\n", + "GCD(39203, 8041) = 1, with coefficients 3860 and -18819 such that 1 = (3860)*39203 + (-18819)*8041\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8042 \t 4 \t 7035 \t 1 \t 0\n", + "1 \t 8042 \t 7035 \t 1 \t 1007 \t 0 \t 1\n", + "2 \t 7035 \t 1007 \t 6 \t 993 \t 1 \t -4\n", + "3 \t 1007 \t 993 \t 1 \t 14 \t -1 \t 5\n", + "4 \t 993 \t 14 \t 70 \t 13 \t 7 \t -34\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -8 \t 39\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 567 \t -2764\n", + "\t\t\t\t\t -575 \t 2803\n", + "GCD(39203, 8042) = 1, with coefficients -575 and 2803 such that 1 = (-575)*39203 + (2803)*8042\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8043 \t 4 \t 7031 \t 1 \t 0\n", + "1 \t 8043 \t 7031 \t 1 \t 1012 \t 0 \t 1\n", + "2 \t 7031 \t 1012 \t 6 \t 959 \t 1 \t -4\n", + "3 \t 1012 \t 959 \t 1 \t 53 \t -1 \t 5\n", + "4 \t 959 \t 53 \t 18 \t 5 \t 7 \t -34\n", + "5 \t 53 \t 5 \t 10 \t 3 \t -8 \t 39\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 151 \t -736\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1518 \t 7399\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1669 \t -8135\n", + "\t\t\t\t\t -3187 \t 15534\n", + "GCD(39203, 8043) = 1, with coefficients -3187 and 15534 such that 1 = (-3187)*39203 + (15534)*8043\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8044 \t 4 \t 7027 \t 1 \t 0\n", + "1 \t 8044 \t 7027 \t 1 \t 1017 \t 0 \t 1\n", + "2 \t 7027 \t 1017 \t 6 \t 925 \t 1 \t -4\n", + "3 \t 1017 \t 925 \t 1 \t 92 \t -1 \t 5\n", + "4 \t 925 \t 92 \t 10 \t 5 \t 7 \t -34\n", + "5 \t 92 \t 5 \t 18 \t 2 \t -8 \t 39\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 87 \t -424\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1574 \t 7671\n", + "\t\t\t\t\t 3235 \t -15766\n", + "GCD(39203, 8044) = 1, with coefficients 3235 and -15766 such that 1 = (3235)*39203 + (-15766)*8044\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8045 \t 4 \t 7023 \t 1 \t 0\n", + "1 \t 8045 \t 7023 \t 1 \t 1022 \t 0 \t 1\n", + "2 \t 7023 \t 1022 \t 6 \t 891 \t 1 \t -4\n", + "3 \t 1022 \t 891 \t 1 \t 131 \t -1 \t 5\n", + "4 \t 891 \t 131 \t 6 \t 105 \t 7 \t -34\n", + "5 \t 131 \t 105 \t 1 \t 26 \t -8 \t 39\n", + "6 \t 105 \t 26 \t 4 \t 1 \t 55 \t -268\n", + "7 \t 26 \t 1 \t 26 \t 0 \t -63 \t 307\n", + "\t\t\t\t\t 307 \t -1496\n", + "GCD(39203, 8045) = 1, with coefficients 307 and -1496 such that 1 = (307)*39203 + (-1496)*8045\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8046 \t 4 \t 7019 \t 1 \t 0\n", + "1 \t 8046 \t 7019 \t 1 \t 1027 \t 0 \t 1\n", + "2 \t 7019 \t 1027 \t 6 \t 857 \t 1 \t -4\n", + "3 \t 1027 \t 857 \t 1 \t 170 \t -1 \t 5\n", + "4 \t 857 \t 170 \t 5 \t 7 \t 7 \t -34\n", + "5 \t 170 \t 7 \t 24 \t 2 \t -8 \t 39\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 47 \t -229\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1136 \t 5535\n", + "\t\t\t\t\t 3455 \t -16834\n", + "GCD(39203, 8046) = 1, with coefficients 3455 and -16834 such that 1 = (3455)*39203 + (-16834)*8046\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8047 \t 4 \t 7015 \t 1 \t 0\n", + "1 \t 8047 \t 7015 \t 1 \t 1032 \t 0 \t 1\n", + "2 \t 7015 \t 1032 \t 6 \t 823 \t 1 \t -4\n", + "3 \t 1032 \t 823 \t 1 \t 209 \t -1 \t 5\n", + "4 \t 823 \t 209 \t 3 \t 196 \t 7 \t -34\n", + "5 \t 209 \t 196 \t 1 \t 13 \t -8 \t 39\n", + "6 \t 196 \t 13 \t 15 \t 1 \t 31 \t -151\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -39 \t 190\n", + "\t\t\t\t\t 616 \t -3001\n", + "GCD(39203, 8047) = 1, with coefficients 616 and -3001 such that 1 = (616)*39203 + (-3001)*8047\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8048 \t 4 \t 7011 \t 1 \t 0\n", + "1 \t 8048 \t 7011 \t 1 \t 1037 \t 0 \t 1\n", + "2 \t 7011 \t 1037 \t 6 \t 789 \t 1 \t -4\n", + "3 \t 1037 \t 789 \t 1 \t 248 \t -1 \t 5\n", + "4 \t 789 \t 248 \t 3 \t 45 \t 7 \t -34\n", + "5 \t 248 \t 45 \t 5 \t 23 \t -8 \t 39\n", + "6 \t 45 \t 23 \t 1 \t 22 \t 31 \t -151\n", + "7 \t 23 \t 22 \t 1 \t 1 \t -163 \t 794\n", + "8 \t 22 \t 1 \t 22 \t 0 \t 194 \t -945\n", + "\t\t\t\t\t -357 \t 1739\n", + "GCD(39203, 8048) = 1, with coefficients -357 and 1739 such that 1 = (-357)*39203 + (1739)*8048\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8049 \t 4 \t 7007 \t 1 \t 0\n", + "1 \t 8049 \t 7007 \t 1 \t 1042 \t 0 \t 1\n", + "2 \t 7007 \t 1042 \t 6 \t 755 \t 1 \t -4\n", + "3 \t 1042 \t 755 \t 1 \t 287 \t -1 \t 5\n", + "4 \t 755 \t 287 \t 2 \t 181 \t 7 \t -34\n", + "5 \t 287 \t 181 \t 1 \t 106 \t -8 \t 39\n", + "6 \t 181 \t 106 \t 1 \t 75 \t 23 \t -112\n", + "7 \t 106 \t 75 \t 1 \t 31 \t -31 \t 151\n", + "8 \t 75 \t 31 \t 2 \t 13 \t 54 \t -263\n", + "9 \t 31 \t 13 \t 2 \t 5 \t -85 \t 414\n", + "10 \t 13 \t 5 \t 2 \t 3 \t 224 \t -1091\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -533 \t 2596\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 1290 \t -6283\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1823 \t 8879\n", + "\t\t\t\t\t 3113 \t -15162\n", + "GCD(39203, 8049) = 1, with coefficients 3113 and -15162 such that 1 = (3113)*39203 + (-15162)*8049\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8050 \t 4 \t 7003 \t 1 \t 0\n", + "1 \t 8050 \t 7003 \t 1 \t 1047 \t 0 \t 1\n", + "2 \t 7003 \t 1047 \t 6 \t 721 \t 1 \t -4\n", + "3 \t 1047 \t 721 \t 1 \t 326 \t -1 \t 5\n", + "4 \t 721 \t 326 \t 2 \t 69 \t 7 \t -34\n", + "5 \t 326 \t 69 \t 4 \t 50 \t -8 \t 39\n", + "6 \t 69 \t 50 \t 1 \t 19 \t 23 \t -112\n", + "7 \t 50 \t 19 \t 2 \t 12 \t -100 \t 487\n", + "8 \t 19 \t 12 \t 1 \t 7 \t 123 \t -599\n", + "9 \t 12 \t 7 \t 1 \t 5 \t -346 \t 1685\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 469 \t -2284\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -815 \t 3969\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1284 \t -6253\n", + "\t\t\t\t\t -3383 \t 16475\n", + "GCD(39203, 8050) = 1, with coefficients -3383 and 16475 such that 1 = (-3383)*39203 + (16475)*8050\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8051 \t 4 \t 6999 \t 1 \t 0\n", + "1 \t 8051 \t 6999 \t 1 \t 1052 \t 0 \t 1\n", + "2 \t 6999 \t 1052 \t 6 \t 687 \t 1 \t -4\n", + "3 \t 1052 \t 687 \t 1 \t 365 \t -1 \t 5\n", + "4 \t 687 \t 365 \t 1 \t 322 \t 7 \t -34\n", + "5 \t 365 \t 322 \t 1 \t 43 \t -8 \t 39\n", + "6 \t 322 \t 43 \t 7 \t 21 \t 15 \t -73\n", + "7 \t 43 \t 21 \t 2 \t 1 \t -23 \t 112\n", + "8 \t 21 \t 1 \t 21 \t 0 \t 176 \t -857\n", + "\t\t\t\t\t -375 \t 1826\n", + "GCD(39203, 8051) = 1, with coefficients -375 and 1826 such that 1 = (-375)*39203 + (1826)*8051\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8052 \t 4 \t 6995 \t 1 \t 0\n", + "1 \t 8052 \t 6995 \t 1 \t 1057 \t 0 \t 1\n", + "2 \t 6995 \t 1057 \t 6 \t 653 \t 1 \t -4\n", + "3 \t 1057 \t 653 \t 1 \t 404 \t -1 \t 5\n", + "4 \t 653 \t 404 \t 1 \t 249 \t 7 \t -34\n", + "5 \t 404 \t 249 \t 1 \t 155 \t -8 \t 39\n", + "6 \t 249 \t 155 \t 1 \t 94 \t 15 \t -73\n", + "7 \t 155 \t 94 \t 1 \t 61 \t -23 \t 112\n", + "8 \t 94 \t 61 \t 1 \t 33 \t 38 \t -185\n", + "9 \t 61 \t 33 \t 1 \t 28 \t -61 \t 297\n", + "10 \t 33 \t 28 \t 1 \t 5 \t 99 \t -482\n", + "11 \t 28 \t 5 \t 5 \t 3 \t -160 \t 779\n", + "12 \t 5 \t 3 \t 1 \t 2 \t 259 \t -1261\n", + "13 \t 3 \t 2 \t 1 \t 1 \t -1455 \t 7084\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 1714 \t -8345\n", + "\t\t\t\t\t -3169 \t 15429\n", + "GCD(39203, 8052) = 1, with coefficients -3169 and 15429 such that 1 = (-3169)*39203 + (15429)*8052\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8053 \t 4 \t 6991 \t 1 \t 0\n", + "1 \t 8053 \t 6991 \t 1 \t 1062 \t 0 \t 1\n", + "2 \t 6991 \t 1062 \t 6 \t 619 \t 1 \t -4\n", + "3 \t 1062 \t 619 \t 1 \t 443 \t -1 \t 5\n", + "4 \t 619 \t 443 \t 1 \t 176 \t 7 \t -34\n", + "5 \t 443 \t 176 \t 2 \t 91 \t -8 \t 39\n", + "6 \t 176 \t 91 \t 1 \t 85 \t 15 \t -73\n", + "7 \t 91 \t 85 \t 1 \t 6 \t -38 \t 185\n", + "8 \t 85 \t 6 \t 14 \t 1 \t 53 \t -258\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -91 \t 443\n", + "\t\t\t\t\t 1327 \t -6460\n", + "GCD(39203, 8053) = 1, with coefficients 1327 and -6460 such that 1 = (1327)*39203 + (-6460)*8053\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8054 \t 4 \t 6987 \t 1 \t 0\n", + "1 \t 8054 \t 6987 \t 1 \t 1067 \t 0 \t 1\n", + "2 \t 6987 \t 1067 \t 6 \t 585 \t 1 \t -4\n", + "3 \t 1067 \t 585 \t 1 \t 482 \t -1 \t 5\n", + "4 \t 585 \t 482 \t 1 \t 103 \t 7 \t -34\n", + "5 \t 482 \t 103 \t 4 \t 70 \t -8 \t 39\n", + "6 \t 103 \t 70 \t 1 \t 33 \t 15 \t -73\n", + "7 \t 70 \t 33 \t 2 \t 4 \t -68 \t 331\n", + "8 \t 33 \t 4 \t 8 \t 1 \t 83 \t -404\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -234 \t 1139\n", + "\t\t\t\t\t 1955 \t -9516\n", + "GCD(39203, 8054) = 1, with coefficients 1955 and -9516 such that 1 = (1955)*39203 + (-9516)*8054\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8055 \t 4 \t 6983 \t 1 \t 0\n", + "1 \t 8055 \t 6983 \t 1 \t 1072 \t 0 \t 1\n", + "2 \t 6983 \t 1072 \t 6 \t 551 \t 1 \t -4\n", + "3 \t 1072 \t 551 \t 1 \t 521 \t -1 \t 5\n", + "4 \t 551 \t 521 \t 1 \t 30 \t 7 \t -34\n", + "5 \t 521 \t 30 \t 17 \t 11 \t -8 \t 39\n", + "6 \t 30 \t 11 \t 2 \t 8 \t 15 \t -73\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -263 \t 1280\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 541 \t -2633\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -804 \t 3913\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2149 \t -10459\n", + "\t\t\t\t\t -2953 \t 14372\n", + "GCD(39203, 8055) = 1, with coefficients -2953 and 14372 such that 1 = (-2953)*39203 + (14372)*8055\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8056 \t 4 \t 6979 \t 1 \t 0\n", + "1 \t 8056 \t 6979 \t 1 \t 1077 \t 0 \t 1\n", + "2 \t 6979 \t 1077 \t 6 \t 517 \t 1 \t -4\n", + "3 \t 1077 \t 517 \t 2 \t 43 \t -1 \t 5\n", + "4 \t 517 \t 43 \t 12 \t 1 \t 7 \t -34\n", + "5 \t 43 \t 1 \t 43 \t 0 \t -15 \t 73\n", + "\t\t\t\t\t 187 \t -910\n", + "GCD(39203, 8056) = 1, with coefficients 187 and -910 such that 1 = (187)*39203 + (-910)*8056\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8057 \t 4 \t 6975 \t 1 \t 0\n", + "1 \t 8057 \t 6975 \t 1 \t 1082 \t 0 \t 1\n", + "2 \t 6975 \t 1082 \t 6 \t 483 \t 1 \t -4\n", + "3 \t 1082 \t 483 \t 2 \t 116 \t -1 \t 5\n", + "4 \t 483 \t 116 \t 4 \t 19 \t 7 \t -34\n", + "5 \t 116 \t 19 \t 6 \t 2 \t -15 \t 73\n", + "6 \t 19 \t 2 \t 9 \t 1 \t 67 \t -326\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -417 \t 2029\n", + "\t\t\t\t\t 3820 \t -18587\n", + "GCD(39203, 8057) = 1, with coefficients 3820 and -18587 such that 1 = (3820)*39203 + (-18587)*8057\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8058 \t 4 \t 6971 \t 1 \t 0\n", + "1 \t 8058 \t 6971 \t 1 \t 1087 \t 0 \t 1\n", + "2 \t 6971 \t 1087 \t 6 \t 449 \t 1 \t -4\n", + "3 \t 1087 \t 449 \t 2 \t 189 \t -1 \t 5\n", + "4 \t 449 \t 189 \t 2 \t 71 \t 7 \t -34\n", + "5 \t 189 \t 71 \t 2 \t 47 \t -15 \t 73\n", + "6 \t 71 \t 47 \t 1 \t 24 \t 37 \t -180\n", + "7 \t 47 \t 24 \t 1 \t 23 \t -89 \t 433\n", + "8 \t 24 \t 23 \t 1 \t 1 \t 126 \t -613\n", + "9 \t 23 \t 1 \t 23 \t 0 \t -215 \t 1046\n", + "\t\t\t\t\t 341 \t -1659\n", + "GCD(39203, 8058) = 1, with coefficients 341 and -1659 such that 1 = (341)*39203 + (-1659)*8058\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8059 \t 4 \t 6967 \t 1 \t 0\n", + "1 \t 8059 \t 6967 \t 1 \t 1092 \t 0 \t 1\n", + "2 \t 6967 \t 1092 \t 6 \t 415 \t 1 \t -4\n", + "3 \t 1092 \t 415 \t 2 \t 262 \t -1 \t 5\n", + "4 \t 415 \t 262 \t 1 \t 153 \t 7 \t -34\n", + "5 \t 262 \t 153 \t 1 \t 109 \t -15 \t 73\n", + "6 \t 153 \t 109 \t 1 \t 44 \t 22 \t -107\n", + "7 \t 109 \t 44 \t 2 \t 21 \t -37 \t 180\n", + "8 \t 44 \t 21 \t 2 \t 2 \t 59 \t -287\n", + "9 \t 21 \t 2 \t 10 \t 1 \t -155 \t 754\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 369 \t -1795\n", + "\t\t\t\t\t -3845 \t 18704\n", + "GCD(39203, 8059) = 1, with coefficients -3845 and 18704 such that 1 = (-3845)*39203 + (18704)*8059\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8060 \t 4 \t 6963 \t 1 \t 0\n", + "1 \t 8060 \t 6963 \t 1 \t 1097 \t 0 \t 1\n", + "2 \t 6963 \t 1097 \t 6 \t 381 \t 1 \t -4\n", + "3 \t 1097 \t 381 \t 2 \t 335 \t -1 \t 5\n", + "4 \t 381 \t 335 \t 1 \t 46 \t 7 \t -34\n", + "5 \t 335 \t 46 \t 7 \t 13 \t -15 \t 73\n", + "6 \t 46 \t 13 \t 3 \t 7 \t 22 \t -107\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -169 \t 822\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 529 \t -2573\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -698 \t 3395\n", + "\t\t\t\t\t 1227 \t -5968\n", + "GCD(39203, 8060) = 1, with coefficients 1227 and -5968 such that 1 = (1227)*39203 + (-5968)*8060\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8061 \t 4 \t 6959 \t 1 \t 0\n", + "1 \t 8061 \t 6959 \t 1 \t 1102 \t 0 \t 1\n", + "2 \t 6959 \t 1102 \t 6 \t 347 \t 1 \t -4\n", + "3 \t 1102 \t 347 \t 3 \t 61 \t -1 \t 5\n", + "4 \t 347 \t 61 \t 5 \t 42 \t 7 \t -34\n", + "5 \t 61 \t 42 \t 1 \t 19 \t -22 \t 107\n", + "6 \t 42 \t 19 \t 2 \t 4 \t 117 \t -569\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -139 \t 676\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 395 \t -1921\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1719 \t 8360\n", + "\t\t\t\t\t 2114 \t -10281\n", + "GCD(39203, 8061) = 1, with coefficients 2114 and -10281 such that 1 = (2114)*39203 + (-10281)*8061\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8062 \t 4 \t 6955 \t 1 \t 0\n", + "1 \t 8062 \t 6955 \t 1 \t 1107 \t 0 \t 1\n", + "2 \t 6955 \t 1107 \t 6 \t 313 \t 1 \t -4\n", + "3 \t 1107 \t 313 \t 3 \t 168 \t -1 \t 5\n", + "4 \t 313 \t 168 \t 1 \t 145 \t 7 \t -34\n", + "5 \t 168 \t 145 \t 1 \t 23 \t -22 \t 107\n", + "6 \t 145 \t 23 \t 6 \t 7 \t 29 \t -141\n", + "7 \t 23 \t 7 \t 3 \t 2 \t -51 \t 248\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 335 \t -1629\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1056 \t 5135\n", + "\t\t\t\t\t 3503 \t -17034\n", + "GCD(39203, 8062) = 1, with coefficients 3503 and -17034 such that 1 = (3503)*39203 + (-17034)*8062\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8063 \t 4 \t 6951 \t 1 \t 0\n", + "1 \t 8063 \t 6951 \t 1 \t 1112 \t 0 \t 1\n", + "2 \t 6951 \t 1112 \t 6 \t 279 \t 1 \t -4\n", + "3 \t 1112 \t 279 \t 3 \t 275 \t -1 \t 5\n", + "4 \t 279 \t 275 \t 1 \t 4 \t 7 \t -34\n", + "5 \t 275 \t 4 \t 68 \t 3 \t -22 \t 107\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 29 \t -141\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1994 \t 9695\n", + "\t\t\t\t\t 2023 \t -9836\n", + "GCD(39203, 8063) = 1, with coefficients 2023 and -9836 such that 1 = (2023)*39203 + (-9836)*8063\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8064 \t 4 \t 6947 \t 1 \t 0\n", + "1 \t 8064 \t 6947 \t 1 \t 1117 \t 0 \t 1\n", + "2 \t 6947 \t 1117 \t 6 \t 245 \t 1 \t -4\n", + "3 \t 1117 \t 245 \t 4 \t 137 \t -1 \t 5\n", + "4 \t 245 \t 137 \t 1 \t 108 \t 7 \t -34\n", + "5 \t 137 \t 108 \t 1 \t 29 \t -29 \t 141\n", + "6 \t 108 \t 29 \t 3 \t 21 \t 36 \t -175\n", + "7 \t 29 \t 21 \t 1 \t 8 \t -65 \t 316\n", + "8 \t 21 \t 8 \t 2 \t 5 \t 231 \t -1123\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -296 \t 1439\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 823 \t -4001\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1119 \t 5440\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1942 \t -9441\n", + "\t\t\t\t\t -3061 \t 14881\n", + "GCD(39203, 8064) = 1, with coefficients -3061 and 14881 such that 1 = (-3061)*39203 + (14881)*8064\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8065 \t 4 \t 6943 \t 1 \t 0\n", + "1 \t 8065 \t 6943 \t 1 \t 1122 \t 0 \t 1\n", + "2 \t 6943 \t 1122 \t 6 \t 211 \t 1 \t -4\n", + "3 \t 1122 \t 211 \t 5 \t 67 \t -1 \t 5\n", + "4 \t 211 \t 67 \t 3 \t 10 \t 7 \t -34\n", + "5 \t 67 \t 10 \t 6 \t 7 \t -36 \t 175\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 115 \t -559\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -726 \t 3529\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 841 \t -4088\n", + "\t\t\t\t\t -2408 \t 11705\n", + "GCD(39203, 8065) = 1, with coefficients -2408 and 11705 such that 1 = (-2408)*39203 + (11705)*8065\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8066 \t 4 \t 6939 \t 1 \t 0\n", + "1 \t 8066 \t 6939 \t 1 \t 1127 \t 0 \t 1\n", + "2 \t 6939 \t 1127 \t 6 \t 177 \t 1 \t -4\n", + "3 \t 1127 \t 177 \t 6 \t 65 \t -1 \t 5\n", + "4 \t 177 \t 65 \t 2 \t 47 \t 7 \t -34\n", + "5 \t 65 \t 47 \t 1 \t 18 \t -43 \t 209\n", + "6 \t 47 \t 18 \t 2 \t 11 \t 93 \t -452\n", + "7 \t 18 \t 11 \t 1 \t 7 \t -136 \t 661\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 365 \t -1774\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -501 \t 2435\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 866 \t -4209\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1367 \t 6644\n", + "\t\t\t\t\t 2233 \t -10853\n", + "GCD(39203, 8066) = 1, with coefficients 2233 and -10853 such that 1 = (2233)*39203 + (-10853)*8066\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8067 \t 4 \t 6935 \t 1 \t 0\n", + "1 \t 8067 \t 6935 \t 1 \t 1132 \t 0 \t 1\n", + "2 \t 6935 \t 1132 \t 6 \t 143 \t 1 \t -4\n", + "3 \t 1132 \t 143 \t 7 \t 131 \t -1 \t 5\n", + "4 \t 143 \t 131 \t 1 \t 12 \t 7 \t -34\n", + "5 \t 131 \t 12 \t 10 \t 11 \t -50 \t 243\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 57 \t -277\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -620 \t 3013\n", + "\t\t\t\t\t 677 \t -3290\n", + "GCD(39203, 8067) = 1, with coefficients 677 and -3290 such that 1 = (677)*39203 + (-3290)*8067\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8068 \t 4 \t 6931 \t 1 \t 0\n", + "1 \t 8068 \t 6931 \t 1 \t 1137 \t 0 \t 1\n", + "2 \t 6931 \t 1137 \t 6 \t 109 \t 1 \t -4\n", + "3 \t 1137 \t 109 \t 10 \t 47 \t -1 \t 5\n", + "4 \t 109 \t 47 \t 2 \t 15 \t 7 \t -34\n", + "5 \t 47 \t 15 \t 3 \t 2 \t -71 \t 345\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 149 \t -724\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -518 \t 2517\n", + "\t\t\t\t\t 3775 \t -18343\n", + "GCD(39203, 8068) = 1, with coefficients 3775 and -18343 such that 1 = (3775)*39203 + (-18343)*8068\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8069 \t 4 \t 6927 \t 1 \t 0\n", + "1 \t 8069 \t 6927 \t 1 \t 1142 \t 0 \t 1\n", + "2 \t 6927 \t 1142 \t 6 \t 75 \t 1 \t -4\n", + "3 \t 1142 \t 75 \t 15 \t 17 \t -1 \t 5\n", + "4 \t 75 \t 17 \t 4 \t 7 \t 7 \t -34\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -106 \t 515\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 431 \t -2094\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -968 \t 4703\n", + "\t\t\t\t\t 2367 \t -11500\n", + "GCD(39203, 8069) = 1, with coefficients 2367 and -11500 such that 1 = (2367)*39203 + (-11500)*8069\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8070 \t 4 \t 6923 \t 1 \t 0\n", + "1 \t 8070 \t 6923 \t 1 \t 1147 \t 0 \t 1\n", + "2 \t 6923 \t 1147 \t 6 \t 41 \t 1 \t -4\n", + "3 \t 1147 \t 41 \t 27 \t 40 \t -1 \t 5\n", + "4 \t 41 \t 40 \t 1 \t 1 \t 7 \t -34\n", + "5 \t 40 \t 1 \t 40 \t 0 \t -190 \t 923\n", + "\t\t\t\t\t 197 \t -957\n", + "GCD(39203, 8070) = 1, with coefficients 197 and -957 such that 1 = (197)*39203 + (-957)*8070\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8071 \t 4 \t 6919 \t 1 \t 0\n", + "1 \t 8071 \t 6919 \t 1 \t 1152 \t 0 \t 1\n", + "2 \t 6919 \t 1152 \t 6 \t 7 \t 1 \t -4\n", + "3 \t 1152 \t 7 \t 164 \t 4 \t -1 \t 5\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 7 \t -34\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -1149 \t 5581\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1156 \t -5615\n", + "\t\t\t\t\t -2305 \t 11196\n", + "GCD(39203, 8071) = 1, with coefficients -2305 and 11196 such that 1 = (-2305)*39203 + (11196)*8071\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8072 \t 4 \t 6915 \t 1 \t 0\n", + "1 \t 8072 \t 6915 \t 1 \t 1157 \t 0 \t 1\n", + "2 \t 6915 \t 1157 \t 5 \t 1130 \t 1 \t -4\n", + "3 \t 1157 \t 1130 \t 1 \t 27 \t -1 \t 5\n", + "4 \t 1130 \t 27 \t 41 \t 23 \t 6 \t -29\n", + "5 \t 27 \t 23 \t 1 \t 4 \t -7 \t 34\n", + "6 \t 23 \t 4 \t 5 \t 3 \t 293 \t -1423\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -300 \t 1457\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1793 \t -8708\n", + "\t\t\t\t\t -2093 \t 10165\n", + "GCD(39203, 8072) = 1, with coefficients -2093 and 10165 such that 1 = (-2093)*39203 + (10165)*8072\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8073 \t 4 \t 6911 \t 1 \t 0\n", + "1 \t 8073 \t 6911 \t 1 \t 1162 \t 0 \t 1\n", + "2 \t 6911 \t 1162 \t 5 \t 1101 \t 1 \t -4\n", + "3 \t 1162 \t 1101 \t 1 \t 61 \t -1 \t 5\n", + "4 \t 1101 \t 61 \t 18 \t 3 \t 6 \t -29\n", + "5 \t 61 \t 3 \t 20 \t 1 \t -7 \t 34\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 132 \t -641\n", + "\t\t\t\t\t -2647 \t 12854\n", + "GCD(39203, 8073) = 1, with coefficients -2647 and 12854 such that 1 = (-2647)*39203 + (12854)*8073\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8074 \t 4 \t 6907 \t 1 \t 0\n", + "1 \t 8074 \t 6907 \t 1 \t 1167 \t 0 \t 1\n", + "2 \t 6907 \t 1167 \t 5 \t 1072 \t 1 \t -4\n", + "3 \t 1167 \t 1072 \t 1 \t 95 \t -1 \t 5\n", + "4 \t 1072 \t 95 \t 11 \t 27 \t 6 \t -29\n", + "5 \t 95 \t 27 \t 3 \t 14 \t -7 \t 34\n", + "6 \t 27 \t 14 \t 1 \t 13 \t 83 \t -403\n", + "7 \t 14 \t 13 \t 1 \t 1 \t -256 \t 1243\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 339 \t -1646\n", + "\t\t\t\t\t -595 \t 2889\n", + "GCD(39203, 8074) = 1, with coefficients -595 and 2889 such that 1 = (-595)*39203 + (2889)*8074\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8075 \t 4 \t 6903 \t 1 \t 0\n", + "1 \t 8075 \t 6903 \t 1 \t 1172 \t 0 \t 1\n", + "2 \t 6903 \t 1172 \t 5 \t 1043 \t 1 \t -4\n", + "3 \t 1172 \t 1043 \t 1 \t 129 \t -1 \t 5\n", + "4 \t 1043 \t 129 \t 8 \t 11 \t 6 \t -29\n", + "5 \t 129 \t 11 \t 11 \t 8 \t -7 \t 34\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 62 \t -301\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -689 \t 3345\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 751 \t -3646\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2191 \t 10637\n", + "\t\t\t\t\t 2942 \t -14283\n", + "GCD(39203, 8075) = 1, with coefficients 2942 and -14283 such that 1 = (2942)*39203 + (-14283)*8075\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8076 \t 4 \t 6899 \t 1 \t 0\n", + "1 \t 8076 \t 6899 \t 1 \t 1177 \t 0 \t 1\n", + "2 \t 6899 \t 1177 \t 5 \t 1014 \t 1 \t -4\n", + "3 \t 1177 \t 1014 \t 1 \t 163 \t -1 \t 5\n", + "4 \t 1014 \t 163 \t 6 \t 36 \t 6 \t -29\n", + "5 \t 163 \t 36 \t 4 \t 19 \t -7 \t 34\n", + "6 \t 36 \t 19 \t 1 \t 17 \t 48 \t -233\n", + "7 \t 19 \t 17 \t 1 \t 2 \t -199 \t 966\n", + "8 \t 17 \t 2 \t 8 \t 1 \t 247 \t -1199\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -446 \t 2165\n", + "\t\t\t\t\t 3815 \t -18519\n", + "GCD(39203, 8076) = 1, with coefficients 3815 and -18519 such that 1 = (3815)*39203 + (-18519)*8076\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8077 \t 4 \t 6895 \t 1 \t 0\n", + "1 \t 8077 \t 6895 \t 1 \t 1182 \t 0 \t 1\n", + "2 \t 6895 \t 1182 \t 5 \t 985 \t 1 \t -4\n", + "3 \t 1182 \t 985 \t 1 \t 197 \t -1 \t 5\n", + "4 \t 985 \t 197 \t 5 \t 0 \t 6 \t -29\n", + "\t\t\t\t\t -7 \t 34\n", + "GCD(39203, 8077) = 197, with coefficients -7 and 34 such that 197 = (-7)*39203 + (34)*8077\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8078 \t 4 \t 6891 \t 1 \t 0\n", + "1 \t 8078 \t 6891 \t 1 \t 1187 \t 0 \t 1\n", + "2 \t 6891 \t 1187 \t 5 \t 956 \t 1 \t -4\n", + "3 \t 1187 \t 956 \t 1 \t 231 \t -1 \t 5\n", + "4 \t 956 \t 231 \t 4 \t 32 \t 6 \t -29\n", + "5 \t 231 \t 32 \t 7 \t 7 \t -7 \t 34\n", + "6 \t 32 \t 7 \t 4 \t 4 \t 34 \t -165\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -245 \t 1189\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 1014 \t -4921\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1259 \t 6110\n", + "\t\t\t\t\t 2273 \t -11031\n", + "GCD(39203, 8078) = 1, with coefficients 2273 and -11031 such that 1 = (2273)*39203 + (-11031)*8078\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8079 \t 4 \t 6887 \t 1 \t 0\n", + "1 \t 8079 \t 6887 \t 1 \t 1192 \t 0 \t 1\n", + "2 \t 6887 \t 1192 \t 5 \t 927 \t 1 \t -4\n", + "3 \t 1192 \t 927 \t 1 \t 265 \t -1 \t 5\n", + "4 \t 927 \t 265 \t 3 \t 132 \t 6 \t -29\n", + "5 \t 265 \t 132 \t 2 \t 1 \t -7 \t 34\n", + "6 \t 132 \t 1 \t 132 \t 0 \t 27 \t -131\n", + "\t\t\t\t\t -61 \t 296\n", + "GCD(39203, 8079) = 1, with coefficients -61 and 296 such that 1 = (-61)*39203 + (296)*8079\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8080 \t 4 \t 6883 \t 1 \t 0\n", + "1 \t 8080 \t 6883 \t 1 \t 1197 \t 0 \t 1\n", + "2 \t 6883 \t 1197 \t 5 \t 898 \t 1 \t -4\n", + "3 \t 1197 \t 898 \t 1 \t 299 \t -1 \t 5\n", + "4 \t 898 \t 299 \t 3 \t 1 \t 6 \t -29\n", + "5 \t 299 \t 1 \t 299 \t 0 \t -7 \t 34\n", + "\t\t\t\t\t 27 \t -131\n", + "GCD(39203, 8080) = 1, with coefficients 27 and -131 such that 1 = (27)*39203 + (-131)*8080\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8081 \t 4 \t 6879 \t 1 \t 0\n", + "1 \t 8081 \t 6879 \t 1 \t 1202 \t 0 \t 1\n", + "2 \t 6879 \t 1202 \t 5 \t 869 \t 1 \t -4\n", + "3 \t 1202 \t 869 \t 1 \t 333 \t -1 \t 5\n", + "4 \t 869 \t 333 \t 2 \t 203 \t 6 \t -29\n", + "5 \t 333 \t 203 \t 1 \t 130 \t -7 \t 34\n", + "6 \t 203 \t 130 \t 1 \t 73 \t 20 \t -97\n", + "7 \t 130 \t 73 \t 1 \t 57 \t -27 \t 131\n", + "8 \t 73 \t 57 \t 1 \t 16 \t 47 \t -228\n", + "9 \t 57 \t 16 \t 3 \t 9 \t -74 \t 359\n", + "10 \t 16 \t 9 \t 1 \t 7 \t 121 \t -587\n", + "11 \t 9 \t 7 \t 1 \t 2 \t -437 \t 2120\n", + "12 \t 7 \t 2 \t 3 \t 1 \t 558 \t -2707\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -995 \t 4827\n", + "\t\t\t\t\t 3543 \t -17188\n", + "GCD(39203, 8081) = 1, with coefficients 3543 and -17188 such that 1 = (3543)*39203 + (-17188)*8081\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8082 \t 4 \t 6875 \t 1 \t 0\n", + "1 \t 8082 \t 6875 \t 1 \t 1207 \t 0 \t 1\n", + "2 \t 6875 \t 1207 \t 5 \t 840 \t 1 \t -4\n", + "3 \t 1207 \t 840 \t 1 \t 367 \t -1 \t 5\n", + "4 \t 840 \t 367 \t 2 \t 106 \t 6 \t -29\n", + "5 \t 367 \t 106 \t 3 \t 49 \t -7 \t 34\n", + "6 \t 106 \t 49 \t 2 \t 8 \t 20 \t -97\n", + "7 \t 49 \t 8 \t 6 \t 1 \t -67 \t 325\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 154 \t -747\n", + "\t\t\t\t\t -991 \t 4807\n", + "GCD(39203, 8082) = 1, with coefficients -991 and 4807 such that 1 = (-991)*39203 + (4807)*8082\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8083 \t 4 \t 6871 \t 1 \t 0\n", + "1 \t 8083 \t 6871 \t 1 \t 1212 \t 0 \t 1\n", + "2 \t 6871 \t 1212 \t 5 \t 811 \t 1 \t -4\n", + "3 \t 1212 \t 811 \t 1 \t 401 \t -1 \t 5\n", + "4 \t 811 \t 401 \t 2 \t 9 \t 6 \t -29\n", + "5 \t 401 \t 9 \t 44 \t 5 \t -7 \t 34\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 20 \t -97\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -887 \t 4302\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 907 \t -4399\n", + "\t\t\t\t\t -1794 \t 8701\n", + "GCD(39203, 8083) = 1, with coefficients -1794 and 8701 such that 1 = (-1794)*39203 + (8701)*8083\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8084 \t 4 \t 6867 \t 1 \t 0\n", + "1 \t 8084 \t 6867 \t 1 \t 1217 \t 0 \t 1\n", + "2 \t 6867 \t 1217 \t 5 \t 782 \t 1 \t -4\n", + "3 \t 1217 \t 782 \t 1 \t 435 \t -1 \t 5\n", + "4 \t 782 \t 435 \t 1 \t 347 \t 6 \t -29\n", + "5 \t 435 \t 347 \t 1 \t 88 \t -7 \t 34\n", + "6 \t 347 \t 88 \t 3 \t 83 \t 13 \t -63\n", + "7 \t 88 \t 83 \t 1 \t 5 \t -20 \t 97\n", + "8 \t 83 \t 5 \t 16 \t 3 \t 73 \t -354\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -93 \t 451\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1561 \t -7570\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1654 \t 8021\n", + "\t\t\t\t\t 3215 \t -15591\n", + "GCD(39203, 8084) = 1, with coefficients 3215 and -15591 such that 1 = (3215)*39203 + (-15591)*8084\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8085 \t 4 \t 6863 \t 1 \t 0\n", + "1 \t 8085 \t 6863 \t 1 \t 1222 \t 0 \t 1\n", + "2 \t 6863 \t 1222 \t 5 \t 753 \t 1 \t -4\n", + "3 \t 1222 \t 753 \t 1 \t 469 \t -1 \t 5\n", + "4 \t 753 \t 469 \t 1 \t 284 \t 6 \t -29\n", + "5 \t 469 \t 284 \t 1 \t 185 \t -7 \t 34\n", + "6 \t 284 \t 185 \t 1 \t 99 \t 13 \t -63\n", + "7 \t 185 \t 99 \t 1 \t 86 \t -20 \t 97\n", + "8 \t 99 \t 86 \t 1 \t 13 \t 33 \t -160\n", + "9 \t 86 \t 13 \t 6 \t 8 \t -53 \t 257\n", + "10 \t 13 \t 8 \t 1 \t 5 \t 86 \t -417\n", + "11 \t 8 \t 5 \t 1 \t 3 \t -569 \t 2759\n", + "12 \t 5 \t 3 \t 1 \t 2 \t 655 \t -3176\n", + "13 \t 3 \t 2 \t 1 \t 1 \t -1224 \t 5935\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 1879 \t -9111\n", + "\t\t\t\t\t -3103 \t 15046\n", + "GCD(39203, 8085) = 1, with coefficients -3103 and 15046 such that 1 = (-3103)*39203 + (15046)*8085\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8086 \t 4 \t 6859 \t 1 \t 0\n", + "1 \t 8086 \t 6859 \t 1 \t 1227 \t 0 \t 1\n", + "2 \t 6859 \t 1227 \t 5 \t 724 \t 1 \t -4\n", + "3 \t 1227 \t 724 \t 1 \t 503 \t -1 \t 5\n", + "4 \t 724 \t 503 \t 1 \t 221 \t 6 \t -29\n", + "5 \t 503 \t 221 \t 2 \t 61 \t -7 \t 34\n", + "6 \t 221 \t 61 \t 3 \t 38 \t 13 \t -63\n", + "7 \t 61 \t 38 \t 1 \t 23 \t -33 \t 160\n", + "8 \t 38 \t 23 \t 1 \t 15 \t 112 \t -543\n", + "9 \t 23 \t 15 \t 1 \t 8 \t -145 \t 703\n", + "10 \t 15 \t 8 \t 1 \t 7 \t 257 \t -1246\n", + "11 \t 8 \t 7 \t 1 \t 1 \t -402 \t 1949\n", + "12 \t 7 \t 1 \t 7 \t 0 \t 659 \t -3195\n", + "\t\t\t\t\t -1061 \t 5144\n", + "GCD(39203, 8086) = 1, with coefficients -1061 and 5144 such that 1 = (-1061)*39203 + (5144)*8086\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8087 \t 4 \t 6855 \t 1 \t 0\n", + "1 \t 8087 \t 6855 \t 1 \t 1232 \t 0 \t 1\n", + "2 \t 6855 \t 1232 \t 5 \t 695 \t 1 \t -4\n", + "3 \t 1232 \t 695 \t 1 \t 537 \t -1 \t 5\n", + "4 \t 695 \t 537 \t 1 \t 158 \t 6 \t -29\n", + "5 \t 537 \t 158 \t 3 \t 63 \t -7 \t 34\n", + "6 \t 158 \t 63 \t 2 \t 32 \t 13 \t -63\n", + "7 \t 63 \t 32 \t 1 \t 31 \t -46 \t 223\n", + "8 \t 32 \t 31 \t 1 \t 1 \t 105 \t -509\n", + "9 \t 31 \t 1 \t 31 \t 0 \t -151 \t 732\n", + "\t\t\t\t\t 256 \t -1241\n", + "GCD(39203, 8087) = 1, with coefficients 256 and -1241 such that 1 = (256)*39203 + (-1241)*8087\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8088 \t 4 \t 6851 \t 1 \t 0\n", + "1 \t 8088 \t 6851 \t 1 \t 1237 \t 0 \t 1\n", + "2 \t 6851 \t 1237 \t 5 \t 666 \t 1 \t -4\n", + "3 \t 1237 \t 666 \t 1 \t 571 \t -1 \t 5\n", + "4 \t 666 \t 571 \t 1 \t 95 \t 6 \t -29\n", + "5 \t 571 \t 95 \t 6 \t 1 \t -7 \t 34\n", + "6 \t 95 \t 1 \t 95 \t 0 \t 13 \t -63\n", + "\t\t\t\t\t -85 \t 412\n", + "GCD(39203, 8088) = 1, with coefficients -85 and 412 such that 1 = (-85)*39203 + (412)*8088\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8089 \t 4 \t 6847 \t 1 \t 0\n", + "1 \t 8089 \t 6847 \t 1 \t 1242 \t 0 \t 1\n", + "2 \t 6847 \t 1242 \t 5 \t 637 \t 1 \t -4\n", + "3 \t 1242 \t 637 \t 1 \t 605 \t -1 \t 5\n", + "4 \t 637 \t 605 \t 1 \t 32 \t 6 \t -29\n", + "5 \t 605 \t 32 \t 18 \t 29 \t -7 \t 34\n", + "6 \t 32 \t 29 \t 1 \t 3 \t 13 \t -63\n", + "7 \t 29 \t 3 \t 9 \t 2 \t -241 \t 1168\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 254 \t -1231\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2527 \t 12247\n", + "\t\t\t\t\t 2781 \t -13478\n", + "GCD(39203, 8089) = 1, with coefficients 2781 and -13478 such that 1 = (2781)*39203 + (-13478)*8089\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8090 \t 4 \t 6843 \t 1 \t 0\n", + "1 \t 8090 \t 6843 \t 1 \t 1247 \t 0 \t 1\n", + "2 \t 6843 \t 1247 \t 5 \t 608 \t 1 \t -4\n", + "3 \t 1247 \t 608 \t 2 \t 31 \t -1 \t 5\n", + "4 \t 608 \t 31 \t 19 \t 19 \t 6 \t -29\n", + "5 \t 31 \t 19 \t 1 \t 12 \t -13 \t 63\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 253 \t -1226\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -266 \t 1289\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 519 \t -2515\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -785 \t 3804\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1304 \t -6319\n", + "\t\t\t\t\t -3393 \t 16442\n", + "GCD(39203, 8090) = 1, with coefficients -3393 and 16442 such that 1 = (-3393)*39203 + (16442)*8090\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8091 \t 4 \t 6839 \t 1 \t 0\n", + "1 \t 8091 \t 6839 \t 1 \t 1252 \t 0 \t 1\n", + "2 \t 6839 \t 1252 \t 5 \t 579 \t 1 \t -4\n", + "3 \t 1252 \t 579 \t 2 \t 94 \t -1 \t 5\n", + "4 \t 579 \t 94 \t 6 \t 15 \t 6 \t -29\n", + "5 \t 94 \t 15 \t 6 \t 4 \t -13 \t 63\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 84 \t -407\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -517 \t 2505\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1635 \t -7922\n", + "\t\t\t\t\t -2152 \t 10427\n", + "GCD(39203, 8091) = 1, with coefficients -2152 and 10427 such that 1 = (-2152)*39203 + (10427)*8091\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8092 \t 4 \t 6835 \t 1 \t 0\n", + "1 \t 8092 \t 6835 \t 1 \t 1257 \t 0 \t 1\n", + "2 \t 6835 \t 1257 \t 5 \t 550 \t 1 \t -4\n", + "3 \t 1257 \t 550 \t 2 \t 157 \t -1 \t 5\n", + "4 \t 550 \t 157 \t 3 \t 79 \t 6 \t -29\n", + "5 \t 157 \t 79 \t 1 \t 78 \t -13 \t 63\n", + "6 \t 79 \t 78 \t 1 \t 1 \t 45 \t -218\n", + "7 \t 78 \t 1 \t 78 \t 0 \t -58 \t 281\n", + "\t\t\t\t\t 103 \t -499\n", + "GCD(39203, 8092) = 1, with coefficients 103 and -499 such that 1 = (103)*39203 + (-499)*8092\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8093 \t 4 \t 6831 \t 1 \t 0\n", + "1 \t 8093 \t 6831 \t 1 \t 1262 \t 0 \t 1\n", + "2 \t 6831 \t 1262 \t 5 \t 521 \t 1 \t -4\n", + "3 \t 1262 \t 521 \t 2 \t 220 \t -1 \t 5\n", + "4 \t 521 \t 220 \t 2 \t 81 \t 6 \t -29\n", + "5 \t 220 \t 81 \t 2 \t 58 \t -13 \t 63\n", + "6 \t 81 \t 58 \t 1 \t 23 \t 32 \t -155\n", + "7 \t 58 \t 23 \t 2 \t 12 \t -77 \t 373\n", + "8 \t 23 \t 12 \t 1 \t 11 \t 109 \t -528\n", + "9 \t 12 \t 11 \t 1 \t 1 \t -295 \t 1429\n", + "10 \t 11 \t 1 \t 11 \t 0 \t 404 \t -1957\n", + "\t\t\t\t\t -699 \t 3386\n", + "GCD(39203, 8093) = 1, with coefficients -699 and 3386 such that 1 = (-699)*39203 + (3386)*8093\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8094 \t 4 \t 6827 \t 1 \t 0\n", + "1 \t 8094 \t 6827 \t 1 \t 1267 \t 0 \t 1\n", + "2 \t 6827 \t 1267 \t 5 \t 492 \t 1 \t -4\n", + "3 \t 1267 \t 492 \t 2 \t 283 \t -1 \t 5\n", + "4 \t 492 \t 283 \t 1 \t 209 \t 6 \t -29\n", + "5 \t 283 \t 209 \t 1 \t 74 \t -13 \t 63\n", + "6 \t 209 \t 74 \t 2 \t 61 \t 19 \t -92\n", + "7 \t 74 \t 61 \t 1 \t 13 \t -32 \t 155\n", + "8 \t 61 \t 13 \t 4 \t 9 \t 83 \t -402\n", + "9 \t 13 \t 9 \t 1 \t 4 \t -115 \t 557\n", + "10 \t 9 \t 4 \t 2 \t 1 \t 543 \t -2630\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -658 \t 3187\n", + "\t\t\t\t\t 1859 \t -9004\n", + "GCD(39203, 8094) = 1, with coefficients 1859 and -9004 such that 1 = (1859)*39203 + (-9004)*8094\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8095 \t 4 \t 6823 \t 1 \t 0\n", + "1 \t 8095 \t 6823 \t 1 \t 1272 \t 0 \t 1\n", + "2 \t 6823 \t 1272 \t 5 \t 463 \t 1 \t -4\n", + "3 \t 1272 \t 463 \t 2 \t 346 \t -1 \t 5\n", + "4 \t 463 \t 346 \t 1 \t 117 \t 6 \t -29\n", + "5 \t 346 \t 117 \t 2 \t 112 \t -13 \t 63\n", + "6 \t 117 \t 112 \t 1 \t 5 \t 19 \t -92\n", + "7 \t 112 \t 5 \t 22 \t 2 \t -51 \t 247\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 70 \t -339\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1591 \t 7705\n", + "\t\t\t\t\t 3252 \t -15749\n", + "GCD(39203, 8095) = 1, with coefficients 3252 and -15749 such that 1 = (3252)*39203 + (-15749)*8095\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8096 \t 4 \t 6819 \t 1 \t 0\n", + "1 \t 8096 \t 6819 \t 1 \t 1277 \t 0 \t 1\n", + "2 \t 6819 \t 1277 \t 5 \t 434 \t 1 \t -4\n", + "3 \t 1277 \t 434 \t 2 \t 409 \t -1 \t 5\n", + "4 \t 434 \t 409 \t 1 \t 25 \t 6 \t -29\n", + "5 \t 409 \t 25 \t 16 \t 9 \t -13 \t 63\n", + "6 \t 25 \t 9 \t 2 \t 7 \t 19 \t -92\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -317 \t 1535\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 653 \t -3162\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -970 \t 4697\n", + "\t\t\t\t\t 3563 \t -17253\n", + "GCD(39203, 8096) = 1, with coefficients 3563 and -17253 such that 1 = (3563)*39203 + (-17253)*8096\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8097 \t 4 \t 6815 \t 1 \t 0\n", + "1 \t 8097 \t 6815 \t 1 \t 1282 \t 0 \t 1\n", + "2 \t 6815 \t 1282 \t 5 \t 405 \t 1 \t -4\n", + "3 \t 1282 \t 405 \t 3 \t 67 \t -1 \t 5\n", + "4 \t 405 \t 67 \t 6 \t 3 \t 6 \t -29\n", + "5 \t 67 \t 3 \t 22 \t 1 \t -19 \t 92\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 120 \t -581\n", + "\t\t\t\t\t -2659 \t 12874\n", + "GCD(39203, 8097) = 1, with coefficients -2659 and 12874 such that 1 = (-2659)*39203 + (12874)*8097\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8098 \t 4 \t 6811 \t 1 \t 0\n", + "1 \t 8098 \t 6811 \t 1 \t 1287 \t 0 \t 1\n", + "2 \t 6811 \t 1287 \t 5 \t 376 \t 1 \t -4\n", + "3 \t 1287 \t 376 \t 3 \t 159 \t -1 \t 5\n", + "4 \t 376 \t 159 \t 2 \t 58 \t 6 \t -29\n", + "5 \t 159 \t 58 \t 2 \t 43 \t -19 \t 92\n", + "6 \t 58 \t 43 \t 1 \t 15 \t 44 \t -213\n", + "7 \t 43 \t 15 \t 2 \t 13 \t -107 \t 518\n", + "8 \t 15 \t 13 \t 1 \t 2 \t 151 \t -731\n", + "9 \t 13 \t 2 \t 6 \t 1 \t -409 \t 1980\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 560 \t -2711\n", + "\t\t\t\t\t -3769 \t 18246\n", + "GCD(39203, 8098) = 1, with coefficients -3769 and 18246 such that 1 = (-3769)*39203 + (18246)*8098\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8099 \t 4 \t 6807 \t 1 \t 0\n", + "1 \t 8099 \t 6807 \t 1 \t 1292 \t 0 \t 1\n", + "2 \t 6807 \t 1292 \t 5 \t 347 \t 1 \t -4\n", + "3 \t 1292 \t 347 \t 3 \t 251 \t -1 \t 5\n", + "4 \t 347 \t 251 \t 1 \t 96 \t 6 \t -29\n", + "5 \t 251 \t 96 \t 2 \t 59 \t -19 \t 92\n", + "6 \t 96 \t 59 \t 1 \t 37 \t 25 \t -121\n", + "7 \t 59 \t 37 \t 1 \t 22 \t -69 \t 334\n", + "8 \t 37 \t 22 \t 1 \t 15 \t 94 \t -455\n", + "9 \t 22 \t 15 \t 1 \t 7 \t -163 \t 789\n", + "10 \t 15 \t 7 \t 2 \t 1 \t 257 \t -1244\n", + "11 \t 7 \t 1 \t 7 \t 0 \t -420 \t 2033\n", + "\t\t\t\t\t 1097 \t -5310\n", + "GCD(39203, 8099) = 1, with coefficients 1097 and -5310 such that 1 = (1097)*39203 + (-5310)*8099\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8100 \t 4 \t 6803 \t 1 \t 0\n", + "1 \t 8100 \t 6803 \t 1 \t 1297 \t 0 \t 1\n", + "2 \t 6803 \t 1297 \t 5 \t 318 \t 1 \t -4\n", + "3 \t 1297 \t 318 \t 4 \t 25 \t -1 \t 5\n", + "4 \t 318 \t 25 \t 12 \t 18 \t 6 \t -29\n", + "5 \t 25 \t 18 \t 1 \t 7 \t -25 \t 121\n", + "6 \t 18 \t 7 \t 2 \t 4 \t 306 \t -1481\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -331 \t 1602\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 968 \t -4685\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1299 \t 6287\n", + "\t\t\t\t\t 2267 \t -10972\n", + "GCD(39203, 8100) = 1, with coefficients 2267 and -10972 such that 1 = (2267)*39203 + (-10972)*8100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8101 \t 4 \t 6799 \t 1 \t 0\n", + "1 \t 8101 \t 6799 \t 1 \t 1302 \t 0 \t 1\n", + "2 \t 6799 \t 1302 \t 5 \t 289 \t 1 \t -4\n", + "3 \t 1302 \t 289 \t 4 \t 146 \t -1 \t 5\n", + "4 \t 289 \t 146 \t 1 \t 143 \t 6 \t -29\n", + "5 \t 146 \t 143 \t 1 \t 3 \t -25 \t 121\n", + "6 \t 143 \t 3 \t 47 \t 2 \t 31 \t -150\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -56 \t 271\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2663 \t -12887\n", + "\t\t\t\t\t -2719 \t 13158\n", + "GCD(39203, 8101) = 1, with coefficients -2719 and 13158 such that 1 = (-2719)*39203 + (13158)*8101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8102 \t 4 \t 6795 \t 1 \t 0\n", + "1 \t 8102 \t 6795 \t 1 \t 1307 \t 0 \t 1\n", + "2 \t 6795 \t 1307 \t 5 \t 260 \t 1 \t -4\n", + "3 \t 1307 \t 260 \t 5 \t 7 \t -1 \t 5\n", + "4 \t 260 \t 7 \t 37 \t 1 \t 6 \t -29\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -31 \t 150\n", + "\t\t\t\t\t 1153 \t -5579\n", + "GCD(39203, 8102) = 1, with coefficients 1153 and -5579 such that 1 = (1153)*39203 + (-5579)*8102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8103 \t 4 \t 6791 \t 1 \t 0\n", + "1 \t 8103 \t 6791 \t 1 \t 1312 \t 0 \t 1\n", + "2 \t 6791 \t 1312 \t 5 \t 231 \t 1 \t -4\n", + "3 \t 1312 \t 231 \t 5 \t 157 \t -1 \t 5\n", + "4 \t 231 \t 157 \t 1 \t 74 \t 6 \t -29\n", + "5 \t 157 \t 74 \t 2 \t 9 \t -31 \t 150\n", + "6 \t 74 \t 9 \t 8 \t 2 \t 37 \t -179\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -105 \t 508\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 877 \t -4243\n", + "\t\t\t\t\t -3613 \t 17480\n", + "GCD(39203, 8103) = 1, with coefficients -3613 and 17480 such that 1 = (-3613)*39203 + (17480)*8103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8104 \t 4 \t 6787 \t 1 \t 0\n", + "1 \t 8104 \t 6787 \t 1 \t 1317 \t 0 \t 1\n", + "2 \t 6787 \t 1317 \t 5 \t 202 \t 1 \t -4\n", + "3 \t 1317 \t 202 \t 6 \t 105 \t -1 \t 5\n", + "4 \t 202 \t 105 \t 1 \t 97 \t 6 \t -29\n", + "5 \t 105 \t 97 \t 1 \t 8 \t -37 \t 179\n", + "6 \t 97 \t 8 \t 12 \t 1 \t 43 \t -208\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -80 \t 387\n", + "\t\t\t\t\t 1003 \t -4852\n", + "GCD(39203, 8104) = 1, with coefficients 1003 and -4852 such that 1 = (1003)*39203 + (-4852)*8104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8105 \t 4 \t 6783 \t 1 \t 0\n", + "1 \t 8105 \t 6783 \t 1 \t 1322 \t 0 \t 1\n", + "2 \t 6783 \t 1322 \t 5 \t 173 \t 1 \t -4\n", + "3 \t 1322 \t 173 \t 7 \t 111 \t -1 \t 5\n", + "4 \t 173 \t 111 \t 1 \t 62 \t 6 \t -29\n", + "5 \t 111 \t 62 \t 1 \t 49 \t -43 \t 208\n", + "6 \t 62 \t 49 \t 1 \t 13 \t 49 \t -237\n", + "7 \t 49 \t 13 \t 3 \t 10 \t -92 \t 445\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 141 \t -682\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -515 \t 2491\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 656 \t -3173\n", + "\t\t\t\t\t -2483 \t 12010\n", + "GCD(39203, 8105) = 1, with coefficients -2483 and 12010 such that 1 = (-2483)*39203 + (12010)*8105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8106 \t 4 \t 6779 \t 1 \t 0\n", + "1 \t 8106 \t 6779 \t 1 \t 1327 \t 0 \t 1\n", + "2 \t 6779 \t 1327 \t 5 \t 144 \t 1 \t -4\n", + "3 \t 1327 \t 144 \t 9 \t 31 \t -1 \t 5\n", + "4 \t 144 \t 31 \t 4 \t 20 \t 6 \t -29\n", + "5 \t 31 \t 20 \t 1 \t 11 \t -55 \t 266\n", + "6 \t 20 \t 11 \t 1 \t 9 \t 226 \t -1093\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -281 \t 1359\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 507 \t -2452\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -788 \t 3811\n", + "\t\t\t\t\t 3659 \t -17696\n", + "GCD(39203, 8106) = 1, with coefficients 3659 and -17696 such that 1 = (3659)*39203 + (-17696)*8106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8107 \t 4 \t 6775 \t 1 \t 0\n", + "1 \t 8107 \t 6775 \t 1 \t 1332 \t 0 \t 1\n", + "2 \t 6775 \t 1332 \t 5 \t 115 \t 1 \t -4\n", + "3 \t 1332 \t 115 \t 11 \t 67 \t -1 \t 5\n", + "4 \t 115 \t 67 \t 1 \t 48 \t 6 \t -29\n", + "5 \t 67 \t 48 \t 1 \t 19 \t -67 \t 324\n", + "6 \t 48 \t 19 \t 2 \t 10 \t 73 \t -353\n", + "7 \t 19 \t 10 \t 1 \t 9 \t -140 \t 677\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 353 \t -1707\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -493 \t 2384\n", + "\t\t\t\t\t 846 \t -4091\n", + "GCD(39203, 8107) = 1, with coefficients 846 and -4091 such that 1 = (846)*39203 + (-4091)*8107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8108 \t 4 \t 6771 \t 1 \t 0\n", + "1 \t 8108 \t 6771 \t 1 \t 1337 \t 0 \t 1\n", + "2 \t 6771 \t 1337 \t 5 \t 86 \t 1 \t -4\n", + "3 \t 1337 \t 86 \t 15 \t 47 \t -1 \t 5\n", + "4 \t 86 \t 47 \t 1 \t 39 \t 6 \t -29\n", + "5 \t 47 \t 39 \t 1 \t 8 \t -91 \t 440\n", + "6 \t 39 \t 8 \t 4 \t 7 \t 97 \t -469\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -188 \t 909\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 849 \t -4105\n", + "\t\t\t\t\t -1037 \t 5014\n", + "GCD(39203, 8108) = 1, with coefficients -1037 and 5014 such that 1 = (-1037)*39203 + (5014)*8108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8109 \t 4 \t 6767 \t 1 \t 0\n", + "1 \t 8109 \t 6767 \t 1 \t 1342 \t 0 \t 1\n", + "2 \t 6767 \t 1342 \t 5 \t 57 \t 1 \t -4\n", + "3 \t 1342 \t 57 \t 23 \t 31 \t -1 \t 5\n", + "4 \t 57 \t 31 \t 1 \t 26 \t 6 \t -29\n", + "5 \t 31 \t 26 \t 1 \t 5 \t -139 \t 672\n", + "6 \t 26 \t 5 \t 5 \t 1 \t 145 \t -701\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -284 \t 1373\n", + "\t\t\t\t\t 1565 \t -7566\n", + "GCD(39203, 8109) = 1, with coefficients 1565 and -7566 such that 1 = (1565)*39203 + (-7566)*8109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8110 \t 4 \t 6763 \t 1 \t 0\n", + "1 \t 8110 \t 6763 \t 1 \t 1347 \t 0 \t 1\n", + "2 \t 6763 \t 1347 \t 5 \t 28 \t 1 \t -4\n", + "3 \t 1347 \t 28 \t 48 \t 3 \t -1 \t 5\n", + "4 \t 28 \t 3 \t 9 \t 1 \t 6 \t -29\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -289 \t 1397\n", + "\t\t\t\t\t 2607 \t -12602\n", + "GCD(39203, 8110) = 1, with coefficients 2607 and -12602 such that 1 = (2607)*39203 + (-12602)*8110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8111 \t 4 \t 6759 \t 1 \t 0\n", + "1 \t 8111 \t 6759 \t 1 \t 1352 \t 0 \t 1\n", + "2 \t 6759 \t 1352 \t 4 \t 1351 \t 1 \t -4\n", + "3 \t 1352 \t 1351 \t 1 \t 1 \t -1 \t 5\n", + "4 \t 1351 \t 1 \t 1351 \t 0 \t 5 \t -24\n", + "\t\t\t\t\t -6 \t 29\n", + "GCD(39203, 8111) = 1, with coefficients -6 and 29 such that 1 = (-6)*39203 + (29)*8111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8112 \t 4 \t 6755 \t 1 \t 0\n", + "1 \t 8112 \t 6755 \t 1 \t 1357 \t 0 \t 1\n", + "2 \t 6755 \t 1357 \t 4 \t 1327 \t 1 \t -4\n", + "3 \t 1357 \t 1327 \t 1 \t 30 \t -1 \t 5\n", + "4 \t 1327 \t 30 \t 44 \t 7 \t 5 \t -24\n", + "5 \t 30 \t 7 \t 4 \t 2 \t -6 \t 29\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 269 \t -1300\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1082 \t 5229\n", + "\t\t\t\t\t 3515 \t -16987\n", + "GCD(39203, 8112) = 1, with coefficients 3515 and -16987 such that 1 = (3515)*39203 + (-16987)*8112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8113 \t 4 \t 6751 \t 1 \t 0\n", + "1 \t 8113 \t 6751 \t 1 \t 1362 \t 0 \t 1\n", + "2 \t 6751 \t 1362 \t 4 \t 1303 \t 1 \t -4\n", + "3 \t 1362 \t 1303 \t 1 \t 59 \t -1 \t 5\n", + "4 \t 1303 \t 59 \t 22 \t 5 \t 5 \t -24\n", + "5 \t 59 \t 5 \t 11 \t 4 \t -6 \t 29\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 137 \t -662\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1513 \t 7311\n", + "\t\t\t\t\t 1650 \t -7973\n", + "GCD(39203, 8113) = 1, with coefficients 1650 and -7973 such that 1 = (1650)*39203 + (-7973)*8113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8114 \t 4 \t 6747 \t 1 \t 0\n", + "1 \t 8114 \t 6747 \t 1 \t 1367 \t 0 \t 1\n", + "2 \t 6747 \t 1367 \t 4 \t 1279 \t 1 \t -4\n", + "3 \t 1367 \t 1279 \t 1 \t 88 \t -1 \t 5\n", + "4 \t 1279 \t 88 \t 14 \t 47 \t 5 \t -24\n", + "5 \t 88 \t 47 \t 1 \t 41 \t -6 \t 29\n", + "6 \t 47 \t 41 \t 1 \t 6 \t 89 \t -430\n", + "7 \t 41 \t 6 \t 6 \t 5 \t -95 \t 459\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 184 \t -889\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1199 \t 5793\n", + "\t\t\t\t\t 1383 \t -6682\n", + "GCD(39203, 8114) = 1, with coefficients 1383 and -6682 such that 1 = (1383)*39203 + (-6682)*8114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8115 \t 4 \t 6743 \t 1 \t 0\n", + "1 \t 8115 \t 6743 \t 1 \t 1372 \t 0 \t 1\n", + "2 \t 6743 \t 1372 \t 4 \t 1255 \t 1 \t -4\n", + "3 \t 1372 \t 1255 \t 1 \t 117 \t -1 \t 5\n", + "4 \t 1255 \t 117 \t 10 \t 85 \t 5 \t -24\n", + "5 \t 117 \t 85 \t 1 \t 32 \t -6 \t 29\n", + "6 \t 85 \t 32 \t 2 \t 21 \t 65 \t -314\n", + "7 \t 32 \t 21 \t 1 \t 11 \t -71 \t 343\n", + "8 \t 21 \t 11 \t 1 \t 10 \t 207 \t -1000\n", + "9 \t 11 \t 10 \t 1 \t 1 \t -278 \t 1343\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 485 \t -2343\n", + "\t\t\t\t\t -763 \t 3686\n", + "GCD(39203, 8115) = 1, with coefficients -763 and 3686 such that 1 = (-763)*39203 + (3686)*8115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8116 \t 4 \t 6739 \t 1 \t 0\n", + "1 \t 8116 \t 6739 \t 1 \t 1377 \t 0 \t 1\n", + "2 \t 6739 \t 1377 \t 4 \t 1231 \t 1 \t -4\n", + "3 \t 1377 \t 1231 \t 1 \t 146 \t -1 \t 5\n", + "4 \t 1231 \t 146 \t 8 \t 63 \t 5 \t -24\n", + "5 \t 146 \t 63 \t 2 \t 20 \t -6 \t 29\n", + "6 \t 63 \t 20 \t 3 \t 3 \t 53 \t -256\n", + "7 \t 20 \t 3 \t 6 \t 2 \t -112 \t 541\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 389 \t -1879\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2446 \t 11815\n", + "\t\t\t\t\t 2835 \t -13694\n", + "GCD(39203, 8116) = 1, with coefficients 2835 and -13694 such that 1 = (2835)*39203 + (-13694)*8116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8117 \t 4 \t 6735 \t 1 \t 0\n", + "1 \t 8117 \t 6735 \t 1 \t 1382 \t 0 \t 1\n", + "2 \t 6735 \t 1382 \t 4 \t 1207 \t 1 \t -4\n", + "3 \t 1382 \t 1207 \t 1 \t 175 \t -1 \t 5\n", + "4 \t 1207 \t 175 \t 6 \t 157 \t 5 \t -24\n", + "5 \t 175 \t 157 \t 1 \t 18 \t -6 \t 29\n", + "6 \t 157 \t 18 \t 8 \t 13 \t 41 \t -198\n", + "7 \t 18 \t 13 \t 1 \t 5 \t -47 \t 227\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 417 \t -2014\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -464 \t 2241\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1345 \t -6496\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1809 \t 8737\n", + "\t\t\t\t\t 3154 \t -15233\n", + "GCD(39203, 8117) = 1, with coefficients 3154 and -15233 such that 1 = (3154)*39203 + (-15233)*8117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8118 \t 4 \t 6731 \t 1 \t 0\n", + "1 \t 8118 \t 6731 \t 1 \t 1387 \t 0 \t 1\n", + "2 \t 6731 \t 1387 \t 4 \t 1183 \t 1 \t -4\n", + "3 \t 1387 \t 1183 \t 1 \t 204 \t -1 \t 5\n", + "4 \t 1183 \t 204 \t 5 \t 163 \t 5 \t -24\n", + "5 \t 204 \t 163 \t 1 \t 41 \t -6 \t 29\n", + "6 \t 163 \t 41 \t 3 \t 40 \t 35 \t -169\n", + "7 \t 41 \t 40 \t 1 \t 1 \t -41 \t 198\n", + "8 \t 40 \t 1 \t 40 \t 0 \t 158 \t -763\n", + "\t\t\t\t\t -199 \t 961\n", + "GCD(39203, 8118) = 1, with coefficients -199 and 961 such that 1 = (-199)*39203 + (961)*8118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8119 \t 4 \t 6727 \t 1 \t 0\n", + "1 \t 8119 \t 6727 \t 1 \t 1392 \t 0 \t 1\n", + "2 \t 6727 \t 1392 \t 4 \t 1159 \t 1 \t -4\n", + "3 \t 1392 \t 1159 \t 1 \t 233 \t -1 \t 5\n", + "4 \t 1159 \t 233 \t 4 \t 227 \t 5 \t -24\n", + "5 \t 233 \t 227 \t 1 \t 6 \t -6 \t 29\n", + "6 \t 227 \t 6 \t 37 \t 5 \t 29 \t -140\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -35 \t 169\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 1324 \t -6393\n", + "\t\t\t\t\t -1359 \t 6562\n", + "GCD(39203, 8119) = 1, with coefficients -1359 and 6562 such that 1 = (-1359)*39203 + (6562)*8119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8120 \t 4 \t 6723 \t 1 \t 0\n", + "1 \t 8120 \t 6723 \t 1 \t 1397 \t 0 \t 1\n", + "2 \t 6723 \t 1397 \t 4 \t 1135 \t 1 \t -4\n", + "3 \t 1397 \t 1135 \t 1 \t 262 \t -1 \t 5\n", + "4 \t 1135 \t 262 \t 4 \t 87 \t 5 \t -24\n", + "5 \t 262 \t 87 \t 3 \t 1 \t -6 \t 29\n", + "6 \t 87 \t 1 \t 87 \t 0 \t 29 \t -140\n", + "\t\t\t\t\t -93 \t 449\n", + "GCD(39203, 8120) = 1, with coefficients -93 and 449 such that 1 = (-93)*39203 + (449)*8120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8121 \t 4 \t 6719 \t 1 \t 0\n", + "1 \t 8121 \t 6719 \t 1 \t 1402 \t 0 \t 1\n", + "2 \t 6719 \t 1402 \t 4 \t 1111 \t 1 \t -4\n", + "3 \t 1402 \t 1111 \t 1 \t 291 \t -1 \t 5\n", + "4 \t 1111 \t 291 \t 3 \t 238 \t 5 \t -24\n", + "5 \t 291 \t 238 \t 1 \t 53 \t -6 \t 29\n", + "6 \t 238 \t 53 \t 4 \t 26 \t 23 \t -111\n", + "7 \t 53 \t 26 \t 2 \t 1 \t -29 \t 140\n", + "8 \t 26 \t 1 \t 26 \t 0 \t 139 \t -671\n", + "\t\t\t\t\t -307 \t 1482\n", + "GCD(39203, 8121) = 1, with coefficients -307 and 1482 such that 1 = (-307)*39203 + (1482)*8121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8122 \t 4 \t 6715 \t 1 \t 0\n", + "1 \t 8122 \t 6715 \t 1 \t 1407 \t 0 \t 1\n", + "2 \t 6715 \t 1407 \t 4 \t 1087 \t 1 \t -4\n", + "3 \t 1407 \t 1087 \t 1 \t 320 \t -1 \t 5\n", + "4 \t 1087 \t 320 \t 3 \t 127 \t 5 \t -24\n", + "5 \t 320 \t 127 \t 2 \t 66 \t -6 \t 29\n", + "6 \t 127 \t 66 \t 1 \t 61 \t 23 \t -111\n", + "7 \t 66 \t 61 \t 1 \t 5 \t -52 \t 251\n", + "8 \t 61 \t 5 \t 12 \t 1 \t 75 \t -362\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -127 \t 613\n", + "\t\t\t\t\t 1599 \t -7718\n", + "GCD(39203, 8122) = 1, with coefficients 1599 and -7718 such that 1 = (1599)*39203 + (-7718)*8122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8123 \t 4 \t 6711 \t 1 \t 0\n", + "1 \t 8123 \t 6711 \t 1 \t 1412 \t 0 \t 1\n", + "2 \t 6711 \t 1412 \t 4 \t 1063 \t 1 \t -4\n", + "3 \t 1412 \t 1063 \t 1 \t 349 \t -1 \t 5\n", + "4 \t 1063 \t 349 \t 3 \t 16 \t 5 \t -24\n", + "5 \t 349 \t 16 \t 21 \t 13 \t -6 \t 29\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 23 \t -111\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -489 \t 2360\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 512 \t -2471\n", + "\t\t\t\t\t -2537 \t 12244\n", + "GCD(39203, 8123) = 1, with coefficients -2537 and 12244 such that 1 = (-2537)*39203 + (12244)*8123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8124 \t 4 \t 6707 \t 1 \t 0\n", + "1 \t 8124 \t 6707 \t 1 \t 1417 \t 0 \t 1\n", + "2 \t 6707 \t 1417 \t 4 \t 1039 \t 1 \t -4\n", + "3 \t 1417 \t 1039 \t 1 \t 378 \t -1 \t 5\n", + "4 \t 1039 \t 378 \t 2 \t 283 \t 5 \t -24\n", + "5 \t 378 \t 283 \t 1 \t 95 \t -6 \t 29\n", + "6 \t 283 \t 95 \t 2 \t 93 \t 17 \t -82\n", + "7 \t 95 \t 93 \t 1 \t 2 \t -23 \t 111\n", + "8 \t 93 \t 2 \t 46 \t 1 \t 63 \t -304\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -86 \t 415\n", + "\t\t\t\t\t 4019 \t -19394\n", + "GCD(39203, 8124) = 1, with coefficients 4019 and -19394 such that 1 = (4019)*39203 + (-19394)*8124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8125 \t 4 \t 6703 \t 1 \t 0\n", + "1 \t 8125 \t 6703 \t 1 \t 1422 \t 0 \t 1\n", + "2 \t 6703 \t 1422 \t 4 \t 1015 \t 1 \t -4\n", + "3 \t 1422 \t 1015 \t 1 \t 407 \t -1 \t 5\n", + "4 \t 1015 \t 407 \t 2 \t 201 \t 5 \t -24\n", + "5 \t 407 \t 201 \t 2 \t 5 \t -6 \t 29\n", + "6 \t 201 \t 5 \t 40 \t 1 \t 17 \t -82\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -40 \t 193\n", + "\t\t\t\t\t 1617 \t -7802\n", + "GCD(39203, 8125) = 1, with coefficients 1617 and -7802 such that 1 = (1617)*39203 + (-7802)*8125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8126 \t 4 \t 6699 \t 1 \t 0\n", + "1 \t 8126 \t 6699 \t 1 \t 1427 \t 0 \t 1\n", + "2 \t 6699 \t 1427 \t 4 \t 991 \t 1 \t -4\n", + "3 \t 1427 \t 991 \t 1 \t 436 \t -1 \t 5\n", + "4 \t 991 \t 436 \t 2 \t 119 \t 5 \t -24\n", + "5 \t 436 \t 119 \t 3 \t 79 \t -6 \t 29\n", + "6 \t 119 \t 79 \t 1 \t 40 \t 17 \t -82\n", + "7 \t 79 \t 40 \t 1 \t 39 \t -57 \t 275\n", + "8 \t 40 \t 39 \t 1 \t 1 \t 74 \t -357\n", + "9 \t 39 \t 1 \t 39 \t 0 \t -131 \t 632\n", + "\t\t\t\t\t 205 \t -989\n", + "GCD(39203, 8126) = 1, with coefficients 205 and -989 such that 1 = (205)*39203 + (-989)*8126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8127 \t 4 \t 6695 \t 1 \t 0\n", + "1 \t 8127 \t 6695 \t 1 \t 1432 \t 0 \t 1\n", + "2 \t 6695 \t 1432 \t 4 \t 967 \t 1 \t -4\n", + "3 \t 1432 \t 967 \t 1 \t 465 \t -1 \t 5\n", + "4 \t 967 \t 465 \t 2 \t 37 \t 5 \t -24\n", + "5 \t 465 \t 37 \t 12 \t 21 \t -6 \t 29\n", + "6 \t 37 \t 21 \t 1 \t 16 \t 17 \t -82\n", + "7 \t 21 \t 16 \t 1 \t 5 \t -210 \t 1013\n", + "8 \t 16 \t 5 \t 3 \t 1 \t 227 \t -1095\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -437 \t 2108\n", + "\t\t\t\t\t 1538 \t -7419\n", + "GCD(39203, 8127) = 1, with coefficients 1538 and -7419 such that 1 = (1538)*39203 + (-7419)*8127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8128 \t 4 \t 6691 \t 1 \t 0\n", + "1 \t 8128 \t 6691 \t 1 \t 1437 \t 0 \t 1\n", + "2 \t 6691 \t 1437 \t 4 \t 943 \t 1 \t -4\n", + "3 \t 1437 \t 943 \t 1 \t 494 \t -1 \t 5\n", + "4 \t 943 \t 494 \t 1 \t 449 \t 5 \t -24\n", + "5 \t 494 \t 449 \t 1 \t 45 \t -6 \t 29\n", + "6 \t 449 \t 45 \t 9 \t 44 \t 11 \t -53\n", + "7 \t 45 \t 44 \t 1 \t 1 \t -17 \t 82\n", + "8 \t 44 \t 1 \t 44 \t 0 \t 164 \t -791\n", + "\t\t\t\t\t -181 \t 873\n", + "GCD(39203, 8128) = 1, with coefficients -181 and 873 such that 1 = (-181)*39203 + (873)*8128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8129 \t 4 \t 6687 \t 1 \t 0\n", + "1 \t 8129 \t 6687 \t 1 \t 1442 \t 0 \t 1\n", + "2 \t 6687 \t 1442 \t 4 \t 919 \t 1 \t -4\n", + "3 \t 1442 \t 919 \t 1 \t 523 \t -1 \t 5\n", + "4 \t 919 \t 523 \t 1 \t 396 \t 5 \t -24\n", + "5 \t 523 \t 396 \t 1 \t 127 \t -6 \t 29\n", + "6 \t 396 \t 127 \t 3 \t 15 \t 11 \t -53\n", + "7 \t 127 \t 15 \t 8 \t 7 \t -17 \t 82\n", + "8 \t 15 \t 7 \t 2 \t 1 \t 62 \t -299\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -513 \t 2474\n", + "\t\t\t\t\t 1088 \t -5247\n", + "GCD(39203, 8129) = 1, with coefficients 1088 and -5247 such that 1 = (1088)*39203 + (-5247)*8129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8130 \t 4 \t 6683 \t 1 \t 0\n", + "1 \t 8130 \t 6683 \t 1 \t 1447 \t 0 \t 1\n", + "2 \t 6683 \t 1447 \t 4 \t 895 \t 1 \t -4\n", + "3 \t 1447 \t 895 \t 1 \t 552 \t -1 \t 5\n", + "4 \t 895 \t 552 \t 1 \t 343 \t 5 \t -24\n", + "5 \t 552 \t 343 \t 1 \t 209 \t -6 \t 29\n", + "6 \t 343 \t 209 \t 1 \t 134 \t 11 \t -53\n", + "7 \t 209 \t 134 \t 1 \t 75 \t -17 \t 82\n", + "8 \t 134 \t 75 \t 1 \t 59 \t 28 \t -135\n", + "9 \t 75 \t 59 \t 1 \t 16 \t -45 \t 217\n", + "10 \t 59 \t 16 \t 3 \t 11 \t 73 \t -352\n", + "11 \t 16 \t 11 \t 1 \t 5 \t -118 \t 569\n", + "12 \t 11 \t 5 \t 2 \t 1 \t 427 \t -2059\n", + "13 \t 5 \t 1 \t 5 \t 0 \t -545 \t 2628\n", + "\t\t\t\t\t 1517 \t -7315\n", + "GCD(39203, 8130) = 1, with coefficients 1517 and -7315 such that 1 = (1517)*39203 + (-7315)*8130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8131 \t 4 \t 6679 \t 1 \t 0\n", + "1 \t 8131 \t 6679 \t 1 \t 1452 \t 0 \t 1\n", + "2 \t 6679 \t 1452 \t 4 \t 871 \t 1 \t -4\n", + "3 \t 1452 \t 871 \t 1 \t 581 \t -1 \t 5\n", + "4 \t 871 \t 581 \t 1 \t 290 \t 5 \t -24\n", + "5 \t 581 \t 290 \t 2 \t 1 \t -6 \t 29\n", + "6 \t 290 \t 1 \t 290 \t 0 \t 11 \t -53\n", + "\t\t\t\t\t -28 \t 135\n", + "GCD(39203, 8131) = 1, with coefficients -28 and 135 such that 1 = (-28)*39203 + (135)*8131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8132 \t 4 \t 6675 \t 1 \t 0\n", + "1 \t 8132 \t 6675 \t 1 \t 1457 \t 0 \t 1\n", + "2 \t 6675 \t 1457 \t 4 \t 847 \t 1 \t -4\n", + "3 \t 1457 \t 847 \t 1 \t 610 \t -1 \t 5\n", + "4 \t 847 \t 610 \t 1 \t 237 \t 5 \t -24\n", + "5 \t 610 \t 237 \t 2 \t 136 \t -6 \t 29\n", + "6 \t 237 \t 136 \t 1 \t 101 \t 11 \t -53\n", + "7 \t 136 \t 101 \t 1 \t 35 \t -28 \t 135\n", + "8 \t 101 \t 35 \t 2 \t 31 \t 39 \t -188\n", + "9 \t 35 \t 31 \t 1 \t 4 \t -67 \t 323\n", + "10 \t 31 \t 4 \t 7 \t 3 \t 173 \t -834\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -240 \t 1157\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1853 \t -8933\n", + "\t\t\t\t\t -2093 \t 10090\n", + "GCD(39203, 8132) = 1, with coefficients -2093 and 10090 such that 1 = (-2093)*39203 + (10090)*8132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8133 \t 4 \t 6671 \t 1 \t 0\n", + "1 \t 8133 \t 6671 \t 1 \t 1462 \t 0 \t 1\n", + "2 \t 6671 \t 1462 \t 4 \t 823 \t 1 \t -4\n", + "3 \t 1462 \t 823 \t 1 \t 639 \t -1 \t 5\n", + "4 \t 823 \t 639 \t 1 \t 184 \t 5 \t -24\n", + "5 \t 639 \t 184 \t 3 \t 87 \t -6 \t 29\n", + "6 \t 184 \t 87 \t 2 \t 10 \t 11 \t -53\n", + "7 \t 87 \t 10 \t 8 \t 7 \t -39 \t 188\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 89 \t -429\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -751 \t 3620\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 840 \t -4049\n", + "\t\t\t\t\t -2431 \t 11718\n", + "GCD(39203, 8133) = 1, with coefficients -2431 and 11718 such that 1 = (-2431)*39203 + (11718)*8133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8134 \t 4 \t 6667 \t 1 \t 0\n", + "1 \t 8134 \t 6667 \t 1 \t 1467 \t 0 \t 1\n", + "2 \t 6667 \t 1467 \t 4 \t 799 \t 1 \t -4\n", + "3 \t 1467 \t 799 \t 1 \t 668 \t -1 \t 5\n", + "4 \t 799 \t 668 \t 1 \t 131 \t 5 \t -24\n", + "5 \t 668 \t 131 \t 5 \t 13 \t -6 \t 29\n", + "6 \t 131 \t 13 \t 10 \t 1 \t 11 \t -53\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -61 \t 294\n", + "\t\t\t\t\t 621 \t -2993\n", + "GCD(39203, 8134) = 1, with coefficients 621 and -2993 such that 1 = (621)*39203 + (-2993)*8134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8135 \t 4 \t 6663 \t 1 \t 0\n", + "1 \t 8135 \t 6663 \t 1 \t 1472 \t 0 \t 1\n", + "2 \t 6663 \t 1472 \t 4 \t 775 \t 1 \t -4\n", + "3 \t 1472 \t 775 \t 1 \t 697 \t -1 \t 5\n", + "4 \t 775 \t 697 \t 1 \t 78 \t 5 \t -24\n", + "5 \t 697 \t 78 \t 8 \t 73 \t -6 \t 29\n", + "6 \t 78 \t 73 \t 1 \t 5 \t 11 \t -53\n", + "7 \t 73 \t 5 \t 14 \t 3 \t -94 \t 453\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 105 \t -506\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1564 \t 7537\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1669 \t -8043\n", + "\t\t\t\t\t -3233 \t 15580\n", + "GCD(39203, 8135) = 1, with coefficients -3233 and 15580 such that 1 = (-3233)*39203 + (15580)*8135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8136 \t 4 \t 6659 \t 1 \t 0\n", + "1 \t 8136 \t 6659 \t 1 \t 1477 \t 0 \t 1\n", + "2 \t 6659 \t 1477 \t 4 \t 751 \t 1 \t -4\n", + "3 \t 1477 \t 751 \t 1 \t 726 \t -1 \t 5\n", + "4 \t 751 \t 726 \t 1 \t 25 \t 5 \t -24\n", + "5 \t 726 \t 25 \t 29 \t 1 \t -6 \t 29\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 11 \t -53\n", + "\t\t\t\t\t -325 \t 1566\n", + "GCD(39203, 8136) = 1, with coefficients -325 and 1566 such that 1 = (-325)*39203 + (1566)*8136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8137 \t 4 \t 6655 \t 1 \t 0\n", + "1 \t 8137 \t 6655 \t 1 \t 1482 \t 0 \t 1\n", + "2 \t 6655 \t 1482 \t 4 \t 727 \t 1 \t -4\n", + "3 \t 1482 \t 727 \t 2 \t 28 \t -1 \t 5\n", + "4 \t 727 \t 28 \t 25 \t 27 \t 5 \t -24\n", + "5 \t 28 \t 27 \t 1 \t 1 \t -11 \t 53\n", + "6 \t 27 \t 1 \t 27 \t 0 \t 280 \t -1349\n", + "\t\t\t\t\t -291 \t 1402\n", + "GCD(39203, 8137) = 1, with coefficients -291 and 1402 such that 1 = (-291)*39203 + (1402)*8137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8138 \t 4 \t 6651 \t 1 \t 0\n", + "1 \t 8138 \t 6651 \t 1 \t 1487 \t 0 \t 1\n", + "2 \t 6651 \t 1487 \t 4 \t 703 \t 1 \t -4\n", + "3 \t 1487 \t 703 \t 2 \t 81 \t -1 \t 5\n", + "4 \t 703 \t 81 \t 8 \t 55 \t 5 \t -24\n", + "5 \t 81 \t 55 \t 1 \t 26 \t -11 \t 53\n", + "6 \t 55 \t 26 \t 2 \t 3 \t 93 \t -448\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -104 \t 501\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 301 \t -1450\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2512 \t 12101\n", + "\t\t\t\t\t 2813 \t -13551\n", + "GCD(39203, 8138) = 1, with coefficients 2813 and -13551 such that 1 = (2813)*39203 + (-13551)*8138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8139 \t 4 \t 6647 \t 1 \t 0\n", + "1 \t 8139 \t 6647 \t 1 \t 1492 \t 0 \t 1\n", + "2 \t 6647 \t 1492 \t 4 \t 679 \t 1 \t -4\n", + "3 \t 1492 \t 679 \t 2 \t 134 \t -1 \t 5\n", + "4 \t 679 \t 134 \t 5 \t 9 \t 5 \t -24\n", + "5 \t 134 \t 9 \t 14 \t 8 \t -11 \t 53\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 60 \t -289\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -851 \t 4099\n", + "\t\t\t\t\t 911 \t -4388\n", + "GCD(39203, 8139) = 1, with coefficients 911 and -4388 such that 1 = (911)*39203 + (-4388)*8139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8140 \t 4 \t 6643 \t 1 \t 0\n", + "1 \t 8140 \t 6643 \t 1 \t 1497 \t 0 \t 1\n", + "2 \t 6643 \t 1497 \t 4 \t 655 \t 1 \t -4\n", + "3 \t 1497 \t 655 \t 2 \t 187 \t -1 \t 5\n", + "4 \t 655 \t 187 \t 3 \t 94 \t 5 \t -24\n", + "5 \t 187 \t 94 \t 1 \t 93 \t -11 \t 53\n", + "6 \t 94 \t 93 \t 1 \t 1 \t 38 \t -183\n", + "7 \t 93 \t 1 \t 93 \t 0 \t -49 \t 236\n", + "\t\t\t\t\t 87 \t -419\n", + "GCD(39203, 8140) = 1, with coefficients 87 and -419 such that 1 = (87)*39203 + (-419)*8140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8141 \t 4 \t 6639 \t 1 \t 0\n", + "1 \t 8141 \t 6639 \t 1 \t 1502 \t 0 \t 1\n", + "2 \t 6639 \t 1502 \t 4 \t 631 \t 1 \t -4\n", + "3 \t 1502 \t 631 \t 2 \t 240 \t -1 \t 5\n", + "4 \t 631 \t 240 \t 2 \t 151 \t 5 \t -24\n", + "5 \t 240 \t 151 \t 1 \t 89 \t -11 \t 53\n", + "6 \t 151 \t 89 \t 1 \t 62 \t 27 \t -130\n", + "7 \t 89 \t 62 \t 1 \t 27 \t -38 \t 183\n", + "8 \t 62 \t 27 \t 2 \t 8 \t 65 \t -313\n", + "9 \t 27 \t 8 \t 3 \t 3 \t -103 \t 496\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 271 \t -1305\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -916 \t 4411\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2103 \t -10127\n", + "\t\t\t\t\t -3019 \t 14538\n", + "GCD(39203, 8141) = 1, with coefficients -3019 and 14538 such that 1 = (-3019)*39203 + (14538)*8141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8142 \t 4 \t 6635 \t 1 \t 0\n", + "1 \t 8142 \t 6635 \t 1 \t 1507 \t 0 \t 1\n", + "2 \t 6635 \t 1507 \t 4 \t 607 \t 1 \t -4\n", + "3 \t 1507 \t 607 \t 2 \t 293 \t -1 \t 5\n", + "4 \t 607 \t 293 \t 2 \t 21 \t 5 \t -24\n", + "5 \t 293 \t 21 \t 13 \t 20 \t -11 \t 53\n", + "6 \t 21 \t 20 \t 1 \t 1 \t 27 \t -130\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -362 \t 1743\n", + "\t\t\t\t\t 389 \t -1873\n", + "GCD(39203, 8142) = 1, with coefficients 389 and -1873 such that 1 = (389)*39203 + (-1873)*8142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8143 \t 4 \t 6631 \t 1 \t 0\n", + "1 \t 8143 \t 6631 \t 1 \t 1512 \t 0 \t 1\n", + "2 \t 6631 \t 1512 \t 4 \t 583 \t 1 \t -4\n", + "3 \t 1512 \t 583 \t 2 \t 346 \t -1 \t 5\n", + "4 \t 583 \t 346 \t 1 \t 237 \t 5 \t -24\n", + "5 \t 346 \t 237 \t 1 \t 109 \t -11 \t 53\n", + "6 \t 237 \t 109 \t 2 \t 19 \t 16 \t -77\n", + "7 \t 109 \t 19 \t 5 \t 14 \t -27 \t 130\n", + "8 \t 19 \t 14 \t 1 \t 5 \t 70 \t -337\n", + "9 \t 14 \t 5 \t 2 \t 4 \t -377 \t 1815\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 447 \t -2152\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1271 \t 6119\n", + "\t\t\t\t\t 1718 \t -8271\n", + "GCD(39203, 8143) = 1, with coefficients 1718 and -8271 such that 1 = (1718)*39203 + (-8271)*8143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8144 \t 4 \t 6627 \t 1 \t 0\n", + "1 \t 8144 \t 6627 \t 1 \t 1517 \t 0 \t 1\n", + "2 \t 6627 \t 1517 \t 4 \t 559 \t 1 \t -4\n", + "3 \t 1517 \t 559 \t 2 \t 399 \t -1 \t 5\n", + "4 \t 559 \t 399 \t 1 \t 160 \t 5 \t -24\n", + "5 \t 399 \t 160 \t 2 \t 79 \t -11 \t 53\n", + "6 \t 160 \t 79 \t 2 \t 2 \t 16 \t -77\n", + "7 \t 79 \t 2 \t 39 \t 1 \t -43 \t 207\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 102 \t -491\n", + "\t\t\t\t\t -4021 \t 19356\n", + "GCD(39203, 8144) = 1, with coefficients -4021 and 19356 such that 1 = (-4021)*39203 + (19356)*8144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8145 \t 4 \t 6623 \t 1 \t 0\n", + "1 \t 8145 \t 6623 \t 1 \t 1522 \t 0 \t 1\n", + "2 \t 6623 \t 1522 \t 4 \t 535 \t 1 \t -4\n", + "3 \t 1522 \t 535 \t 2 \t 452 \t -1 \t 5\n", + "4 \t 535 \t 452 \t 1 \t 83 \t 5 \t -24\n", + "5 \t 452 \t 83 \t 5 \t 37 \t -11 \t 53\n", + "6 \t 83 \t 37 \t 2 \t 9 \t 16 \t -77\n", + "7 \t 37 \t 9 \t 4 \t 1 \t -91 \t 438\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 198 \t -953\n", + "\t\t\t\t\t -883 \t 4250\n", + "GCD(39203, 8145) = 1, with coefficients -883 and 4250 such that 1 = (-883)*39203 + (4250)*8145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8146 \t 4 \t 6619 \t 1 \t 0\n", + "1 \t 8146 \t 6619 \t 1 \t 1527 \t 0 \t 1\n", + "2 \t 6619 \t 1527 \t 4 \t 511 \t 1 \t -4\n", + "3 \t 1527 \t 511 \t 2 \t 505 \t -1 \t 5\n", + "4 \t 511 \t 505 \t 1 \t 6 \t 5 \t -24\n", + "5 \t 505 \t 6 \t 84 \t 1 \t -11 \t 53\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 16 \t -77\n", + "\t\t\t\t\t -1355 \t 6521\n", + "GCD(39203, 8146) = 1, with coefficients -1355 and 6521 such that 1 = (-1355)*39203 + (6521)*8146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8147 \t 4 \t 6615 \t 1 \t 0\n", + "1 \t 8147 \t 6615 \t 1 \t 1532 \t 0 \t 1\n", + "2 \t 6615 \t 1532 \t 4 \t 487 \t 1 \t -4\n", + "3 \t 1532 \t 487 \t 3 \t 71 \t -1 \t 5\n", + "4 \t 487 \t 71 \t 6 \t 61 \t 5 \t -24\n", + "5 \t 71 \t 61 \t 1 \t 10 \t -16 \t 77\n", + "6 \t 61 \t 10 \t 6 \t 1 \t 101 \t -486\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -117 \t 563\n", + "\t\t\t\t\t 803 \t -3864\n", + "GCD(39203, 8147) = 1, with coefficients 803 and -3864 such that 1 = (803)*39203 + (-3864)*8147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8148 \t 4 \t 6611 \t 1 \t 0\n", + "1 \t 8148 \t 6611 \t 1 \t 1537 \t 0 \t 1\n", + "2 \t 6611 \t 1537 \t 4 \t 463 \t 1 \t -4\n", + "3 \t 1537 \t 463 \t 3 \t 148 \t -1 \t 5\n", + "4 \t 463 \t 148 \t 3 \t 19 \t 5 \t -24\n", + "5 \t 148 \t 19 \t 7 \t 15 \t -16 \t 77\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 53 \t -255\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -387 \t 1862\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 440 \t -2117\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1707 \t 8213\n", + "\t\t\t\t\t 2147 \t -10330\n", + "GCD(39203, 8148) = 1, with coefficients 2147 and -10330 such that 1 = (2147)*39203 + (-10330)*8148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8149 \t 4 \t 6607 \t 1 \t 0\n", + "1 \t 8149 \t 6607 \t 1 \t 1542 \t 0 \t 1\n", + "2 \t 6607 \t 1542 \t 4 \t 439 \t 1 \t -4\n", + "3 \t 1542 \t 439 \t 3 \t 225 \t -1 \t 5\n", + "4 \t 439 \t 225 \t 1 \t 214 \t 5 \t -24\n", + "5 \t 225 \t 214 \t 1 \t 11 \t -16 \t 77\n", + "6 \t 214 \t 11 \t 19 \t 5 \t 21 \t -101\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -37 \t 178\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 724 \t -3483\n", + "\t\t\t\t\t -1485 \t 7144\n", + "GCD(39203, 8149) = 1, with coefficients -1485 and 7144 such that 1 = (-1485)*39203 + (7144)*8149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8150 \t 4 \t 6603 \t 1 \t 0\n", + "1 \t 8150 \t 6603 \t 1 \t 1547 \t 0 \t 1\n", + "2 \t 6603 \t 1547 \t 4 \t 415 \t 1 \t -4\n", + "3 \t 1547 \t 415 \t 3 \t 302 \t -1 \t 5\n", + "4 \t 415 \t 302 \t 1 \t 113 \t 5 \t -24\n", + "5 \t 302 \t 113 \t 2 \t 76 \t -16 \t 77\n", + "6 \t 113 \t 76 \t 1 \t 37 \t 21 \t -101\n", + "7 \t 76 \t 37 \t 2 \t 2 \t -58 \t 279\n", + "8 \t 37 \t 2 \t 18 \t 1 \t 79 \t -380\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -216 \t 1039\n", + "\t\t\t\t\t 3967 \t -19082\n", + "GCD(39203, 8150) = 1, with coefficients 3967 and -19082 such that 1 = (3967)*39203 + (-19082)*8150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8151 \t 4 \t 6599 \t 1 \t 0\n", + "1 \t 8151 \t 6599 \t 1 \t 1552 \t 0 \t 1\n", + "2 \t 6599 \t 1552 \t 4 \t 391 \t 1 \t -4\n", + "3 \t 1552 \t 391 \t 3 \t 379 \t -1 \t 5\n", + "4 \t 391 \t 379 \t 1 \t 12 \t 5 \t -24\n", + "5 \t 379 \t 12 \t 31 \t 7 \t -16 \t 77\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 21 \t -101\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -667 \t 3208\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 688 \t -3309\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1355 \t 6517\n", + "\t\t\t\t\t 3398 \t -16343\n", + "GCD(39203, 8151) = 1, with coefficients 3398 and -16343 such that 1 = (3398)*39203 + (-16343)*8151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8152 \t 4 \t 6595 \t 1 \t 0\n", + "1 \t 8152 \t 6595 \t 1 \t 1557 \t 0 \t 1\n", + "2 \t 6595 \t 1557 \t 4 \t 367 \t 1 \t -4\n", + "3 \t 1557 \t 367 \t 4 \t 89 \t -1 \t 5\n", + "4 \t 367 \t 89 \t 4 \t 11 \t 5 \t -24\n", + "5 \t 89 \t 11 \t 8 \t 1 \t -21 \t 101\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 89 \t -428\n", + "\t\t\t\t\t -733 \t 3525\n", + "GCD(39203, 8152) = 1, with coefficients -733 and 3525 such that 1 = (-733)*39203 + (3525)*8152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8153 \t 4 \t 6591 \t 1 \t 0\n", + "1 \t 8153 \t 6591 \t 1 \t 1562 \t 0 \t 1\n", + "2 \t 6591 \t 1562 \t 4 \t 343 \t 1 \t -4\n", + "3 \t 1562 \t 343 \t 4 \t 190 \t -1 \t 5\n", + "4 \t 343 \t 190 \t 1 \t 153 \t 5 \t -24\n", + "5 \t 190 \t 153 \t 1 \t 37 \t -21 \t 101\n", + "6 \t 153 \t 37 \t 4 \t 5 \t 26 \t -125\n", + "7 \t 37 \t 5 \t 7 \t 2 \t -47 \t 226\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 214 \t -1029\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1545 \t 7429\n", + "\t\t\t\t\t 3304 \t -15887\n", + "GCD(39203, 8153) = 1, with coefficients 3304 and -15887 such that 1 = (3304)*39203 + (-15887)*8153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8154 \t 4 \t 6587 \t 1 \t 0\n", + "1 \t 8154 \t 6587 \t 1 \t 1567 \t 0 \t 1\n", + "2 \t 6587 \t 1567 \t 4 \t 319 \t 1 \t -4\n", + "3 \t 1567 \t 319 \t 4 \t 291 \t -1 \t 5\n", + "4 \t 319 \t 291 \t 1 \t 28 \t 5 \t -24\n", + "5 \t 291 \t 28 \t 10 \t 11 \t -21 \t 101\n", + "6 \t 28 \t 11 \t 2 \t 6 \t 26 \t -125\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -281 \t 1351\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 588 \t -2827\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -869 \t 4178\n", + "\t\t\t\t\t 1457 \t -7005\n", + "GCD(39203, 8154) = 1, with coefficients 1457 and -7005 such that 1 = (1457)*39203 + (-7005)*8154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8155 \t 4 \t 6583 \t 1 \t 0\n", + "1 \t 8155 \t 6583 \t 1 \t 1572 \t 0 \t 1\n", + "2 \t 6583 \t 1572 \t 4 \t 295 \t 1 \t -4\n", + "3 \t 1572 \t 295 \t 5 \t 97 \t -1 \t 5\n", + "4 \t 295 \t 97 \t 3 \t 4 \t 5 \t -24\n", + "5 \t 97 \t 4 \t 24 \t 1 \t -26 \t 125\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 83 \t -399\n", + "\t\t\t\t\t -2018 \t 9701\n", + "GCD(39203, 8155) = 1, with coefficients -2018 and 9701 such that 1 = (-2018)*39203 + (9701)*8155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8156 \t 4 \t 6579 \t 1 \t 0\n", + "1 \t 8156 \t 6579 \t 1 \t 1577 \t 0 \t 1\n", + "2 \t 6579 \t 1577 \t 4 \t 271 \t 1 \t -4\n", + "3 \t 1577 \t 271 \t 5 \t 222 \t -1 \t 5\n", + "4 \t 271 \t 222 \t 1 \t 49 \t 5 \t -24\n", + "5 \t 222 \t 49 \t 4 \t 26 \t -26 \t 125\n", + "6 \t 49 \t 26 \t 1 \t 23 \t 31 \t -149\n", + "7 \t 26 \t 23 \t 1 \t 3 \t -150 \t 721\n", + "8 \t 23 \t 3 \t 7 \t 2 \t 181 \t -870\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -331 \t 1591\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2498 \t -12007\n", + "\t\t\t\t\t -2829 \t 13598\n", + "GCD(39203, 8156) = 1, with coefficients -2829 and 13598 such that 1 = (-2829)*39203 + (13598)*8156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8157 \t 4 \t 6575 \t 1 \t 0\n", + "1 \t 8157 \t 6575 \t 1 \t 1582 \t 0 \t 1\n", + "2 \t 6575 \t 1582 \t 4 \t 247 \t 1 \t -4\n", + "3 \t 1582 \t 247 \t 6 \t 100 \t -1 \t 5\n", + "4 \t 247 \t 100 \t 2 \t 47 \t 5 \t -24\n", + "5 \t 100 \t 47 \t 2 \t 6 \t -31 \t 149\n", + "6 \t 47 \t 6 \t 7 \t 5 \t 67 \t -322\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -165 \t 793\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 1222 \t -5873\n", + "\t\t\t\t\t -1387 \t 6666\n", + "GCD(39203, 8157) = 1, with coefficients -1387 and 6666 such that 1 = (-1387)*39203 + (6666)*8157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8158 \t 4 \t 6571 \t 1 \t 0\n", + "1 \t 8158 \t 6571 \t 1 \t 1587 \t 0 \t 1\n", + "2 \t 6571 \t 1587 \t 4 \t 223 \t 1 \t -4\n", + "3 \t 1587 \t 223 \t 7 \t 26 \t -1 \t 5\n", + "4 \t 223 \t 26 \t 8 \t 15 \t 5 \t -24\n", + "5 \t 26 \t 15 \t 1 \t 11 \t -36 \t 173\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 293 \t -1408\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -329 \t 1581\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 622 \t -2989\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1573 \t 7559\n", + "\t\t\t\t\t 2195 \t -10548\n", + "GCD(39203, 8158) = 1, with coefficients 2195 and -10548 such that 1 = (2195)*39203 + (-10548)*8158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8159 \t 4 \t 6567 \t 1 \t 0\n", + "1 \t 8159 \t 6567 \t 1 \t 1592 \t 0 \t 1\n", + "2 \t 6567 \t 1592 \t 4 \t 199 \t 1 \t -4\n", + "3 \t 1592 \t 199 \t 8 \t 0 \t -1 \t 5\n", + "\t\t\t\t\t 5 \t -24\n", + "GCD(39203, 8159) = 199, with coefficients 5 and -24 such that 199 = (5)*39203 + (-24)*8159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8160 \t 4 \t 6563 \t 1 \t 0\n", + "1 \t 8160 \t 6563 \t 1 \t 1597 \t 0 \t 1\n", + "2 \t 6563 \t 1597 \t 4 \t 175 \t 1 \t -4\n", + "3 \t 1597 \t 175 \t 9 \t 22 \t -1 \t 5\n", + "4 \t 175 \t 22 \t 7 \t 21 \t 5 \t -24\n", + "5 \t 22 \t 21 \t 1 \t 1 \t -46 \t 221\n", + "6 \t 21 \t 1 \t 21 \t 0 \t 327 \t -1571\n", + "\t\t\t\t\t -373 \t 1792\n", + "GCD(39203, 8160) = 1, with coefficients -373 and 1792 such that 1 = (-373)*39203 + (1792)*8160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8161 \t 4 \t 6559 \t 1 \t 0\n", + "1 \t 8161 \t 6559 \t 1 \t 1602 \t 0 \t 1\n", + "2 \t 6559 \t 1602 \t 4 \t 151 \t 1 \t -4\n", + "3 \t 1602 \t 151 \t 10 \t 92 \t -1 \t 5\n", + "4 \t 151 \t 92 \t 1 \t 59 \t 5 \t -24\n", + "5 \t 92 \t 59 \t 1 \t 33 \t -51 \t 245\n", + "6 \t 59 \t 33 \t 1 \t 26 \t 56 \t -269\n", + "7 \t 33 \t 26 \t 1 \t 7 \t -107 \t 514\n", + "8 \t 26 \t 7 \t 3 \t 5 \t 163 \t -783\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -270 \t 1297\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 973 \t -4674\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1243 \t 5971\n", + "\t\t\t\t\t 3459 \t -16616\n", + "GCD(39203, 8161) = 1, with coefficients 3459 and -16616 such that 1 = (3459)*39203 + (-16616)*8161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8162 \t 4 \t 6555 \t 1 \t 0\n", + "1 \t 8162 \t 6555 \t 1 \t 1607 \t 0 \t 1\n", + "2 \t 6555 \t 1607 \t 4 \t 127 \t 1 \t -4\n", + "3 \t 1607 \t 127 \t 12 \t 83 \t -1 \t 5\n", + "4 \t 127 \t 83 \t 1 \t 44 \t 5 \t -24\n", + "5 \t 83 \t 44 \t 1 \t 39 \t -61 \t 293\n", + "6 \t 44 \t 39 \t 1 \t 5 \t 66 \t -317\n", + "7 \t 39 \t 5 \t 7 \t 4 \t -127 \t 610\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 193 \t -927\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1478 \t 7099\n", + "\t\t\t\t\t 1671 \t -8026\n", + "GCD(39203, 8162) = 1, with coefficients 1671 and -8026 such that 1 = (1671)*39203 + (-8026)*8162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8163 \t 4 \t 6551 \t 1 \t 0\n", + "1 \t 8163 \t 6551 \t 1 \t 1612 \t 0 \t 1\n", + "2 \t 6551 \t 1612 \t 4 \t 103 \t 1 \t -4\n", + "3 \t 1612 \t 103 \t 15 \t 67 \t -1 \t 5\n", + "4 \t 103 \t 67 \t 1 \t 36 \t 5 \t -24\n", + "5 \t 67 \t 36 \t 1 \t 31 \t -76 \t 365\n", + "6 \t 36 \t 31 \t 1 \t 5 \t 81 \t -389\n", + "7 \t 31 \t 5 \t 6 \t 1 \t -157 \t 754\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 238 \t -1143\n", + "\t\t\t\t\t -1585 \t 7612\n", + "GCD(39203, 8163) = 1, with coefficients -1585 and 7612 such that 1 = (-1585)*39203 + (7612)*8163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8164 \t 4 \t 6547 \t 1 \t 0\n", + "1 \t 8164 \t 6547 \t 1 \t 1617 \t 0 \t 1\n", + "2 \t 6547 \t 1617 \t 4 \t 79 \t 1 \t -4\n", + "3 \t 1617 \t 79 \t 20 \t 37 \t -1 \t 5\n", + "4 \t 79 \t 37 \t 2 \t 5 \t 5 \t -24\n", + "5 \t 37 \t 5 \t 7 \t 2 \t -101 \t 485\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 207 \t -994\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1550 \t 7443\n", + "\t\t\t\t\t 3307 \t -15880\n", + "GCD(39203, 8164) = 1, with coefficients 3307 and -15880 such that 1 = (3307)*39203 + (-15880)*8164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8165 \t 4 \t 6543 \t 1 \t 0\n", + "1 \t 8165 \t 6543 \t 1 \t 1622 \t 0 \t 1\n", + "2 \t 6543 \t 1622 \t 4 \t 55 \t 1 \t -4\n", + "3 \t 1622 \t 55 \t 29 \t 27 \t -1 \t 5\n", + "4 \t 55 \t 27 \t 2 \t 1 \t 5 \t -24\n", + "5 \t 27 \t 1 \t 27 \t 0 \t -146 \t 701\n", + "\t\t\t\t\t 297 \t -1426\n", + "GCD(39203, 8165) = 1, with coefficients 297 and -1426 such that 1 = (297)*39203 + (-1426)*8165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8166 \t 4 \t 6539 \t 1 \t 0\n", + "1 \t 8166 \t 6539 \t 1 \t 1627 \t 0 \t 1\n", + "2 \t 6539 \t 1627 \t 4 \t 31 \t 1 \t -4\n", + "3 \t 1627 \t 31 \t 52 \t 15 \t -1 \t 5\n", + "4 \t 31 \t 15 \t 2 \t 1 \t 5 \t -24\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -261 \t 1253\n", + "\t\t\t\t\t 527 \t -2530\n", + "GCD(39203, 8166) = 1, with coefficients 527 and -2530 such that 1 = (527)*39203 + (-2530)*8166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8167 \t 4 \t 6535 \t 1 \t 0\n", + "1 \t 8167 \t 6535 \t 1 \t 1632 \t 0 \t 1\n", + "2 \t 6535 \t 1632 \t 4 \t 7 \t 1 \t -4\n", + "3 \t 1632 \t 7 \t 233 \t 1 \t -1 \t 5\n", + "4 \t 7 \t 1 \t 7 \t 0 \t 5 \t -24\n", + "\t\t\t\t\t -1166 \t 5597\n", + "GCD(39203, 8167) = 1, with coefficients -1166 and 5597 such that 1 = (-1166)*39203 + (5597)*8167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8168 \t 4 \t 6531 \t 1 \t 0\n", + "1 \t 8168 \t 6531 \t 1 \t 1637 \t 0 \t 1\n", + "2 \t 6531 \t 1637 \t 3 \t 1620 \t 1 \t -4\n", + "3 \t 1637 \t 1620 \t 1 \t 17 \t -1 \t 5\n", + "4 \t 1620 \t 17 \t 95 \t 5 \t 4 \t -19\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -5 \t 24\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 479 \t -2299\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1442 \t 6921\n", + "\t\t\t\t\t 3363 \t -16141\n", + "GCD(39203, 8168) = 1, with coefficients 3363 and -16141 such that 1 = (3363)*39203 + (-16141)*8168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8169 \t 4 \t 6527 \t 1 \t 0\n", + "1 \t 8169 \t 6527 \t 1 \t 1642 \t 0 \t 1\n", + "2 \t 6527 \t 1642 \t 3 \t 1601 \t 1 \t -4\n", + "3 \t 1642 \t 1601 \t 1 \t 41 \t -1 \t 5\n", + "4 \t 1601 \t 41 \t 39 \t 2 \t 4 \t -19\n", + "5 \t 41 \t 2 \t 20 \t 1 \t -5 \t 24\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 199 \t -955\n", + "\t\t\t\t\t -3985 \t 19124\n", + "GCD(39203, 8169) = 1, with coefficients -3985 and 19124 such that 1 = (-3985)*39203 + (19124)*8169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8170 \t 4 \t 6523 \t 1 \t 0\n", + "1 \t 8170 \t 6523 \t 1 \t 1647 \t 0 \t 1\n", + "2 \t 6523 \t 1647 \t 3 \t 1582 \t 1 \t -4\n", + "3 \t 1647 \t 1582 \t 1 \t 65 \t -1 \t 5\n", + "4 \t 1582 \t 65 \t 24 \t 22 \t 4 \t -19\n", + "5 \t 65 \t 22 \t 2 \t 21 \t -5 \t 24\n", + "6 \t 22 \t 21 \t 1 \t 1 \t 124 \t -595\n", + "7 \t 21 \t 1 \t 21 \t 0 \t -253 \t 1214\n", + "\t\t\t\t\t 377 \t -1809\n", + "GCD(39203, 8170) = 1, with coefficients 377 and -1809 such that 1 = (377)*39203 + (-1809)*8170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8171 \t 4 \t 6519 \t 1 \t 0\n", + "1 \t 8171 \t 6519 \t 1 \t 1652 \t 0 \t 1\n", + "2 \t 6519 \t 1652 \t 3 \t 1563 \t 1 \t -4\n", + "3 \t 1652 \t 1563 \t 1 \t 89 \t -1 \t 5\n", + "4 \t 1563 \t 89 \t 17 \t 50 \t 4 \t -19\n", + "5 \t 89 \t 50 \t 1 \t 39 \t -5 \t 24\n", + "6 \t 50 \t 39 \t 1 \t 11 \t 89 \t -427\n", + "7 \t 39 \t 11 \t 3 \t 6 \t -94 \t 451\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 183 \t -878\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -643 \t 3085\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 826 \t -3963\n", + "\t\t\t\t\t -1469 \t 7048\n", + "GCD(39203, 8171) = 1, with coefficients -1469 and 7048 such that 1 = (-1469)*39203 + (7048)*8171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8172 \t 4 \t 6515 \t 1 \t 0\n", + "1 \t 8172 \t 6515 \t 1 \t 1657 \t 0 \t 1\n", + "2 \t 6515 \t 1657 \t 3 \t 1544 \t 1 \t -4\n", + "3 \t 1657 \t 1544 \t 1 \t 113 \t -1 \t 5\n", + "4 \t 1544 \t 113 \t 13 \t 75 \t 4 \t -19\n", + "5 \t 113 \t 75 \t 1 \t 38 \t -5 \t 24\n", + "6 \t 75 \t 38 \t 1 \t 37 \t 69 \t -331\n", + "7 \t 38 \t 37 \t 1 \t 1 \t -74 \t 355\n", + "8 \t 37 \t 1 \t 37 \t 0 \t 143 \t -686\n", + "\t\t\t\t\t -217 \t 1041\n", + "GCD(39203, 8172) = 1, with coefficients -217 and 1041 such that 1 = (-217)*39203 + (1041)*8172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8173 \t 4 \t 6511 \t 1 \t 0\n", + "1 \t 8173 \t 6511 \t 1 \t 1662 \t 0 \t 1\n", + "2 \t 6511 \t 1662 \t 3 \t 1525 \t 1 \t -4\n", + "3 \t 1662 \t 1525 \t 1 \t 137 \t -1 \t 5\n", + "4 \t 1525 \t 137 \t 11 \t 18 \t 4 \t -19\n", + "5 \t 137 \t 18 \t 7 \t 11 \t -5 \t 24\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 59 \t -283\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -418 \t 2005\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 477 \t -2288\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -895 \t 4293\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1372 \t -6581\n", + "\t\t\t\t\t -2267 \t 10874\n", + "GCD(39203, 8173) = 1, with coefficients -2267 and 10874 such that 1 = (-2267)*39203 + (10874)*8173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8174 \t 4 \t 6507 \t 1 \t 0\n", + "1 \t 8174 \t 6507 \t 1 \t 1667 \t 0 \t 1\n", + "2 \t 6507 \t 1667 \t 3 \t 1506 \t 1 \t -4\n", + "3 \t 1667 \t 1506 \t 1 \t 161 \t -1 \t 5\n", + "4 \t 1506 \t 161 \t 9 \t 57 \t 4 \t -19\n", + "5 \t 161 \t 57 \t 2 \t 47 \t -5 \t 24\n", + "6 \t 57 \t 47 \t 1 \t 10 \t 49 \t -235\n", + "7 \t 47 \t 10 \t 4 \t 7 \t -103 \t 494\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 152 \t -729\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -711 \t 3410\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 863 \t -4139\n", + "\t\t\t\t\t -2437 \t 11688\n", + "GCD(39203, 8174) = 1, with coefficients -2437 and 11688 such that 1 = (-2437)*39203 + (11688)*8174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8175 \t 4 \t 6503 \t 1 \t 0\n", + "1 \t 8175 \t 6503 \t 1 \t 1672 \t 0 \t 1\n", + "2 \t 6503 \t 1672 \t 3 \t 1487 \t 1 \t -4\n", + "3 \t 1672 \t 1487 \t 1 \t 185 \t -1 \t 5\n", + "4 \t 1487 \t 185 \t 8 \t 7 \t 4 \t -19\n", + "5 \t 185 \t 7 \t 26 \t 3 \t -5 \t 24\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 44 \t -211\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1149 \t 5510\n", + "\t\t\t\t\t 2342 \t -11231\n", + "GCD(39203, 8175) = 1, with coefficients 2342 and -11231 such that 1 = (2342)*39203 + (-11231)*8175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8176 \t 4 \t 6499 \t 1 \t 0\n", + "1 \t 8176 \t 6499 \t 1 \t 1677 \t 0 \t 1\n", + "2 \t 6499 \t 1677 \t 3 \t 1468 \t 1 \t -4\n", + "3 \t 1677 \t 1468 \t 1 \t 209 \t -1 \t 5\n", + "4 \t 1468 \t 209 \t 7 \t 5 \t 4 \t -19\n", + "5 \t 209 \t 5 \t 41 \t 4 \t -5 \t 24\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 39 \t -187\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1604 \t 7691\n", + "\t\t\t\t\t 1643 \t -7878\n", + "GCD(39203, 8176) = 1, with coefficients 1643 and -7878 such that 1 = (1643)*39203 + (-7878)*8176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8177 \t 4 \t 6495 \t 1 \t 0\n", + "1 \t 8177 \t 6495 \t 1 \t 1682 \t 0 \t 1\n", + "2 \t 6495 \t 1682 \t 3 \t 1449 \t 1 \t -4\n", + "3 \t 1682 \t 1449 \t 1 \t 233 \t -1 \t 5\n", + "4 \t 1449 \t 233 \t 6 \t 51 \t 4 \t -19\n", + "5 \t 233 \t 51 \t 4 \t 29 \t -5 \t 24\n", + "6 \t 51 \t 29 \t 1 \t 22 \t 34 \t -163\n", + "7 \t 29 \t 22 \t 1 \t 7 \t -141 \t 676\n", + "8 \t 22 \t 7 \t 3 \t 1 \t 175 \t -839\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -316 \t 1515\n", + "\t\t\t\t\t 1123 \t -5384\n", + "GCD(39203, 8177) = 1, with coefficients 1123 and -5384 such that 1 = (1123)*39203 + (-5384)*8177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8178 \t 4 \t 6491 \t 1 \t 0\n", + "1 \t 8178 \t 6491 \t 1 \t 1687 \t 0 \t 1\n", + "2 \t 6491 \t 1687 \t 3 \t 1430 \t 1 \t -4\n", + "3 \t 1687 \t 1430 \t 1 \t 257 \t -1 \t 5\n", + "4 \t 1430 \t 257 \t 5 \t 145 \t 4 \t -19\n", + "5 \t 257 \t 145 \t 1 \t 112 \t -5 \t 24\n", + "6 \t 145 \t 112 \t 1 \t 33 \t 29 \t -139\n", + "7 \t 112 \t 33 \t 3 \t 13 \t -34 \t 163\n", + "8 \t 33 \t 13 \t 2 \t 7 \t 63 \t -302\n", + "9 \t 13 \t 7 \t 1 \t 6 \t -223 \t 1069\n", + "10 \t 7 \t 6 \t 1 \t 1 \t 509 \t -2440\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -732 \t 3509\n", + "\t\t\t\t\t 1241 \t -5949\n", + "GCD(39203, 8178) = 1, with coefficients 1241 and -5949 such that 1 = (1241)*39203 + (-5949)*8178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8179 \t 4 \t 6487 \t 1 \t 0\n", + "1 \t 8179 \t 6487 \t 1 \t 1692 \t 0 \t 1\n", + "2 \t 6487 \t 1692 \t 3 \t 1411 \t 1 \t -4\n", + "3 \t 1692 \t 1411 \t 1 \t 281 \t -1 \t 5\n", + "4 \t 1411 \t 281 \t 5 \t 6 \t 4 \t -19\n", + "5 \t 281 \t 6 \t 46 \t 5 \t -5 \t 24\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 29 \t -139\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1339 \t 6418\n", + "\t\t\t\t\t 1368 \t -6557\n", + "GCD(39203, 8179) = 1, with coefficients 1368 and -6557 such that 1 = (1368)*39203 + (-6557)*8179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8180 \t 4 \t 6483 \t 1 \t 0\n", + "1 \t 8180 \t 6483 \t 1 \t 1697 \t 0 \t 1\n", + "2 \t 6483 \t 1697 \t 3 \t 1392 \t 1 \t -4\n", + "3 \t 1697 \t 1392 \t 1 \t 305 \t -1 \t 5\n", + "4 \t 1392 \t 305 \t 4 \t 172 \t 4 \t -19\n", + "5 \t 305 \t 172 \t 1 \t 133 \t -5 \t 24\n", + "6 \t 172 \t 133 \t 1 \t 39 \t 24 \t -115\n", + "7 \t 133 \t 39 \t 3 \t 16 \t -29 \t 139\n", + "8 \t 39 \t 16 \t 2 \t 7 \t 53 \t -254\n", + "9 \t 16 \t 7 \t 2 \t 2 \t -188 \t 901\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 429 \t -2056\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1046 \t 5013\n", + "\t\t\t\t\t 3567 \t -17095\n", + "GCD(39203, 8180) = 1, with coefficients 3567 and -17095 such that 1 = (3567)*39203 + (-17095)*8180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8181 \t 4 \t 6479 \t 1 \t 0\n", + "1 \t 8181 \t 6479 \t 1 \t 1702 \t 0 \t 1\n", + "2 \t 6479 \t 1702 \t 3 \t 1373 \t 1 \t -4\n", + "3 \t 1702 \t 1373 \t 1 \t 329 \t -1 \t 5\n", + "4 \t 1373 \t 329 \t 4 \t 57 \t 4 \t -19\n", + "5 \t 329 \t 57 \t 5 \t 44 \t -5 \t 24\n", + "6 \t 57 \t 44 \t 1 \t 13 \t 24 \t -115\n", + "7 \t 44 \t 13 \t 3 \t 5 \t -125 \t 599\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 149 \t -714\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -572 \t 2741\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1293 \t -6196\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1865 \t 8937\n", + "\t\t\t\t\t 3158 \t -15133\n", + "GCD(39203, 8181) = 1, with coefficients 3158 and -15133 such that 1 = (3158)*39203 + (-15133)*8181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8182 \t 4 \t 6475 \t 1 \t 0\n", + "1 \t 8182 \t 6475 \t 1 \t 1707 \t 0 \t 1\n", + "2 \t 6475 \t 1707 \t 3 \t 1354 \t 1 \t -4\n", + "3 \t 1707 \t 1354 \t 1 \t 353 \t -1 \t 5\n", + "4 \t 1354 \t 353 \t 3 \t 295 \t 4 \t -19\n", + "5 \t 353 \t 295 \t 1 \t 58 \t -5 \t 24\n", + "6 \t 295 \t 58 \t 5 \t 5 \t 19 \t -91\n", + "7 \t 58 \t 5 \t 11 \t 3 \t -24 \t 115\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 139 \t -666\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1553 \t 7441\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1692 \t -8107\n", + "\t\t\t\t\t -3245 \t 15548\n", + "GCD(39203, 8182) = 1, with coefficients -3245 and 15548 such that 1 = (-3245)*39203 + (15548)*8182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8183 \t 4 \t 6471 \t 1 \t 0\n", + "1 \t 8183 \t 6471 \t 1 \t 1712 \t 0 \t 1\n", + "2 \t 6471 \t 1712 \t 3 \t 1335 \t 1 \t -4\n", + "3 \t 1712 \t 1335 \t 1 \t 377 \t -1 \t 5\n", + "4 \t 1335 \t 377 \t 3 \t 204 \t 4 \t -19\n", + "5 \t 377 \t 204 \t 1 \t 173 \t -5 \t 24\n", + "6 \t 204 \t 173 \t 1 \t 31 \t 19 \t -91\n", + "7 \t 173 \t 31 \t 5 \t 18 \t -24 \t 115\n", + "8 \t 31 \t 18 \t 1 \t 13 \t 43 \t -206\n", + "9 \t 18 \t 13 \t 1 \t 5 \t -239 \t 1145\n", + "10 \t 13 \t 5 \t 2 \t 3 \t 282 \t -1351\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -521 \t 2496\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 1324 \t -6343\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1845 \t 8839\n", + "\t\t\t\t\t 3169 \t -15182\n", + "GCD(39203, 8183) = 1, with coefficients 3169 and -15182 such that 1 = (3169)*39203 + (-15182)*8183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8184 \t 4 \t 6467 \t 1 \t 0\n", + "1 \t 8184 \t 6467 \t 1 \t 1717 \t 0 \t 1\n", + "2 \t 6467 \t 1717 \t 3 \t 1316 \t 1 \t -4\n", + "3 \t 1717 \t 1316 \t 1 \t 401 \t -1 \t 5\n", + "4 \t 1316 \t 401 \t 3 \t 113 \t 4 \t -19\n", + "5 \t 401 \t 113 \t 3 \t 62 \t -5 \t 24\n", + "6 \t 113 \t 62 \t 1 \t 51 \t 19 \t -91\n", + "7 \t 62 \t 51 \t 1 \t 11 \t -62 \t 297\n", + "8 \t 51 \t 11 \t 4 \t 7 \t 81 \t -388\n", + "9 \t 11 \t 7 \t 1 \t 4 \t -143 \t 685\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 653 \t -3128\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -796 \t 3813\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1449 \t -6941\n", + "\t\t\t\t\t -2245 \t 10754\n", + "GCD(39203, 8184) = 1, with coefficients -2245 and 10754 such that 1 = (-2245)*39203 + (10754)*8184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8185 \t 4 \t 6463 \t 1 \t 0\n", + "1 \t 8185 \t 6463 \t 1 \t 1722 \t 0 \t 1\n", + "2 \t 6463 \t 1722 \t 3 \t 1297 \t 1 \t -4\n", + "3 \t 1722 \t 1297 \t 1 \t 425 \t -1 \t 5\n", + "4 \t 1297 \t 425 \t 3 \t 22 \t 4 \t -19\n", + "5 \t 425 \t 22 \t 19 \t 7 \t -5 \t 24\n", + "6 \t 22 \t 7 \t 3 \t 1 \t 19 \t -91\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -366 \t 1753\n", + "\t\t\t\t\t 1117 \t -5350\n", + "GCD(39203, 8185) = 1, with coefficients 1117 and -5350 such that 1 = (1117)*39203 + (-5350)*8185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8186 \t 4 \t 6459 \t 1 \t 0\n", + "1 \t 8186 \t 6459 \t 1 \t 1727 \t 0 \t 1\n", + "2 \t 6459 \t 1727 \t 3 \t 1278 \t 1 \t -4\n", + "3 \t 1727 \t 1278 \t 1 \t 449 \t -1 \t 5\n", + "4 \t 1278 \t 449 \t 2 \t 380 \t 4 \t -19\n", + "5 \t 449 \t 380 \t 1 \t 69 \t -5 \t 24\n", + "6 \t 380 \t 69 \t 5 \t 35 \t 14 \t -67\n", + "7 \t 69 \t 35 \t 1 \t 34 \t -19 \t 91\n", + "8 \t 35 \t 34 \t 1 \t 1 \t 109 \t -522\n", + "9 \t 34 \t 1 \t 34 \t 0 \t -128 \t 613\n", + "\t\t\t\t\t 237 \t -1135\n", + "GCD(39203, 8186) = 1, with coefficients 237 and -1135 such that 1 = (237)*39203 + (-1135)*8186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8187 \t 4 \t 6455 \t 1 \t 0\n", + "1 \t 8187 \t 6455 \t 1 \t 1732 \t 0 \t 1\n", + "2 \t 6455 \t 1732 \t 3 \t 1259 \t 1 \t -4\n", + "3 \t 1732 \t 1259 \t 1 \t 473 \t -1 \t 5\n", + "4 \t 1259 \t 473 \t 2 \t 313 \t 4 \t -19\n", + "5 \t 473 \t 313 \t 1 \t 160 \t -5 \t 24\n", + "6 \t 313 \t 160 \t 1 \t 153 \t 14 \t -67\n", + "7 \t 160 \t 153 \t 1 \t 7 \t -19 \t 91\n", + "8 \t 153 \t 7 \t 21 \t 6 \t 33 \t -158\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -52 \t 249\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 1125 \t -5387\n", + "\t\t\t\t\t -1177 \t 5636\n", + "GCD(39203, 8187) = 1, with coefficients -1177 and 5636 such that 1 = (-1177)*39203 + (5636)*8187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8188 \t 4 \t 6451 \t 1 \t 0\n", + "1 \t 8188 \t 6451 \t 1 \t 1737 \t 0 \t 1\n", + "2 \t 6451 \t 1737 \t 3 \t 1240 \t 1 \t -4\n", + "3 \t 1737 \t 1240 \t 1 \t 497 \t -1 \t 5\n", + "4 \t 1240 \t 497 \t 2 \t 246 \t 4 \t -19\n", + "5 \t 497 \t 246 \t 2 \t 5 \t -5 \t 24\n", + "6 \t 246 \t 5 \t 49 \t 1 \t 14 \t -67\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -33 \t 158\n", + "\t\t\t\t\t 1631 \t -7809\n", + "GCD(39203, 8188) = 1, with coefficients 1631 and -7809 such that 1 = (1631)*39203 + (-7809)*8188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8189 \t 4 \t 6447 \t 1 \t 0\n", + "1 \t 8189 \t 6447 \t 1 \t 1742 \t 0 \t 1\n", + "2 \t 6447 \t 1742 \t 3 \t 1221 \t 1 \t -4\n", + "3 \t 1742 \t 1221 \t 1 \t 521 \t -1 \t 5\n", + "4 \t 1221 \t 521 \t 2 \t 179 \t 4 \t -19\n", + "5 \t 521 \t 179 \t 2 \t 163 \t -5 \t 24\n", + "6 \t 179 \t 163 \t 1 \t 16 \t 14 \t -67\n", + "7 \t 163 \t 16 \t 10 \t 3 \t -33 \t 158\n", + "8 \t 16 \t 3 \t 5 \t 1 \t 47 \t -225\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -503 \t 2408\n", + "\t\t\t\t\t 2562 \t -12265\n", + "GCD(39203, 8189) = 1, with coefficients 2562 and -12265 such that 1 = (2562)*39203 + (-12265)*8189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8190 \t 4 \t 6443 \t 1 \t 0\n", + "1 \t 8190 \t 6443 \t 1 \t 1747 \t 0 \t 1\n", + "2 \t 6443 \t 1747 \t 3 \t 1202 \t 1 \t -4\n", + "3 \t 1747 \t 1202 \t 1 \t 545 \t -1 \t 5\n", + "4 \t 1202 \t 545 \t 2 \t 112 \t 4 \t -19\n", + "5 \t 545 \t 112 \t 4 \t 97 \t -5 \t 24\n", + "6 \t 112 \t 97 \t 1 \t 15 \t 14 \t -67\n", + "7 \t 97 \t 15 \t 6 \t 7 \t -61 \t 292\n", + "8 \t 15 \t 7 \t 2 \t 1 \t 75 \t -359\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -511 \t 2446\n", + "\t\t\t\t\t 1097 \t -5251\n", + "GCD(39203, 8190) = 1, with coefficients 1097 and -5251 such that 1 = (1097)*39203 + (-5251)*8190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8191 \t 4 \t 6439 \t 1 \t 0\n", + "1 \t 8191 \t 6439 \t 1 \t 1752 \t 0 \t 1\n", + "2 \t 6439 \t 1752 \t 3 \t 1183 \t 1 \t -4\n", + "3 \t 1752 \t 1183 \t 1 \t 569 \t -1 \t 5\n", + "4 \t 1183 \t 569 \t 2 \t 45 \t 4 \t -19\n", + "5 \t 569 \t 45 \t 12 \t 29 \t -5 \t 24\n", + "6 \t 45 \t 29 \t 1 \t 16 \t 14 \t -67\n", + "7 \t 29 \t 16 \t 1 \t 13 \t -173 \t 828\n", + "8 \t 16 \t 13 \t 1 \t 3 \t 187 \t -895\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -360 \t 1723\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 547 \t -2618\n", + "\t\t\t\t\t -2548 \t 12195\n", + "GCD(39203, 8191) = 1, with coefficients -2548 and 12195 such that 1 = (-2548)*39203 + (12195)*8191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8192 \t 4 \t 6435 \t 1 \t 0\n", + "1 \t 8192 \t 6435 \t 1 \t 1757 \t 0 \t 1\n", + "2 \t 6435 \t 1757 \t 3 \t 1164 \t 1 \t -4\n", + "3 \t 1757 \t 1164 \t 1 \t 593 \t -1 \t 5\n", + "4 \t 1164 \t 593 \t 1 \t 571 \t 4 \t -19\n", + "5 \t 593 \t 571 \t 1 \t 22 \t -5 \t 24\n", + "6 \t 571 \t 22 \t 25 \t 21 \t 9 \t -43\n", + "7 \t 22 \t 21 \t 1 \t 1 \t -14 \t 67\n", + "8 \t 21 \t 1 \t 21 \t 0 \t 359 \t -1718\n", + "\t\t\t\t\t -373 \t 1785\n", + "GCD(39203, 8192) = 1, with coefficients -373 and 1785 such that 1 = (-373)*39203 + (1785)*8192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8193 \t 4 \t 6431 \t 1 \t 0\n", + "1 \t 8193 \t 6431 \t 1 \t 1762 \t 0 \t 1\n", + "2 \t 6431 \t 1762 \t 3 \t 1145 \t 1 \t -4\n", + "3 \t 1762 \t 1145 \t 1 \t 617 \t -1 \t 5\n", + "4 \t 1145 \t 617 \t 1 \t 528 \t 4 \t -19\n", + "5 \t 617 \t 528 \t 1 \t 89 \t -5 \t 24\n", + "6 \t 528 \t 89 \t 5 \t 83 \t 9 \t -43\n", + "7 \t 89 \t 83 \t 1 \t 6 \t -14 \t 67\n", + "8 \t 83 \t 6 \t 13 \t 5 \t 79 \t -378\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -93 \t 445\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1288 \t -6163\n", + "\t\t\t\t\t -1381 \t 6608\n", + "GCD(39203, 8193) = 1, with coefficients -1381 and 6608 such that 1 = (-1381)*39203 + (6608)*8193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8194 \t 4 \t 6427 \t 1 \t 0\n", + "1 \t 8194 \t 6427 \t 1 \t 1767 \t 0 \t 1\n", + "2 \t 6427 \t 1767 \t 3 \t 1126 \t 1 \t -4\n", + "3 \t 1767 \t 1126 \t 1 \t 641 \t -1 \t 5\n", + "4 \t 1126 \t 641 \t 1 \t 485 \t 4 \t -19\n", + "5 \t 641 \t 485 \t 1 \t 156 \t -5 \t 24\n", + "6 \t 485 \t 156 \t 3 \t 17 \t 9 \t -43\n", + "7 \t 156 \t 17 \t 9 \t 3 \t -14 \t 67\n", + "8 \t 17 \t 3 \t 5 \t 2 \t 51 \t -244\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -473 \t 2263\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2416 \t -11559\n", + "\t\t\t\t\t -2889 \t 13822\n", + "GCD(39203, 8194) = 1, with coefficients -2889 and 13822 such that 1 = (-2889)*39203 + (13822)*8194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8195 \t 4 \t 6423 \t 1 \t 0\n", + "1 \t 8195 \t 6423 \t 1 \t 1772 \t 0 \t 1\n", + "2 \t 6423 \t 1772 \t 3 \t 1107 \t 1 \t -4\n", + "3 \t 1772 \t 1107 \t 1 \t 665 \t -1 \t 5\n", + "4 \t 1107 \t 665 \t 1 \t 442 \t 4 \t -19\n", + "5 \t 665 \t 442 \t 1 \t 223 \t -5 \t 24\n", + "6 \t 442 \t 223 \t 1 \t 219 \t 9 \t -43\n", + "7 \t 223 \t 219 \t 1 \t 4 \t -14 \t 67\n", + "8 \t 219 \t 4 \t 54 \t 3 \t 23 \t -110\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -37 \t 177\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 2021 \t -9668\n", + "\t\t\t\t\t -2058 \t 9845\n", + "GCD(39203, 8195) = 1, with coefficients -2058 and 9845 such that 1 = (-2058)*39203 + (9845)*8195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8196 \t 4 \t 6419 \t 1 \t 0\n", + "1 \t 8196 \t 6419 \t 1 \t 1777 \t 0 \t 1\n", + "2 \t 6419 \t 1777 \t 3 \t 1088 \t 1 \t -4\n", + "3 \t 1777 \t 1088 \t 1 \t 689 \t -1 \t 5\n", + "4 \t 1088 \t 689 \t 1 \t 399 \t 4 \t -19\n", + "5 \t 689 \t 399 \t 1 \t 290 \t -5 \t 24\n", + "6 \t 399 \t 290 \t 1 \t 109 \t 9 \t -43\n", + "7 \t 290 \t 109 \t 2 \t 72 \t -14 \t 67\n", + "8 \t 109 \t 72 \t 1 \t 37 \t 23 \t -110\n", + "9 \t 72 \t 37 \t 1 \t 35 \t -60 \t 287\n", + "10 \t 37 \t 35 \t 1 \t 2 \t 83 \t -397\n", + "11 \t 35 \t 2 \t 17 \t 1 \t -143 \t 684\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 226 \t -1081\n", + "\t\t\t\t\t -3985 \t 19061\n", + "GCD(39203, 8196) = 1, with coefficients -3985 and 19061 such that 1 = (-3985)*39203 + (19061)*8196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8197 \t 4 \t 6415 \t 1 \t 0\n", + "1 \t 8197 \t 6415 \t 1 \t 1782 \t 0 \t 1\n", + "2 \t 6415 \t 1782 \t 3 \t 1069 \t 1 \t -4\n", + "3 \t 1782 \t 1069 \t 1 \t 713 \t -1 \t 5\n", + "4 \t 1069 \t 713 \t 1 \t 356 \t 4 \t -19\n", + "5 \t 713 \t 356 \t 2 \t 1 \t -5 \t 24\n", + "6 \t 356 \t 1 \t 356 \t 0 \t 9 \t -43\n", + "\t\t\t\t\t -23 \t 110\n", + "GCD(39203, 8197) = 1, with coefficients -23 and 110 such that 1 = (-23)*39203 + (110)*8197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8198 \t 4 \t 6411 \t 1 \t 0\n", + "1 \t 8198 \t 6411 \t 1 \t 1787 \t 0 \t 1\n", + "2 \t 6411 \t 1787 \t 3 \t 1050 \t 1 \t -4\n", + "3 \t 1787 \t 1050 \t 1 \t 737 \t -1 \t 5\n", + "4 \t 1050 \t 737 \t 1 \t 313 \t 4 \t -19\n", + "5 \t 737 \t 313 \t 2 \t 111 \t -5 \t 24\n", + "6 \t 313 \t 111 \t 2 \t 91 \t 9 \t -43\n", + "7 \t 111 \t 91 \t 1 \t 20 \t -23 \t 110\n", + "8 \t 91 \t 20 \t 4 \t 11 \t 55 \t -263\n", + "9 \t 20 \t 11 \t 1 \t 9 \t -78 \t 373\n", + "10 \t 11 \t 9 \t 1 \t 2 \t 367 \t -1755\n", + "11 \t 9 \t 2 \t 4 \t 1 \t -445 \t 2128\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 812 \t -3883\n", + "\t\t\t\t\t -3693 \t 17660\n", + "GCD(39203, 8198) = 1, with coefficients -3693 and 17660 such that 1 = (-3693)*39203 + (17660)*8198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8199 \t 4 \t 6407 \t 1 \t 0\n", + "1 \t 8199 \t 6407 \t 1 \t 1792 \t 0 \t 1\n", + "2 \t 6407 \t 1792 \t 3 \t 1031 \t 1 \t -4\n", + "3 \t 1792 \t 1031 \t 1 \t 761 \t -1 \t 5\n", + "4 \t 1031 \t 761 \t 1 \t 270 \t 4 \t -19\n", + "5 \t 761 \t 270 \t 2 \t 221 \t -5 \t 24\n", + "6 \t 270 \t 221 \t 1 \t 49 \t 9 \t -43\n", + "7 \t 221 \t 49 \t 4 \t 25 \t -23 \t 110\n", + "8 \t 49 \t 25 \t 1 \t 24 \t 32 \t -153\n", + "9 \t 25 \t 24 \t 1 \t 1 \t -151 \t 722\n", + "10 \t 24 \t 1 \t 24 \t 0 \t 183 \t -875\n", + "\t\t\t\t\t -334 \t 1597\n", + "GCD(39203, 8199) = 1, with coefficients -334 and 1597 such that 1 = (-334)*39203 + (1597)*8199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8200 \t 4 \t 6403 \t 1 \t 0\n", + "1 \t 8200 \t 6403 \t 1 \t 1797 \t 0 \t 1\n", + "2 \t 6403 \t 1797 \t 3 \t 1012 \t 1 \t -4\n", + "3 \t 1797 \t 1012 \t 1 \t 785 \t -1 \t 5\n", + "4 \t 1012 \t 785 \t 1 \t 227 \t 4 \t -19\n", + "5 \t 785 \t 227 \t 3 \t 104 \t -5 \t 24\n", + "6 \t 227 \t 104 \t 2 \t 19 \t 9 \t -43\n", + "7 \t 104 \t 19 \t 5 \t 9 \t -32 \t 153\n", + "8 \t 19 \t 9 \t 2 \t 1 \t 73 \t -349\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -397 \t 1898\n", + "\t\t\t\t\t 867 \t -4145\n", + "GCD(39203, 8200) = 1, with coefficients 867 and -4145 such that 1 = (867)*39203 + (-4145)*8200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8201 \t 4 \t 6399 \t 1 \t 0\n", + "1 \t 8201 \t 6399 \t 1 \t 1802 \t 0 \t 1\n", + "2 \t 6399 \t 1802 \t 3 \t 993 \t 1 \t -4\n", + "3 \t 1802 \t 993 \t 1 \t 809 \t -1 \t 5\n", + "4 \t 993 \t 809 \t 1 \t 184 \t 4 \t -19\n", + "5 \t 809 \t 184 \t 4 \t 73 \t -5 \t 24\n", + "6 \t 184 \t 73 \t 2 \t 38 \t 9 \t -43\n", + "7 \t 73 \t 38 \t 1 \t 35 \t -41 \t 196\n", + "8 \t 38 \t 35 \t 1 \t 3 \t 91 \t -435\n", + "9 \t 35 \t 3 \t 11 \t 2 \t -132 \t 631\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 223 \t -1066\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2585 \t 12357\n", + "\t\t\t\t\t 2808 \t -13423\n", + "GCD(39203, 8201) = 1, with coefficients 2808 and -13423 such that 1 = (2808)*39203 + (-13423)*8201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8202 \t 4 \t 6395 \t 1 \t 0\n", + "1 \t 8202 \t 6395 \t 1 \t 1807 \t 0 \t 1\n", + "2 \t 6395 \t 1807 \t 3 \t 974 \t 1 \t -4\n", + "3 \t 1807 \t 974 \t 1 \t 833 \t -1 \t 5\n", + "4 \t 974 \t 833 \t 1 \t 141 \t 4 \t -19\n", + "5 \t 833 \t 141 \t 5 \t 128 \t -5 \t 24\n", + "6 \t 141 \t 128 \t 1 \t 13 \t 9 \t -43\n", + "7 \t 128 \t 13 \t 9 \t 11 \t -50 \t 239\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 59 \t -282\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -581 \t 2777\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 640 \t -3059\n", + "\t\t\t\t\t -3781 \t 18072\n", + "GCD(39203, 8202) = 1, with coefficients -3781 and 18072 such that 1 = (-3781)*39203 + (18072)*8202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8203 \t 4 \t 6391 \t 1 \t 0\n", + "1 \t 8203 \t 6391 \t 1 \t 1812 \t 0 \t 1\n", + "2 \t 6391 \t 1812 \t 3 \t 955 \t 1 \t -4\n", + "3 \t 1812 \t 955 \t 1 \t 857 \t -1 \t 5\n", + "4 \t 955 \t 857 \t 1 \t 98 \t 4 \t -19\n", + "5 \t 857 \t 98 \t 8 \t 73 \t -5 \t 24\n", + "6 \t 98 \t 73 \t 1 \t 25 \t 9 \t -43\n", + "7 \t 73 \t 25 \t 2 \t 23 \t -77 \t 368\n", + "8 \t 25 \t 23 \t 1 \t 2 \t 86 \t -411\n", + "9 \t 23 \t 2 \t 11 \t 1 \t -249 \t 1190\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 335 \t -1601\n", + "\t\t\t\t\t -3934 \t 18801\n", + "GCD(39203, 8203) = 1, with coefficients -3934 and 18801 such that 1 = (-3934)*39203 + (18801)*8203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8204 \t 4 \t 6387 \t 1 \t 0\n", + "1 \t 8204 \t 6387 \t 1 \t 1817 \t 0 \t 1\n", + "2 \t 6387 \t 1817 \t 3 \t 936 \t 1 \t -4\n", + "3 \t 1817 \t 936 \t 1 \t 881 \t -1 \t 5\n", + "4 \t 936 \t 881 \t 1 \t 55 \t 4 \t -19\n", + "5 \t 881 \t 55 \t 16 \t 1 \t -5 \t 24\n", + "6 \t 55 \t 1 \t 55 \t 0 \t 9 \t -43\n", + "\t\t\t\t\t -149 \t 712\n", + "GCD(39203, 8204) = 1, with coefficients -149 and 712 such that 1 = (-149)*39203 + (712)*8204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8205 \t 4 \t 6383 \t 1 \t 0\n", + "1 \t 8205 \t 6383 \t 1 \t 1822 \t 0 \t 1\n", + "2 \t 6383 \t 1822 \t 3 \t 917 \t 1 \t -4\n", + "3 \t 1822 \t 917 \t 1 \t 905 \t -1 \t 5\n", + "4 \t 917 \t 905 \t 1 \t 12 \t 4 \t -19\n", + "5 \t 905 \t 12 \t 75 \t 5 \t -5 \t 24\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 9 \t -43\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -680 \t 3249\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1369 \t -6541\n", + "\t\t\t\t\t -3418 \t 16331\n", + "GCD(39203, 8205) = 1, with coefficients -3418 and 16331 such that 1 = (-3418)*39203 + (16331)*8205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8206 \t 4 \t 6379 \t 1 \t 0\n", + "1 \t 8206 \t 6379 \t 1 \t 1827 \t 0 \t 1\n", + "2 \t 6379 \t 1827 \t 3 \t 898 \t 1 \t -4\n", + "3 \t 1827 \t 898 \t 2 \t 31 \t -1 \t 5\n", + "4 \t 898 \t 31 \t 28 \t 30 \t 4 \t -19\n", + "5 \t 31 \t 30 \t 1 \t 1 \t -9 \t 43\n", + "6 \t 30 \t 1 \t 30 \t 0 \t 256 \t -1223\n", + "\t\t\t\t\t -265 \t 1266\n", + "GCD(39203, 8206) = 1, with coefficients -265 and 1266 such that 1 = (-265)*39203 + (1266)*8206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8207 \t 4 \t 6375 \t 1 \t 0\n", + "1 \t 8207 \t 6375 \t 1 \t 1832 \t 0 \t 1\n", + "2 \t 6375 \t 1832 \t 3 \t 879 \t 1 \t -4\n", + "3 \t 1832 \t 879 \t 2 \t 74 \t -1 \t 5\n", + "4 \t 879 \t 74 \t 11 \t 65 \t 4 \t -19\n", + "5 \t 74 \t 65 \t 1 \t 9 \t -9 \t 43\n", + "6 \t 65 \t 9 \t 7 \t 2 \t 103 \t -492\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -112 \t 535\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 887 \t -4237\n", + "\t\t\t\t\t -3660 \t 17483\n", + "GCD(39203, 8207) = 1, with coefficients -3660 and 17483 such that 1 = (-3660)*39203 + (17483)*8207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8208 \t 4 \t 6371 \t 1 \t 0\n", + "1 \t 8208 \t 6371 \t 1 \t 1837 \t 0 \t 1\n", + "2 \t 6371 \t 1837 \t 3 \t 860 \t 1 \t -4\n", + "3 \t 1837 \t 860 \t 2 \t 117 \t -1 \t 5\n", + "4 \t 860 \t 117 \t 7 \t 41 \t 4 \t -19\n", + "5 \t 117 \t 41 \t 2 \t 35 \t -9 \t 43\n", + "6 \t 41 \t 35 \t 1 \t 6 \t 67 \t -320\n", + "7 \t 35 \t 6 \t 5 \t 5 \t -143 \t 683\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 210 \t -1003\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1193 \t 5698\n", + "\t\t\t\t\t 1403 \t -6701\n", + "GCD(39203, 8208) = 1, with coefficients 1403 and -6701 such that 1 = (1403)*39203 + (-6701)*8208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8209 \t 4 \t 6367 \t 1 \t 0\n", + "1 \t 8209 \t 6367 \t 1 \t 1842 \t 0 \t 1\n", + "2 \t 6367 \t 1842 \t 3 \t 841 \t 1 \t -4\n", + "3 \t 1842 \t 841 \t 2 \t 160 \t -1 \t 5\n", + "4 \t 841 \t 160 \t 5 \t 41 \t 4 \t -19\n", + "5 \t 160 \t 41 \t 3 \t 37 \t -9 \t 43\n", + "6 \t 41 \t 37 \t 1 \t 4 \t 49 \t -234\n", + "7 \t 37 \t 4 \t 9 \t 1 \t -156 \t 745\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 205 \t -979\n", + "\t\t\t\t\t -2001 \t 9556\n", + "GCD(39203, 8209) = 1, with coefficients -2001 and 9556 such that 1 = (-2001)*39203 + (9556)*8209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8210 \t 4 \t 6363 \t 1 \t 0\n", + "1 \t 8210 \t 6363 \t 1 \t 1847 \t 0 \t 1\n", + "2 \t 6363 \t 1847 \t 3 \t 822 \t 1 \t -4\n", + "3 \t 1847 \t 822 \t 2 \t 203 \t -1 \t 5\n", + "4 \t 822 \t 203 \t 4 \t 10 \t 4 \t -19\n", + "5 \t 203 \t 10 \t 20 \t 3 \t -9 \t 43\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 40 \t -191\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -809 \t 3863\n", + "\t\t\t\t\t 2467 \t -11780\n", + "GCD(39203, 8210) = 1, with coefficients 2467 and -11780 such that 1 = (2467)*39203 + (-11780)*8210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8211 \t 4 \t 6359 \t 1 \t 0\n", + "1 \t 8211 \t 6359 \t 1 \t 1852 \t 0 \t 1\n", + "2 \t 6359 \t 1852 \t 3 \t 803 \t 1 \t -4\n", + "3 \t 1852 \t 803 \t 2 \t 246 \t -1 \t 5\n", + "4 \t 803 \t 246 \t 3 \t 65 \t 4 \t -19\n", + "5 \t 246 \t 65 \t 3 \t 51 \t -9 \t 43\n", + "6 \t 65 \t 51 \t 1 \t 14 \t 31 \t -148\n", + "7 \t 51 \t 14 \t 3 \t 9 \t -102 \t 487\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 133 \t -635\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -501 \t 2392\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 634 \t -3027\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1135 \t 5419\n", + "\t\t\t\t\t 1769 \t -8446\n", + "GCD(39203, 8211) = 1, with coefficients 1769 and -8446 such that 1 = (1769)*39203 + (-8446)*8211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8212 \t 4 \t 6355 \t 1 \t 0\n", + "1 \t 8212 \t 6355 \t 1 \t 1857 \t 0 \t 1\n", + "2 \t 6355 \t 1857 \t 3 \t 784 \t 1 \t -4\n", + "3 \t 1857 \t 784 \t 2 \t 289 \t -1 \t 5\n", + "4 \t 784 \t 289 \t 2 \t 206 \t 4 \t -19\n", + "5 \t 289 \t 206 \t 1 \t 83 \t -9 \t 43\n", + "6 \t 206 \t 83 \t 2 \t 40 \t 22 \t -105\n", + "7 \t 83 \t 40 \t 2 \t 3 \t -31 \t 148\n", + "8 \t 40 \t 3 \t 13 \t 1 \t 84 \t -401\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -199 \t 950\n", + "\t\t\t\t\t 2671 \t -12751\n", + "GCD(39203, 8212) = 1, with coefficients 2671 and -12751 such that 1 = (2671)*39203 + (-12751)*8212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8213 \t 4 \t 6351 \t 1 \t 0\n", + "1 \t 8213 \t 6351 \t 1 \t 1862 \t 0 \t 1\n", + "2 \t 6351 \t 1862 \t 3 \t 765 \t 1 \t -4\n", + "3 \t 1862 \t 765 \t 2 \t 332 \t -1 \t 5\n", + "4 \t 765 \t 332 \t 2 \t 101 \t 4 \t -19\n", + "5 \t 332 \t 101 \t 3 \t 29 \t -9 \t 43\n", + "6 \t 101 \t 29 \t 3 \t 14 \t 22 \t -105\n", + "7 \t 29 \t 14 \t 2 \t 1 \t -75 \t 358\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 247 \t -1179\n", + "\t\t\t\t\t -569 \t 2716\n", + "GCD(39203, 8213) = 1, with coefficients -569 and 2716 such that 1 = (-569)*39203 + (2716)*8213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8214 \t 4 \t 6347 \t 1 \t 0\n", + "1 \t 8214 \t 6347 \t 1 \t 1867 \t 0 \t 1\n", + "2 \t 6347 \t 1867 \t 3 \t 746 \t 1 \t -4\n", + "3 \t 1867 \t 746 \t 2 \t 375 \t -1 \t 5\n", + "4 \t 746 \t 375 \t 1 \t 371 \t 4 \t -19\n", + "5 \t 375 \t 371 \t 1 \t 4 \t -9 \t 43\n", + "6 \t 371 \t 4 \t 92 \t 3 \t 13 \t -62\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -22 \t 105\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 2037 \t -9722\n", + "\t\t\t\t\t -2059 \t 9827\n", + "GCD(39203, 8214) = 1, with coefficients -2059 and 9827 such that 1 = (-2059)*39203 + (9827)*8214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8215 \t 4 \t 6343 \t 1 \t 0\n", + "1 \t 8215 \t 6343 \t 1 \t 1872 \t 0 \t 1\n", + "2 \t 6343 \t 1872 \t 3 \t 727 \t 1 \t -4\n", + "3 \t 1872 \t 727 \t 2 \t 418 \t -1 \t 5\n", + "4 \t 727 \t 418 \t 1 \t 309 \t 4 \t -19\n", + "5 \t 418 \t 309 \t 1 \t 109 \t -9 \t 43\n", + "6 \t 309 \t 109 \t 2 \t 91 \t 13 \t -62\n", + "7 \t 109 \t 91 \t 1 \t 18 \t -22 \t 105\n", + "8 \t 91 \t 18 \t 5 \t 1 \t 57 \t -272\n", + "9 \t 18 \t 1 \t 18 \t 0 \t -79 \t 377\n", + "\t\t\t\t\t 452 \t -2157\n", + "GCD(39203, 8215) = 1, with coefficients 452 and -2157 such that 1 = (452)*39203 + (-2157)*8215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8216 \t 4 \t 6339 \t 1 \t 0\n", + "1 \t 8216 \t 6339 \t 1 \t 1877 \t 0 \t 1\n", + "2 \t 6339 \t 1877 \t 3 \t 708 \t 1 \t -4\n", + "3 \t 1877 \t 708 \t 2 \t 461 \t -1 \t 5\n", + "4 \t 708 \t 461 \t 1 \t 247 \t 4 \t -19\n", + "5 \t 461 \t 247 \t 1 \t 214 \t -9 \t 43\n", + "6 \t 247 \t 214 \t 1 \t 33 \t 13 \t -62\n", + "7 \t 214 \t 33 \t 6 \t 16 \t -22 \t 105\n", + "8 \t 33 \t 16 \t 2 \t 1 \t 35 \t -167\n", + "9 \t 16 \t 1 \t 16 \t 0 \t -232 \t 1107\n", + "\t\t\t\t\t 499 \t -2381\n", + "GCD(39203, 8216) = 1, with coefficients 499 and -2381 such that 1 = (499)*39203 + (-2381)*8216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8217 \t 4 \t 6335 \t 1 \t 0\n", + "1 \t 8217 \t 6335 \t 1 \t 1882 \t 0 \t 1\n", + "2 \t 6335 \t 1882 \t 3 \t 689 \t 1 \t -4\n", + "3 \t 1882 \t 689 \t 2 \t 504 \t -1 \t 5\n", + "4 \t 689 \t 504 \t 1 \t 185 \t 4 \t -19\n", + "5 \t 504 \t 185 \t 2 \t 134 \t -9 \t 43\n", + "6 \t 185 \t 134 \t 1 \t 51 \t 13 \t -62\n", + "7 \t 134 \t 51 \t 2 \t 32 \t -35 \t 167\n", + "8 \t 51 \t 32 \t 1 \t 19 \t 48 \t -229\n", + "9 \t 32 \t 19 \t 1 \t 13 \t -131 \t 625\n", + "10 \t 19 \t 13 \t 1 \t 6 \t 179 \t -854\n", + "11 \t 13 \t 6 \t 2 \t 1 \t -310 \t 1479\n", + "12 \t 6 \t 1 \t 6 \t 0 \t 489 \t -2333\n", + "\t\t\t\t\t -1288 \t 6145\n", + "GCD(39203, 8217) = 1, with coefficients -1288 and 6145 such that 1 = (-1288)*39203 + (6145)*8217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8218 \t 4 \t 6331 \t 1 \t 0\n", + "1 \t 8218 \t 6331 \t 1 \t 1887 \t 0 \t 1\n", + "2 \t 6331 \t 1887 \t 3 \t 670 \t 1 \t -4\n", + "3 \t 1887 \t 670 \t 2 \t 547 \t -1 \t 5\n", + "4 \t 670 \t 547 \t 1 \t 123 \t 4 \t -19\n", + "5 \t 547 \t 123 \t 4 \t 55 \t -9 \t 43\n", + "6 \t 123 \t 55 \t 2 \t 13 \t 13 \t -62\n", + "7 \t 55 \t 13 \t 4 \t 3 \t -61 \t 291\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 135 \t -644\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -601 \t 2867\n", + "\t\t\t\t\t 2539 \t -12112\n", + "GCD(39203, 8218) = 1, with coefficients 2539 and -12112 such that 1 = (2539)*39203 + (-12112)*8218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8219 \t 4 \t 6327 \t 1 \t 0\n", + "1 \t 8219 \t 6327 \t 1 \t 1892 \t 0 \t 1\n", + "2 \t 6327 \t 1892 \t 3 \t 651 \t 1 \t -4\n", + "3 \t 1892 \t 651 \t 2 \t 590 \t -1 \t 5\n", + "4 \t 651 \t 590 \t 1 \t 61 \t 4 \t -19\n", + "5 \t 590 \t 61 \t 9 \t 41 \t -9 \t 43\n", + "6 \t 61 \t 41 \t 1 \t 20 \t 13 \t -62\n", + "7 \t 41 \t 20 \t 2 \t 1 \t -126 \t 601\n", + "8 \t 20 \t 1 \t 20 \t 0 \t 139 \t -663\n", + "\t\t\t\t\t -404 \t 1927\n", + "GCD(39203, 8219) = 1, with coefficients -404 and 1927 such that 1 = (-404)*39203 + (1927)*8219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8220 \t 4 \t 6323 \t 1 \t 0\n", + "1 \t 8220 \t 6323 \t 1 \t 1897 \t 0 \t 1\n", + "2 \t 6323 \t 1897 \t 3 \t 632 \t 1 \t -4\n", + "3 \t 1897 \t 632 \t 3 \t 1 \t -1 \t 5\n", + "4 \t 632 \t 1 \t 632 \t 0 \t 4 \t -19\n", + "\t\t\t\t\t -13 \t 62\n", + "GCD(39203, 8220) = 1, with coefficients -13 and 62 such that 1 = (-13)*39203 + (62)*8220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8221 \t 4 \t 6319 \t 1 \t 0\n", + "1 \t 8221 \t 6319 \t 1 \t 1902 \t 0 \t 1\n", + "2 \t 6319 \t 1902 \t 3 \t 613 \t 1 \t -4\n", + "3 \t 1902 \t 613 \t 3 \t 63 \t -1 \t 5\n", + "4 \t 613 \t 63 \t 9 \t 46 \t 4 \t -19\n", + "5 \t 63 \t 46 \t 1 \t 17 \t -13 \t 62\n", + "6 \t 46 \t 17 \t 2 \t 12 \t 121 \t -577\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -134 \t 639\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 389 \t -1855\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -523 \t 2494\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1435 \t -6843\n", + "\t\t\t\t\t -3393 \t 16180\n", + "GCD(39203, 8221) = 1, with coefficients -3393 and 16180 such that 1 = (-3393)*39203 + (16180)*8221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8222 \t 4 \t 6315 \t 1 \t 0\n", + "1 \t 8222 \t 6315 \t 1 \t 1907 \t 0 \t 1\n", + "2 \t 6315 \t 1907 \t 3 \t 594 \t 1 \t -4\n", + "3 \t 1907 \t 594 \t 3 \t 125 \t -1 \t 5\n", + "4 \t 594 \t 125 \t 4 \t 94 \t 4 \t -19\n", + "5 \t 125 \t 94 \t 1 \t 31 \t -13 \t 62\n", + "6 \t 94 \t 31 \t 3 \t 1 \t 56 \t -267\n", + "7 \t 31 \t 1 \t 31 \t 0 \t -69 \t 329\n", + "\t\t\t\t\t 263 \t -1254\n", + "GCD(39203, 8222) = 1, with coefficients 263 and -1254 such that 1 = (263)*39203 + (-1254)*8222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8223 \t 4 \t 6311 \t 1 \t 0\n", + "1 \t 8223 \t 6311 \t 1 \t 1912 \t 0 \t 1\n", + "2 \t 6311 \t 1912 \t 3 \t 575 \t 1 \t -4\n", + "3 \t 1912 \t 575 \t 3 \t 187 \t -1 \t 5\n", + "4 \t 575 \t 187 \t 3 \t 14 \t 4 \t -19\n", + "5 \t 187 \t 14 \t 13 \t 5 \t -13 \t 62\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 43 \t -205\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -572 \t 2727\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1187 \t -5659\n", + "\t\t\t\t\t -1759 \t 8386\n", + "GCD(39203, 8223) = 1, with coefficients -1759 and 8386 such that 1 = (-1759)*39203 + (8386)*8223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8224 \t 4 \t 6307 \t 1 \t 0\n", + "1 \t 8224 \t 6307 \t 1 \t 1917 \t 0 \t 1\n", + "2 \t 6307 \t 1917 \t 3 \t 556 \t 1 \t -4\n", + "3 \t 1917 \t 556 \t 3 \t 249 \t -1 \t 5\n", + "4 \t 556 \t 249 \t 2 \t 58 \t 4 \t -19\n", + "5 \t 249 \t 58 \t 4 \t 17 \t -13 \t 62\n", + "6 \t 58 \t 17 \t 3 \t 7 \t 30 \t -143\n", + "7 \t 17 \t 7 \t 2 \t 3 \t -133 \t 634\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 429 \t -2045\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -991 \t 4724\n", + "\t\t\t\t\t 2411 \t -11493\n", + "GCD(39203, 8224) = 1, with coefficients 2411 and -11493 such that 1 = (2411)*39203 + (-11493)*8224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8225 \t 4 \t 6303 \t 1 \t 0\n", + "1 \t 8225 \t 6303 \t 1 \t 1922 \t 0 \t 1\n", + "2 \t 6303 \t 1922 \t 3 \t 537 \t 1 \t -4\n", + "3 \t 1922 \t 537 \t 3 \t 311 \t -1 \t 5\n", + "4 \t 537 \t 311 \t 1 \t 226 \t 4 \t -19\n", + "5 \t 311 \t 226 \t 1 \t 85 \t -13 \t 62\n", + "6 \t 226 \t 85 \t 2 \t 56 \t 17 \t -81\n", + "7 \t 85 \t 56 \t 1 \t 29 \t -30 \t 143\n", + "8 \t 56 \t 29 \t 1 \t 27 \t 77 \t -367\n", + "9 \t 29 \t 27 \t 1 \t 2 \t -107 \t 510\n", + "10 \t 27 \t 2 \t 13 \t 1 \t 184 \t -877\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -291 \t 1387\n", + "\t\t\t\t\t 3967 \t -18908\n", + "GCD(39203, 8225) = 1, with coefficients 3967 and -18908 such that 1 = (3967)*39203 + (-18908)*8225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8226 \t 4 \t 6299 \t 1 \t 0\n", + "1 \t 8226 \t 6299 \t 1 \t 1927 \t 0 \t 1\n", + "2 \t 6299 \t 1927 \t 3 \t 518 \t 1 \t -4\n", + "3 \t 1927 \t 518 \t 3 \t 373 \t -1 \t 5\n", + "4 \t 518 \t 373 \t 1 \t 145 \t 4 \t -19\n", + "5 \t 373 \t 145 \t 2 \t 83 \t -13 \t 62\n", + "6 \t 145 \t 83 \t 1 \t 62 \t 17 \t -81\n", + "7 \t 83 \t 62 \t 1 \t 21 \t -47 \t 224\n", + "8 \t 62 \t 21 \t 2 \t 20 \t 64 \t -305\n", + "9 \t 21 \t 20 \t 1 \t 1 \t -111 \t 529\n", + "10 \t 20 \t 1 \t 20 \t 0 \t 286 \t -1363\n", + "\t\t\t\t\t -397 \t 1892\n", + "GCD(39203, 8226) = 1, with coefficients -397 and 1892 such that 1 = (-397)*39203 + (1892)*8226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8227 \t 4 \t 6295 \t 1 \t 0\n", + "1 \t 8227 \t 6295 \t 1 \t 1932 \t 0 \t 1\n", + "2 \t 6295 \t 1932 \t 3 \t 499 \t 1 \t -4\n", + "3 \t 1932 \t 499 \t 3 \t 435 \t -1 \t 5\n", + "4 \t 499 \t 435 \t 1 \t 64 \t 4 \t -19\n", + "5 \t 435 \t 64 \t 6 \t 51 \t -13 \t 62\n", + "6 \t 64 \t 51 \t 1 \t 13 \t 17 \t -81\n", + "7 \t 51 \t 13 \t 3 \t 12 \t -115 \t 548\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 132 \t -629\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -511 \t 2435\n", + "\t\t\t\t\t 643 \t -3064\n", + "GCD(39203, 8227) = 1, with coefficients 643 and -3064 such that 1 = (643)*39203 + (-3064)*8227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8228 \t 4 \t 6291 \t 1 \t 0\n", + "1 \t 8228 \t 6291 \t 1 \t 1937 \t 0 \t 1\n", + "2 \t 6291 \t 1937 \t 3 \t 480 \t 1 \t -4\n", + "3 \t 1937 \t 480 \t 4 \t 17 \t -1 \t 5\n", + "4 \t 480 \t 17 \t 28 \t 4 \t 4 \t -19\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -17 \t 81\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 480 \t -2287\n", + "\t\t\t\t\t -1937 \t 9229\n", + "GCD(39203, 8228) = 1, with coefficients -1937 and 9229 such that 1 = (-1937)*39203 + (9229)*8228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8229 \t 4 \t 6287 \t 1 \t 0\n", + "1 \t 8229 \t 6287 \t 1 \t 1942 \t 0 \t 1\n", + "2 \t 6287 \t 1942 \t 3 \t 461 \t 1 \t -4\n", + "3 \t 1942 \t 461 \t 4 \t 98 \t -1 \t 5\n", + "4 \t 461 \t 98 \t 4 \t 69 \t 4 \t -19\n", + "5 \t 98 \t 69 \t 1 \t 29 \t -17 \t 81\n", + "6 \t 69 \t 29 \t 2 \t 11 \t 72 \t -343\n", + "7 \t 29 \t 11 \t 2 \t 7 \t -89 \t 424\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 250 \t -1191\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -589 \t 2806\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 839 \t -3997\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1428 \t 6803\n", + "\t\t\t\t\t 2267 \t -10800\n", + "GCD(39203, 8229) = 1, with coefficients 2267 and -10800 such that 1 = (2267)*39203 + (-10800)*8229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8230 \t 4 \t 6283 \t 1 \t 0\n", + "1 \t 8230 \t 6283 \t 1 \t 1947 \t 0 \t 1\n", + "2 \t 6283 \t 1947 \t 3 \t 442 \t 1 \t -4\n", + "3 \t 1947 \t 442 \t 4 \t 179 \t -1 \t 5\n", + "4 \t 442 \t 179 \t 2 \t 84 \t 4 \t -19\n", + "5 \t 179 \t 84 \t 2 \t 11 \t -17 \t 81\n", + "6 \t 84 \t 11 \t 7 \t 7 \t 38 \t -181\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -93 \t 443\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 689 \t -3282\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -782 \t 3725\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1471 \t -7007\n", + "\t\t\t\t\t -2253 \t 10732\n", + "GCD(39203, 8230) = 1, with coefficients -2253 and 10732 such that 1 = (-2253)*39203 + (10732)*8230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8231 \t 4 \t 6279 \t 1 \t 0\n", + "1 \t 8231 \t 6279 \t 1 \t 1952 \t 0 \t 1\n", + "2 \t 6279 \t 1952 \t 3 \t 423 \t 1 \t -4\n", + "3 \t 1952 \t 423 \t 4 \t 260 \t -1 \t 5\n", + "4 \t 423 \t 260 \t 1 \t 163 \t 4 \t -19\n", + "5 \t 260 \t 163 \t 1 \t 97 \t -17 \t 81\n", + "6 \t 163 \t 97 \t 1 \t 66 \t 21 \t -100\n", + "7 \t 97 \t 66 \t 1 \t 31 \t -38 \t 181\n", + "8 \t 66 \t 31 \t 2 \t 4 \t 59 \t -281\n", + "9 \t 31 \t 4 \t 7 \t 3 \t -97 \t 462\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 253 \t -1205\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1868 \t 8897\n", + "\t\t\t\t\t 2121 \t -10102\n", + "GCD(39203, 8231) = 1, with coefficients 2121 and -10102 such that 1 = (2121)*39203 + (-10102)*8231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8232 \t 4 \t 6275 \t 1 \t 0\n", + "1 \t 8232 \t 6275 \t 1 \t 1957 \t 0 \t 1\n", + "2 \t 6275 \t 1957 \t 3 \t 404 \t 1 \t -4\n", + "3 \t 1957 \t 404 \t 4 \t 341 \t -1 \t 5\n", + "4 \t 404 \t 341 \t 1 \t 63 \t 4 \t -19\n", + "5 \t 341 \t 63 \t 5 \t 26 \t -17 \t 81\n", + "6 \t 63 \t 26 \t 2 \t 11 \t 21 \t -100\n", + "7 \t 26 \t 11 \t 2 \t 4 \t -122 \t 581\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 265 \t -1262\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -652 \t 3105\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1569 \t -7472\n", + "\t\t\t\t\t -2221 \t 10577\n", + "GCD(39203, 8232) = 1, with coefficients -2221 and 10577 such that 1 = (-2221)*39203 + (10577)*8232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8233 \t 4 \t 6271 \t 1 \t 0\n", + "1 \t 8233 \t 6271 \t 1 \t 1962 \t 0 \t 1\n", + "2 \t 6271 \t 1962 \t 3 \t 385 \t 1 \t -4\n", + "3 \t 1962 \t 385 \t 5 \t 37 \t -1 \t 5\n", + "4 \t 385 \t 37 \t 10 \t 15 \t 4 \t -19\n", + "5 \t 37 \t 15 \t 2 \t 7 \t -21 \t 100\n", + "6 \t 15 \t 7 \t 2 \t 1 \t 214 \t -1019\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -449 \t 2138\n", + "\t\t\t\t\t 1112 \t -5295\n", + "GCD(39203, 8233) = 1, with coefficients 1112 and -5295 such that 1 = (1112)*39203 + (-5295)*8233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8234 \t 4 \t 6267 \t 1 \t 0\n", + "1 \t 8234 \t 6267 \t 1 \t 1967 \t 0 \t 1\n", + "2 \t 6267 \t 1967 \t 3 \t 366 \t 1 \t -4\n", + "3 \t 1967 \t 366 \t 5 \t 137 \t -1 \t 5\n", + "4 \t 366 \t 137 \t 2 \t 92 \t 4 \t -19\n", + "5 \t 137 \t 92 \t 1 \t 45 \t -21 \t 100\n", + "6 \t 92 \t 45 \t 2 \t 2 \t 46 \t -219\n", + "7 \t 45 \t 2 \t 22 \t 1 \t -67 \t 319\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 180 \t -857\n", + "\t\t\t\t\t -4027 \t 19173\n", + "GCD(39203, 8234) = 1, with coefficients -4027 and 19173 such that 1 = (-4027)*39203 + (19173)*8234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8235 \t 4 \t 6263 \t 1 \t 0\n", + "1 \t 8235 \t 6263 \t 1 \t 1972 \t 0 \t 1\n", + "2 \t 6263 \t 1972 \t 3 \t 347 \t 1 \t -4\n", + "3 \t 1972 \t 347 \t 5 \t 237 \t -1 \t 5\n", + "4 \t 347 \t 237 \t 1 \t 110 \t 4 \t -19\n", + "5 \t 237 \t 110 \t 2 \t 17 \t -21 \t 100\n", + "6 \t 110 \t 17 \t 6 \t 8 \t 25 \t -119\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -71 \t 338\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 451 \t -2147\n", + "\t\t\t\t\t -973 \t 4632\n", + "GCD(39203, 8235) = 1, with coefficients -973 and 4632 such that 1 = (-973)*39203 + (4632)*8235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8236 \t 4 \t 6259 \t 1 \t 0\n", + "1 \t 8236 \t 6259 \t 1 \t 1977 \t 0 \t 1\n", + "2 \t 6259 \t 1977 \t 3 \t 328 \t 1 \t -4\n", + "3 \t 1977 \t 328 \t 6 \t 9 \t -1 \t 5\n", + "4 \t 328 \t 9 \t 36 \t 4 \t 4 \t -19\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -25 \t 119\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 904 \t -4303\n", + "\t\t\t\t\t -1833 \t 8725\n", + "GCD(39203, 8236) = 1, with coefficients -1833 and 8725 such that 1 = (-1833)*39203 + (8725)*8236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8237 \t 4 \t 6255 \t 1 \t 0\n", + "1 \t 8237 \t 6255 \t 1 \t 1982 \t 0 \t 1\n", + "2 \t 6255 \t 1982 \t 3 \t 309 \t 1 \t -4\n", + "3 \t 1982 \t 309 \t 6 \t 128 \t -1 \t 5\n", + "4 \t 309 \t 128 \t 2 \t 53 \t 4 \t -19\n", + "5 \t 128 \t 53 \t 2 \t 22 \t -25 \t 119\n", + "6 \t 53 \t 22 \t 2 \t 9 \t 54 \t -257\n", + "7 \t 22 \t 9 \t 2 \t 4 \t -133 \t 633\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 320 \t -1523\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -773 \t 3679\n", + "\t\t\t\t\t 1866 \t -8881\n", + "GCD(39203, 8237) = 1, with coefficients 1866 and -8881 such that 1 = (1866)*39203 + (-8881)*8237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8238 \t 4 \t 6251 \t 1 \t 0\n", + "1 \t 8238 \t 6251 \t 1 \t 1987 \t 0 \t 1\n", + "2 \t 6251 \t 1987 \t 3 \t 290 \t 1 \t -4\n", + "3 \t 1987 \t 290 \t 6 \t 247 \t -1 \t 5\n", + "4 \t 290 \t 247 \t 1 \t 43 \t 4 \t -19\n", + "5 \t 247 \t 43 \t 5 \t 32 \t -25 \t 119\n", + "6 \t 43 \t 32 \t 1 \t 11 \t 29 \t -138\n", + "7 \t 32 \t 11 \t 2 \t 10 \t -170 \t 809\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 199 \t -947\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -568 \t 2703\n", + "\t\t\t\t\t 767 \t -3650\n", + "GCD(39203, 8238) = 1, with coefficients 767 and -3650 such that 1 = (767)*39203 + (-3650)*8238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8239 \t 4 \t 6247 \t 1 \t 0\n", + "1 \t 8239 \t 6247 \t 1 \t 1992 \t 0 \t 1\n", + "2 \t 6247 \t 1992 \t 3 \t 271 \t 1 \t -4\n", + "3 \t 1992 \t 271 \t 7 \t 95 \t -1 \t 5\n", + "4 \t 271 \t 95 \t 2 \t 81 \t 4 \t -19\n", + "5 \t 95 \t 81 \t 1 \t 14 \t -29 \t 138\n", + "6 \t 81 \t 14 \t 5 \t 11 \t 62 \t -295\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -91 \t 433\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 517 \t -2460\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -608 \t 2893\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2341 \t -11139\n", + "\t\t\t\t\t -2949 \t 14032\n", + "GCD(39203, 8239) = 1, with coefficients -2949 and 14032 such that 1 = (-2949)*39203 + (14032)*8239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8240 \t 4 \t 6243 \t 1 \t 0\n", + "1 \t 8240 \t 6243 \t 1 \t 1997 \t 0 \t 1\n", + "2 \t 6243 \t 1997 \t 3 \t 252 \t 1 \t -4\n", + "3 \t 1997 \t 252 \t 7 \t 233 \t -1 \t 5\n", + "4 \t 252 \t 233 \t 1 \t 19 \t 4 \t -19\n", + "5 \t 233 \t 19 \t 12 \t 5 \t -29 \t 138\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 33 \t -157\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -425 \t 2022\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1308 \t -6223\n", + "\t\t\t\t\t -1733 \t 8245\n", + "GCD(39203, 8240) = 1, with coefficients -1733 and 8245 such that 1 = (-1733)*39203 + (8245)*8240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8241 \t 4 \t 6239 \t 1 \t 0\n", + "1 \t 8241 \t 6239 \t 1 \t 2002 \t 0 \t 1\n", + "2 \t 6239 \t 2002 \t 3 \t 233 \t 1 \t -4\n", + "3 \t 2002 \t 233 \t 8 \t 138 \t -1 \t 5\n", + "4 \t 233 \t 138 \t 1 \t 95 \t 4 \t -19\n", + "5 \t 138 \t 95 \t 1 \t 43 \t -33 \t 157\n", + "6 \t 95 \t 43 \t 2 \t 9 \t 37 \t -176\n", + "7 \t 43 \t 9 \t 4 \t 7 \t -70 \t 333\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 177 \t -842\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -778 \t 3701\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 955 \t -4543\n", + "\t\t\t\t\t -3643 \t 17330\n", + "GCD(39203, 8241) = 1, with coefficients -3643 and 17330 such that 1 = (-3643)*39203 + (17330)*8241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8242 \t 4 \t 6235 \t 1 \t 0\n", + "1 \t 8242 \t 6235 \t 1 \t 2007 \t 0 \t 1\n", + "2 \t 6235 \t 2007 \t 3 \t 214 \t 1 \t -4\n", + "3 \t 2007 \t 214 \t 9 \t 81 \t -1 \t 5\n", + "4 \t 214 \t 81 \t 2 \t 52 \t 4 \t -19\n", + "5 \t 81 \t 52 \t 1 \t 29 \t -37 \t 176\n", + "6 \t 52 \t 29 \t 1 \t 23 \t 78 \t -371\n", + "7 \t 29 \t 23 \t 1 \t 6 \t -115 \t 547\n", + "8 \t 23 \t 6 \t 3 \t 5 \t 193 \t -918\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -308 \t 1465\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1117 \t -5313\n", + "\t\t\t\t\t -1425 \t 6778\n", + "GCD(39203, 8242) = 1, with coefficients -1425 and 6778 such that 1 = (-1425)*39203 + (6778)*8242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8243 \t 4 \t 6231 \t 1 \t 0\n", + "1 \t 8243 \t 6231 \t 1 \t 2012 \t 0 \t 1\n", + "2 \t 6231 \t 2012 \t 3 \t 195 \t 1 \t -4\n", + "3 \t 2012 \t 195 \t 10 \t 62 \t -1 \t 5\n", + "4 \t 195 \t 62 \t 3 \t 9 \t 4 \t -19\n", + "5 \t 62 \t 9 \t 6 \t 8 \t -41 \t 195\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 127 \t -604\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -803 \t 3819\n", + "\t\t\t\t\t 930 \t -4423\n", + "GCD(39203, 8243) = 1, with coefficients 930 and -4423 such that 1 = (930)*39203 + (-4423)*8243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8244 \t 4 \t 6227 \t 1 \t 0\n", + "1 \t 8244 \t 6227 \t 1 \t 2017 \t 0 \t 1\n", + "2 \t 6227 \t 2017 \t 3 \t 176 \t 1 \t -4\n", + "3 \t 2017 \t 176 \t 11 \t 81 \t -1 \t 5\n", + "4 \t 176 \t 81 \t 2 \t 14 \t 4 \t -19\n", + "5 \t 81 \t 14 \t 5 \t 11 \t -45 \t 214\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 94 \t -447\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -515 \t 2449\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 609 \t -2896\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2342 \t 11137\n", + "\t\t\t\t\t 2951 \t -14033\n", + "GCD(39203, 8244) = 1, with coefficients 2951 and -14033 such that 1 = (2951)*39203 + (-14033)*8244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8245 \t 4 \t 6223 \t 1 \t 0\n", + "1 \t 8245 \t 6223 \t 1 \t 2022 \t 0 \t 1\n", + "2 \t 6223 \t 2022 \t 3 \t 157 \t 1 \t -4\n", + "3 \t 2022 \t 157 \t 12 \t 138 \t -1 \t 5\n", + "4 \t 157 \t 138 \t 1 \t 19 \t 4 \t -19\n", + "5 \t 138 \t 19 \t 7 \t 5 \t -49 \t 233\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 53 \t -252\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -420 \t 1997\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1313 \t -6243\n", + "\t\t\t\t\t -1733 \t 8240\n", + "GCD(39203, 8245) = 1, with coefficients -1733 and 8240 such that 1 = (-1733)*39203 + (8240)*8245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8246 \t 4 \t 6219 \t 1 \t 0\n", + "1 \t 8246 \t 6219 \t 1 \t 2027 \t 0 \t 1\n", + "2 \t 6219 \t 2027 \t 3 \t 138 \t 1 \t -4\n", + "3 \t 2027 \t 138 \t 14 \t 95 \t -1 \t 5\n", + "4 \t 138 \t 95 \t 1 \t 43 \t 4 \t -19\n", + "5 \t 95 \t 43 \t 2 \t 9 \t -57 \t 271\n", + "6 \t 43 \t 9 \t 4 \t 7 \t 61 \t -290\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -179 \t 851\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 777 \t -3694\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -956 \t 4545\n", + "\t\t\t\t\t 3645 \t -17329\n", + "GCD(39203, 8246) = 1, with coefficients 3645 and -17329 such that 1 = (3645)*39203 + (-17329)*8246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8247 \t 4 \t 6215 \t 1 \t 0\n", + "1 \t 8247 \t 6215 \t 1 \t 2032 \t 0 \t 1\n", + "2 \t 6215 \t 2032 \t 3 \t 119 \t 1 \t -4\n", + "3 \t 2032 \t 119 \t 17 \t 9 \t -1 \t 5\n", + "4 \t 119 \t 9 \t 13 \t 2 \t 4 \t -19\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -69 \t 328\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 901 \t -4283\n", + "\t\t\t\t\t -3673 \t 17460\n", + "GCD(39203, 8247) = 1, with coefficients -3673 and 17460 such that 1 = (-3673)*39203 + (17460)*8247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8248 \t 4 \t 6211 \t 1 \t 0\n", + "1 \t 8248 \t 6211 \t 1 \t 2037 \t 0 \t 1\n", + "2 \t 6211 \t 2037 \t 3 \t 100 \t 1 \t -4\n", + "3 \t 2037 \t 100 \t 20 \t 37 \t -1 \t 5\n", + "4 \t 100 \t 37 \t 2 \t 26 \t 4 \t -19\n", + "5 \t 37 \t 26 \t 1 \t 11 \t -81 \t 385\n", + "6 \t 26 \t 11 \t 2 \t 4 \t 166 \t -789\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -247 \t 1174\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 660 \t -3137\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1567 \t 7448\n", + "\t\t\t\t\t 2227 \t -10585\n", + "GCD(39203, 8248) = 1, with coefficients 2227 and -10585 such that 1 = (2227)*39203 + (-10585)*8248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8249 \t 4 \t 6207 \t 1 \t 0\n", + "1 \t 8249 \t 6207 \t 1 \t 2042 \t 0 \t 1\n", + "2 \t 6207 \t 2042 \t 3 \t 81 \t 1 \t -4\n", + "3 \t 2042 \t 81 \t 25 \t 17 \t -1 \t 5\n", + "4 \t 81 \t 17 \t 4 \t 13 \t 4 \t -19\n", + "5 \t 17 \t 13 \t 1 \t 4 \t -101 \t 480\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 408 \t -1939\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -509 \t 2419\n", + "\t\t\t\t\t 1935 \t -9196\n", + "GCD(39203, 8249) = 1, with coefficients 1935 and -9196 such that 1 = (1935)*39203 + (-9196)*8249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8250 \t 4 \t 6203 \t 1 \t 0\n", + "1 \t 8250 \t 6203 \t 1 \t 2047 \t 0 \t 1\n", + "2 \t 6203 \t 2047 \t 3 \t 62 \t 1 \t -4\n", + "3 \t 2047 \t 62 \t 33 \t 1 \t -1 \t 5\n", + "4 \t 62 \t 1 \t 62 \t 0 \t 4 \t -19\n", + "\t\t\t\t\t -133 \t 632\n", + "GCD(39203, 8250) = 1, with coefficients -133 and 632 such that 1 = (-133)*39203 + (632)*8250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8251 \t 4 \t 6199 \t 1 \t 0\n", + "1 \t 8251 \t 6199 \t 1 \t 2052 \t 0 \t 1\n", + "2 \t 6199 \t 2052 \t 3 \t 43 \t 1 \t -4\n", + "3 \t 2052 \t 43 \t 47 \t 31 \t -1 \t 5\n", + "4 \t 43 \t 31 \t 1 \t 12 \t 4 \t -19\n", + "5 \t 31 \t 12 \t 2 \t 7 \t -189 \t 898\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 193 \t -917\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -575 \t 2732\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 768 \t -3649\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1343 \t 6381\n", + "\t\t\t\t\t 3454 \t -16411\n", + "GCD(39203, 8251) = 1, with coefficients 3454 and -16411 such that 1 = (3454)*39203 + (-16411)*8251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8252 \t 4 \t 6195 \t 1 \t 0\n", + "1 \t 8252 \t 6195 \t 1 \t 2057 \t 0 \t 1\n", + "2 \t 6195 \t 2057 \t 3 \t 24 \t 1 \t -4\n", + "3 \t 2057 \t 24 \t 85 \t 17 \t -1 \t 5\n", + "4 \t 24 \t 17 \t 1 \t 7 \t 4 \t -19\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -341 \t 1620\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 345 \t -1639\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1031 \t 4898\n", + "\t\t\t\t\t 2407 \t -11435\n", + "GCD(39203, 8252) = 1, with coefficients 2407 and -11435 such that 1 = (2407)*39203 + (-11435)*8252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8253 \t 4 \t 6191 \t 1 \t 0\n", + "1 \t 8253 \t 6191 \t 1 \t 2062 \t 0 \t 1\n", + "2 \t 6191 \t 2062 \t 3 \t 5 \t 1 \t -4\n", + "3 \t 2062 \t 5 \t 412 \t 2 \t -1 \t 5\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 4 \t -19\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1649 \t 7833\n", + "\t\t\t\t\t 3302 \t -15685\n", + "GCD(39203, 8253) = 1, with coefficients 3302 and -15685 such that 1 = (3302)*39203 + (-15685)*8253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8254 \t 4 \t 6187 \t 1 \t 0\n", + "1 \t 8254 \t 6187 \t 1 \t 2067 \t 0 \t 1\n", + "2 \t 6187 \t 2067 \t 2 \t 2053 \t 1 \t -4\n", + "3 \t 2067 \t 2053 \t 1 \t 14 \t -1 \t 5\n", + "4 \t 2053 \t 14 \t 146 \t 9 \t 3 \t -14\n", + "5 \t 14 \t 9 \t 1 \t 5 \t -4 \t 19\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 587 \t -2788\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -591 \t 2807\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1178 \t -5595\n", + "\t\t\t\t\t -1769 \t 8402\n", + "GCD(39203, 8254) = 1, with coefficients -1769 and 8402 such that 1 = (-1769)*39203 + (8402)*8254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8255 \t 4 \t 6183 \t 1 \t 0\n", + "1 \t 8255 \t 6183 \t 1 \t 2072 \t 0 \t 1\n", + "2 \t 6183 \t 2072 \t 2 \t 2039 \t 1 \t -4\n", + "3 \t 2072 \t 2039 \t 1 \t 33 \t -1 \t 5\n", + "4 \t 2039 \t 33 \t 61 \t 26 \t 3 \t -14\n", + "5 \t 33 \t 26 \t 1 \t 7 \t -4 \t 19\n", + "6 \t 26 \t 7 \t 3 \t 5 \t 247 \t -1173\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -251 \t 1192\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 1000 \t -4749\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1251 \t 5941\n", + "\t\t\t\t\t 3502 \t -16631\n", + "GCD(39203, 8255) = 1, with coefficients 3502 and -16631 such that 1 = (3502)*39203 + (-16631)*8255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8256 \t 4 \t 6179 \t 1 \t 0\n", + "1 \t 8256 \t 6179 \t 1 \t 2077 \t 0 \t 1\n", + "2 \t 6179 \t 2077 \t 2 \t 2025 \t 1 \t -4\n", + "3 \t 2077 \t 2025 \t 1 \t 52 \t -1 \t 5\n", + "4 \t 2025 \t 52 \t 38 \t 49 \t 3 \t -14\n", + "5 \t 52 \t 49 \t 1 \t 3 \t -4 \t 19\n", + "6 \t 49 \t 3 \t 16 \t 1 \t 155 \t -736\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -159 \t 755\n", + "\t\t\t\t\t 2699 \t -12816\n", + "GCD(39203, 8256) = 1, with coefficients 2699 and -12816 such that 1 = (2699)*39203 + (-12816)*8256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8257 \t 4 \t 6175 \t 1 \t 0\n", + "1 \t 8257 \t 6175 \t 1 \t 2082 \t 0 \t 1\n", + "2 \t 6175 \t 2082 \t 2 \t 2011 \t 1 \t -4\n", + "3 \t 2082 \t 2011 \t 1 \t 71 \t -1 \t 5\n", + "4 \t 2011 \t 71 \t 28 \t 23 \t 3 \t -14\n", + "5 \t 71 \t 23 \t 3 \t 2 \t -4 \t 19\n", + "6 \t 23 \t 2 \t 11 \t 1 \t 115 \t -546\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -349 \t 1657\n", + "\t\t\t\t\t 3954 \t -18773\n", + "GCD(39203, 8257) = 1, with coefficients 3954 and -18773 such that 1 = (3954)*39203 + (-18773)*8257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8258 \t 4 \t 6171 \t 1 \t 0\n", + "1 \t 8258 \t 6171 \t 1 \t 2087 \t 0 \t 1\n", + "2 \t 6171 \t 2087 \t 2 \t 1997 \t 1 \t -4\n", + "3 \t 2087 \t 1997 \t 1 \t 90 \t -1 \t 5\n", + "4 \t 1997 \t 90 \t 22 \t 17 \t 3 \t -14\n", + "5 \t 90 \t 17 \t 5 \t 5 \t -4 \t 19\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 91 \t -432\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -459 \t 2179\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1468 \t -6969\n", + "\t\t\t\t\t -3395 \t 16117\n", + "GCD(39203, 8258) = 1, with coefficients -3395 and 16117 such that 1 = (-3395)*39203 + (16117)*8258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8259 \t 4 \t 6167 \t 1 \t 0\n", + "1 \t 8259 \t 6167 \t 1 \t 2092 \t 0 \t 1\n", + "2 \t 6167 \t 2092 \t 2 \t 1983 \t 1 \t -4\n", + "3 \t 2092 \t 1983 \t 1 \t 109 \t -1 \t 5\n", + "4 \t 1983 \t 109 \t 18 \t 21 \t 3 \t -14\n", + "5 \t 109 \t 21 \t 5 \t 4 \t -4 \t 19\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 75 \t -356\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -379 \t 1799\n", + "\t\t\t\t\t 1970 \t -9351\n", + "GCD(39203, 8259) = 1, with coefficients 1970 and -9351 such that 1 = (1970)*39203 + (-9351)*8259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8260 \t 4 \t 6163 \t 1 \t 0\n", + "1 \t 8260 \t 6163 \t 1 \t 2097 \t 0 \t 1\n", + "2 \t 6163 \t 2097 \t 2 \t 1969 \t 1 \t -4\n", + "3 \t 2097 \t 1969 \t 1 \t 128 \t -1 \t 5\n", + "4 \t 1969 \t 128 \t 15 \t 49 \t 3 \t -14\n", + "5 \t 128 \t 49 \t 2 \t 30 \t -4 \t 19\n", + "6 \t 49 \t 30 \t 1 \t 19 \t 63 \t -299\n", + "7 \t 30 \t 19 \t 1 \t 11 \t -130 \t 617\n", + "8 \t 19 \t 11 \t 1 \t 8 \t 193 \t -916\n", + "9 \t 11 \t 8 \t 1 \t 3 \t -323 \t 1533\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 516 \t -2449\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -839 \t 3982\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2194 \t -10413\n", + "\t\t\t\t\t -3033 \t 14395\n", + "GCD(39203, 8260) = 1, with coefficients -3033 and 14395 such that 1 = (-3033)*39203 + (14395)*8260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8261 \t 4 \t 6159 \t 1 \t 0\n", + "1 \t 8261 \t 6159 \t 1 \t 2102 \t 0 \t 1\n", + "2 \t 6159 \t 2102 \t 2 \t 1955 \t 1 \t -4\n", + "3 \t 2102 \t 1955 \t 1 \t 147 \t -1 \t 5\n", + "4 \t 1955 \t 147 \t 13 \t 44 \t 3 \t -14\n", + "5 \t 147 \t 44 \t 3 \t 15 \t -4 \t 19\n", + "6 \t 44 \t 15 \t 2 \t 14 \t 55 \t -261\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -169 \t 802\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 393 \t -1865\n", + "\t\t\t\t\t -562 \t 2667\n", + "GCD(39203, 8261) = 1, with coefficients -562 and 2667 such that 1 = (-562)*39203 + (2667)*8261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8262 \t 4 \t 6155 \t 1 \t 0\n", + "1 \t 8262 \t 6155 \t 1 \t 2107 \t 0 \t 1\n", + "2 \t 6155 \t 2107 \t 2 \t 1941 \t 1 \t -4\n", + "3 \t 2107 \t 1941 \t 1 \t 166 \t -1 \t 5\n", + "4 \t 1941 \t 166 \t 11 \t 115 \t 3 \t -14\n", + "5 \t 166 \t 115 \t 1 \t 51 \t -4 \t 19\n", + "6 \t 115 \t 51 \t 2 \t 13 \t 47 \t -223\n", + "7 \t 51 \t 13 \t 3 \t 12 \t -51 \t 242\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 149 \t -707\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -498 \t 2363\n", + "\t\t\t\t\t 647 \t -3070\n", + "GCD(39203, 8262) = 1, with coefficients 647 and -3070 such that 1 = (647)*39203 + (-3070)*8262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8263 \t 4 \t 6151 \t 1 \t 0\n", + "1 \t 8263 \t 6151 \t 1 \t 2112 \t 0 \t 1\n", + "2 \t 6151 \t 2112 \t 2 \t 1927 \t 1 \t -4\n", + "3 \t 2112 \t 1927 \t 1 \t 185 \t -1 \t 5\n", + "4 \t 1927 \t 185 \t 10 \t 77 \t 3 \t -14\n", + "5 \t 185 \t 77 \t 2 \t 31 \t -4 \t 19\n", + "6 \t 77 \t 31 \t 2 \t 15 \t 43 \t -204\n", + "7 \t 31 \t 15 \t 2 \t 1 \t -90 \t 427\n", + "8 \t 15 \t 1 \t 15 \t 0 \t 223 \t -1058\n", + "\t\t\t\t\t -536 \t 2543\n", + "GCD(39203, 8263) = 1, with coefficients -536 and 2543 such that 1 = (-536)*39203 + (2543)*8263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8264 \t 4 \t 6147 \t 1 \t 0\n", + "1 \t 8264 \t 6147 \t 1 \t 2117 \t 0 \t 1\n", + "2 \t 6147 \t 2117 \t 2 \t 1913 \t 1 \t -4\n", + "3 \t 2117 \t 1913 \t 1 \t 204 \t -1 \t 5\n", + "4 \t 1913 \t 204 \t 9 \t 77 \t 3 \t -14\n", + "5 \t 204 \t 77 \t 2 \t 50 \t -4 \t 19\n", + "6 \t 77 \t 50 \t 1 \t 27 \t 39 \t -185\n", + "7 \t 50 \t 27 \t 1 \t 23 \t -82 \t 389\n", + "8 \t 27 \t 23 \t 1 \t 4 \t 121 \t -574\n", + "9 \t 23 \t 4 \t 5 \t 3 \t -203 \t 963\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 324 \t -1537\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1823 \t 8648\n", + "\t\t\t\t\t 2147 \t -10185\n", + "GCD(39203, 8264) = 1, with coefficients 2147 and -10185 such that 1 = (2147)*39203 + (-10185)*8264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8265 \t 4 \t 6143 \t 1 \t 0\n", + "1 \t 8265 \t 6143 \t 1 \t 2122 \t 0 \t 1\n", + "2 \t 6143 \t 2122 \t 2 \t 1899 \t 1 \t -4\n", + "3 \t 2122 \t 1899 \t 1 \t 223 \t -1 \t 5\n", + "4 \t 1899 \t 223 \t 8 \t 115 \t 3 \t -14\n", + "5 \t 223 \t 115 \t 1 \t 108 \t -4 \t 19\n", + "6 \t 115 \t 108 \t 1 \t 7 \t 35 \t -166\n", + "7 \t 108 \t 7 \t 15 \t 3 \t -39 \t 185\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 74 \t -351\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1149 \t 5450\n", + "\t\t\t\t\t 2372 \t -11251\n", + "GCD(39203, 8265) = 1, with coefficients 2372 and -11251 such that 1 = (2372)*39203 + (-11251)*8265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8266 \t 4 \t 6139 \t 1 \t 0\n", + "1 \t 8266 \t 6139 \t 1 \t 2127 \t 0 \t 1\n", + "2 \t 6139 \t 2127 \t 2 \t 1885 \t 1 \t -4\n", + "3 \t 2127 \t 1885 \t 1 \t 242 \t -1 \t 5\n", + "4 \t 1885 \t 242 \t 7 \t 191 \t 3 \t -14\n", + "5 \t 242 \t 191 \t 1 \t 51 \t -4 \t 19\n", + "6 \t 191 \t 51 \t 3 \t 38 \t 31 \t -147\n", + "7 \t 51 \t 38 \t 1 \t 13 \t -35 \t 166\n", + "8 \t 38 \t 13 \t 2 \t 12 \t 136 \t -645\n", + "9 \t 13 \t 12 \t 1 \t 1 \t -171 \t 811\n", + "10 \t 12 \t 1 \t 12 \t 0 \t 478 \t -2267\n", + "\t\t\t\t\t -649 \t 3078\n", + "GCD(39203, 8266) = 1, with coefficients -649 and 3078 such that 1 = (-649)*39203 + (3078)*8266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8267 \t 4 \t 6135 \t 1 \t 0\n", + "1 \t 8267 \t 6135 \t 1 \t 2132 \t 0 \t 1\n", + "2 \t 6135 \t 2132 \t 2 \t 1871 \t 1 \t -4\n", + "3 \t 2132 \t 1871 \t 1 \t 261 \t -1 \t 5\n", + "4 \t 1871 \t 261 \t 7 \t 44 \t 3 \t -14\n", + "5 \t 261 \t 44 \t 5 \t 41 \t -4 \t 19\n", + "6 \t 44 \t 41 \t 1 \t 3 \t 31 \t -147\n", + "7 \t 41 \t 3 \t 13 \t 2 \t -159 \t 754\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 190 \t -901\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2629 \t 12467\n", + "\t\t\t\t\t 2819 \t -13368\n", + "GCD(39203, 8267) = 1, with coefficients 2819 and -13368 such that 1 = (2819)*39203 + (-13368)*8267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8268 \t 4 \t 6131 \t 1 \t 0\n", + "1 \t 8268 \t 6131 \t 1 \t 2137 \t 0 \t 1\n", + "2 \t 6131 \t 2137 \t 2 \t 1857 \t 1 \t -4\n", + "3 \t 2137 \t 1857 \t 1 \t 280 \t -1 \t 5\n", + "4 \t 1857 \t 280 \t 6 \t 177 \t 3 \t -14\n", + "5 \t 280 \t 177 \t 1 \t 103 \t -4 \t 19\n", + "6 \t 177 \t 103 \t 1 \t 74 \t 27 \t -128\n", + "7 \t 103 \t 74 \t 1 \t 29 \t -31 \t 147\n", + "8 \t 74 \t 29 \t 2 \t 16 \t 58 \t -275\n", + "9 \t 29 \t 16 \t 1 \t 13 \t -89 \t 422\n", + "10 \t 16 \t 13 \t 1 \t 3 \t 236 \t -1119\n", + "11 \t 13 \t 3 \t 4 \t 1 \t -325 \t 1541\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 561 \t -2660\n", + "\t\t\t\t\t -2569 \t 12181\n", + "GCD(39203, 8268) = 1, with coefficients -2569 and 12181 such that 1 = (-2569)*39203 + (12181)*8268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8269 \t 4 \t 6127 \t 1 \t 0\n", + "1 \t 8269 \t 6127 \t 1 \t 2142 \t 0 \t 1\n", + "2 \t 6127 \t 2142 \t 2 \t 1843 \t 1 \t -4\n", + "3 \t 2142 \t 1843 \t 1 \t 299 \t -1 \t 5\n", + "4 \t 1843 \t 299 \t 6 \t 49 \t 3 \t -14\n", + "5 \t 299 \t 49 \t 6 \t 5 \t -4 \t 19\n", + "6 \t 49 \t 5 \t 9 \t 4 \t 27 \t -128\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -166 \t 787\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1521 \t -7211\n", + "\t\t\t\t\t -1687 \t 7998\n", + "GCD(39203, 8269) = 1, with coefficients -1687 and 7998 such that 1 = (-1687)*39203 + (7998)*8269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8270 \t 4 \t 6123 \t 1 \t 0\n", + "1 \t 8270 \t 6123 \t 1 \t 2147 \t 0 \t 1\n", + "2 \t 6123 \t 2147 \t 2 \t 1829 \t 1 \t -4\n", + "3 \t 2147 \t 1829 \t 1 \t 318 \t -1 \t 5\n", + "4 \t 1829 \t 318 \t 5 \t 239 \t 3 \t -14\n", + "5 \t 318 \t 239 \t 1 \t 79 \t -4 \t 19\n", + "6 \t 239 \t 79 \t 3 \t 2 \t 23 \t -109\n", + "7 \t 79 \t 2 \t 39 \t 1 \t -27 \t 128\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 104 \t -493\n", + "\t\t\t\t\t -4083 \t 19355\n", + "GCD(39203, 8270) = 1, with coefficients -4083 and 19355 such that 1 = (-4083)*39203 + (19355)*8270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8271 \t 4 \t 6119 \t 1 \t 0\n", + "1 \t 8271 \t 6119 \t 1 \t 2152 \t 0 \t 1\n", + "2 \t 6119 \t 2152 \t 2 \t 1815 \t 1 \t -4\n", + "3 \t 2152 \t 1815 \t 1 \t 337 \t -1 \t 5\n", + "4 \t 1815 \t 337 \t 5 \t 130 \t 3 \t -14\n", + "5 \t 337 \t 130 \t 2 \t 77 \t -4 \t 19\n", + "6 \t 130 \t 77 \t 1 \t 53 \t 23 \t -109\n", + "7 \t 77 \t 53 \t 1 \t 24 \t -50 \t 237\n", + "8 \t 53 \t 24 \t 2 \t 5 \t 73 \t -346\n", + "9 \t 24 \t 5 \t 4 \t 4 \t -123 \t 583\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 319 \t -1512\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1399 \t 6631\n", + "\t\t\t\t\t 1718 \t -8143\n", + "GCD(39203, 8271) = 1, with coefficients 1718 and -8143 such that 1 = (1718)*39203 + (-8143)*8271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8272 \t 4 \t 6115 \t 1 \t 0\n", + "1 \t 8272 \t 6115 \t 1 \t 2157 \t 0 \t 1\n", + "2 \t 6115 \t 2157 \t 2 \t 1801 \t 1 \t -4\n", + "3 \t 2157 \t 1801 \t 1 \t 356 \t -1 \t 5\n", + "4 \t 1801 \t 356 \t 5 \t 21 \t 3 \t -14\n", + "5 \t 356 \t 21 \t 16 \t 20 \t -4 \t 19\n", + "6 \t 21 \t 20 \t 1 \t 1 \t 23 \t -109\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -372 \t 1763\n", + "\t\t\t\t\t 395 \t -1872\n", + "GCD(39203, 8272) = 1, with coefficients 395 and -1872 such that 1 = (395)*39203 + (-1872)*8272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8273 \t 4 \t 6111 \t 1 \t 0\n", + "1 \t 8273 \t 6111 \t 1 \t 2162 \t 0 \t 1\n", + "2 \t 6111 \t 2162 \t 2 \t 1787 \t 1 \t -4\n", + "3 \t 2162 \t 1787 \t 1 \t 375 \t -1 \t 5\n", + "4 \t 1787 \t 375 \t 4 \t 287 \t 3 \t -14\n", + "5 \t 375 \t 287 \t 1 \t 88 \t -4 \t 19\n", + "6 \t 287 \t 88 \t 3 \t 23 \t 19 \t -90\n", + "7 \t 88 \t 23 \t 3 \t 19 \t -23 \t 109\n", + "8 \t 23 \t 19 \t 1 \t 4 \t 88 \t -417\n", + "9 \t 19 \t 4 \t 4 \t 3 \t -287 \t 1360\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 375 \t -1777\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1787 \t 8468\n", + "\t\t\t\t\t 2162 \t -10245\n", + "GCD(39203, 8273) = 1, with coefficients 2162 and -10245 such that 1 = (2162)*39203 + (-10245)*8273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8274 \t 4 \t 6107 \t 1 \t 0\n", + "1 \t 8274 \t 6107 \t 1 \t 2167 \t 0 \t 1\n", + "2 \t 6107 \t 2167 \t 2 \t 1773 \t 1 \t -4\n", + "3 \t 2167 \t 1773 \t 1 \t 394 \t -1 \t 5\n", + "4 \t 1773 \t 394 \t 4 \t 197 \t 3 \t -14\n", + "5 \t 394 \t 197 \t 2 \t 0 \t -4 \t 19\n", + "\t\t\t\t\t 19 \t -90\n", + "GCD(39203, 8274) = 197, with coefficients 19 and -90 such that 197 = (19)*39203 + (-90)*8274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8275 \t 4 \t 6103 \t 1 \t 0\n", + "1 \t 8275 \t 6103 \t 1 \t 2172 \t 0 \t 1\n", + "2 \t 6103 \t 2172 \t 2 \t 1759 \t 1 \t -4\n", + "3 \t 2172 \t 1759 \t 1 \t 413 \t -1 \t 5\n", + "4 \t 1759 \t 413 \t 4 \t 107 \t 3 \t -14\n", + "5 \t 413 \t 107 \t 3 \t 92 \t -4 \t 19\n", + "6 \t 107 \t 92 \t 1 \t 15 \t 19 \t -90\n", + "7 \t 92 \t 15 \t 6 \t 2 \t -61 \t 289\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 80 \t -379\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -541 \t 2563\n", + "\t\t\t\t\t 3867 \t -18320\n", + "GCD(39203, 8275) = 1, with coefficients 3867 and -18320 such that 1 = (3867)*39203 + (-18320)*8275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8276 \t 4 \t 6099 \t 1 \t 0\n", + "1 \t 8276 \t 6099 \t 1 \t 2177 \t 0 \t 1\n", + "2 \t 6099 \t 2177 \t 2 \t 1745 \t 1 \t -4\n", + "3 \t 2177 \t 1745 \t 1 \t 432 \t -1 \t 5\n", + "4 \t 1745 \t 432 \t 4 \t 17 \t 3 \t -14\n", + "5 \t 432 \t 17 \t 25 \t 7 \t -4 \t 19\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 19 \t -90\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -479 \t 2269\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 977 \t -4628\n", + "\t\t\t\t\t -2433 \t 11525\n", + "GCD(39203, 8276) = 1, with coefficients -2433 and 11525 such that 1 = (-2433)*39203 + (11525)*8276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8277 \t 4 \t 6095 \t 1 \t 0\n", + "1 \t 8277 \t 6095 \t 1 \t 2182 \t 0 \t 1\n", + "2 \t 6095 \t 2182 \t 2 \t 1731 \t 1 \t -4\n", + "3 \t 2182 \t 1731 \t 1 \t 451 \t -1 \t 5\n", + "4 \t 1731 \t 451 \t 3 \t 378 \t 3 \t -14\n", + "5 \t 451 \t 378 \t 1 \t 73 \t -4 \t 19\n", + "6 \t 378 \t 73 \t 5 \t 13 \t 15 \t -71\n", + "7 \t 73 \t 13 \t 5 \t 8 \t -19 \t 90\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 110 \t -521\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -569 \t 2695\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 679 \t -3216\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1248 \t 5911\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1927 \t -9127\n", + "\t\t\t\t\t -3175 \t 15038\n", + "GCD(39203, 8277) = 1, with coefficients -3175 and 15038 such that 1 = (-3175)*39203 + (15038)*8277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8278 \t 4 \t 6091 \t 1 \t 0\n", + "1 \t 8278 \t 6091 \t 1 \t 2187 \t 0 \t 1\n", + "2 \t 6091 \t 2187 \t 2 \t 1717 \t 1 \t -4\n", + "3 \t 2187 \t 1717 \t 1 \t 470 \t -1 \t 5\n", + "4 \t 1717 \t 470 \t 3 \t 307 \t 3 \t -14\n", + "5 \t 470 \t 307 \t 1 \t 163 \t -4 \t 19\n", + "6 \t 307 \t 163 \t 1 \t 144 \t 15 \t -71\n", + "7 \t 163 \t 144 \t 1 \t 19 \t -19 \t 90\n", + "8 \t 144 \t 19 \t 7 \t 11 \t 34 \t -161\n", + "9 \t 19 \t 11 \t 1 \t 8 \t -53 \t 251\n", + "10 \t 11 \t 8 \t 1 \t 3 \t 405 \t -1918\n", + "11 \t 8 \t 3 \t 2 \t 2 \t -458 \t 2169\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 863 \t -4087\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -2184 \t 10343\n", + "\t\t\t\t\t 3047 \t -14430\n", + "GCD(39203, 8278) = 1, with coefficients 3047 and -14430 such that 1 = (3047)*39203 + (-14430)*8278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8279 \t 4 \t 6087 \t 1 \t 0\n", + "1 \t 8279 \t 6087 \t 1 \t 2192 \t 0 \t 1\n", + "2 \t 6087 \t 2192 \t 2 \t 1703 \t 1 \t -4\n", + "3 \t 2192 \t 1703 \t 1 \t 489 \t -1 \t 5\n", + "4 \t 1703 \t 489 \t 3 \t 236 \t 3 \t -14\n", + "5 \t 489 \t 236 \t 2 \t 17 \t -4 \t 19\n", + "6 \t 236 \t 17 \t 13 \t 15 \t 15 \t -71\n", + "7 \t 17 \t 15 \t 1 \t 2 \t -34 \t 161\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 457 \t -2164\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -491 \t 2325\n", + "\t\t\t\t\t 3894 \t -18439\n", + "GCD(39203, 8279) = 1, with coefficients 3894 and -18439 such that 1 = (3894)*39203 + (-18439)*8279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8280 \t 4 \t 6083 \t 1 \t 0\n", + "1 \t 8280 \t 6083 \t 1 \t 2197 \t 0 \t 1\n", + "2 \t 6083 \t 2197 \t 2 \t 1689 \t 1 \t -4\n", + "3 \t 2197 \t 1689 \t 1 \t 508 \t -1 \t 5\n", + "4 \t 1689 \t 508 \t 3 \t 165 \t 3 \t -14\n", + "5 \t 508 \t 165 \t 3 \t 13 \t -4 \t 19\n", + "6 \t 165 \t 13 \t 12 \t 9 \t 15 \t -71\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -49 \t 232\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 603 \t -2855\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -652 \t 3087\n", + "\t\t\t\t\t 1907 \t -9029\n", + "GCD(39203, 8280) = 1, with coefficients 1907 and -9029 such that 1 = (1907)*39203 + (-9029)*8280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8281 \t 4 \t 6079 \t 1 \t 0\n", + "1 \t 8281 \t 6079 \t 1 \t 2202 \t 0 \t 1\n", + "2 \t 6079 \t 2202 \t 2 \t 1675 \t 1 \t -4\n", + "3 \t 2202 \t 1675 \t 1 \t 527 \t -1 \t 5\n", + "4 \t 1675 \t 527 \t 3 \t 94 \t 3 \t -14\n", + "5 \t 527 \t 94 \t 5 \t 57 \t -4 \t 19\n", + "6 \t 94 \t 57 \t 1 \t 37 \t 15 \t -71\n", + "7 \t 57 \t 37 \t 1 \t 20 \t -79 \t 374\n", + "8 \t 37 \t 20 \t 1 \t 17 \t 94 \t -445\n", + "9 \t 20 \t 17 \t 1 \t 3 \t -173 \t 819\n", + "10 \t 17 \t 3 \t 5 \t 2 \t 267 \t -1264\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -440 \t 2083\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2467 \t -11679\n", + "\t\t\t\t\t -2907 \t 13762\n", + "GCD(39203, 8281) = 1, with coefficients -2907 and 13762 such that 1 = (-2907)*39203 + (13762)*8281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8282 \t 4 \t 6075 \t 1 \t 0\n", + "1 \t 8282 \t 6075 \t 1 \t 2207 \t 0 \t 1\n", + "2 \t 6075 \t 2207 \t 2 \t 1661 \t 1 \t -4\n", + "3 \t 2207 \t 1661 \t 1 \t 546 \t -1 \t 5\n", + "4 \t 1661 \t 546 \t 3 \t 23 \t 3 \t -14\n", + "5 \t 546 \t 23 \t 23 \t 17 \t -4 \t 19\n", + "6 \t 23 \t 17 \t 1 \t 6 \t 15 \t -71\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -349 \t 1652\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 364 \t -1723\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1077 \t 5098\n", + "\t\t\t\t\t 1441 \t -6821\n", + "GCD(39203, 8282) = 1, with coefficients 1441 and -6821 such that 1 = (1441)*39203 + (-6821)*8282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8283 \t 4 \t 6071 \t 1 \t 0\n", + "1 \t 8283 \t 6071 \t 1 \t 2212 \t 0 \t 1\n", + "2 \t 6071 \t 2212 \t 2 \t 1647 \t 1 \t -4\n", + "3 \t 2212 \t 1647 \t 1 \t 565 \t -1 \t 5\n", + "4 \t 1647 \t 565 \t 2 \t 517 \t 3 \t -14\n", + "5 \t 565 \t 517 \t 1 \t 48 \t -4 \t 19\n", + "6 \t 517 \t 48 \t 10 \t 37 \t 11 \t -52\n", + "7 \t 48 \t 37 \t 1 \t 11 \t -15 \t 71\n", + "8 \t 37 \t 11 \t 3 \t 4 \t 161 \t -762\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -176 \t 833\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 689 \t -3261\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1554 \t 7355\n", + "\t\t\t\t\t 2243 \t -10616\n", + "GCD(39203, 8283) = 1, with coefficients 2243 and -10616 such that 1 = (2243)*39203 + (-10616)*8283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8284 \t 4 \t 6067 \t 1 \t 0\n", + "1 \t 8284 \t 6067 \t 1 \t 2217 \t 0 \t 1\n", + "2 \t 6067 \t 2217 \t 2 \t 1633 \t 1 \t -4\n", + "3 \t 2217 \t 1633 \t 1 \t 584 \t -1 \t 5\n", + "4 \t 1633 \t 584 \t 2 \t 465 \t 3 \t -14\n", + "5 \t 584 \t 465 \t 1 \t 119 \t -4 \t 19\n", + "6 \t 465 \t 119 \t 3 \t 108 \t 11 \t -52\n", + "7 \t 119 \t 108 \t 1 \t 11 \t -15 \t 71\n", + "8 \t 108 \t 11 \t 9 \t 9 \t 56 \t -265\n", + "9 \t 11 \t 9 \t 1 \t 2 \t -71 \t 336\n", + "10 \t 9 \t 2 \t 4 \t 1 \t 695 \t -3289\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -766 \t 3625\n", + "\t\t\t\t\t 3759 \t -17789\n", + "GCD(39203, 8284) = 1, with coefficients 3759 and -17789 such that 1 = (3759)*39203 + (-17789)*8284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8285 \t 4 \t 6063 \t 1 \t 0\n", + "1 \t 8285 \t 6063 \t 1 \t 2222 \t 0 \t 1\n", + "2 \t 6063 \t 2222 \t 2 \t 1619 \t 1 \t -4\n", + "3 \t 2222 \t 1619 \t 1 \t 603 \t -1 \t 5\n", + "4 \t 1619 \t 603 \t 2 \t 413 \t 3 \t -14\n", + "5 \t 603 \t 413 \t 1 \t 190 \t -4 \t 19\n", + "6 \t 413 \t 190 \t 2 \t 33 \t 11 \t -52\n", + "7 \t 190 \t 33 \t 5 \t 25 \t -15 \t 71\n", + "8 \t 33 \t 25 \t 1 \t 8 \t 41 \t -194\n", + "9 \t 25 \t 8 \t 3 \t 1 \t -220 \t 1041\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 261 \t -1235\n", + "\t\t\t\t\t -1003 \t 4746\n", + "GCD(39203, 8285) = 1, with coefficients -1003 and 4746 such that 1 = (-1003)*39203 + (4746)*8285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8286 \t 4 \t 6059 \t 1 \t 0\n", + "1 \t 8286 \t 6059 \t 1 \t 2227 \t 0 \t 1\n", + "2 \t 6059 \t 2227 \t 2 \t 1605 \t 1 \t -4\n", + "3 \t 2227 \t 1605 \t 1 \t 622 \t -1 \t 5\n", + "4 \t 1605 \t 622 \t 2 \t 361 \t 3 \t -14\n", + "5 \t 622 \t 361 \t 1 \t 261 \t -4 \t 19\n", + "6 \t 361 \t 261 \t 1 \t 100 \t 11 \t -52\n", + "7 \t 261 \t 100 \t 2 \t 61 \t -15 \t 71\n", + "8 \t 100 \t 61 \t 1 \t 39 \t 26 \t -123\n", + "9 \t 61 \t 39 \t 1 \t 22 \t -67 \t 317\n", + "10 \t 39 \t 22 \t 1 \t 17 \t 93 \t -440\n", + "11 \t 22 \t 17 \t 1 \t 5 \t -160 \t 757\n", + "12 \t 17 \t 5 \t 3 \t 2 \t 253 \t -1197\n", + "13 \t 5 \t 2 \t 2 \t 1 \t -413 \t 1954\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 1492 \t -7059\n", + "\t\t\t\t\t -3397 \t 16072\n", + "GCD(39203, 8286) = 1, with coefficients -3397 and 16072 such that 1 = (-3397)*39203 + (16072)*8286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8287 \t 4 \t 6055 \t 1 \t 0\n", + "1 \t 8287 \t 6055 \t 1 \t 2232 \t 0 \t 1\n", + "2 \t 6055 \t 2232 \t 2 \t 1591 \t 1 \t -4\n", + "3 \t 2232 \t 1591 \t 1 \t 641 \t -1 \t 5\n", + "4 \t 1591 \t 641 \t 2 \t 309 \t 3 \t -14\n", + "5 \t 641 \t 309 \t 2 \t 23 \t -4 \t 19\n", + "6 \t 309 \t 23 \t 13 \t 10 \t 11 \t -52\n", + "7 \t 23 \t 10 \t 2 \t 3 \t -26 \t 123\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 349 \t -1651\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -724 \t 3425\n", + "\t\t\t\t\t 2521 \t -11926\n", + "GCD(39203, 8287) = 1, with coefficients 2521 and -11926 such that 1 = (2521)*39203 + (-11926)*8287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8288 \t 4 \t 6051 \t 1 \t 0\n", + "1 \t 8288 \t 6051 \t 1 \t 2237 \t 0 \t 1\n", + "2 \t 6051 \t 2237 \t 2 \t 1577 \t 1 \t -4\n", + "3 \t 2237 \t 1577 \t 1 \t 660 \t -1 \t 5\n", + "4 \t 1577 \t 660 \t 2 \t 257 \t 3 \t -14\n", + "5 \t 660 \t 257 \t 2 \t 146 \t -4 \t 19\n", + "6 \t 257 \t 146 \t 1 \t 111 \t 11 \t -52\n", + "7 \t 146 \t 111 \t 1 \t 35 \t -26 \t 123\n", + "8 \t 111 \t 35 \t 3 \t 6 \t 37 \t -175\n", + "9 \t 35 \t 6 \t 5 \t 5 \t -63 \t 298\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 226 \t -1069\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -1193 \t 5643\n", + "\t\t\t\t\t 1419 \t -6712\n", + "GCD(39203, 8288) = 1, with coefficients 1419 and -6712 such that 1 = (1419)*39203 + (-6712)*8288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8289 \t 4 \t 6047 \t 1 \t 0\n", + "1 \t 8289 \t 6047 \t 1 \t 2242 \t 0 \t 1\n", + "2 \t 6047 \t 2242 \t 2 \t 1563 \t 1 \t -4\n", + "3 \t 2242 \t 1563 \t 1 \t 679 \t -1 \t 5\n", + "4 \t 1563 \t 679 \t 2 \t 205 \t 3 \t -14\n", + "5 \t 679 \t 205 \t 3 \t 64 \t -4 \t 19\n", + "6 \t 205 \t 64 \t 3 \t 13 \t 11 \t -52\n", + "7 \t 64 \t 13 \t 4 \t 12 \t -37 \t 175\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 122 \t -577\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -525 \t 2483\n", + "\t\t\t\t\t 647 \t -3060\n", + "GCD(39203, 8289) = 1, with coefficients 647 and -3060 such that 1 = (647)*39203 + (-3060)*8289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8290 \t 4 \t 6043 \t 1 \t 0\n", + "1 \t 8290 \t 6043 \t 1 \t 2247 \t 0 \t 1\n", + "2 \t 6043 \t 2247 \t 2 \t 1549 \t 1 \t -4\n", + "3 \t 2247 \t 1549 \t 1 \t 698 \t -1 \t 5\n", + "4 \t 1549 \t 698 \t 2 \t 153 \t 3 \t -14\n", + "5 \t 698 \t 153 \t 4 \t 86 \t -4 \t 19\n", + "6 \t 153 \t 86 \t 1 \t 67 \t 11 \t -52\n", + "7 \t 86 \t 67 \t 1 \t 19 \t -48 \t 227\n", + "8 \t 67 \t 19 \t 3 \t 10 \t 59 \t -279\n", + "9 \t 19 \t 10 \t 1 \t 9 \t -107 \t 506\n", + "10 \t 10 \t 9 \t 1 \t 1 \t 380 \t -1797\n", + "11 \t 9 \t 1 \t 9 \t 0 \t -487 \t 2303\n", + "\t\t\t\t\t 867 \t -4100\n", + "GCD(39203, 8290) = 1, with coefficients 867 and -4100 such that 1 = (867)*39203 + (-4100)*8290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8291 \t 4 \t 6039 \t 1 \t 0\n", + "1 \t 8291 \t 6039 \t 1 \t 2252 \t 0 \t 1\n", + "2 \t 6039 \t 2252 \t 2 \t 1535 \t 1 \t -4\n", + "3 \t 2252 \t 1535 \t 1 \t 717 \t -1 \t 5\n", + "4 \t 1535 \t 717 \t 2 \t 101 \t 3 \t -14\n", + "5 \t 717 \t 101 \t 7 \t 10 \t -4 \t 19\n", + "6 \t 101 \t 10 \t 10 \t 1 \t 11 \t -52\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -81 \t 383\n", + "\t\t\t\t\t 821 \t -3882\n", + "GCD(39203, 8291) = 1, with coefficients 821 and -3882 such that 1 = (821)*39203 + (-3882)*8291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8292 \t 4 \t 6035 \t 1 \t 0\n", + "1 \t 8292 \t 6035 \t 1 \t 2257 \t 0 \t 1\n", + "2 \t 6035 \t 2257 \t 2 \t 1521 \t 1 \t -4\n", + "3 \t 2257 \t 1521 \t 1 \t 736 \t -1 \t 5\n", + "4 \t 1521 \t 736 \t 2 \t 49 \t 3 \t -14\n", + "5 \t 736 \t 49 \t 15 \t 1 \t -4 \t 19\n", + "6 \t 49 \t 1 \t 49 \t 0 \t 11 \t -52\n", + "\t\t\t\t\t -169 \t 799\n", + "GCD(39203, 8292) = 1, with coefficients -169 and 799 such that 1 = (-169)*39203 + (799)*8292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8293 \t 4 \t 6031 \t 1 \t 0\n", + "1 \t 8293 \t 6031 \t 1 \t 2262 \t 0 \t 1\n", + "2 \t 6031 \t 2262 \t 2 \t 1507 \t 1 \t -4\n", + "3 \t 2262 \t 1507 \t 1 \t 755 \t -1 \t 5\n", + "4 \t 1507 \t 755 \t 1 \t 752 \t 3 \t -14\n", + "5 \t 755 \t 752 \t 1 \t 3 \t -4 \t 19\n", + "6 \t 752 \t 3 \t 250 \t 2 \t 7 \t -33\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -11 \t 52\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2757 \t -13033\n", + "\t\t\t\t\t -2768 \t 13085\n", + "GCD(39203, 8293) = 1, with coefficients -2768 and 13085 such that 1 = (-2768)*39203 + (13085)*8293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8294 \t 4 \t 6027 \t 1 \t 0\n", + "1 \t 8294 \t 6027 \t 1 \t 2267 \t 0 \t 1\n", + "2 \t 6027 \t 2267 \t 2 \t 1493 \t 1 \t -4\n", + "3 \t 2267 \t 1493 \t 1 \t 774 \t -1 \t 5\n", + "4 \t 1493 \t 774 \t 1 \t 719 \t 3 \t -14\n", + "5 \t 774 \t 719 \t 1 \t 55 \t -4 \t 19\n", + "6 \t 719 \t 55 \t 13 \t 4 \t 7 \t -33\n", + "7 \t 55 \t 4 \t 13 \t 3 \t -11 \t 52\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 150 \t -709\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1961 \t 9269\n", + "\t\t\t\t\t 2111 \t -9978\n", + "GCD(39203, 8294) = 1, with coefficients 2111 and -9978 such that 1 = (2111)*39203 + (-9978)*8294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8295 \t 4 \t 6023 \t 1 \t 0\n", + "1 \t 8295 \t 6023 \t 1 \t 2272 \t 0 \t 1\n", + "2 \t 6023 \t 2272 \t 2 \t 1479 \t 1 \t -4\n", + "3 \t 2272 \t 1479 \t 1 \t 793 \t -1 \t 5\n", + "4 \t 1479 \t 793 \t 1 \t 686 \t 3 \t -14\n", + "5 \t 793 \t 686 \t 1 \t 107 \t -4 \t 19\n", + "6 \t 686 \t 107 \t 6 \t 44 \t 7 \t -33\n", + "7 \t 107 \t 44 \t 2 \t 19 \t -11 \t 52\n", + "8 \t 44 \t 19 \t 2 \t 6 \t 73 \t -345\n", + "9 \t 19 \t 6 \t 3 \t 1 \t -157 \t 742\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 387 \t -1829\n", + "\t\t\t\t\t -1318 \t 6229\n", + "GCD(39203, 8295) = 1, with coefficients -1318 and 6229 such that 1 = (-1318)*39203 + (6229)*8295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8296 \t 4 \t 6019 \t 1 \t 0\n", + "1 \t 8296 \t 6019 \t 1 \t 2277 \t 0 \t 1\n", + "2 \t 6019 \t 2277 \t 2 \t 1465 \t 1 \t -4\n", + "3 \t 2277 \t 1465 \t 1 \t 812 \t -1 \t 5\n", + "4 \t 1465 \t 812 \t 1 \t 653 \t 3 \t -14\n", + "5 \t 812 \t 653 \t 1 \t 159 \t -4 \t 19\n", + "6 \t 653 \t 159 \t 4 \t 17 \t 7 \t -33\n", + "7 \t 159 \t 17 \t 9 \t 6 \t -11 \t 52\n", + "8 \t 17 \t 6 \t 2 \t 5 \t 51 \t -241\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -470 \t 2221\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 991 \t -4683\n", + "\t\t\t\t\t -1461 \t 6904\n", + "GCD(39203, 8296) = 1, with coefficients -1461 and 6904 such that 1 = (-1461)*39203 + (6904)*8296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8297 \t 4 \t 6015 \t 1 \t 0\n", + "1 \t 8297 \t 6015 \t 1 \t 2282 \t 0 \t 1\n", + "2 \t 6015 \t 2282 \t 2 \t 1451 \t 1 \t -4\n", + "3 \t 2282 \t 1451 \t 1 \t 831 \t -1 \t 5\n", + "4 \t 1451 \t 831 \t 1 \t 620 \t 3 \t -14\n", + "5 \t 831 \t 620 \t 1 \t 211 \t -4 \t 19\n", + "6 \t 620 \t 211 \t 2 \t 198 \t 7 \t -33\n", + "7 \t 211 \t 198 \t 1 \t 13 \t -11 \t 52\n", + "8 \t 198 \t 13 \t 15 \t 3 \t 29 \t -137\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -40 \t 189\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 629 \t -2972\n", + "\t\t\t\t\t -2556 \t 12077\n", + "GCD(39203, 8297) = 1, with coefficients -2556 and 12077 such that 1 = (-2556)*39203 + (12077)*8297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8298 \t 4 \t 6011 \t 1 \t 0\n", + "1 \t 8298 \t 6011 \t 1 \t 2287 \t 0 \t 1\n", + "2 \t 6011 \t 2287 \t 2 \t 1437 \t 1 \t -4\n", + "3 \t 2287 \t 1437 \t 1 \t 850 \t -1 \t 5\n", + "4 \t 1437 \t 850 \t 1 \t 587 \t 3 \t -14\n", + "5 \t 850 \t 587 \t 1 \t 263 \t -4 \t 19\n", + "6 \t 587 \t 263 \t 2 \t 61 \t 7 \t -33\n", + "7 \t 263 \t 61 \t 4 \t 19 \t -11 \t 52\n", + "8 \t 61 \t 19 \t 3 \t 4 \t 29 \t -137\n", + "9 \t 19 \t 4 \t 4 \t 3 \t -127 \t 600\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 410 \t -1937\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1767 \t 8348\n", + "\t\t\t\t\t 2177 \t -10285\n", + "GCD(39203, 8298) = 1, with coefficients 2177 and -10285 such that 1 = (2177)*39203 + (-10285)*8298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8299 \t 4 \t 6007 \t 1 \t 0\n", + "1 \t 8299 \t 6007 \t 1 \t 2292 \t 0 \t 1\n", + "2 \t 6007 \t 2292 \t 2 \t 1423 \t 1 \t -4\n", + "3 \t 2292 \t 1423 \t 1 \t 869 \t -1 \t 5\n", + "4 \t 1423 \t 869 \t 1 \t 554 \t 3 \t -14\n", + "5 \t 869 \t 554 \t 1 \t 315 \t -4 \t 19\n", + "6 \t 554 \t 315 \t 1 \t 239 \t 7 \t -33\n", + "7 \t 315 \t 239 \t 1 \t 76 \t -11 \t 52\n", + "8 \t 239 \t 76 \t 3 \t 11 \t 18 \t -85\n", + "9 \t 76 \t 11 \t 6 \t 10 \t -29 \t 137\n", + "10 \t 11 \t 10 \t 1 \t 1 \t 105 \t -496\n", + "11 \t 10 \t 1 \t 10 \t 0 \t -659 \t 3113\n", + "\t\t\t\t\t 764 \t -3609\n", + "GCD(39203, 8299) = 1, with coefficients 764 and -3609 such that 1 = (764)*39203 + (-3609)*8299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8300 \t 4 \t 6003 \t 1 \t 0\n", + "1 \t 8300 \t 6003 \t 1 \t 2297 \t 0 \t 1\n", + "2 \t 6003 \t 2297 \t 2 \t 1409 \t 1 \t -4\n", + "3 \t 2297 \t 1409 \t 1 \t 888 \t -1 \t 5\n", + "4 \t 1409 \t 888 \t 1 \t 521 \t 3 \t -14\n", + "5 \t 888 \t 521 \t 1 \t 367 \t -4 \t 19\n", + "6 \t 521 \t 367 \t 1 \t 154 \t 7 \t -33\n", + "7 \t 367 \t 154 \t 2 \t 59 \t -11 \t 52\n", + "8 \t 154 \t 59 \t 2 \t 36 \t 18 \t -85\n", + "9 \t 59 \t 36 \t 1 \t 23 \t -47 \t 222\n", + "10 \t 36 \t 23 \t 1 \t 13 \t 112 \t -529\n", + "11 \t 23 \t 13 \t 1 \t 10 \t -159 \t 751\n", + "12 \t 13 \t 10 \t 1 \t 3 \t 271 \t -1280\n", + "13 \t 10 \t 3 \t 3 \t 1 \t -430 \t 2031\n", + "14 \t 3 \t 1 \t 3 \t 0 \t 701 \t -3311\n", + "\t\t\t\t\t -2533 \t 11964\n", + "GCD(39203, 8300) = 1, with coefficients -2533 and 11964 such that 1 = (-2533)*39203 + (11964)*8300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8301 \t 4 \t 5999 \t 1 \t 0\n", + "1 \t 8301 \t 5999 \t 1 \t 2302 \t 0 \t 1\n", + "2 \t 5999 \t 2302 \t 2 \t 1395 \t 1 \t -4\n", + "3 \t 2302 \t 1395 \t 1 \t 907 \t -1 \t 5\n", + "4 \t 1395 \t 907 \t 1 \t 488 \t 3 \t -14\n", + "5 \t 907 \t 488 \t 1 \t 419 \t -4 \t 19\n", + "6 \t 488 \t 419 \t 1 \t 69 \t 7 \t -33\n", + "7 \t 419 \t 69 \t 6 \t 5 \t -11 \t 52\n", + "8 \t 69 \t 5 \t 13 \t 4 \t 18 \t -85\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -119 \t 562\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1565 \t -7391\n", + "\t\t\t\t\t -1684 \t 7953\n", + "GCD(39203, 8301) = 1, with coefficients -1684 and 7953 such that 1 = (-1684)*39203 + (7953)*8301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8302 \t 4 \t 5995 \t 1 \t 0\n", + "1 \t 8302 \t 5995 \t 1 \t 2307 \t 0 \t 1\n", + "2 \t 5995 \t 2307 \t 2 \t 1381 \t 1 \t -4\n", + "3 \t 2307 \t 1381 \t 1 \t 926 \t -1 \t 5\n", + "4 \t 1381 \t 926 \t 1 \t 455 \t 3 \t -14\n", + "5 \t 926 \t 455 \t 2 \t 16 \t -4 \t 19\n", + "6 \t 455 \t 16 \t 28 \t 7 \t 7 \t -33\n", + "7 \t 16 \t 7 \t 2 \t 2 \t -18 \t 85\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 511 \t -2413\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1040 \t 4911\n", + "\t\t\t\t\t 3631 \t -17146\n", + "GCD(39203, 8302) = 1, with coefficients 3631 and -17146 such that 1 = (3631)*39203 + (-17146)*8302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8303 \t 4 \t 5991 \t 1 \t 0\n", + "1 \t 8303 \t 5991 \t 1 \t 2312 \t 0 \t 1\n", + "2 \t 5991 \t 2312 \t 2 \t 1367 \t 1 \t -4\n", + "3 \t 2312 \t 1367 \t 1 \t 945 \t -1 \t 5\n", + "4 \t 1367 \t 945 \t 1 \t 422 \t 3 \t -14\n", + "5 \t 945 \t 422 \t 2 \t 101 \t -4 \t 19\n", + "6 \t 422 \t 101 \t 4 \t 18 \t 7 \t -33\n", + "7 \t 101 \t 18 \t 5 \t 11 \t -18 \t 85\n", + "8 \t 18 \t 11 \t 1 \t 7 \t 79 \t -373\n", + "9 \t 11 \t 7 \t 1 \t 4 \t -413 \t 1950\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 492 \t -2323\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -905 \t 4273\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1397 \t -6596\n", + "\t\t\t\t\t -2302 \t 10869\n", + "GCD(39203, 8303) = 1, with coefficients -2302 and 10869 such that 1 = (-2302)*39203 + (10869)*8303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8304 \t 4 \t 5987 \t 1 \t 0\n", + "1 \t 8304 \t 5987 \t 1 \t 2317 \t 0 \t 1\n", + "2 \t 5987 \t 2317 \t 2 \t 1353 \t 1 \t -4\n", + "3 \t 2317 \t 1353 \t 1 \t 964 \t -1 \t 5\n", + "4 \t 1353 \t 964 \t 1 \t 389 \t 3 \t -14\n", + "5 \t 964 \t 389 \t 2 \t 186 \t -4 \t 19\n", + "6 \t 389 \t 186 \t 2 \t 17 \t 7 \t -33\n", + "7 \t 186 \t 17 \t 10 \t 16 \t -18 \t 85\n", + "8 \t 17 \t 16 \t 1 \t 1 \t 43 \t -203\n", + "9 \t 16 \t 1 \t 16 \t 0 \t -448 \t 2115\n", + "\t\t\t\t\t 491 \t -2318\n", + "GCD(39203, 8304) = 1, with coefficients 491 and -2318 such that 1 = (491)*39203 + (-2318)*8304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8305 \t 4 \t 5983 \t 1 \t 0\n", + "1 \t 8305 \t 5983 \t 1 \t 2322 \t 0 \t 1\n", + "2 \t 5983 \t 2322 \t 2 \t 1339 \t 1 \t -4\n", + "3 \t 2322 \t 1339 \t 1 \t 983 \t -1 \t 5\n", + "4 \t 1339 \t 983 \t 1 \t 356 \t 3 \t -14\n", + "5 \t 983 \t 356 \t 2 \t 271 \t -4 \t 19\n", + "6 \t 356 \t 271 \t 1 \t 85 \t 7 \t -33\n", + "7 \t 271 \t 85 \t 3 \t 16 \t -18 \t 85\n", + "8 \t 85 \t 16 \t 5 \t 5 \t 25 \t -118\n", + "9 \t 16 \t 5 \t 3 \t 1 \t -93 \t 439\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 490 \t -2313\n", + "\t\t\t\t\t -1563 \t 7378\n", + "GCD(39203, 8305) = 1, with coefficients -1563 and 7378 such that 1 = (-1563)*39203 + (7378)*8305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8306 \t 4 \t 5979 \t 1 \t 0\n", + "1 \t 8306 \t 5979 \t 1 \t 2327 \t 0 \t 1\n", + "2 \t 5979 \t 2327 \t 2 \t 1325 \t 1 \t -4\n", + "3 \t 2327 \t 1325 \t 1 \t 1002 \t -1 \t 5\n", + "4 \t 1325 \t 1002 \t 1 \t 323 \t 3 \t -14\n", + "5 \t 1002 \t 323 \t 3 \t 33 \t -4 \t 19\n", + "6 \t 323 \t 33 \t 9 \t 26 \t 7 \t -33\n", + "7 \t 33 \t 26 \t 1 \t 7 \t -25 \t 118\n", + "8 \t 26 \t 7 \t 3 \t 5 \t 232 \t -1095\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -257 \t 1213\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 1003 \t -4734\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1260 \t 5947\n", + "\t\t\t\t\t 3523 \t -16628\n", + "GCD(39203, 8306) = 1, with coefficients 3523 and -16628 such that 1 = (3523)*39203 + (-16628)*8306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8307 \t 4 \t 5975 \t 1 \t 0\n", + "1 \t 8307 \t 5975 \t 1 \t 2332 \t 0 \t 1\n", + "2 \t 5975 \t 2332 \t 2 \t 1311 \t 1 \t -4\n", + "3 \t 2332 \t 1311 \t 1 \t 1021 \t -1 \t 5\n", + "4 \t 1311 \t 1021 \t 1 \t 290 \t 3 \t -14\n", + "5 \t 1021 \t 290 \t 3 \t 151 \t -4 \t 19\n", + "6 \t 290 \t 151 \t 1 \t 139 \t 7 \t -33\n", + "7 \t 151 \t 139 \t 1 \t 12 \t -25 \t 118\n", + "8 \t 139 \t 12 \t 11 \t 7 \t 32 \t -151\n", + "9 \t 12 \t 7 \t 1 \t 5 \t -57 \t 269\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 659 \t -3110\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -716 \t 3379\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1375 \t -6489\n", + "\t\t\t\t\t -3466 \t 16357\n", + "GCD(39203, 8307) = 1, with coefficients -3466 and 16357 such that 1 = (-3466)*39203 + (16357)*8307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8308 \t 4 \t 5971 \t 1 \t 0\n", + "1 \t 8308 \t 5971 \t 1 \t 2337 \t 0 \t 1\n", + "2 \t 5971 \t 2337 \t 2 \t 1297 \t 1 \t -4\n", + "3 \t 2337 \t 1297 \t 1 \t 1040 \t -1 \t 5\n", + "4 \t 1297 \t 1040 \t 1 \t 257 \t 3 \t -14\n", + "5 \t 1040 \t 257 \t 4 \t 12 \t -4 \t 19\n", + "6 \t 257 \t 12 \t 21 \t 5 \t 7 \t -33\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -32 \t 151\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 679 \t -3204\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1390 \t 6559\n", + "\t\t\t\t\t 3459 \t -16322\n", + "GCD(39203, 8308) = 1, with coefficients 3459 and -16322 such that 1 = (3459)*39203 + (-16322)*8308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8309 \t 4 \t 5967 \t 1 \t 0\n", + "1 \t 8309 \t 5967 \t 1 \t 2342 \t 0 \t 1\n", + "2 \t 5967 \t 2342 \t 2 \t 1283 \t 1 \t -4\n", + "3 \t 2342 \t 1283 \t 1 \t 1059 \t -1 \t 5\n", + "4 \t 1283 \t 1059 \t 1 \t 224 \t 3 \t -14\n", + "5 \t 1059 \t 224 \t 4 \t 163 \t -4 \t 19\n", + "6 \t 224 \t 163 \t 1 \t 61 \t 7 \t -33\n", + "7 \t 163 \t 61 \t 2 \t 41 \t -32 \t 151\n", + "8 \t 61 \t 41 \t 1 \t 20 \t 39 \t -184\n", + "9 \t 41 \t 20 \t 2 \t 1 \t -110 \t 519\n", + "10 \t 20 \t 1 \t 20 \t 0 \t 149 \t -703\n", + "\t\t\t\t\t -408 \t 1925\n", + "GCD(39203, 8309) = 1, with coefficients -408 and 1925 such that 1 = (-408)*39203 + (1925)*8309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8310 \t 4 \t 5963 \t 1 \t 0\n", + "1 \t 8310 \t 5963 \t 1 \t 2347 \t 0 \t 1\n", + "2 \t 5963 \t 2347 \t 2 \t 1269 \t 1 \t -4\n", + "3 \t 2347 \t 1269 \t 1 \t 1078 \t -1 \t 5\n", + "4 \t 1269 \t 1078 \t 1 \t 191 \t 3 \t -14\n", + "5 \t 1078 \t 191 \t 5 \t 123 \t -4 \t 19\n", + "6 \t 191 \t 123 \t 1 \t 68 \t 7 \t -33\n", + "7 \t 123 \t 68 \t 1 \t 55 \t -39 \t 184\n", + "8 \t 68 \t 55 \t 1 \t 13 \t 46 \t -217\n", + "9 \t 55 \t 13 \t 4 \t 3 \t -85 \t 401\n", + "10 \t 13 \t 3 \t 4 \t 1 \t 131 \t -618\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -609 \t 2873\n", + "\t\t\t\t\t 2567 \t -12110\n", + "GCD(39203, 8310) = 1, with coefficients 2567 and -12110 such that 1 = (2567)*39203 + (-12110)*8310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8311 \t 4 \t 5959 \t 1 \t 0\n", + "1 \t 8311 \t 5959 \t 1 \t 2352 \t 0 \t 1\n", + "2 \t 5959 \t 2352 \t 2 \t 1255 \t 1 \t -4\n", + "3 \t 2352 \t 1255 \t 1 \t 1097 \t -1 \t 5\n", + "4 \t 1255 \t 1097 \t 1 \t 158 \t 3 \t -14\n", + "5 \t 1097 \t 158 \t 6 \t 149 \t -4 \t 19\n", + "6 \t 158 \t 149 \t 1 \t 9 \t 7 \t -33\n", + "7 \t 149 \t 9 \t 16 \t 5 \t -46 \t 217\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 53 \t -250\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -894 \t 4217\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 947 \t -4467\n", + "\t\t\t\t\t -1841 \t 8684\n", + "GCD(39203, 8311) = 1, with coefficients -1841 and 8684 such that 1 = (-1841)*39203 + (8684)*8311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8312 \t 4 \t 5955 \t 1 \t 0\n", + "1 \t 8312 \t 5955 \t 1 \t 2357 \t 0 \t 1\n", + "2 \t 5955 \t 2357 \t 2 \t 1241 \t 1 \t -4\n", + "3 \t 2357 \t 1241 \t 1 \t 1116 \t -1 \t 5\n", + "4 \t 1241 \t 1116 \t 1 \t 125 \t 3 \t -14\n", + "5 \t 1116 \t 125 \t 8 \t 116 \t -4 \t 19\n", + "6 \t 125 \t 116 \t 1 \t 9 \t 7 \t -33\n", + "7 \t 116 \t 9 \t 12 \t 8 \t -60 \t 283\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 67 \t -316\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -864 \t 4075\n", + "\t\t\t\t\t 931 \t -4391\n", + "GCD(39203, 8312) = 1, with coefficients 931 and -4391 such that 1 = (931)*39203 + (-4391)*8312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8313 \t 4 \t 5951 \t 1 \t 0\n", + "1 \t 8313 \t 5951 \t 1 \t 2362 \t 0 \t 1\n", + "2 \t 5951 \t 2362 \t 2 \t 1227 \t 1 \t -4\n", + "3 \t 2362 \t 1227 \t 1 \t 1135 \t -1 \t 5\n", + "4 \t 1227 \t 1135 \t 1 \t 92 \t 3 \t -14\n", + "5 \t 1135 \t 92 \t 12 \t 31 \t -4 \t 19\n", + "6 \t 92 \t 31 \t 2 \t 30 \t 7 \t -33\n", + "7 \t 31 \t 30 \t 1 \t 1 \t -88 \t 415\n", + "8 \t 30 \t 1 \t 30 \t 0 \t 183 \t -863\n", + "\t\t\t\t\t -271 \t 1278\n", + "GCD(39203, 8313) = 1, with coefficients -271 and 1278 such that 1 = (-271)*39203 + (1278)*8313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8314 \t 4 \t 5947 \t 1 \t 0\n", + "1 \t 8314 \t 5947 \t 1 \t 2367 \t 0 \t 1\n", + "2 \t 5947 \t 2367 \t 2 \t 1213 \t 1 \t -4\n", + "3 \t 2367 \t 1213 \t 1 \t 1154 \t -1 \t 5\n", + "4 \t 1213 \t 1154 \t 1 \t 59 \t 3 \t -14\n", + "5 \t 1154 \t 59 \t 19 \t 33 \t -4 \t 19\n", + "6 \t 59 \t 33 \t 1 \t 26 \t 7 \t -33\n", + "7 \t 33 \t 26 \t 1 \t 7 \t -137 \t 646\n", + "8 \t 26 \t 7 \t 3 \t 5 \t 144 \t -679\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -281 \t 1325\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 987 \t -4654\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1268 \t 5979\n", + "\t\t\t\t\t 3523 \t -16612\n", + "GCD(39203, 8314) = 1, with coefficients 3523 and -16612 such that 1 = (3523)*39203 + (-16612)*8314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8315 \t 4 \t 5943 \t 1 \t 0\n", + "1 \t 8315 \t 5943 \t 1 \t 2372 \t 0 \t 1\n", + "2 \t 5943 \t 2372 \t 2 \t 1199 \t 1 \t -4\n", + "3 \t 2372 \t 1199 \t 1 \t 1173 \t -1 \t 5\n", + "4 \t 1199 \t 1173 \t 1 \t 26 \t 3 \t -14\n", + "5 \t 1173 \t 26 \t 45 \t 3 \t -4 \t 19\n", + "6 \t 26 \t 3 \t 8 \t 2 \t 7 \t -33\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -319 \t 1504\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2559 \t -12065\n", + "\t\t\t\t\t -2878 \t 13569\n", + "GCD(39203, 8315) = 1, with coefficients -2878 and 13569 such that 1 = (-2878)*39203 + (13569)*8315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8316 \t 4 \t 5939 \t 1 \t 0\n", + "1 \t 8316 \t 5939 \t 1 \t 2377 \t 0 \t 1\n", + "2 \t 5939 \t 2377 \t 2 \t 1185 \t 1 \t -4\n", + "3 \t 2377 \t 1185 \t 2 \t 7 \t -1 \t 5\n", + "4 \t 1185 \t 7 \t 169 \t 2 \t 3 \t -14\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -7 \t 33\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1186 \t -5591\n", + "\t\t\t\t\t -3565 \t 16806\n", + "GCD(39203, 8316) = 1, with coefficients -3565 and 16806 such that 1 = (-3565)*39203 + (16806)*8316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8317 \t 4 \t 5935 \t 1 \t 0\n", + "1 \t 8317 \t 5935 \t 1 \t 2382 \t 0 \t 1\n", + "2 \t 5935 \t 2382 \t 2 \t 1171 \t 1 \t -4\n", + "3 \t 2382 \t 1171 \t 2 \t 40 \t -1 \t 5\n", + "4 \t 1171 \t 40 \t 29 \t 11 \t 3 \t -14\n", + "5 \t 40 \t 11 \t 3 \t 7 \t -7 \t 33\n", + "6 \t 11 \t 7 \t 1 \t 4 \t 206 \t -971\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -625 \t 2946\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 831 \t -3917\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1456 \t 6863\n", + "\t\t\t\t\t 2287 \t -10780\n", + "GCD(39203, 8317) = 1, with coefficients 2287 and -10780 such that 1 = (2287)*39203 + (-10780)*8317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8318 \t 4 \t 5931 \t 1 \t 0\n", + "1 \t 8318 \t 5931 \t 1 \t 2387 \t 0 \t 1\n", + "2 \t 5931 \t 2387 \t 2 \t 1157 \t 1 \t -4\n", + "3 \t 2387 \t 1157 \t 2 \t 73 \t -1 \t 5\n", + "4 \t 1157 \t 73 \t 15 \t 62 \t 3 \t -14\n", + "5 \t 73 \t 62 \t 1 \t 11 \t -7 \t 33\n", + "6 \t 62 \t 11 \t 5 \t 7 \t 108 \t -509\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -115 \t 542\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 683 \t -3219\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -798 \t 3761\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1481 \t -6980\n", + "\t\t\t\t\t -2279 \t 10741\n", + "GCD(39203, 8318) = 1, with coefficients -2279 and 10741 such that 1 = (-2279)*39203 + (10741)*8318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8319 \t 4 \t 5927 \t 1 \t 0\n", + "1 \t 8319 \t 5927 \t 1 \t 2392 \t 0 \t 1\n", + "2 \t 5927 \t 2392 \t 2 \t 1143 \t 1 \t -4\n", + "3 \t 2392 \t 1143 \t 2 \t 106 \t -1 \t 5\n", + "4 \t 1143 \t 106 \t 10 \t 83 \t 3 \t -14\n", + "5 \t 106 \t 83 \t 1 \t 23 \t -7 \t 33\n", + "6 \t 83 \t 23 \t 3 \t 14 \t 73 \t -344\n", + "7 \t 23 \t 14 \t 1 \t 9 \t -80 \t 377\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 313 \t -1475\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -393 \t 1852\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 706 \t -3327\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1099 \t 5179\n", + "\t\t\t\t\t 1805 \t -8506\n", + "GCD(39203, 8319) = 1, with coefficients 1805 and -8506 such that 1 = (1805)*39203 + (-8506)*8319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8320 \t 4 \t 5923 \t 1 \t 0\n", + "1 \t 8320 \t 5923 \t 1 \t 2397 \t 0 \t 1\n", + "2 \t 5923 \t 2397 \t 2 \t 1129 \t 1 \t -4\n", + "3 \t 2397 \t 1129 \t 2 \t 139 \t -1 \t 5\n", + "4 \t 1129 \t 139 \t 8 \t 17 \t 3 \t -14\n", + "5 \t 139 \t 17 \t 8 \t 3 \t -7 \t 33\n", + "6 \t 17 \t 3 \t 5 \t 2 \t 59 \t -278\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -479 \t 2257\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2454 \t -11563\n", + "\t\t\t\t\t -2933 \t 13820\n", + "GCD(39203, 8320) = 1, with coefficients -2933 and 13820 such that 1 = (-2933)*39203 + (13820)*8320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8321 \t 4 \t 5919 \t 1 \t 0\n", + "1 \t 8321 \t 5919 \t 1 \t 2402 \t 0 \t 1\n", + "2 \t 5919 \t 2402 \t 2 \t 1115 \t 1 \t -4\n", + "3 \t 2402 \t 1115 \t 2 \t 172 \t -1 \t 5\n", + "4 \t 1115 \t 172 \t 6 \t 83 \t 3 \t -14\n", + "5 \t 172 \t 83 \t 2 \t 6 \t -7 \t 33\n", + "6 \t 83 \t 6 \t 13 \t 5 \t 45 \t -212\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -97 \t 457\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 1306 \t -6153\n", + "\t\t\t\t\t -1403 \t 6610\n", + "GCD(39203, 8321) = 1, with coefficients -1403 and 6610 such that 1 = (-1403)*39203 + (6610)*8321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8322 \t 4 \t 5915 \t 1 \t 0\n", + "1 \t 8322 \t 5915 \t 1 \t 2407 \t 0 \t 1\n", + "2 \t 5915 \t 2407 \t 2 \t 1101 \t 1 \t -4\n", + "3 \t 2407 \t 1101 \t 2 \t 205 \t -1 \t 5\n", + "4 \t 1101 \t 205 \t 5 \t 76 \t 3 \t -14\n", + "5 \t 205 \t 76 \t 2 \t 53 \t -7 \t 33\n", + "6 \t 76 \t 53 \t 1 \t 23 \t 38 \t -179\n", + "7 \t 53 \t 23 \t 2 \t 7 \t -83 \t 391\n", + "8 \t 23 \t 7 \t 3 \t 2 \t 121 \t -570\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -325 \t 1531\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1096 \t -5163\n", + "\t\t\t\t\t -3613 \t 17020\n", + "GCD(39203, 8322) = 1, with coefficients -3613 and 17020 such that 1 = (-3613)*39203 + (17020)*8322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8323 \t 4 \t 5911 \t 1 \t 0\n", + "1 \t 8323 \t 5911 \t 1 \t 2412 \t 0 \t 1\n", + "2 \t 5911 \t 2412 \t 2 \t 1087 \t 1 \t -4\n", + "3 \t 2412 \t 1087 \t 2 \t 238 \t -1 \t 5\n", + "4 \t 1087 \t 238 \t 4 \t 135 \t 3 \t -14\n", + "5 \t 238 \t 135 \t 1 \t 103 \t -7 \t 33\n", + "6 \t 135 \t 103 \t 1 \t 32 \t 31 \t -146\n", + "7 \t 103 \t 32 \t 3 \t 7 \t -38 \t 179\n", + "8 \t 32 \t 7 \t 4 \t 4 \t 69 \t -325\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -245 \t 1154\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 1049 \t -4941\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1294 \t 6095\n", + "\t\t\t\t\t 2343 \t -11036\n", + "GCD(39203, 8323) = 1, with coefficients 2343 and -11036 such that 1 = (2343)*39203 + (-11036)*8323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8324 \t 4 \t 5907 \t 1 \t 0\n", + "1 \t 8324 \t 5907 \t 1 \t 2417 \t 0 \t 1\n", + "2 \t 5907 \t 2417 \t 2 \t 1073 \t 1 \t -4\n", + "3 \t 2417 \t 1073 \t 2 \t 271 \t -1 \t 5\n", + "4 \t 1073 \t 271 \t 3 \t 260 \t 3 \t -14\n", + "5 \t 271 \t 260 \t 1 \t 11 \t -7 \t 33\n", + "6 \t 260 \t 11 \t 23 \t 7 \t 24 \t -113\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -31 \t 146\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 737 \t -3471\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -768 \t 3617\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1505 \t -7088\n", + "\t\t\t\t\t -2273 \t 10705\n", + "GCD(39203, 8324) = 1, with coefficients -2273 and 10705 such that 1 = (-2273)*39203 + (10705)*8324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8325 \t 4 \t 5903 \t 1 \t 0\n", + "1 \t 8325 \t 5903 \t 1 \t 2422 \t 0 \t 1\n", + "2 \t 5903 \t 2422 \t 2 \t 1059 \t 1 \t -4\n", + "3 \t 2422 \t 1059 \t 2 \t 304 \t -1 \t 5\n", + "4 \t 1059 \t 304 \t 3 \t 147 \t 3 \t -14\n", + "5 \t 304 \t 147 \t 2 \t 10 \t -7 \t 33\n", + "6 \t 147 \t 10 \t 14 \t 7 \t 24 \t -113\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -55 \t 259\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 794 \t -3739\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -849 \t 3998\n", + "\t\t\t\t\t 2492 \t -11735\n", + "GCD(39203, 8325) = 1, with coefficients 2492 and -11735 such that 1 = (2492)*39203 + (-11735)*8325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8326 \t 4 \t 5899 \t 1 \t 0\n", + "1 \t 8326 \t 5899 \t 1 \t 2427 \t 0 \t 1\n", + "2 \t 5899 \t 2427 \t 2 \t 1045 \t 1 \t -4\n", + "3 \t 2427 \t 1045 \t 2 \t 337 \t -1 \t 5\n", + "4 \t 1045 \t 337 \t 3 \t 34 \t 3 \t -14\n", + "5 \t 337 \t 34 \t 9 \t 31 \t -7 \t 33\n", + "6 \t 34 \t 31 \t 1 \t 3 \t 24 \t -113\n", + "7 \t 31 \t 3 \t 10 \t 1 \t -223 \t 1050\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 247 \t -1163\n", + "\t\t\t\t\t -2693 \t 12680\n", + "GCD(39203, 8326) = 1, with coefficients -2693 and 12680 such that 1 = (-2693)*39203 + (12680)*8326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8327 \t 4 \t 5895 \t 1 \t 0\n", + "1 \t 8327 \t 5895 \t 1 \t 2432 \t 0 \t 1\n", + "2 \t 5895 \t 2432 \t 2 \t 1031 \t 1 \t -4\n", + "3 \t 2432 \t 1031 \t 2 \t 370 \t -1 \t 5\n", + "4 \t 1031 \t 370 \t 2 \t 291 \t 3 \t -14\n", + "5 \t 370 \t 291 \t 1 \t 79 \t -7 \t 33\n", + "6 \t 291 \t 79 \t 3 \t 54 \t 17 \t -80\n", + "7 \t 79 \t 54 \t 1 \t 25 \t -24 \t 113\n", + "8 \t 54 \t 25 \t 2 \t 4 \t 89 \t -419\n", + "9 \t 25 \t 4 \t 6 \t 1 \t -113 \t 532\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 315 \t -1483\n", + "\t\t\t\t\t -2003 \t 9430\n", + "GCD(39203, 8327) = 1, with coefficients -2003 and 9430 such that 1 = (-2003)*39203 + (9430)*8327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8328 \t 4 \t 5891 \t 1 \t 0\n", + "1 \t 8328 \t 5891 \t 1 \t 2437 \t 0 \t 1\n", + "2 \t 5891 \t 2437 \t 2 \t 1017 \t 1 \t -4\n", + "3 \t 2437 \t 1017 \t 2 \t 403 \t -1 \t 5\n", + "4 \t 1017 \t 403 \t 2 \t 211 \t 3 \t -14\n", + "5 \t 403 \t 211 \t 1 \t 192 \t -7 \t 33\n", + "6 \t 211 \t 192 \t 1 \t 19 \t 17 \t -80\n", + "7 \t 192 \t 19 \t 10 \t 2 \t -24 \t 113\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 41 \t -193\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -434 \t 2043\n", + "\t\t\t\t\t 3947 \t -18580\n", + "GCD(39203, 8328) = 1, with coefficients 3947 and -18580 such that 1 = (3947)*39203 + (-18580)*8328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8329 \t 4 \t 5887 \t 1 \t 0\n", + "1 \t 8329 \t 5887 \t 1 \t 2442 \t 0 \t 1\n", + "2 \t 5887 \t 2442 \t 2 \t 1003 \t 1 \t -4\n", + "3 \t 2442 \t 1003 \t 2 \t 436 \t -1 \t 5\n", + "4 \t 1003 \t 436 \t 2 \t 131 \t 3 \t -14\n", + "5 \t 436 \t 131 \t 3 \t 43 \t -7 \t 33\n", + "6 \t 131 \t 43 \t 3 \t 2 \t 17 \t -80\n", + "7 \t 43 \t 2 \t 21 \t 1 \t -58 \t 273\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 191 \t -899\n", + "\t\t\t\t\t -4069 \t 19152\n", + "GCD(39203, 8329) = 1, with coefficients -4069 and 19152 such that 1 = (-4069)*39203 + (19152)*8329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8330 \t 4 \t 5883 \t 1 \t 0\n", + "1 \t 8330 \t 5883 \t 1 \t 2447 \t 0 \t 1\n", + "2 \t 5883 \t 2447 \t 2 \t 989 \t 1 \t -4\n", + "3 \t 2447 \t 989 \t 2 \t 469 \t -1 \t 5\n", + "4 \t 989 \t 469 \t 2 \t 51 \t 3 \t -14\n", + "5 \t 469 \t 51 \t 9 \t 10 \t -7 \t 33\n", + "6 \t 51 \t 10 \t 5 \t 1 \t 17 \t -80\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -160 \t 753\n", + "\t\t\t\t\t 817 \t -3845\n", + "GCD(39203, 8330) = 1, with coefficients 817 and -3845 such that 1 = (817)*39203 + (-3845)*8330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8331 \t 4 \t 5879 \t 1 \t 0\n", + "1 \t 8331 \t 5879 \t 1 \t 2452 \t 0 \t 1\n", + "2 \t 5879 \t 2452 \t 2 \t 975 \t 1 \t -4\n", + "3 \t 2452 \t 975 \t 2 \t 502 \t -1 \t 5\n", + "4 \t 975 \t 502 \t 1 \t 473 \t 3 \t -14\n", + "5 \t 502 \t 473 \t 1 \t 29 \t -7 \t 33\n", + "6 \t 473 \t 29 \t 16 \t 9 \t 10 \t -47\n", + "7 \t 29 \t 9 \t 3 \t 2 \t -17 \t 80\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 282 \t -1327\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -863 \t 4061\n", + "\t\t\t\t\t 3734 \t -17571\n", + "GCD(39203, 8331) = 1, with coefficients 3734 and -17571 such that 1 = (3734)*39203 + (-17571)*8331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8332 \t 4 \t 5875 \t 1 \t 0\n", + "1 \t 8332 \t 5875 \t 1 \t 2457 \t 0 \t 1\n", + "2 \t 5875 \t 2457 \t 2 \t 961 \t 1 \t -4\n", + "3 \t 2457 \t 961 \t 2 \t 535 \t -1 \t 5\n", + "4 \t 961 \t 535 \t 1 \t 426 \t 3 \t -14\n", + "5 \t 535 \t 426 \t 1 \t 109 \t -7 \t 33\n", + "6 \t 426 \t 109 \t 3 \t 99 \t 10 \t -47\n", + "7 \t 109 \t 99 \t 1 \t 10 \t -17 \t 80\n", + "8 \t 99 \t 10 \t 9 \t 9 \t 61 \t -287\n", + "9 \t 10 \t 9 \t 1 \t 1 \t -78 \t 367\n", + "10 \t 9 \t 1 \t 9 \t 0 \t 763 \t -3590\n", + "\t\t\t\t\t -841 \t 3957\n", + "GCD(39203, 8332) = 1, with coefficients -841 and 3957 such that 1 = (-841)*39203 + (3957)*8332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8333 \t 4 \t 5871 \t 1 \t 0\n", + "1 \t 8333 \t 5871 \t 1 \t 2462 \t 0 \t 1\n", + "2 \t 5871 \t 2462 \t 2 \t 947 \t 1 \t -4\n", + "3 \t 2462 \t 947 \t 2 \t 568 \t -1 \t 5\n", + "4 \t 947 \t 568 \t 1 \t 379 \t 3 \t -14\n", + "5 \t 568 \t 379 \t 1 \t 189 \t -7 \t 33\n", + "6 \t 379 \t 189 \t 2 \t 1 \t 10 \t -47\n", + "7 \t 189 \t 1 \t 189 \t 0 \t -17 \t 80\n", + "\t\t\t\t\t 44 \t -207\n", + "GCD(39203, 8333) = 1, with coefficients 44 and -207 such that 1 = (44)*39203 + (-207)*8333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8334 \t 4 \t 5867 \t 1 \t 0\n", + "1 \t 8334 \t 5867 \t 1 \t 2467 \t 0 \t 1\n", + "2 \t 5867 \t 2467 \t 2 \t 933 \t 1 \t -4\n", + "3 \t 2467 \t 933 \t 2 \t 601 \t -1 \t 5\n", + "4 \t 933 \t 601 \t 1 \t 332 \t 3 \t -14\n", + "5 \t 601 \t 332 \t 1 \t 269 \t -7 \t 33\n", + "6 \t 332 \t 269 \t 1 \t 63 \t 10 \t -47\n", + "7 \t 269 \t 63 \t 4 \t 17 \t -17 \t 80\n", + "8 \t 63 \t 17 \t 3 \t 12 \t 27 \t -127\n", + "9 \t 17 \t 12 \t 1 \t 5 \t -125 \t 588\n", + "10 \t 12 \t 5 \t 2 \t 2 \t 402 \t -1891\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -527 \t 2479\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1456 \t -6849\n", + "\t\t\t\t\t -3439 \t 16177\n", + "GCD(39203, 8334) = 1, with coefficients -3439 and 16177 such that 1 = (-3439)*39203 + (16177)*8334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8335 \t 4 \t 5863 \t 1 \t 0\n", + "1 \t 8335 \t 5863 \t 1 \t 2472 \t 0 \t 1\n", + "2 \t 5863 \t 2472 \t 2 \t 919 \t 1 \t -4\n", + "3 \t 2472 \t 919 \t 2 \t 634 \t -1 \t 5\n", + "4 \t 919 \t 634 \t 1 \t 285 \t 3 \t -14\n", + "5 \t 634 \t 285 \t 2 \t 64 \t -7 \t 33\n", + "6 \t 285 \t 64 \t 4 \t 29 \t 10 \t -47\n", + "7 \t 64 \t 29 \t 2 \t 6 \t -27 \t 127\n", + "8 \t 29 \t 6 \t 4 \t 5 \t 118 \t -555\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -263 \t 1237\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1170 \t -5503\n", + "\t\t\t\t\t -1433 \t 6740\n", + "GCD(39203, 8335) = 1, with coefficients -1433 and 6740 such that 1 = (-1433)*39203 + (6740)*8335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8336 \t 4 \t 5859 \t 1 \t 0\n", + "1 \t 8336 \t 5859 \t 1 \t 2477 \t 0 \t 1\n", + "2 \t 5859 \t 2477 \t 2 \t 905 \t 1 \t -4\n", + "3 \t 2477 \t 905 \t 2 \t 667 \t -1 \t 5\n", + "4 \t 905 \t 667 \t 1 \t 238 \t 3 \t -14\n", + "5 \t 667 \t 238 \t 2 \t 191 \t -7 \t 33\n", + "6 \t 238 \t 191 \t 1 \t 47 \t 10 \t -47\n", + "7 \t 191 \t 47 \t 4 \t 3 \t -27 \t 127\n", + "8 \t 47 \t 3 \t 15 \t 2 \t 37 \t -174\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -175 \t 823\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2662 \t -12519\n", + "\t\t\t\t\t -2837 \t 13342\n", + "GCD(39203, 8336) = 1, with coefficients -2837 and 13342 such that 1 = (-2837)*39203 + (13342)*8336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8337 \t 4 \t 5855 \t 1 \t 0\n", + "1 \t 8337 \t 5855 \t 1 \t 2482 \t 0 \t 1\n", + "2 \t 5855 \t 2482 \t 2 \t 891 \t 1 \t -4\n", + "3 \t 2482 \t 891 \t 2 \t 700 \t -1 \t 5\n", + "4 \t 891 \t 700 \t 1 \t 191 \t 3 \t -14\n", + "5 \t 700 \t 191 \t 3 \t 127 \t -7 \t 33\n", + "6 \t 191 \t 127 \t 1 \t 64 \t 10 \t -47\n", + "7 \t 127 \t 64 \t 1 \t 63 \t -37 \t 174\n", + "8 \t 64 \t 63 \t 1 \t 1 \t 47 \t -221\n", + "9 \t 63 \t 1 \t 63 \t 0 \t -84 \t 395\n", + "\t\t\t\t\t 131 \t -616\n", + "GCD(39203, 8337) = 1, with coefficients 131 and -616 such that 1 = (131)*39203 + (-616)*8337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8338 \t 4 \t 5851 \t 1 \t 0\n", + "1 \t 8338 \t 5851 \t 1 \t 2487 \t 0 \t 1\n", + "2 \t 5851 \t 2487 \t 2 \t 877 \t 1 \t -4\n", + "3 \t 2487 \t 877 \t 2 \t 733 \t -1 \t 5\n", + "4 \t 877 \t 733 \t 1 \t 144 \t 3 \t -14\n", + "5 \t 733 \t 144 \t 5 \t 13 \t -7 \t 33\n", + "6 \t 144 \t 13 \t 11 \t 1 \t 10 \t -47\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -57 \t 268\n", + "\t\t\t\t\t 637 \t -2995\n", + "GCD(39203, 8338) = 1, with coefficients 637 and -2995 such that 1 = (637)*39203 + (-2995)*8338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8339 \t 4 \t 5847 \t 1 \t 0\n", + "1 \t 8339 \t 5847 \t 1 \t 2492 \t 0 \t 1\n", + "2 \t 5847 \t 2492 \t 2 \t 863 \t 1 \t -4\n", + "3 \t 2492 \t 863 \t 2 \t 766 \t -1 \t 5\n", + "4 \t 863 \t 766 \t 1 \t 97 \t 3 \t -14\n", + "5 \t 766 \t 97 \t 7 \t 87 \t -7 \t 33\n", + "6 \t 97 \t 87 \t 1 \t 10 \t 10 \t -47\n", + "7 \t 87 \t 10 \t 8 \t 7 \t -77 \t 362\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 87 \t -409\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -773 \t 3634\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 860 \t -4043\n", + "\t\t\t\t\t -2493 \t 11720\n", + "GCD(39203, 8339) = 1, with coefficients -2493 and 11720 such that 1 = (-2493)*39203 + (11720)*8339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8340 \t 4 \t 5843 \t 1 \t 0\n", + "1 \t 8340 \t 5843 \t 1 \t 2497 \t 0 \t 1\n", + "2 \t 5843 \t 2497 \t 2 \t 849 \t 1 \t -4\n", + "3 \t 2497 \t 849 \t 2 \t 799 \t -1 \t 5\n", + "4 \t 849 \t 799 \t 1 \t 50 \t 3 \t -14\n", + "5 \t 799 \t 50 \t 15 \t 49 \t -7 \t 33\n", + "6 \t 50 \t 49 \t 1 \t 1 \t 10 \t -47\n", + "7 \t 49 \t 1 \t 49 \t 0 \t -157 \t 738\n", + "\t\t\t\t\t 167 \t -785\n", + "GCD(39203, 8340) = 1, with coefficients 167 and -785 such that 1 = (167)*39203 + (-785)*8340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8341 \t 4 \t 5839 \t 1 \t 0\n", + "1 \t 8341 \t 5839 \t 1 \t 2502 \t 0 \t 1\n", + "2 \t 5839 \t 2502 \t 2 \t 835 \t 1 \t -4\n", + "3 \t 2502 \t 835 \t 2 \t 832 \t -1 \t 5\n", + "4 \t 835 \t 832 \t 1 \t 3 \t 3 \t -14\n", + "5 \t 832 \t 3 \t 277 \t 1 \t -7 \t 33\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 10 \t -47\n", + "\t\t\t\t\t -2777 \t 13052\n", + "GCD(39203, 8341) = 1, with coefficients -2777 and 13052 such that 1 = (-2777)*39203 + (13052)*8341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8342 \t 4 \t 5835 \t 1 \t 0\n", + "1 \t 8342 \t 5835 \t 1 \t 2507 \t 0 \t 1\n", + "2 \t 5835 \t 2507 \t 2 \t 821 \t 1 \t -4\n", + "3 \t 2507 \t 821 \t 3 \t 44 \t -1 \t 5\n", + "4 \t 821 \t 44 \t 18 \t 29 \t 3 \t -14\n", + "5 \t 44 \t 29 \t 1 \t 15 \t -10 \t 47\n", + "6 \t 29 \t 15 \t 1 \t 14 \t 183 \t -860\n", + "7 \t 15 \t 14 \t 1 \t 1 \t -193 \t 907\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 376 \t -1767\n", + "\t\t\t\t\t -569 \t 2674\n", + "GCD(39203, 8342) = 1, with coefficients -569 and 2674 such that 1 = (-569)*39203 + (2674)*8342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8343 \t 4 \t 5831 \t 1 \t 0\n", + "1 \t 8343 \t 5831 \t 1 \t 2512 \t 0 \t 1\n", + "2 \t 5831 \t 2512 \t 2 \t 807 \t 1 \t -4\n", + "3 \t 2512 \t 807 \t 3 \t 91 \t -1 \t 5\n", + "4 \t 807 \t 91 \t 8 \t 79 \t 3 \t -14\n", + "5 \t 91 \t 79 \t 1 \t 12 \t -10 \t 47\n", + "6 \t 79 \t 12 \t 6 \t 7 \t 83 \t -390\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -93 \t 437\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 641 \t -3012\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -734 \t 3449\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1375 \t -6461\n", + "\t\t\t\t\t -3484 \t 16371\n", + "GCD(39203, 8343) = 1, with coefficients -3484 and 16371 such that 1 = (-3484)*39203 + (16371)*8343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8344 \t 4 \t 5827 \t 1 \t 0\n", + "1 \t 8344 \t 5827 \t 1 \t 2517 \t 0 \t 1\n", + "2 \t 5827 \t 2517 \t 2 \t 793 \t 1 \t -4\n", + "3 \t 2517 \t 793 \t 3 \t 138 \t -1 \t 5\n", + "4 \t 793 \t 138 \t 5 \t 103 \t 3 \t -14\n", + "5 \t 138 \t 103 \t 1 \t 35 \t -10 \t 47\n", + "6 \t 103 \t 35 \t 2 \t 33 \t 53 \t -249\n", + "7 \t 35 \t 33 \t 1 \t 2 \t -63 \t 296\n", + "8 \t 33 \t 2 \t 16 \t 1 \t 179 \t -841\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -242 \t 1137\n", + "\t\t\t\t\t 4051 \t -19033\n", + "GCD(39203, 8344) = 1, with coefficients 4051 and -19033 such that 1 = (4051)*39203 + (-19033)*8344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8345 \t 4 \t 5823 \t 1 \t 0\n", + "1 \t 8345 \t 5823 \t 1 \t 2522 \t 0 \t 1\n", + "2 \t 5823 \t 2522 \t 2 \t 779 \t 1 \t -4\n", + "3 \t 2522 \t 779 \t 3 \t 185 \t -1 \t 5\n", + "4 \t 779 \t 185 \t 4 \t 39 \t 3 \t -14\n", + "5 \t 185 \t 39 \t 4 \t 29 \t -10 \t 47\n", + "6 \t 39 \t 29 \t 1 \t 10 \t 43 \t -202\n", + "7 \t 29 \t 10 \t 2 \t 9 \t -182 \t 855\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 225 \t -1057\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -632 \t 2969\n", + "\t\t\t\t\t 857 \t -4026\n", + "GCD(39203, 8345) = 1, with coefficients 857 and -4026 such that 1 = (857)*39203 + (-4026)*8345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8346 \t 4 \t 5819 \t 1 \t 0\n", + "1 \t 8346 \t 5819 \t 1 \t 2527 \t 0 \t 1\n", + "2 \t 5819 \t 2527 \t 2 \t 765 \t 1 \t -4\n", + "3 \t 2527 \t 765 \t 3 \t 232 \t -1 \t 5\n", + "4 \t 765 \t 232 \t 3 \t 69 \t 3 \t -14\n", + "5 \t 232 \t 69 \t 3 \t 25 \t -10 \t 47\n", + "6 \t 69 \t 25 \t 2 \t 19 \t 33 \t -155\n", + "7 \t 25 \t 19 \t 1 \t 6 \t -109 \t 512\n", + "8 \t 19 \t 6 \t 3 \t 1 \t 251 \t -1179\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -360 \t 1691\n", + "\t\t\t\t\t 1331 \t -6252\n", + "GCD(39203, 8346) = 1, with coefficients 1331 and -6252 such that 1 = (1331)*39203 + (-6252)*8346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8347 \t 4 \t 5815 \t 1 \t 0\n", + "1 \t 8347 \t 5815 \t 1 \t 2532 \t 0 \t 1\n", + "2 \t 5815 \t 2532 \t 2 \t 751 \t 1 \t -4\n", + "3 \t 2532 \t 751 \t 3 \t 279 \t -1 \t 5\n", + "4 \t 751 \t 279 \t 2 \t 193 \t 3 \t -14\n", + "5 \t 279 \t 193 \t 1 \t 86 \t -10 \t 47\n", + "6 \t 193 \t 86 \t 2 \t 21 \t 23 \t -108\n", + "7 \t 86 \t 21 \t 4 \t 2 \t -33 \t 155\n", + "8 \t 21 \t 2 \t 10 \t 1 \t 89 \t -418\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -389 \t 1827\n", + "\t\t\t\t\t 3979 \t -18688\n", + "GCD(39203, 8347) = 1, with coefficients 3979 and -18688 such that 1 = (3979)*39203 + (-18688)*8347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8348 \t 4 \t 5811 \t 1 \t 0\n", + "1 \t 8348 \t 5811 \t 1 \t 2537 \t 0 \t 1\n", + "2 \t 5811 \t 2537 \t 2 \t 737 \t 1 \t -4\n", + "3 \t 2537 \t 737 \t 3 \t 326 \t -1 \t 5\n", + "4 \t 737 \t 326 \t 2 \t 85 \t 3 \t -14\n", + "5 \t 326 \t 85 \t 3 \t 71 \t -10 \t 47\n", + "6 \t 85 \t 71 \t 1 \t 14 \t 23 \t -108\n", + "7 \t 71 \t 14 \t 5 \t 1 \t -79 \t 371\n", + "8 \t 14 \t 1 \t 14 \t 0 \t 102 \t -479\n", + "\t\t\t\t\t -589 \t 2766\n", + "GCD(39203, 8348) = 1, with coefficients -589 and 2766 such that 1 = (-589)*39203 + (2766)*8348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8349 \t 4 \t 5807 \t 1 \t 0\n", + "1 \t 8349 \t 5807 \t 1 \t 2542 \t 0 \t 1\n", + "2 \t 5807 \t 2542 \t 2 \t 723 \t 1 \t -4\n", + "3 \t 2542 \t 723 \t 3 \t 373 \t -1 \t 5\n", + "4 \t 723 \t 373 \t 1 \t 350 \t 3 \t -14\n", + "5 \t 373 \t 350 \t 1 \t 23 \t -10 \t 47\n", + "6 \t 350 \t 23 \t 15 \t 5 \t 13 \t -61\n", + "7 \t 23 \t 5 \t 4 \t 3 \t -23 \t 108\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 358 \t -1681\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1455 \t 6832\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1813 \t -8513\n", + "\t\t\t\t\t -3268 \t 15345\n", + "GCD(39203, 8349) = 1, with coefficients -3268 and 15345 such that 1 = (-3268)*39203 + (15345)*8349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8350 \t 4 \t 5803 \t 1 \t 0\n", + "1 \t 8350 \t 5803 \t 1 \t 2547 \t 0 \t 1\n", + "2 \t 5803 \t 2547 \t 2 \t 709 \t 1 \t -4\n", + "3 \t 2547 \t 709 \t 3 \t 420 \t -1 \t 5\n", + "4 \t 709 \t 420 \t 1 \t 289 \t 3 \t -14\n", + "5 \t 420 \t 289 \t 1 \t 131 \t -10 \t 47\n", + "6 \t 289 \t 131 \t 2 \t 27 \t 13 \t -61\n", + "7 \t 131 \t 27 \t 4 \t 23 \t -23 \t 108\n", + "8 \t 27 \t 23 \t 1 \t 4 \t 59 \t -277\n", + "9 \t 23 \t 4 \t 5 \t 3 \t -259 \t 1216\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 318 \t -1493\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1849 \t 8681\n", + "\t\t\t\t\t 2167 \t -10174\n", + "GCD(39203, 8350) = 1, with coefficients 2167 and -10174 such that 1 = (2167)*39203 + (-10174)*8350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8351 \t 4 \t 5799 \t 1 \t 0\n", + "1 \t 8351 \t 5799 \t 1 \t 2552 \t 0 \t 1\n", + "2 \t 5799 \t 2552 \t 2 \t 695 \t 1 \t -4\n", + "3 \t 2552 \t 695 \t 3 \t 467 \t -1 \t 5\n", + "4 \t 695 \t 467 \t 1 \t 228 \t 3 \t -14\n", + "5 \t 467 \t 228 \t 2 \t 11 \t -10 \t 47\n", + "6 \t 228 \t 11 \t 20 \t 8 \t 13 \t -61\n", + "7 \t 11 \t 8 \t 1 \t 3 \t -36 \t 169\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 733 \t -3441\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -769 \t 3610\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2271 \t -10661\n", + "\t\t\t\t\t -3040 \t 14271\n", + "GCD(39203, 8351) = 1, with coefficients -3040 and 14271 such that 1 = (-3040)*39203 + (14271)*8351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8352 \t 4 \t 5795 \t 1 \t 0\n", + "1 \t 8352 \t 5795 \t 1 \t 2557 \t 0 \t 1\n", + "2 \t 5795 \t 2557 \t 2 \t 681 \t 1 \t -4\n", + "3 \t 2557 \t 681 \t 3 \t 514 \t -1 \t 5\n", + "4 \t 681 \t 514 \t 1 \t 167 \t 3 \t -14\n", + "5 \t 514 \t 167 \t 3 \t 13 \t -10 \t 47\n", + "6 \t 167 \t 13 \t 12 \t 11 \t 13 \t -61\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -49 \t 230\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 601 \t -2821\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -650 \t 3051\n", + "\t\t\t\t\t 3851 \t -18076\n", + "GCD(39203, 8352) = 1, with coefficients 3851 and -18076 such that 1 = (3851)*39203 + (-18076)*8352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8353 \t 4 \t 5791 \t 1 \t 0\n", + "1 \t 8353 \t 5791 \t 1 \t 2562 \t 0 \t 1\n", + "2 \t 5791 \t 2562 \t 2 \t 667 \t 1 \t -4\n", + "3 \t 2562 \t 667 \t 3 \t 561 \t -1 \t 5\n", + "4 \t 667 \t 561 \t 1 \t 106 \t 3 \t -14\n", + "5 \t 561 \t 106 \t 5 \t 31 \t -10 \t 47\n", + "6 \t 106 \t 31 \t 3 \t 13 \t 13 \t -61\n", + "7 \t 31 \t 13 \t 2 \t 5 \t -75 \t 352\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 238 \t -1117\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -551 \t 2586\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1340 \t -6289\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1891 \t 8875\n", + "\t\t\t\t\t 3231 \t -15164\n", + "GCD(39203, 8353) = 1, with coefficients 3231 and -15164 such that 1 = (3231)*39203 + (-15164)*8353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8354 \t 4 \t 5787 \t 1 \t 0\n", + "1 \t 8354 \t 5787 \t 1 \t 2567 \t 0 \t 1\n", + "2 \t 5787 \t 2567 \t 2 \t 653 \t 1 \t -4\n", + "3 \t 2567 \t 653 \t 3 \t 608 \t -1 \t 5\n", + "4 \t 653 \t 608 \t 1 \t 45 \t 3 \t -14\n", + "5 \t 608 \t 45 \t 13 \t 23 \t -10 \t 47\n", + "6 \t 45 \t 23 \t 1 \t 22 \t 13 \t -61\n", + "7 \t 23 \t 22 \t 1 \t 1 \t -179 \t 840\n", + "8 \t 22 \t 1 \t 22 \t 0 \t 192 \t -901\n", + "\t\t\t\t\t -371 \t 1741\n", + "GCD(39203, 8354) = 1, with coefficients -371 and 1741 such that 1 = (-371)*39203 + (1741)*8354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8355 \t 4 \t 5783 \t 1 \t 0\n", + "1 \t 8355 \t 5783 \t 1 \t 2572 \t 0 \t 1\n", + "2 \t 5783 \t 2572 \t 2 \t 639 \t 1 \t -4\n", + "3 \t 2572 \t 639 \t 4 \t 16 \t -1 \t 5\n", + "4 \t 639 \t 16 \t 39 \t 15 \t 3 \t -14\n", + "5 \t 16 \t 15 \t 1 \t 1 \t -13 \t 61\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 510 \t -2393\n", + "\t\t\t\t\t -523 \t 2454\n", + "GCD(39203, 8355) = 1, with coefficients -523 and 2454 such that 1 = (-523)*39203 + (2454)*8355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8356 \t 4 \t 5779 \t 1 \t 0\n", + "1 \t 8356 \t 5779 \t 1 \t 2577 \t 0 \t 1\n", + "2 \t 5779 \t 2577 \t 2 \t 625 \t 1 \t -4\n", + "3 \t 2577 \t 625 \t 4 \t 77 \t -1 \t 5\n", + "4 \t 625 \t 77 \t 8 \t 9 \t 3 \t -14\n", + "5 \t 77 \t 9 \t 8 \t 5 \t -13 \t 61\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 107 \t -502\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -869 \t 4077\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 976 \t -4579\n", + "\t\t\t\t\t -1845 \t 8656\n", + "GCD(39203, 8356) = 1, with coefficients -1845 and 8656 such that 1 = (-1845)*39203 + (8656)*8356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8357 \t 4 \t 5775 \t 1 \t 0\n", + "1 \t 8357 \t 5775 \t 1 \t 2582 \t 0 \t 1\n", + "2 \t 5775 \t 2582 \t 2 \t 611 \t 1 \t -4\n", + "3 \t 2582 \t 611 \t 4 \t 138 \t -1 \t 5\n", + "4 \t 611 \t 138 \t 4 \t 59 \t 3 \t -14\n", + "5 \t 138 \t 59 \t 2 \t 20 \t -13 \t 61\n", + "6 \t 59 \t 20 \t 2 \t 19 \t 55 \t -258\n", + "7 \t 20 \t 19 \t 1 \t 1 \t -123 \t 577\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 301 \t -1412\n", + "\t\t\t\t\t -424 \t 1989\n", + "GCD(39203, 8357) = 1, with coefficients -424 and 1989 such that 1 = (-424)*39203 + (1989)*8357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8358 \t 4 \t 5771 \t 1 \t 0\n", + "1 \t 8358 \t 5771 \t 1 \t 2587 \t 0 \t 1\n", + "2 \t 5771 \t 2587 \t 2 \t 597 \t 1 \t -4\n", + "3 \t 2587 \t 597 \t 4 \t 199 \t -1 \t 5\n", + "4 \t 597 \t 199 \t 3 \t 0 \t 3 \t -14\n", + "\t\t\t\t\t -13 \t 61\n", + "GCD(39203, 8358) = 199, with coefficients -13 and 61 such that 199 = (-13)*39203 + (61)*8358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8359 \t 4 \t 5767 \t 1 \t 0\n", + "1 \t 8359 \t 5767 \t 1 \t 2592 \t 0 \t 1\n", + "2 \t 5767 \t 2592 \t 2 \t 583 \t 1 \t -4\n", + "3 \t 2592 \t 583 \t 4 \t 260 \t -1 \t 5\n", + "4 \t 583 \t 260 \t 2 \t 63 \t 3 \t -14\n", + "5 \t 260 \t 63 \t 4 \t 8 \t -13 \t 61\n", + "6 \t 63 \t 8 \t 7 \t 7 \t 29 \t -136\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -129 \t 605\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 932 \t -4371\n", + "\t\t\t\t\t -1061 \t 4976\n", + "GCD(39203, 8359) = 1, with coefficients -1061 and 4976 such that 1 = (-1061)*39203 + (4976)*8359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8360 \t 4 \t 5763 \t 1 \t 0\n", + "1 \t 8360 \t 5763 \t 1 \t 2597 \t 0 \t 1\n", + "2 \t 5763 \t 2597 \t 2 \t 569 \t 1 \t -4\n", + "3 \t 2597 \t 569 \t 4 \t 321 \t -1 \t 5\n", + "4 \t 569 \t 321 \t 1 \t 248 \t 3 \t -14\n", + "5 \t 321 \t 248 \t 1 \t 73 \t -13 \t 61\n", + "6 \t 248 \t 73 \t 3 \t 29 \t 16 \t -75\n", + "7 \t 73 \t 29 \t 2 \t 15 \t -29 \t 136\n", + "8 \t 29 \t 15 \t 1 \t 14 \t 103 \t -483\n", + "9 \t 15 \t 14 \t 1 \t 1 \t -235 \t 1102\n", + "10 \t 14 \t 1 \t 14 \t 0 \t 338 \t -1585\n", + "\t\t\t\t\t -573 \t 2687\n", + "GCD(39203, 8360) = 1, with coefficients -573 and 2687 such that 1 = (-573)*39203 + (2687)*8360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8361 \t 4 \t 5759 \t 1 \t 0\n", + "1 \t 8361 \t 5759 \t 1 \t 2602 \t 0 \t 1\n", + "2 \t 5759 \t 2602 \t 2 \t 555 \t 1 \t -4\n", + "3 \t 2602 \t 555 \t 4 \t 382 \t -1 \t 5\n", + "4 \t 555 \t 382 \t 1 \t 173 \t 3 \t -14\n", + "5 \t 382 \t 173 \t 2 \t 36 \t -13 \t 61\n", + "6 \t 173 \t 36 \t 4 \t 29 \t 16 \t -75\n", + "7 \t 36 \t 29 \t 1 \t 7 \t -45 \t 211\n", + "8 \t 29 \t 7 \t 4 \t 1 \t 196 \t -919\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -241 \t 1130\n", + "\t\t\t\t\t 1160 \t -5439\n", + "GCD(39203, 8361) = 1, with coefficients 1160 and -5439 such that 1 = (1160)*39203 + (-5439)*8361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8362 \t 4 \t 5755 \t 1 \t 0\n", + "1 \t 8362 \t 5755 \t 1 \t 2607 \t 0 \t 1\n", + "2 \t 5755 \t 2607 \t 2 \t 541 \t 1 \t -4\n", + "3 \t 2607 \t 541 \t 4 \t 443 \t -1 \t 5\n", + "4 \t 541 \t 443 \t 1 \t 98 \t 3 \t -14\n", + "5 \t 443 \t 98 \t 4 \t 51 \t -13 \t 61\n", + "6 \t 98 \t 51 \t 1 \t 47 \t 16 \t -75\n", + "7 \t 51 \t 47 \t 1 \t 4 \t -77 \t 361\n", + "8 \t 47 \t 4 \t 11 \t 3 \t 93 \t -436\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -170 \t 797\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1963 \t -9203\n", + "\t\t\t\t\t -2133 \t 10000\n", + "GCD(39203, 8362) = 1, with coefficients -2133 and 10000 such that 1 = (-2133)*39203 + (10000)*8362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8363 \t 4 \t 5751 \t 1 \t 0\n", + "1 \t 8363 \t 5751 \t 1 \t 2612 \t 0 \t 1\n", + "2 \t 5751 \t 2612 \t 2 \t 527 \t 1 \t -4\n", + "3 \t 2612 \t 527 \t 4 \t 504 \t -1 \t 5\n", + "4 \t 527 \t 504 \t 1 \t 23 \t 3 \t -14\n", + "5 \t 504 \t 23 \t 21 \t 21 \t -13 \t 61\n", + "6 \t 23 \t 21 \t 1 \t 2 \t 16 \t -75\n", + "7 \t 21 \t 2 \t 10 \t 1 \t -349 \t 1636\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 365 \t -1711\n", + "\t\t\t\t\t -3999 \t 18746\n", + "GCD(39203, 8363) = 1, with coefficients -3999 and 18746 such that 1 = (-3999)*39203 + (18746)*8363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8364 \t 4 \t 5747 \t 1 \t 0\n", + "1 \t 8364 \t 5747 \t 1 \t 2617 \t 0 \t 1\n", + "2 \t 5747 \t 2617 \t 2 \t 513 \t 1 \t -4\n", + "3 \t 2617 \t 513 \t 5 \t 52 \t -1 \t 5\n", + "4 \t 513 \t 52 \t 9 \t 45 \t 3 \t -14\n", + "5 \t 52 \t 45 \t 1 \t 7 \t -16 \t 75\n", + "6 \t 45 \t 7 \t 6 \t 3 \t 147 \t -689\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -163 \t 764\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1125 \t -5273\n", + "\t\t\t\t\t -2413 \t 11310\n", + "GCD(39203, 8364) = 1, with coefficients -2413 and 11310 such that 1 = (-2413)*39203 + (11310)*8364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8365 \t 4 \t 5743 \t 1 \t 0\n", + "1 \t 8365 \t 5743 \t 1 \t 2622 \t 0 \t 1\n", + "2 \t 5743 \t 2622 \t 2 \t 499 \t 1 \t -4\n", + "3 \t 2622 \t 499 \t 5 \t 127 \t -1 \t 5\n", + "4 \t 499 \t 127 \t 3 \t 118 \t 3 \t -14\n", + "5 \t 127 \t 118 \t 1 \t 9 \t -16 \t 75\n", + "6 \t 118 \t 9 \t 13 \t 1 \t 51 \t -239\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -67 \t 314\n", + "\t\t\t\t\t 922 \t -4321\n", + "GCD(39203, 8365) = 1, with coefficients 922 and -4321 such that 1 = (922)*39203 + (-4321)*8365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8366 \t 4 \t 5739 \t 1 \t 0\n", + "1 \t 8366 \t 5739 \t 1 \t 2627 \t 0 \t 1\n", + "2 \t 5739 \t 2627 \t 2 \t 485 \t 1 \t -4\n", + "3 \t 2627 \t 485 \t 5 \t 202 \t -1 \t 5\n", + "4 \t 485 \t 202 \t 2 \t 81 \t 3 \t -14\n", + "5 \t 202 \t 81 \t 2 \t 40 \t -16 \t 75\n", + "6 \t 81 \t 40 \t 2 \t 1 \t 35 \t -164\n", + "7 \t 40 \t 1 \t 40 \t 0 \t -86 \t 403\n", + "\t\t\t\t\t 207 \t -970\n", + "GCD(39203, 8366) = 1, with coefficients 207 and -970 such that 1 = (207)*39203 + (-970)*8366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8367 \t 4 \t 5735 \t 1 \t 0\n", + "1 \t 8367 \t 5735 \t 1 \t 2632 \t 0 \t 1\n", + "2 \t 5735 \t 2632 \t 2 \t 471 \t 1 \t -4\n", + "3 \t 2632 \t 471 \t 5 \t 277 \t -1 \t 5\n", + "4 \t 471 \t 277 \t 1 \t 194 \t 3 \t -14\n", + "5 \t 277 \t 194 \t 1 \t 83 \t -16 \t 75\n", + "6 \t 194 \t 83 \t 2 \t 28 \t 19 \t -89\n", + "7 \t 83 \t 28 \t 2 \t 27 \t -35 \t 164\n", + "8 \t 28 \t 27 \t 1 \t 1 \t 89 \t -417\n", + "9 \t 27 \t 1 \t 27 \t 0 \t -213 \t 998\n", + "\t\t\t\t\t 302 \t -1415\n", + "GCD(39203, 8367) = 1, with coefficients 302 and -1415 such that 1 = (302)*39203 + (-1415)*8367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8368 \t 4 \t 5731 \t 1 \t 0\n", + "1 \t 8368 \t 5731 \t 1 \t 2637 \t 0 \t 1\n", + "2 \t 5731 \t 2637 \t 2 \t 457 \t 1 \t -4\n", + "3 \t 2637 \t 457 \t 5 \t 352 \t -1 \t 5\n", + "4 \t 457 \t 352 \t 1 \t 105 \t 3 \t -14\n", + "5 \t 352 \t 105 \t 3 \t 37 \t -16 \t 75\n", + "6 \t 105 \t 37 \t 2 \t 31 \t 19 \t -89\n", + "7 \t 37 \t 31 \t 1 \t 6 \t -73 \t 342\n", + "8 \t 31 \t 6 \t 5 \t 1 \t 165 \t -773\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -238 \t 1115\n", + "\t\t\t\t\t 1355 \t -6348\n", + "GCD(39203, 8368) = 1, with coefficients 1355 and -6348 such that 1 = (1355)*39203 + (-6348)*8368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8369 \t 4 \t 5727 \t 1 \t 0\n", + "1 \t 8369 \t 5727 \t 1 \t 2642 \t 0 \t 1\n", + "2 \t 5727 \t 2642 \t 2 \t 443 \t 1 \t -4\n", + "3 \t 2642 \t 443 \t 5 \t 427 \t -1 \t 5\n", + "4 \t 443 \t 427 \t 1 \t 16 \t 3 \t -14\n", + "5 \t 427 \t 16 \t 26 \t 11 \t -16 \t 75\n", + "6 \t 16 \t 11 \t 1 \t 5 \t 19 \t -89\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -510 \t 2389\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 529 \t -2478\n", + "\t\t\t\t\t -1568 \t 7345\n", + "GCD(39203, 8369) = 1, with coefficients -1568 and 7345 such that 1 = (-1568)*39203 + (7345)*8369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8370 \t 4 \t 5723 \t 1 \t 0\n", + "1 \t 8370 \t 5723 \t 1 \t 2647 \t 0 \t 1\n", + "2 \t 5723 \t 2647 \t 2 \t 429 \t 1 \t -4\n", + "3 \t 2647 \t 429 \t 6 \t 73 \t -1 \t 5\n", + "4 \t 429 \t 73 \t 5 \t 64 \t 3 \t -14\n", + "5 \t 73 \t 64 \t 1 \t 9 \t -19 \t 89\n", + "6 \t 64 \t 9 \t 7 \t 1 \t 98 \t -459\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -117 \t 548\n", + "\t\t\t\t\t 917 \t -4295\n", + "GCD(39203, 8370) = 1, with coefficients 917 and -4295 such that 1 = (917)*39203 + (-4295)*8370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8371 \t 4 \t 5719 \t 1 \t 0\n", + "1 \t 8371 \t 5719 \t 1 \t 2652 \t 0 \t 1\n", + "2 \t 5719 \t 2652 \t 2 \t 415 \t 1 \t -4\n", + "3 \t 2652 \t 415 \t 6 \t 162 \t -1 \t 5\n", + "4 \t 415 \t 162 \t 2 \t 91 \t 3 \t -14\n", + "5 \t 162 \t 91 \t 1 \t 71 \t -19 \t 89\n", + "6 \t 91 \t 71 \t 1 \t 20 \t 41 \t -192\n", + "7 \t 71 \t 20 \t 3 \t 11 \t -60 \t 281\n", + "8 \t 20 \t 11 \t 1 \t 9 \t 101 \t -473\n", + "9 \t 11 \t 9 \t 1 \t 2 \t -363 \t 1700\n", + "10 \t 9 \t 2 \t 4 \t 1 \t 464 \t -2173\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -827 \t 3873\n", + "\t\t\t\t\t 3772 \t -17665\n", + "GCD(39203, 8371) = 1, with coefficients 3772 and -17665 such that 1 = (3772)*39203 + (-17665)*8371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8372 \t 4 \t 5715 \t 1 \t 0\n", + "1 \t 8372 \t 5715 \t 1 \t 2657 \t 0 \t 1\n", + "2 \t 5715 \t 2657 \t 2 \t 401 \t 1 \t -4\n", + "3 \t 2657 \t 401 \t 6 \t 251 \t -1 \t 5\n", + "4 \t 401 \t 251 \t 1 \t 150 \t 3 \t -14\n", + "5 \t 251 \t 150 \t 1 \t 101 \t -19 \t 89\n", + "6 \t 150 \t 101 \t 1 \t 49 \t 22 \t -103\n", + "7 \t 101 \t 49 \t 2 \t 3 \t -41 \t 192\n", + "8 \t 49 \t 3 \t 16 \t 1 \t 63 \t -295\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -167 \t 782\n", + "\t\t\t\t\t 2735 \t -12807\n", + "GCD(39203, 8372) = 1, with coefficients 2735 and -12807 such that 1 = (2735)*39203 + (-12807)*8372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8373 \t 4 \t 5711 \t 1 \t 0\n", + "1 \t 8373 \t 5711 \t 1 \t 2662 \t 0 \t 1\n", + "2 \t 5711 \t 2662 \t 2 \t 387 \t 1 \t -4\n", + "3 \t 2662 \t 387 \t 6 \t 340 \t -1 \t 5\n", + "4 \t 387 \t 340 \t 1 \t 47 \t 3 \t -14\n", + "5 \t 340 \t 47 \t 7 \t 11 \t -19 \t 89\n", + "6 \t 47 \t 11 \t 4 \t 3 \t 22 \t -103\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -173 \t 810\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 714 \t -3343\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2315 \t 10839\n", + "\t\t\t\t\t 3029 \t -14182\n", + "GCD(39203, 8373) = 1, with coefficients 3029 and -14182 such that 1 = (3029)*39203 + (-14182)*8373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8374 \t 4 \t 5707 \t 1 \t 0\n", + "1 \t 8374 \t 5707 \t 1 \t 2667 \t 0 \t 1\n", + "2 \t 5707 \t 2667 \t 2 \t 373 \t 1 \t -4\n", + "3 \t 2667 \t 373 \t 7 \t 56 \t -1 \t 5\n", + "4 \t 373 \t 56 \t 6 \t 37 \t 3 \t -14\n", + "5 \t 56 \t 37 \t 1 \t 19 \t -22 \t 103\n", + "6 \t 37 \t 19 \t 1 \t 18 \t 135 \t -632\n", + "7 \t 19 \t 18 \t 1 \t 1 \t -157 \t 735\n", + "8 \t 18 \t 1 \t 18 \t 0 \t 292 \t -1367\n", + "\t\t\t\t\t -449 \t 2102\n", + "GCD(39203, 8374) = 1, with coefficients -449 and 2102 such that 1 = (-449)*39203 + (2102)*8374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8375 \t 4 \t 5703 \t 1 \t 0\n", + "1 \t 8375 \t 5703 \t 1 \t 2672 \t 0 \t 1\n", + "2 \t 5703 \t 2672 \t 2 \t 359 \t 1 \t -4\n", + "3 \t 2672 \t 359 \t 7 \t 159 \t -1 \t 5\n", + "4 \t 359 \t 159 \t 2 \t 41 \t 3 \t -14\n", + "5 \t 159 \t 41 \t 3 \t 36 \t -22 \t 103\n", + "6 \t 41 \t 36 \t 1 \t 5 \t 47 \t -220\n", + "7 \t 36 \t 5 \t 7 \t 1 \t -163 \t 763\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 210 \t -983\n", + "\t\t\t\t\t -1633 \t 7644\n", + "GCD(39203, 8375) = 1, with coefficients -1633 and 7644 such that 1 = (-1633)*39203 + (7644)*8375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8376 \t 4 \t 5699 \t 1 \t 0\n", + "1 \t 8376 \t 5699 \t 1 \t 2677 \t 0 \t 1\n", + "2 \t 5699 \t 2677 \t 2 \t 345 \t 1 \t -4\n", + "3 \t 2677 \t 345 \t 7 \t 262 \t -1 \t 5\n", + "4 \t 345 \t 262 \t 1 \t 83 \t 3 \t -14\n", + "5 \t 262 \t 83 \t 3 \t 13 \t -22 \t 103\n", + "6 \t 83 \t 13 \t 6 \t 5 \t 25 \t -117\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -97 \t 454\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 607 \t -2841\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1311 \t 6136\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1918 \t -8977\n", + "\t\t\t\t\t -3229 \t 15113\n", + "GCD(39203, 8376) = 1, with coefficients -3229 and 15113 such that 1 = (-3229)*39203 + (15113)*8376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8377 \t 4 \t 5695 \t 1 \t 0\n", + "1 \t 8377 \t 5695 \t 1 \t 2682 \t 0 \t 1\n", + "2 \t 5695 \t 2682 \t 2 \t 331 \t 1 \t -4\n", + "3 \t 2682 \t 331 \t 8 \t 34 \t -1 \t 5\n", + "4 \t 331 \t 34 \t 9 \t 25 \t 3 \t -14\n", + "5 \t 34 \t 25 \t 1 \t 9 \t -25 \t 117\n", + "6 \t 25 \t 9 \t 2 \t 7 \t 228 \t -1067\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -253 \t 1184\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 734 \t -3435\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -987 \t 4619\n", + "\t\t\t\t\t 3695 \t -17292\n", + "GCD(39203, 8377) = 1, with coefficients 3695 and -17292 such that 1 = (3695)*39203 + (-17292)*8377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8378 \t 4 \t 5691 \t 1 \t 0\n", + "1 \t 8378 \t 5691 \t 1 \t 2687 \t 0 \t 1\n", + "2 \t 5691 \t 2687 \t 2 \t 317 \t 1 \t -4\n", + "3 \t 2687 \t 317 \t 8 \t 151 \t -1 \t 5\n", + "4 \t 317 \t 151 \t 2 \t 15 \t 3 \t -14\n", + "5 \t 151 \t 15 \t 10 \t 1 \t -25 \t 117\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 53 \t -248\n", + "\t\t\t\t\t -555 \t 2597\n", + "GCD(39203, 8378) = 1, with coefficients -555 and 2597 such that 1 = (-555)*39203 + (2597)*8378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8379 \t 4 \t 5687 \t 1 \t 0\n", + "1 \t 8379 \t 5687 \t 1 \t 2692 \t 0 \t 1\n", + "2 \t 5687 \t 2692 \t 2 \t 303 \t 1 \t -4\n", + "3 \t 2692 \t 303 \t 8 \t 268 \t -1 \t 5\n", + "4 \t 303 \t 268 \t 1 \t 35 \t 3 \t -14\n", + "5 \t 268 \t 35 \t 7 \t 23 \t -25 \t 117\n", + "6 \t 35 \t 23 \t 1 \t 12 \t 28 \t -131\n", + "7 \t 23 \t 12 \t 1 \t 11 \t -221 \t 1034\n", + "8 \t 12 \t 11 \t 1 \t 1 \t 249 \t -1165\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -470 \t 2199\n", + "\t\t\t\t\t 719 \t -3364\n", + "GCD(39203, 8379) = 1, with coefficients 719 and -3364 such that 1 = (719)*39203 + (-3364)*8379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8380 \t 4 \t 5683 \t 1 \t 0\n", + "1 \t 8380 \t 5683 \t 1 \t 2697 \t 0 \t 1\n", + "2 \t 5683 \t 2697 \t 2 \t 289 \t 1 \t -4\n", + "3 \t 2697 \t 289 \t 9 \t 96 \t -1 \t 5\n", + "4 \t 289 \t 96 \t 3 \t 1 \t 3 \t -14\n", + "5 \t 96 \t 1 \t 96 \t 0 \t -28 \t 131\n", + "\t\t\t\t\t 87 \t -407\n", + "GCD(39203, 8380) = 1, with coefficients 87 and -407 such that 1 = (87)*39203 + (-407)*8380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8381 \t 4 \t 5679 \t 1 \t 0\n", + "1 \t 8381 \t 5679 \t 1 \t 2702 \t 0 \t 1\n", + "2 \t 5679 \t 2702 \t 2 \t 275 \t 1 \t -4\n", + "3 \t 2702 \t 275 \t 9 \t 227 \t -1 \t 5\n", + "4 \t 275 \t 227 \t 1 \t 48 \t 3 \t -14\n", + "5 \t 227 \t 48 \t 4 \t 35 \t -28 \t 131\n", + "6 \t 48 \t 35 \t 1 \t 13 \t 31 \t -145\n", + "7 \t 35 \t 13 \t 2 \t 9 \t -152 \t 711\n", + "8 \t 13 \t 9 \t 1 \t 4 \t 183 \t -856\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -518 \t 2423\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 701 \t -3279\n", + "\t\t\t\t\t -1920 \t 8981\n", + "GCD(39203, 8381) = 1, with coefficients -1920 and 8981 such that 1 = (-1920)*39203 + (8981)*8381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8382 \t 4 \t 5675 \t 1 \t 0\n", + "1 \t 8382 \t 5675 \t 1 \t 2707 \t 0 \t 1\n", + "2 \t 5675 \t 2707 \t 2 \t 261 \t 1 \t -4\n", + "3 \t 2707 \t 261 \t 10 \t 97 \t -1 \t 5\n", + "4 \t 261 \t 97 \t 2 \t 67 \t 3 \t -14\n", + "5 \t 97 \t 67 \t 1 \t 30 \t -31 \t 145\n", + "6 \t 67 \t 30 \t 2 \t 7 \t 65 \t -304\n", + "7 \t 30 \t 7 \t 4 \t 2 \t -96 \t 449\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 257 \t -1202\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1124 \t 5257\n", + "\t\t\t\t\t 3629 \t -16973\n", + "GCD(39203, 8382) = 1, with coefficients 3629 and -16973 such that 1 = (3629)*39203 + (-16973)*8382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8383 \t 4 \t 5671 \t 1 \t 0\n", + "1 \t 8383 \t 5671 \t 1 \t 2712 \t 0 \t 1\n", + "2 \t 5671 \t 2712 \t 2 \t 247 \t 1 \t -4\n", + "3 \t 2712 \t 247 \t 10 \t 242 \t -1 \t 5\n", + "4 \t 247 \t 242 \t 1 \t 5 \t 3 \t -14\n", + "5 \t 242 \t 5 \t 48 \t 2 \t -31 \t 145\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 34 \t -159\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1663 \t 7777\n", + "\t\t\t\t\t 3360 \t -15713\n", + "GCD(39203, 8383) = 1, with coefficients 3360 and -15713 such that 1 = (3360)*39203 + (-15713)*8383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8384 \t 4 \t 5667 \t 1 \t 0\n", + "1 \t 8384 \t 5667 \t 1 \t 2717 \t 0 \t 1\n", + "2 \t 5667 \t 2717 \t 2 \t 233 \t 1 \t -4\n", + "3 \t 2717 \t 233 \t 11 \t 154 \t -1 \t 5\n", + "4 \t 233 \t 154 \t 1 \t 79 \t 3 \t -14\n", + "5 \t 154 \t 79 \t 1 \t 75 \t -34 \t 159\n", + "6 \t 79 \t 75 \t 1 \t 4 \t 37 \t -173\n", + "7 \t 75 \t 4 \t 18 \t 3 \t -71 \t 332\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 108 \t -505\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -2015 \t 9422\n", + "\t\t\t\t\t 2123 \t -9927\n", + "GCD(39203, 8384) = 1, with coefficients 2123 and -9927 such that 1 = (2123)*39203 + (-9927)*8384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8385 \t 4 \t 5663 \t 1 \t 0\n", + "1 \t 8385 \t 5663 \t 1 \t 2722 \t 0 \t 1\n", + "2 \t 5663 \t 2722 \t 2 \t 219 \t 1 \t -4\n", + "3 \t 2722 \t 219 \t 12 \t 94 \t -1 \t 5\n", + "4 \t 219 \t 94 \t 2 \t 31 \t 3 \t -14\n", + "5 \t 94 \t 31 \t 3 \t 1 \t -37 \t 173\n", + "6 \t 31 \t 1 \t 31 \t 0 \t 77 \t -360\n", + "\t\t\t\t\t -268 \t 1253\n", + "GCD(39203, 8385) = 1, with coefficients -268 and 1253 such that 1 = (-268)*39203 + (1253)*8385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8386 \t 4 \t 5659 \t 1 \t 0\n", + "1 \t 8386 \t 5659 \t 1 \t 2727 \t 0 \t 1\n", + "2 \t 5659 \t 2727 \t 2 \t 205 \t 1 \t -4\n", + "3 \t 2727 \t 205 \t 13 \t 62 \t -1 \t 5\n", + "4 \t 205 \t 62 \t 3 \t 19 \t 3 \t -14\n", + "5 \t 62 \t 19 \t 3 \t 5 \t -40 \t 187\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 123 \t -575\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -409 \t 1912\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1350 \t -6311\n", + "\t\t\t\t\t -1759 \t 8223\n", + "GCD(39203, 8386) = 1, with coefficients -1759 and 8223 such that 1 = (-1759)*39203 + (8223)*8386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8387 \t 4 \t 5655 \t 1 \t 0\n", + "1 \t 8387 \t 5655 \t 1 \t 2732 \t 0 \t 1\n", + "2 \t 5655 \t 2732 \t 2 \t 191 \t 1 \t -4\n", + "3 \t 2732 \t 191 \t 14 \t 58 \t -1 \t 5\n", + "4 \t 191 \t 58 \t 3 \t 17 \t 3 \t -14\n", + "5 \t 58 \t 17 \t 3 \t 7 \t -43 \t 201\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 132 \t -617\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -439 \t 2052\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1010 \t -4721\n", + "\t\t\t\t\t -2459 \t 11494\n", + "GCD(39203, 8387) = 1, with coefficients -2459 and 11494 such that 1 = (-2459)*39203 + (11494)*8387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8388 \t 4 \t 5651 \t 1 \t 0\n", + "1 \t 8388 \t 5651 \t 1 \t 2737 \t 0 \t 1\n", + "2 \t 5651 \t 2737 \t 2 \t 177 \t 1 \t -4\n", + "3 \t 2737 \t 177 \t 15 \t 82 \t -1 \t 5\n", + "4 \t 177 \t 82 \t 2 \t 13 \t 3 \t -14\n", + "5 \t 82 \t 13 \t 6 \t 4 \t -46 \t 215\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 95 \t -444\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -616 \t 2879\n", + "\t\t\t\t\t 1943 \t -9081\n", + "GCD(39203, 8388) = 1, with coefficients 1943 and -9081 such that 1 = (1943)*39203 + (-9081)*8388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8389 \t 4 \t 5647 \t 1 \t 0\n", + "1 \t 8389 \t 5647 \t 1 \t 2742 \t 0 \t 1\n", + "2 \t 5647 \t 2742 \t 2 \t 163 \t 1 \t -4\n", + "3 \t 2742 \t 163 \t 16 \t 134 \t -1 \t 5\n", + "4 \t 163 \t 134 \t 1 \t 29 \t 3 \t -14\n", + "5 \t 134 \t 29 \t 4 \t 18 \t -49 \t 229\n", + "6 \t 29 \t 18 \t 1 \t 11 \t 52 \t -243\n", + "7 \t 18 \t 11 \t 1 \t 7 \t -257 \t 1201\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 309 \t -1444\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -566 \t 2645\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 875 \t -4089\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1441 \t 6734\n", + "\t\t\t\t\t 2316 \t -10823\n", + "GCD(39203, 8389) = 1, with coefficients 2316 and -10823 such that 1 = (2316)*39203 + (-10823)*8389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8390 \t 4 \t 5643 \t 1 \t 0\n", + "1 \t 8390 \t 5643 \t 1 \t 2747 \t 0 \t 1\n", + "2 \t 5643 \t 2747 \t 2 \t 149 \t 1 \t -4\n", + "3 \t 2747 \t 149 \t 18 \t 65 \t -1 \t 5\n", + "4 \t 149 \t 65 \t 2 \t 19 \t 3 \t -14\n", + "5 \t 65 \t 19 \t 3 \t 8 \t -55 \t 257\n", + "6 \t 19 \t 8 \t 2 \t 3 \t 113 \t -528\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -394 \t 1841\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 901 \t -4210\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2196 \t 10261\n", + "\t\t\t\t\t 3097 \t -14471\n", + "GCD(39203, 8390) = 1, with coefficients 3097 and -14471 such that 1 = (3097)*39203 + (-14471)*8390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8391 \t 4 \t 5639 \t 1 \t 0\n", + "1 \t 8391 \t 5639 \t 1 \t 2752 \t 0 \t 1\n", + "2 \t 5639 \t 2752 \t 2 \t 135 \t 1 \t -4\n", + "3 \t 2752 \t 135 \t 20 \t 52 \t -1 \t 5\n", + "4 \t 135 \t 52 \t 2 \t 31 \t 3 \t -14\n", + "5 \t 52 \t 31 \t 1 \t 21 \t -61 \t 285\n", + "6 \t 31 \t 21 \t 1 \t 10 \t 125 \t -584\n", + "7 \t 21 \t 10 \t 2 \t 1 \t -186 \t 869\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 311 \t -1453\n", + "\t\t\t\t\t -808 \t 3775\n", + "GCD(39203, 8391) = 1, with coefficients -808 and 3775 such that 1 = (-808)*39203 + (3775)*8391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8392 \t 4 \t 5635 \t 1 \t 0\n", + "1 \t 8392 \t 5635 \t 1 \t 2757 \t 0 \t 1\n", + "2 \t 5635 \t 2757 \t 2 \t 121 \t 1 \t -4\n", + "3 \t 2757 \t 121 \t 22 \t 95 \t -1 \t 5\n", + "4 \t 121 \t 95 \t 1 \t 26 \t 3 \t -14\n", + "5 \t 95 \t 26 \t 3 \t 17 \t -67 \t 313\n", + "6 \t 26 \t 17 \t 1 \t 9 \t 70 \t -327\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -277 \t 1294\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 347 \t -1621\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -624 \t 2915\n", + "\t\t\t\t\t 971 \t -4536\n", + "GCD(39203, 8392) = 1, with coefficients 971 and -4536 such that 1 = (971)*39203 + (-4536)*8392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8393 \t 4 \t 5631 \t 1 \t 0\n", + "1 \t 8393 \t 5631 \t 1 \t 2762 \t 0 \t 1\n", + "2 \t 5631 \t 2762 \t 2 \t 107 \t 1 \t -4\n", + "3 \t 2762 \t 107 \t 25 \t 87 \t -1 \t 5\n", + "4 \t 107 \t 87 \t 1 \t 20 \t 3 \t -14\n", + "5 \t 87 \t 20 \t 4 \t 7 \t -76 \t 355\n", + "6 \t 20 \t 7 \t 2 \t 6 \t 79 \t -369\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -392 \t 1831\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 863 \t -4031\n", + "\t\t\t\t\t -1255 \t 5862\n", + "GCD(39203, 8393) = 1, with coefficients -1255 and 5862 such that 1 = (-1255)*39203 + (5862)*8393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8394 \t 4 \t 5627 \t 1 \t 0\n", + "1 \t 8394 \t 5627 \t 1 \t 2767 \t 0 \t 1\n", + "2 \t 5627 \t 2767 \t 2 \t 93 \t 1 \t -4\n", + "3 \t 2767 \t 93 \t 29 \t 70 \t -1 \t 5\n", + "4 \t 93 \t 70 \t 1 \t 23 \t 3 \t -14\n", + "5 \t 70 \t 23 \t 3 \t 1 \t -88 \t 411\n", + "6 \t 23 \t 1 \t 23 \t 0 \t 91 \t -425\n", + "\t\t\t\t\t -361 \t 1686\n", + "GCD(39203, 8394) = 1, with coefficients -361 and 1686 such that 1 = (-361)*39203 + (1686)*8394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8395 \t 4 \t 5623 \t 1 \t 0\n", + "1 \t 8395 \t 5623 \t 1 \t 2772 \t 0 \t 1\n", + "2 \t 5623 \t 2772 \t 2 \t 79 \t 1 \t -4\n", + "3 \t 2772 \t 79 \t 35 \t 7 \t -1 \t 5\n", + "4 \t 79 \t 7 \t 11 \t 2 \t 3 \t -14\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -106 \t 495\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1169 \t -5459\n", + "\t\t\t\t\t -3613 \t 16872\n", + "GCD(39203, 8395) = 1, with coefficients -3613 and 16872 such that 1 = (-3613)*39203 + (16872)*8395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8396 \t 4 \t 5619 \t 1 \t 0\n", + "1 \t 8396 \t 5619 \t 1 \t 2777 \t 0 \t 1\n", + "2 \t 5619 \t 2777 \t 2 \t 65 \t 1 \t -4\n", + "3 \t 2777 \t 65 \t 42 \t 47 \t -1 \t 5\n", + "4 \t 65 \t 47 \t 1 \t 18 \t 3 \t -14\n", + "5 \t 47 \t 18 \t 2 \t 11 \t -127 \t 593\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 130 \t -607\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -387 \t 1807\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 517 \t -2414\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -904 \t 4221\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1421 \t -6635\n", + "\t\t\t\t\t -2325 \t 10856\n", + "GCD(39203, 8396) = 1, with coefficients -2325 and 10856 such that 1 = (-2325)*39203 + (10856)*8396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8397 \t 4 \t 5615 \t 1 \t 0\n", + "1 \t 8397 \t 5615 \t 1 \t 2782 \t 0 \t 1\n", + "2 \t 5615 \t 2782 \t 2 \t 51 \t 1 \t -4\n", + "3 \t 2782 \t 51 \t 54 \t 28 \t -1 \t 5\n", + "4 \t 51 \t 28 \t 1 \t 23 \t 3 \t -14\n", + "5 \t 28 \t 23 \t 1 \t 5 \t -163 \t 761\n", + "6 \t 23 \t 5 \t 4 \t 3 \t 166 \t -775\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -329 \t 1536\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1482 \t -6919\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1811 \t 8455\n", + "\t\t\t\t\t 3293 \t -15374\n", + "GCD(39203, 8397) = 1, with coefficients 3293 and -15374 such that 1 = (3293)*39203 + (-15374)*8397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8398 \t 4 \t 5611 \t 1 \t 0\n", + "1 \t 8398 \t 5611 \t 1 \t 2787 \t 0 \t 1\n", + "2 \t 5611 \t 2787 \t 2 \t 37 \t 1 \t -4\n", + "3 \t 2787 \t 37 \t 75 \t 12 \t -1 \t 5\n", + "4 \t 37 \t 12 \t 3 \t 1 \t 3 \t -14\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -226 \t 1055\n", + "\t\t\t\t\t 681 \t -3179\n", + "GCD(39203, 8398) = 1, with coefficients 681 and -3179 such that 1 = (681)*39203 + (-3179)*8398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8399 \t 4 \t 5607 \t 1 \t 0\n", + "1 \t 8399 \t 5607 \t 1 \t 2792 \t 0 \t 1\n", + "2 \t 5607 \t 2792 \t 2 \t 23 \t 1 \t -4\n", + "3 \t 2792 \t 23 \t 121 \t 9 \t -1 \t 5\n", + "4 \t 23 \t 9 \t 2 \t 5 \t 3 \t -14\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -364 \t 1699\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 731 \t -3412\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1095 \t 5111\n", + "\t\t\t\t\t 1826 \t -8523\n", + "GCD(39203, 8399) = 1, with coefficients 1826 and -8523 such that 1 = (1826)*39203 + (-8523)*8399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8400 \t 4 \t 5603 \t 1 \t 0\n", + "1 \t 8400 \t 5603 \t 1 \t 2797 \t 0 \t 1\n", + "2 \t 5603 \t 2797 \t 2 \t 9 \t 1 \t -4\n", + "3 \t 2797 \t 9 \t 310 \t 7 \t -1 \t 5\n", + "4 \t 9 \t 7 \t 1 \t 2 \t 3 \t -14\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -931 \t 4345\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 934 \t -4359\n", + "\t\t\t\t\t -3733 \t 17422\n", + "GCD(39203, 8400) = 1, with coefficients -3733 and 17422 such that 1 = (-3733)*39203 + (17422)*8400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8401 \t 4 \t 5599 \t 1 \t 0\n", + "1 \t 8401 \t 5599 \t 1 \t 2802 \t 0 \t 1\n", + "2 \t 5599 \t 2802 \t 1 \t 2797 \t 1 \t -4\n", + "3 \t 2802 \t 2797 \t 1 \t 5 \t -1 \t 5\n", + "4 \t 2797 \t 5 \t 559 \t 2 \t 2 \t -9\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -3 \t 14\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1679 \t -7835\n", + "\t\t\t\t\t -3361 \t 15684\n", + "GCD(39203, 8401) = 1, with coefficients -3361 and 15684 such that 1 = (-3361)*39203 + (15684)*8401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8402 \t 4 \t 5595 \t 1 \t 0\n", + "1 \t 8402 \t 5595 \t 1 \t 2807 \t 0 \t 1\n", + "2 \t 5595 \t 2807 \t 1 \t 2788 \t 1 \t -4\n", + "3 \t 2807 \t 2788 \t 1 \t 19 \t -1 \t 5\n", + "4 \t 2788 \t 19 \t 146 \t 14 \t 2 \t -9\n", + "5 \t 19 \t 14 \t 1 \t 5 \t -3 \t 14\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 440 \t -2053\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -443 \t 2067\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1326 \t -6187\n", + "\t\t\t\t\t -1769 \t 8254\n", + "GCD(39203, 8402) = 1, with coefficients -1769 and 8254 such that 1 = (-1769)*39203 + (8254)*8402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8403 \t 4 \t 5591 \t 1 \t 0\n", + "1 \t 8403 \t 5591 \t 1 \t 2812 \t 0 \t 1\n", + "2 \t 5591 \t 2812 \t 1 \t 2779 \t 1 \t -4\n", + "3 \t 2812 \t 2779 \t 1 \t 33 \t -1 \t 5\n", + "4 \t 2779 \t 33 \t 84 \t 7 \t 2 \t -9\n", + "5 \t 33 \t 7 \t 4 \t 5 \t -3 \t 14\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 254 \t -1185\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -1019 \t 4754\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1273 \t -5939\n", + "\t\t\t\t\t -3565 \t 16632\n", + "GCD(39203, 8403) = 1, with coefficients -3565 and 16632 such that 1 = (-3565)*39203 + (16632)*8403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8404 \t 4 \t 5587 \t 1 \t 0\n", + "1 \t 8404 \t 5587 \t 1 \t 2817 \t 0 \t 1\n", + "2 \t 5587 \t 2817 \t 1 \t 2770 \t 1 \t -4\n", + "3 \t 2817 \t 2770 \t 1 \t 47 \t -1 \t 5\n", + "4 \t 2770 \t 47 \t 58 \t 44 \t 2 \t -9\n", + "5 \t 47 \t 44 \t 1 \t 3 \t -3 \t 14\n", + "6 \t 44 \t 3 \t 14 \t 2 \t 176 \t -821\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -179 \t 835\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2682 \t -12511\n", + "\t\t\t\t\t -2861 \t 13346\n", + "GCD(39203, 8404) = 1, with coefficients -2861 and 13346 such that 1 = (-2861)*39203 + (13346)*8404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8405 \t 4 \t 5583 \t 1 \t 0\n", + "1 \t 8405 \t 5583 \t 1 \t 2822 \t 0 \t 1\n", + "2 \t 5583 \t 2822 \t 1 \t 2761 \t 1 \t -4\n", + "3 \t 2822 \t 2761 \t 1 \t 61 \t -1 \t 5\n", + "4 \t 2761 \t 61 \t 45 \t 16 \t 2 \t -9\n", + "5 \t 61 \t 16 \t 3 \t 13 \t -3 \t 14\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 137 \t -639\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -414 \t 1931\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 551 \t -2570\n", + "\t\t\t\t\t -2618 \t 12211\n", + "GCD(39203, 8405) = 1, with coefficients -2618 and 12211 such that 1 = (-2618)*39203 + (12211)*8405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8406 \t 4 \t 5579 \t 1 \t 0\n", + "1 \t 8406 \t 5579 \t 1 \t 2827 \t 0 \t 1\n", + "2 \t 5579 \t 2827 \t 1 \t 2752 \t 1 \t -4\n", + "3 \t 2827 \t 2752 \t 1 \t 75 \t -1 \t 5\n", + "4 \t 2752 \t 75 \t 36 \t 52 \t 2 \t -9\n", + "5 \t 75 \t 52 \t 1 \t 23 \t -3 \t 14\n", + "6 \t 52 \t 23 \t 2 \t 6 \t 110 \t -513\n", + "7 \t 23 \t 6 \t 3 \t 5 \t -113 \t 527\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 336 \t -1567\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1121 \t 5228\n", + "\t\t\t\t\t 1457 \t -6795\n", + "GCD(39203, 8406) = 1, with coefficients 1457 and -6795 such that 1 = (1457)*39203 + (-6795)*8406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8407 \t 4 \t 5575 \t 1 \t 0\n", + "1 \t 8407 \t 5575 \t 1 \t 2832 \t 0 \t 1\n", + "2 \t 5575 \t 2832 \t 1 \t 2743 \t 1 \t -4\n", + "3 \t 2832 \t 2743 \t 1 \t 89 \t -1 \t 5\n", + "4 \t 2743 \t 89 \t 30 \t 73 \t 2 \t -9\n", + "5 \t 89 \t 73 \t 1 \t 16 \t -3 \t 14\n", + "6 \t 73 \t 16 \t 4 \t 9 \t 92 \t -429\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -95 \t 443\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 472 \t -2201\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -567 \t 2644\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1039 \t -4845\n", + "\t\t\t\t\t -3684 \t 17179\n", + "GCD(39203, 8407) = 1, with coefficients -3684 and 17179 such that 1 = (-3684)*39203 + (17179)*8407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8408 \t 4 \t 5571 \t 1 \t 0\n", + "1 \t 8408 \t 5571 \t 1 \t 2837 \t 0 \t 1\n", + "2 \t 5571 \t 2837 \t 1 \t 2734 \t 1 \t -4\n", + "3 \t 2837 \t 2734 \t 1 \t 103 \t -1 \t 5\n", + "4 \t 2734 \t 103 \t 26 \t 56 \t 2 \t -9\n", + "5 \t 103 \t 56 \t 1 \t 47 \t -3 \t 14\n", + "6 \t 56 \t 47 \t 1 \t 9 \t 80 \t -373\n", + "7 \t 47 \t 9 \t 5 \t 2 \t -83 \t 387\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 163 \t -760\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -898 \t 4187\n", + "\t\t\t\t\t 3755 \t -17508\n", + "GCD(39203, 8408) = 1, with coefficients 3755 and -17508 such that 1 = (3755)*39203 + (-17508)*8408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8409 \t 4 \t 5567 \t 1 \t 0\n", + "1 \t 8409 \t 5567 \t 1 \t 2842 \t 0 \t 1\n", + "2 \t 5567 \t 2842 \t 1 \t 2725 \t 1 \t -4\n", + "3 \t 2842 \t 2725 \t 1 \t 117 \t -1 \t 5\n", + "4 \t 2725 \t 117 \t 23 \t 34 \t 2 \t -9\n", + "5 \t 117 \t 34 \t 3 \t 15 \t -3 \t 14\n", + "6 \t 34 \t 15 \t 2 \t 4 \t 71 \t -331\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -216 \t 1007\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 503 \t -2345\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1725 \t 8042\n", + "\t\t\t\t\t 2228 \t -10387\n", + "GCD(39203, 8409) = 1, with coefficients 2228 and -10387 such that 1 = (2228)*39203 + (-10387)*8409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8410 \t 4 \t 5563 \t 1 \t 0\n", + "1 \t 8410 \t 5563 \t 1 \t 2847 \t 0 \t 1\n", + "2 \t 5563 \t 2847 \t 1 \t 2716 \t 1 \t -4\n", + "3 \t 2847 \t 2716 \t 1 \t 131 \t -1 \t 5\n", + "4 \t 2716 \t 131 \t 20 \t 96 \t 2 \t -9\n", + "5 \t 131 \t 96 \t 1 \t 35 \t -3 \t 14\n", + "6 \t 96 \t 35 \t 2 \t 26 \t 62 \t -289\n", + "7 \t 35 \t 26 \t 1 \t 9 \t -65 \t 303\n", + "8 \t 26 \t 9 \t 2 \t 8 \t 192 \t -895\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -257 \t 1198\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 706 \t -3291\n", + "\t\t\t\t\t -963 \t 4489\n", + "GCD(39203, 8410) = 1, with coefficients -963 and 4489 such that 1 = (-963)*39203 + (4489)*8410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8411 \t 4 \t 5559 \t 1 \t 0\n", + "1 \t 8411 \t 5559 \t 1 \t 2852 \t 0 \t 1\n", + "2 \t 5559 \t 2852 \t 1 \t 2707 \t 1 \t -4\n", + "3 \t 2852 \t 2707 \t 1 \t 145 \t -1 \t 5\n", + "4 \t 2707 \t 145 \t 18 \t 97 \t 2 \t -9\n", + "5 \t 145 \t 97 \t 1 \t 48 \t -3 \t 14\n", + "6 \t 97 \t 48 \t 2 \t 1 \t 56 \t -261\n", + "7 \t 48 \t 1 \t 48 \t 0 \t -59 \t 275\n", + "\t\t\t\t\t 174 \t -811\n", + "GCD(39203, 8411) = 1, with coefficients 174 and -811 such that 1 = (174)*39203 + (-811)*8411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8412 \t 4 \t 5555 \t 1 \t 0\n", + "1 \t 8412 \t 5555 \t 1 \t 2857 \t 0 \t 1\n", + "2 \t 5555 \t 2857 \t 1 \t 2698 \t 1 \t -4\n", + "3 \t 2857 \t 2698 \t 1 \t 159 \t -1 \t 5\n", + "4 \t 2698 \t 159 \t 16 \t 154 \t 2 \t -9\n", + "5 \t 159 \t 154 \t 1 \t 5 \t -3 \t 14\n", + "6 \t 154 \t 5 \t 30 \t 4 \t 50 \t -233\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -53 \t 247\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1640 \t -7643\n", + "\t\t\t\t\t -1693 \t 7890\n", + "GCD(39203, 8412) = 1, with coefficients -1693 and 7890 such that 1 = (-1693)*39203 + (7890)*8412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8413 \t 4 \t 5551 \t 1 \t 0\n", + "1 \t 8413 \t 5551 \t 1 \t 2862 \t 0 \t 1\n", + "2 \t 5551 \t 2862 \t 1 \t 2689 \t 1 \t -4\n", + "3 \t 2862 \t 2689 \t 1 \t 173 \t -1 \t 5\n", + "4 \t 2689 \t 173 \t 15 \t 94 \t 2 \t -9\n", + "5 \t 173 \t 94 \t 1 \t 79 \t -3 \t 14\n", + "6 \t 94 \t 79 \t 1 \t 15 \t 47 \t -219\n", + "7 \t 79 \t 15 \t 5 \t 4 \t -50 \t 233\n", + "8 \t 15 \t 4 \t 3 \t 3 \t 97 \t -452\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -535 \t 2493\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1702 \t -7931\n", + "\t\t\t\t\t -2237 \t 10424\n", + "GCD(39203, 8413) = 1, with coefficients -2237 and 10424 such that 1 = (-2237)*39203 + (10424)*8413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8414 \t 4 \t 5547 \t 1 \t 0\n", + "1 \t 8414 \t 5547 \t 1 \t 2867 \t 0 \t 1\n", + "2 \t 5547 \t 2867 \t 1 \t 2680 \t 1 \t -4\n", + "3 \t 2867 \t 2680 \t 1 \t 187 \t -1 \t 5\n", + "4 \t 2680 \t 187 \t 14 \t 62 \t 2 \t -9\n", + "5 \t 187 \t 62 \t 3 \t 1 \t -3 \t 14\n", + "6 \t 62 \t 1 \t 62 \t 0 \t 44 \t -205\n", + "\t\t\t\t\t -135 \t 629\n", + "GCD(39203, 8414) = 1, with coefficients -135 and 629 such that 1 = (-135)*39203 + (629)*8414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8415 \t 4 \t 5543 \t 1 \t 0\n", + "1 \t 8415 \t 5543 \t 1 \t 2872 \t 0 \t 1\n", + "2 \t 5543 \t 2872 \t 1 \t 2671 \t 1 \t -4\n", + "3 \t 2872 \t 2671 \t 1 \t 201 \t -1 \t 5\n", + "4 \t 2671 \t 201 \t 13 \t 58 \t 2 \t -9\n", + "5 \t 201 \t 58 \t 3 \t 27 \t -3 \t 14\n", + "6 \t 58 \t 27 \t 2 \t 4 \t 41 \t -191\n", + "7 \t 27 \t 4 \t 6 \t 3 \t -126 \t 587\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -1365\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1884 \t 8777\n", + "\t\t\t\t\t 2177 \t -10142\n", + "GCD(39203, 8415) = 1, with coefficients 2177 and -10142 such that 1 = (2177)*39203 + (-10142)*8415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8416 \t 4 \t 5539 \t 1 \t 0\n", + "1 \t 8416 \t 5539 \t 1 \t 2877 \t 0 \t 1\n", + "2 \t 5539 \t 2877 \t 1 \t 2662 \t 1 \t -4\n", + "3 \t 2877 \t 2662 \t 1 \t 215 \t -1 \t 5\n", + "4 \t 2662 \t 215 \t 12 \t 82 \t 2 \t -9\n", + "5 \t 215 \t 82 \t 2 \t 51 \t -3 \t 14\n", + "6 \t 82 \t 51 \t 1 \t 31 \t 38 \t -177\n", + "7 \t 51 \t 31 \t 1 \t 20 \t -79 \t 368\n", + "8 \t 31 \t 20 \t 1 \t 11 \t 117 \t -545\n", + "9 \t 20 \t 11 \t 1 \t 9 \t -196 \t 913\n", + "10 \t 11 \t 9 \t 1 \t 2 \t 313 \t -1458\n", + "11 \t 9 \t 2 \t 4 \t 1 \t -509 \t 2371\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 822 \t -3829\n", + "\t\t\t\t\t -3797 \t 17687\n", + "GCD(39203, 8416) = 1, with coefficients -3797 and 17687 such that 1 = (-3797)*39203 + (17687)*8416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8417 \t 4 \t 5535 \t 1 \t 0\n", + "1 \t 8417 \t 5535 \t 1 \t 2882 \t 0 \t 1\n", + "2 \t 5535 \t 2882 \t 1 \t 2653 \t 1 \t -4\n", + "3 \t 2882 \t 2653 \t 1 \t 229 \t -1 \t 5\n", + "4 \t 2653 \t 229 \t 11 \t 134 \t 2 \t -9\n", + "5 \t 229 \t 134 \t 1 \t 95 \t -3 \t 14\n", + "6 \t 134 \t 95 \t 1 \t 39 \t 35 \t -163\n", + "7 \t 95 \t 39 \t 2 \t 17 \t -38 \t 177\n", + "8 \t 39 \t 17 \t 2 \t 5 \t 73 \t -340\n", + "9 \t 17 \t 5 \t 3 \t 2 \t -184 \t 857\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 441 \t -2054\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1507 \t 7019\n", + "\t\t\t\t\t 3455 \t -16092\n", + "GCD(39203, 8417) = 1, with coefficients 3455 and -16092 such that 1 = (3455)*39203 + (-16092)*8417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8418 \t 4 \t 5531 \t 1 \t 0\n", + "1 \t 8418 \t 5531 \t 1 \t 2887 \t 0 \t 1\n", + "2 \t 5531 \t 2887 \t 1 \t 2644 \t 1 \t -4\n", + "3 \t 2887 \t 2644 \t 1 \t 243 \t -1 \t 5\n", + "4 \t 2644 \t 243 \t 10 \t 214 \t 2 \t -9\n", + "5 \t 243 \t 214 \t 1 \t 29 \t -3 \t 14\n", + "6 \t 214 \t 29 \t 7 \t 11 \t 32 \t -149\n", + "7 \t 29 \t 11 \t 2 \t 7 \t -35 \t 163\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 277 \t -1290\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -589 \t 2743\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 866 \t -4033\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1455 \t 6776\n", + "\t\t\t\t\t 2321 \t -10809\n", + "GCD(39203, 8418) = 1, with coefficients 2321 and -10809 such that 1 = (2321)*39203 + (-10809)*8418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8419 \t 4 \t 5527 \t 1 \t 0\n", + "1 \t 8419 \t 5527 \t 1 \t 2892 \t 0 \t 1\n", + "2 \t 5527 \t 2892 \t 1 \t 2635 \t 1 \t -4\n", + "3 \t 2892 \t 2635 \t 1 \t 257 \t -1 \t 5\n", + "4 \t 2635 \t 257 \t 10 \t 65 \t 2 \t -9\n", + "5 \t 257 \t 65 \t 3 \t 62 \t -3 \t 14\n", + "6 \t 65 \t 62 \t 1 \t 3 \t 32 \t -149\n", + "7 \t 62 \t 3 \t 20 \t 2 \t -99 \t 461\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 131 \t -610\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2719 \t 12661\n", + "\t\t\t\t\t 2850 \t -13271\n", + "GCD(39203, 8419) = 1, with coefficients 2850 and -13271 such that 1 = (2850)*39203 + (-13271)*8419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8420 \t 4 \t 5523 \t 1 \t 0\n", + "1 \t 8420 \t 5523 \t 1 \t 2897 \t 0 \t 1\n", + "2 \t 5523 \t 2897 \t 1 \t 2626 \t 1 \t -4\n", + "3 \t 2897 \t 2626 \t 1 \t 271 \t -1 \t 5\n", + "4 \t 2626 \t 271 \t 9 \t 187 \t 2 \t -9\n", + "5 \t 271 \t 187 \t 1 \t 84 \t -3 \t 14\n", + "6 \t 187 \t 84 \t 2 \t 19 \t 29 \t -135\n", + "7 \t 84 \t 19 \t 4 \t 8 \t -32 \t 149\n", + "8 \t 19 \t 8 \t 2 \t 3 \t 93 \t -433\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -404 \t 1881\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 901 \t -4195\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2206 \t 10271\n", + "\t\t\t\t\t 3107 \t -14466\n", + "GCD(39203, 8420) = 1, with coefficients 3107 and -14466 such that 1 = (3107)*39203 + (-14466)*8420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8421 \t 4 \t 5519 \t 1 \t 0\n", + "1 \t 8421 \t 5519 \t 1 \t 2902 \t 0 \t 1\n", + "2 \t 5519 \t 2902 \t 1 \t 2617 \t 1 \t -4\n", + "3 \t 2902 \t 2617 \t 1 \t 285 \t -1 \t 5\n", + "4 \t 2617 \t 285 \t 9 \t 52 \t 2 \t -9\n", + "5 \t 285 \t 52 \t 5 \t 25 \t -3 \t 14\n", + "6 \t 52 \t 25 \t 2 \t 2 \t 29 \t -135\n", + "7 \t 25 \t 2 \t 12 \t 1 \t -148 \t 689\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 325 \t -1513\n", + "\t\t\t\t\t -4048 \t 18845\n", + "GCD(39203, 8421) = 1, with coefficients -4048 and 18845 such that 1 = (-4048)*39203 + (18845)*8421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8422 \t 4 \t 5515 \t 1 \t 0\n", + "1 \t 8422 \t 5515 \t 1 \t 2907 \t 0 \t 1\n", + "2 \t 5515 \t 2907 \t 1 \t 2608 \t 1 \t -4\n", + "3 \t 2907 \t 2608 \t 1 \t 299 \t -1 \t 5\n", + "4 \t 2608 \t 299 \t 8 \t 216 \t 2 \t -9\n", + "5 \t 299 \t 216 \t 1 \t 83 \t -3 \t 14\n", + "6 \t 216 \t 83 \t 2 \t 50 \t 26 \t -121\n", + "7 \t 83 \t 50 \t 1 \t 33 \t -29 \t 135\n", + "8 \t 50 \t 33 \t 1 \t 17 \t 84 \t -391\n", + "9 \t 33 \t 17 \t 1 \t 16 \t -113 \t 526\n", + "10 \t 17 \t 16 \t 1 \t 1 \t 197 \t -917\n", + "11 \t 16 \t 1 \t 16 \t 0 \t -310 \t 1443\n", + "\t\t\t\t\t 507 \t -2360\n", + "GCD(39203, 8422) = 1, with coefficients 507 and -2360 such that 1 = (507)*39203 + (-2360)*8422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8423 \t 4 \t 5511 \t 1 \t 0\n", + "1 \t 8423 \t 5511 \t 1 \t 2912 \t 0 \t 1\n", + "2 \t 5511 \t 2912 \t 1 \t 2599 \t 1 \t -4\n", + "3 \t 2912 \t 2599 \t 1 \t 313 \t -1 \t 5\n", + "4 \t 2599 \t 313 \t 8 \t 95 \t 2 \t -9\n", + "5 \t 313 \t 95 \t 3 \t 28 \t -3 \t 14\n", + "6 \t 95 \t 28 \t 3 \t 11 \t 26 \t -121\n", + "7 \t 28 \t 11 \t 2 \t 6 \t -81 \t 377\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 269 \t -1252\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -619 \t 2881\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 888 \t -4133\n", + "\t\t\t\t\t -1507 \t 7014\n", + "GCD(39203, 8423) = 1, with coefficients -1507 and 7014 such that 1 = (-1507)*39203 + (7014)*8423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8424 \t 4 \t 5507 \t 1 \t 0\n", + "1 \t 8424 \t 5507 \t 1 \t 2917 \t 0 \t 1\n", + "2 \t 5507 \t 2917 \t 1 \t 2590 \t 1 \t -4\n", + "3 \t 2917 \t 2590 \t 1 \t 327 \t -1 \t 5\n", + "4 \t 2590 \t 327 \t 7 \t 301 \t 2 \t -9\n", + "5 \t 327 \t 301 \t 1 \t 26 \t -3 \t 14\n", + "6 \t 301 \t 26 \t 11 \t 15 \t 23 \t -107\n", + "7 \t 26 \t 15 \t 1 \t 11 \t -26 \t 121\n", + "8 \t 15 \t 11 \t 1 \t 4 \t 309 \t -1438\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -335 \t 1559\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 644 \t -2997\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1623 \t 7553\n", + "\t\t\t\t\t 2267 \t -10550\n", + "GCD(39203, 8424) = 1, with coefficients 2267 and -10550 such that 1 = (2267)*39203 + (-10550)*8424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8425 \t 4 \t 5503 \t 1 \t 0\n", + "1 \t 8425 \t 5503 \t 1 \t 2922 \t 0 \t 1\n", + "2 \t 5503 \t 2922 \t 1 \t 2581 \t 1 \t -4\n", + "3 \t 2922 \t 2581 \t 1 \t 341 \t -1 \t 5\n", + "4 \t 2581 \t 341 \t 7 \t 194 \t 2 \t -9\n", + "5 \t 341 \t 194 \t 1 \t 147 \t -3 \t 14\n", + "6 \t 194 \t 147 \t 1 \t 47 \t 23 \t -107\n", + "7 \t 147 \t 47 \t 3 \t 6 \t -26 \t 121\n", + "8 \t 47 \t 6 \t 7 \t 5 \t 49 \t -228\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -173 \t 805\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1260 \t -5863\n", + "\t\t\t\t\t -1433 \t 6668\n", + "GCD(39203, 8425) = 1, with coefficients -1433 and 6668 such that 1 = (-1433)*39203 + (6668)*8425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8426 \t 4 \t 5499 \t 1 \t 0\n", + "1 \t 8426 \t 5499 \t 1 \t 2927 \t 0 \t 1\n", + "2 \t 5499 \t 2927 \t 1 \t 2572 \t 1 \t -4\n", + "3 \t 2927 \t 2572 \t 1 \t 355 \t -1 \t 5\n", + "4 \t 2572 \t 355 \t 7 \t 87 \t 2 \t -9\n", + "5 \t 355 \t 87 \t 4 \t 7 \t -3 \t 14\n", + "6 \t 87 \t 7 \t 12 \t 3 \t 23 \t -107\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -95 \t 442\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1163 \t -5411\n", + "\t\t\t\t\t -2421 \t 11264\n", + "GCD(39203, 8426) = 1, with coefficients -2421 and 11264 such that 1 = (-2421)*39203 + (11264)*8426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8427 \t 4 \t 5495 \t 1 \t 0\n", + "1 \t 8427 \t 5495 \t 1 \t 2932 \t 0 \t 1\n", + "2 \t 5495 \t 2932 \t 1 \t 2563 \t 1 \t -4\n", + "3 \t 2932 \t 2563 \t 1 \t 369 \t -1 \t 5\n", + "4 \t 2563 \t 369 \t 6 \t 349 \t 2 \t -9\n", + "5 \t 369 \t 349 \t 1 \t 20 \t -3 \t 14\n", + "6 \t 349 \t 20 \t 17 \t 9 \t 20 \t -93\n", + "7 \t 20 \t 9 \t 2 \t 2 \t -23 \t 107\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 411 \t -1912\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -845 \t 3931\n", + "\t\t\t\t\t 3791 \t -17636\n", + "GCD(39203, 8427) = 1, with coefficients 3791 and -17636 such that 1 = (3791)*39203 + (-17636)*8427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8428 \t 4 \t 5491 \t 1 \t 0\n", + "1 \t 8428 \t 5491 \t 1 \t 2937 \t 0 \t 1\n", + "2 \t 5491 \t 2937 \t 1 \t 2554 \t 1 \t -4\n", + "3 \t 2937 \t 2554 \t 1 \t 383 \t -1 \t 5\n", + "4 \t 2554 \t 383 \t 6 \t 256 \t 2 \t -9\n", + "5 \t 383 \t 256 \t 1 \t 127 \t -3 \t 14\n", + "6 \t 256 \t 127 \t 2 \t 2 \t 20 \t -93\n", + "7 \t 127 \t 2 \t 63 \t 1 \t -23 \t 107\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 66 \t -307\n", + "\t\t\t\t\t -4181 \t 19448\n", + "GCD(39203, 8428) = 1, with coefficients -4181 and 19448 such that 1 = (-4181)*39203 + (19448)*8428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8429 \t 4 \t 5487 \t 1 \t 0\n", + "1 \t 8429 \t 5487 \t 1 \t 2942 \t 0 \t 1\n", + "2 \t 5487 \t 2942 \t 1 \t 2545 \t 1 \t -4\n", + "3 \t 2942 \t 2545 \t 1 \t 397 \t -1 \t 5\n", + "4 \t 2545 \t 397 \t 6 \t 163 \t 2 \t -9\n", + "5 \t 397 \t 163 \t 2 \t 71 \t -3 \t 14\n", + "6 \t 163 \t 71 \t 2 \t 21 \t 20 \t -93\n", + "7 \t 71 \t 21 \t 3 \t 8 \t -43 \t 200\n", + "8 \t 21 \t 8 \t 2 \t 5 \t 106 \t -493\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -361 \t 1679\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 828 \t -3851\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1189 \t 5530\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2017 \t -9381\n", + "\t\t\t\t\t -3206 \t 14911\n", + "GCD(39203, 8429) = 1, with coefficients -3206 and 14911 such that 1 = (-3206)*39203 + (14911)*8429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8430 \t 4 \t 5483 \t 1 \t 0\n", + "1 \t 8430 \t 5483 \t 1 \t 2947 \t 0 \t 1\n", + "2 \t 5483 \t 2947 \t 1 \t 2536 \t 1 \t -4\n", + "3 \t 2947 \t 2536 \t 1 \t 411 \t -1 \t 5\n", + "4 \t 2536 \t 411 \t 6 \t 70 \t 2 \t -9\n", + "5 \t 411 \t 70 \t 5 \t 61 \t -3 \t 14\n", + "6 \t 70 \t 61 \t 1 \t 9 \t 20 \t -93\n", + "7 \t 61 \t 9 \t 6 \t 7 \t -103 \t 479\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 123 \t -572\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -841 \t 3911\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 964 \t -4483\n", + "\t\t\t\t\t -3733 \t 17360\n", + "GCD(39203, 8430) = 1, with coefficients -3733 and 17360 such that 1 = (-3733)*39203 + (17360)*8430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8431 \t 4 \t 5479 \t 1 \t 0\n", + "1 \t 8431 \t 5479 \t 1 \t 2952 \t 0 \t 1\n", + "2 \t 5479 \t 2952 \t 1 \t 2527 \t 1 \t -4\n", + "3 \t 2952 \t 2527 \t 1 \t 425 \t -1 \t 5\n", + "4 \t 2527 \t 425 \t 5 \t 402 \t 2 \t -9\n", + "5 \t 425 \t 402 \t 1 \t 23 \t -3 \t 14\n", + "6 \t 402 \t 23 \t 17 \t 11 \t 17 \t -79\n", + "7 \t 23 \t 11 \t 2 \t 1 \t -20 \t 93\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 357 \t -1660\n", + "\t\t\t\t\t -734 \t 3413\n", + "GCD(39203, 8431) = 1, with coefficients -734 and 3413 such that 1 = (-734)*39203 + (3413)*8431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8432 \t 4 \t 5475 \t 1 \t 0\n", + "1 \t 8432 \t 5475 \t 1 \t 2957 \t 0 \t 1\n", + "2 \t 5475 \t 2957 \t 1 \t 2518 \t 1 \t -4\n", + "3 \t 2957 \t 2518 \t 1 \t 439 \t -1 \t 5\n", + "4 \t 2518 \t 439 \t 5 \t 323 \t 2 \t -9\n", + "5 \t 439 \t 323 \t 1 \t 116 \t -3 \t 14\n", + "6 \t 323 \t 116 \t 2 \t 91 \t 17 \t -79\n", + "7 \t 116 \t 91 \t 1 \t 25 \t -20 \t 93\n", + "8 \t 91 \t 25 \t 3 \t 16 \t 57 \t -265\n", + "9 \t 25 \t 16 \t 1 \t 9 \t -77 \t 358\n", + "10 \t 16 \t 9 \t 1 \t 7 \t 288 \t -1339\n", + "11 \t 9 \t 7 \t 1 \t 2 \t -365 \t 1697\n", + "12 \t 7 \t 2 \t 3 \t 1 \t 653 \t -3036\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1018 \t 4733\n", + "\t\t\t\t\t 3707 \t -17235\n", + "GCD(39203, 8432) = 1, with coefficients 3707 and -17235 such that 1 = (3707)*39203 + (-17235)*8432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8433 \t 4 \t 5471 \t 1 \t 0\n", + "1 \t 8433 \t 5471 \t 1 \t 2962 \t 0 \t 1\n", + "2 \t 5471 \t 2962 \t 1 \t 2509 \t 1 \t -4\n", + "3 \t 2962 \t 2509 \t 1 \t 453 \t -1 \t 5\n", + "4 \t 2509 \t 453 \t 5 \t 244 \t 2 \t -9\n", + "5 \t 453 \t 244 \t 1 \t 209 \t -3 \t 14\n", + "6 \t 244 \t 209 \t 1 \t 35 \t 17 \t -79\n", + "7 \t 209 \t 35 \t 5 \t 34 \t -20 \t 93\n", + "8 \t 35 \t 34 \t 1 \t 1 \t 37 \t -172\n", + "9 \t 34 \t 1 \t 34 \t 0 \t -205 \t 953\n", + "\t\t\t\t\t 242 \t -1125\n", + "GCD(39203, 8433) = 1, with coefficients 242 and -1125 such that 1 = (242)*39203 + (-1125)*8433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8434 \t 4 \t 5467 \t 1 \t 0\n", + "1 \t 8434 \t 5467 \t 1 \t 2967 \t 0 \t 1\n", + "2 \t 5467 \t 2967 \t 1 \t 2500 \t 1 \t -4\n", + "3 \t 2967 \t 2500 \t 1 \t 467 \t -1 \t 5\n", + "4 \t 2500 \t 467 \t 5 \t 165 \t 2 \t -9\n", + "5 \t 467 \t 165 \t 2 \t 137 \t -3 \t 14\n", + "6 \t 165 \t 137 \t 1 \t 28 \t 17 \t -79\n", + "7 \t 137 \t 28 \t 4 \t 25 \t -37 \t 172\n", + "8 \t 28 \t 25 \t 1 \t 3 \t 54 \t -251\n", + "9 \t 25 \t 3 \t 8 \t 1 \t -253 \t 1176\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 307 \t -1427\n", + "\t\t\t\t\t -2709 \t 12592\n", + "GCD(39203, 8434) = 1, with coefficients -2709 and 12592 such that 1 = (-2709)*39203 + (12592)*8434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8435 \t 4 \t 5463 \t 1 \t 0\n", + "1 \t 8435 \t 5463 \t 1 \t 2972 \t 0 \t 1\n", + "2 \t 5463 \t 2972 \t 1 \t 2491 \t 1 \t -4\n", + "3 \t 2972 \t 2491 \t 1 \t 481 \t -1 \t 5\n", + "4 \t 2491 \t 481 \t 5 \t 86 \t 2 \t -9\n", + "5 \t 481 \t 86 \t 5 \t 51 \t -3 \t 14\n", + "6 \t 86 \t 51 \t 1 \t 35 \t 17 \t -79\n", + "7 \t 51 \t 35 \t 1 \t 16 \t -88 \t 409\n", + "8 \t 35 \t 16 \t 2 \t 3 \t 105 \t -488\n", + "9 \t 16 \t 3 \t 5 \t 1 \t -193 \t 897\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 491 \t -2282\n", + "\t\t\t\t\t -2648 \t 12307\n", + "GCD(39203, 8435) = 1, with coefficients -2648 and 12307 such that 1 = (-2648)*39203 + (12307)*8435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8436 \t 4 \t 5459 \t 1 \t 0\n", + "1 \t 8436 \t 5459 \t 1 \t 2977 \t 0 \t 1\n", + "2 \t 5459 \t 2977 \t 1 \t 2482 \t 1 \t -4\n", + "3 \t 2977 \t 2482 \t 1 \t 495 \t -1 \t 5\n", + "4 \t 2482 \t 495 \t 5 \t 7 \t 2 \t -9\n", + "5 \t 495 \t 7 \t 70 \t 5 \t -3 \t 14\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 17 \t -79\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -1193 \t 5544\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1210 \t -5623\n", + "\t\t\t\t\t -3613 \t 16790\n", + "GCD(39203, 8436) = 1, with coefficients -3613 and 16790 such that 1 = (-3613)*39203 + (16790)*8436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8437 \t 4 \t 5455 \t 1 \t 0\n", + "1 \t 8437 \t 5455 \t 1 \t 2982 \t 0 \t 1\n", + "2 \t 5455 \t 2982 \t 1 \t 2473 \t 1 \t -4\n", + "3 \t 2982 \t 2473 \t 1 \t 509 \t -1 \t 5\n", + "4 \t 2473 \t 509 \t 4 \t 437 \t 2 \t -9\n", + "5 \t 509 \t 437 \t 1 \t 72 \t -3 \t 14\n", + "6 \t 437 \t 72 \t 6 \t 5 \t 14 \t -65\n", + "7 \t 72 \t 5 \t 14 \t 2 \t -17 \t 79\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 116 \t -539\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1641 \t 7625\n", + "\t\t\t\t\t 3398 \t -15789\n", + "GCD(39203, 8437) = 1, with coefficients 3398 and -15789 such that 1 = (3398)*39203 + (-15789)*8437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8438 \t 4 \t 5451 \t 1 \t 0\n", + "1 \t 8438 \t 5451 \t 1 \t 2987 \t 0 \t 1\n", + "2 \t 5451 \t 2987 \t 1 \t 2464 \t 1 \t -4\n", + "3 \t 2987 \t 2464 \t 1 \t 523 \t -1 \t 5\n", + "4 \t 2464 \t 523 \t 4 \t 372 \t 2 \t -9\n", + "5 \t 523 \t 372 \t 1 \t 151 \t -3 \t 14\n", + "6 \t 372 \t 151 \t 2 \t 70 \t 14 \t -65\n", + "7 \t 151 \t 70 \t 2 \t 11 \t -17 \t 79\n", + "8 \t 70 \t 11 \t 6 \t 4 \t 48 \t -223\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -113 \t 525\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 726 \t -3373\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1565 \t 7271\n", + "\t\t\t\t\t 2291 \t -10644\n", + "GCD(39203, 8438) = 1, with coefficients 2291 and -10644 such that 1 = (2291)*39203 + (-10644)*8438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8439 \t 4 \t 5447 \t 1 \t 0\n", + "1 \t 8439 \t 5447 \t 1 \t 2992 \t 0 \t 1\n", + "2 \t 5447 \t 2992 \t 1 \t 2455 \t 1 \t -4\n", + "3 \t 2992 \t 2455 \t 1 \t 537 \t -1 \t 5\n", + "4 \t 2455 \t 537 \t 4 \t 307 \t 2 \t -9\n", + "5 \t 537 \t 307 \t 1 \t 230 \t -3 \t 14\n", + "6 \t 307 \t 230 \t 1 \t 77 \t 14 \t -65\n", + "7 \t 230 \t 77 \t 2 \t 76 \t -17 \t 79\n", + "8 \t 77 \t 76 \t 1 \t 1 \t 31 \t -144\n", + "9 \t 76 \t 1 \t 76 \t 0 \t -79 \t 367\n", + "\t\t\t\t\t 110 \t -511\n", + "GCD(39203, 8439) = 1, with coefficients 110 and -511 such that 1 = (110)*39203 + (-511)*8439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8440 \t 4 \t 5443 \t 1 \t 0\n", + "1 \t 8440 \t 5443 \t 1 \t 2997 \t 0 \t 1\n", + "2 \t 5443 \t 2997 \t 1 \t 2446 \t 1 \t -4\n", + "3 \t 2997 \t 2446 \t 1 \t 551 \t -1 \t 5\n", + "4 \t 2446 \t 551 \t 4 \t 242 \t 2 \t -9\n", + "5 \t 551 \t 242 \t 2 \t 67 \t -3 \t 14\n", + "6 \t 242 \t 67 \t 3 \t 41 \t 14 \t -65\n", + "7 \t 67 \t 41 \t 1 \t 26 \t -31 \t 144\n", + "8 \t 41 \t 26 \t 1 \t 15 \t 107 \t -497\n", + "9 \t 26 \t 15 \t 1 \t 11 \t -138 \t 641\n", + "10 \t 15 \t 11 \t 1 \t 4 \t 245 \t -1138\n", + "11 \t 11 \t 4 \t 2 \t 3 \t -383 \t 1779\n", + "12 \t 4 \t 3 \t 1 \t 1 \t 628 \t -2917\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -1639 \t 7613\n", + "\t\t\t\t\t 2267 \t -10530\n", + "GCD(39203, 8440) = 1, with coefficients 2267 and -10530 such that 1 = (2267)*39203 + (-10530)*8440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8441 \t 4 \t 5439 \t 1 \t 0\n", + "1 \t 8441 \t 5439 \t 1 \t 3002 \t 0 \t 1\n", + "2 \t 5439 \t 3002 \t 1 \t 2437 \t 1 \t -4\n", + "3 \t 3002 \t 2437 \t 1 \t 565 \t -1 \t 5\n", + "4 \t 2437 \t 565 \t 4 \t 177 \t 2 \t -9\n", + "5 \t 565 \t 177 \t 3 \t 34 \t -3 \t 14\n", + "6 \t 177 \t 34 \t 5 \t 7 \t 14 \t -65\n", + "7 \t 34 \t 7 \t 4 \t 6 \t -45 \t 209\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 239 \t -1110\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -1001 \t 4649\n", + "\t\t\t\t\t 1240 \t -5759\n", + "GCD(39203, 8441) = 1, with coefficients 1240 and -5759 such that 1 = (1240)*39203 + (-5759)*8441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8442 \t 4 \t 5435 \t 1 \t 0\n", + "1 \t 8442 \t 5435 \t 1 \t 3007 \t 0 \t 1\n", + "2 \t 5435 \t 3007 \t 1 \t 2428 \t 1 \t -4\n", + "3 \t 3007 \t 2428 \t 1 \t 579 \t -1 \t 5\n", + "4 \t 2428 \t 579 \t 4 \t 112 \t 2 \t -9\n", + "5 \t 579 \t 112 \t 5 \t 19 \t -3 \t 14\n", + "6 \t 112 \t 19 \t 5 \t 17 \t 14 \t -65\n", + "7 \t 19 \t 17 \t 1 \t 2 \t -73 \t 339\n", + "8 \t 17 \t 2 \t 8 \t 1 \t 379 \t -1760\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -452 \t 2099\n", + "\t\t\t\t\t 3995 \t -18552\n", + "GCD(39203, 8442) = 1, with coefficients 3995 and -18552 such that 1 = (3995)*39203 + (-18552)*8442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8443 \t 4 \t 5431 \t 1 \t 0\n", + "1 \t 8443 \t 5431 \t 1 \t 3012 \t 0 \t 1\n", + "2 \t 5431 \t 3012 \t 1 \t 2419 \t 1 \t -4\n", + "3 \t 3012 \t 2419 \t 1 \t 593 \t -1 \t 5\n", + "4 \t 2419 \t 593 \t 4 \t 47 \t 2 \t -9\n", + "5 \t 593 \t 47 \t 12 \t 29 \t -3 \t 14\n", + "6 \t 47 \t 29 \t 1 \t 18 \t 14 \t -65\n", + "7 \t 29 \t 18 \t 1 \t 11 \t -171 \t 794\n", + "8 \t 18 \t 11 \t 1 \t 7 \t 185 \t -859\n", + "9 \t 11 \t 7 \t 1 \t 4 \t -356 \t 1653\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 541 \t -2512\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -897 \t 4165\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1438 \t -6677\n", + "\t\t\t\t\t -2335 \t 10842\n", + "GCD(39203, 8443) = 1, with coefficients -2335 and 10842 such that 1 = (-2335)*39203 + (10842)*8443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8444 \t 4 \t 5427 \t 1 \t 0\n", + "1 \t 8444 \t 5427 \t 1 \t 3017 \t 0 \t 1\n", + "2 \t 5427 \t 3017 \t 1 \t 2410 \t 1 \t -4\n", + "3 \t 3017 \t 2410 \t 1 \t 607 \t -1 \t 5\n", + "4 \t 2410 \t 607 \t 3 \t 589 \t 2 \t -9\n", + "5 \t 607 \t 589 \t 1 \t 18 \t -3 \t 14\n", + "6 \t 589 \t 18 \t 32 \t 13 \t 11 \t -51\n", + "7 \t 18 \t 13 \t 1 \t 5 \t -14 \t 65\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 459 \t -2131\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -473 \t 2196\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1405 \t -6523\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1878 \t 8719\n", + "\t\t\t\t\t 3283 \t -15242\n", + "GCD(39203, 8444) = 1, with coefficients 3283 and -15242 such that 1 = (3283)*39203 + (-15242)*8444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8445 \t 4 \t 5423 \t 1 \t 0\n", + "1 \t 8445 \t 5423 \t 1 \t 3022 \t 0 \t 1\n", + "2 \t 5423 \t 3022 \t 1 \t 2401 \t 1 \t -4\n", + "3 \t 3022 \t 2401 \t 1 \t 621 \t -1 \t 5\n", + "4 \t 2401 \t 621 \t 3 \t 538 \t 2 \t -9\n", + "5 \t 621 \t 538 \t 1 \t 83 \t -3 \t 14\n", + "6 \t 538 \t 83 \t 6 \t 40 \t 11 \t -51\n", + "7 \t 83 \t 40 \t 2 \t 3 \t -14 \t 65\n", + "8 \t 40 \t 3 \t 13 \t 1 \t 95 \t -441\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -204 \t 947\n", + "\t\t\t\t\t 2747 \t -12752\n", + "GCD(39203, 8445) = 1, with coefficients 2747 and -12752 such that 1 = (2747)*39203 + (-12752)*8445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8446 \t 4 \t 5419 \t 1 \t 0\n", + "1 \t 8446 \t 5419 \t 1 \t 3027 \t 0 \t 1\n", + "2 \t 5419 \t 3027 \t 1 \t 2392 \t 1 \t -4\n", + "3 \t 3027 \t 2392 \t 1 \t 635 \t -1 \t 5\n", + "4 \t 2392 \t 635 \t 3 \t 487 \t 2 \t -9\n", + "5 \t 635 \t 487 \t 1 \t 148 \t -3 \t 14\n", + "6 \t 487 \t 148 \t 3 \t 43 \t 11 \t -51\n", + "7 \t 148 \t 43 \t 3 \t 19 \t -14 \t 65\n", + "8 \t 43 \t 19 \t 2 \t 5 \t 53 \t -246\n", + "9 \t 19 \t 5 \t 3 \t 4 \t -173 \t 803\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 399 \t -1852\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1370 \t 6359\n", + "\t\t\t\t\t 1769 \t -8211\n", + "GCD(39203, 8446) = 1, with coefficients 1769 and -8211 such that 1 = (1769)*39203 + (-8211)*8446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8447 \t 4 \t 5415 \t 1 \t 0\n", + "1 \t 8447 \t 5415 \t 1 \t 3032 \t 0 \t 1\n", + "2 \t 5415 \t 3032 \t 1 \t 2383 \t 1 \t -4\n", + "3 \t 3032 \t 2383 \t 1 \t 649 \t -1 \t 5\n", + "4 \t 2383 \t 649 \t 3 \t 436 \t 2 \t -9\n", + "5 \t 649 \t 436 \t 1 \t 213 \t -3 \t 14\n", + "6 \t 436 \t 213 \t 2 \t 10 \t 11 \t -51\n", + "7 \t 213 \t 10 \t 21 \t 3 \t -14 \t 65\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 39 \t -181\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -833 \t 3866\n", + "\t\t\t\t\t 2538 \t -11779\n", + "GCD(39203, 8447) = 1, with coefficients 2538 and -11779 such that 1 = (2538)*39203 + (-11779)*8447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8448 \t 4 \t 5411 \t 1 \t 0\n", + "1 \t 8448 \t 5411 \t 1 \t 3037 \t 0 \t 1\n", + "2 \t 5411 \t 3037 \t 1 \t 2374 \t 1 \t -4\n", + "3 \t 3037 \t 2374 \t 1 \t 663 \t -1 \t 5\n", + "4 \t 2374 \t 663 \t 3 \t 385 \t 2 \t -9\n", + "5 \t 663 \t 385 \t 1 \t 278 \t -3 \t 14\n", + "6 \t 385 \t 278 \t 1 \t 107 \t 11 \t -51\n", + "7 \t 278 \t 107 \t 2 \t 64 \t -14 \t 65\n", + "8 \t 107 \t 64 \t 1 \t 43 \t 25 \t -116\n", + "9 \t 64 \t 43 \t 1 \t 21 \t -64 \t 297\n", + "10 \t 43 \t 21 \t 2 \t 1 \t 89 \t -413\n", + "11 \t 21 \t 1 \t 21 \t 0 \t -153 \t 710\n", + "\t\t\t\t\t 395 \t -1833\n", + "GCD(39203, 8448) = 1, with coefficients 395 and -1833 such that 1 = (395)*39203 + (-1833)*8448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8449 \t 4 \t 5407 \t 1 \t 0\n", + "1 \t 8449 \t 5407 \t 1 \t 3042 \t 0 \t 1\n", + "2 \t 5407 \t 3042 \t 1 \t 2365 \t 1 \t -4\n", + "3 \t 3042 \t 2365 \t 1 \t 677 \t -1 \t 5\n", + "4 \t 2365 \t 677 \t 3 \t 334 \t 2 \t -9\n", + "5 \t 677 \t 334 \t 2 \t 9 \t -3 \t 14\n", + "6 \t 334 \t 9 \t 37 \t 1 \t 11 \t -51\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -25 \t 116\n", + "\t\t\t\t\t 936 \t -4343\n", + "GCD(39203, 8449) = 1, with coefficients 936 and -4343 such that 1 = (936)*39203 + (-4343)*8449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8450 \t 4 \t 5403 \t 1 \t 0\n", + "1 \t 8450 \t 5403 \t 1 \t 3047 \t 0 \t 1\n", + "2 \t 5403 \t 3047 \t 1 \t 2356 \t 1 \t -4\n", + "3 \t 3047 \t 2356 \t 1 \t 691 \t -1 \t 5\n", + "4 \t 2356 \t 691 \t 3 \t 283 \t 2 \t -9\n", + "5 \t 691 \t 283 \t 2 \t 125 \t -3 \t 14\n", + "6 \t 283 \t 125 \t 2 \t 33 \t 11 \t -51\n", + "7 \t 125 \t 33 \t 3 \t 26 \t -25 \t 116\n", + "8 \t 33 \t 26 \t 1 \t 7 \t 61 \t -283\n", + "9 \t 26 \t 7 \t 3 \t 5 \t -208 \t 965\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 269 \t -1248\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -1015 \t 4709\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1284 \t -5957\n", + "\t\t\t\t\t -3583 \t 16623\n", + "GCD(39203, 8450) = 1, with coefficients -3583 and 16623 such that 1 = (-3583)*39203 + (16623)*8450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8451 \t 4 \t 5399 \t 1 \t 0\n", + "1 \t 8451 \t 5399 \t 1 \t 3052 \t 0 \t 1\n", + "2 \t 5399 \t 3052 \t 1 \t 2347 \t 1 \t -4\n", + "3 \t 3052 \t 2347 \t 1 \t 705 \t -1 \t 5\n", + "4 \t 2347 \t 705 \t 3 \t 232 \t 2 \t -9\n", + "5 \t 705 \t 232 \t 3 \t 9 \t -3 \t 14\n", + "6 \t 232 \t 9 \t 25 \t 7 \t 11 \t -51\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -36 \t 167\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 911 \t -4226\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -947 \t 4393\n", + "\t\t\t\t\t 3752 \t -17405\n", + "GCD(39203, 8451) = 1, with coefficients 3752 and -17405 such that 1 = (3752)*39203 + (-17405)*8451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8452 \t 4 \t 5395 \t 1 \t 0\n", + "1 \t 8452 \t 5395 \t 1 \t 3057 \t 0 \t 1\n", + "2 \t 5395 \t 3057 \t 1 \t 2338 \t 1 \t -4\n", + "3 \t 3057 \t 2338 \t 1 \t 719 \t -1 \t 5\n", + "4 \t 2338 \t 719 \t 3 \t 181 \t 2 \t -9\n", + "5 \t 719 \t 181 \t 3 \t 176 \t -3 \t 14\n", + "6 \t 181 \t 176 \t 1 \t 5 \t 11 \t -51\n", + "7 \t 176 \t 5 \t 35 \t 1 \t -36 \t 167\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 47 \t -218\n", + "\t\t\t\t\t -1681 \t 7797\n", + "GCD(39203, 8452) = 1, with coefficients -1681 and 7797 such that 1 = (-1681)*39203 + (7797)*8452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8453 \t 4 \t 5391 \t 1 \t 0\n", + "1 \t 8453 \t 5391 \t 1 \t 3062 \t 0 \t 1\n", + "2 \t 5391 \t 3062 \t 1 \t 2329 \t 1 \t -4\n", + "3 \t 3062 \t 2329 \t 1 \t 733 \t -1 \t 5\n", + "4 \t 2329 \t 733 \t 3 \t 130 \t 2 \t -9\n", + "5 \t 733 \t 130 \t 5 \t 83 \t -3 \t 14\n", + "6 \t 130 \t 83 \t 1 \t 47 \t 11 \t -51\n", + "7 \t 83 \t 47 \t 1 \t 36 \t -58 \t 269\n", + "8 \t 47 \t 36 \t 1 \t 11 \t 69 \t -320\n", + "9 \t 36 \t 11 \t 3 \t 3 \t -127 \t 589\n", + "10 \t 11 \t 3 \t 3 \t 2 \t 196 \t -909\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -715 \t 3316\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2341 \t -10857\n", + "\t\t\t\t\t -3056 \t 14173\n", + "GCD(39203, 8453) = 1, with coefficients -3056 and 14173 such that 1 = (-3056)*39203 + (14173)*8453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8454 \t 4 \t 5387 \t 1 \t 0\n", + "1 \t 8454 \t 5387 \t 1 \t 3067 \t 0 \t 1\n", + "2 \t 5387 \t 3067 \t 1 \t 2320 \t 1 \t -4\n", + "3 \t 3067 \t 2320 \t 1 \t 747 \t -1 \t 5\n", + "4 \t 2320 \t 747 \t 3 \t 79 \t 2 \t -9\n", + "5 \t 747 \t 79 \t 9 \t 36 \t -3 \t 14\n", + "6 \t 79 \t 36 \t 2 \t 7 \t 11 \t -51\n", + "7 \t 36 \t 7 \t 5 \t 1 \t -102 \t 473\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 215 \t -997\n", + "\t\t\t\t\t -1177 \t 5458\n", + "GCD(39203, 8454) = 1, with coefficients -1177 and 5458 such that 1 = (-1177)*39203 + (5458)*8454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8455 \t 4 \t 5383 \t 1 \t 0\n", + "1 \t 8455 \t 5383 \t 1 \t 3072 \t 0 \t 1\n", + "2 \t 5383 \t 3072 \t 1 \t 2311 \t 1 \t -4\n", + "3 \t 3072 \t 2311 \t 1 \t 761 \t -1 \t 5\n", + "4 \t 2311 \t 761 \t 3 \t 28 \t 2 \t -9\n", + "5 \t 761 \t 28 \t 27 \t 5 \t -3 \t 14\n", + "6 \t 28 \t 5 \t 5 \t 3 \t 11 \t -51\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -300 \t 1391\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1511 \t -7006\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1811 \t 8397\n", + "\t\t\t\t\t 3322 \t -15403\n", + "GCD(39203, 8455) = 1, with coefficients 3322 and -15403 such that 1 = (3322)*39203 + (-15403)*8455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8456 \t 4 \t 5379 \t 1 \t 0\n", + "1 \t 8456 \t 5379 \t 1 \t 3077 \t 0 \t 1\n", + "2 \t 5379 \t 3077 \t 1 \t 2302 \t 1 \t -4\n", + "3 \t 3077 \t 2302 \t 1 \t 775 \t -1 \t 5\n", + "4 \t 2302 \t 775 \t 2 \t 752 \t 2 \t -9\n", + "5 \t 775 \t 752 \t 1 \t 23 \t -3 \t 14\n", + "6 \t 752 \t 23 \t 32 \t 16 \t 8 \t -37\n", + "7 \t 23 \t 16 \t 1 \t 7 \t -11 \t 51\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 360 \t -1669\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -371 \t 1720\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1102 \t -5109\n", + "\t\t\t\t\t -3677 \t 17047\n", + "GCD(39203, 8456) = 1, with coefficients -3677 and 17047 such that 1 = (-3677)*39203 + (17047)*8456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8457 \t 4 \t 5375 \t 1 \t 0\n", + "1 \t 8457 \t 5375 \t 1 \t 3082 \t 0 \t 1\n", + "2 \t 5375 \t 3082 \t 1 \t 2293 \t 1 \t -4\n", + "3 \t 3082 \t 2293 \t 1 \t 789 \t -1 \t 5\n", + "4 \t 2293 \t 789 \t 2 \t 715 \t 2 \t -9\n", + "5 \t 789 \t 715 \t 1 \t 74 \t -3 \t 14\n", + "6 \t 715 \t 74 \t 9 \t 49 \t 8 \t -37\n", + "7 \t 74 \t 49 \t 1 \t 25 \t -11 \t 51\n", + "8 \t 49 \t 25 \t 1 \t 24 \t 107 \t -496\n", + "9 \t 25 \t 24 \t 1 \t 1 \t -118 \t 547\n", + "10 \t 24 \t 1 \t 24 \t 0 \t 225 \t -1043\n", + "\t\t\t\t\t -343 \t 1590\n", + "GCD(39203, 8457) = 1, with coefficients -343 and 1590 such that 1 = (-343)*39203 + (1590)*8457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8458 \t 4 \t 5371 \t 1 \t 0\n", + "1 \t 8458 \t 5371 \t 1 \t 3087 \t 0 \t 1\n", + "2 \t 5371 \t 3087 \t 1 \t 2284 \t 1 \t -4\n", + "3 \t 3087 \t 2284 \t 1 \t 803 \t -1 \t 5\n", + "4 \t 2284 \t 803 \t 2 \t 678 \t 2 \t -9\n", + "5 \t 803 \t 678 \t 1 \t 125 \t -3 \t 14\n", + "6 \t 678 \t 125 \t 5 \t 53 \t 8 \t -37\n", + "7 \t 125 \t 53 \t 2 \t 19 \t -11 \t 51\n", + "8 \t 53 \t 19 \t 2 \t 15 \t 63 \t -292\n", + "9 \t 19 \t 15 \t 1 \t 4 \t -137 \t 635\n", + "10 \t 15 \t 4 \t 3 \t 3 \t 337 \t -1562\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -474 \t 2197\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1759 \t -8153\n", + "\t\t\t\t\t -2233 \t 10350\n", + "GCD(39203, 8458) = 1, with coefficients -2233 and 10350 such that 1 = (-2233)*39203 + (10350)*8458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8459 \t 4 \t 5367 \t 1 \t 0\n", + "1 \t 8459 \t 5367 \t 1 \t 3092 \t 0 \t 1\n", + "2 \t 5367 \t 3092 \t 1 \t 2275 \t 1 \t -4\n", + "3 \t 3092 \t 2275 \t 1 \t 817 \t -1 \t 5\n", + "4 \t 2275 \t 817 \t 2 \t 641 \t 2 \t -9\n", + "5 \t 817 \t 641 \t 1 \t 176 \t -3 \t 14\n", + "6 \t 641 \t 176 \t 3 \t 113 \t 8 \t -37\n", + "7 \t 176 \t 113 \t 1 \t 63 \t -11 \t 51\n", + "8 \t 113 \t 63 \t 1 \t 50 \t 41 \t -190\n", + "9 \t 63 \t 50 \t 1 \t 13 \t -52 \t 241\n", + "10 \t 50 \t 13 \t 3 \t 11 \t 93 \t -431\n", + "11 \t 13 \t 11 \t 1 \t 2 \t -145 \t 672\n", + "12 \t 11 \t 2 \t 5 \t 1 \t 528 \t -2447\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -673 \t 3119\n", + "\t\t\t\t\t 3893 \t -18042\n", + "GCD(39203, 8459) = 1, with coefficients 3893 and -18042 such that 1 = (3893)*39203 + (-18042)*8459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8460 \t 4 \t 5363 \t 1 \t 0\n", + "1 \t 8460 \t 5363 \t 1 \t 3097 \t 0 \t 1\n", + "2 \t 5363 \t 3097 \t 1 \t 2266 \t 1 \t -4\n", + "3 \t 3097 \t 2266 \t 1 \t 831 \t -1 \t 5\n", + "4 \t 2266 \t 831 \t 2 \t 604 \t 2 \t -9\n", + "5 \t 831 \t 604 \t 1 \t 227 \t -3 \t 14\n", + "6 \t 604 \t 227 \t 2 \t 150 \t 8 \t -37\n", + "7 \t 227 \t 150 \t 1 \t 77 \t -11 \t 51\n", + "8 \t 150 \t 77 \t 1 \t 73 \t 30 \t -139\n", + "9 \t 77 \t 73 \t 1 \t 4 \t -41 \t 190\n", + "10 \t 73 \t 4 \t 18 \t 1 \t 71 \t -329\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -112 \t 519\n", + "\t\t\t\t\t 2087 \t -9671\n", + "GCD(39203, 8460) = 1, with coefficients 2087 and -9671 such that 1 = (2087)*39203 + (-9671)*8460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8461 \t 4 \t 5359 \t 1 \t 0\n", + "1 \t 8461 \t 5359 \t 1 \t 3102 \t 0 \t 1\n", + "2 \t 5359 \t 3102 \t 1 \t 2257 \t 1 \t -4\n", + "3 \t 3102 \t 2257 \t 1 \t 845 \t -1 \t 5\n", + "4 \t 2257 \t 845 \t 2 \t 567 \t 2 \t -9\n", + "5 \t 845 \t 567 \t 1 \t 278 \t -3 \t 14\n", + "6 \t 567 \t 278 \t 2 \t 11 \t 8 \t -37\n", + "7 \t 278 \t 11 \t 25 \t 3 \t -11 \t 51\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 30 \t -139\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -761 \t 3526\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2313 \t -10717\n", + "\t\t\t\t\t -3074 \t 14243\n", + "GCD(39203, 8461) = 1, with coefficients -3074 and 14243 such that 1 = (-3074)*39203 + (14243)*8461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8462 \t 4 \t 5355 \t 1 \t 0\n", + "1 \t 8462 \t 5355 \t 1 \t 3107 \t 0 \t 1\n", + "2 \t 5355 \t 3107 \t 1 \t 2248 \t 1 \t -4\n", + "3 \t 3107 \t 2248 \t 1 \t 859 \t -1 \t 5\n", + "4 \t 2248 \t 859 \t 2 \t 530 \t 2 \t -9\n", + "5 \t 859 \t 530 \t 1 \t 329 \t -3 \t 14\n", + "6 \t 530 \t 329 \t 1 \t 201 \t 8 \t -37\n", + "7 \t 329 \t 201 \t 1 \t 128 \t -11 \t 51\n", + "8 \t 201 \t 128 \t 1 \t 73 \t 19 \t -88\n", + "9 \t 128 \t 73 \t 1 \t 55 \t -30 \t 139\n", + "10 \t 73 \t 55 \t 1 \t 18 \t 49 \t -227\n", + "11 \t 55 \t 18 \t 3 \t 1 \t -79 \t 366\n", + "12 \t 18 \t 1 \t 18 \t 0 \t 128 \t -593\n", + "\t\t\t\t\t -463 \t 2145\n", + "GCD(39203, 8462) = 1, with coefficients -463 and 2145 such that 1 = (-463)*39203 + (2145)*8462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8463 \t 4 \t 5351 \t 1 \t 0\n", + "1 \t 8463 \t 5351 \t 1 \t 3112 \t 0 \t 1\n", + "2 \t 5351 \t 3112 \t 1 \t 2239 \t 1 \t -4\n", + "3 \t 3112 \t 2239 \t 1 \t 873 \t -1 \t 5\n", + "4 \t 2239 \t 873 \t 2 \t 493 \t 2 \t -9\n", + "5 \t 873 \t 493 \t 1 \t 380 \t -3 \t 14\n", + "6 \t 493 \t 380 \t 1 \t 113 \t 8 \t -37\n", + "7 \t 380 \t 113 \t 3 \t 41 \t -11 \t 51\n", + "8 \t 113 \t 41 \t 2 \t 31 \t 19 \t -88\n", + "9 \t 41 \t 31 \t 1 \t 10 \t -68 \t 315\n", + "10 \t 31 \t 10 \t 3 \t 1 \t 155 \t -718\n", + "11 \t 10 \t 1 \t 10 \t 0 \t -223 \t 1033\n", + "\t\t\t\t\t 824 \t -3817\n", + "GCD(39203, 8463) = 1, with coefficients 824 and -3817 such that 1 = (824)*39203 + (-3817)*8463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8464 \t 4 \t 5347 \t 1 \t 0\n", + "1 \t 8464 \t 5347 \t 1 \t 3117 \t 0 \t 1\n", + "2 \t 5347 \t 3117 \t 1 \t 2230 \t 1 \t -4\n", + "3 \t 3117 \t 2230 \t 1 \t 887 \t -1 \t 5\n", + "4 \t 2230 \t 887 \t 2 \t 456 \t 2 \t -9\n", + "5 \t 887 \t 456 \t 1 \t 431 \t -3 \t 14\n", + "6 \t 456 \t 431 \t 1 \t 25 \t 8 \t -37\n", + "7 \t 431 \t 25 \t 17 \t 6 \t -11 \t 51\n", + "8 \t 25 \t 6 \t 4 \t 1 \t 19 \t -88\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -334 \t 1547\n", + "\t\t\t\t\t 1355 \t -6276\n", + "GCD(39203, 8464) = 1, with coefficients 1355 and -6276 such that 1 = (1355)*39203 + (-6276)*8464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8465 \t 4 \t 5343 \t 1 \t 0\n", + "1 \t 8465 \t 5343 \t 1 \t 3122 \t 0 \t 1\n", + "2 \t 5343 \t 3122 \t 1 \t 2221 \t 1 \t -4\n", + "3 \t 3122 \t 2221 \t 1 \t 901 \t -1 \t 5\n", + "4 \t 2221 \t 901 \t 2 \t 419 \t 2 \t -9\n", + "5 \t 901 \t 419 \t 2 \t 63 \t -3 \t 14\n", + "6 \t 419 \t 63 \t 6 \t 41 \t 8 \t -37\n", + "7 \t 63 \t 41 \t 1 \t 22 \t -19 \t 88\n", + "8 \t 41 \t 22 \t 1 \t 19 \t 122 \t -565\n", + "9 \t 22 \t 19 \t 1 \t 3 \t -141 \t 653\n", + "10 \t 19 \t 3 \t 6 \t 1 \t 263 \t -1218\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -404 \t 1871\n", + "\t\t\t\t\t 2687 \t -12444\n", + "GCD(39203, 8465) = 1, with coefficients 2687 and -12444 such that 1 = (2687)*39203 + (-12444)*8465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8466 \t 4 \t 5339 \t 1 \t 0\n", + "1 \t 8466 \t 5339 \t 1 \t 3127 \t 0 \t 1\n", + "2 \t 5339 \t 3127 \t 1 \t 2212 \t 1 \t -4\n", + "3 \t 3127 \t 2212 \t 1 \t 915 \t -1 \t 5\n", + "4 \t 2212 \t 915 \t 2 \t 382 \t 2 \t -9\n", + "5 \t 915 \t 382 \t 2 \t 151 \t -3 \t 14\n", + "6 \t 382 \t 151 \t 2 \t 80 \t 8 \t -37\n", + "7 \t 151 \t 80 \t 1 \t 71 \t -19 \t 88\n", + "8 \t 80 \t 71 \t 1 \t 9 \t 46 \t -213\n", + "9 \t 71 \t 9 \t 7 \t 8 \t -65 \t 301\n", + "10 \t 9 \t 8 \t 1 \t 1 \t 111 \t -514\n", + "11 \t 8 \t 1 \t 8 \t 0 \t -842 \t 3899\n", + "\t\t\t\t\t 953 \t -4413\n", + "GCD(39203, 8466) = 1, with coefficients 953 and -4413 such that 1 = (953)*39203 + (-4413)*8466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8467 \t 4 \t 5335 \t 1 \t 0\n", + "1 \t 8467 \t 5335 \t 1 \t 3132 \t 0 \t 1\n", + "2 \t 5335 \t 3132 \t 1 \t 2203 \t 1 \t -4\n", + "3 \t 3132 \t 2203 \t 1 \t 929 \t -1 \t 5\n", + "4 \t 2203 \t 929 \t 2 \t 345 \t 2 \t -9\n", + "5 \t 929 \t 345 \t 2 \t 239 \t -3 \t 14\n", + "6 \t 345 \t 239 \t 1 \t 106 \t 8 \t -37\n", + "7 \t 239 \t 106 \t 2 \t 27 \t -19 \t 88\n", + "8 \t 106 \t 27 \t 3 \t 25 \t 27 \t -125\n", + "9 \t 27 \t 25 \t 1 \t 2 \t -73 \t 338\n", + "10 \t 25 \t 2 \t 12 \t 1 \t 246 \t -1139\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -319 \t 1477\n", + "\t\t\t\t\t 4074 \t -18863\n", + "GCD(39203, 8467) = 1, with coefficients 4074 and -18863 such that 1 = (4074)*39203 + (-18863)*8467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8468 \t 4 \t 5331 \t 1 \t 0\n", + "1 \t 8468 \t 5331 \t 1 \t 3137 \t 0 \t 1\n", + "2 \t 5331 \t 3137 \t 1 \t 2194 \t 1 \t -4\n", + "3 \t 3137 \t 2194 \t 1 \t 943 \t -1 \t 5\n", + "4 \t 2194 \t 943 \t 2 \t 308 \t 2 \t -9\n", + "5 \t 943 \t 308 \t 3 \t 19 \t -3 \t 14\n", + "6 \t 308 \t 19 \t 16 \t 4 \t 8 \t -37\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -27 \t 125\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 440 \t -2037\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1787 \t 8273\n", + "\t\t\t\t\t 2227 \t -10310\n", + "GCD(39203, 8468) = 1, with coefficients 2227 and -10310 such that 1 = (2227)*39203 + (-10310)*8468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8469 \t 4 \t 5327 \t 1 \t 0\n", + "1 \t 8469 \t 5327 \t 1 \t 3142 \t 0 \t 1\n", + "2 \t 5327 \t 3142 \t 1 \t 2185 \t 1 \t -4\n", + "3 \t 3142 \t 2185 \t 1 \t 957 \t -1 \t 5\n", + "4 \t 2185 \t 957 \t 2 \t 271 \t 2 \t -9\n", + "5 \t 957 \t 271 \t 3 \t 144 \t -3 \t 14\n", + "6 \t 271 \t 144 \t 1 \t 127 \t 8 \t -37\n", + "7 \t 144 \t 127 \t 1 \t 17 \t -27 \t 125\n", + "8 \t 127 \t 17 \t 7 \t 8 \t 35 \t -162\n", + "9 \t 17 \t 8 \t 2 \t 1 \t -62 \t 287\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 469 \t -2171\n", + "\t\t\t\t\t -1000 \t 4629\n", + "GCD(39203, 8469) = 1, with coefficients -1000 and 4629 such that 1 = (-1000)*39203 + (4629)*8469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8470 \t 4 \t 5323 \t 1 \t 0\n", + "1 \t 8470 \t 5323 \t 1 \t 3147 \t 0 \t 1\n", + "2 \t 5323 \t 3147 \t 1 \t 2176 \t 1 \t -4\n", + "3 \t 3147 \t 2176 \t 1 \t 971 \t -1 \t 5\n", + "4 \t 2176 \t 971 \t 2 \t 234 \t 2 \t -9\n", + "5 \t 971 \t 234 \t 4 \t 35 \t -3 \t 14\n", + "6 \t 234 \t 35 \t 6 \t 24 \t 8 \t -37\n", + "7 \t 35 \t 24 \t 1 \t 11 \t -35 \t 162\n", + "8 \t 24 \t 11 \t 2 \t 2 \t 218 \t -1009\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -253 \t 1171\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 724 \t -3351\n", + "\t\t\t\t\t -3873 \t 17926\n", + "GCD(39203, 8470) = 1, with coefficients -3873 and 17926 such that 1 = (-3873)*39203 + (17926)*8470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8471 \t 4 \t 5319 \t 1 \t 0\n", + "1 \t 8471 \t 5319 \t 1 \t 3152 \t 0 \t 1\n", + "2 \t 5319 \t 3152 \t 1 \t 2167 \t 1 \t -4\n", + "3 \t 3152 \t 2167 \t 1 \t 985 \t -1 \t 5\n", + "4 \t 2167 \t 985 \t 2 \t 197 \t 2 \t -9\n", + "5 \t 985 \t 197 \t 5 \t 0 \t -3 \t 14\n", + "\t\t\t\t\t 8 \t -37\n", + "GCD(39203, 8471) = 197, with coefficients 8 and -37 such that 197 = (8)*39203 + (-37)*8471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8472 \t 4 \t 5315 \t 1 \t 0\n", + "1 \t 8472 \t 5315 \t 1 \t 3157 \t 0 \t 1\n", + "2 \t 5315 \t 3157 \t 1 \t 2158 \t 1 \t -4\n", + "3 \t 3157 \t 2158 \t 1 \t 999 \t -1 \t 5\n", + "4 \t 2158 \t 999 \t 2 \t 160 \t 2 \t -9\n", + "5 \t 999 \t 160 \t 6 \t 39 \t -3 \t 14\n", + "6 \t 160 \t 39 \t 4 \t 4 \t 8 \t -37\n", + "7 \t 39 \t 4 \t 9 \t 3 \t -51 \t 236\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 212 \t -981\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1959 \t 9065\n", + "\t\t\t\t\t 2171 \t -10046\n", + "GCD(39203, 8472) = 1, with coefficients 2171 and -10046 such that 1 = (2171)*39203 + (-10046)*8472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8473 \t 4 \t 5311 \t 1 \t 0\n", + "1 \t 8473 \t 5311 \t 1 \t 3162 \t 0 \t 1\n", + "2 \t 5311 \t 3162 \t 1 \t 2149 \t 1 \t -4\n", + "3 \t 3162 \t 2149 \t 1 \t 1013 \t -1 \t 5\n", + "4 \t 2149 \t 1013 \t 2 \t 123 \t 2 \t -9\n", + "5 \t 1013 \t 123 \t 8 \t 29 \t -3 \t 14\n", + "6 \t 123 \t 29 \t 4 \t 7 \t 8 \t -37\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -67 \t 310\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 276 \t -1277\n", + "\t\t\t\t\t -1171 \t 5418\n", + "GCD(39203, 8473) = 1, with coefficients -1171 and 5418 such that 1 = (-1171)*39203 + (5418)*8473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8474 \t 4 \t 5307 \t 1 \t 0\n", + "1 \t 8474 \t 5307 \t 1 \t 3167 \t 0 \t 1\n", + "2 \t 5307 \t 3167 \t 1 \t 2140 \t 1 \t -4\n", + "3 \t 3167 \t 2140 \t 1 \t 1027 \t -1 \t 5\n", + "4 \t 2140 \t 1027 \t 2 \t 86 \t 2 \t -9\n", + "5 \t 1027 \t 86 \t 11 \t 81 \t -3 \t 14\n", + "6 \t 86 \t 81 \t 1 \t 5 \t 8 \t -37\n", + "7 \t 81 \t 5 \t 16 \t 1 \t -91 \t 421\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 99 \t -458\n", + "\t\t\t\t\t -1675 \t 7749\n", + "GCD(39203, 8474) = 1, with coefficients -1675 and 7749 such that 1 = (-1675)*39203 + (7749)*8474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8475 \t 4 \t 5303 \t 1 \t 0\n", + "1 \t 8475 \t 5303 \t 1 \t 3172 \t 0 \t 1\n", + "2 \t 5303 \t 3172 \t 1 \t 2131 \t 1 \t -4\n", + "3 \t 3172 \t 2131 \t 1 \t 1041 \t -1 \t 5\n", + "4 \t 2131 \t 1041 \t 2 \t 49 \t 2 \t -9\n", + "5 \t 1041 \t 49 \t 21 \t 12 \t -3 \t 14\n", + "6 \t 49 \t 12 \t 4 \t 1 \t 8 \t -37\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -171 \t 791\n", + "\t\t\t\t\t 692 \t -3201\n", + "GCD(39203, 8475) = 1, with coefficients 692 and -3201 such that 1 = (692)*39203 + (-3201)*8475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8476 \t 4 \t 5299 \t 1 \t 0\n", + "1 \t 8476 \t 5299 \t 1 \t 3177 \t 0 \t 1\n", + "2 \t 5299 \t 3177 \t 1 \t 2122 \t 1 \t -4\n", + "3 \t 3177 \t 2122 \t 1 \t 1055 \t -1 \t 5\n", + "4 \t 2122 \t 1055 \t 2 \t 12 \t 2 \t -9\n", + "5 \t 1055 \t 12 \t 87 \t 11 \t -3 \t 14\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 8 \t -37\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -699 \t 3233\n", + "\t\t\t\t\t 707 \t -3270\n", + "GCD(39203, 8476) = 1, with coefficients 707 and -3270 such that 1 = (707)*39203 + (-3270)*8476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8477 \t 4 \t 5295 \t 1 \t 0\n", + "1 \t 8477 \t 5295 \t 1 \t 3182 \t 0 \t 1\n", + "2 \t 5295 \t 3182 \t 1 \t 2113 \t 1 \t -4\n", + "3 \t 3182 \t 2113 \t 1 \t 1069 \t -1 \t 5\n", + "4 \t 2113 \t 1069 \t 1 \t 1044 \t 2 \t -9\n", + "5 \t 1069 \t 1044 \t 1 \t 25 \t -3 \t 14\n", + "6 \t 1044 \t 25 \t 41 \t 19 \t 5 \t -23\n", + "7 \t 25 \t 19 \t 1 \t 6 \t -8 \t 37\n", + "8 \t 19 \t 6 \t 3 \t 1 \t 333 \t -1540\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -341 \t 1577\n", + "\t\t\t\t\t 1356 \t -6271\n", + "GCD(39203, 8477) = 1, with coefficients 1356 and -6271 such that 1 = (1356)*39203 + (-6271)*8477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8478 \t 4 \t 5291 \t 1 \t 0\n", + "1 \t 8478 \t 5291 \t 1 \t 3187 \t 0 \t 1\n", + "2 \t 5291 \t 3187 \t 1 \t 2104 \t 1 \t -4\n", + "3 \t 3187 \t 2104 \t 1 \t 1083 \t -1 \t 5\n", + "4 \t 2104 \t 1083 \t 1 \t 1021 \t 2 \t -9\n", + "5 \t 1083 \t 1021 \t 1 \t 62 \t -3 \t 14\n", + "6 \t 1021 \t 62 \t 16 \t 29 \t 5 \t -23\n", + "7 \t 62 \t 29 \t 2 \t 4 \t -8 \t 37\n", + "8 \t 29 \t 4 \t 7 \t 1 \t 133 \t -615\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -274 \t 1267\n", + "\t\t\t\t\t 2051 \t -9484\n", + "GCD(39203, 8478) = 1, with coefficients 2051 and -9484 such that 1 = (2051)*39203 + (-9484)*8478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8479 \t 4 \t 5287 \t 1 \t 0\n", + "1 \t 8479 \t 5287 \t 1 \t 3192 \t 0 \t 1\n", + "2 \t 5287 \t 3192 \t 1 \t 2095 \t 1 \t -4\n", + "3 \t 3192 \t 2095 \t 1 \t 1097 \t -1 \t 5\n", + "4 \t 2095 \t 1097 \t 1 \t 998 \t 2 \t -9\n", + "5 \t 1097 \t 998 \t 1 \t 99 \t -3 \t 14\n", + "6 \t 998 \t 99 \t 10 \t 8 \t 5 \t -23\n", + "7 \t 99 \t 8 \t 12 \t 3 \t -8 \t 37\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 85 \t -393\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1028 \t 4753\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2141 \t -9899\n", + "\t\t\t\t\t -3169 \t 14652\n", + "GCD(39203, 8479) = 1, with coefficients -3169 and 14652 such that 1 = (-3169)*39203 + (14652)*8479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8480 \t 4 \t 5283 \t 1 \t 0\n", + "1 \t 8480 \t 5283 \t 1 \t 3197 \t 0 \t 1\n", + "2 \t 5283 \t 3197 \t 1 \t 2086 \t 1 \t -4\n", + "3 \t 3197 \t 2086 \t 1 \t 1111 \t -1 \t 5\n", + "4 \t 2086 \t 1111 \t 1 \t 975 \t 2 \t -9\n", + "5 \t 1111 \t 975 \t 1 \t 136 \t -3 \t 14\n", + "6 \t 975 \t 136 \t 7 \t 23 \t 5 \t -23\n", + "7 \t 136 \t 23 \t 5 \t 21 \t -8 \t 37\n", + "8 \t 23 \t 21 \t 1 \t 2 \t 61 \t -282\n", + "9 \t 21 \t 2 \t 10 \t 1 \t -313 \t 1447\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 374 \t -1729\n", + "\t\t\t\t\t -4053 \t 18737\n", + "GCD(39203, 8480) = 1, with coefficients -4053 and 18737 such that 1 = (-4053)*39203 + (18737)*8480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8481 \t 4 \t 5279 \t 1 \t 0\n", + "1 \t 8481 \t 5279 \t 1 \t 3202 \t 0 \t 1\n", + "2 \t 5279 \t 3202 \t 1 \t 2077 \t 1 \t -4\n", + "3 \t 3202 \t 2077 \t 1 \t 1125 \t -1 \t 5\n", + "4 \t 2077 \t 1125 \t 1 \t 952 \t 2 \t -9\n", + "5 \t 1125 \t 952 \t 1 \t 173 \t -3 \t 14\n", + "6 \t 952 \t 173 \t 5 \t 87 \t 5 \t -23\n", + "7 \t 173 \t 87 \t 1 \t 86 \t -8 \t 37\n", + "8 \t 87 \t 86 \t 1 \t 1 \t 45 \t -208\n", + "9 \t 86 \t 1 \t 86 \t 0 \t -53 \t 245\n", + "\t\t\t\t\t 98 \t -453\n", + "GCD(39203, 8481) = 1, with coefficients 98 and -453 such that 1 = (98)*39203 + (-453)*8481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8482 \t 4 \t 5275 \t 1 \t 0\n", + "1 \t 8482 \t 5275 \t 1 \t 3207 \t 0 \t 1\n", + "2 \t 5275 \t 3207 \t 1 \t 2068 \t 1 \t -4\n", + "3 \t 3207 \t 2068 \t 1 \t 1139 \t -1 \t 5\n", + "4 \t 2068 \t 1139 \t 1 \t 929 \t 2 \t -9\n", + "5 \t 1139 \t 929 \t 1 \t 210 \t -3 \t 14\n", + "6 \t 929 \t 210 \t 4 \t 89 \t 5 \t -23\n", + "7 \t 210 \t 89 \t 2 \t 32 \t -8 \t 37\n", + "8 \t 89 \t 32 \t 2 \t 25 \t 37 \t -171\n", + "9 \t 32 \t 25 \t 1 \t 7 \t -82 \t 379\n", + "10 \t 25 \t 7 \t 3 \t 4 \t 201 \t -929\n", + "11 \t 7 \t 4 \t 1 \t 3 \t -283 \t 1308\n", + "12 \t 4 \t 3 \t 1 \t 1 \t 1050 \t -4853\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -1333 \t 6161\n", + "\t\t\t\t\t 2383 \t -11014\n", + "GCD(39203, 8482) = 1, with coefficients 2383 and -11014 such that 1 = (2383)*39203 + (-11014)*8482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8483 \t 4 \t 5271 \t 1 \t 0\n", + "1 \t 8483 \t 5271 \t 1 \t 3212 \t 0 \t 1\n", + "2 \t 5271 \t 3212 \t 1 \t 2059 \t 1 \t -4\n", + "3 \t 3212 \t 2059 \t 1 \t 1153 \t -1 \t 5\n", + "4 \t 2059 \t 1153 \t 1 \t 906 \t 2 \t -9\n", + "5 \t 1153 \t 906 \t 1 \t 247 \t -3 \t 14\n", + "6 \t 906 \t 247 \t 3 \t 165 \t 5 \t -23\n", + "7 \t 247 \t 165 \t 1 \t 82 \t -8 \t 37\n", + "8 \t 165 \t 82 \t 2 \t 1 \t 29 \t -134\n", + "9 \t 82 \t 1 \t 82 \t 0 \t -37 \t 171\n", + "\t\t\t\t\t 103 \t -476\n", + "GCD(39203, 8483) = 1, with coefficients 103 and -476 such that 1 = (103)*39203 + (-476)*8483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8484 \t 4 \t 5267 \t 1 \t 0\n", + "1 \t 8484 \t 5267 \t 1 \t 3217 \t 0 \t 1\n", + "2 \t 5267 \t 3217 \t 1 \t 2050 \t 1 \t -4\n", + "3 \t 3217 \t 2050 \t 1 \t 1167 \t -1 \t 5\n", + "4 \t 2050 \t 1167 \t 1 \t 883 \t 2 \t -9\n", + "5 \t 1167 \t 883 \t 1 \t 284 \t -3 \t 14\n", + "6 \t 883 \t 284 \t 3 \t 31 \t 5 \t -23\n", + "7 \t 284 \t 31 \t 9 \t 5 \t -8 \t 37\n", + "8 \t 31 \t 5 \t 6 \t 1 \t 29 \t -134\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -269 \t 1243\n", + "\t\t\t\t\t 1643 \t -7592\n", + "GCD(39203, 8484) = 1, with coefficients 1643 and -7592 such that 1 = (1643)*39203 + (-7592)*8484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8485 \t 4 \t 5263 \t 1 \t 0\n", + "1 \t 8485 \t 5263 \t 1 \t 3222 \t 0 \t 1\n", + "2 \t 5263 \t 3222 \t 1 \t 2041 \t 1 \t -4\n", + "3 \t 3222 \t 2041 \t 1 \t 1181 \t -1 \t 5\n", + "4 \t 2041 \t 1181 \t 1 \t 860 \t 2 \t -9\n", + "5 \t 1181 \t 860 \t 1 \t 321 \t -3 \t 14\n", + "6 \t 860 \t 321 \t 2 \t 218 \t 5 \t -23\n", + "7 \t 321 \t 218 \t 1 \t 103 \t -8 \t 37\n", + "8 \t 218 \t 103 \t 2 \t 12 \t 21 \t -97\n", + "9 \t 103 \t 12 \t 8 \t 7 \t -29 \t 134\n", + "10 \t 12 \t 7 \t 1 \t 5 \t 79 \t -365\n", + "11 \t 7 \t 5 \t 1 \t 2 \t -661 \t 3054\n", + "12 \t 5 \t 2 \t 2 \t 1 \t 740 \t -3419\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1401 \t 6473\n", + "\t\t\t\t\t 3542 \t -16365\n", + "GCD(39203, 8485) = 1, with coefficients 3542 and -16365 such that 1 = (3542)*39203 + (-16365)*8485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8486 \t 4 \t 5259 \t 1 \t 0\n", + "1 \t 8486 \t 5259 \t 1 \t 3227 \t 0 \t 1\n", + "2 \t 5259 \t 3227 \t 1 \t 2032 \t 1 \t -4\n", + "3 \t 3227 \t 2032 \t 1 \t 1195 \t -1 \t 5\n", + "4 \t 2032 \t 1195 \t 1 \t 837 \t 2 \t -9\n", + "5 \t 1195 \t 837 \t 1 \t 358 \t -3 \t 14\n", + "6 \t 837 \t 358 \t 2 \t 121 \t 5 \t -23\n", + "7 \t 358 \t 121 \t 2 \t 116 \t -8 \t 37\n", + "8 \t 121 \t 116 \t 1 \t 5 \t 21 \t -97\n", + "9 \t 116 \t 5 \t 23 \t 1 \t -50 \t 231\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 71 \t -328\n", + "\t\t\t\t\t -1683 \t 7775\n", + "GCD(39203, 8486) = 1, with coefficients -1683 and 7775 such that 1 = (-1683)*39203 + (7775)*8486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8487 \t 4 \t 5255 \t 1 \t 0\n", + "1 \t 8487 \t 5255 \t 1 \t 3232 \t 0 \t 1\n", + "2 \t 5255 \t 3232 \t 1 \t 2023 \t 1 \t -4\n", + "3 \t 3232 \t 2023 \t 1 \t 1209 \t -1 \t 5\n", + "4 \t 2023 \t 1209 \t 1 \t 814 \t 2 \t -9\n", + "5 \t 1209 \t 814 \t 1 \t 395 \t -3 \t 14\n", + "6 \t 814 \t 395 \t 2 \t 24 \t 5 \t -23\n", + "7 \t 395 \t 24 \t 16 \t 11 \t -8 \t 37\n", + "8 \t 24 \t 11 \t 2 \t 2 \t 21 \t -97\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -344 \t 1589\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 709 \t -3275\n", + "\t\t\t\t\t -3889 \t 17964\n", + "GCD(39203, 8487) = 1, with coefficients -3889 and 17964 such that 1 = (-3889)*39203 + (17964)*8487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8488 \t 4 \t 5251 \t 1 \t 0\n", + "1 \t 8488 \t 5251 \t 1 \t 3237 \t 0 \t 1\n", + "2 \t 5251 \t 3237 \t 1 \t 2014 \t 1 \t -4\n", + "3 \t 3237 \t 2014 \t 1 \t 1223 \t -1 \t 5\n", + "4 \t 2014 \t 1223 \t 1 \t 791 \t 2 \t -9\n", + "5 \t 1223 \t 791 \t 1 \t 432 \t -3 \t 14\n", + "6 \t 791 \t 432 \t 1 \t 359 \t 5 \t -23\n", + "7 \t 432 \t 359 \t 1 \t 73 \t -8 \t 37\n", + "8 \t 359 \t 73 \t 4 \t 67 \t 13 \t -60\n", + "9 \t 73 \t 67 \t 1 \t 6 \t -21 \t 97\n", + "10 \t 67 \t 6 \t 11 \t 1 \t 97 \t -448\n", + "11 \t 6 \t 1 \t 6 \t 0 \t -118 \t 545\n", + "\t\t\t\t\t 1395 \t -6443\n", + "GCD(39203, 8488) = 1, with coefficients 1395 and -6443 such that 1 = (1395)*39203 + (-6443)*8488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8489 \t 4 \t 5247 \t 1 \t 0\n", + "1 \t 8489 \t 5247 \t 1 \t 3242 \t 0 \t 1\n", + "2 \t 5247 \t 3242 \t 1 \t 2005 \t 1 \t -4\n", + "3 \t 3242 \t 2005 \t 1 \t 1237 \t -1 \t 5\n", + "4 \t 2005 \t 1237 \t 1 \t 768 \t 2 \t -9\n", + "5 \t 1237 \t 768 \t 1 \t 469 \t -3 \t 14\n", + "6 \t 768 \t 469 \t 1 \t 299 \t 5 \t -23\n", + "7 \t 469 \t 299 \t 1 \t 170 \t -8 \t 37\n", + "8 \t 299 \t 170 \t 1 \t 129 \t 13 \t -60\n", + "9 \t 170 \t 129 \t 1 \t 41 \t -21 \t 97\n", + "10 \t 129 \t 41 \t 3 \t 6 \t 34 \t -157\n", + "11 \t 41 \t 6 \t 6 \t 5 \t -55 \t 254\n", + "12 \t 6 \t 5 \t 1 \t 1 \t 199 \t -919\n", + "13 \t 5 \t 1 \t 5 \t 0 \t -1249 \t 5768\n", + "\t\t\t\t\t 1448 \t -6687\n", + "GCD(39203, 8489) = 1, with coefficients 1448 and -6687 such that 1 = (1448)*39203 + (-6687)*8489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8490 \t 4 \t 5243 \t 1 \t 0\n", + "1 \t 8490 \t 5243 \t 1 \t 3247 \t 0 \t 1\n", + "2 \t 5243 \t 3247 \t 1 \t 1996 \t 1 \t -4\n", + "3 \t 3247 \t 1996 \t 1 \t 1251 \t -1 \t 5\n", + "4 \t 1996 \t 1251 \t 1 \t 745 \t 2 \t -9\n", + "5 \t 1251 \t 745 \t 1 \t 506 \t -3 \t 14\n", + "6 \t 745 \t 506 \t 1 \t 239 \t 5 \t -23\n", + "7 \t 506 \t 239 \t 2 \t 28 \t -8 \t 37\n", + "8 \t 239 \t 28 \t 8 \t 15 \t 13 \t -60\n", + "9 \t 28 \t 15 \t 1 \t 13 \t -34 \t 157\n", + "10 \t 15 \t 13 \t 1 \t 2 \t 285 \t -1316\n", + "11 \t 13 \t 2 \t 6 \t 1 \t -319 \t 1473\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 604 \t -2789\n", + "\t\t\t\t\t -3943 \t 18207\n", + "GCD(39203, 8490) = 1, with coefficients -3943 and 18207 such that 1 = (-3943)*39203 + (18207)*8490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8491 \t 4 \t 5239 \t 1 \t 0\n", + "1 \t 8491 \t 5239 \t 1 \t 3252 \t 0 \t 1\n", + "2 \t 5239 \t 3252 \t 1 \t 1987 \t 1 \t -4\n", + "3 \t 3252 \t 1987 \t 1 \t 1265 \t -1 \t 5\n", + "4 \t 1987 \t 1265 \t 1 \t 722 \t 2 \t -9\n", + "5 \t 1265 \t 722 \t 1 \t 543 \t -3 \t 14\n", + "6 \t 722 \t 543 \t 1 \t 179 \t 5 \t -23\n", + "7 \t 543 \t 179 \t 3 \t 6 \t -8 \t 37\n", + "8 \t 179 \t 6 \t 29 \t 5 \t 13 \t -60\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -47 \t 217\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1376 \t -6353\n", + "\t\t\t\t\t -1423 \t 6570\n", + "GCD(39203, 8491) = 1, with coefficients -1423 and 6570 such that 1 = (-1423)*39203 + (6570)*8491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8492 \t 4 \t 5235 \t 1 \t 0\n", + "1 \t 8492 \t 5235 \t 1 \t 3257 \t 0 \t 1\n", + "2 \t 5235 \t 3257 \t 1 \t 1978 \t 1 \t -4\n", + "3 \t 3257 \t 1978 \t 1 \t 1279 \t -1 \t 5\n", + "4 \t 1978 \t 1279 \t 1 \t 699 \t 2 \t -9\n", + "5 \t 1279 \t 699 \t 1 \t 580 \t -3 \t 14\n", + "6 \t 699 \t 580 \t 1 \t 119 \t 5 \t -23\n", + "7 \t 580 \t 119 \t 4 \t 104 \t -8 \t 37\n", + "8 \t 119 \t 104 \t 1 \t 15 \t 13 \t -60\n", + "9 \t 104 \t 15 \t 6 \t 14 \t -60 \t 277\n", + "10 \t 15 \t 14 \t 1 \t 1 \t 73 \t -337\n", + "11 \t 14 \t 1 \t 14 \t 0 \t -498 \t 2299\n", + "\t\t\t\t\t 571 \t -2636\n", + "GCD(39203, 8492) = 1, with coefficients 571 and -2636 such that 1 = (571)*39203 + (-2636)*8492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8493 \t 4 \t 5231 \t 1 \t 0\n", + "1 \t 8493 \t 5231 \t 1 \t 3262 \t 0 \t 1\n", + "2 \t 5231 \t 3262 \t 1 \t 1969 \t 1 \t -4\n", + "3 \t 3262 \t 1969 \t 1 \t 1293 \t -1 \t 5\n", + "4 \t 1969 \t 1293 \t 1 \t 676 \t 2 \t -9\n", + "5 \t 1293 \t 676 \t 1 \t 617 \t -3 \t 14\n", + "6 \t 676 \t 617 \t 1 \t 59 \t 5 \t -23\n", + "7 \t 617 \t 59 \t 10 \t 27 \t -8 \t 37\n", + "8 \t 59 \t 27 \t 2 \t 5 \t 13 \t -60\n", + "9 \t 27 \t 5 \t 5 \t 2 \t -138 \t 637\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 289 \t -1334\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1583 \t 7307\n", + "\t\t\t\t\t 3455 \t -15948\n", + "GCD(39203, 8493) = 1, with coefficients 3455 and -15948 such that 1 = (3455)*39203 + (-15948)*8493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8494 \t 4 \t 5227 \t 1 \t 0\n", + "1 \t 8494 \t 5227 \t 1 \t 3267 \t 0 \t 1\n", + "2 \t 5227 \t 3267 \t 1 \t 1960 \t 1 \t -4\n", + "3 \t 3267 \t 1960 \t 1 \t 1307 \t -1 \t 5\n", + "4 \t 1960 \t 1307 \t 1 \t 653 \t 2 \t -9\n", + "5 \t 1307 \t 653 \t 2 \t 1 \t -3 \t 14\n", + "6 \t 653 \t 1 \t 653 \t 0 \t 5 \t -23\n", + "\t\t\t\t\t -13 \t 60\n", + "GCD(39203, 8494) = 1, with coefficients -13 and 60 such that 1 = (-13)*39203 + (60)*8494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8495 \t 4 \t 5223 \t 1 \t 0\n", + "1 \t 8495 \t 5223 \t 1 \t 3272 \t 0 \t 1\n", + "2 \t 5223 \t 3272 \t 1 \t 1951 \t 1 \t -4\n", + "3 \t 3272 \t 1951 \t 1 \t 1321 \t -1 \t 5\n", + "4 \t 1951 \t 1321 \t 1 \t 630 \t 2 \t -9\n", + "5 \t 1321 \t 630 \t 2 \t 61 \t -3 \t 14\n", + "6 \t 630 \t 61 \t 10 \t 20 \t 5 \t -23\n", + "7 \t 61 \t 20 \t 3 \t 1 \t -13 \t 60\n", + "8 \t 20 \t 1 \t 20 \t 0 \t 135 \t -623\n", + "\t\t\t\t\t -418 \t 1929\n", + "GCD(39203, 8495) = 1, with coefficients -418 and 1929 such that 1 = (-418)*39203 + (1929)*8495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8496 \t 4 \t 5219 \t 1 \t 0\n", + "1 \t 8496 \t 5219 \t 1 \t 3277 \t 0 \t 1\n", + "2 \t 5219 \t 3277 \t 1 \t 1942 \t 1 \t -4\n", + "3 \t 3277 \t 1942 \t 1 \t 1335 \t -1 \t 5\n", + "4 \t 1942 \t 1335 \t 1 \t 607 \t 2 \t -9\n", + "5 \t 1335 \t 607 \t 2 \t 121 \t -3 \t 14\n", + "6 \t 607 \t 121 \t 5 \t 2 \t 5 \t -23\n", + "7 \t 121 \t 2 \t 60 \t 1 \t -13 \t 60\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 70 \t -323\n", + "\t\t\t\t\t -4213 \t 19440\n", + "GCD(39203, 8496) = 1, with coefficients -4213 and 19440 such that 1 = (-4213)*39203 + (19440)*8496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8497 \t 4 \t 5215 \t 1 \t 0\n", + "1 \t 8497 \t 5215 \t 1 \t 3282 \t 0 \t 1\n", + "2 \t 5215 \t 3282 \t 1 \t 1933 \t 1 \t -4\n", + "3 \t 3282 \t 1933 \t 1 \t 1349 \t -1 \t 5\n", + "4 \t 1933 \t 1349 \t 1 \t 584 \t 2 \t -9\n", + "5 \t 1349 \t 584 \t 2 \t 181 \t -3 \t 14\n", + "6 \t 584 \t 181 \t 3 \t 41 \t 5 \t -23\n", + "7 \t 181 \t 41 \t 4 \t 17 \t -13 \t 60\n", + "8 \t 41 \t 17 \t 2 \t 7 \t 44 \t -203\n", + "9 \t 17 \t 7 \t 2 \t 3 \t -189 \t 872\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 422 \t -1947\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1033 \t 4766\n", + "\t\t\t\t\t 2488 \t -11479\n", + "GCD(39203, 8497) = 1, with coefficients 2488 and -11479 such that 1 = (2488)*39203 + (-11479)*8497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8498 \t 4 \t 5211 \t 1 \t 0\n", + "1 \t 8498 \t 5211 \t 1 \t 3287 \t 0 \t 1\n", + "2 \t 5211 \t 3287 \t 1 \t 1924 \t 1 \t -4\n", + "3 \t 3287 \t 1924 \t 1 \t 1363 \t -1 \t 5\n", + "4 \t 1924 \t 1363 \t 1 \t 561 \t 2 \t -9\n", + "5 \t 1363 \t 561 \t 2 \t 241 \t -3 \t 14\n", + "6 \t 561 \t 241 \t 2 \t 79 \t 5 \t -23\n", + "7 \t 241 \t 79 \t 3 \t 4 \t -13 \t 60\n", + "8 \t 79 \t 4 \t 19 \t 3 \t 31 \t -143\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -106 \t 489\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 2045 \t -9434\n", + "\t\t\t\t\t -2151 \t 9923\n", + "GCD(39203, 8498) = 1, with coefficients -2151 and 9923 such that 1 = (-2151)*39203 + (9923)*8498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8499 \t 4 \t 5207 \t 1 \t 0\n", + "1 \t 8499 \t 5207 \t 1 \t 3292 \t 0 \t 1\n", + "2 \t 5207 \t 3292 \t 1 \t 1915 \t 1 \t -4\n", + "3 \t 3292 \t 1915 \t 1 \t 1377 \t -1 \t 5\n", + "4 \t 1915 \t 1377 \t 1 \t 538 \t 2 \t -9\n", + "5 \t 1377 \t 538 \t 2 \t 301 \t -3 \t 14\n", + "6 \t 538 \t 301 \t 1 \t 237 \t 5 \t -23\n", + "7 \t 301 \t 237 \t 1 \t 64 \t -13 \t 60\n", + "8 \t 237 \t 64 \t 3 \t 45 \t 18 \t -83\n", + "9 \t 64 \t 45 \t 1 \t 19 \t -31 \t 143\n", + "10 \t 45 \t 19 \t 2 \t 7 \t 111 \t -512\n", + "11 \t 19 \t 7 \t 2 \t 5 \t -142 \t 655\n", + "12 \t 7 \t 5 \t 1 \t 2 \t 395 \t -1822\n", + "13 \t 5 \t 2 \t 2 \t 1 \t -932 \t 4299\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 1327 \t -6121\n", + "\t\t\t\t\t -3586 \t 16541\n", + "GCD(39203, 8499) = 1, with coefficients -3586 and 16541 such that 1 = (-3586)*39203 + (16541)*8499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8500 \t 4 \t 5203 \t 1 \t 0\n", + "1 \t 8500 \t 5203 \t 1 \t 3297 \t 0 \t 1\n", + "2 \t 5203 \t 3297 \t 1 \t 1906 \t 1 \t -4\n", + "3 \t 3297 \t 1906 \t 1 \t 1391 \t -1 \t 5\n", + "4 \t 1906 \t 1391 \t 1 \t 515 \t 2 \t -9\n", + "5 \t 1391 \t 515 \t 2 \t 361 \t -3 \t 14\n", + "6 \t 515 \t 361 \t 1 \t 154 \t 5 \t -23\n", + "7 \t 361 \t 154 \t 2 \t 53 \t -13 \t 60\n", + "8 \t 154 \t 53 \t 2 \t 48 \t 18 \t -83\n", + "9 \t 53 \t 48 \t 1 \t 5 \t -49 \t 226\n", + "10 \t 48 \t 5 \t 9 \t 3 \t 116 \t -535\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -165 \t 761\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 1601 \t -7384\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1766 \t 8145\n", + "\t\t\t\t\t 3367 \t -15529\n", + "GCD(39203, 8500) = 1, with coefficients 3367 and -15529 such that 1 = (3367)*39203 + (-15529)*8500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8501 \t 4 \t 5199 \t 1 \t 0\n", + "1 \t 8501 \t 5199 \t 1 \t 3302 \t 0 \t 1\n", + "2 \t 5199 \t 3302 \t 1 \t 1897 \t 1 \t -4\n", + "3 \t 3302 \t 1897 \t 1 \t 1405 \t -1 \t 5\n", + "4 \t 1897 \t 1405 \t 1 \t 492 \t 2 \t -9\n", + "5 \t 1405 \t 492 \t 2 \t 421 \t -3 \t 14\n", + "6 \t 492 \t 421 \t 1 \t 71 \t 5 \t -23\n", + "7 \t 421 \t 71 \t 5 \t 66 \t -13 \t 60\n", + "8 \t 71 \t 66 \t 1 \t 5 \t 18 \t -83\n", + "9 \t 66 \t 5 \t 13 \t 1 \t -103 \t 475\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 121 \t -558\n", + "\t\t\t\t\t -1676 \t 7729\n", + "GCD(39203, 8501) = 1, with coefficients -1676 and 7729 such that 1 = (-1676)*39203 + (7729)*8501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8502 \t 4 \t 5195 \t 1 \t 0\n", + "1 \t 8502 \t 5195 \t 1 \t 3307 \t 0 \t 1\n", + "2 \t 5195 \t 3307 \t 1 \t 1888 \t 1 \t -4\n", + "3 \t 3307 \t 1888 \t 1 \t 1419 \t -1 \t 5\n", + "4 \t 1888 \t 1419 \t 1 \t 469 \t 2 \t -9\n", + "5 \t 1419 \t 469 \t 3 \t 12 \t -3 \t 14\n", + "6 \t 469 \t 12 \t 39 \t 1 \t 5 \t -23\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -18 \t 83\n", + "\t\t\t\t\t 707 \t -3260\n", + "GCD(39203, 8502) = 1, with coefficients 707 and -3260 such that 1 = (707)*39203 + (-3260)*8502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8503 \t 4 \t 5191 \t 1 \t 0\n", + "1 \t 8503 \t 5191 \t 1 \t 3312 \t 0 \t 1\n", + "2 \t 5191 \t 3312 \t 1 \t 1879 \t 1 \t -4\n", + "3 \t 3312 \t 1879 \t 1 \t 1433 \t -1 \t 5\n", + "4 \t 1879 \t 1433 \t 1 \t 446 \t 2 \t -9\n", + "5 \t 1433 \t 446 \t 3 \t 95 \t -3 \t 14\n", + "6 \t 446 \t 95 \t 4 \t 66 \t 5 \t -23\n", + "7 \t 95 \t 66 \t 1 \t 29 \t -18 \t 83\n", + "8 \t 66 \t 29 \t 2 \t 8 \t 77 \t -355\n", + "9 \t 29 \t 8 \t 3 \t 5 \t -95 \t 438\n", + "10 \t 8 \t 5 \t 1 \t 3 \t 267 \t -1231\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -896 \t 4131\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 1163 \t -5362\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -2059 \t 9493\n", + "\t\t\t\t\t 3222 \t -14855\n", + "GCD(39203, 8503) = 1, with coefficients 3222 and -14855 such that 1 = (3222)*39203 + (-14855)*8503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8504 \t 4 \t 5187 \t 1 \t 0\n", + "1 \t 8504 \t 5187 \t 1 \t 3317 \t 0 \t 1\n", + "2 \t 5187 \t 3317 \t 1 \t 1870 \t 1 \t -4\n", + "3 \t 3317 \t 1870 \t 1 \t 1447 \t -1 \t 5\n", + "4 \t 1870 \t 1447 \t 1 \t 423 \t 2 \t -9\n", + "5 \t 1447 \t 423 \t 3 \t 178 \t -3 \t 14\n", + "6 \t 423 \t 178 \t 2 \t 67 \t 5 \t -23\n", + "7 \t 178 \t 67 \t 2 \t 44 \t -18 \t 83\n", + "8 \t 67 \t 44 \t 1 \t 23 \t 41 \t -189\n", + "9 \t 44 \t 23 \t 1 \t 21 \t -100 \t 461\n", + "10 \t 23 \t 21 \t 1 \t 2 \t 141 \t -650\n", + "11 \t 21 \t 2 \t 10 \t 1 \t -241 \t 1111\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 382 \t -1761\n", + "\t\t\t\t\t -4061 \t 18721\n", + "GCD(39203, 8504) = 1, with coefficients -4061 and 18721 such that 1 = (-4061)*39203 + (18721)*8504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8505 \t 4 \t 5183 \t 1 \t 0\n", + "1 \t 8505 \t 5183 \t 1 \t 3322 \t 0 \t 1\n", + "2 \t 5183 \t 3322 \t 1 \t 1861 \t 1 \t -4\n", + "3 \t 3322 \t 1861 \t 1 \t 1461 \t -1 \t 5\n", + "4 \t 1861 \t 1461 \t 1 \t 400 \t 2 \t -9\n", + "5 \t 1461 \t 400 \t 3 \t 261 \t -3 \t 14\n", + "6 \t 400 \t 261 \t 1 \t 139 \t 5 \t -23\n", + "7 \t 261 \t 139 \t 1 \t 122 \t -18 \t 83\n", + "8 \t 139 \t 122 \t 1 \t 17 \t 23 \t -106\n", + "9 \t 122 \t 17 \t 7 \t 3 \t -41 \t 189\n", + "10 \t 17 \t 3 \t 5 \t 2 \t 64 \t -295\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -489 \t 2254\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2509 \t -11565\n", + "\t\t\t\t\t -2998 \t 13819\n", + "GCD(39203, 8505) = 1, with coefficients -2998 and 13819 such that 1 = (-2998)*39203 + (13819)*8505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8506 \t 4 \t 5179 \t 1 \t 0\n", + "1 \t 8506 \t 5179 \t 1 \t 3327 \t 0 \t 1\n", + "2 \t 5179 \t 3327 \t 1 \t 1852 \t 1 \t -4\n", + "3 \t 3327 \t 1852 \t 1 \t 1475 \t -1 \t 5\n", + "4 \t 1852 \t 1475 \t 1 \t 377 \t 2 \t -9\n", + "5 \t 1475 \t 377 \t 3 \t 344 \t -3 \t 14\n", + "6 \t 377 \t 344 \t 1 \t 33 \t 5 \t -23\n", + "7 \t 344 \t 33 \t 10 \t 14 \t -18 \t 83\n", + "8 \t 33 \t 14 \t 2 \t 5 \t 23 \t -106\n", + "9 \t 14 \t 5 \t 2 \t 4 \t -248 \t 1143\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 519 \t -2392\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1286 \t 5927\n", + "\t\t\t\t\t 1805 \t -8319\n", + "GCD(39203, 8506) = 1, with coefficients 1805 and -8319 such that 1 = (1805)*39203 + (-8319)*8506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8507 \t 4 \t 5175 \t 1 \t 0\n", + "1 \t 8507 \t 5175 \t 1 \t 3332 \t 0 \t 1\n", + "2 \t 5175 \t 3332 \t 1 \t 1843 \t 1 \t -4\n", + "3 \t 3332 \t 1843 \t 1 \t 1489 \t -1 \t 5\n", + "4 \t 1843 \t 1489 \t 1 \t 354 \t 2 \t -9\n", + "5 \t 1489 \t 354 \t 4 \t 73 \t -3 \t 14\n", + "6 \t 354 \t 73 \t 4 \t 62 \t 5 \t -23\n", + "7 \t 73 \t 62 \t 1 \t 11 \t -23 \t 106\n", + "8 \t 62 \t 11 \t 5 \t 7 \t 97 \t -447\n", + "9 \t 11 \t 7 \t 1 \t 4 \t -120 \t 553\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 697 \t -3212\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -817 \t 3765\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1514 \t -6977\n", + "\t\t\t\t\t -2331 \t 10742\n", + "GCD(39203, 8507) = 1, with coefficients -2331 and 10742 such that 1 = (-2331)*39203 + (10742)*8507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8508 \t 4 \t 5171 \t 1 \t 0\n", + "1 \t 8508 \t 5171 \t 1 \t 3337 \t 0 \t 1\n", + "2 \t 5171 \t 3337 \t 1 \t 1834 \t 1 \t -4\n", + "3 \t 3337 \t 1834 \t 1 \t 1503 \t -1 \t 5\n", + "4 \t 1834 \t 1503 \t 1 \t 331 \t 2 \t -9\n", + "5 \t 1503 \t 331 \t 4 \t 179 \t -3 \t 14\n", + "6 \t 331 \t 179 \t 1 \t 152 \t 5 \t -23\n", + "7 \t 179 \t 152 \t 1 \t 27 \t -23 \t 106\n", + "8 \t 152 \t 27 \t 5 \t 17 \t 28 \t -129\n", + "9 \t 27 \t 17 \t 1 \t 10 \t -51 \t 235\n", + "10 \t 17 \t 10 \t 1 \t 7 \t 283 \t -1304\n", + "11 \t 10 \t 7 \t 1 \t 3 \t -334 \t 1539\n", + "12 \t 7 \t 3 \t 2 \t 1 \t 617 \t -2843\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -951 \t 4382\n", + "\t\t\t\t\t 2519 \t -11607\n", + "GCD(39203, 8508) = 1, with coefficients 2519 and -11607 such that 1 = (2519)*39203 + (-11607)*8508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8509 \t 4 \t 5167 \t 1 \t 0\n", + "1 \t 8509 \t 5167 \t 1 \t 3342 \t 0 \t 1\n", + "2 \t 5167 \t 3342 \t 1 \t 1825 \t 1 \t -4\n", + "3 \t 3342 \t 1825 \t 1 \t 1517 \t -1 \t 5\n", + "4 \t 1825 \t 1517 \t 1 \t 308 \t 2 \t -9\n", + "5 \t 1517 \t 308 \t 4 \t 285 \t -3 \t 14\n", + "6 \t 308 \t 285 \t 1 \t 23 \t 5 \t -23\n", + "7 \t 285 \t 23 \t 12 \t 9 \t -23 \t 106\n", + "8 \t 23 \t 9 \t 2 \t 5 \t 28 \t -129\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -359 \t 1654\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 746 \t -3437\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1105 \t 5091\n", + "\t\t\t\t\t 1851 \t -8528\n", + "GCD(39203, 8509) = 1, with coefficients 1851 and -8528 such that 1 = (1851)*39203 + (-8528)*8509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8510 \t 4 \t 5163 \t 1 \t 0\n", + "1 \t 8510 \t 5163 \t 1 \t 3347 \t 0 \t 1\n", + "2 \t 5163 \t 3347 \t 1 \t 1816 \t 1 \t -4\n", + "3 \t 3347 \t 1816 \t 1 \t 1531 \t -1 \t 5\n", + "4 \t 1816 \t 1531 \t 1 \t 285 \t 2 \t -9\n", + "5 \t 1531 \t 285 \t 5 \t 106 \t -3 \t 14\n", + "6 \t 285 \t 106 \t 2 \t 73 \t 5 \t -23\n", + "7 \t 106 \t 73 \t 1 \t 33 \t -28 \t 129\n", + "8 \t 73 \t 33 \t 2 \t 7 \t 61 \t -281\n", + "9 \t 33 \t 7 \t 4 \t 5 \t -89 \t 410\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 239 \t -1101\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -1045 \t 4814\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1284 \t -5915\n", + "\t\t\t\t\t -3613 \t 16644\n", + "GCD(39203, 8510) = 1, with coefficients -3613 and 16644 such that 1 = (-3613)*39203 + (16644)*8510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8511 \t 4 \t 5159 \t 1 \t 0\n", + "1 \t 8511 \t 5159 \t 1 \t 3352 \t 0 \t 1\n", + "2 \t 5159 \t 3352 \t 1 \t 1807 \t 1 \t -4\n", + "3 \t 3352 \t 1807 \t 1 \t 1545 \t -1 \t 5\n", + "4 \t 1807 \t 1545 \t 1 \t 262 \t 2 \t -9\n", + "5 \t 1545 \t 262 \t 5 \t 235 \t -3 \t 14\n", + "6 \t 262 \t 235 \t 1 \t 27 \t 5 \t -23\n", + "7 \t 235 \t 27 \t 8 \t 19 \t -28 \t 129\n", + "8 \t 27 \t 19 \t 1 \t 8 \t 33 \t -152\n", + "9 \t 19 \t 8 \t 2 \t 3 \t -292 \t 1345\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 325 \t -1497\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -942 \t 4339\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2209 \t -10175\n", + "\t\t\t\t\t -3151 \t 14514\n", + "GCD(39203, 8511) = 1, with coefficients -3151 and 14514 such that 1 = (-3151)*39203 + (14514)*8511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8512 \t 4 \t 5155 \t 1 \t 0\n", + "1 \t 8512 \t 5155 \t 1 \t 3357 \t 0 \t 1\n", + "2 \t 5155 \t 3357 \t 1 \t 1798 \t 1 \t -4\n", + "3 \t 3357 \t 1798 \t 1 \t 1559 \t -1 \t 5\n", + "4 \t 1798 \t 1559 \t 1 \t 239 \t 2 \t -9\n", + "5 \t 1559 \t 239 \t 6 \t 125 \t -3 \t 14\n", + "6 \t 239 \t 125 \t 1 \t 114 \t 5 \t -23\n", + "7 \t 125 \t 114 \t 1 \t 11 \t -33 \t 152\n", + "8 \t 114 \t 11 \t 10 \t 4 \t 38 \t -175\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -71 \t 327\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 748 \t -3445\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1567 \t 7217\n", + "\t\t\t\t\t 2315 \t -10662\n", + "GCD(39203, 8512) = 1, with coefficients 2315 and -10662 such that 1 = (2315)*39203 + (-10662)*8512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8513 \t 4 \t 5151 \t 1 \t 0\n", + "1 \t 8513 \t 5151 \t 1 \t 3362 \t 0 \t 1\n", + "2 \t 5151 \t 3362 \t 1 \t 1789 \t 1 \t -4\n", + "3 \t 3362 \t 1789 \t 1 \t 1573 \t -1 \t 5\n", + "4 \t 1789 \t 1573 \t 1 \t 216 \t 2 \t -9\n", + "5 \t 1573 \t 216 \t 7 \t 61 \t -3 \t 14\n", + "6 \t 216 \t 61 \t 3 \t 33 \t 5 \t -23\n", + "7 \t 61 \t 33 \t 1 \t 28 \t -38 \t 175\n", + "8 \t 33 \t 28 \t 1 \t 5 \t 119 \t -548\n", + "9 \t 28 \t 5 \t 5 \t 3 \t -157 \t 723\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 276 \t -1271\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1537 \t 7078\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1813 \t -8349\n", + "\t\t\t\t\t -3350 \t 15427\n", + "GCD(39203, 8513) = 1, with coefficients -3350 and 15427 such that 1 = (-3350)*39203 + (15427)*8513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8514 \t 4 \t 5147 \t 1 \t 0\n", + "1 \t 8514 \t 5147 \t 1 \t 3367 \t 0 \t 1\n", + "2 \t 5147 \t 3367 \t 1 \t 1780 \t 1 \t -4\n", + "3 \t 3367 \t 1780 \t 1 \t 1587 \t -1 \t 5\n", + "4 \t 1780 \t 1587 \t 1 \t 193 \t 2 \t -9\n", + "5 \t 1587 \t 193 \t 8 \t 43 \t -3 \t 14\n", + "6 \t 193 \t 43 \t 4 \t 21 \t 5 \t -23\n", + "7 \t 43 \t 21 \t 2 \t 1 \t -43 \t 198\n", + "8 \t 21 \t 1 \t 21 \t 0 \t 177 \t -815\n", + "\t\t\t\t\t -397 \t 1828\n", + "GCD(39203, 8514) = 1, with coefficients -397 and 1828 such that 1 = (-397)*39203 + (1828)*8514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8515 \t 4 \t 5143 \t 1 \t 0\n", + "1 \t 8515 \t 5143 \t 1 \t 3372 \t 0 \t 1\n", + "2 \t 5143 \t 3372 \t 1 \t 1771 \t 1 \t -4\n", + "3 \t 3372 \t 1771 \t 1 \t 1601 \t -1 \t 5\n", + "4 \t 1771 \t 1601 \t 1 \t 170 \t 2 \t -9\n", + "5 \t 1601 \t 170 \t 9 \t 71 \t -3 \t 14\n", + "6 \t 170 \t 71 \t 2 \t 28 \t 5 \t -23\n", + "7 \t 71 \t 28 \t 2 \t 15 \t -48 \t 221\n", + "8 \t 28 \t 15 \t 1 \t 13 \t 101 \t -465\n", + "9 \t 15 \t 13 \t 1 \t 2 \t -250 \t 1151\n", + "10 \t 13 \t 2 \t 6 \t 1 \t 351 \t -1616\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -601 \t 2767\n", + "\t\t\t\t\t 3957 \t -18218\n", + "GCD(39203, 8515) = 1, with coefficients 3957 and -18218 such that 1 = (3957)*39203 + (-18218)*8515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8516 \t 4 \t 5139 \t 1 \t 0\n", + "1 \t 8516 \t 5139 \t 1 \t 3377 \t 0 \t 1\n", + "2 \t 5139 \t 3377 \t 1 \t 1762 \t 1 \t -4\n", + "3 \t 3377 \t 1762 \t 1 \t 1615 \t -1 \t 5\n", + "4 \t 1762 \t 1615 \t 1 \t 147 \t 2 \t -9\n", + "5 \t 1615 \t 147 \t 10 \t 145 \t -3 \t 14\n", + "6 \t 147 \t 145 \t 1 \t 2 \t 5 \t -23\n", + "7 \t 145 \t 2 \t 72 \t 1 \t -53 \t 244\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 58 \t -267\n", + "\t\t\t\t\t -4229 \t 19468\n", + "GCD(39203, 8516) = 1, with coefficients -4229 and 19468 such that 1 = (-4229)*39203 + (19468)*8516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8517 \t 4 \t 5135 \t 1 \t 0\n", + "1 \t 8517 \t 5135 \t 1 \t 3382 \t 0 \t 1\n", + "2 \t 5135 \t 3382 \t 1 \t 1753 \t 1 \t -4\n", + "3 \t 3382 \t 1753 \t 1 \t 1629 \t -1 \t 5\n", + "4 \t 1753 \t 1629 \t 1 \t 124 \t 2 \t -9\n", + "5 \t 1629 \t 124 \t 13 \t 17 \t -3 \t 14\n", + "6 \t 124 \t 17 \t 7 \t 5 \t 5 \t -23\n", + "7 \t 17 \t 5 \t 3 \t 2 \t -68 \t 313\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 481 \t -2214\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1511 \t 6955\n", + "\t\t\t\t\t 3503 \t -16124\n", + "GCD(39203, 8517) = 1, with coefficients 3503 and -16124 such that 1 = (3503)*39203 + (-16124)*8517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8518 \t 4 \t 5131 \t 1 \t 0\n", + "1 \t 8518 \t 5131 \t 1 \t 3387 \t 0 \t 1\n", + "2 \t 5131 \t 3387 \t 1 \t 1744 \t 1 \t -4\n", + "3 \t 3387 \t 1744 \t 1 \t 1643 \t -1 \t 5\n", + "4 \t 1744 \t 1643 \t 1 \t 101 \t 2 \t -9\n", + "5 \t 1643 \t 101 \t 16 \t 27 \t -3 \t 14\n", + "6 \t 101 \t 27 \t 3 \t 20 \t 5 \t -23\n", + "7 \t 27 \t 20 \t 1 \t 7 \t -83 \t 382\n", + "8 \t 20 \t 7 \t 2 \t 6 \t 254 \t -1169\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -337 \t 1551\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 928 \t -4271\n", + "\t\t\t\t\t -1265 \t 5822\n", + "GCD(39203, 8518) = 1, with coefficients -1265 and 5822 such that 1 = (-1265)*39203 + (5822)*8518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8519 \t 4 \t 5127 \t 1 \t 0\n", + "1 \t 8519 \t 5127 \t 1 \t 3392 \t 0 \t 1\n", + "2 \t 5127 \t 3392 \t 1 \t 1735 \t 1 \t -4\n", + "3 \t 3392 \t 1735 \t 1 \t 1657 \t -1 \t 5\n", + "4 \t 1735 \t 1657 \t 1 \t 78 \t 2 \t -9\n", + "5 \t 1657 \t 78 \t 21 \t 19 \t -3 \t 14\n", + "6 \t 78 \t 19 \t 4 \t 2 \t 5 \t -23\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -108 \t 497\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 437 \t -2011\n", + "\t\t\t\t\t -4041 \t 18596\n", + "GCD(39203, 8519) = 1, with coefficients -4041 and 18596 such that 1 = (-4041)*39203 + (18596)*8519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8520 \t 4 \t 5123 \t 1 \t 0\n", + "1 \t 8520 \t 5123 \t 1 \t 3397 \t 0 \t 1\n", + "2 \t 5123 \t 3397 \t 1 \t 1726 \t 1 \t -4\n", + "3 \t 3397 \t 1726 \t 1 \t 1671 \t -1 \t 5\n", + "4 \t 1726 \t 1671 \t 1 \t 55 \t 2 \t -9\n", + "5 \t 1671 \t 55 \t 30 \t 21 \t -3 \t 14\n", + "6 \t 55 \t 21 \t 2 \t 13 \t 5 \t -23\n", + "7 \t 21 \t 13 \t 1 \t 8 \t -153 \t 704\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 311 \t -1431\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -464 \t 2135\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 775 \t -3566\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1239 \t 5701\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2014 \t -9267\n", + "\t\t\t\t\t -3253 \t 14968\n", + "GCD(39203, 8520) = 1, with coefficients -3253 and 14968 such that 1 = (-3253)*39203 + (14968)*8520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8521 \t 4 \t 5119 \t 1 \t 0\n", + "1 \t 8521 \t 5119 \t 1 \t 3402 \t 0 \t 1\n", + "2 \t 5119 \t 3402 \t 1 \t 1717 \t 1 \t -4\n", + "3 \t 3402 \t 1717 \t 1 \t 1685 \t -1 \t 5\n", + "4 \t 1717 \t 1685 \t 1 \t 32 \t 2 \t -9\n", + "5 \t 1685 \t 32 \t 52 \t 21 \t -3 \t 14\n", + "6 \t 32 \t 21 \t 1 \t 11 \t 5 \t -23\n", + "7 \t 21 \t 11 \t 1 \t 10 \t -263 \t 1210\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 268 \t -1233\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -531 \t 2443\n", + "\t\t\t\t\t 799 \t -3676\n", + "GCD(39203, 8521) = 1, with coefficients 799 and -3676 such that 1 = (799)*39203 + (-3676)*8521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8522 \t 4 \t 5115 \t 1 \t 0\n", + "1 \t 8522 \t 5115 \t 1 \t 3407 \t 0 \t 1\n", + "2 \t 5115 \t 3407 \t 1 \t 1708 \t 1 \t -4\n", + "3 \t 3407 \t 1708 \t 1 \t 1699 \t -1 \t 5\n", + "4 \t 1708 \t 1699 \t 1 \t 9 \t 2 \t -9\n", + "5 \t 1699 \t 9 \t 188 \t 7 \t -3 \t 14\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 5 \t -23\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -943 \t 4338\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 948 \t -4361\n", + "\t\t\t\t\t -3787 \t 17421\n", + "GCD(39203, 8522) = 1, with coefficients -3787 and 17421 such that 1 = (-3787)*39203 + (17421)*8522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8523 \t 4 \t 5111 \t 1 \t 0\n", + "1 \t 8523 \t 5111 \t 1 \t 3412 \t 0 \t 1\n", + "2 \t 5111 \t 3412 \t 1 \t 1699 \t 1 \t -4\n", + "3 \t 3412 \t 1699 \t 2 \t 14 \t -1 \t 5\n", + "4 \t 1699 \t 14 \t 121 \t 5 \t 2 \t -9\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -5 \t 23\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 607 \t -2792\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1219 \t 5607\n", + "\t\t\t\t\t 1826 \t -8399\n", + "GCD(39203, 8523) = 1, with coefficients 1826 and -8399 such that 1 = (1826)*39203 + (-8399)*8523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8524 \t 4 \t 5107 \t 1 \t 0\n", + "1 \t 8524 \t 5107 \t 1 \t 3417 \t 0 \t 1\n", + "2 \t 5107 \t 3417 \t 1 \t 1690 \t 1 \t -4\n", + "3 \t 3417 \t 1690 \t 2 \t 37 \t -1 \t 5\n", + "4 \t 1690 \t 37 \t 45 \t 25 \t 2 \t -9\n", + "5 \t 37 \t 25 \t 1 \t 12 \t -5 \t 23\n", + "6 \t 25 \t 12 \t 2 \t 1 \t 227 \t -1044\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -232 \t 1067\n", + "\t\t\t\t\t 691 \t -3178\n", + "GCD(39203, 8524) = 1, with coefficients 691 and -3178 such that 1 = (691)*39203 + (-3178)*8524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8525 \t 4 \t 5103 \t 1 \t 0\n", + "1 \t 8525 \t 5103 \t 1 \t 3422 \t 0 \t 1\n", + "2 \t 5103 \t 3422 \t 1 \t 1681 \t 1 \t -4\n", + "3 \t 3422 \t 1681 \t 2 \t 60 \t -1 \t 5\n", + "4 \t 1681 \t 60 \t 28 \t 1 \t 2 \t -9\n", + "5 \t 60 \t 1 \t 60 \t 0 \t -5 \t 23\n", + "\t\t\t\t\t 142 \t -653\n", + "GCD(39203, 8525) = 1, with coefficients 142 and -653 such that 1 = (142)*39203 + (-653)*8525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8526 \t 4 \t 5099 \t 1 \t 0\n", + "1 \t 8526 \t 5099 \t 1 \t 3427 \t 0 \t 1\n", + "2 \t 5099 \t 3427 \t 1 \t 1672 \t 1 \t -4\n", + "3 \t 3427 \t 1672 \t 2 \t 83 \t -1 \t 5\n", + "4 \t 1672 \t 83 \t 20 \t 12 \t 2 \t -9\n", + "5 \t 83 \t 12 \t 6 \t 11 \t -5 \t 23\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 102 \t -469\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -617 \t 2837\n", + "\t\t\t\t\t 719 \t -3306\n", + "GCD(39203, 8526) = 1, with coefficients 719 and -3306 such that 1 = (719)*39203 + (-3306)*8526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8527 \t 4 \t 5095 \t 1 \t 0\n", + "1 \t 8527 \t 5095 \t 1 \t 3432 \t 0 \t 1\n", + "2 \t 5095 \t 3432 \t 1 \t 1663 \t 1 \t -4\n", + "3 \t 3432 \t 1663 \t 2 \t 106 \t -1 \t 5\n", + "4 \t 1663 \t 106 \t 15 \t 73 \t 2 \t -9\n", + "5 \t 106 \t 73 \t 1 \t 33 \t -5 \t 23\n", + "6 \t 73 \t 33 \t 2 \t 7 \t 77 \t -354\n", + "7 \t 33 \t 7 \t 4 \t 5 \t -82 \t 377\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 241 \t -1108\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -1046 \t 4809\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1287 \t -5917\n", + "\t\t\t\t\t -3620 \t 16643\n", + "GCD(39203, 8527) = 1, with coefficients -3620 and 16643 such that 1 = (-3620)*39203 + (16643)*8527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8528 \t 4 \t 5091 \t 1 \t 0\n", + "1 \t 8528 \t 5091 \t 1 \t 3437 \t 0 \t 1\n", + "2 \t 5091 \t 3437 \t 1 \t 1654 \t 1 \t -4\n", + "3 \t 3437 \t 1654 \t 2 \t 129 \t -1 \t 5\n", + "4 \t 1654 \t 129 \t 12 \t 106 \t 2 \t -9\n", + "5 \t 129 \t 106 \t 1 \t 23 \t -5 \t 23\n", + "6 \t 106 \t 23 \t 4 \t 14 \t 62 \t -285\n", + "7 \t 23 \t 14 \t 1 \t 9 \t -67 \t 308\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 330 \t -1517\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -397 \t 1825\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 727 \t -3342\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1124 \t 5167\n", + "\t\t\t\t\t 1851 \t -8509\n", + "GCD(39203, 8528) = 1, with coefficients 1851 and -8509 such that 1 = (1851)*39203 + (-8509)*8528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8529 \t 4 \t 5087 \t 1 \t 0\n", + "1 \t 8529 \t 5087 \t 1 \t 3442 \t 0 \t 1\n", + "2 \t 5087 \t 3442 \t 1 \t 1645 \t 1 \t -4\n", + "3 \t 3442 \t 1645 \t 2 \t 152 \t -1 \t 5\n", + "4 \t 1645 \t 152 \t 10 \t 125 \t 2 \t -9\n", + "5 \t 152 \t 125 \t 1 \t 27 \t -5 \t 23\n", + "6 \t 125 \t 27 \t 4 \t 17 \t 52 \t -239\n", + "7 \t 27 \t 17 \t 1 \t 10 \t -57 \t 262\n", + "8 \t 17 \t 10 \t 1 \t 7 \t 280 \t -1287\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -337 \t 1549\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 617 \t -2836\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -954 \t 4385\n", + "\t\t\t\t\t 2525 \t -11606\n", + "GCD(39203, 8529) = 1, with coefficients 2525 and -11606 such that 1 = (2525)*39203 + (-11606)*8529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8530 \t 4 \t 5083 \t 1 \t 0\n", + "1 \t 8530 \t 5083 \t 1 \t 3447 \t 0 \t 1\n", + "2 \t 5083 \t 3447 \t 1 \t 1636 \t 1 \t -4\n", + "3 \t 3447 \t 1636 \t 2 \t 175 \t -1 \t 5\n", + "4 \t 1636 \t 175 \t 9 \t 61 \t 2 \t -9\n", + "5 \t 175 \t 61 \t 2 \t 53 \t -5 \t 23\n", + "6 \t 61 \t 53 \t 1 \t 8 \t 47 \t -216\n", + "7 \t 53 \t 8 \t 6 \t 5 \t -99 \t 455\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 146 \t -671\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -975 \t 4481\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1121 \t -5152\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2096 \t 9633\n", + "\t\t\t\t\t 3217 \t -14785\n", + "GCD(39203, 8530) = 1, with coefficients 3217 and -14785 such that 1 = (3217)*39203 + (-14785)*8530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8531 \t 4 \t 5079 \t 1 \t 0\n", + "1 \t 8531 \t 5079 \t 1 \t 3452 \t 0 \t 1\n", + "2 \t 5079 \t 3452 \t 1 \t 1627 \t 1 \t -4\n", + "3 \t 3452 \t 1627 \t 2 \t 198 \t -1 \t 5\n", + "4 \t 1627 \t 198 \t 8 \t 43 \t 2 \t -9\n", + "5 \t 198 \t 43 \t 4 \t 26 \t -5 \t 23\n", + "6 \t 43 \t 26 \t 1 \t 17 \t 42 \t -193\n", + "7 \t 26 \t 17 \t 1 \t 9 \t -173 \t 795\n", + "8 \t 17 \t 9 \t 1 \t 8 \t 215 \t -988\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -388 \t 1783\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 603 \t -2771\n", + "\t\t\t\t\t -991 \t 4554\n", + "GCD(39203, 8531) = 1, with coefficients -991 and 4554 such that 1 = (-991)*39203 + (4554)*8531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8532 \t 4 \t 5075 \t 1 \t 0\n", + "1 \t 8532 \t 5075 \t 1 \t 3457 \t 0 \t 1\n", + "2 \t 5075 \t 3457 \t 1 \t 1618 \t 1 \t -4\n", + "3 \t 3457 \t 1618 \t 2 \t 221 \t -1 \t 5\n", + "4 \t 1618 \t 221 \t 7 \t 71 \t 2 \t -9\n", + "5 \t 221 \t 71 \t 3 \t 8 \t -5 \t 23\n", + "6 \t 71 \t 8 \t 8 \t 7 \t 37 \t -170\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -116 \t 533\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 965 \t -4434\n", + "\t\t\t\t\t -1081 \t 4967\n", + "GCD(39203, 8532) = 1, with coefficients -1081 and 4967 such that 1 = (-1081)*39203 + (4967)*8532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8533 \t 4 \t 5071 \t 1 \t 0\n", + "1 \t 8533 \t 5071 \t 1 \t 3462 \t 0 \t 1\n", + "2 \t 5071 \t 3462 \t 1 \t 1609 \t 1 \t -4\n", + "3 \t 3462 \t 1609 \t 2 \t 244 \t -1 \t 5\n", + "4 \t 1609 \t 244 \t 6 \t 145 \t 2 \t -9\n", + "5 \t 244 \t 145 \t 1 \t 99 \t -5 \t 23\n", + "6 \t 145 \t 99 \t 1 \t 46 \t 32 \t -147\n", + "7 \t 99 \t 46 \t 2 \t 7 \t -37 \t 170\n", + "8 \t 46 \t 7 \t 6 \t 4 \t 69 \t -317\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -175 \t 804\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 1119 \t -5141\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1294 \t 5945\n", + "\t\t\t\t\t 2413 \t -11086\n", + "GCD(39203, 8533) = 1, with coefficients 2413 and -11086 such that 1 = (2413)*39203 + (-11086)*8533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8534 \t 4 \t 5067 \t 1 \t 0\n", + "1 \t 8534 \t 5067 \t 1 \t 3467 \t 0 \t 1\n", + "2 \t 5067 \t 3467 \t 1 \t 1600 \t 1 \t -4\n", + "3 \t 3467 \t 1600 \t 2 \t 267 \t -1 \t 5\n", + "4 \t 1600 \t 267 \t 5 \t 265 \t 2 \t -9\n", + "5 \t 267 \t 265 \t 1 \t 2 \t -5 \t 23\n", + "6 \t 265 \t 2 \t 132 \t 1 \t 27 \t -124\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -32 \t 147\n", + "\t\t\t\t\t 4251 \t -19528\n", + "GCD(39203, 8534) = 1, with coefficients 4251 and -19528 such that 1 = (4251)*39203 + (-19528)*8534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8535 \t 4 \t 5063 \t 1 \t 0\n", + "1 \t 8535 \t 5063 \t 1 \t 3472 \t 0 \t 1\n", + "2 \t 5063 \t 3472 \t 1 \t 1591 \t 1 \t -4\n", + "3 \t 3472 \t 1591 \t 2 \t 290 \t -1 \t 5\n", + "4 \t 1591 \t 290 \t 5 \t 141 \t 2 \t -9\n", + "5 \t 290 \t 141 \t 2 \t 8 \t -5 \t 23\n", + "6 \t 141 \t 8 \t 17 \t 5 \t 27 \t -124\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -59 \t 271\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 1030 \t -4731\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1089 \t 5002\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2119 \t -9733\n", + "\t\t\t\t\t -3208 \t 14735\n", + "GCD(39203, 8535) = 1, with coefficients -3208 and 14735 such that 1 = (-3208)*39203 + (14735)*8535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8536 \t 4 \t 5059 \t 1 \t 0\n", + "1 \t 8536 \t 5059 \t 1 \t 3477 \t 0 \t 1\n", + "2 \t 5059 \t 3477 \t 1 \t 1582 \t 1 \t -4\n", + "3 \t 3477 \t 1582 \t 2 \t 313 \t -1 \t 5\n", + "4 \t 1582 \t 313 \t 5 \t 17 \t 2 \t -9\n", + "5 \t 313 \t 17 \t 18 \t 7 \t -5 \t 23\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 27 \t -124\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -491 \t 2255\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1009 \t -4634\n", + "\t\t\t\t\t -2509 \t 11523\n", + "GCD(39203, 8536) = 1, with coefficients -2509 and 11523 such that 1 = (-2509)*39203 + (11523)*8536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8537 \t 4 \t 5055 \t 1 \t 0\n", + "1 \t 8537 \t 5055 \t 1 \t 3482 \t 0 \t 1\n", + "2 \t 5055 \t 3482 \t 1 \t 1573 \t 1 \t -4\n", + "3 \t 3482 \t 1573 \t 2 \t 336 \t -1 \t 5\n", + "4 \t 1573 \t 336 \t 4 \t 229 \t 2 \t -9\n", + "5 \t 336 \t 229 \t 1 \t 107 \t -5 \t 23\n", + "6 \t 229 \t 107 \t 2 \t 15 \t 22 \t -101\n", + "7 \t 107 \t 15 \t 7 \t 2 \t -27 \t 124\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 76 \t -349\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -559 \t 2567\n", + "\t\t\t\t\t 3989 \t -18318\n", + "GCD(39203, 8537) = 1, with coefficients 3989 and -18318 such that 1 = (3989)*39203 + (-18318)*8537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8538 \t 4 \t 5051 \t 1 \t 0\n", + "1 \t 8538 \t 5051 \t 1 \t 3487 \t 0 \t 1\n", + "2 \t 5051 \t 3487 \t 1 \t 1564 \t 1 \t -4\n", + "3 \t 3487 \t 1564 \t 2 \t 359 \t -1 \t 5\n", + "4 \t 1564 \t 359 \t 4 \t 128 \t 2 \t -9\n", + "5 \t 359 \t 128 \t 2 \t 103 \t -5 \t 23\n", + "6 \t 128 \t 103 \t 1 \t 25 \t 22 \t -101\n", + "7 \t 103 \t 25 \t 4 \t 3 \t -49 \t 225\n", + "8 \t 25 \t 3 \t 8 \t 1 \t 71 \t -326\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -333 \t 1529\n", + "\t\t\t\t\t 2735 \t -12558\n", + "GCD(39203, 8538) = 1, with coefficients 2735 and -12558 such that 1 = (2735)*39203 + (-12558)*8538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8539 \t 4 \t 5047 \t 1 \t 0\n", + "1 \t 8539 \t 5047 \t 1 \t 3492 \t 0 \t 1\n", + "2 \t 5047 \t 3492 \t 1 \t 1555 \t 1 \t -4\n", + "3 \t 3492 \t 1555 \t 2 \t 382 \t -1 \t 5\n", + "4 \t 1555 \t 382 \t 4 \t 27 \t 2 \t -9\n", + "5 \t 382 \t 27 \t 14 \t 4 \t -5 \t 23\n", + "6 \t 27 \t 4 \t 6 \t 3 \t 22 \t -101\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -313 \t 1437\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1900 \t -8723\n", + "\t\t\t\t\t -2213 \t 10160\n", + "GCD(39203, 8539) = 1, with coefficients -2213 and 10160 such that 1 = (-2213)*39203 + (10160)*8539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8540 \t 4 \t 5043 \t 1 \t 0\n", + "1 \t 8540 \t 5043 \t 1 \t 3497 \t 0 \t 1\n", + "2 \t 5043 \t 3497 \t 1 \t 1546 \t 1 \t -4\n", + "3 \t 3497 \t 1546 \t 2 \t 405 \t -1 \t 5\n", + "4 \t 1546 \t 405 \t 3 \t 331 \t 2 \t -9\n", + "5 \t 405 \t 331 \t 1 \t 74 \t -5 \t 23\n", + "6 \t 331 \t 74 \t 4 \t 35 \t 17 \t -78\n", + "7 \t 74 \t 35 \t 2 \t 4 \t -22 \t 101\n", + "8 \t 35 \t 4 \t 8 \t 3 \t 105 \t -482\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -232 \t 1065\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1961 \t -9002\n", + "\t\t\t\t\t -2193 \t 10067\n", + "GCD(39203, 8540) = 1, with coefficients -2193 and 10067 such that 1 = (-2193)*39203 + (10067)*8540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8541 \t 4 \t 5039 \t 1 \t 0\n", + "1 \t 8541 \t 5039 \t 1 \t 3502 \t 0 \t 1\n", + "2 \t 5039 \t 3502 \t 1 \t 1537 \t 1 \t -4\n", + "3 \t 3502 \t 1537 \t 2 \t 428 \t -1 \t 5\n", + "4 \t 1537 \t 428 \t 3 \t 253 \t 2 \t -9\n", + "5 \t 428 \t 253 \t 1 \t 175 \t -5 \t 23\n", + "6 \t 253 \t 175 \t 1 \t 78 \t 17 \t -78\n", + "7 \t 175 \t 78 \t 2 \t 19 \t -22 \t 101\n", + "8 \t 78 \t 19 \t 4 \t 2 \t 39 \t -179\n", + "9 \t 19 \t 2 \t 9 \t 1 \t -100 \t 459\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 439 \t -2015\n", + "\t\t\t\t\t -4051 \t 18594\n", + "GCD(39203, 8541) = 1, with coefficients -4051 and 18594 such that 1 = (-4051)*39203 + (18594)*8541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8542 \t 4 \t 5035 \t 1 \t 0\n", + "1 \t 8542 \t 5035 \t 1 \t 3507 \t 0 \t 1\n", + "2 \t 5035 \t 3507 \t 1 \t 1528 \t 1 \t -4\n", + "3 \t 3507 \t 1528 \t 2 \t 451 \t -1 \t 5\n", + "4 \t 1528 \t 451 \t 3 \t 175 \t 2 \t -9\n", + "5 \t 451 \t 175 \t 2 \t 101 \t -5 \t 23\n", + "6 \t 175 \t 101 \t 1 \t 74 \t 17 \t -78\n", + "7 \t 101 \t 74 \t 1 \t 27 \t -39 \t 179\n", + "8 \t 74 \t 27 \t 2 \t 20 \t 56 \t -257\n", + "9 \t 27 \t 20 \t 1 \t 7 \t -95 \t 436\n", + "10 \t 20 \t 7 \t 2 \t 6 \t 246 \t -1129\n", + "11 \t 7 \t 6 \t 1 \t 1 \t -341 \t 1565\n", + "12 \t 6 \t 1 \t 6 \t 0 \t 928 \t -4259\n", + "\t\t\t\t\t -1269 \t 5824\n", + "GCD(39203, 8542) = 1, with coefficients -1269 and 5824 such that 1 = (-1269)*39203 + (5824)*8542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8543 \t 4 \t 5031 \t 1 \t 0\n", + "1 \t 8543 \t 5031 \t 1 \t 3512 \t 0 \t 1\n", + "2 \t 5031 \t 3512 \t 1 \t 1519 \t 1 \t -4\n", + "3 \t 3512 \t 1519 \t 2 \t 474 \t -1 \t 5\n", + "4 \t 1519 \t 474 \t 3 \t 97 \t 2 \t -9\n", + "5 \t 474 \t 97 \t 4 \t 86 \t -5 \t 23\n", + "6 \t 97 \t 86 \t 1 \t 11 \t 17 \t -78\n", + "7 \t 86 \t 11 \t 7 \t 9 \t -73 \t 335\n", + "8 \t 11 \t 9 \t 1 \t 2 \t 90 \t -413\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -703 \t 3226\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 793 \t -3639\n", + "\t\t\t\t\t -3875 \t 17782\n", + "GCD(39203, 8543) = 1, with coefficients -3875 and 17782 such that 1 = (-3875)*39203 + (17782)*8543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8544 \t 4 \t 5027 \t 1 \t 0\n", + "1 \t 8544 \t 5027 \t 1 \t 3517 \t 0 \t 1\n", + "2 \t 5027 \t 3517 \t 1 \t 1510 \t 1 \t -4\n", + "3 \t 3517 \t 1510 \t 2 \t 497 \t -1 \t 5\n", + "4 \t 1510 \t 497 \t 3 \t 19 \t 2 \t -9\n", + "5 \t 497 \t 19 \t 26 \t 3 \t -5 \t 23\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 17 \t -78\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -447 \t 2051\n", + "\t\t\t\t\t 2699 \t -12384\n", + "GCD(39203, 8544) = 1, with coefficients 2699 and -12384 such that 1 = (2699)*39203 + (-12384)*8544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8545 \t 4 \t 5023 \t 1 \t 0\n", + "1 \t 8545 \t 5023 \t 1 \t 3522 \t 0 \t 1\n", + "2 \t 5023 \t 3522 \t 1 \t 1501 \t 1 \t -4\n", + "3 \t 3522 \t 1501 \t 2 \t 520 \t -1 \t 5\n", + "4 \t 1501 \t 520 \t 2 \t 461 \t 2 \t -9\n", + "5 \t 520 \t 461 \t 1 \t 59 \t -5 \t 23\n", + "6 \t 461 \t 59 \t 7 \t 48 \t 12 \t -55\n", + "7 \t 59 \t 48 \t 1 \t 11 \t -17 \t 78\n", + "8 \t 48 \t 11 \t 4 \t 4 \t 131 \t -601\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -148 \t 679\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 723 \t -3317\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1594 \t 7313\n", + "\t\t\t\t\t 2317 \t -10630\n", + "GCD(39203, 8545) = 1, with coefficients 2317 and -10630 such that 1 = (2317)*39203 + (-10630)*8545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8546 \t 4 \t 5019 \t 1 \t 0\n", + "1 \t 8546 \t 5019 \t 1 \t 3527 \t 0 \t 1\n", + "2 \t 5019 \t 3527 \t 1 \t 1492 \t 1 \t -4\n", + "3 \t 3527 \t 1492 \t 2 \t 543 \t -1 \t 5\n", + "4 \t 1492 \t 543 \t 2 \t 406 \t 2 \t -9\n", + "5 \t 543 \t 406 \t 1 \t 137 \t -5 \t 23\n", + "6 \t 406 \t 137 \t 2 \t 132 \t 12 \t -55\n", + "7 \t 137 \t 132 \t 1 \t 5 \t -17 \t 78\n", + "8 \t 132 \t 5 \t 26 \t 2 \t 46 \t -211\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -63 \t 289\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1684 \t -7725\n", + "\t\t\t\t\t -3431 \t 15739\n", + "GCD(39203, 8546) = 1, with coefficients -3431 and 15739 such that 1 = (-3431)*39203 + (15739)*8546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8547 \t 4 \t 5015 \t 1 \t 0\n", + "1 \t 8547 \t 5015 \t 1 \t 3532 \t 0 \t 1\n", + "2 \t 5015 \t 3532 \t 1 \t 1483 \t 1 \t -4\n", + "3 \t 3532 \t 1483 \t 2 \t 566 \t -1 \t 5\n", + "4 \t 1483 \t 566 \t 2 \t 351 \t 2 \t -9\n", + "5 \t 566 \t 351 \t 1 \t 215 \t -5 \t 23\n", + "6 \t 351 \t 215 \t 1 \t 136 \t 12 \t -55\n", + "7 \t 215 \t 136 \t 1 \t 79 \t -17 \t 78\n", + "8 \t 136 \t 79 \t 1 \t 57 \t 29 \t -133\n", + "9 \t 79 \t 57 \t 1 \t 22 \t -46 \t 211\n", + "10 \t 57 \t 22 \t 2 \t 13 \t 75 \t -344\n", + "11 \t 22 \t 13 \t 1 \t 9 \t -121 \t 555\n", + "12 \t 13 \t 9 \t 1 \t 4 \t 317 \t -1454\n", + "13 \t 9 \t 4 \t 2 \t 1 \t -438 \t 2009\n", + "14 \t 4 \t 1 \t 4 \t 0 \t 755 \t -3463\n", + "\t\t\t\t\t -1948 \t 8935\n", + "GCD(39203, 8547) = 1, with coefficients -1948 and 8935 such that 1 = (-1948)*39203 + (8935)*8547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8548 \t 4 \t 5011 \t 1 \t 0\n", + "1 \t 8548 \t 5011 \t 1 \t 3537 \t 0 \t 1\n", + "2 \t 5011 \t 3537 \t 1 \t 1474 \t 1 \t -4\n", + "3 \t 3537 \t 1474 \t 2 \t 589 \t -1 \t 5\n", + "4 \t 1474 \t 589 \t 2 \t 296 \t 2 \t -9\n", + "5 \t 589 \t 296 \t 1 \t 293 \t -5 \t 23\n", + "6 \t 296 \t 293 \t 1 \t 3 \t 12 \t -55\n", + "7 \t 293 \t 3 \t 97 \t 2 \t -17 \t 78\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 29 \t -133\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2830 \t 12979\n", + "\t\t\t\t\t 2859 \t -13112\n", + "GCD(39203, 8548) = 1, with coefficients 2859 and -13112 such that 1 = (2859)*39203 + (-13112)*8548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8549 \t 4 \t 5007 \t 1 \t 0\n", + "1 \t 8549 \t 5007 \t 1 \t 3542 \t 0 \t 1\n", + "2 \t 5007 \t 3542 \t 1 \t 1465 \t 1 \t -4\n", + "3 \t 3542 \t 1465 \t 2 \t 612 \t -1 \t 5\n", + "4 \t 1465 \t 612 \t 2 \t 241 \t 2 \t -9\n", + "5 \t 612 \t 241 \t 2 \t 130 \t -5 \t 23\n", + "6 \t 241 \t 130 \t 1 \t 111 \t 12 \t -55\n", + "7 \t 130 \t 111 \t 1 \t 19 \t -29 \t 133\n", + "8 \t 111 \t 19 \t 5 \t 16 \t 41 \t -188\n", + "9 \t 19 \t 16 \t 1 \t 3 \t -70 \t 321\n", + "10 \t 16 \t 3 \t 5 \t 1 \t 391 \t -1793\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -461 \t 2114\n", + "\t\t\t\t\t 2696 \t -12363\n", + "GCD(39203, 8549) = 1, with coefficients 2696 and -12363 such that 1 = (2696)*39203 + (-12363)*8549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8550 \t 4 \t 5003 \t 1 \t 0\n", + "1 \t 8550 \t 5003 \t 1 \t 3547 \t 0 \t 1\n", + "2 \t 5003 \t 3547 \t 1 \t 1456 \t 1 \t -4\n", + "3 \t 3547 \t 1456 \t 2 \t 635 \t -1 \t 5\n", + "4 \t 1456 \t 635 \t 2 \t 186 \t 2 \t -9\n", + "5 \t 635 \t 186 \t 3 \t 77 \t -5 \t 23\n", + "6 \t 186 \t 77 \t 2 \t 32 \t 12 \t -55\n", + "7 \t 77 \t 32 \t 2 \t 13 \t -41 \t 188\n", + "8 \t 32 \t 13 \t 2 \t 6 \t 94 \t -431\n", + "9 \t 13 \t 6 \t 2 \t 1 \t -229 \t 1050\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 552 \t -2531\n", + "\t\t\t\t\t -1333 \t 6112\n", + "GCD(39203, 8550) = 1, with coefficients -1333 and 6112 such that 1 = (-1333)*39203 + (6112)*8550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8551 \t 4 \t 4999 \t 1 \t 0\n", + "1 \t 8551 \t 4999 \t 1 \t 3552 \t 0 \t 1\n", + "2 \t 4999 \t 3552 \t 1 \t 1447 \t 1 \t -4\n", + "3 \t 3552 \t 1447 \t 2 \t 658 \t -1 \t 5\n", + "4 \t 1447 \t 658 \t 2 \t 131 \t 2 \t -9\n", + "5 \t 658 \t 131 \t 5 \t 3 \t -5 \t 23\n", + "6 \t 131 \t 3 \t 43 \t 2 \t 12 \t -55\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -65 \t 298\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2807 \t -12869\n", + "\t\t\t\t\t -2872 \t 13167\n", + "GCD(39203, 8551) = 1, with coefficients -2872 and 13167 such that 1 = (-2872)*39203 + (13167)*8551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8552 \t 4 \t 4995 \t 1 \t 0\n", + "1 \t 8552 \t 4995 \t 1 \t 3557 \t 0 \t 1\n", + "2 \t 4995 \t 3557 \t 1 \t 1438 \t 1 \t -4\n", + "3 \t 3557 \t 1438 \t 2 \t 681 \t -1 \t 5\n", + "4 \t 1438 \t 681 \t 2 \t 76 \t 2 \t -9\n", + "5 \t 681 \t 76 \t 8 \t 73 \t -5 \t 23\n", + "6 \t 76 \t 73 \t 1 \t 3 \t 12 \t -55\n", + "7 \t 73 \t 3 \t 24 \t 1 \t -101 \t 463\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 113 \t -518\n", + "\t\t\t\t\t -2813 \t 12895\n", + "GCD(39203, 8552) = 1, with coefficients -2813 and 12895 such that 1 = (-2813)*39203 + (12895)*8552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8553 \t 4 \t 4991 \t 1 \t 0\n", + "1 \t 8553 \t 4991 \t 1 \t 3562 \t 0 \t 1\n", + "2 \t 4991 \t 3562 \t 1 \t 1429 \t 1 \t -4\n", + "3 \t 3562 \t 1429 \t 2 \t 704 \t -1 \t 5\n", + "4 \t 1429 \t 704 \t 2 \t 21 \t 2 \t -9\n", + "5 \t 704 \t 21 \t 33 \t 11 \t -5 \t 23\n", + "6 \t 21 \t 11 \t 1 \t 10 \t 12 \t -55\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -401 \t 1838\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 413 \t -1893\n", + "\t\t\t\t\t -814 \t 3731\n", + "GCD(39203, 8553) = 1, with coefficients -814 and 3731 such that 1 = (-814)*39203 + (3731)*8553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8554 \t 4 \t 4987 \t 1 \t 0\n", + "1 \t 8554 \t 4987 \t 1 \t 3567 \t 0 \t 1\n", + "2 \t 4987 \t 3567 \t 1 \t 1420 \t 1 \t -4\n", + "3 \t 3567 \t 1420 \t 2 \t 727 \t -1 \t 5\n", + "4 \t 1420 \t 727 \t 1 \t 693 \t 2 \t -9\n", + "5 \t 727 \t 693 \t 1 \t 34 \t -5 \t 23\n", + "6 \t 693 \t 34 \t 20 \t 13 \t 7 \t -32\n", + "7 \t 34 \t 13 \t 2 \t 8 \t -12 \t 55\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 247 \t -1132\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -506 \t 2319\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 753 \t -3451\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1259 \t 5770\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2012 \t -9221\n", + "\t\t\t\t\t -3271 \t 14991\n", + "GCD(39203, 8554) = 1, with coefficients -3271 and 14991 such that 1 = (-3271)*39203 + (14991)*8554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8555 \t 4 \t 4983 \t 1 \t 0\n", + "1 \t 8555 \t 4983 \t 1 \t 3572 \t 0 \t 1\n", + "2 \t 4983 \t 3572 \t 1 \t 1411 \t 1 \t -4\n", + "3 \t 3572 \t 1411 \t 2 \t 750 \t -1 \t 5\n", + "4 \t 1411 \t 750 \t 1 \t 661 \t 2 \t -9\n", + "5 \t 750 \t 661 \t 1 \t 89 \t -5 \t 23\n", + "6 \t 661 \t 89 \t 7 \t 38 \t 7 \t -32\n", + "7 \t 89 \t 38 \t 2 \t 13 \t -12 \t 55\n", + "8 \t 38 \t 13 \t 2 \t 12 \t 91 \t -417\n", + "9 \t 13 \t 12 \t 1 \t 1 \t -194 \t 889\n", + "10 \t 12 \t 1 \t 12 \t 0 \t 479 \t -2195\n", + "\t\t\t\t\t -673 \t 3084\n", + "GCD(39203, 8555) = 1, with coefficients -673 and 3084 such that 1 = (-673)*39203 + (3084)*8555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8556 \t 4 \t 4979 \t 1 \t 0\n", + "1 \t 8556 \t 4979 \t 1 \t 3577 \t 0 \t 1\n", + "2 \t 4979 \t 3577 \t 1 \t 1402 \t 1 \t -4\n", + "3 \t 3577 \t 1402 \t 2 \t 773 \t -1 \t 5\n", + "4 \t 1402 \t 773 \t 1 \t 629 \t 2 \t -9\n", + "5 \t 773 \t 629 \t 1 \t 144 \t -5 \t 23\n", + "6 \t 629 \t 144 \t 4 \t 53 \t 7 \t -32\n", + "7 \t 144 \t 53 \t 2 \t 38 \t -12 \t 55\n", + "8 \t 53 \t 38 \t 1 \t 15 \t 55 \t -252\n", + "9 \t 38 \t 15 \t 2 \t 8 \t -122 \t 559\n", + "10 \t 15 \t 8 \t 1 \t 7 \t 177 \t -811\n", + "11 \t 8 \t 7 \t 1 \t 1 \t -476 \t 2181\n", + "12 \t 7 \t 1 \t 7 \t 0 \t 653 \t -2992\n", + "\t\t\t\t\t -1129 \t 5173\n", + "GCD(39203, 8556) = 1, with coefficients -1129 and 5173 such that 1 = (-1129)*39203 + (5173)*8556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8557 \t 4 \t 4975 \t 1 \t 0\n", + "1 \t 8557 \t 4975 \t 1 \t 3582 \t 0 \t 1\n", + "2 \t 4975 \t 3582 \t 1 \t 1393 \t 1 \t -4\n", + "3 \t 3582 \t 1393 \t 2 \t 796 \t -1 \t 5\n", + "4 \t 1393 \t 796 \t 1 \t 597 \t 2 \t -9\n", + "5 \t 796 \t 597 \t 1 \t 199 \t -5 \t 23\n", + "6 \t 597 \t 199 \t 3 \t 0 \t 7 \t -32\n", + "\t\t\t\t\t -12 \t 55\n", + "GCD(39203, 8557) = 199, with coefficients -12 and 55 such that 199 = (-12)*39203 + (55)*8557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8558 \t 4 \t 4971 \t 1 \t 0\n", + "1 \t 8558 \t 4971 \t 1 \t 3587 \t 0 \t 1\n", + "2 \t 4971 \t 3587 \t 1 \t 1384 \t 1 \t -4\n", + "3 \t 3587 \t 1384 \t 2 \t 819 \t -1 \t 5\n", + "4 \t 1384 \t 819 \t 1 \t 565 \t 2 \t -9\n", + "5 \t 819 \t 565 \t 1 \t 254 \t -5 \t 23\n", + "6 \t 565 \t 254 \t 2 \t 57 \t 7 \t -32\n", + "7 \t 254 \t 57 \t 4 \t 26 \t -12 \t 55\n", + "8 \t 57 \t 26 \t 2 \t 5 \t 31 \t -142\n", + "9 \t 26 \t 5 \t 5 \t 1 \t -136 \t 623\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 303 \t -1388\n", + "\t\t\t\t\t -1651 \t 7563\n", + "GCD(39203, 8558) = 1, with coefficients -1651 and 7563 such that 1 = (-1651)*39203 + (7563)*8558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8559 \t 4 \t 4967 \t 1 \t 0\n", + "1 \t 8559 \t 4967 \t 1 \t 3592 \t 0 \t 1\n", + "2 \t 4967 \t 3592 \t 1 \t 1375 \t 1 \t -4\n", + "3 \t 3592 \t 1375 \t 2 \t 842 \t -1 \t 5\n", + "4 \t 1375 \t 842 \t 1 \t 533 \t 2 \t -9\n", + "5 \t 842 \t 533 \t 1 \t 309 \t -5 \t 23\n", + "6 \t 533 \t 309 \t 1 \t 224 \t 7 \t -32\n", + "7 \t 309 \t 224 \t 1 \t 85 \t -12 \t 55\n", + "8 \t 224 \t 85 \t 2 \t 54 \t 19 \t -87\n", + "9 \t 85 \t 54 \t 1 \t 31 \t -31 \t 142\n", + "10 \t 54 \t 31 \t 1 \t 23 \t 81 \t -371\n", + "11 \t 31 \t 23 \t 1 \t 8 \t -112 \t 513\n", + "12 \t 23 \t 8 \t 2 \t 7 \t 193 \t -884\n", + "13 \t 8 \t 7 \t 1 \t 1 \t -305 \t 1397\n", + "14 \t 7 \t 1 \t 7 \t 0 \t 803 \t -3678\n", + "\t\t\t\t\t -1108 \t 5075\n", + "GCD(39203, 8559) = 1, with coefficients -1108 and 5075 such that 1 = (-1108)*39203 + (5075)*8559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8560 \t 4 \t 4963 \t 1 \t 0\n", + "1 \t 8560 \t 4963 \t 1 \t 3597 \t 0 \t 1\n", + "2 \t 4963 \t 3597 \t 1 \t 1366 \t 1 \t -4\n", + "3 \t 3597 \t 1366 \t 2 \t 865 \t -1 \t 5\n", + "4 \t 1366 \t 865 \t 1 \t 501 \t 2 \t -9\n", + "5 \t 865 \t 501 \t 1 \t 364 \t -5 \t 23\n", + "6 \t 501 \t 364 \t 1 \t 137 \t 7 \t -32\n", + "7 \t 364 \t 137 \t 2 \t 90 \t -12 \t 55\n", + "8 \t 137 \t 90 \t 1 \t 47 \t 19 \t -87\n", + "9 \t 90 \t 47 \t 1 \t 43 \t -50 \t 229\n", + "10 \t 47 \t 43 \t 1 \t 4 \t 69 \t -316\n", + "11 \t 43 \t 4 \t 10 \t 3 \t -119 \t 545\n", + "12 \t 4 \t 3 \t 1 \t 1 \t 188 \t -861\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -1999 \t 9155\n", + "\t\t\t\t\t 2187 \t -10016\n", + "GCD(39203, 8560) = 1, with coefficients 2187 and -10016 such that 1 = (2187)*39203 + (-10016)*8560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8561 \t 4 \t 4959 \t 1 \t 0\n", + "1 \t 8561 \t 4959 \t 1 \t 3602 \t 0 \t 1\n", + "2 \t 4959 \t 3602 \t 1 \t 1357 \t 1 \t -4\n", + "3 \t 3602 \t 1357 \t 2 \t 888 \t -1 \t 5\n", + "4 \t 1357 \t 888 \t 1 \t 469 \t 2 \t -9\n", + "5 \t 888 \t 469 \t 1 \t 419 \t -5 \t 23\n", + "6 \t 469 \t 419 \t 1 \t 50 \t 7 \t -32\n", + "7 \t 419 \t 50 \t 8 \t 19 \t -12 \t 55\n", + "8 \t 50 \t 19 \t 2 \t 12 \t 19 \t -87\n", + "9 \t 19 \t 12 \t 1 \t 7 \t -164 \t 751\n", + "10 \t 12 \t 7 \t 1 \t 5 \t 347 \t -1589\n", + "11 \t 7 \t 5 \t 1 \t 2 \t -511 \t 2340\n", + "12 \t 5 \t 2 \t 2 \t 1 \t 858 \t -3929\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1369 \t 6269\n", + "\t\t\t\t\t 3596 \t -16467\n", + "GCD(39203, 8561) = 1, with coefficients 3596 and -16467 such that 1 = (3596)*39203 + (-16467)*8561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8562 \t 4 \t 4955 \t 1 \t 0\n", + "1 \t 8562 \t 4955 \t 1 \t 3607 \t 0 \t 1\n", + "2 \t 4955 \t 3607 \t 1 \t 1348 \t 1 \t -4\n", + "3 \t 3607 \t 1348 \t 2 \t 911 \t -1 \t 5\n", + "4 \t 1348 \t 911 \t 1 \t 437 \t 2 \t -9\n", + "5 \t 911 \t 437 \t 2 \t 37 \t -5 \t 23\n", + "6 \t 437 \t 37 \t 11 \t 30 \t 7 \t -32\n", + "7 \t 37 \t 30 \t 1 \t 7 \t -19 \t 87\n", + "8 \t 30 \t 7 \t 4 \t 2 \t 216 \t -989\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -235 \t 1076\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1156 \t -5293\n", + "\t\t\t\t\t -3703 \t 16955\n", + "GCD(39203, 8562) = 1, with coefficients -3703 and 16955 such that 1 = (-3703)*39203 + (16955)*8562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8563 \t 4 \t 4951 \t 1 \t 0\n", + "1 \t 8563 \t 4951 \t 1 \t 3612 \t 0 \t 1\n", + "2 \t 4951 \t 3612 \t 1 \t 1339 \t 1 \t -4\n", + "3 \t 3612 \t 1339 \t 2 \t 934 \t -1 \t 5\n", + "4 \t 1339 \t 934 \t 1 \t 405 \t 2 \t -9\n", + "5 \t 934 \t 405 \t 2 \t 124 \t -5 \t 23\n", + "6 \t 405 \t 124 \t 3 \t 33 \t 7 \t -32\n", + "7 \t 124 \t 33 \t 3 \t 25 \t -19 \t 87\n", + "8 \t 33 \t 25 \t 1 \t 8 \t 64 \t -293\n", + "9 \t 25 \t 8 \t 3 \t 1 \t -211 \t 966\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 275 \t -1259\n", + "\t\t\t\t\t -1036 \t 4743\n", + "GCD(39203, 8563) = 1, with coefficients -1036 and 4743 such that 1 = (-1036)*39203 + (4743)*8563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8564 \t 4 \t 4947 \t 1 \t 0\n", + "1 \t 8564 \t 4947 \t 1 \t 3617 \t 0 \t 1\n", + "2 \t 4947 \t 3617 \t 1 \t 1330 \t 1 \t -4\n", + "3 \t 3617 \t 1330 \t 2 \t 957 \t -1 \t 5\n", + "4 \t 1330 \t 957 \t 1 \t 373 \t 2 \t -9\n", + "5 \t 957 \t 373 \t 2 \t 211 \t -5 \t 23\n", + "6 \t 373 \t 211 \t 1 \t 162 \t 7 \t -32\n", + "7 \t 211 \t 162 \t 1 \t 49 \t -19 \t 87\n", + "8 \t 162 \t 49 \t 3 \t 15 \t 26 \t -119\n", + "9 \t 49 \t 15 \t 3 \t 4 \t -45 \t 206\n", + "10 \t 15 \t 4 \t 3 \t 3 \t 161 \t -737\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -528 \t 2417\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1745 \t -7988\n", + "\t\t\t\t\t -2273 \t 10405\n", + "GCD(39203, 8564) = 1, with coefficients -2273 and 10405 such that 1 = (-2273)*39203 + (10405)*8564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8565 \t 4 \t 4943 \t 1 \t 0\n", + "1 \t 8565 \t 4943 \t 1 \t 3622 \t 0 \t 1\n", + "2 \t 4943 \t 3622 \t 1 \t 1321 \t 1 \t -4\n", + "3 \t 3622 \t 1321 \t 2 \t 980 \t -1 \t 5\n", + "4 \t 1321 \t 980 \t 1 \t 341 \t 2 \t -9\n", + "5 \t 980 \t 341 \t 2 \t 298 \t -5 \t 23\n", + "6 \t 341 \t 298 \t 1 \t 43 \t 7 \t -32\n", + "7 \t 298 \t 43 \t 6 \t 40 \t -19 \t 87\n", + "8 \t 43 \t 40 \t 1 \t 3 \t 26 \t -119\n", + "9 \t 40 \t 3 \t 13 \t 1 \t -175 \t 801\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 201 \t -920\n", + "\t\t\t\t\t -2788 \t 12761\n", + "GCD(39203, 8565) = 1, with coefficients -2788 and 12761 such that 1 = (-2788)*39203 + (12761)*8565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8566 \t 4 \t 4939 \t 1 \t 0\n", + "1 \t 8566 \t 4939 \t 1 \t 3627 \t 0 \t 1\n", + "2 \t 4939 \t 3627 \t 1 \t 1312 \t 1 \t -4\n", + "3 \t 3627 \t 1312 \t 2 \t 1003 \t -1 \t 5\n", + "4 \t 1312 \t 1003 \t 1 \t 309 \t 2 \t -9\n", + "5 \t 1003 \t 309 \t 3 \t 76 \t -5 \t 23\n", + "6 \t 309 \t 76 \t 4 \t 5 \t 7 \t -32\n", + "7 \t 76 \t 5 \t 15 \t 1 \t -26 \t 119\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 111 \t -508\n", + "\t\t\t\t\t -1691 \t 7739\n", + "GCD(39203, 8566) = 1, with coefficients -1691 and 7739 such that 1 = (-1691)*39203 + (7739)*8566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8567 \t 4 \t 4935 \t 1 \t 0\n", + "1 \t 8567 \t 4935 \t 1 \t 3632 \t 0 \t 1\n", + "2 \t 4935 \t 3632 \t 1 \t 1303 \t 1 \t -4\n", + "3 \t 3632 \t 1303 \t 2 \t 1026 \t -1 \t 5\n", + "4 \t 1303 \t 1026 \t 1 \t 277 \t 2 \t -9\n", + "5 \t 1026 \t 277 \t 3 \t 195 \t -5 \t 23\n", + "6 \t 277 \t 195 \t 1 \t 82 \t 7 \t -32\n", + "7 \t 195 \t 82 \t 2 \t 31 \t -26 \t 119\n", + "8 \t 82 \t 31 \t 2 \t 20 \t 33 \t -151\n", + "9 \t 31 \t 20 \t 1 \t 11 \t -92 \t 421\n", + "10 \t 20 \t 11 \t 1 \t 9 \t 217 \t -993\n", + "11 \t 11 \t 9 \t 1 \t 2 \t -309 \t 1414\n", + "12 \t 9 \t 2 \t 4 \t 1 \t 526 \t -2407\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -835 \t 3821\n", + "\t\t\t\t\t 3866 \t -17691\n", + "GCD(39203, 8567) = 1, with coefficients 3866 and -17691 such that 1 = (3866)*39203 + (-17691)*8567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8568 \t 4 \t 4931 \t 1 \t 0\n", + "1 \t 8568 \t 4931 \t 1 \t 3637 \t 0 \t 1\n", + "2 \t 4931 \t 3637 \t 1 \t 1294 \t 1 \t -4\n", + "3 \t 3637 \t 1294 \t 2 \t 1049 \t -1 \t 5\n", + "4 \t 1294 \t 1049 \t 1 \t 245 \t 2 \t -9\n", + "5 \t 1049 \t 245 \t 4 \t 69 \t -5 \t 23\n", + "6 \t 245 \t 69 \t 3 \t 38 \t 7 \t -32\n", + "7 \t 69 \t 38 \t 1 \t 31 \t -33 \t 151\n", + "8 \t 38 \t 31 \t 1 \t 7 \t 106 \t -485\n", + "9 \t 31 \t 7 \t 4 \t 3 \t -139 \t 636\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 245 \t -1121\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1119 \t 5120\n", + "\t\t\t\t\t 2483 \t -11361\n", + "GCD(39203, 8568) = 1, with coefficients 2483 and -11361 such that 1 = (2483)*39203 + (-11361)*8568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8569 \t 4 \t 4927 \t 1 \t 0\n", + "1 \t 8569 \t 4927 \t 1 \t 3642 \t 0 \t 1\n", + "2 \t 4927 \t 3642 \t 1 \t 1285 \t 1 \t -4\n", + "3 \t 3642 \t 1285 \t 2 \t 1072 \t -1 \t 5\n", + "4 \t 1285 \t 1072 \t 1 \t 213 \t 2 \t -9\n", + "5 \t 1072 \t 213 \t 5 \t 7 \t -5 \t 23\n", + "6 \t 213 \t 7 \t 30 \t 3 \t 7 \t -32\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -40 \t 183\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1207 \t -5522\n", + "\t\t\t\t\t -2454 \t 11227\n", + "GCD(39203, 8569) = 1, with coefficients -2454 and 11227 such that 1 = (-2454)*39203 + (11227)*8569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8570 \t 4 \t 4923 \t 1 \t 0\n", + "1 \t 8570 \t 4923 \t 1 \t 3647 \t 0 \t 1\n", + "2 \t 4923 \t 3647 \t 1 \t 1276 \t 1 \t -4\n", + "3 \t 3647 \t 1276 \t 2 \t 1095 \t -1 \t 5\n", + "4 \t 1276 \t 1095 \t 1 \t 181 \t 2 \t -9\n", + "5 \t 1095 \t 181 \t 6 \t 9 \t -5 \t 23\n", + "6 \t 181 \t 9 \t 20 \t 1 \t 7 \t -32\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -47 \t 215\n", + "\t\t\t\t\t 947 \t -4332\n", + "GCD(39203, 8570) = 1, with coefficients 947 and -4332 such that 1 = (947)*39203 + (-4332)*8570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8571 \t 4 \t 4919 \t 1 \t 0\n", + "1 \t 8571 \t 4919 \t 1 \t 3652 \t 0 \t 1\n", + "2 \t 4919 \t 3652 \t 1 \t 1267 \t 1 \t -4\n", + "3 \t 3652 \t 1267 \t 2 \t 1118 \t -1 \t 5\n", + "4 \t 1267 \t 1118 \t 1 \t 149 \t 2 \t -9\n", + "5 \t 1118 \t 149 \t 7 \t 75 \t -5 \t 23\n", + "6 \t 149 \t 75 \t 1 \t 74 \t 7 \t -32\n", + "7 \t 75 \t 74 \t 1 \t 1 \t -54 \t 247\n", + "8 \t 74 \t 1 \t 74 \t 0 \t 61 \t -279\n", + "\t\t\t\t\t -115 \t 526\n", + "GCD(39203, 8571) = 1, with coefficients -115 and 526 such that 1 = (-115)*39203 + (526)*8571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8572 \t 4 \t 4915 \t 1 \t 0\n", + "1 \t 8572 \t 4915 \t 1 \t 3657 \t 0 \t 1\n", + "2 \t 4915 \t 3657 \t 1 \t 1258 \t 1 \t -4\n", + "3 \t 3657 \t 1258 \t 2 \t 1141 \t -1 \t 5\n", + "4 \t 1258 \t 1141 \t 1 \t 117 \t 2 \t -9\n", + "5 \t 1141 \t 117 \t 9 \t 88 \t -5 \t 23\n", + "6 \t 117 \t 88 \t 1 \t 29 \t 7 \t -32\n", + "7 \t 88 \t 29 \t 3 \t 1 \t -68 \t 311\n", + "8 \t 29 \t 1 \t 29 \t 0 \t 75 \t -343\n", + "\t\t\t\t\t -293 \t 1340\n", + "GCD(39203, 8572) = 1, with coefficients -293 and 1340 such that 1 = (-293)*39203 + (1340)*8572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8573 \t 4 \t 4911 \t 1 \t 0\n", + "1 \t 8573 \t 4911 \t 1 \t 3662 \t 0 \t 1\n", + "2 \t 4911 \t 3662 \t 1 \t 1249 \t 1 \t -4\n", + "3 \t 3662 \t 1249 \t 2 \t 1164 \t -1 \t 5\n", + "4 \t 1249 \t 1164 \t 1 \t 85 \t 2 \t -9\n", + "5 \t 1164 \t 85 \t 13 \t 59 \t -5 \t 23\n", + "6 \t 85 \t 59 \t 1 \t 26 \t 7 \t -32\n", + "7 \t 59 \t 26 \t 2 \t 7 \t -96 \t 439\n", + "8 \t 26 \t 7 \t 3 \t 5 \t 103 \t -471\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -302 \t 1381\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 1009 \t -4614\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1311 \t 5995\n", + "\t\t\t\t\t 3631 \t -16604\n", + "GCD(39203, 8573) = 1, with coefficients 3631 and -16604 such that 1 = (3631)*39203 + (-16604)*8573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8574 \t 4 \t 4907 \t 1 \t 0\n", + "1 \t 8574 \t 4907 \t 1 \t 3667 \t 0 \t 1\n", + "2 \t 4907 \t 3667 \t 1 \t 1240 \t 1 \t -4\n", + "3 \t 3667 \t 1240 \t 2 \t 1187 \t -1 \t 5\n", + "4 \t 1240 \t 1187 \t 1 \t 53 \t 2 \t -9\n", + "5 \t 1187 \t 53 \t 22 \t 21 \t -5 \t 23\n", + "6 \t 53 \t 21 \t 2 \t 11 \t 7 \t -32\n", + "7 \t 21 \t 11 \t 1 \t 10 \t -159 \t 727\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 325 \t -1486\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -484 \t 2213\n", + "\t\t\t\t\t 809 \t -3699\n", + "GCD(39203, 8574) = 1, with coefficients 809 and -3699 such that 1 = (809)*39203 + (-3699)*8574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8575 \t 4 \t 4903 \t 1 \t 0\n", + "1 \t 8575 \t 4903 \t 1 \t 3672 \t 0 \t 1\n", + "2 \t 4903 \t 3672 \t 1 \t 1231 \t 1 \t -4\n", + "3 \t 3672 \t 1231 \t 2 \t 1210 \t -1 \t 5\n", + "4 \t 1231 \t 1210 \t 1 \t 21 \t 2 \t -9\n", + "5 \t 1210 \t 21 \t 57 \t 13 \t -5 \t 23\n", + "6 \t 21 \t 13 \t 1 \t 8 \t 7 \t -32\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -404 \t 1847\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 411 \t -1879\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -815 \t 3726\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1226 \t -5605\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2041 \t 9331\n", + "\t\t\t\t\t 3267 \t -14936\n", + "GCD(39203, 8575) = 1, with coefficients 3267 and -14936 such that 1 = (3267)*39203 + (-14936)*8575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8576 \t 4 \t 4899 \t 1 \t 0\n", + "1 \t 8576 \t 4899 \t 1 \t 3677 \t 0 \t 1\n", + "2 \t 4899 \t 3677 \t 1 \t 1222 \t 1 \t -4\n", + "3 \t 3677 \t 1222 \t 3 \t 11 \t -1 \t 5\n", + "4 \t 1222 \t 11 \t 111 \t 1 \t 2 \t -9\n", + "5 \t 11 \t 1 \t 11 \t 0 \t -7 \t 32\n", + "\t\t\t\t\t 779 \t -3561\n", + "GCD(39203, 8576) = 1, with coefficients 779 and -3561 such that 1 = (779)*39203 + (-3561)*8576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8577 \t 4 \t 4895 \t 1 \t 0\n", + "1 \t 8577 \t 4895 \t 1 \t 3682 \t 0 \t 1\n", + "2 \t 4895 \t 3682 \t 1 \t 1213 \t 1 \t -4\n", + "3 \t 3682 \t 1213 \t 3 \t 43 \t -1 \t 5\n", + "4 \t 1213 \t 43 \t 28 \t 9 \t 2 \t -9\n", + "5 \t 43 \t 9 \t 4 \t 7 \t -7 \t 32\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 198 \t -905\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -799 \t 3652\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 997 \t -4557\n", + "\t\t\t\t\t -3790 \t 17323\n", + "GCD(39203, 8577) = 1, with coefficients -3790 and 17323 such that 1 = (-3790)*39203 + (17323)*8577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8578 \t 4 \t 4891 \t 1 \t 0\n", + "1 \t 8578 \t 4891 \t 1 \t 3687 \t 0 \t 1\n", + "2 \t 4891 \t 3687 \t 1 \t 1204 \t 1 \t -4\n", + "3 \t 3687 \t 1204 \t 3 \t 75 \t -1 \t 5\n", + "4 \t 1204 \t 75 \t 16 \t 4 \t 2 \t -9\n", + "5 \t 75 \t 4 \t 18 \t 3 \t -7 \t 32\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 114 \t -521\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -2059 \t 9410\n", + "\t\t\t\t\t 2173 \t -9931\n", + "GCD(39203, 8578) = 1, with coefficients 2173 and -9931 such that 1 = (2173)*39203 + (-9931)*8578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8579 \t 4 \t 4887 \t 1 \t 0\n", + "1 \t 8579 \t 4887 \t 1 \t 3692 \t 0 \t 1\n", + "2 \t 4887 \t 3692 \t 1 \t 1195 \t 1 \t -4\n", + "3 \t 3692 \t 1195 \t 3 \t 107 \t -1 \t 5\n", + "4 \t 1195 \t 107 \t 11 \t 18 \t 2 \t -9\n", + "5 \t 107 \t 18 \t 5 \t 17 \t -7 \t 32\n", + "6 \t 18 \t 17 \t 1 \t 1 \t 79 \t -361\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -402 \t 1837\n", + "\t\t\t\t\t 481 \t -2198\n", + "GCD(39203, 8579) = 1, with coefficients 481 and -2198 such that 1 = (481)*39203 + (-2198)*8579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8580 \t 4 \t 4883 \t 1 \t 0\n", + "1 \t 8580 \t 4883 \t 1 \t 3697 \t 0 \t 1\n", + "2 \t 4883 \t 3697 \t 1 \t 1186 \t 1 \t -4\n", + "3 \t 3697 \t 1186 \t 3 \t 139 \t -1 \t 5\n", + "4 \t 1186 \t 139 \t 8 \t 74 \t 2 \t -9\n", + "5 \t 139 \t 74 \t 1 \t 65 \t -7 \t 32\n", + "6 \t 74 \t 65 \t 1 \t 9 \t 58 \t -265\n", + "7 \t 65 \t 9 \t 7 \t 2 \t -65 \t 297\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 123 \t -562\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -926 \t 4231\n", + "\t\t\t\t\t 3827 \t -17486\n", + "GCD(39203, 8580) = 1, with coefficients 3827 and -17486 such that 1 = (3827)*39203 + (-17486)*8580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8581 \t 4 \t 4879 \t 1 \t 0\n", + "1 \t 8581 \t 4879 \t 1 \t 3702 \t 0 \t 1\n", + "2 \t 4879 \t 3702 \t 1 \t 1177 \t 1 \t -4\n", + "3 \t 3702 \t 1177 \t 3 \t 171 \t -1 \t 5\n", + "4 \t 1177 \t 171 \t 6 \t 151 \t 2 \t -9\n", + "5 \t 171 \t 151 \t 1 \t 20 \t -7 \t 32\n", + "6 \t 151 \t 20 \t 7 \t 11 \t 44 \t -201\n", + "7 \t 20 \t 11 \t 1 \t 9 \t -51 \t 233\n", + "8 \t 11 \t 9 \t 1 \t 2 \t 401 \t -1832\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -452 \t 2065\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 853 \t -3897\n", + "\t\t\t\t\t -3864 \t 17653\n", + "GCD(39203, 8581) = 1, with coefficients -3864 and 17653 such that 1 = (-3864)*39203 + (17653)*8581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8582 \t 4 \t 4875 \t 1 \t 0\n", + "1 \t 8582 \t 4875 \t 1 \t 3707 \t 0 \t 1\n", + "2 \t 4875 \t 3707 \t 1 \t 1168 \t 1 \t -4\n", + "3 \t 3707 \t 1168 \t 3 \t 203 \t -1 \t 5\n", + "4 \t 1168 \t 203 \t 5 \t 153 \t 2 \t -9\n", + "5 \t 203 \t 153 \t 1 \t 50 \t -7 \t 32\n", + "6 \t 153 \t 50 \t 3 \t 3 \t 37 \t -169\n", + "7 \t 50 \t 3 \t 16 \t 2 \t -44 \t 201\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 169 \t -772\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2748 \t 12553\n", + "\t\t\t\t\t 2917 \t -13325\n", + "GCD(39203, 8582) = 1, with coefficients 2917 and -13325 such that 1 = (2917)*39203 + (-13325)*8582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8583 \t 4 \t 4871 \t 1 \t 0\n", + "1 \t 8583 \t 4871 \t 1 \t 3712 \t 0 \t 1\n", + "2 \t 4871 \t 3712 \t 1 \t 1159 \t 1 \t -4\n", + "3 \t 3712 \t 1159 \t 3 \t 235 \t -1 \t 5\n", + "4 \t 1159 \t 235 \t 4 \t 219 \t 2 \t -9\n", + "5 \t 235 \t 219 \t 1 \t 16 \t -7 \t 32\n", + "6 \t 219 \t 16 \t 13 \t 11 \t 30 \t -137\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -37 \t 169\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 511 \t -2334\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -548 \t 2503\n", + "\t\t\t\t\t 1607 \t -7340\n", + "GCD(39203, 8583) = 1, with coefficients 1607 and -7340 such that 1 = (1607)*39203 + (-7340)*8583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8584 \t 4 \t 4867 \t 1 \t 0\n", + "1 \t 8584 \t 4867 \t 1 \t 3717 \t 0 \t 1\n", + "2 \t 4867 \t 3717 \t 1 \t 1150 \t 1 \t -4\n", + "3 \t 3717 \t 1150 \t 3 \t 267 \t -1 \t 5\n", + "4 \t 1150 \t 267 \t 4 \t 82 \t 2 \t -9\n", + "5 \t 267 \t 82 \t 3 \t 21 \t -7 \t 32\n", + "6 \t 82 \t 21 \t 3 \t 19 \t 30 \t -137\n", + "7 \t 21 \t 19 \t 1 \t 2 \t -97 \t 443\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 321 \t -1466\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -418 \t 1909\n", + "\t\t\t\t\t 4083 \t -18647\n", + "GCD(39203, 8584) = 1, with coefficients 4083 and -18647 such that 1 = (4083)*39203 + (-18647)*8584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8585 \t 4 \t 4863 \t 1 \t 0\n", + "1 \t 8585 \t 4863 \t 1 \t 3722 \t 0 \t 1\n", + "2 \t 4863 \t 3722 \t 1 \t 1141 \t 1 \t -4\n", + "3 \t 3722 \t 1141 \t 3 \t 299 \t -1 \t 5\n", + "4 \t 1141 \t 299 \t 3 \t 244 \t 2 \t -9\n", + "5 \t 299 \t 244 \t 1 \t 55 \t -7 \t 32\n", + "6 \t 244 \t 55 \t 4 \t 24 \t 23 \t -105\n", + "7 \t 55 \t 24 \t 2 \t 7 \t -30 \t 137\n", + "8 \t 24 \t 7 \t 3 \t 3 \t 143 \t -653\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -316 \t 1443\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1091 \t -4982\n", + "\t\t\t\t\t -2498 \t 11407\n", + "GCD(39203, 8585) = 1, with coefficients -2498 and 11407 such that 1 = (-2498)*39203 + (11407)*8585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8586 \t 4 \t 4859 \t 1 \t 0\n", + "1 \t 8586 \t 4859 \t 1 \t 3727 \t 0 \t 1\n", + "2 \t 4859 \t 3727 \t 1 \t 1132 \t 1 \t -4\n", + "3 \t 3727 \t 1132 \t 3 \t 331 \t -1 \t 5\n", + "4 \t 1132 \t 331 \t 3 \t 139 \t 2 \t -9\n", + "5 \t 331 \t 139 \t 2 \t 53 \t -7 \t 32\n", + "6 \t 139 \t 53 \t 2 \t 33 \t 23 \t -105\n", + "7 \t 53 \t 33 \t 1 \t 20 \t -53 \t 242\n", + "8 \t 33 \t 20 \t 1 \t 13 \t 129 \t -589\n", + "9 \t 20 \t 13 \t 1 \t 7 \t -182 \t 831\n", + "10 \t 13 \t 7 \t 1 \t 6 \t 311 \t -1420\n", + "11 \t 7 \t 6 \t 1 \t 1 \t -493 \t 2251\n", + "12 \t 6 \t 1 \t 6 \t 0 \t 804 \t -3671\n", + "\t\t\t\t\t -1297 \t 5922\n", + "GCD(39203, 8586) = 1, with coefficients -1297 and 5922 such that 1 = (-1297)*39203 + (5922)*8586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8587 \t 4 \t 4855 \t 1 \t 0\n", + "1 \t 8587 \t 4855 \t 1 \t 3732 \t 0 \t 1\n", + "2 \t 4855 \t 3732 \t 1 \t 1123 \t 1 \t -4\n", + "3 \t 3732 \t 1123 \t 3 \t 363 \t -1 \t 5\n", + "4 \t 1123 \t 363 \t 3 \t 34 \t 2 \t -9\n", + "5 \t 363 \t 34 \t 10 \t 23 \t -7 \t 32\n", + "6 \t 34 \t 23 \t 1 \t 11 \t 23 \t -105\n", + "7 \t 23 \t 11 \t 2 \t 1 \t -237 \t 1082\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 260 \t -1187\n", + "\t\t\t\t\t -757 \t 3456\n", + "GCD(39203, 8587) = 1, with coefficients -757 and 3456 such that 1 = (-757)*39203 + (3456)*8587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8588 \t 4 \t 4851 \t 1 \t 0\n", + "1 \t 8588 \t 4851 \t 1 \t 3737 \t 0 \t 1\n", + "2 \t 4851 \t 3737 \t 1 \t 1114 \t 1 \t -4\n", + "3 \t 3737 \t 1114 \t 3 \t 395 \t -1 \t 5\n", + "4 \t 1114 \t 395 \t 2 \t 324 \t 2 \t -9\n", + "5 \t 395 \t 324 \t 1 \t 71 \t -7 \t 32\n", + "6 \t 324 \t 71 \t 4 \t 40 \t 16 \t -73\n", + "7 \t 71 \t 40 \t 1 \t 31 \t -23 \t 105\n", + "8 \t 40 \t 31 \t 1 \t 9 \t 108 \t -493\n", + "9 \t 31 \t 9 \t 3 \t 4 \t -131 \t 598\n", + "10 \t 9 \t 4 \t 2 \t 1 \t 239 \t -1091\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -848 \t 3871\n", + "\t\t\t\t\t 1935 \t -8833\n", + "GCD(39203, 8588) = 1, with coefficients 1935 and -8833 such that 1 = (1935)*39203 + (-8833)*8588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8589 \t 4 \t 4847 \t 1 \t 0\n", + "1 \t 8589 \t 4847 \t 1 \t 3742 \t 0 \t 1\n", + "2 \t 4847 \t 3742 \t 1 \t 1105 \t 1 \t -4\n", + "3 \t 3742 \t 1105 \t 3 \t 427 \t -1 \t 5\n", + "4 \t 1105 \t 427 \t 2 \t 251 \t 2 \t -9\n", + "5 \t 427 \t 251 \t 1 \t 176 \t -7 \t 32\n", + "6 \t 251 \t 176 \t 1 \t 75 \t 16 \t -73\n", + "7 \t 176 \t 75 \t 2 \t 26 \t -23 \t 105\n", + "8 \t 75 \t 26 \t 2 \t 23 \t 39 \t -178\n", + "9 \t 26 \t 23 \t 1 \t 3 \t -101 \t 461\n", + "10 \t 23 \t 3 \t 7 \t 2 \t 241 \t -1100\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -342 \t 1561\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2635 \t -12027\n", + "\t\t\t\t\t -2977 \t 13588\n", + "GCD(39203, 8589) = 1, with coefficients -2977 and 13588 such that 1 = (-2977)*39203 + (13588)*8589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8590 \t 4 \t 4843 \t 1 \t 0\n", + "1 \t 8590 \t 4843 \t 1 \t 3747 \t 0 \t 1\n", + "2 \t 4843 \t 3747 \t 1 \t 1096 \t 1 \t -4\n", + "3 \t 3747 \t 1096 \t 3 \t 459 \t -1 \t 5\n", + "4 \t 1096 \t 459 \t 2 \t 178 \t 2 \t -9\n", + "5 \t 459 \t 178 \t 2 \t 103 \t -7 \t 32\n", + "6 \t 178 \t 103 \t 1 \t 75 \t 16 \t -73\n", + "7 \t 103 \t 75 \t 1 \t 28 \t -39 \t 178\n", + "8 \t 75 \t 28 \t 2 \t 19 \t 55 \t -251\n", + "9 \t 28 \t 19 \t 1 \t 9 \t -94 \t 429\n", + "10 \t 19 \t 9 \t 2 \t 1 \t 243 \t -1109\n", + "11 \t 9 \t 1 \t 9 \t 0 \t -337 \t 1538\n", + "\t\t\t\t\t 917 \t -4185\n", + "GCD(39203, 8590) = 1, with coefficients 917 and -4185 such that 1 = (917)*39203 + (-4185)*8590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8591 \t 4 \t 4839 \t 1 \t 0\n", + "1 \t 8591 \t 4839 \t 1 \t 3752 \t 0 \t 1\n", + "2 \t 4839 \t 3752 \t 1 \t 1087 \t 1 \t -4\n", + "3 \t 3752 \t 1087 \t 3 \t 491 \t -1 \t 5\n", + "4 \t 1087 \t 491 \t 2 \t 105 \t 2 \t -9\n", + "5 \t 491 \t 105 \t 4 \t 71 \t -7 \t 32\n", + "6 \t 105 \t 71 \t 1 \t 34 \t 16 \t -73\n", + "7 \t 71 \t 34 \t 2 \t 3 \t -71 \t 324\n", + "8 \t 34 \t 3 \t 11 \t 1 \t 87 \t -397\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -245 \t 1118\n", + "\t\t\t\t\t 2782 \t -12695\n", + "GCD(39203, 8591) = 1, with coefficients 2782 and -12695 such that 1 = (2782)*39203 + (-12695)*8591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8592 \t 4 \t 4835 \t 1 \t 0\n", + "1 \t 8592 \t 4835 \t 1 \t 3757 \t 0 \t 1\n", + "2 \t 4835 \t 3757 \t 1 \t 1078 \t 1 \t -4\n", + "3 \t 3757 \t 1078 \t 3 \t 523 \t -1 \t 5\n", + "4 \t 1078 \t 523 \t 2 \t 32 \t 2 \t -9\n", + "5 \t 523 \t 32 \t 16 \t 11 \t -7 \t 32\n", + "6 \t 32 \t 11 \t 2 \t 10 \t 16 \t -73\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -263 \t 1200\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 542 \t -2473\n", + "\t\t\t\t\t -805 \t 3673\n", + "GCD(39203, 8592) = 1, with coefficients -805 and 3673 such that 1 = (-805)*39203 + (3673)*8592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8593 \t 4 \t 4831 \t 1 \t 0\n", + "1 \t 8593 \t 4831 \t 1 \t 3762 \t 0 \t 1\n", + "2 \t 4831 \t 3762 \t 1 \t 1069 \t 1 \t -4\n", + "3 \t 3762 \t 1069 \t 3 \t 555 \t -1 \t 5\n", + "4 \t 1069 \t 555 \t 1 \t 514 \t 2 \t -9\n", + "5 \t 555 \t 514 \t 1 \t 41 \t -7 \t 32\n", + "6 \t 514 \t 41 \t 12 \t 22 \t 9 \t -41\n", + "7 \t 41 \t 22 \t 1 \t 19 \t -16 \t 73\n", + "8 \t 22 \t 19 \t 1 \t 3 \t 201 \t -917\n", + "9 \t 19 \t 3 \t 6 \t 1 \t -217 \t 990\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 418 \t -1907\n", + "\t\t\t\t\t -2725 \t 12432\n", + "GCD(39203, 8593) = 1, with coefficients -2725 and 12432 such that 1 = (-2725)*39203 + (12432)*8593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8594 \t 4 \t 4827 \t 1 \t 0\n", + "1 \t 8594 \t 4827 \t 1 \t 3767 \t 0 \t 1\n", + "2 \t 4827 \t 3767 \t 1 \t 1060 \t 1 \t -4\n", + "3 \t 3767 \t 1060 \t 3 \t 587 \t -1 \t 5\n", + "4 \t 1060 \t 587 \t 1 \t 473 \t 2 \t -9\n", + "5 \t 587 \t 473 \t 1 \t 114 \t -7 \t 32\n", + "6 \t 473 \t 114 \t 4 \t 17 \t 9 \t -41\n", + "7 \t 114 \t 17 \t 6 \t 12 \t -16 \t 73\n", + "8 \t 17 \t 12 \t 1 \t 5 \t 73 \t -333\n", + "9 \t 12 \t 5 \t 2 \t 2 \t -454 \t 2071\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 527 \t -2404\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1508 \t 6879\n", + "\t\t\t\t\t 3543 \t -16162\n", + "GCD(39203, 8594) = 1, with coefficients 3543 and -16162 such that 1 = (3543)*39203 + (-16162)*8594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8595 \t 4 \t 4823 \t 1 \t 0\n", + "1 \t 8595 \t 4823 \t 1 \t 3772 \t 0 \t 1\n", + "2 \t 4823 \t 3772 \t 1 \t 1051 \t 1 \t -4\n", + "3 \t 3772 \t 1051 \t 3 \t 619 \t -1 \t 5\n", + "4 \t 1051 \t 619 \t 1 \t 432 \t 2 \t -9\n", + "5 \t 619 \t 432 \t 1 \t 187 \t -7 \t 32\n", + "6 \t 432 \t 187 \t 2 \t 58 \t 9 \t -41\n", + "7 \t 187 \t 58 \t 3 \t 13 \t -16 \t 73\n", + "8 \t 58 \t 13 \t 4 \t 6 \t 41 \t -187\n", + "9 \t 13 \t 6 \t 2 \t 1 \t -139 \t 634\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 597 \t -2723\n", + "\t\t\t\t\t -1333 \t 6080\n", + "GCD(39203, 8595) = 1, with coefficients -1333 and 6080 such that 1 = (-1333)*39203 + (6080)*8595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8596 \t 4 \t 4819 \t 1 \t 0\n", + "1 \t 8596 \t 4819 \t 1 \t 3777 \t 0 \t 1\n", + "2 \t 4819 \t 3777 \t 1 \t 1042 \t 1 \t -4\n", + "3 \t 3777 \t 1042 \t 3 \t 651 \t -1 \t 5\n", + "4 \t 1042 \t 651 \t 1 \t 391 \t 2 \t -9\n", + "5 \t 651 \t 391 \t 1 \t 260 \t -7 \t 32\n", + "6 \t 391 \t 260 \t 1 \t 131 \t 9 \t -41\n", + "7 \t 260 \t 131 \t 1 \t 129 \t -16 \t 73\n", + "8 \t 131 \t 129 \t 1 \t 2 \t 25 \t -114\n", + "9 \t 129 \t 2 \t 64 \t 1 \t -41 \t 187\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 66 \t -301\n", + "\t\t\t\t\t -4265 \t 19451\n", + "GCD(39203, 8596) = 1, with coefficients -4265 and 19451 such that 1 = (-4265)*39203 + (19451)*8596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8597 \t 4 \t 4815 \t 1 \t 0\n", + "1 \t 8597 \t 4815 \t 1 \t 3782 \t 0 \t 1\n", + "2 \t 4815 \t 3782 \t 1 \t 1033 \t 1 \t -4\n", + "3 \t 3782 \t 1033 \t 3 \t 683 \t -1 \t 5\n", + "4 \t 1033 \t 683 \t 1 \t 350 \t 2 \t -9\n", + "5 \t 683 \t 350 \t 1 \t 333 \t -7 \t 32\n", + "6 \t 350 \t 333 \t 1 \t 17 \t 9 \t -41\n", + "7 \t 333 \t 17 \t 19 \t 10 \t -16 \t 73\n", + "8 \t 17 \t 10 \t 1 \t 7 \t 25 \t -114\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -491 \t 2239\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 516 \t -2353\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1007 \t 4592\n", + "\t\t\t\t\t 2530 \t -11537\n", + "GCD(39203, 8597) = 1, with coefficients 2530 and -11537 such that 1 = (2530)*39203 + (-11537)*8597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8598 \t 4 \t 4811 \t 1 \t 0\n", + "1 \t 8598 \t 4811 \t 1 \t 3787 \t 0 \t 1\n", + "2 \t 4811 \t 3787 \t 1 \t 1024 \t 1 \t -4\n", + "3 \t 3787 \t 1024 \t 3 \t 715 \t -1 \t 5\n", + "4 \t 1024 \t 715 \t 1 \t 309 \t 2 \t -9\n", + "5 \t 715 \t 309 \t 2 \t 97 \t -7 \t 32\n", + "6 \t 309 \t 97 \t 3 \t 18 \t 9 \t -41\n", + "7 \t 97 \t 18 \t 5 \t 7 \t -25 \t 114\n", + "8 \t 18 \t 7 \t 2 \t 4 \t 84 \t -383\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -445 \t 2029\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 974 \t -4441\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1419 \t 6470\n", + "\t\t\t\t\t 2393 \t -10911\n", + "GCD(39203, 8598) = 1, with coefficients 2393 and -10911 such that 1 = (2393)*39203 + (-10911)*8598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8599 \t 4 \t 4807 \t 1 \t 0\n", + "1 \t 8599 \t 4807 \t 1 \t 3792 \t 0 \t 1\n", + "2 \t 4807 \t 3792 \t 1 \t 1015 \t 1 \t -4\n", + "3 \t 3792 \t 1015 \t 3 \t 747 \t -1 \t 5\n", + "4 \t 1015 \t 747 \t 1 \t 268 \t 2 \t -9\n", + "5 \t 747 \t 268 \t 2 \t 211 \t -7 \t 32\n", + "6 \t 268 \t 211 \t 1 \t 57 \t 9 \t -41\n", + "7 \t 211 \t 57 \t 3 \t 40 \t -25 \t 114\n", + "8 \t 57 \t 40 \t 1 \t 17 \t 34 \t -155\n", + "9 \t 40 \t 17 \t 2 \t 6 \t -127 \t 579\n", + "10 \t 17 \t 6 \t 2 \t 5 \t 161 \t -734\n", + "11 \t 6 \t 5 \t 1 \t 1 \t -449 \t 2047\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 1059 \t -4828\n", + "\t\t\t\t\t -1508 \t 6875\n", + "GCD(39203, 8599) = 1, with coefficients -1508 and 6875 such that 1 = (-1508)*39203 + (6875)*8599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8600 \t 4 \t 4803 \t 1 \t 0\n", + "1 \t 8600 \t 4803 \t 1 \t 3797 \t 0 \t 1\n", + "2 \t 4803 \t 3797 \t 1 \t 1006 \t 1 \t -4\n", + "3 \t 3797 \t 1006 \t 3 \t 779 \t -1 \t 5\n", + "4 \t 1006 \t 779 \t 1 \t 227 \t 2 \t -9\n", + "5 \t 779 \t 227 \t 3 \t 98 \t -7 \t 32\n", + "6 \t 227 \t 98 \t 2 \t 31 \t 9 \t -41\n", + "7 \t 98 \t 31 \t 3 \t 5 \t -34 \t 155\n", + "8 \t 31 \t 5 \t 6 \t 1 \t 77 \t -351\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -265 \t 1208\n", + "\t\t\t\t\t 1667 \t -7599\n", + "GCD(39203, 8600) = 1, with coefficients 1667 and -7599 such that 1 = (1667)*39203 + (-7599)*8600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8601 \t 4 \t 4799 \t 1 \t 0\n", + "1 \t 8601 \t 4799 \t 1 \t 3802 \t 0 \t 1\n", + "2 \t 4799 \t 3802 \t 1 \t 997 \t 1 \t -4\n", + "3 \t 3802 \t 997 \t 3 \t 811 \t -1 \t 5\n", + "4 \t 997 \t 811 \t 1 \t 186 \t 2 \t -9\n", + "5 \t 811 \t 186 \t 4 \t 67 \t -7 \t 32\n", + "6 \t 186 \t 67 \t 2 \t 52 \t 9 \t -41\n", + "7 \t 67 \t 52 \t 1 \t 15 \t -43 \t 196\n", + "8 \t 52 \t 15 \t 3 \t 7 \t 95 \t -433\n", + "9 \t 15 \t 7 \t 2 \t 1 \t -138 \t 629\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 509 \t -2320\n", + "\t\t\t\t\t -1156 \t 5269\n", + "GCD(39203, 8601) = 1, with coefficients -1156 and 5269 such that 1 = (-1156)*39203 + (5269)*8601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8602 \t 4 \t 4795 \t 1 \t 0\n", + "1 \t 8602 \t 4795 \t 1 \t 3807 \t 0 \t 1\n", + "2 \t 4795 \t 3807 \t 1 \t 988 \t 1 \t -4\n", + "3 \t 3807 \t 988 \t 3 \t 843 \t -1 \t 5\n", + "4 \t 988 \t 843 \t 1 \t 145 \t 2 \t -9\n", + "5 \t 843 \t 145 \t 5 \t 118 \t -7 \t 32\n", + "6 \t 145 \t 118 \t 1 \t 27 \t 9 \t -41\n", + "7 \t 118 \t 27 \t 4 \t 10 \t -52 \t 237\n", + "8 \t 27 \t 10 \t 2 \t 7 \t 61 \t -278\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -296 \t 1349\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 653 \t -2976\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -949 \t 4325\n", + "\t\t\t\t\t 2551 \t -11626\n", + "GCD(39203, 8602) = 1, with coefficients 2551 and -11626 such that 1 = (2551)*39203 + (-11626)*8602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8603 \t 4 \t 4791 \t 1 \t 0\n", + "1 \t 8603 \t 4791 \t 1 \t 3812 \t 0 \t 1\n", + "2 \t 4791 \t 3812 \t 1 \t 979 \t 1 \t -4\n", + "3 \t 3812 \t 979 \t 3 \t 875 \t -1 \t 5\n", + "4 \t 979 \t 875 \t 1 \t 104 \t 2 \t -9\n", + "5 \t 875 \t 104 \t 8 \t 43 \t -7 \t 32\n", + "6 \t 104 \t 43 \t 2 \t 18 \t 9 \t -41\n", + "7 \t 43 \t 18 \t 2 \t 7 \t -79 \t 360\n", + "8 \t 18 \t 7 \t 2 \t 4 \t 167 \t -761\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -413 \t 1882\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 993 \t -4525\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1406 \t 6407\n", + "\t\t\t\t\t 2399 \t -10932\n", + "GCD(39203, 8603) = 1, with coefficients 2399 and -10932 such that 1 = (2399)*39203 + (-10932)*8603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8604 \t 4 \t 4787 \t 1 \t 0\n", + "1 \t 8604 \t 4787 \t 1 \t 3817 \t 0 \t 1\n", + "2 \t 4787 \t 3817 \t 1 \t 970 \t 1 \t -4\n", + "3 \t 3817 \t 970 \t 3 \t 907 \t -1 \t 5\n", + "4 \t 970 \t 907 \t 1 \t 63 \t 2 \t -9\n", + "5 \t 907 \t 63 \t 14 \t 25 \t -7 \t 32\n", + "6 \t 63 \t 25 \t 2 \t 13 \t 9 \t -41\n", + "7 \t 25 \t 13 \t 1 \t 12 \t -133 \t 606\n", + "8 \t 13 \t 12 \t 1 \t 1 \t 275 \t -1253\n", + "9 \t 12 \t 1 \t 12 \t 0 \t -408 \t 1859\n", + "\t\t\t\t\t 683 \t -3112\n", + "GCD(39203, 8604) = 1, with coefficients 683 and -3112 such that 1 = (683)*39203 + (-3112)*8604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8605 \t 4 \t 4783 \t 1 \t 0\n", + "1 \t 8605 \t 4783 \t 1 \t 3822 \t 0 \t 1\n", + "2 \t 4783 \t 3822 \t 1 \t 961 \t 1 \t -4\n", + "3 \t 3822 \t 961 \t 3 \t 939 \t -1 \t 5\n", + "4 \t 961 \t 939 \t 1 \t 22 \t 2 \t -9\n", + "5 \t 939 \t 22 \t 42 \t 15 \t -7 \t 32\n", + "6 \t 22 \t 15 \t 1 \t 7 \t 9 \t -41\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -385 \t 1754\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 394 \t -1795\n", + "\t\t\t\t\t -1173 \t 5344\n", + "GCD(39203, 8605) = 1, with coefficients -1173 and 5344 such that 1 = (-1173)*39203 + (5344)*8605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8606 \t 4 \t 4779 \t 1 \t 0\n", + "1 \t 8606 \t 4779 \t 1 \t 3827 \t 0 \t 1\n", + "2 \t 4779 \t 3827 \t 1 \t 952 \t 1 \t -4\n", + "3 \t 3827 \t 952 \t 4 \t 19 \t -1 \t 5\n", + "4 \t 952 \t 19 \t 50 \t 2 \t 2 \t -9\n", + "5 \t 19 \t 2 \t 9 \t 1 \t -9 \t 41\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 452 \t -2059\n", + "\t\t\t\t\t -4077 \t 18572\n", + "GCD(39203, 8606) = 1, with coefficients -4077 and 18572 such that 1 = (-4077)*39203 + (18572)*8606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8607 \t 4 \t 4775 \t 1 \t 0\n", + "1 \t 8607 \t 4775 \t 1 \t 3832 \t 0 \t 1\n", + "2 \t 4775 \t 3832 \t 1 \t 943 \t 1 \t -4\n", + "3 \t 3832 \t 943 \t 4 \t 60 \t -1 \t 5\n", + "4 \t 943 \t 60 \t 15 \t 43 \t 2 \t -9\n", + "5 \t 60 \t 43 \t 1 \t 17 \t -9 \t 41\n", + "6 \t 43 \t 17 \t 2 \t 9 \t 137 \t -624\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -146 \t 665\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 429 \t -1954\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -575 \t 2619\n", + "\t\t\t\t\t 1004 \t -4573\n", + "GCD(39203, 8607) = 1, with coefficients 1004 and -4573 such that 1 = (1004)*39203 + (-4573)*8607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8608 \t 4 \t 4771 \t 1 \t 0\n", + "1 \t 8608 \t 4771 \t 1 \t 3837 \t 0 \t 1\n", + "2 \t 4771 \t 3837 \t 1 \t 934 \t 1 \t -4\n", + "3 \t 3837 \t 934 \t 4 \t 101 \t -1 \t 5\n", + "4 \t 934 \t 101 \t 9 \t 25 \t 2 \t -9\n", + "5 \t 101 \t 25 \t 4 \t 1 \t -9 \t 41\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 83 \t -378\n", + "\t\t\t\t\t -341 \t 1553\n", + "GCD(39203, 8608) = 1, with coefficients -341 and 1553 such that 1 = (-341)*39203 + (1553)*8608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8609 \t 4 \t 4767 \t 1 \t 0\n", + "1 \t 8609 \t 4767 \t 1 \t 3842 \t 0 \t 1\n", + "2 \t 4767 \t 3842 \t 1 \t 925 \t 1 \t -4\n", + "3 \t 3842 \t 925 \t 4 \t 142 \t -1 \t 5\n", + "4 \t 925 \t 142 \t 6 \t 73 \t 2 \t -9\n", + "5 \t 142 \t 73 \t 1 \t 69 \t -9 \t 41\n", + "6 \t 73 \t 69 \t 1 \t 4 \t 56 \t -255\n", + "7 \t 69 \t 4 \t 17 \t 1 \t -65 \t 296\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 121 \t -551\n", + "\t\t\t\t\t -2122 \t 9663\n", + "GCD(39203, 8609) = 1, with coefficients -2122 and 9663 such that 1 = (-2122)*39203 + (9663)*8609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8610 \t 4 \t 4763 \t 1 \t 0\n", + "1 \t 8610 \t 4763 \t 1 \t 3847 \t 0 \t 1\n", + "2 \t 4763 \t 3847 \t 1 \t 916 \t 1 \t -4\n", + "3 \t 3847 \t 916 \t 4 \t 183 \t -1 \t 5\n", + "4 \t 916 \t 183 \t 5 \t 1 \t 2 \t -9\n", + "5 \t 183 \t 1 \t 183 \t 0 \t -9 \t 41\n", + "\t\t\t\t\t 47 \t -214\n", + "GCD(39203, 8610) = 1, with coefficients 47 and -214 such that 1 = (47)*39203 + (-214)*8610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8611 \t 4 \t 4759 \t 1 \t 0\n", + "1 \t 8611 \t 4759 \t 1 \t 3852 \t 0 \t 1\n", + "2 \t 4759 \t 3852 \t 1 \t 907 \t 1 \t -4\n", + "3 \t 3852 \t 907 \t 4 \t 224 \t -1 \t 5\n", + "4 \t 907 \t 224 \t 4 \t 11 \t 2 \t -9\n", + "5 \t 224 \t 11 \t 20 \t 4 \t -9 \t 41\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 38 \t -173\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -769 \t 3501\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1576 \t -7175\n", + "\t\t\t\t\t -2345 \t 10676\n", + "GCD(39203, 8611) = 1, with coefficients -2345 and 10676 such that 1 = (-2345)*39203 + (10676)*8611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8612 \t 4 \t 4755 \t 1 \t 0\n", + "1 \t 8612 \t 4755 \t 1 \t 3857 \t 0 \t 1\n", + "2 \t 4755 \t 3857 \t 1 \t 898 \t 1 \t -4\n", + "3 \t 3857 \t 898 \t 4 \t 265 \t -1 \t 5\n", + "4 \t 898 \t 265 \t 3 \t 103 \t 2 \t -9\n", + "5 \t 265 \t 103 \t 2 \t 59 \t -9 \t 41\n", + "6 \t 103 \t 59 \t 1 \t 44 \t 29 \t -132\n", + "7 \t 59 \t 44 \t 1 \t 15 \t -67 \t 305\n", + "8 \t 44 \t 15 \t 2 \t 14 \t 96 \t -437\n", + "9 \t 15 \t 14 \t 1 \t 1 \t -163 \t 742\n", + "10 \t 14 \t 1 \t 14 \t 0 \t 422 \t -1921\n", + "\t\t\t\t\t -585 \t 2663\n", + "GCD(39203, 8612) = 1, with coefficients -585 and 2663 such that 1 = (-585)*39203 + (2663)*8612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8613 \t 4 \t 4751 \t 1 \t 0\n", + "1 \t 8613 \t 4751 \t 1 \t 3862 \t 0 \t 1\n", + "2 \t 4751 \t 3862 \t 1 \t 889 \t 1 \t -4\n", + "3 \t 3862 \t 889 \t 4 \t 306 \t -1 \t 5\n", + "4 \t 889 \t 306 \t 2 \t 277 \t 2 \t -9\n", + "5 \t 306 \t 277 \t 1 \t 29 \t -9 \t 41\n", + "6 \t 277 \t 29 \t 9 \t 16 \t 20 \t -91\n", + "7 \t 29 \t 16 \t 1 \t 13 \t -29 \t 132\n", + "8 \t 16 \t 13 \t 1 \t 3 \t 281 \t -1279\n", + "9 \t 13 \t 3 \t 4 \t 1 \t -310 \t 1411\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 591 \t -2690\n", + "\t\t\t\t\t -2674 \t 12171\n", + "GCD(39203, 8613) = 1, with coefficients -2674 and 12171 such that 1 = (-2674)*39203 + (12171)*8613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8614 \t 4 \t 4747 \t 1 \t 0\n", + "1 \t 8614 \t 4747 \t 1 \t 3867 \t 0 \t 1\n", + "2 \t 4747 \t 3867 \t 1 \t 880 \t 1 \t -4\n", + "3 \t 3867 \t 880 \t 4 \t 347 \t -1 \t 5\n", + "4 \t 880 \t 347 \t 2 \t 186 \t 2 \t -9\n", + "5 \t 347 \t 186 \t 1 \t 161 \t -9 \t 41\n", + "6 \t 186 \t 161 \t 1 \t 25 \t 20 \t -91\n", + "7 \t 161 \t 25 \t 6 \t 11 \t -29 \t 132\n", + "8 \t 25 \t 11 \t 2 \t 3 \t 49 \t -223\n", + "9 \t 11 \t 3 \t 3 \t 2 \t -323 \t 1470\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 695 \t -3163\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2408 \t 10959\n", + "\t\t\t\t\t 3103 \t -14122\n", + "GCD(39203, 8614) = 1, with coefficients 3103 and -14122 such that 1 = (3103)*39203 + (-14122)*8614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8615 \t 4 \t 4743 \t 1 \t 0\n", + "1 \t 8615 \t 4743 \t 1 \t 3872 \t 0 \t 1\n", + "2 \t 4743 \t 3872 \t 1 \t 871 \t 1 \t -4\n", + "3 \t 3872 \t 871 \t 4 \t 388 \t -1 \t 5\n", + "4 \t 871 \t 388 \t 2 \t 95 \t 2 \t -9\n", + "5 \t 388 \t 95 \t 4 \t 8 \t -9 \t 41\n", + "6 \t 95 \t 8 \t 11 \t 7 \t 20 \t -91\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -89 \t 405\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 999 \t -4546\n", + "\t\t\t\t\t -1088 \t 4951\n", + "GCD(39203, 8615) = 1, with coefficients -1088 and 4951 such that 1 = (-1088)*39203 + (4951)*8615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8616 \t 4 \t 4739 \t 1 \t 0\n", + "1 \t 8616 \t 4739 \t 1 \t 3877 \t 0 \t 1\n", + "2 \t 4739 \t 3877 \t 1 \t 862 \t 1 \t -4\n", + "3 \t 3877 \t 862 \t 4 \t 429 \t -1 \t 5\n", + "4 \t 862 \t 429 \t 2 \t 4 \t 2 \t -9\n", + "5 \t 429 \t 4 \t 107 \t 1 \t -9 \t 41\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 20 \t -91\n", + "\t\t\t\t\t -2149 \t 9778\n", + "GCD(39203, 8616) = 1, with coefficients -2149 and 9778 such that 1 = (-2149)*39203 + (9778)*8616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8617 \t 4 \t 4735 \t 1 \t 0\n", + "1 \t 8617 \t 4735 \t 1 \t 3882 \t 0 \t 1\n", + "2 \t 4735 \t 3882 \t 1 \t 853 \t 1 \t -4\n", + "3 \t 3882 \t 853 \t 4 \t 470 \t -1 \t 5\n", + "4 \t 853 \t 470 \t 1 \t 383 \t 2 \t -9\n", + "5 \t 470 \t 383 \t 1 \t 87 \t -9 \t 41\n", + "6 \t 383 \t 87 \t 4 \t 35 \t 11 \t -50\n", + "7 \t 87 \t 35 \t 2 \t 17 \t -20 \t 91\n", + "8 \t 35 \t 17 \t 2 \t 1 \t 91 \t -414\n", + "9 \t 17 \t 1 \t 17 \t 0 \t -202 \t 919\n", + "\t\t\t\t\t 495 \t -2252\n", + "GCD(39203, 8617) = 1, with coefficients 495 and -2252 such that 1 = (495)*39203 + (-2252)*8617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8618 \t 4 \t 4731 \t 1 \t 0\n", + "1 \t 8618 \t 4731 \t 1 \t 3887 \t 0 \t 1\n", + "2 \t 4731 \t 3887 \t 1 \t 844 \t 1 \t -4\n", + "3 \t 3887 \t 844 \t 4 \t 511 \t -1 \t 5\n", + "4 \t 844 \t 511 \t 1 \t 333 \t 2 \t -9\n", + "5 \t 511 \t 333 \t 1 \t 178 \t -9 \t 41\n", + "6 \t 333 \t 178 \t 1 \t 155 \t 11 \t -50\n", + "7 \t 178 \t 155 \t 1 \t 23 \t -20 \t 91\n", + "8 \t 155 \t 23 \t 6 \t 17 \t 31 \t -141\n", + "9 \t 23 \t 17 \t 1 \t 6 \t -51 \t 232\n", + "10 \t 17 \t 6 \t 2 \t 5 \t 337 \t -1533\n", + "11 \t 6 \t 5 \t 1 \t 1 \t -388 \t 1765\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 1113 \t -5063\n", + "\t\t\t\t\t -1501 \t 6828\n", + "GCD(39203, 8618) = 1, with coefficients -1501 and 6828 such that 1 = (-1501)*39203 + (6828)*8618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8619 \t 4 \t 4727 \t 1 \t 0\n", + "1 \t 8619 \t 4727 \t 1 \t 3892 \t 0 \t 1\n", + "2 \t 4727 \t 3892 \t 1 \t 835 \t 1 \t -4\n", + "3 \t 3892 \t 835 \t 4 \t 552 \t -1 \t 5\n", + "4 \t 835 \t 552 \t 1 \t 283 \t 2 \t -9\n", + "5 \t 552 \t 283 \t 1 \t 269 \t -9 \t 41\n", + "6 \t 283 \t 269 \t 1 \t 14 \t 11 \t -50\n", + "7 \t 269 \t 14 \t 19 \t 3 \t -20 \t 91\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 31 \t -141\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -609 \t 2770\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2467 \t -11221\n", + "\t\t\t\t\t -3076 \t 13991\n", + "GCD(39203, 8619) = 1, with coefficients -3076 and 13991 such that 1 = (-3076)*39203 + (13991)*8619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8620 \t 4 \t 4723 \t 1 \t 0\n", + "1 \t 8620 \t 4723 \t 1 \t 3897 \t 0 \t 1\n", + "2 \t 4723 \t 3897 \t 1 \t 826 \t 1 \t -4\n", + "3 \t 3897 \t 826 \t 4 \t 593 \t -1 \t 5\n", + "4 \t 826 \t 593 \t 1 \t 233 \t 2 \t -9\n", + "5 \t 593 \t 233 \t 2 \t 127 \t -9 \t 41\n", + "6 \t 233 \t 127 \t 1 \t 106 \t 11 \t -50\n", + "7 \t 127 \t 106 \t 1 \t 21 \t -31 \t 141\n", + "8 \t 106 \t 21 \t 5 \t 1 \t 42 \t -191\n", + "9 \t 21 \t 1 \t 21 \t 0 \t -73 \t 332\n", + "\t\t\t\t\t 407 \t -1851\n", + "GCD(39203, 8620) = 1, with coefficients 407 and -1851 such that 1 = (407)*39203 + (-1851)*8620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8621 \t 4 \t 4719 \t 1 \t 0\n", + "1 \t 8621 \t 4719 \t 1 \t 3902 \t 0 \t 1\n", + "2 \t 4719 \t 3902 \t 1 \t 817 \t 1 \t -4\n", + "3 \t 3902 \t 817 \t 4 \t 634 \t -1 \t 5\n", + "4 \t 817 \t 634 \t 1 \t 183 \t 2 \t -9\n", + "5 \t 634 \t 183 \t 3 \t 85 \t -9 \t 41\n", + "6 \t 183 \t 85 \t 2 \t 13 \t 11 \t -50\n", + "7 \t 85 \t 13 \t 6 \t 7 \t -42 \t 191\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 95 \t -432\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -612 \t 2783\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 707 \t -3215\n", + "\t\t\t\t\t -1319 \t 5998\n", + "GCD(39203, 8621) = 1, with coefficients -1319 and 5998 such that 1 = (-1319)*39203 + (5998)*8621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8622 \t 4 \t 4715 \t 1 \t 0\n", + "1 \t 8622 \t 4715 \t 1 \t 3907 \t 0 \t 1\n", + "2 \t 4715 \t 3907 \t 1 \t 808 \t 1 \t -4\n", + "3 \t 3907 \t 808 \t 4 \t 675 \t -1 \t 5\n", + "4 \t 808 \t 675 \t 1 \t 133 \t 2 \t -9\n", + "5 \t 675 \t 133 \t 5 \t 10 \t -9 \t 41\n", + "6 \t 133 \t 10 \t 13 \t 3 \t 11 \t -50\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -64 \t 291\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 843 \t -3833\n", + "\t\t\t\t\t -2593 \t 11790\n", + "GCD(39203, 8622) = 1, with coefficients -2593 and 11790 such that 1 = (-2593)*39203 + (11790)*8622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8623 \t 4 \t 4711 \t 1 \t 0\n", + "1 \t 8623 \t 4711 \t 1 \t 3912 \t 0 \t 1\n", + "2 \t 4711 \t 3912 \t 1 \t 799 \t 1 \t -4\n", + "3 \t 3912 \t 799 \t 4 \t 716 \t -1 \t 5\n", + "4 \t 799 \t 716 \t 1 \t 83 \t 2 \t -9\n", + "5 \t 716 \t 83 \t 8 \t 52 \t -9 \t 41\n", + "6 \t 83 \t 52 \t 1 \t 31 \t 11 \t -50\n", + "7 \t 52 \t 31 \t 1 \t 21 \t -97 \t 441\n", + "8 \t 31 \t 21 \t 1 \t 10 \t 108 \t -491\n", + "9 \t 21 \t 10 \t 2 \t 1 \t -205 \t 932\n", + "10 \t 10 \t 1 \t 10 \t 0 \t 313 \t -1423\n", + "\t\t\t\t\t -831 \t 3778\n", + "GCD(39203, 8623) = 1, with coefficients -831 and 3778 such that 1 = (-831)*39203 + (3778)*8623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8624 \t 4 \t 4707 \t 1 \t 0\n", + "1 \t 8624 \t 4707 \t 1 \t 3917 \t 0 \t 1\n", + "2 \t 4707 \t 3917 \t 1 \t 790 \t 1 \t -4\n", + "3 \t 3917 \t 790 \t 4 \t 757 \t -1 \t 5\n", + "4 \t 790 \t 757 \t 1 \t 33 \t 2 \t -9\n", + "5 \t 757 \t 33 \t 22 \t 31 \t -9 \t 41\n", + "6 \t 33 \t 31 \t 1 \t 2 \t 11 \t -50\n", + "7 \t 31 \t 2 \t 15 \t 1 \t -251 \t 1141\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 262 \t -1191\n", + "\t\t\t\t\t -4181 \t 19006\n", + "GCD(39203, 8624) = 1, with coefficients -4181 and 19006 such that 1 = (-4181)*39203 + (19006)*8624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8625 \t 4 \t 4703 \t 1 \t 0\n", + "1 \t 8625 \t 4703 \t 1 \t 3922 \t 0 \t 1\n", + "2 \t 4703 \t 3922 \t 1 \t 781 \t 1 \t -4\n", + "3 \t 3922 \t 781 \t 5 \t 17 \t -1 \t 5\n", + "4 \t 781 \t 17 \t 45 \t 16 \t 2 \t -9\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -11 \t 50\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 497 \t -2259\n", + "\t\t\t\t\t -508 \t 2309\n", + "GCD(39203, 8625) = 1, with coefficients -508 and 2309 such that 1 = (-508)*39203 + (2309)*8625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8626 \t 4 \t 4699 \t 1 \t 0\n", + "1 \t 8626 \t 4699 \t 1 \t 3927 \t 0 \t 1\n", + "2 \t 4699 \t 3927 \t 1 \t 772 \t 1 \t -4\n", + "3 \t 3927 \t 772 \t 5 \t 67 \t -1 \t 5\n", + "4 \t 772 \t 67 \t 11 \t 35 \t 2 \t -9\n", + "5 \t 67 \t 35 \t 1 \t 32 \t -11 \t 50\n", + "6 \t 35 \t 32 \t 1 \t 3 \t 123 \t -559\n", + "7 \t 32 \t 3 \t 10 \t 2 \t -134 \t 609\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 257 \t -1168\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2704 \t 12289\n", + "\t\t\t\t\t 2961 \t -13457\n", + "GCD(39203, 8626) = 1, with coefficients 2961 and -13457 such that 1 = (2961)*39203 + (-13457)*8626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8627 \t 4 \t 4695 \t 1 \t 0\n", + "1 \t 8627 \t 4695 \t 1 \t 3932 \t 0 \t 1\n", + "2 \t 4695 \t 3932 \t 1 \t 763 \t 1 \t -4\n", + "3 \t 3932 \t 763 \t 5 \t 117 \t -1 \t 5\n", + "4 \t 763 \t 117 \t 6 \t 61 \t 2 \t -9\n", + "5 \t 117 \t 61 \t 1 \t 56 \t -11 \t 50\n", + "6 \t 61 \t 56 \t 1 \t 5 \t 68 \t -309\n", + "7 \t 56 \t 5 \t 11 \t 1 \t -79 \t 359\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 147 \t -668\n", + "\t\t\t\t\t -1696 \t 7707\n", + "GCD(39203, 8627) = 1, with coefficients -1696 and 7707 such that 1 = (-1696)*39203 + (7707)*8627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8628 \t 4 \t 4691 \t 1 \t 0\n", + "1 \t 8628 \t 4691 \t 1 \t 3937 \t 0 \t 1\n", + "2 \t 4691 \t 3937 \t 1 \t 754 \t 1 \t -4\n", + "3 \t 3937 \t 754 \t 5 \t 167 \t -1 \t 5\n", + "4 \t 754 \t 167 \t 4 \t 86 \t 2 \t -9\n", + "5 \t 167 \t 86 \t 1 \t 81 \t -11 \t 50\n", + "6 \t 86 \t 81 \t 1 \t 5 \t 46 \t -209\n", + "7 \t 81 \t 5 \t 16 \t 1 \t -57 \t 259\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 103 \t -468\n", + "\t\t\t\t\t -1705 \t 7747\n", + "GCD(39203, 8628) = 1, with coefficients -1705 and 7747 such that 1 = (-1705)*39203 + (7747)*8628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8629 \t 4 \t 4687 \t 1 \t 0\n", + "1 \t 8629 \t 4687 \t 1 \t 3942 \t 0 \t 1\n", + "2 \t 4687 \t 3942 \t 1 \t 745 \t 1 \t -4\n", + "3 \t 3942 \t 745 \t 5 \t 217 \t -1 \t 5\n", + "4 \t 745 \t 217 \t 3 \t 94 \t 2 \t -9\n", + "5 \t 217 \t 94 \t 2 \t 29 \t -11 \t 50\n", + "6 \t 94 \t 29 \t 3 \t 7 \t 35 \t -159\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -81 \t 368\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 278 \t -1263\n", + "\t\t\t\t\t -1193 \t 5420\n", + "GCD(39203, 8629) = 1, with coefficients -1193 and 5420 such that 1 = (-1193)*39203 + (5420)*8629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8630 \t 4 \t 4683 \t 1 \t 0\n", + "1 \t 8630 \t 4683 \t 1 \t 3947 \t 0 \t 1\n", + "2 \t 4683 \t 3947 \t 1 \t 736 \t 1 \t -4\n", + "3 \t 3947 \t 736 \t 5 \t 267 \t -1 \t 5\n", + "4 \t 736 \t 267 \t 2 \t 202 \t 2 \t -9\n", + "5 \t 267 \t 202 \t 1 \t 65 \t -11 \t 50\n", + "6 \t 202 \t 65 \t 3 \t 7 \t 24 \t -109\n", + "7 \t 65 \t 7 \t 9 \t 2 \t -35 \t 159\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 129 \t -586\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1196 \t 5433\n", + "\t\t\t\t\t 3717 \t -16885\n", + "GCD(39203, 8630) = 1, with coefficients 3717 and -16885 such that 1 = (3717)*39203 + (-16885)*8630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8631 \t 4 \t 4679 \t 1 \t 0\n", + "1 \t 8631 \t 4679 \t 1 \t 3952 \t 0 \t 1\n", + "2 \t 4679 \t 3952 \t 1 \t 727 \t 1 \t -4\n", + "3 \t 3952 \t 727 \t 5 \t 317 \t -1 \t 5\n", + "4 \t 727 \t 317 \t 2 \t 93 \t 2 \t -9\n", + "5 \t 317 \t 93 \t 3 \t 38 \t -11 \t 50\n", + "6 \t 93 \t 38 \t 2 \t 17 \t 24 \t -109\n", + "7 \t 38 \t 17 \t 2 \t 4 \t -83 \t 377\n", + "8 \t 17 \t 4 \t 4 \t 1 \t 190 \t -863\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -463 \t 2103\n", + "\t\t\t\t\t 2042 \t -9275\n", + "GCD(39203, 8631) = 1, with coefficients 2042 and -9275 such that 1 = (2042)*39203 + (-9275)*8631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8632 \t 4 \t 4675 \t 1 \t 0\n", + "1 \t 8632 \t 4675 \t 1 \t 3957 \t 0 \t 1\n", + "2 \t 4675 \t 3957 \t 1 \t 718 \t 1 \t -4\n", + "3 \t 3957 \t 718 \t 5 \t 367 \t -1 \t 5\n", + "4 \t 718 \t 367 \t 1 \t 351 \t 2 \t -9\n", + "5 \t 367 \t 351 \t 1 \t 16 \t -11 \t 50\n", + "6 \t 351 \t 16 \t 21 \t 15 \t 13 \t -59\n", + "7 \t 16 \t 15 \t 1 \t 1 \t -24 \t 109\n", + "8 \t 15 \t 1 \t 15 \t 0 \t 517 \t -2348\n", + "\t\t\t\t\t -541 \t 2457\n", + "GCD(39203, 8632) = 1, with coefficients -541 and 2457 such that 1 = (-541)*39203 + (2457)*8632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8633 \t 4 \t 4671 \t 1 \t 0\n", + "1 \t 8633 \t 4671 \t 1 \t 3962 \t 0 \t 1\n", + "2 \t 4671 \t 3962 \t 1 \t 709 \t 1 \t -4\n", + "3 \t 3962 \t 709 \t 5 \t 417 \t -1 \t 5\n", + "4 \t 709 \t 417 \t 1 \t 292 \t 2 \t -9\n", + "5 \t 417 \t 292 \t 1 \t 125 \t -11 \t 50\n", + "6 \t 292 \t 125 \t 2 \t 42 \t 13 \t -59\n", + "7 \t 125 \t 42 \t 2 \t 41 \t -24 \t 109\n", + "8 \t 42 \t 41 \t 1 \t 1 \t 61 \t -277\n", + "9 \t 41 \t 1 \t 41 \t 0 \t -146 \t 663\n", + "\t\t\t\t\t 207 \t -940\n", + "GCD(39203, 8633) = 1, with coefficients 207 and -940 such that 1 = (207)*39203 + (-940)*8633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8634 \t 4 \t 4667 \t 1 \t 0\n", + "1 \t 8634 \t 4667 \t 1 \t 3967 \t 0 \t 1\n", + "2 \t 4667 \t 3967 \t 1 \t 700 \t 1 \t -4\n", + "3 \t 3967 \t 700 \t 5 \t 467 \t -1 \t 5\n", + "4 \t 700 \t 467 \t 1 \t 233 \t 2 \t -9\n", + "5 \t 467 \t 233 \t 2 \t 1 \t -11 \t 50\n", + "6 \t 233 \t 1 \t 233 \t 0 \t 13 \t -59\n", + "\t\t\t\t\t -37 \t 168\n", + "GCD(39203, 8634) = 1, with coefficients -37 and 168 such that 1 = (-37)*39203 + (168)*8634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8635 \t 4 \t 4663 \t 1 \t 0\n", + "1 \t 8635 \t 4663 \t 1 \t 3972 \t 0 \t 1\n", + "2 \t 4663 \t 3972 \t 1 \t 691 \t 1 \t -4\n", + "3 \t 3972 \t 691 \t 5 \t 517 \t -1 \t 5\n", + "4 \t 691 \t 517 \t 1 \t 174 \t 2 \t -9\n", + "5 \t 517 \t 174 \t 2 \t 169 \t -11 \t 50\n", + "6 \t 174 \t 169 \t 1 \t 5 \t 13 \t -59\n", + "7 \t 169 \t 5 \t 33 \t 4 \t -37 \t 168\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 50 \t -227\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1687 \t 7659\n", + "\t\t\t\t\t 1737 \t -7886\n", + "GCD(39203, 8635) = 1, with coefficients 1737 and -7886 such that 1 = (1737)*39203 + (-7886)*8635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8636 \t 4 \t 4659 \t 1 \t 0\n", + "1 \t 8636 \t 4659 \t 1 \t 3977 \t 0 \t 1\n", + "2 \t 4659 \t 3977 \t 1 \t 682 \t 1 \t -4\n", + "3 \t 3977 \t 682 \t 5 \t 567 \t -1 \t 5\n", + "4 \t 682 \t 567 \t 1 \t 115 \t 2 \t -9\n", + "5 \t 567 \t 115 \t 4 \t 107 \t -11 \t 50\n", + "6 \t 115 \t 107 \t 1 \t 8 \t 13 \t -59\n", + "7 \t 107 \t 8 \t 13 \t 3 \t -63 \t 286\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 76 \t -345\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1051 \t 4771\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2178 \t -9887\n", + "\t\t\t\t\t -3229 \t 14658\n", + "GCD(39203, 8636) = 1, with coefficients -3229 and 14658 such that 1 = (-3229)*39203 + (14658)*8636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8637 \t 4 \t 4655 \t 1 \t 0\n", + "1 \t 8637 \t 4655 \t 1 \t 3982 \t 0 \t 1\n", + "2 \t 4655 \t 3982 \t 1 \t 673 \t 1 \t -4\n", + "3 \t 3982 \t 673 \t 5 \t 617 \t -1 \t 5\n", + "4 \t 673 \t 617 \t 1 \t 56 \t 2 \t -9\n", + "5 \t 617 \t 56 \t 11 \t 1 \t -11 \t 50\n", + "6 \t 56 \t 1 \t 56 \t 0 \t 13 \t -59\n", + "\t\t\t\t\t -154 \t 699\n", + "GCD(39203, 8637) = 1, with coefficients -154 and 699 such that 1 = (-154)*39203 + (699)*8637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8638 \t 4 \t 4651 \t 1 \t 0\n", + "1 \t 8638 \t 4651 \t 1 \t 3987 \t 0 \t 1\n", + "2 \t 4651 \t 3987 \t 1 \t 664 \t 1 \t -4\n", + "3 \t 3987 \t 664 \t 6 \t 3 \t -1 \t 5\n", + "4 \t 664 \t 3 \t 221 \t 1 \t 2 \t -9\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -13 \t 59\n", + "\t\t\t\t\t 2875 \t -13048\n", + "GCD(39203, 8638) = 1, with coefficients 2875 and -13048 such that 1 = (2875)*39203 + (-13048)*8638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8639 \t 4 \t 4647 \t 1 \t 0\n", + "1 \t 8639 \t 4647 \t 1 \t 3992 \t 0 \t 1\n", + "2 \t 4647 \t 3992 \t 1 \t 655 \t 1 \t -4\n", + "3 \t 3992 \t 655 \t 6 \t 62 \t -1 \t 5\n", + "4 \t 655 \t 62 \t 10 \t 35 \t 2 \t -9\n", + "5 \t 62 \t 35 \t 1 \t 27 \t -13 \t 59\n", + "6 \t 35 \t 27 \t 1 \t 8 \t 132 \t -599\n", + "7 \t 27 \t 8 \t 3 \t 3 \t -145 \t 658\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 277 \t -1257\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -976 \t 4429\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2229 \t -10115\n", + "\t\t\t\t\t -3205 \t 14544\n", + "GCD(39203, 8639) = 1, with coefficients -3205 and 14544 such that 1 = (-3205)*39203 + (14544)*8639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8640 \t 4 \t 4643 \t 1 \t 0\n", + "1 \t 8640 \t 4643 \t 1 \t 3997 \t 0 \t 1\n", + "2 \t 4643 \t 3997 \t 1 \t 646 \t 1 \t -4\n", + "3 \t 3997 \t 646 \t 6 \t 121 \t -1 \t 5\n", + "4 \t 646 \t 121 \t 5 \t 41 \t 2 \t -9\n", + "5 \t 121 \t 41 \t 2 \t 39 \t -13 \t 59\n", + "6 \t 41 \t 39 \t 1 \t 2 \t 67 \t -304\n", + "7 \t 39 \t 2 \t 19 \t 1 \t -147 \t 667\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 214 \t -971\n", + "\t\t\t\t\t -4213 \t 19116\n", + "GCD(39203, 8640) = 1, with coefficients -4213 and 19116 such that 1 = (-4213)*39203 + (19116)*8640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8641 \t 4 \t 4639 \t 1 \t 0\n", + "1 \t 8641 \t 4639 \t 1 \t 4002 \t 0 \t 1\n", + "2 \t 4639 \t 4002 \t 1 \t 637 \t 1 \t -4\n", + "3 \t 4002 \t 637 \t 6 \t 180 \t -1 \t 5\n", + "4 \t 637 \t 180 \t 3 \t 97 \t 2 \t -9\n", + "5 \t 180 \t 97 \t 1 \t 83 \t -13 \t 59\n", + "6 \t 97 \t 83 \t 1 \t 14 \t 41 \t -186\n", + "7 \t 83 \t 14 \t 5 \t 13 \t -54 \t 245\n", + "8 \t 14 \t 13 \t 1 \t 1 \t 95 \t -431\n", + "9 \t 13 \t 1 \t 13 \t 0 \t -529 \t 2400\n", + "\t\t\t\t\t 624 \t -2831\n", + "GCD(39203, 8641) = 1, with coefficients 624 and -2831 such that 1 = (624)*39203 + (-2831)*8641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8642 \t 4 \t 4635 \t 1 \t 0\n", + "1 \t 8642 \t 4635 \t 1 \t 4007 \t 0 \t 1\n", + "2 \t 4635 \t 4007 \t 1 \t 628 \t 1 \t -4\n", + "3 \t 4007 \t 628 \t 6 \t 239 \t -1 \t 5\n", + "4 \t 628 \t 239 \t 2 \t 150 \t 2 \t -9\n", + "5 \t 239 \t 150 \t 1 \t 89 \t -13 \t 59\n", + "6 \t 150 \t 89 \t 1 \t 61 \t 28 \t -127\n", + "7 \t 89 \t 61 \t 1 \t 28 \t -41 \t 186\n", + "8 \t 61 \t 28 \t 2 \t 5 \t 69 \t -313\n", + "9 \t 28 \t 5 \t 5 \t 3 \t -110 \t 499\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 289 \t -1311\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1555 \t 7054\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1844 \t -8365\n", + "\t\t\t\t\t -3399 \t 15419\n", + "GCD(39203, 8642) = 1, with coefficients -3399 and 15419 such that 1 = (-3399)*39203 + (15419)*8642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8643 \t 4 \t 4631 \t 1 \t 0\n", + "1 \t 8643 \t 4631 \t 1 \t 4012 \t 0 \t 1\n", + "2 \t 4631 \t 4012 \t 1 \t 619 \t 1 \t -4\n", + "3 \t 4012 \t 619 \t 6 \t 298 \t -1 \t 5\n", + "4 \t 619 \t 298 \t 2 \t 23 \t 2 \t -9\n", + "5 \t 298 \t 23 \t 12 \t 22 \t -13 \t 59\n", + "6 \t 23 \t 22 \t 1 \t 1 \t 28 \t -127\n", + "7 \t 22 \t 1 \t 22 \t 0 \t -349 \t 1583\n", + "\t\t\t\t\t 377 \t -1710\n", + "GCD(39203, 8643) = 1, with coefficients 377 and -1710 such that 1 = (377)*39203 + (-1710)*8643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8644 \t 4 \t 4627 \t 1 \t 0\n", + "1 \t 8644 \t 4627 \t 1 \t 4017 \t 0 \t 1\n", + "2 \t 4627 \t 4017 \t 1 \t 610 \t 1 \t -4\n", + "3 \t 4017 \t 610 \t 6 \t 357 \t -1 \t 5\n", + "4 \t 610 \t 357 \t 1 \t 253 \t 2 \t -9\n", + "5 \t 357 \t 253 \t 1 \t 104 \t -13 \t 59\n", + "6 \t 253 \t 104 \t 2 \t 45 \t 15 \t -68\n", + "7 \t 104 \t 45 \t 2 \t 14 \t -28 \t 127\n", + "8 \t 45 \t 14 \t 3 \t 3 \t 71 \t -322\n", + "9 \t 14 \t 3 \t 4 \t 2 \t -170 \t 771\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 581 \t -2635\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2494 \t 11311\n", + "\t\t\t\t\t 3075 \t -13946\n", + "GCD(39203, 8644) = 1, with coefficients 3075 and -13946 such that 1 = (3075)*39203 + (-13946)*8644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8645 \t 4 \t 4623 \t 1 \t 0\n", + "1 \t 8645 \t 4623 \t 1 \t 4022 \t 0 \t 1\n", + "2 \t 4623 \t 4022 \t 1 \t 601 \t 1 \t -4\n", + "3 \t 4022 \t 601 \t 6 \t 416 \t -1 \t 5\n", + "4 \t 601 \t 416 \t 1 \t 185 \t 2 \t -9\n", + "5 \t 416 \t 185 \t 2 \t 46 \t -13 \t 59\n", + "6 \t 185 \t 46 \t 4 \t 1 \t 15 \t -68\n", + "7 \t 46 \t 1 \t 46 \t 0 \t -43 \t 195\n", + "\t\t\t\t\t 187 \t -848\n", + "GCD(39203, 8645) = 1, with coefficients 187 and -848 such that 1 = (187)*39203 + (-848)*8645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8646 \t 4 \t 4619 \t 1 \t 0\n", + "1 \t 8646 \t 4619 \t 1 \t 4027 \t 0 \t 1\n", + "2 \t 4619 \t 4027 \t 1 \t 592 \t 1 \t -4\n", + "3 \t 4027 \t 592 \t 6 \t 475 \t -1 \t 5\n", + "4 \t 592 \t 475 \t 1 \t 117 \t 2 \t -9\n", + "5 \t 475 \t 117 \t 4 \t 7 \t -13 \t 59\n", + "6 \t 117 \t 7 \t 16 \t 5 \t 15 \t -68\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -73 \t 331\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 1183 \t -5364\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1256 \t 5695\n", + "\t\t\t\t\t 3695 \t -16754\n", + "GCD(39203, 8646) = 1, with coefficients 3695 and -16754 such that 1 = (3695)*39203 + (-16754)*8646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8647 \t 4 \t 4615 \t 1 \t 0\n", + "1 \t 8647 \t 4615 \t 1 \t 4032 \t 0 \t 1\n", + "2 \t 4615 \t 4032 \t 1 \t 583 \t 1 \t -4\n", + "3 \t 4032 \t 583 \t 6 \t 534 \t -1 \t 5\n", + "4 \t 583 \t 534 \t 1 \t 49 \t 2 \t -9\n", + "5 \t 534 \t 49 \t 10 \t 44 \t -13 \t 59\n", + "6 \t 49 \t 44 \t 1 \t 5 \t 15 \t -68\n", + "7 \t 44 \t 5 \t 8 \t 4 \t -163 \t 739\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 178 \t -807\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1587 \t 7195\n", + "\t\t\t\t\t 1765 \t -8002\n", + "GCD(39203, 8647) = 1, with coefficients 1765 and -8002 such that 1 = (1765)*39203 + (-8002)*8647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8648 \t 4 \t 4611 \t 1 \t 0\n", + "1 \t 8648 \t 4611 \t 1 \t 4037 \t 0 \t 1\n", + "2 \t 4611 \t 4037 \t 1 \t 574 \t 1 \t -4\n", + "3 \t 4037 \t 574 \t 7 \t 19 \t -1 \t 5\n", + "4 \t 574 \t 19 \t 30 \t 4 \t 2 \t -9\n", + "5 \t 19 \t 4 \t 4 \t 3 \t -15 \t 68\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 452 \t -2049\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1823 \t 8264\n", + "\t\t\t\t\t 2275 \t -10313\n", + "GCD(39203, 8648) = 1, with coefficients 2275 and -10313 such that 1 = (2275)*39203 + (-10313)*8648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8649 \t 4 \t 4607 \t 1 \t 0\n", + "1 \t 8649 \t 4607 \t 1 \t 4042 \t 0 \t 1\n", + "2 \t 4607 \t 4042 \t 1 \t 565 \t 1 \t -4\n", + "3 \t 4042 \t 565 \t 7 \t 87 \t -1 \t 5\n", + "4 \t 565 \t 87 \t 6 \t 43 \t 2 \t -9\n", + "5 \t 87 \t 43 \t 2 \t 1 \t -15 \t 68\n", + "6 \t 43 \t 1 \t 43 \t 0 \t 92 \t -417\n", + "\t\t\t\t\t -199 \t 902\n", + "GCD(39203, 8649) = 1, with coefficients -199 and 902 such that 1 = (-199)*39203 + (902)*8649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8650 \t 4 \t 4603 \t 1 \t 0\n", + "1 \t 8650 \t 4603 \t 1 \t 4047 \t 0 \t 1\n", + "2 \t 4603 \t 4047 \t 1 \t 556 \t 1 \t -4\n", + "3 \t 4047 \t 556 \t 7 \t 155 \t -1 \t 5\n", + "4 \t 556 \t 155 \t 3 \t 91 \t 2 \t -9\n", + "5 \t 155 \t 91 \t 1 \t 64 \t -15 \t 68\n", + "6 \t 91 \t 64 \t 1 \t 27 \t 47 \t -213\n", + "7 \t 64 \t 27 \t 2 \t 10 \t -62 \t 281\n", + "8 \t 27 \t 10 \t 2 \t 7 \t 109 \t -494\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -280 \t 1269\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 669 \t -3032\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -949 \t 4301\n", + "\t\t\t\t\t 2567 \t -11634\n", + "GCD(39203, 8650) = 1, with coefficients 2567 and -11634 such that 1 = (2567)*39203 + (-11634)*8650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8651 \t 4 \t 4599 \t 1 \t 0\n", + "1 \t 8651 \t 4599 \t 1 \t 4052 \t 0 \t 1\n", + "2 \t 4599 \t 4052 \t 1 \t 547 \t 1 \t -4\n", + "3 \t 4052 \t 547 \t 7 \t 223 \t -1 \t 5\n", + "4 \t 547 \t 223 \t 2 \t 101 \t 2 \t -9\n", + "5 \t 223 \t 101 \t 2 \t 21 \t -15 \t 68\n", + "6 \t 101 \t 21 \t 4 \t 17 \t 32 \t -145\n", + "7 \t 21 \t 17 \t 1 \t 4 \t -79 \t 358\n", + "8 \t 17 \t 4 \t 4 \t 1 \t 348 \t -1577\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -427 \t 1935\n", + "\t\t\t\t\t 2056 \t -9317\n", + "GCD(39203, 8651) = 1, with coefficients 2056 and -9317 such that 1 = (2056)*39203 + (-9317)*8651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8652 \t 4 \t 4595 \t 1 \t 0\n", + "1 \t 8652 \t 4595 \t 1 \t 4057 \t 0 \t 1\n", + "2 \t 4595 \t 4057 \t 1 \t 538 \t 1 \t -4\n", + "3 \t 4057 \t 538 \t 7 \t 291 \t -1 \t 5\n", + "4 \t 538 \t 291 \t 1 \t 247 \t 2 \t -9\n", + "5 \t 291 \t 247 \t 1 \t 44 \t -15 \t 68\n", + "6 \t 247 \t 44 \t 5 \t 27 \t 17 \t -77\n", + "7 \t 44 \t 27 \t 1 \t 17 \t -32 \t 145\n", + "8 \t 27 \t 17 \t 1 \t 10 \t 177 \t -802\n", + "9 \t 17 \t 10 \t 1 \t 7 \t -209 \t 947\n", + "10 \t 10 \t 7 \t 1 \t 3 \t 386 \t -1749\n", + "11 \t 7 \t 3 \t 2 \t 1 \t -595 \t 2696\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 981 \t -4445\n", + "\t\t\t\t\t -2557 \t 11586\n", + "GCD(39203, 8652) = 1, with coefficients -2557 and 11586 such that 1 = (-2557)*39203 + (11586)*8652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8653 \t 4 \t 4591 \t 1 \t 0\n", + "1 \t 8653 \t 4591 \t 1 \t 4062 \t 0 \t 1\n", + "2 \t 4591 \t 4062 \t 1 \t 529 \t 1 \t -4\n", + "3 \t 4062 \t 529 \t 7 \t 359 \t -1 \t 5\n", + "4 \t 529 \t 359 \t 1 \t 170 \t 2 \t -9\n", + "5 \t 359 \t 170 \t 2 \t 19 \t -15 \t 68\n", + "6 \t 170 \t 19 \t 8 \t 18 \t 17 \t -77\n", + "7 \t 19 \t 18 \t 1 \t 1 \t -49 \t 222\n", + "8 \t 18 \t 1 \t 18 \t 0 \t 409 \t -1853\n", + "\t\t\t\t\t -458 \t 2075\n", + "GCD(39203, 8653) = 1, with coefficients -458 and 2075 such that 1 = (-458)*39203 + (2075)*8653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8654 \t 4 \t 4587 \t 1 \t 0\n", + "1 \t 8654 \t 4587 \t 1 \t 4067 \t 0 \t 1\n", + "2 \t 4587 \t 4067 \t 1 \t 520 \t 1 \t -4\n", + "3 \t 4067 \t 520 \t 7 \t 427 \t -1 \t 5\n", + "4 \t 520 \t 427 \t 1 \t 93 \t 2 \t -9\n", + "5 \t 427 \t 93 \t 4 \t 55 \t -15 \t 68\n", + "6 \t 93 \t 55 \t 1 \t 38 \t 17 \t -77\n", + "7 \t 55 \t 38 \t 1 \t 17 \t -83 \t 376\n", + "8 \t 38 \t 17 \t 2 \t 4 \t 100 \t -453\n", + "9 \t 17 \t 4 \t 4 \t 1 \t -183 \t 829\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 466 \t -2111\n", + "\t\t\t\t\t -2047 \t 9273\n", + "GCD(39203, 8654) = 1, with coefficients -2047 and 9273 such that 1 = (-2047)*39203 + (9273)*8654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8655 \t 4 \t 4583 \t 1 \t 0\n", + "1 \t 8655 \t 4583 \t 1 \t 4072 \t 0 \t 1\n", + "2 \t 4583 \t 4072 \t 1 \t 511 \t 1 \t -4\n", + "3 \t 4072 \t 511 \t 7 \t 495 \t -1 \t 5\n", + "4 \t 511 \t 495 \t 1 \t 16 \t 2 \t -9\n", + "5 \t 495 \t 16 \t 30 \t 15 \t -15 \t 68\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 17 \t -77\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -525 \t 2378\n", + "\t\t\t\t\t 542 \t -2455\n", + "GCD(39203, 8655) = 1, with coefficients 542 and -2455 such that 1 = (542)*39203 + (-2455)*8655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8656 \t 4 \t 4579 \t 1 \t 0\n", + "1 \t 8656 \t 4579 \t 1 \t 4077 \t 0 \t 1\n", + "2 \t 4579 \t 4077 \t 1 \t 502 \t 1 \t -4\n", + "3 \t 4077 \t 502 \t 8 \t 61 \t -1 \t 5\n", + "4 \t 502 \t 61 \t 8 \t 14 \t 2 \t -9\n", + "5 \t 61 \t 14 \t 4 \t 5 \t -17 \t 77\n", + "6 \t 14 \t 5 \t 2 \t 4 \t 138 \t -625\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -569 \t 2577\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1276 \t -5779\n", + "\t\t\t\t\t -1845 \t 8356\n", + "GCD(39203, 8656) = 1, with coefficients -1845 and 8356 such that 1 = (-1845)*39203 + (8356)*8656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8657 \t 4 \t 4575 \t 1 \t 0\n", + "1 \t 8657 \t 4575 \t 1 \t 4082 \t 0 \t 1\n", + "2 \t 4575 \t 4082 \t 1 \t 493 \t 1 \t -4\n", + "3 \t 4082 \t 493 \t 8 \t 138 \t -1 \t 5\n", + "4 \t 493 \t 138 \t 3 \t 79 \t 2 \t -9\n", + "5 \t 138 \t 79 \t 1 \t 59 \t -17 \t 77\n", + "6 \t 79 \t 59 \t 1 \t 20 \t 53 \t -240\n", + "7 \t 59 \t 20 \t 2 \t 19 \t -70 \t 317\n", + "8 \t 20 \t 19 \t 1 \t 1 \t 123 \t -557\n", + "9 \t 19 \t 1 \t 19 \t 0 \t -316 \t 1431\n", + "\t\t\t\t\t 439 \t -1988\n", + "GCD(39203, 8657) = 1, with coefficients 439 and -1988 such that 1 = (439)*39203 + (-1988)*8657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8658 \t 4 \t 4571 \t 1 \t 0\n", + "1 \t 8658 \t 4571 \t 1 \t 4087 \t 0 \t 1\n", + "2 \t 4571 \t 4087 \t 1 \t 484 \t 1 \t -4\n", + "3 \t 4087 \t 484 \t 8 \t 215 \t -1 \t 5\n", + "4 \t 484 \t 215 \t 2 \t 54 \t 2 \t -9\n", + "5 \t 215 \t 54 \t 3 \t 53 \t -17 \t 77\n", + "6 \t 54 \t 53 \t 1 \t 1 \t 36 \t -163\n", + "7 \t 53 \t 1 \t 53 \t 0 \t -125 \t 566\n", + "\t\t\t\t\t 161 \t -729\n", + "GCD(39203, 8658) = 1, with coefficients 161 and -729 such that 1 = (161)*39203 + (-729)*8658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8659 \t 4 \t 4567 \t 1 \t 0\n", + "1 \t 8659 \t 4567 \t 1 \t 4092 \t 0 \t 1\n", + "2 \t 4567 \t 4092 \t 1 \t 475 \t 1 \t -4\n", + "3 \t 4092 \t 475 \t 8 \t 292 \t -1 \t 5\n", + "4 \t 475 \t 292 \t 1 \t 183 \t 2 \t -9\n", + "5 \t 292 \t 183 \t 1 \t 109 \t -17 \t 77\n", + "6 \t 183 \t 109 \t 1 \t 74 \t 19 \t -86\n", + "7 \t 109 \t 74 \t 1 \t 35 \t -36 \t 163\n", + "8 \t 74 \t 35 \t 2 \t 4 \t 55 \t -249\n", + "9 \t 35 \t 4 \t 8 \t 3 \t -91 \t 412\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 237 \t -1073\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1987 \t 8996\n", + "\t\t\t\t\t 2224 \t -10069\n", + "GCD(39203, 8659) = 1, with coefficients 2224 and -10069 such that 1 = (2224)*39203 + (-10069)*8659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8660 \t 4 \t 4563 \t 1 \t 0\n", + "1 \t 8660 \t 4563 \t 1 \t 4097 \t 0 \t 1\n", + "2 \t 4563 \t 4097 \t 1 \t 466 \t 1 \t -4\n", + "3 \t 4097 \t 466 \t 8 \t 369 \t -1 \t 5\n", + "4 \t 466 \t 369 \t 1 \t 97 \t 2 \t -9\n", + "5 \t 369 \t 97 \t 3 \t 78 \t -17 \t 77\n", + "6 \t 97 \t 78 \t 1 \t 19 \t 19 \t -86\n", + "7 \t 78 \t 19 \t 4 \t 2 \t -74 \t 335\n", + "8 \t 19 \t 2 \t 9 \t 1 \t 93 \t -421\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -446 \t 2019\n", + "\t\t\t\t\t 4107 \t -18592\n", + "GCD(39203, 8660) = 1, with coefficients 4107 and -18592 such that 1 = (4107)*39203 + (-18592)*8660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8661 \t 4 \t 4559 \t 1 \t 0\n", + "1 \t 8661 \t 4559 \t 1 \t 4102 \t 0 \t 1\n", + "2 \t 4559 \t 4102 \t 1 \t 457 \t 1 \t -4\n", + "3 \t 4102 \t 457 \t 8 \t 446 \t -1 \t 5\n", + "4 \t 457 \t 446 \t 1 \t 11 \t 2 \t -9\n", + "5 \t 446 \t 11 \t 40 \t 6 \t -17 \t 77\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 19 \t -86\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -777 \t 3517\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 796 \t -3603\n", + "\t\t\t\t\t -1573 \t 7120\n", + "GCD(39203, 8661) = 1, with coefficients -1573 and 7120 such that 1 = (-1573)*39203 + (7120)*8661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8662 \t 4 \t 4555 \t 1 \t 0\n", + "1 \t 8662 \t 4555 \t 1 \t 4107 \t 0 \t 1\n", + "2 \t 4555 \t 4107 \t 1 \t 448 \t 1 \t -4\n", + "3 \t 4107 \t 448 \t 9 \t 75 \t -1 \t 5\n", + "4 \t 448 \t 75 \t 5 \t 73 \t 2 \t -9\n", + "5 \t 75 \t 73 \t 1 \t 2 \t -19 \t 86\n", + "6 \t 73 \t 2 \t 36 \t 1 \t 97 \t -439\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -116 \t 525\n", + "\t\t\t\t\t 4273 \t -19339\n", + "GCD(39203, 8662) = 1, with coefficients 4273 and -19339 such that 1 = (4273)*39203 + (-19339)*8662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8663 \t 4 \t 4551 \t 1 \t 0\n", + "1 \t 8663 \t 4551 \t 1 \t 4112 \t 0 \t 1\n", + "2 \t 4551 \t 4112 \t 1 \t 439 \t 1 \t -4\n", + "3 \t 4112 \t 439 \t 9 \t 161 \t -1 \t 5\n", + "4 \t 439 \t 161 \t 2 \t 117 \t 2 \t -9\n", + "5 \t 161 \t 117 \t 1 \t 44 \t -19 \t 86\n", + "6 \t 117 \t 44 \t 2 \t 29 \t 40 \t -181\n", + "7 \t 44 \t 29 \t 1 \t 15 \t -59 \t 267\n", + "8 \t 29 \t 15 \t 1 \t 14 \t 158 \t -715\n", + "9 \t 15 \t 14 \t 1 \t 1 \t -217 \t 982\n", + "10 \t 14 \t 1 \t 14 \t 0 \t 375 \t -1697\n", + "\t\t\t\t\t -592 \t 2679\n", + "GCD(39203, 8663) = 1, with coefficients -592 and 2679 such that 1 = (-592)*39203 + (2679)*8663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8664 \t 4 \t 4547 \t 1 \t 0\n", + "1 \t 8664 \t 4547 \t 1 \t 4117 \t 0 \t 1\n", + "2 \t 4547 \t 4117 \t 1 \t 430 \t 1 \t -4\n", + "3 \t 4117 \t 430 \t 9 \t 247 \t -1 \t 5\n", + "4 \t 430 \t 247 \t 1 \t 183 \t 2 \t -9\n", + "5 \t 247 \t 183 \t 1 \t 64 \t -19 \t 86\n", + "6 \t 183 \t 64 \t 2 \t 55 \t 21 \t -95\n", + "7 \t 64 \t 55 \t 1 \t 9 \t -40 \t 181\n", + "8 \t 55 \t 9 \t 6 \t 1 \t 101 \t -457\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -141 \t 638\n", + "\t\t\t\t\t 947 \t -4285\n", + "GCD(39203, 8664) = 1, with coefficients 947 and -4285 such that 1 = (947)*39203 + (-4285)*8664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8665 \t 4 \t 4543 \t 1 \t 0\n", + "1 \t 8665 \t 4543 \t 1 \t 4122 \t 0 \t 1\n", + "2 \t 4543 \t 4122 \t 1 \t 421 \t 1 \t -4\n", + "3 \t 4122 \t 421 \t 9 \t 333 \t -1 \t 5\n", + "4 \t 421 \t 333 \t 1 \t 88 \t 2 \t -9\n", + "5 \t 333 \t 88 \t 3 \t 69 \t -19 \t 86\n", + "6 \t 88 \t 69 \t 1 \t 19 \t 21 \t -95\n", + "7 \t 69 \t 19 \t 3 \t 12 \t -82 \t 371\n", + "8 \t 19 \t 12 \t 1 \t 7 \t 103 \t -466\n", + "9 \t 12 \t 7 \t 1 \t 5 \t -391 \t 1769\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 494 \t -2235\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -885 \t 4004\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1379 \t -6239\n", + "\t\t\t\t\t -3643 \t 16482\n", + "GCD(39203, 8665) = 1, with coefficients -3643 and 16482 such that 1 = (-3643)*39203 + (16482)*8665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8666 \t 4 \t 4539 \t 1 \t 0\n", + "1 \t 8666 \t 4539 \t 1 \t 4127 \t 0 \t 1\n", + "2 \t 4539 \t 4127 \t 1 \t 412 \t 1 \t -4\n", + "3 \t 4127 \t 412 \t 10 \t 7 \t -1 \t 5\n", + "4 \t 412 \t 7 \t 58 \t 6 \t 2 \t -9\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -21 \t 95\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 1220 \t -5519\n", + "\t\t\t\t\t -1241 \t 5614\n", + "GCD(39203, 8666) = 1, with coefficients -1241 and 5614 such that 1 = (-1241)*39203 + (5614)*8666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8667 \t 4 \t 4535 \t 1 \t 0\n", + "1 \t 8667 \t 4535 \t 1 \t 4132 \t 0 \t 1\n", + "2 \t 4535 \t 4132 \t 1 \t 403 \t 1 \t -4\n", + "3 \t 4132 \t 403 \t 10 \t 102 \t -1 \t 5\n", + "4 \t 403 \t 102 \t 3 \t 97 \t 2 \t -9\n", + "5 \t 102 \t 97 \t 1 \t 5 \t -21 \t 95\n", + "6 \t 97 \t 5 \t 19 \t 2 \t 65 \t -294\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -86 \t 389\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1699 \t -7685\n", + "\t\t\t\t\t -3484 \t 15759\n", + "GCD(39203, 8667) = 1, with coefficients -3484 and 15759 such that 1 = (-3484)*39203 + (15759)*8667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8668 \t 4 \t 4531 \t 1 \t 0\n", + "1 \t 8668 \t 4531 \t 1 \t 4137 \t 0 \t 1\n", + "2 \t 4531 \t 4137 \t 1 \t 394 \t 1 \t -4\n", + "3 \t 4137 \t 394 \t 10 \t 197 \t -1 \t 5\n", + "4 \t 394 \t 197 \t 2 \t 0 \t 2 \t -9\n", + "\t\t\t\t\t -21 \t 95\n", + "GCD(39203, 8668) = 197, with coefficients -21 and 95 such that 197 = (-21)*39203 + (95)*8668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8669 \t 4 \t 4527 \t 1 \t 0\n", + "1 \t 8669 \t 4527 \t 1 \t 4142 \t 0 \t 1\n", + "2 \t 4527 \t 4142 \t 1 \t 385 \t 1 \t -4\n", + "3 \t 4142 \t 385 \t 10 \t 292 \t -1 \t 5\n", + "4 \t 385 \t 292 \t 1 \t 93 \t 2 \t -9\n", + "5 \t 292 \t 93 \t 3 \t 13 \t -21 \t 95\n", + "6 \t 93 \t 13 \t 7 \t 2 \t 23 \t -104\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -90 \t 407\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 653 \t -2953\n", + "\t\t\t\t\t -4008 \t 18125\n", + "GCD(39203, 8669) = 1, with coefficients -4008 and 18125 such that 1 = (-4008)*39203 + (18125)*8669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8670 \t 4 \t 4523 \t 1 \t 0\n", + "1 \t 8670 \t 4523 \t 1 \t 4147 \t 0 \t 1\n", + "2 \t 4523 \t 4147 \t 1 \t 376 \t 1 \t -4\n", + "3 \t 4147 \t 376 \t 11 \t 11 \t -1 \t 5\n", + "4 \t 376 \t 11 \t 34 \t 2 \t 2 \t -9\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -23 \t 104\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 784 \t -3545\n", + "\t\t\t\t\t -3943 \t 17829\n", + "GCD(39203, 8670) = 1, with coefficients -3943 and 17829 such that 1 = (-3943)*39203 + (17829)*8670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8671 \t 4 \t 4519 \t 1 \t 0\n", + "1 \t 8671 \t 4519 \t 1 \t 4152 \t 0 \t 1\n", + "2 \t 4519 \t 4152 \t 1 \t 367 \t 1 \t -4\n", + "3 \t 4152 \t 367 \t 11 \t 115 \t -1 \t 5\n", + "4 \t 367 \t 115 \t 3 \t 22 \t 2 \t -9\n", + "5 \t 115 \t 22 \t 5 \t 5 \t -23 \t 104\n", + "6 \t 22 \t 5 \t 4 \t 2 \t 71 \t -321\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -378 \t 1709\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1583 \t -7157\n", + "\t\t\t\t\t -3544 \t 16023\n", + "GCD(39203, 8671) = 1, with coefficients -3544 and 16023 such that 1 = (-3544)*39203 + (16023)*8671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8672 \t 4 \t 4515 \t 1 \t 0\n", + "1 \t 8672 \t 4515 \t 1 \t 4157 \t 0 \t 1\n", + "2 \t 4515 \t 4157 \t 1 \t 358 \t 1 \t -4\n", + "3 \t 4157 \t 358 \t 11 \t 219 \t -1 \t 5\n", + "4 \t 358 \t 219 \t 1 \t 139 \t 2 \t -9\n", + "5 \t 219 \t 139 \t 1 \t 80 \t -23 \t 104\n", + "6 \t 139 \t 80 \t 1 \t 59 \t 25 \t -113\n", + "7 \t 80 \t 59 \t 1 \t 21 \t -48 \t 217\n", + "8 \t 59 \t 21 \t 2 \t 17 \t 73 \t -330\n", + "9 \t 21 \t 17 \t 1 \t 4 \t -121 \t 547\n", + "10 \t 17 \t 4 \t 4 \t 1 \t 315 \t -1424\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -436 \t 1971\n", + "\t\t\t\t\t 2059 \t -9308\n", + "GCD(39203, 8672) = 1, with coefficients 2059 and -9308 such that 1 = (2059)*39203 + (-9308)*8672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8673 \t 4 \t 4511 \t 1 \t 0\n", + "1 \t 8673 \t 4511 \t 1 \t 4162 \t 0 \t 1\n", + "2 \t 4511 \t 4162 \t 1 \t 349 \t 1 \t -4\n", + "3 \t 4162 \t 349 \t 11 \t 323 \t -1 \t 5\n", + "4 \t 349 \t 323 \t 1 \t 26 \t 2 \t -9\n", + "5 \t 323 \t 26 \t 12 \t 11 \t -23 \t 104\n", + "6 \t 26 \t 11 \t 2 \t 4 \t 25 \t -113\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -323 \t 1460\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 671 \t -3033\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1665 \t 7526\n", + "\t\t\t\t\t 2336 \t -10559\n", + "GCD(39203, 8673) = 1, with coefficients 2336 and -10559 such that 1 = (2336)*39203 + (-10559)*8673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8674 \t 4 \t 4507 \t 1 \t 0\n", + "1 \t 8674 \t 4507 \t 1 \t 4167 \t 0 \t 1\n", + "2 \t 4507 \t 4167 \t 1 \t 340 \t 1 \t -4\n", + "3 \t 4167 \t 340 \t 12 \t 87 \t -1 \t 5\n", + "4 \t 340 \t 87 \t 3 \t 79 \t 2 \t -9\n", + "5 \t 87 \t 79 \t 1 \t 8 \t -25 \t 113\n", + "6 \t 79 \t 8 \t 9 \t 7 \t 77 \t -348\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -102 \t 461\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 995 \t -4497\n", + "\t\t\t\t\t -1097 \t 4958\n", + "GCD(39203, 8674) = 1, with coefficients -1097 and 4958 such that 1 = (-1097)*39203 + (4958)*8674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8675 \t 4 \t 4503 \t 1 \t 0\n", + "1 \t 8675 \t 4503 \t 1 \t 4172 \t 0 \t 1\n", + "2 \t 4503 \t 4172 \t 1 \t 331 \t 1 \t -4\n", + "3 \t 4172 \t 331 \t 12 \t 200 \t -1 \t 5\n", + "4 \t 331 \t 200 \t 1 \t 131 \t 2 \t -9\n", + "5 \t 200 \t 131 \t 1 \t 69 \t -25 \t 113\n", + "6 \t 131 \t 69 \t 1 \t 62 \t 27 \t -122\n", + "7 \t 69 \t 62 \t 1 \t 7 \t -52 \t 235\n", + "8 \t 62 \t 7 \t 8 \t 6 \t 79 \t -357\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -131 \t 592\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 1127 \t -5093\n", + "\t\t\t\t\t -1258 \t 5685\n", + "GCD(39203, 8675) = 1, with coefficients -1258 and 5685 such that 1 = (-1258)*39203 + (5685)*8675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8676 \t 4 \t 4499 \t 1 \t 0\n", + "1 \t 8676 \t 4499 \t 1 \t 4177 \t 0 \t 1\n", + "2 \t 4499 \t 4177 \t 1 \t 322 \t 1 \t -4\n", + "3 \t 4177 \t 322 \t 12 \t 313 \t -1 \t 5\n", + "4 \t 322 \t 313 \t 1 \t 9 \t 2 \t -9\n", + "5 \t 313 \t 9 \t 34 \t 7 \t -25 \t 113\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 27 \t -122\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -943 \t 4261\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 970 \t -4383\n", + "\t\t\t\t\t -3853 \t 17410\n", + "GCD(39203, 8676) = 1, with coefficients -3853 and 17410 such that 1 = (-3853)*39203 + (17410)*8676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8677 \t 4 \t 4495 \t 1 \t 0\n", + "1 \t 8677 \t 4495 \t 1 \t 4182 \t 0 \t 1\n", + "2 \t 4495 \t 4182 \t 1 \t 313 \t 1 \t -4\n", + "3 \t 4182 \t 313 \t 13 \t 113 \t -1 \t 5\n", + "4 \t 313 \t 113 \t 2 \t 87 \t 2 \t -9\n", + "5 \t 113 \t 87 \t 1 \t 26 \t -27 \t 122\n", + "6 \t 87 \t 26 \t 3 \t 9 \t 56 \t -253\n", + "7 \t 26 \t 9 \t 2 \t 8 \t -83 \t 375\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 305 \t -1378\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -693 \t 3131\n", + "\t\t\t\t\t 998 \t -4509\n", + "GCD(39203, 8677) = 1, with coefficients 998 and -4509 such that 1 = (998)*39203 + (-4509)*8677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8678 \t 4 \t 4491 \t 1 \t 0\n", + "1 \t 8678 \t 4491 \t 1 \t 4187 \t 0 \t 1\n", + "2 \t 4491 \t 4187 \t 1 \t 304 \t 1 \t -4\n", + "3 \t 4187 \t 304 \t 13 \t 235 \t -1 \t 5\n", + "4 \t 304 \t 235 \t 1 \t 69 \t 2 \t -9\n", + "5 \t 235 \t 69 \t 3 \t 28 \t -27 \t 122\n", + "6 \t 69 \t 28 \t 2 \t 13 \t 29 \t -131\n", + "7 \t 28 \t 13 \t 2 \t 2 \t -114 \t 515\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 257 \t -1161\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -628 \t 2837\n", + "\t\t\t\t\t 4025 \t -18183\n", + "GCD(39203, 8678) = 1, with coefficients 4025 and -18183 such that 1 = (4025)*39203 + (-18183)*8678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8679 \t 4 \t 4487 \t 1 \t 0\n", + "1 \t 8679 \t 4487 \t 1 \t 4192 \t 0 \t 1\n", + "2 \t 4487 \t 4192 \t 1 \t 295 \t 1 \t -4\n", + "3 \t 4192 \t 295 \t 14 \t 62 \t -1 \t 5\n", + "4 \t 295 \t 62 \t 4 \t 47 \t 2 \t -9\n", + "5 \t 62 \t 47 \t 1 \t 15 \t -29 \t 131\n", + "6 \t 47 \t 15 \t 3 \t 2 \t 118 \t -533\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -147 \t 664\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 559 \t -2525\n", + "\t\t\t\t\t -4060 \t 18339\n", + "GCD(39203, 8679) = 1, with coefficients -4060 and 18339 such that 1 = (-4060)*39203 + (18339)*8679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8680 \t 4 \t 4483 \t 1 \t 0\n", + "1 \t 8680 \t 4483 \t 1 \t 4197 \t 0 \t 1\n", + "2 \t 4483 \t 4197 \t 1 \t 286 \t 1 \t -4\n", + "3 \t 4197 \t 286 \t 14 \t 193 \t -1 \t 5\n", + "4 \t 286 \t 193 \t 1 \t 93 \t 2 \t -9\n", + "5 \t 193 \t 93 \t 2 \t 7 \t -29 \t 131\n", + "6 \t 93 \t 7 \t 13 \t 2 \t 31 \t -140\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -91 \t 411\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1214 \t -5483\n", + "\t\t\t\t\t -3733 \t 16860\n", + "GCD(39203, 8680) = 1, with coefficients -3733 and 16860 such that 1 = (-3733)*39203 + (16860)*8680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8681 \t 4 \t 4479 \t 1 \t 0\n", + "1 \t 8681 \t 4479 \t 1 \t 4202 \t 0 \t 1\n", + "2 \t 4479 \t 4202 \t 1 \t 277 \t 1 \t -4\n", + "3 \t 4202 \t 277 \t 15 \t 47 \t -1 \t 5\n", + "4 \t 277 \t 47 \t 5 \t 42 \t 2 \t -9\n", + "5 \t 47 \t 42 \t 1 \t 5 \t -31 \t 140\n", + "6 \t 42 \t 5 \t 8 \t 2 \t 157 \t -709\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -188 \t 849\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1661 \t -7501\n", + "\t\t\t\t\t -3510 \t 15851\n", + "GCD(39203, 8681) = 1, with coefficients -3510 and 15851 such that 1 = (-3510)*39203 + (15851)*8681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8682 \t 4 \t 4475 \t 1 \t 0\n", + "1 \t 8682 \t 4475 \t 1 \t 4207 \t 0 \t 1\n", + "2 \t 4475 \t 4207 \t 1 \t 268 \t 1 \t -4\n", + "3 \t 4207 \t 268 \t 15 \t 187 \t -1 \t 5\n", + "4 \t 268 \t 187 \t 1 \t 81 \t 2 \t -9\n", + "5 \t 187 \t 81 \t 2 \t 25 \t -31 \t 140\n", + "6 \t 81 \t 25 \t 3 \t 6 \t 33 \t -149\n", + "7 \t 25 \t 6 \t 4 \t 1 \t -97 \t 438\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 324 \t -1463\n", + "\t\t\t\t\t -1393 \t 6290\n", + "GCD(39203, 8682) = 1, with coefficients -1393 and 6290 such that 1 = (-1393)*39203 + (6290)*8682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8683 \t 4 \t 4471 \t 1 \t 0\n", + "1 \t 8683 \t 4471 \t 1 \t 4212 \t 0 \t 1\n", + "2 \t 4471 \t 4212 \t 1 \t 259 \t 1 \t -4\n", + "3 \t 4212 \t 259 \t 16 \t 68 \t -1 \t 5\n", + "4 \t 259 \t 68 \t 3 \t 55 \t 2 \t -9\n", + "5 \t 68 \t 55 \t 1 \t 13 \t -33 \t 149\n", + "6 \t 55 \t 13 \t 4 \t 3 \t 101 \t -456\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -134 \t 605\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 637 \t -2876\n", + "\t\t\t\t\t -2682 \t 12109\n", + "GCD(39203, 8683) = 1, with coefficients -2682 and 12109 such that 1 = (-2682)*39203 + (12109)*8683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8684 \t 4 \t 4467 \t 1 \t 0\n", + "1 \t 8684 \t 4467 \t 1 \t 4217 \t 0 \t 1\n", + "2 \t 4467 \t 4217 \t 1 \t 250 \t 1 \t -4\n", + "3 \t 4217 \t 250 \t 16 \t 217 \t -1 \t 5\n", + "4 \t 250 \t 217 \t 1 \t 33 \t 2 \t -9\n", + "5 \t 217 \t 33 \t 6 \t 19 \t -33 \t 149\n", + "6 \t 33 \t 19 \t 1 \t 14 \t 35 \t -158\n", + "7 \t 19 \t 14 \t 1 \t 5 \t -243 \t 1097\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 278 \t -1255\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -521 \t 2352\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1320 \t -5959\n", + "\t\t\t\t\t -1841 \t 8311\n", + "GCD(39203, 8684) = 1, with coefficients -1841 and 8311 such that 1 = (-1841)*39203 + (8311)*8684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8685 \t 4 \t 4463 \t 1 \t 0\n", + "1 \t 8685 \t 4463 \t 1 \t 4222 \t 0 \t 1\n", + "2 \t 4463 \t 4222 \t 1 \t 241 \t 1 \t -4\n", + "3 \t 4222 \t 241 \t 17 \t 125 \t -1 \t 5\n", + "4 \t 241 \t 125 \t 1 \t 116 \t 2 \t -9\n", + "5 \t 125 \t 116 \t 1 \t 9 \t -35 \t 158\n", + "6 \t 116 \t 9 \t 12 \t 8 \t 37 \t -167\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -72 \t 325\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 901 \t -4067\n", + "\t\t\t\t\t -973 \t 4392\n", + "GCD(39203, 8685) = 1, with coefficients -973 and 4392 such that 1 = (-973)*39203 + (4392)*8685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8686 \t 4 \t 4459 \t 1 \t 0\n", + "1 \t 8686 \t 4459 \t 1 \t 4227 \t 0 \t 1\n", + "2 \t 4459 \t 4227 \t 1 \t 232 \t 1 \t -4\n", + "3 \t 4227 \t 232 \t 18 \t 51 \t -1 \t 5\n", + "4 \t 232 \t 51 \t 4 \t 28 \t 2 \t -9\n", + "5 \t 51 \t 28 \t 1 \t 23 \t -37 \t 167\n", + "6 \t 28 \t 23 \t 1 \t 5 \t 150 \t -677\n", + "7 \t 23 \t 5 \t 4 \t 3 \t -187 \t 844\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 337 \t -1521\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1535 \t 6928\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1872 \t -8449\n", + "\t\t\t\t\t -3407 \t 15377\n", + "GCD(39203, 8686) = 1, with coefficients -3407 and 15377 such that 1 = (-3407)*39203 + (15377)*8686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8687 \t 4 \t 4455 \t 1 \t 0\n", + "1 \t 8687 \t 4455 \t 1 \t 4232 \t 0 \t 1\n", + "2 \t 4455 \t 4232 \t 1 \t 223 \t 1 \t -4\n", + "3 \t 4232 \t 223 \t 18 \t 218 \t -1 \t 5\n", + "4 \t 223 \t 218 \t 1 \t 5 \t 2 \t -9\n", + "5 \t 218 \t 5 \t 43 \t 3 \t -37 \t 167\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 39 \t -176\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1714 \t 7735\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1753 \t -7911\n", + "\t\t\t\t\t -3467 \t 15646\n", + "GCD(39203, 8687) = 1, with coefficients -3467 and 15646 such that 1 = (-3467)*39203 + (15646)*8687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8688 \t 4 \t 4451 \t 1 \t 0\n", + "1 \t 8688 \t 4451 \t 1 \t 4237 \t 0 \t 1\n", + "2 \t 4451 \t 4237 \t 1 \t 214 \t 1 \t -4\n", + "3 \t 4237 \t 214 \t 19 \t 171 \t -1 \t 5\n", + "4 \t 214 \t 171 \t 1 \t 43 \t 2 \t -9\n", + "5 \t 171 \t 43 \t 3 \t 42 \t -39 \t 176\n", + "6 \t 43 \t 42 \t 1 \t 1 \t 41 \t -185\n", + "7 \t 42 \t 1 \t 42 \t 0 \t -162 \t 731\n", + "\t\t\t\t\t 203 \t -916\n", + "GCD(39203, 8688) = 1, with coefficients 203 and -916 such that 1 = (203)*39203 + (-916)*8688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8689 \t 4 \t 4447 \t 1 \t 0\n", + "1 \t 8689 \t 4447 \t 1 \t 4242 \t 0 \t 1\n", + "2 \t 4447 \t 4242 \t 1 \t 205 \t 1 \t -4\n", + "3 \t 4242 \t 205 \t 20 \t 142 \t -1 \t 5\n", + "4 \t 205 \t 142 \t 1 \t 63 \t 2 \t -9\n", + "5 \t 142 \t 63 \t 2 \t 16 \t -41 \t 185\n", + "6 \t 63 \t 16 \t 3 \t 15 \t 43 \t -194\n", + "7 \t 16 \t 15 \t 1 \t 1 \t -127 \t 573\n", + "8 \t 15 \t 1 \t 15 \t 0 \t 424 \t -1913\n", + "\t\t\t\t\t -551 \t 2486\n", + "GCD(39203, 8689) = 1, with coefficients -551 and 2486 such that 1 = (-551)*39203 + (2486)*8689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8690 \t 4 \t 4443 \t 1 \t 0\n", + "1 \t 8690 \t 4443 \t 1 \t 4247 \t 0 \t 1\n", + "2 \t 4443 \t 4247 \t 1 \t 196 \t 1 \t -4\n", + "3 \t 4247 \t 196 \t 21 \t 131 \t -1 \t 5\n", + "4 \t 196 \t 131 \t 1 \t 65 \t 2 \t -9\n", + "5 \t 131 \t 65 \t 2 \t 1 \t -43 \t 194\n", + "6 \t 65 \t 1 \t 65 \t 0 \t 45 \t -203\n", + "\t\t\t\t\t -133 \t 600\n", + "GCD(39203, 8690) = 1, with coefficients -133 and 600 such that 1 = (-133)*39203 + (600)*8690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8691 \t 4 \t 4439 \t 1 \t 0\n", + "1 \t 8691 \t 4439 \t 1 \t 4252 \t 0 \t 1\n", + "2 \t 4439 \t 4252 \t 1 \t 187 \t 1 \t -4\n", + "3 \t 4252 \t 187 \t 22 \t 138 \t -1 \t 5\n", + "4 \t 187 \t 138 \t 1 \t 49 \t 2 \t -9\n", + "5 \t 138 \t 49 \t 2 \t 40 \t -45 \t 203\n", + "6 \t 49 \t 40 \t 1 \t 9 \t 47 \t -212\n", + "7 \t 40 \t 9 \t 4 \t 4 \t -139 \t 627\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 186 \t -839\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -883 \t 3983\n", + "\t\t\t\t\t 1952 \t -8805\n", + "GCD(39203, 8691) = 1, with coefficients 1952 and -8805 such that 1 = (1952)*39203 + (-8805)*8691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8692 \t 4 \t 4435 \t 1 \t 0\n", + "1 \t 8692 \t 4435 \t 1 \t 4257 \t 0 \t 1\n", + "2 \t 4435 \t 4257 \t 1 \t 178 \t 1 \t -4\n", + "3 \t 4257 \t 178 \t 23 \t 163 \t -1 \t 5\n", + "4 \t 178 \t 163 \t 1 \t 15 \t 2 \t -9\n", + "5 \t 163 \t 15 \t 10 \t 13 \t -47 \t 212\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 49 \t -221\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -537 \t 2422\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 586 \t -2643\n", + "\t\t\t\t\t -4053 \t 18280\n", + "GCD(39203, 8692) = 1, with coefficients -4053 and 18280 such that 1 = (-4053)*39203 + (18280)*8692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8693 \t 4 \t 4431 \t 1 \t 0\n", + "1 \t 8693 \t 4431 \t 1 \t 4262 \t 0 \t 1\n", + "2 \t 4431 \t 4262 \t 1 \t 169 \t 1 \t -4\n", + "3 \t 4262 \t 169 \t 25 \t 37 \t -1 \t 5\n", + "4 \t 169 \t 37 \t 4 \t 21 \t 2 \t -9\n", + "5 \t 37 \t 21 \t 1 \t 16 \t -51 \t 230\n", + "6 \t 21 \t 16 \t 1 \t 5 \t 206 \t -929\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -257 \t 1159\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 463 \t -2088\n", + "\t\t\t\t\t -1646 \t 7423\n", + "GCD(39203, 8693) = 1, with coefficients -1646 and 7423 such that 1 = (-1646)*39203 + (7423)*8693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8694 \t 4 \t 4427 \t 1 \t 0\n", + "1 \t 8694 \t 4427 \t 1 \t 4267 \t 0 \t 1\n", + "2 \t 4427 \t 4267 \t 1 \t 160 \t 1 \t -4\n", + "3 \t 4267 \t 160 \t 26 \t 107 \t -1 \t 5\n", + "4 \t 160 \t 107 \t 1 \t 53 \t 2 \t -9\n", + "5 \t 107 \t 53 \t 2 \t 1 \t -53 \t 239\n", + "6 \t 53 \t 1 \t 53 \t 0 \t 55 \t -248\n", + "\t\t\t\t\t -163 \t 735\n", + "GCD(39203, 8694) = 1, with coefficients -163 and 735 such that 1 = (-163)*39203 + (735)*8694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8695 \t 4 \t 4423 \t 1 \t 0\n", + "1 \t 8695 \t 4423 \t 1 \t 4272 \t 0 \t 1\n", + "2 \t 4423 \t 4272 \t 1 \t 151 \t 1 \t -4\n", + "3 \t 4272 \t 151 \t 28 \t 44 \t -1 \t 5\n", + "4 \t 151 \t 44 \t 3 \t 19 \t 2 \t -9\n", + "5 \t 44 \t 19 \t 2 \t 6 \t -57 \t 257\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 173 \t -780\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -403 \t 1817\n", + "\t\t\t\t\t 1382 \t -6231\n", + "GCD(39203, 8695) = 1, with coefficients 1382 and -6231 such that 1 = (1382)*39203 + (-6231)*8695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8696 \t 4 \t 4419 \t 1 \t 0\n", + "1 \t 8696 \t 4419 \t 1 \t 4277 \t 0 \t 1\n", + "2 \t 4419 \t 4277 \t 1 \t 142 \t 1 \t -4\n", + "3 \t 4277 \t 142 \t 30 \t 17 \t -1 \t 5\n", + "4 \t 142 \t 17 \t 8 \t 6 \t 2 \t -9\n", + "5 \t 17 \t 6 \t 2 \t 5 \t -61 \t 275\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 490 \t -2209\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1041 \t 4693\n", + "\t\t\t\t\t 1531 \t -6902\n", + "GCD(39203, 8696) = 1, with coefficients 1531 and -6902 such that 1 = (1531)*39203 + (-6902)*8696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8697 \t 4 \t 4415 \t 1 \t 0\n", + "1 \t 8697 \t 4415 \t 1 \t 4282 \t 0 \t 1\n", + "2 \t 4415 \t 4282 \t 1 \t 133 \t 1 \t -4\n", + "3 \t 4282 \t 133 \t 32 \t 26 \t -1 \t 5\n", + "4 \t 133 \t 26 \t 5 \t 3 \t 2 \t -9\n", + "5 \t 26 \t 3 \t 8 \t 2 \t -65 \t 293\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 327 \t -1474\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2681 \t 12085\n", + "\t\t\t\t\t 3008 \t -13559\n", + "GCD(39203, 8697) = 1, with coefficients 3008 and -13559 such that 1 = (3008)*39203 + (-13559)*8697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8698 \t 4 \t 4411 \t 1 \t 0\n", + "1 \t 8698 \t 4411 \t 1 \t 4287 \t 0 \t 1\n", + "2 \t 4411 \t 4287 \t 1 \t 124 \t 1 \t -4\n", + "3 \t 4287 \t 124 \t 34 \t 71 \t -1 \t 5\n", + "4 \t 124 \t 71 \t 1 \t 53 \t 2 \t -9\n", + "5 \t 71 \t 53 \t 1 \t 18 \t -69 \t 311\n", + "6 \t 53 \t 18 \t 2 \t 17 \t 71 \t -320\n", + "7 \t 18 \t 17 \t 1 \t 1 \t -140 \t 631\n", + "8 \t 17 \t 1 \t 17 \t 0 \t 351 \t -1582\n", + "\t\t\t\t\t -491 \t 2213\n", + "GCD(39203, 8698) = 1, with coefficients -491 and 2213 such that 1 = (-491)*39203 + (2213)*8698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8699 \t 4 \t 4407 \t 1 \t 0\n", + "1 \t 8699 \t 4407 \t 1 \t 4292 \t 0 \t 1\n", + "2 \t 4407 \t 4292 \t 1 \t 115 \t 1 \t -4\n", + "3 \t 4292 \t 115 \t 37 \t 37 \t -1 \t 5\n", + "4 \t 115 \t 37 \t 3 \t 4 \t 2 \t -9\n", + "5 \t 37 \t 4 \t 9 \t 1 \t -75 \t 338\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 227 \t -1023\n", + "\t\t\t\t\t -2118 \t 9545\n", + "GCD(39203, 8699) = 1, with coefficients -2118 and 9545 such that 1 = (-2118)*39203 + (9545)*8699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8700 \t 4 \t 4403 \t 1 \t 0\n", + "1 \t 8700 \t 4403 \t 1 \t 4297 \t 0 \t 1\n", + "2 \t 4403 \t 4297 \t 1 \t 106 \t 1 \t -4\n", + "3 \t 4297 \t 106 \t 40 \t 57 \t -1 \t 5\n", + "4 \t 106 \t 57 \t 1 \t 49 \t 2 \t -9\n", + "5 \t 57 \t 49 \t 1 \t 8 \t -81 \t 365\n", + "6 \t 49 \t 8 \t 6 \t 1 \t 83 \t -374\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -164 \t 739\n", + "\t\t\t\t\t 1067 \t -4808\n", + "GCD(39203, 8700) = 1, with coefficients 1067 and -4808 such that 1 = (1067)*39203 + (-4808)*8700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8701 \t 4 \t 4399 \t 1 \t 0\n", + "1 \t 8701 \t 4399 \t 1 \t 4302 \t 0 \t 1\n", + "2 \t 4399 \t 4302 \t 1 \t 97 \t 1 \t -4\n", + "3 \t 4302 \t 97 \t 44 \t 34 \t -1 \t 5\n", + "4 \t 97 \t 34 \t 2 \t 29 \t 2 \t -9\n", + "5 \t 34 \t 29 \t 1 \t 5 \t -89 \t 401\n", + "6 \t 29 \t 5 \t 5 \t 4 \t 180 \t -811\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -269 \t 1212\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1525 \t -6871\n", + "\t\t\t\t\t -1794 \t 8083\n", + "GCD(39203, 8701) = 1, with coefficients -1794 and 8083 such that 1 = (-1794)*39203 + (8083)*8701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8702 \t 4 \t 4395 \t 1 \t 0\n", + "1 \t 8702 \t 4395 \t 1 \t 4307 \t 0 \t 1\n", + "2 \t 4395 \t 4307 \t 1 \t 88 \t 1 \t -4\n", + "3 \t 4307 \t 88 \t 48 \t 83 \t -1 \t 5\n", + "4 \t 88 \t 83 \t 1 \t 5 \t 2 \t -9\n", + "5 \t 83 \t 5 \t 16 \t 3 \t -97 \t 437\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 99 \t -446\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1681 \t 7573\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1780 \t -8019\n", + "\t\t\t\t\t -3461 \t 15592\n", + "GCD(39203, 8702) = 1, with coefficients -3461 and 15592 such that 1 = (-3461)*39203 + (15592)*8702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8703 \t 4 \t 4391 \t 1 \t 0\n", + "1 \t 8703 \t 4391 \t 1 \t 4312 \t 0 \t 1\n", + "2 \t 4391 \t 4312 \t 1 \t 79 \t 1 \t -4\n", + "3 \t 4312 \t 79 \t 54 \t 46 \t -1 \t 5\n", + "4 \t 79 \t 46 \t 1 \t 33 \t 2 \t -9\n", + "5 \t 46 \t 33 \t 1 \t 13 \t -109 \t 491\n", + "6 \t 33 \t 13 \t 2 \t 7 \t 111 \t -500\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -220 \t 991\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 551 \t -2482\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -771 \t 3473\n", + "\t\t\t\t\t 1322 \t -5955\n", + "GCD(39203, 8703) = 1, with coefficients 1322 and -5955 such that 1 = (1322)*39203 + (-5955)*8703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8704 \t 4 \t 4387 \t 1 \t 0\n", + "1 \t 8704 \t 4387 \t 1 \t 4317 \t 0 \t 1\n", + "2 \t 4387 \t 4317 \t 1 \t 70 \t 1 \t -4\n", + "3 \t 4317 \t 70 \t 61 \t 47 \t -1 \t 5\n", + "4 \t 70 \t 47 \t 1 \t 23 \t 2 \t -9\n", + "5 \t 47 \t 23 \t 2 \t 1 \t -123 \t 554\n", + "6 \t 23 \t 1 \t 23 \t 0 \t 125 \t -563\n", + "\t\t\t\t\t -373 \t 1680\n", + "GCD(39203, 8704) = 1, with coefficients -373 and 1680 such that 1 = (-373)*39203 + (1680)*8704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8705 \t 4 \t 4383 \t 1 \t 0\n", + "1 \t 8705 \t 4383 \t 1 \t 4322 \t 0 \t 1\n", + "2 \t 4383 \t 4322 \t 1 \t 61 \t 1 \t -4\n", + "3 \t 4322 \t 61 \t 70 \t 52 \t -1 \t 5\n", + "4 \t 61 \t 52 \t 1 \t 9 \t 2 \t -9\n", + "5 \t 52 \t 9 \t 5 \t 7 \t -141 \t 635\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 143 \t -644\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -856 \t 3855\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 999 \t -4499\n", + "\t\t\t\t\t -3853 \t 17352\n", + "GCD(39203, 8705) = 1, with coefficients -3853 and 17352 such that 1 = (-3853)*39203 + (17352)*8705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8706 \t 4 \t 4379 \t 1 \t 0\n", + "1 \t 8706 \t 4379 \t 1 \t 4327 \t 0 \t 1\n", + "2 \t 4379 \t 4327 \t 1 \t 52 \t 1 \t -4\n", + "3 \t 4327 \t 52 \t 83 \t 11 \t -1 \t 5\n", + "4 \t 52 \t 11 \t 4 \t 8 \t 2 \t -9\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -167 \t 752\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 670 \t -3017\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -837 \t 3769\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2344 \t -10555\n", + "\t\t\t\t\t -3181 \t 14324\n", + "GCD(39203, 8706) = 1, with coefficients -3181 and 14324 such that 1 = (-3181)*39203 + (14324)*8706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8707 \t 4 \t 4375 \t 1 \t 0\n", + "1 \t 8707 \t 4375 \t 1 \t 4332 \t 0 \t 1\n", + "2 \t 4375 \t 4332 \t 1 \t 43 \t 1 \t -4\n", + "3 \t 4332 \t 43 \t 100 \t 32 \t -1 \t 5\n", + "4 \t 43 \t 32 \t 1 \t 11 \t 2 \t -9\n", + "5 \t 32 \t 11 \t 2 \t 10 \t -201 \t 905\n", + "6 \t 11 \t 10 \t 1 \t 1 \t 203 \t -914\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -607 \t 2733\n", + "\t\t\t\t\t 810 \t -3647\n", + "GCD(39203, 8707) = 1, with coefficients 810 and -3647 such that 1 = (810)*39203 + (-3647)*8707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8708 \t 4 \t 4371 \t 1 \t 0\n", + "1 \t 8708 \t 4371 \t 1 \t 4337 \t 0 \t 1\n", + "2 \t 4371 \t 4337 \t 1 \t 34 \t 1 \t -4\n", + "3 \t 4337 \t 34 \t 127 \t 19 \t -1 \t 5\n", + "4 \t 34 \t 19 \t 1 \t 15 \t 2 \t -9\n", + "5 \t 19 \t 15 \t 1 \t 4 \t -255 \t 1148\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 257 \t -1157\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -512 \t 2305\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1793 \t -8072\n", + "\t\t\t\t\t -2305 \t 10377\n", + "GCD(39203, 8708) = 1, with coefficients -2305 and 10377 such that 1 = (-2305)*39203 + (10377)*8708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8709 \t 4 \t 4367 \t 1 \t 0\n", + "1 \t 8709 \t 4367 \t 1 \t 4342 \t 0 \t 1\n", + "2 \t 4367 \t 4342 \t 1 \t 25 \t 1 \t -4\n", + "3 \t 4342 \t 25 \t 173 \t 17 \t -1 \t 5\n", + "4 \t 25 \t 17 \t 1 \t 8 \t 2 \t -9\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -347 \t 1562\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 349 \t -1571\n", + "\t\t\t\t\t -1045 \t 4704\n", + "GCD(39203, 8709) = 1, with coefficients -1045 and 4704 such that 1 = (-1045)*39203 + (4704)*8709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8710 \t 4 \t 4363 \t 1 \t 0\n", + "1 \t 8710 \t 4363 \t 1 \t 4347 \t 0 \t 1\n", + "2 \t 4363 \t 4347 \t 1 \t 16 \t 1 \t -4\n", + "3 \t 4347 \t 16 \t 271 \t 11 \t -1 \t 5\n", + "4 \t 16 \t 11 \t 1 \t 5 \t 2 \t -9\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -543 \t 2444\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 545 \t -2453\n", + "\t\t\t\t\t -1633 \t 7350\n", + "GCD(39203, 8710) = 1, with coefficients -1633 and 7350 such that 1 = (-1633)*39203 + (7350)*8710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8711 \t 4 \t 4359 \t 1 \t 0\n", + "1 \t 8711 \t 4359 \t 1 \t 4352 \t 0 \t 1\n", + "2 \t 4359 \t 4352 \t 1 \t 7 \t 1 \t -4\n", + "3 \t 4352 \t 7 \t 621 \t 5 \t -1 \t 5\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 2 \t -9\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -1243 \t 5594\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1245 \t -5603\n", + "\t\t\t\t\t -3733 \t 16800\n", + "GCD(39203, 8711) = 1, with coefficients -3733 and 16800 such that 1 = (-3733)*39203 + (16800)*8711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8712 \t 4 \t 4355 \t 1 \t 0\n", + "1 \t 8712 \t 4355 \t 2 \t 2 \t 0 \t 1\n", + "2 \t 4355 \t 2 \t 2177 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -2 \t 9\n", + "\t\t\t\t\t 4355 \t -19597\n", + "GCD(39203, 8712) = 1, with coefficients 4355 and -19597 such that 1 = (4355)*39203 + (-19597)*8712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8713 \t 4 \t 4351 \t 1 \t 0\n", + "1 \t 8713 \t 4351 \t 2 \t 11 \t 0 \t 1\n", + "2 \t 4351 \t 11 \t 395 \t 6 \t 1 \t -4\n", + "3 \t 11 \t 6 \t 1 \t 5 \t -2 \t 9\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 791 \t -3559\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -793 \t 3568\n", + "\t\t\t\t\t 1584 \t -7127\n", + "GCD(39203, 8713) = 1, with coefficients 1584 and -7127 such that 1 = (1584)*39203 + (-7127)*8713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8714 \t 4 \t 4347 \t 1 \t 0\n", + "1 \t 8714 \t 4347 \t 2 \t 20 \t 0 \t 1\n", + "2 \t 4347 \t 20 \t 217 \t 7 \t 1 \t -4\n", + "3 \t 20 \t 7 \t 2 \t 6 \t -2 \t 9\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 435 \t -1957\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -872 \t 3923\n", + "\t\t\t\t\t 1307 \t -5880\n", + "GCD(39203, 8714) = 1, with coefficients 1307 and -5880 such that 1 = (1307)*39203 + (-5880)*8714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8715 \t 4 \t 4343 \t 1 \t 0\n", + "1 \t 8715 \t 4343 \t 2 \t 29 \t 0 \t 1\n", + "2 \t 4343 \t 29 \t 149 \t 22 \t 1 \t -4\n", + "3 \t 29 \t 22 \t 1 \t 7 \t -2 \t 9\n", + "4 \t 22 \t 7 \t 3 \t 1 \t 299 \t -1345\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -301 \t 1354\n", + "\t\t\t\t\t 1202 \t -5407\n", + "GCD(39203, 8715) = 1, with coefficients 1202 and -5407 such that 1 = (1202)*39203 + (-5407)*8715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8716 \t 4 \t 4339 \t 1 \t 0\n", + "1 \t 8716 \t 4339 \t 2 \t 38 \t 0 \t 1\n", + "2 \t 4339 \t 38 \t 114 \t 7 \t 1 \t -4\n", + "3 \t 38 \t 7 \t 5 \t 3 \t -2 \t 9\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 229 \t -1030\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1147 \t 5159\n", + "\t\t\t\t\t 2523 \t -11348\n", + "GCD(39203, 8716) = 1, with coefficients 2523 and -11348 such that 1 = (2523)*39203 + (-11348)*8716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8717 \t 4 \t 4335 \t 1 \t 0\n", + "1 \t 8717 \t 4335 \t 2 \t 47 \t 0 \t 1\n", + "2 \t 4335 \t 47 \t 92 \t 11 \t 1 \t -4\n", + "3 \t 47 \t 11 \t 4 \t 3 \t -2 \t 9\n", + "4 \t 11 \t 3 \t 3 \t 2 \t 185 \t -832\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -742 \t 3337\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2411 \t -10843\n", + "\t\t\t\t\t -3153 \t 14180\n", + "GCD(39203, 8717) = 1, with coefficients -3153 and 14180 such that 1 = (-3153)*39203 + (14180)*8717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8718 \t 4 \t 4331 \t 1 \t 0\n", + "1 \t 8718 \t 4331 \t 2 \t 56 \t 0 \t 1\n", + "2 \t 4331 \t 56 \t 77 \t 19 \t 1 \t -4\n", + "3 \t 56 \t 19 \t 2 \t 18 \t -2 \t 9\n", + "4 \t 19 \t 18 \t 1 \t 1 \t 155 \t -697\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -312 \t 1403\n", + "\t\t\t\t\t 467 \t -2100\n", + "GCD(39203, 8718) = 1, with coefficients 467 and -2100 such that 1 = (467)*39203 + (-2100)*8718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8719 \t 4 \t 4327 \t 1 \t 0\n", + "1 \t 8719 \t 4327 \t 2 \t 65 \t 0 \t 1\n", + "2 \t 4327 \t 65 \t 66 \t 37 \t 1 \t -4\n", + "3 \t 65 \t 37 \t 1 \t 28 \t -2 \t 9\n", + "4 \t 37 \t 28 \t 1 \t 9 \t 133 \t -598\n", + "5 \t 28 \t 9 \t 3 \t 1 \t -135 \t 607\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 268 \t -1205\n", + "\t\t\t\t\t -939 \t 4222\n", + "GCD(39203, 8719) = 1, with coefficients -939 and 4222 such that 1 = (-939)*39203 + (4222)*8719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8720 \t 4 \t 4323 \t 1 \t 0\n", + "1 \t 8720 \t 4323 \t 2 \t 74 \t 0 \t 1\n", + "2 \t 4323 \t 74 \t 58 \t 31 \t 1 \t -4\n", + "3 \t 74 \t 31 \t 2 \t 12 \t -2 \t 9\n", + "4 \t 31 \t 12 \t 2 \t 7 \t 117 \t -526\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -236 \t 1061\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 589 \t -2648\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -825 \t 3709\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1414 \t -6357\n", + "\t\t\t\t\t -3653 \t 16423\n", + "GCD(39203, 8720) = 1, with coefficients -3653 and 16423 such that 1 = (-3653)*39203 + (16423)*8720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8721 \t 4 \t 4319 \t 1 \t 0\n", + "1 \t 8721 \t 4319 \t 2 \t 83 \t 0 \t 1\n", + "2 \t 4319 \t 83 \t 52 \t 3 \t 1 \t -4\n", + "3 \t 83 \t 3 \t 27 \t 2 \t -2 \t 9\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 105 \t -472\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2837 \t 12753\n", + "\t\t\t\t\t 2942 \t -13225\n", + "GCD(39203, 8721) = 1, with coefficients 2942 and -13225 such that 1 = (2942)*39203 + (-13225)*8721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8722 \t 4 \t 4315 \t 1 \t 0\n", + "1 \t 8722 \t 4315 \t 2 \t 92 \t 0 \t 1\n", + "2 \t 4315 \t 92 \t 46 \t 83 \t 1 \t -4\n", + "3 \t 92 \t 83 \t 1 \t 9 \t -2 \t 9\n", + "4 \t 83 \t 9 \t 9 \t 2 \t 93 \t -418\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -95 \t 427\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 948 \t -4261\n", + "\t\t\t\t\t -3887 \t 17471\n", + "GCD(39203, 8722) = 1, with coefficients -3887 and 17471 such that 1 = (-3887)*39203 + (17471)*8722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8723 \t 4 \t 4311 \t 1 \t 0\n", + "1 \t 8723 \t 4311 \t 2 \t 101 \t 0 \t 1\n", + "2 \t 4311 \t 101 \t 42 \t 69 \t 1 \t -4\n", + "3 \t 101 \t 69 \t 1 \t 32 \t -2 \t 9\n", + "4 \t 69 \t 32 \t 2 \t 5 \t 85 \t -382\n", + "5 \t 32 \t 5 \t 6 \t 2 \t -87 \t 391\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 259 \t -1164\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1641 \t 7375\n", + "\t\t\t\t\t 3541 \t -15914\n", + "GCD(39203, 8723) = 1, with coefficients 3541 and -15914 such that 1 = (3541)*39203 + (-15914)*8723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8724 \t 4 \t 4307 \t 1 \t 0\n", + "1 \t 8724 \t 4307 \t 2 \t 110 \t 0 \t 1\n", + "2 \t 4307 \t 110 \t 39 \t 17 \t 1 \t -4\n", + "3 \t 110 \t 17 \t 6 \t 8 \t -2 \t 9\n", + "4 \t 17 \t 8 \t 2 \t 1 \t 79 \t -355\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -476 \t 2139\n", + "\t\t\t\t\t 1031 \t -4633\n", + "GCD(39203, 8724) = 1, with coefficients 1031 and -4633 such that 1 = (1031)*39203 + (-4633)*8724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8725 \t 4 \t 4303 \t 1 \t 0\n", + "1 \t 8725 \t 4303 \t 2 \t 119 \t 0 \t 1\n", + "2 \t 4303 \t 119 \t 36 \t 19 \t 1 \t -4\n", + "3 \t 119 \t 19 \t 6 \t 5 \t -2 \t 9\n", + "4 \t 19 \t 5 \t 3 \t 4 \t 73 \t -328\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -440 \t 1977\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1393 \t -6259\n", + "\t\t\t\t\t -1833 \t 8236\n", + "GCD(39203, 8725) = 1, with coefficients -1833 and 8236 such that 1 = (-1833)*39203 + (8236)*8725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8726 \t 4 \t 4299 \t 1 \t 0\n", + "1 \t 8726 \t 4299 \t 2 \t 128 \t 0 \t 1\n", + "2 \t 4299 \t 128 \t 33 \t 75 \t 1 \t -4\n", + "3 \t 128 \t 75 \t 1 \t 53 \t -2 \t 9\n", + "4 \t 75 \t 53 \t 1 \t 22 \t 67 \t -301\n", + "5 \t 53 \t 22 \t 2 \t 9 \t -69 \t 310\n", + "6 \t 22 \t 9 \t 2 \t 4 \t 136 \t -611\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -341 \t 1532\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 818 \t -3675\n", + "\t\t\t\t\t -1977 \t 8882\n", + "GCD(39203, 8726) = 1, with coefficients -1977 and 8882 such that 1 = (-1977)*39203 + (8882)*8726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8727 \t 4 \t 4295 \t 1 \t 0\n", + "1 \t 8727 \t 4295 \t 2 \t 137 \t 0 \t 1\n", + "2 \t 4295 \t 137 \t 31 \t 48 \t 1 \t -4\n", + "3 \t 137 \t 48 \t 2 \t 41 \t -2 \t 9\n", + "4 \t 48 \t 41 \t 1 \t 7 \t 63 \t -283\n", + "5 \t 41 \t 7 \t 5 \t 6 \t -128 \t 575\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 191 \t -858\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -1083 \t 4865\n", + "\t\t\t\t\t 1274 \t -5723\n", + "GCD(39203, 8727) = 1, with coefficients 1274 and -5723 such that 1 = (1274)*39203 + (-5723)*8727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8728 \t 4 \t 4291 \t 1 \t 0\n", + "1 \t 8728 \t 4291 \t 2 \t 146 \t 0 \t 1\n", + "2 \t 4291 \t 146 \t 29 \t 57 \t 1 \t -4\n", + "3 \t 146 \t 57 \t 2 \t 32 \t -2 \t 9\n", + "4 \t 57 \t 32 \t 1 \t 25 \t 59 \t -265\n", + "5 \t 32 \t 25 \t 1 \t 7 \t -120 \t 539\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 179 \t -804\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -299 \t 1343\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 1076 \t -4833\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1375 \t 6176\n", + "\t\t\t\t\t 2451 \t -11009\n", + "GCD(39203, 8728) = 1, with coefficients 2451 and -11009 such that 1 = (2451)*39203 + (-11009)*8728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8729 \t 4 \t 4287 \t 1 \t 0\n", + "1 \t 8729 \t 4287 \t 2 \t 155 \t 0 \t 1\n", + "2 \t 4287 \t 155 \t 27 \t 102 \t 1 \t -4\n", + "3 \t 155 \t 102 \t 1 \t 53 \t -2 \t 9\n", + "4 \t 102 \t 53 \t 1 \t 49 \t 55 \t -247\n", + "5 \t 53 \t 49 \t 1 \t 4 \t -57 \t 256\n", + "6 \t 49 \t 4 \t 12 \t 1 \t 112 \t -503\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -169 \t 759\n", + "\t\t\t\t\t 2140 \t -9611\n", + "GCD(39203, 8729) = 1, with coefficients 2140 and -9611 such that 1 = (2140)*39203 + (-9611)*8729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8730 \t 4 \t 4283 \t 1 \t 0\n", + "1 \t 8730 \t 4283 \t 2 \t 164 \t 0 \t 1\n", + "2 \t 4283 \t 164 \t 26 \t 19 \t 1 \t -4\n", + "3 \t 164 \t 19 \t 8 \t 12 \t -2 \t 9\n", + "4 \t 19 \t 12 \t 1 \t 7 \t 53 \t -238\n", + "5 \t 12 \t 7 \t 1 \t 5 \t -426 \t 1913\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 479 \t -2151\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -905 \t 4064\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1384 \t -6215\n", + "\t\t\t\t\t -3673 \t 16494\n", + "GCD(39203, 8730) = 1, with coefficients -3673 and 16494 such that 1 = (-3673)*39203 + (16494)*8730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8731 \t 4 \t 4279 \t 1 \t 0\n", + "1 \t 8731 \t 4279 \t 2 \t 173 \t 0 \t 1\n", + "2 \t 4279 \t 173 \t 24 \t 127 \t 1 \t -4\n", + "3 \t 173 \t 127 \t 1 \t 46 \t -2 \t 9\n", + "4 \t 127 \t 46 \t 2 \t 35 \t 49 \t -220\n", + "5 \t 46 \t 35 \t 1 \t 11 \t -51 \t 229\n", + "6 \t 35 \t 11 \t 3 \t 2 \t 151 \t -678\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -202 \t 907\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 757 \t -3399\n", + "\t\t\t\t\t -3987 \t 17902\n", + "GCD(39203, 8731) = 1, with coefficients -3987 and 17902 such that 1 = (-3987)*39203 + (17902)*8731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8732 \t 4 \t 4275 \t 1 \t 0\n", + "1 \t 8732 \t 4275 \t 2 \t 182 \t 0 \t 1\n", + "2 \t 4275 \t 182 \t 23 \t 89 \t 1 \t -4\n", + "3 \t 182 \t 89 \t 2 \t 4 \t -2 \t 9\n", + "4 \t 89 \t 4 \t 22 \t 1 \t 47 \t -211\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -96 \t 431\n", + "\t\t\t\t\t 2159 \t -9693\n", + "GCD(39203, 8732) = 1, with coefficients 2159 and -9693 such that 1 = (2159)*39203 + (-9693)*8732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8733 \t 4 \t 4271 \t 1 \t 0\n", + "1 \t 8733 \t 4271 \t 2 \t 191 \t 0 \t 1\n", + "2 \t 4271 \t 191 \t 22 \t 69 \t 1 \t -4\n", + "3 \t 191 \t 69 \t 2 \t 53 \t -2 \t 9\n", + "4 \t 69 \t 53 \t 1 \t 16 \t 45 \t -202\n", + "5 \t 53 \t 16 \t 3 \t 5 \t -92 \t 413\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 137 \t -615\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -503 \t 2258\n", + "\t\t\t\t\t 1646 \t -7389\n", + "GCD(39203, 8733) = 1, with coefficients 1646 and -7389 such that 1 = (1646)*39203 + (-7389)*8733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8734 \t 4 \t 4267 \t 1 \t 0\n", + "1 \t 8734 \t 4267 \t 2 \t 200 \t 0 \t 1\n", + "2 \t 4267 \t 200 \t 21 \t 67 \t 1 \t -4\n", + "3 \t 200 \t 67 \t 2 \t 66 \t -2 \t 9\n", + "4 \t 67 \t 66 \t 1 \t 1 \t 43 \t -193\n", + "5 \t 66 \t 1 \t 66 \t 0 \t -88 \t 395\n", + "\t\t\t\t\t 131 \t -588\n", + "GCD(39203, 8734) = 1, with coefficients 131 and -588 such that 1 = (131)*39203 + (-588)*8734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8735 \t 4 \t 4263 \t 1 \t 0\n", + "1 \t 8735 \t 4263 \t 2 \t 209 \t 0 \t 1\n", + "2 \t 4263 \t 209 \t 20 \t 83 \t 1 \t -4\n", + "3 \t 209 \t 83 \t 2 \t 43 \t -2 \t 9\n", + "4 \t 83 \t 43 \t 1 \t 40 \t 41 \t -184\n", + "5 \t 43 \t 40 \t 1 \t 3 \t -84 \t 377\n", + "6 \t 40 \t 3 \t 13 \t 1 \t 125 \t -561\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -209 \t 938\n", + "\t\t\t\t\t 2842 \t -12755\n", + "GCD(39203, 8735) = 1, with coefficients 2842 and -12755 such that 1 = (2842)*39203 + (-12755)*8735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8736 \t 4 \t 4259 \t 1 \t 0\n", + "1 \t 8736 \t 4259 \t 2 \t 218 \t 0 \t 1\n", + "2 \t 4259 \t 218 \t 19 \t 117 \t 1 \t -4\n", + "3 \t 218 \t 117 \t 1 \t 101 \t -2 \t 9\n", + "4 \t 117 \t 101 \t 1 \t 16 \t 39 \t -175\n", + "5 \t 101 \t 16 \t 6 \t 5 \t -41 \t 184\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 80 \t -359\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -521 \t 2338\n", + "\t\t\t\t\t 1643 \t -7373\n", + "GCD(39203, 8736) = 1, with coefficients 1643 and -7373 such that 1 = (1643)*39203 + (-7373)*8736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8737 \t 4 \t 4255 \t 1 \t 0\n", + "1 \t 8737 \t 4255 \t 2 \t 227 \t 0 \t 1\n", + "2 \t 4255 \t 227 \t 18 \t 169 \t 1 \t -4\n", + "3 \t 227 \t 169 \t 1 \t 58 \t -2 \t 9\n", + "4 \t 169 \t 58 \t 2 \t 53 \t 37 \t -166\n", + "5 \t 58 \t 53 \t 1 \t 5 \t -39 \t 175\n", + "6 \t 53 \t 5 \t 10 \t 3 \t 115 \t -516\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -154 \t 691\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1655 \t -7426\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1809 \t 8117\n", + "\t\t\t\t\t 3464 \t -15543\n", + "GCD(39203, 8737) = 1, with coefficients 3464 and -15543 such that 1 = (3464)*39203 + (-15543)*8737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8738 \t 4 \t 4251 \t 1 \t 0\n", + "1 \t 8738 \t 4251 \t 2 \t 236 \t 0 \t 1\n", + "2 \t 4251 \t 236 \t 18 \t 3 \t 1 \t -4\n", + "3 \t 236 \t 3 \t 78 \t 2 \t -2 \t 9\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 37 \t -166\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2888 \t 12957\n", + "\t\t\t\t\t 2925 \t -13123\n", + "GCD(39203, 8738) = 1, with coefficients 2925 and -13123 such that 1 = (2925)*39203 + (-13123)*8738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8739 \t 4 \t 4247 \t 1 \t 0\n", + "1 \t 8739 \t 4247 \t 2 \t 245 \t 0 \t 1\n", + "2 \t 4247 \t 245 \t 17 \t 82 \t 1 \t -4\n", + "3 \t 245 \t 82 \t 2 \t 81 \t -2 \t 9\n", + "4 \t 82 \t 81 \t 1 \t 1 \t 35 \t -157\n", + "5 \t 81 \t 1 \t 81 \t 0 \t -72 \t 323\n", + "\t\t\t\t\t 107 \t -480\n", + "GCD(39203, 8739) = 1, with coefficients 107 and -480 such that 1 = (107)*39203 + (-480)*8739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8740 \t 4 \t 4243 \t 1 \t 0\n", + "1 \t 8740 \t 4243 \t 2 \t 254 \t 0 \t 1\n", + "2 \t 4243 \t 254 \t 16 \t 179 \t 1 \t -4\n", + "3 \t 254 \t 179 \t 1 \t 75 \t -2 \t 9\n", + "4 \t 179 \t 75 \t 2 \t 29 \t 33 \t -148\n", + "5 \t 75 \t 29 \t 2 \t 17 \t -35 \t 157\n", + "6 \t 29 \t 17 \t 1 \t 12 \t 103 \t -462\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -241 \t 1081\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 344 \t -1543\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -585 \t 2624\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1514 \t -6791\n", + "\t\t\t\t\t -3613 \t 16206\n", + "GCD(39203, 8740) = 1, with coefficients -3613 and 16206 such that 1 = (-3613)*39203 + (16206)*8740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8741 \t 4 \t 4239 \t 1 \t 0\n", + "1 \t 8741 \t 4239 \t 2 \t 263 \t 0 \t 1\n", + "2 \t 4239 \t 263 \t 16 \t 31 \t 1 \t -4\n", + "3 \t 263 \t 31 \t 8 \t 15 \t -2 \t 9\n", + "4 \t 31 \t 15 \t 2 \t 1 \t 33 \t -148\n", + "5 \t 15 \t 1 \t 15 \t 0 \t -266 \t 1193\n", + "\t\t\t\t\t 565 \t -2534\n", + "GCD(39203, 8741) = 1, with coefficients 565 and -2534 such that 1 = (565)*39203 + (-2534)*8741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8742 \t 4 \t 4235 \t 1 \t 0\n", + "1 \t 8742 \t 4235 \t 2 \t 272 \t 0 \t 1\n", + "2 \t 4235 \t 272 \t 15 \t 155 \t 1 \t -4\n", + "3 \t 272 \t 155 \t 1 \t 117 \t -2 \t 9\n", + "4 \t 155 \t 117 \t 1 \t 38 \t 31 \t -139\n", + "5 \t 117 \t 38 \t 3 \t 3 \t -33 \t 148\n", + "6 \t 38 \t 3 \t 12 \t 2 \t 64 \t -287\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -225 \t 1009\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2764 \t -12395\n", + "\t\t\t\t\t -2989 \t 13404\n", + "GCD(39203, 8742) = 1, with coefficients -2989 and 13404 such that 1 = (-2989)*39203 + (13404)*8742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8743 \t 4 \t 4231 \t 1 \t 0\n", + "1 \t 8743 \t 4231 \t 2 \t 281 \t 0 \t 1\n", + "2 \t 4231 \t 281 \t 15 \t 16 \t 1 \t -4\n", + "3 \t 281 \t 16 \t 17 \t 9 \t -2 \t 9\n", + "4 \t 16 \t 9 \t 1 \t 7 \t 31 \t -139\n", + "5 \t 9 \t 7 \t 1 \t 2 \t -529 \t 2372\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 560 \t -2511\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1089 \t 4883\n", + "\t\t\t\t\t 3827 \t -17160\n", + "GCD(39203, 8743) = 1, with coefficients 3827 and -17160 such that 1 = (3827)*39203 + (-17160)*8743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8744 \t 4 \t 4227 \t 1 \t 0\n", + "1 \t 8744 \t 4227 \t 2 \t 290 \t 0 \t 1\n", + "2 \t 4227 \t 290 \t 14 \t 167 \t 1 \t -4\n", + "3 \t 290 \t 167 \t 1 \t 123 \t -2 \t 9\n", + "4 \t 167 \t 123 \t 1 \t 44 \t 29 \t -130\n", + "5 \t 123 \t 44 \t 2 \t 35 \t -31 \t 139\n", + "6 \t 44 \t 35 \t 1 \t 9 \t 60 \t -269\n", + "7 \t 35 \t 9 \t 3 \t 8 \t -151 \t 677\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 211 \t -946\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -784 \t 3515\n", + "\t\t\t\t\t 995 \t -4461\n", + "GCD(39203, 8744) = 1, with coefficients 995 and -4461 such that 1 = (995)*39203 + (-4461)*8744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8745 \t 4 \t 4223 \t 1 \t 0\n", + "1 \t 8745 \t 4223 \t 2 \t 299 \t 0 \t 1\n", + "2 \t 4223 \t 299 \t 14 \t 37 \t 1 \t -4\n", + "3 \t 299 \t 37 \t 8 \t 3 \t -2 \t 9\n", + "4 \t 37 \t 3 \t 12 \t 1 \t 29 \t -130\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -234 \t 1049\n", + "\t\t\t\t\t 2837 \t -12718\n", + "GCD(39203, 8745) = 1, with coefficients 2837 and -12718 such that 1 = (2837)*39203 + (-12718)*8745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8746 \t 4 \t 4219 \t 1 \t 0\n", + "1 \t 8746 \t 4219 \t 2 \t 308 \t 0 \t 1\n", + "2 \t 4219 \t 308 \t 13 \t 215 \t 1 \t -4\n", + "3 \t 308 \t 215 \t 1 \t 93 \t -2 \t 9\n", + "4 \t 215 \t 93 \t 2 \t 29 \t 27 \t -121\n", + "5 \t 93 \t 29 \t 3 \t 6 \t -29 \t 130\n", + "6 \t 29 \t 6 \t 4 \t 5 \t 85 \t -381\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -284 \t 1273\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 1221 \t -5473\n", + "\t\t\t\t\t -1505 \t 6746\n", + "GCD(39203, 8746) = 1, with coefficients -1505 and 6746 such that 1 = (-1505)*39203 + (6746)*8746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8747 \t 4 \t 4215 \t 1 \t 0\n", + "1 \t 8747 \t 4215 \t 2 \t 317 \t 0 \t 1\n", + "2 \t 4215 \t 317 \t 13 \t 94 \t 1 \t -4\n", + "3 \t 317 \t 94 \t 3 \t 35 \t -2 \t 9\n", + "4 \t 94 \t 35 \t 2 \t 24 \t 27 \t -121\n", + "5 \t 35 \t 24 \t 1 \t 11 \t -83 \t 372\n", + "6 \t 24 \t 11 \t 2 \t 2 \t 193 \t -865\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -276 \t 1237\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 745 \t -3339\n", + "\t\t\t\t\t -4001 \t 17932\n", + "GCD(39203, 8747) = 1, with coefficients -4001 and 17932 such that 1 = (-4001)*39203 + (17932)*8747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8748 \t 4 \t 4211 \t 1 \t 0\n", + "1 \t 8748 \t 4211 \t 2 \t 326 \t 0 \t 1\n", + "2 \t 4211 \t 326 \t 12 \t 299 \t 1 \t -4\n", + "3 \t 326 \t 299 \t 1 \t 27 \t -2 \t 9\n", + "4 \t 299 \t 27 \t 11 \t 2 \t 25 \t -112\n", + "5 \t 27 \t 2 \t 13 \t 1 \t -27 \t 121\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 322 \t -1443\n", + "\t\t\t\t\t -4213 \t 18880\n", + "GCD(39203, 8748) = 1, with coefficients -4213 and 18880 such that 1 = (-4213)*39203 + (18880)*8748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8749 \t 4 \t 4207 \t 1 \t 0\n", + "1 \t 8749 \t 4207 \t 2 \t 335 \t 0 \t 1\n", + "2 \t 4207 \t 335 \t 12 \t 187 \t 1 \t -4\n", + "3 \t 335 \t 187 \t 1 \t 148 \t -2 \t 9\n", + "4 \t 187 \t 148 \t 1 \t 39 \t 25 \t -112\n", + "5 \t 148 \t 39 \t 3 \t 31 \t -27 \t 121\n", + "6 \t 39 \t 31 \t 1 \t 8 \t 52 \t -233\n", + "7 \t 31 \t 8 \t 3 \t 7 \t -183 \t 820\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 235 \t -1053\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -888 \t 3979\n", + "\t\t\t\t\t 1123 \t -5032\n", + "GCD(39203, 8749) = 1, with coefficients 1123 and -5032 such that 1 = (1123)*39203 + (-5032)*8749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8750 \t 4 \t 4203 \t 1 \t 0\n", + "1 \t 8750 \t 4203 \t 2 \t 344 \t 0 \t 1\n", + "2 \t 4203 \t 344 \t 12 \t 75 \t 1 \t -4\n", + "3 \t 344 \t 75 \t 4 \t 44 \t -2 \t 9\n", + "4 \t 75 \t 44 \t 1 \t 31 \t 25 \t -112\n", + "5 \t 44 \t 31 \t 1 \t 13 \t -102 \t 457\n", + "6 \t 31 \t 13 \t 2 \t 5 \t 127 \t -569\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -229 \t 1026\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 585 \t -2621\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1399 \t 6268\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1984 \t -8889\n", + "\t\t\t\t\t -3383 \t 15157\n", + "GCD(39203, 8750) = 1, with coefficients -3383 and 15157 such that 1 = (-3383)*39203 + (15157)*8750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8751 \t 4 \t 4199 \t 1 \t 0\n", + "1 \t 8751 \t 4199 \t 2 \t 353 \t 0 \t 1\n", + "2 \t 4199 \t 353 \t 11 \t 316 \t 1 \t -4\n", + "3 \t 353 \t 316 \t 1 \t 37 \t -2 \t 9\n", + "4 \t 316 \t 37 \t 8 \t 20 \t 23 \t -103\n", + "5 \t 37 \t 20 \t 1 \t 17 \t -25 \t 112\n", + "6 \t 20 \t 17 \t 1 \t 3 \t 223 \t -999\n", + "7 \t 17 \t 3 \t 5 \t 2 \t -248 \t 1111\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 471 \t -2110\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2603 \t 11661\n", + "\t\t\t\t\t 3074 \t -13771\n", + "GCD(39203, 8751) = 1, with coefficients 3074 and -13771 such that 1 = (3074)*39203 + (-13771)*8751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8752 \t 4 \t 4195 \t 1 \t 0\n", + "1 \t 8752 \t 4195 \t 2 \t 362 \t 0 \t 1\n", + "2 \t 4195 \t 362 \t 11 \t 213 \t 1 \t -4\n", + "3 \t 362 \t 213 \t 1 \t 149 \t -2 \t 9\n", + "4 \t 213 \t 149 \t 1 \t 64 \t 23 \t -103\n", + "5 \t 149 \t 64 \t 2 \t 21 \t -25 \t 112\n", + "6 \t 64 \t 21 \t 3 \t 1 \t 48 \t -215\n", + "7 \t 21 \t 1 \t 21 \t 0 \t -121 \t 542\n", + "\t\t\t\t\t 411 \t -1841\n", + "GCD(39203, 8752) = 1, with coefficients 411 and -1841 such that 1 = (411)*39203 + (-1841)*8752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8753 \t 4 \t 4191 \t 1 \t 0\n", + "1 \t 8753 \t 4191 \t 2 \t 371 \t 0 \t 1\n", + "2 \t 4191 \t 371 \t 11 \t 110 \t 1 \t -4\n", + "3 \t 371 \t 110 \t 3 \t 41 \t -2 \t 9\n", + "4 \t 110 \t 41 \t 2 \t 28 \t 23 \t -103\n", + "5 \t 41 \t 28 \t 1 \t 13 \t -71 \t 318\n", + "6 \t 28 \t 13 \t 2 \t 2 \t 165 \t -739\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -236 \t 1057\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 637 \t -2853\n", + "\t\t\t\t\t -4058 \t 18175\n", + "GCD(39203, 8753) = 1, with coefficients -4058 and 18175 such that 1 = (-4058)*39203 + (18175)*8753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8754 \t 4 \t 4187 \t 1 \t 0\n", + "1 \t 8754 \t 4187 \t 2 \t 380 \t 0 \t 1\n", + "2 \t 4187 \t 380 \t 11 \t 7 \t 1 \t -4\n", + "3 \t 380 \t 7 \t 54 \t 2 \t -2 \t 9\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 23 \t -103\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1244 \t 5571\n", + "\t\t\t\t\t 3755 \t -16816\n", + "GCD(39203, 8754) = 1, with coefficients 3755 and -16816 such that 1 = (3755)*39203 + (-16816)*8754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8755 \t 4 \t 4183 \t 1 \t 0\n", + "1 \t 8755 \t 4183 \t 2 \t 389 \t 0 \t 1\n", + "2 \t 4183 \t 389 \t 10 \t 293 \t 1 \t -4\n", + "3 \t 389 \t 293 \t 1 \t 96 \t -2 \t 9\n", + "4 \t 293 \t 96 \t 3 \t 5 \t 21 \t -94\n", + "5 \t 96 \t 5 \t 19 \t 1 \t -23 \t 103\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 90 \t -403\n", + "\t\t\t\t\t -1733 \t 7760\n", + "GCD(39203, 8755) = 1, with coefficients -1733 and 7760 such that 1 = (-1733)*39203 + (7760)*8755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8756 \t 4 \t 4179 \t 1 \t 0\n", + "1 \t 8756 \t 4179 \t 2 \t 398 \t 0 \t 1\n", + "2 \t 4179 \t 398 \t 10 \t 199 \t 1 \t -4\n", + "3 \t 398 \t 199 \t 2 \t 0 \t -2 \t 9\n", + "\t\t\t\t\t 21 \t -94\n", + "GCD(39203, 8756) = 199, with coefficients 21 and -94 such that 199 = (21)*39203 + (-94)*8756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8757 \t 4 \t 4175 \t 1 \t 0\n", + "1 \t 8757 \t 4175 \t 2 \t 407 \t 0 \t 1\n", + "2 \t 4175 \t 407 \t 10 \t 105 \t 1 \t -4\n", + "3 \t 407 \t 105 \t 3 \t 92 \t -2 \t 9\n", + "4 \t 105 \t 92 \t 1 \t 13 \t 21 \t -94\n", + "5 \t 92 \t 13 \t 7 \t 1 \t -65 \t 291\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 86 \t -385\n", + "\t\t\t\t\t -667 \t 2986\n", + "GCD(39203, 8757) = 1, with coefficients -667 and 2986 such that 1 = (-667)*39203 + (2986)*8757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8758 \t 4 \t 4171 \t 1 \t 0\n", + "1 \t 8758 \t 4171 \t 2 \t 416 \t 0 \t 1\n", + "2 \t 4171 \t 416 \t 10 \t 11 \t 1 \t -4\n", + "3 \t 416 \t 11 \t 37 \t 9 \t -2 \t 9\n", + "4 \t 11 \t 9 \t 1 \t 2 \t 21 \t -94\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -779 \t 3487\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 800 \t -3581\n", + "\t\t\t\t\t -3979 \t 17811\n", + "GCD(39203, 8758) = 1, with coefficients -3979 and 17811 such that 1 = (-3979)*39203 + (17811)*8758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8759 \t 4 \t 4167 \t 1 \t 0\n", + "1 \t 8759 \t 4167 \t 2 \t 425 \t 0 \t 1\n", + "2 \t 4167 \t 425 \t 9 \t 342 \t 1 \t -4\n", + "3 \t 425 \t 342 \t 1 \t 83 \t -2 \t 9\n", + "4 \t 342 \t 83 \t 4 \t 10 \t 19 \t -85\n", + "5 \t 83 \t 10 \t 8 \t 3 \t -21 \t 94\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 103 \t -461\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -845 \t 3782\n", + "\t\t\t\t\t 2638 \t -11807\n", + "GCD(39203, 8759) = 1, with coefficients 2638 and -11807 such that 1 = (2638)*39203 + (-11807)*8759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8760 \t 4 \t 4163 \t 1 \t 0\n", + "1 \t 8760 \t 4163 \t 2 \t 434 \t 0 \t 1\n", + "2 \t 4163 \t 434 \t 9 \t 257 \t 1 \t -4\n", + "3 \t 434 \t 257 \t 1 \t 177 \t -2 \t 9\n", + "4 \t 257 \t 177 \t 1 \t 80 \t 19 \t -85\n", + "5 \t 177 \t 80 \t 2 \t 17 \t -21 \t 94\n", + "6 \t 80 \t 17 \t 4 \t 12 \t 40 \t -179\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -101 \t 452\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 444 \t -1987\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -545 \t 2439\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1534 \t -6865\n", + "\t\t\t\t\t -3613 \t 16169\n", + "GCD(39203, 8760) = 1, with coefficients -3613 and 16169 such that 1 = (-3613)*39203 + (16169)*8760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8761 \t 4 \t 4159 \t 1 \t 0\n", + "1 \t 8761 \t 4159 \t 2 \t 443 \t 0 \t 1\n", + "2 \t 4159 \t 443 \t 9 \t 172 \t 1 \t -4\n", + "3 \t 443 \t 172 \t 2 \t 99 \t -2 \t 9\n", + "4 \t 172 \t 99 \t 1 \t 73 \t 19 \t -85\n", + "5 \t 99 \t 73 \t 1 \t 26 \t -40 \t 179\n", + "6 \t 73 \t 26 \t 2 \t 21 \t 59 \t -264\n", + "7 \t 26 \t 21 \t 1 \t 5 \t -99 \t 443\n", + "8 \t 21 \t 5 \t 4 \t 1 \t 257 \t -1150\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -356 \t 1593\n", + "\t\t\t\t\t 1681 \t -7522\n", + "GCD(39203, 8761) = 1, with coefficients 1681 and -7522 such that 1 = (1681)*39203 + (-7522)*8761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8762 \t 4 \t 4155 \t 1 \t 0\n", + "1 \t 8762 \t 4155 \t 2 \t 452 \t 0 \t 1\n", + "2 \t 4155 \t 452 \t 9 \t 87 \t 1 \t -4\n", + "3 \t 452 \t 87 \t 5 \t 17 \t -2 \t 9\n", + "4 \t 87 \t 17 \t 5 \t 2 \t 19 \t -85\n", + "5 \t 17 \t 2 \t 8 \t 1 \t -97 \t 434\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 504 \t -2255\n", + "\t\t\t\t\t -4129 \t 18474\n", + "GCD(39203, 8762) = 1, with coefficients -4129 and 18474 such that 1 = (-4129)*39203 + (18474)*8762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8763 \t 4 \t 4151 \t 1 \t 0\n", + "1 \t 8763 \t 4151 \t 2 \t 461 \t 0 \t 1\n", + "2 \t 4151 \t 461 \t 9 \t 2 \t 1 \t -4\n", + "3 \t 461 \t 2 \t 230 \t 1 \t -2 \t 9\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 19 \t -85\n", + "\t\t\t\t\t -4372 \t 19559\n", + "GCD(39203, 8763) = 1, with coefficients -4372 and 19559 such that 1 = (-4372)*39203 + (19559)*8763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8764 \t 4 \t 4147 \t 1 \t 0\n", + "1 \t 8764 \t 4147 \t 2 \t 470 \t 0 \t 1\n", + "2 \t 4147 \t 470 \t 8 \t 387 \t 1 \t -4\n", + "3 \t 470 \t 387 \t 1 \t 83 \t -2 \t 9\n", + "4 \t 387 \t 83 \t 4 \t 55 \t 17 \t -76\n", + "5 \t 83 \t 55 \t 1 \t 28 \t -19 \t 85\n", + "6 \t 55 \t 28 \t 1 \t 27 \t 93 \t -416\n", + "7 \t 28 \t 27 \t 1 \t 1 \t -112 \t 501\n", + "8 \t 27 \t 1 \t 27 \t 0 \t 205 \t -917\n", + "\t\t\t\t\t -317 \t 1418\n", + "GCD(39203, 8764) = 1, with coefficients -317 and 1418 such that 1 = (-317)*39203 + (1418)*8764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8765 \t 4 \t 4143 \t 1 \t 0\n", + "1 \t 8765 \t 4143 \t 2 \t 479 \t 0 \t 1\n", + "2 \t 4143 \t 479 \t 8 \t 311 \t 1 \t -4\n", + "3 \t 479 \t 311 \t 1 \t 168 \t -2 \t 9\n", + "4 \t 311 \t 168 \t 1 \t 143 \t 17 \t -76\n", + "5 \t 168 \t 143 \t 1 \t 25 \t -19 \t 85\n", + "6 \t 143 \t 25 \t 5 \t 18 \t 36 \t -161\n", + "7 \t 25 \t 18 \t 1 \t 7 \t -55 \t 246\n", + "8 \t 18 \t 7 \t 2 \t 4 \t 311 \t -1391\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -366 \t 1637\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 1043 \t -4665\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1409 \t 6302\n", + "\t\t\t\t\t 2452 \t -10967\n", + "GCD(39203, 8765) = 1, with coefficients 2452 and -10967 such that 1 = (2452)*39203 + (-10967)*8765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8766 \t 4 \t 4139 \t 1 \t 0\n", + "1 \t 8766 \t 4139 \t 2 \t 488 \t 0 \t 1\n", + "2 \t 4139 \t 488 \t 8 \t 235 \t 1 \t -4\n", + "3 \t 488 \t 235 \t 2 \t 18 \t -2 \t 9\n", + "4 \t 235 \t 18 \t 13 \t 1 \t 17 \t -76\n", + "5 \t 18 \t 1 \t 18 \t 0 \t -36 \t 161\n", + "\t\t\t\t\t 485 \t -2169\n", + "GCD(39203, 8766) = 1, with coefficients 485 and -2169 such that 1 = (485)*39203 + (-2169)*8766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8767 \t 4 \t 4135 \t 1 \t 0\n", + "1 \t 8767 \t 4135 \t 2 \t 497 \t 0 \t 1\n", + "2 \t 4135 \t 497 \t 8 \t 159 \t 1 \t -4\n", + "3 \t 497 \t 159 \t 3 \t 20 \t -2 \t 9\n", + "4 \t 159 \t 20 \t 7 \t 19 \t 17 \t -76\n", + "5 \t 20 \t 19 \t 1 \t 1 \t -53 \t 237\n", + "6 \t 19 \t 1 \t 19 \t 0 \t 388 \t -1735\n", + "\t\t\t\t\t -441 \t 1972\n", + "GCD(39203, 8767) = 1, with coefficients -441 and 1972 such that 1 = (-441)*39203 + (1972)*8767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8768 \t 4 \t 4131 \t 1 \t 0\n", + "1 \t 8768 \t 4131 \t 2 \t 506 \t 0 \t 1\n", + "2 \t 4131 \t 506 \t 8 \t 83 \t 1 \t -4\n", + "3 \t 506 \t 83 \t 6 \t 8 \t -2 \t 9\n", + "4 \t 83 \t 8 \t 10 \t 3 \t 17 \t -76\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -104 \t 465\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1057 \t -4726\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2218 \t 9917\n", + "\t\t\t\t\t 3275 \t -14643\n", + "GCD(39203, 8768) = 1, with coefficients 3275 and -14643 such that 1 = (3275)*39203 + (-14643)*8768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8769 \t 4 \t 4127 \t 1 \t 0\n", + "1 \t 8769 \t 4127 \t 2 \t 515 \t 0 \t 1\n", + "2 \t 4127 \t 515 \t 8 \t 7 \t 1 \t -4\n", + "3 \t 515 \t 7 \t 73 \t 4 \t -2 \t 9\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 17 \t -76\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -1243 \t 5557\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1260 \t -5633\n", + "\t\t\t\t\t -2503 \t 11190\n", + "GCD(39203, 8769) = 1, with coefficients -2503 and 11190 such that 1 = (-2503)*39203 + (11190)*8769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8770 \t 4 \t 4123 \t 1 \t 0\n", + "1 \t 8770 \t 4123 \t 2 \t 524 \t 0 \t 1\n", + "2 \t 4123 \t 524 \t 7 \t 455 \t 1 \t -4\n", + "3 \t 524 \t 455 \t 1 \t 69 \t -2 \t 9\n", + "4 \t 455 \t 69 \t 6 \t 41 \t 15 \t -67\n", + "5 \t 69 \t 41 \t 1 \t 28 \t -17 \t 76\n", + "6 \t 41 \t 28 \t 1 \t 13 \t 117 \t -523\n", + "7 \t 28 \t 13 \t 2 \t 2 \t -134 \t 599\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 251 \t -1122\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -636 \t 2843\n", + "\t\t\t\t\t 4067 \t -18180\n", + "GCD(39203, 8770) = 1, with coefficients 4067 and -18180 such that 1 = (4067)*39203 + (-18180)*8770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8771 \t 4 \t 4119 \t 1 \t 0\n", + "1 \t 8771 \t 4119 \t 2 \t 533 \t 0 \t 1\n", + "2 \t 4119 \t 533 \t 7 \t 388 \t 1 \t -4\n", + "3 \t 533 \t 388 \t 1 \t 145 \t -2 \t 9\n", + "4 \t 388 \t 145 \t 2 \t 98 \t 15 \t -67\n", + "5 \t 145 \t 98 \t 1 \t 47 \t -17 \t 76\n", + "6 \t 98 \t 47 \t 2 \t 4 \t 49 \t -219\n", + "7 \t 47 \t 4 \t 11 \t 3 \t -66 \t 295\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 181 \t -809\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -2057 \t 9194\n", + "\t\t\t\t\t 2238 \t -10003\n", + "GCD(39203, 8771) = 1, with coefficients 2238 and -10003 such that 1 = (2238)*39203 + (-10003)*8771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8772 \t 4 \t 4115 \t 1 \t 0\n", + "1 \t 8772 \t 4115 \t 2 \t 542 \t 0 \t 1\n", + "2 \t 4115 \t 542 \t 7 \t 321 \t 1 \t -4\n", + "3 \t 542 \t 321 \t 1 \t 221 \t -2 \t 9\n", + "4 \t 321 \t 221 \t 1 \t 100 \t 15 \t -67\n", + "5 \t 221 \t 100 \t 2 \t 21 \t -17 \t 76\n", + "6 \t 100 \t 21 \t 4 \t 16 \t 32 \t -143\n", + "7 \t 21 \t 16 \t 1 \t 5 \t -81 \t 362\n", + "8 \t 16 \t 5 \t 3 \t 1 \t 356 \t -1591\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -437 \t 1953\n", + "\t\t\t\t\t 1667 \t -7450\n", + "GCD(39203, 8772) = 1, with coefficients 1667 and -7450 such that 1 = (1667)*39203 + (-7450)*8772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8773 \t 4 \t 4111 \t 1 \t 0\n", + "1 \t 8773 \t 4111 \t 2 \t 551 \t 0 \t 1\n", + "2 \t 4111 \t 551 \t 7 \t 254 \t 1 \t -4\n", + "3 \t 551 \t 254 \t 2 \t 43 \t -2 \t 9\n", + "4 \t 254 \t 43 \t 5 \t 39 \t 15 \t -67\n", + "5 \t 43 \t 39 \t 1 \t 4 \t -32 \t 143\n", + "6 \t 39 \t 4 \t 9 \t 3 \t 175 \t -782\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -207 \t 925\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 2038 \t -9107\n", + "\t\t\t\t\t -2245 \t 10032\n", + "GCD(39203, 8773) = 1, with coefficients -2245 and 10032 such that 1 = (-2245)*39203 + (10032)*8773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8774 \t 4 \t 4107 \t 1 \t 0\n", + "1 \t 8774 \t 4107 \t 2 \t 560 \t 0 \t 1\n", + "2 \t 4107 \t 560 \t 7 \t 187 \t 1 \t -4\n", + "3 \t 560 \t 187 \t 2 \t 186 \t -2 \t 9\n", + "4 \t 187 \t 186 \t 1 \t 1 \t 15 \t -67\n", + "5 \t 186 \t 1 \t 186 \t 0 \t -32 \t 143\n", + "\t\t\t\t\t 47 \t -210\n", + "GCD(39203, 8774) = 1, with coefficients 47 and -210 such that 1 = (47)*39203 + (-210)*8774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8775 \t 4 \t 4103 \t 1 \t 0\n", + "1 \t 8775 \t 4103 \t 2 \t 569 \t 0 \t 1\n", + "2 \t 4103 \t 569 \t 7 \t 120 \t 1 \t -4\n", + "3 \t 569 \t 120 \t 4 \t 89 \t -2 \t 9\n", + "4 \t 120 \t 89 \t 1 \t 31 \t 15 \t -67\n", + "5 \t 89 \t 31 \t 2 \t 27 \t -62 \t 277\n", + "6 \t 31 \t 27 \t 1 \t 4 \t 77 \t -344\n", + "7 \t 27 \t 4 \t 6 \t 3 \t -216 \t 965\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 293 \t -1309\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1974 \t 8819\n", + "\t\t\t\t\t 2267 \t -10128\n", + "GCD(39203, 8775) = 1, with coefficients 2267 and -10128 such that 1 = (2267)*39203 + (-10128)*8775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8776 \t 4 \t 4099 \t 1 \t 0\n", + "1 \t 8776 \t 4099 \t 2 \t 578 \t 0 \t 1\n", + "2 \t 4099 \t 578 \t 7 \t 53 \t 1 \t -4\n", + "3 \t 578 \t 53 \t 10 \t 48 \t -2 \t 9\n", + "4 \t 53 \t 48 \t 1 \t 5 \t 15 \t -67\n", + "5 \t 48 \t 5 \t 9 \t 3 \t -152 \t 679\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 167 \t -746\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1655 \t 7393\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1822 \t -8139\n", + "\t\t\t\t\t -3477 \t 15532\n", + "GCD(39203, 8776) = 1, with coefficients -3477 and 15532 such that 1 = (-3477)*39203 + (15532)*8776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8777 \t 4 \t 4095 \t 1 \t 0\n", + "1 \t 8777 \t 4095 \t 2 \t 587 \t 0 \t 1\n", + "2 \t 4095 \t 587 \t 6 \t 573 \t 1 \t -4\n", + "3 \t 587 \t 573 \t 1 \t 14 \t -2 \t 9\n", + "4 \t 573 \t 14 \t 40 \t 13 \t 13 \t -58\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -15 \t 67\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 613 \t -2738\n", + "\t\t\t\t\t -628 \t 2805\n", + "GCD(39203, 8777) = 1, with coefficients -628 and 2805 such that 1 = (-628)*39203 + (2805)*8777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8778 \t 4 \t 4091 \t 1 \t 0\n", + "1 \t 8778 \t 4091 \t 2 \t 596 \t 0 \t 1\n", + "2 \t 4091 \t 596 \t 6 \t 515 \t 1 \t -4\n", + "3 \t 596 \t 515 \t 1 \t 81 \t -2 \t 9\n", + "4 \t 515 \t 81 \t 6 \t 29 \t 13 \t -58\n", + "5 \t 81 \t 29 \t 2 \t 23 \t -15 \t 67\n", + "6 \t 29 \t 23 \t 1 \t 6 \t 103 \t -460\n", + "7 \t 23 \t 6 \t 3 \t 5 \t -221 \t 987\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 324 \t -1447\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1193 \t 5328\n", + "\t\t\t\t\t 1517 \t -6775\n", + "GCD(39203, 8778) = 1, with coefficients 1517 and -6775 such that 1 = (1517)*39203 + (-6775)*8778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8779 \t 4 \t 4087 \t 1 \t 0\n", + "1 \t 8779 \t 4087 \t 2 \t 605 \t 0 \t 1\n", + "2 \t 4087 \t 605 \t 6 \t 457 \t 1 \t -4\n", + "3 \t 605 \t 457 \t 1 \t 148 \t -2 \t 9\n", + "4 \t 457 \t 148 \t 3 \t 13 \t 13 \t -58\n", + "5 \t 148 \t 13 \t 11 \t 5 \t -15 \t 67\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 58 \t -259\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -653 \t 2916\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1364 \t -6091\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2017 \t 9007\n", + "\t\t\t\t\t 3381 \t -15098\n", + "GCD(39203, 8779) = 1, with coefficients 3381 and -15098 such that 1 = (3381)*39203 + (-15098)*8779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8780 \t 4 \t 4083 \t 1 \t 0\n", + "1 \t 8780 \t 4083 \t 2 \t 614 \t 0 \t 1\n", + "2 \t 4083 \t 614 \t 6 \t 399 \t 1 \t -4\n", + "3 \t 614 \t 399 \t 1 \t 215 \t -2 \t 9\n", + "4 \t 399 \t 215 \t 1 \t 184 \t 13 \t -58\n", + "5 \t 215 \t 184 \t 1 \t 31 \t -15 \t 67\n", + "6 \t 184 \t 31 \t 5 \t 29 \t 28 \t -125\n", + "7 \t 31 \t 29 \t 1 \t 2 \t -43 \t 192\n", + "8 \t 29 \t 2 \t 14 \t 1 \t 243 \t -1085\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -286 \t 1277\n", + "\t\t\t\t\t 4247 \t -18963\n", + "GCD(39203, 8780) = 1, with coefficients 4247 and -18963 such that 1 = (4247)*39203 + (-18963)*8780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8781 \t 4 \t 4079 \t 1 \t 0\n", + "1 \t 8781 \t 4079 \t 2 \t 623 \t 0 \t 1\n", + "2 \t 4079 \t 623 \t 6 \t 341 \t 1 \t -4\n", + "3 \t 623 \t 341 \t 1 \t 282 \t -2 \t 9\n", + "4 \t 341 \t 282 \t 1 \t 59 \t 13 \t -58\n", + "5 \t 282 \t 59 \t 4 \t 46 \t -15 \t 67\n", + "6 \t 59 \t 46 \t 1 \t 13 \t 28 \t -125\n", + "7 \t 46 \t 13 \t 3 \t 7 \t -127 \t 567\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 155 \t -692\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -592 \t 2643\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 747 \t -3335\n", + "\t\t\t\t\t -1339 \t 5978\n", + "GCD(39203, 8781) = 1, with coefficients -1339 and 5978 such that 1 = (-1339)*39203 + (5978)*8781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8782 \t 4 \t 4075 \t 1 \t 0\n", + "1 \t 8782 \t 4075 \t 2 \t 632 \t 0 \t 1\n", + "2 \t 4075 \t 632 \t 6 \t 283 \t 1 \t -4\n", + "3 \t 632 \t 283 \t 2 \t 66 \t -2 \t 9\n", + "4 \t 283 \t 66 \t 4 \t 19 \t 13 \t -58\n", + "5 \t 66 \t 19 \t 3 \t 9 \t -28 \t 125\n", + "6 \t 19 \t 9 \t 2 \t 1 \t 125 \t -558\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -403 \t 1799\n", + "\t\t\t\t\t 931 \t -4156\n", + "GCD(39203, 8782) = 1, with coefficients 931 and -4156 such that 1 = (931)*39203 + (-4156)*8782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8783 \t 4 \t 4071 \t 1 \t 0\n", + "1 \t 8783 \t 4071 \t 2 \t 641 \t 0 \t 1\n", + "2 \t 4071 \t 641 \t 6 \t 225 \t 1 \t -4\n", + "3 \t 641 \t 225 \t 2 \t 191 \t -2 \t 9\n", + "4 \t 225 \t 191 \t 1 \t 34 \t 13 \t -58\n", + "5 \t 191 \t 34 \t 5 \t 21 \t -28 \t 125\n", + "6 \t 34 \t 21 \t 1 \t 13 \t 41 \t -183\n", + "7 \t 21 \t 13 \t 1 \t 8 \t -233 \t 1040\n", + "8 \t 13 \t 8 \t 1 \t 5 \t 274 \t -1223\n", + "9 \t 8 \t 5 \t 1 \t 3 \t -507 \t 2263\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 781 \t -3486\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1288 \t 5749\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2069 \t -9235\n", + "\t\t\t\t\t -3357 \t 14984\n", + "GCD(39203, 8783) = 1, with coefficients -3357 and 14984 such that 1 = (-3357)*39203 + (14984)*8783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8784 \t 4 \t 4067 \t 1 \t 0\n", + "1 \t 8784 \t 4067 \t 2 \t 650 \t 0 \t 1\n", + "2 \t 4067 \t 650 \t 6 \t 167 \t 1 \t -4\n", + "3 \t 650 \t 167 \t 3 \t 149 \t -2 \t 9\n", + "4 \t 167 \t 149 \t 1 \t 18 \t 13 \t -58\n", + "5 \t 149 \t 18 \t 8 \t 5 \t -41 \t 183\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 54 \t -241\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -473 \t 2111\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1473 \t -6574\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1946 \t 8685\n", + "\t\t\t\t\t 3419 \t -15259\n", + "GCD(39203, 8784) = 1, with coefficients 3419 and -15259 such that 1 = (3419)*39203 + (-15259)*8784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8785 \t 4 \t 4063 \t 1 \t 0\n", + "1 \t 8785 \t 4063 \t 2 \t 659 \t 0 \t 1\n", + "2 \t 4063 \t 659 \t 6 \t 109 \t 1 \t -4\n", + "3 \t 659 \t 109 \t 6 \t 5 \t -2 \t 9\n", + "4 \t 109 \t 5 \t 21 \t 4 \t 13 \t -58\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -80 \t 357\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1693 \t -7555\n", + "\t\t\t\t\t -1773 \t 7912\n", + "GCD(39203, 8785) = 1, with coefficients -1773 and 7912 such that 1 = (-1773)*39203 + (7912)*8785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8786 \t 4 \t 4059 \t 1 \t 0\n", + "1 \t 8786 \t 4059 \t 2 \t 668 \t 0 \t 1\n", + "2 \t 4059 \t 668 \t 6 \t 51 \t 1 \t -4\n", + "3 \t 668 \t 51 \t 13 \t 5 \t -2 \t 9\n", + "4 \t 51 \t 5 \t 10 \t 1 \t 13 \t -58\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -171 \t 763\n", + "\t\t\t\t\t 1723 \t -7688\n", + "GCD(39203, 8786) = 1, with coefficients 1723 and -7688 such that 1 = (1723)*39203 + (-7688)*8786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8787 \t 4 \t 4055 \t 1 \t 0\n", + "1 \t 8787 \t 4055 \t 2 \t 677 \t 0 \t 1\n", + "2 \t 4055 \t 677 \t 5 \t 670 \t 1 \t -4\n", + "3 \t 677 \t 670 \t 1 \t 7 \t -2 \t 9\n", + "4 \t 670 \t 7 \t 95 \t 5 \t 11 \t -49\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -13 \t 58\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 1246 \t -5559\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1259 \t 5617\n", + "\t\t\t\t\t 3764 \t -16793\n", + "GCD(39203, 8787) = 1, with coefficients 3764 and -16793 such that 1 = (3764)*39203 + (-16793)*8787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8788 \t 4 \t 4051 \t 1 \t 0\n", + "1 \t 8788 \t 4051 \t 2 \t 686 \t 0 \t 1\n", + "2 \t 4051 \t 686 \t 5 \t 621 \t 1 \t -4\n", + "3 \t 686 \t 621 \t 1 \t 65 \t -2 \t 9\n", + "4 \t 621 \t 65 \t 9 \t 36 \t 11 \t -49\n", + "5 \t 65 \t 36 \t 1 \t 29 \t -13 \t 58\n", + "6 \t 36 \t 29 \t 1 \t 7 \t 128 \t -571\n", + "7 \t 29 \t 7 \t 4 \t 1 \t -141 \t 629\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 269 \t -1200\n", + "\t\t\t\t\t -1217 \t 5429\n", + "GCD(39203, 8788) = 1, with coefficients -1217 and 5429 such that 1 = (-1217)*39203 + (5429)*8788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8789 \t 4 \t 4047 \t 1 \t 0\n", + "1 \t 8789 \t 4047 \t 2 \t 695 \t 0 \t 1\n", + "2 \t 4047 \t 695 \t 5 \t 572 \t 1 \t -4\n", + "3 \t 695 \t 572 \t 1 \t 123 \t -2 \t 9\n", + "4 \t 572 \t 123 \t 4 \t 80 \t 11 \t -49\n", + "5 \t 123 \t 80 \t 1 \t 43 \t -13 \t 58\n", + "6 \t 80 \t 43 \t 1 \t 37 \t 63 \t -281\n", + "7 \t 43 \t 37 \t 1 \t 6 \t -76 \t 339\n", + "8 \t 37 \t 6 \t 6 \t 1 \t 139 \t -620\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -215 \t 959\n", + "\t\t\t\t\t 1429 \t -6374\n", + "GCD(39203, 8789) = 1, with coefficients 1429 and -6374 such that 1 = (1429)*39203 + (-6374)*8789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8790 \t 4 \t 4043 \t 1 \t 0\n", + "1 \t 8790 \t 4043 \t 2 \t 704 \t 0 \t 1\n", + "2 \t 4043 \t 704 \t 5 \t 523 \t 1 \t -4\n", + "3 \t 704 \t 523 \t 1 \t 181 \t -2 \t 9\n", + "4 \t 523 \t 181 \t 2 \t 161 \t 11 \t -49\n", + "5 \t 181 \t 161 \t 1 \t 20 \t -13 \t 58\n", + "6 \t 161 \t 20 \t 8 \t 1 \t 37 \t -165\n", + "7 \t 20 \t 1 \t 20 \t 0 \t -50 \t 223\n", + "\t\t\t\t\t 437 \t -1949\n", + "GCD(39203, 8790) = 1, with coefficients 437 and -1949 such that 1 = (437)*39203 + (-1949)*8790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8791 \t 4 \t 4039 \t 1 \t 0\n", + "1 \t 8791 \t 4039 \t 2 \t 713 \t 0 \t 1\n", + "2 \t 4039 \t 713 \t 5 \t 474 \t 1 \t -4\n", + "3 \t 713 \t 474 \t 1 \t 239 \t -2 \t 9\n", + "4 \t 474 \t 239 \t 1 \t 235 \t 11 \t -49\n", + "5 \t 239 \t 235 \t 1 \t 4 \t -13 \t 58\n", + "6 \t 235 \t 4 \t 58 \t 3 \t 24 \t -107\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -37 \t 165\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 2170 \t -9677\n", + "\t\t\t\t\t -2207 \t 9842\n", + "GCD(39203, 8791) = 1, with coefficients -2207 and 9842 such that 1 = (-2207)*39203 + (9842)*8791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8792 \t 4 \t 4035 \t 1 \t 0\n", + "1 \t 8792 \t 4035 \t 2 \t 722 \t 0 \t 1\n", + "2 \t 4035 \t 722 \t 5 \t 425 \t 1 \t -4\n", + "3 \t 722 \t 425 \t 1 \t 297 \t -2 \t 9\n", + "4 \t 425 \t 297 \t 1 \t 128 \t 11 \t -49\n", + "5 \t 297 \t 128 \t 2 \t 41 \t -13 \t 58\n", + "6 \t 128 \t 41 \t 3 \t 5 \t 24 \t -107\n", + "7 \t 41 \t 5 \t 8 \t 1 \t -61 \t 272\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 207 \t -923\n", + "\t\t\t\t\t -1717 \t 7656\n", + "GCD(39203, 8792) = 1, with coefficients -1717 and 7656 such that 1 = (-1717)*39203 + (7656)*8792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8793 \t 4 \t 4031 \t 1 \t 0\n", + "1 \t 8793 \t 4031 \t 2 \t 731 \t 0 \t 1\n", + "2 \t 4031 \t 731 \t 5 \t 376 \t 1 \t -4\n", + "3 \t 731 \t 376 \t 1 \t 355 \t -2 \t 9\n", + "4 \t 376 \t 355 \t 1 \t 21 \t 11 \t -49\n", + "5 \t 355 \t 21 \t 16 \t 19 \t -13 \t 58\n", + "6 \t 21 \t 19 \t 1 \t 2 \t 24 \t -107\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -397 \t 1770\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 421 \t -1877\n", + "\t\t\t\t\t -4186 \t 18663\n", + "GCD(39203, 8793) = 1, with coefficients -4186 and 18663 such that 1 = (-4186)*39203 + (18663)*8793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8794 \t 4 \t 4027 \t 1 \t 0\n", + "1 \t 8794 \t 4027 \t 2 \t 740 \t 0 \t 1\n", + "2 \t 4027 \t 740 \t 5 \t 327 \t 1 \t -4\n", + "3 \t 740 \t 327 \t 2 \t 86 \t -2 \t 9\n", + "4 \t 327 \t 86 \t 3 \t 69 \t 11 \t -49\n", + "5 \t 86 \t 69 \t 1 \t 17 \t -24 \t 107\n", + "6 \t 69 \t 17 \t 4 \t 1 \t 83 \t -370\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -107 \t 477\n", + "\t\t\t\t\t 511 \t -2278\n", + "GCD(39203, 8794) = 1, with coefficients 511 and -2278 such that 1 = (511)*39203 + (-2278)*8794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8795 \t 4 \t 4023 \t 1 \t 0\n", + "1 \t 8795 \t 4023 \t 2 \t 749 \t 0 \t 1\n", + "2 \t 4023 \t 749 \t 5 \t 278 \t 1 \t -4\n", + "3 \t 749 \t 278 \t 2 \t 193 \t -2 \t 9\n", + "4 \t 278 \t 193 \t 1 \t 85 \t 11 \t -49\n", + "5 \t 193 \t 85 \t 2 \t 23 \t -24 \t 107\n", + "6 \t 85 \t 23 \t 3 \t 16 \t 35 \t -156\n", + "7 \t 23 \t 16 \t 1 \t 7 \t -94 \t 419\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 317 \t -1413\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -411 \t 1832\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1139 \t -5077\n", + "\t\t\t\t\t -3828 \t 17063\n", + "GCD(39203, 8795) = 1, with coefficients -3828 and 17063 such that 1 = (-3828)*39203 + (17063)*8795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8796 \t 4 \t 4019 \t 1 \t 0\n", + "1 \t 8796 \t 4019 \t 2 \t 758 \t 0 \t 1\n", + "2 \t 4019 \t 758 \t 5 \t 229 \t 1 \t -4\n", + "3 \t 758 \t 229 \t 3 \t 71 \t -2 \t 9\n", + "4 \t 229 \t 71 \t 3 \t 16 \t 11 \t -49\n", + "5 \t 71 \t 16 \t 4 \t 7 \t -35 \t 156\n", + "6 \t 16 \t 7 \t 2 \t 2 \t 116 \t -517\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -499 \t 2224\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1114 \t -4965\n", + "\t\t\t\t\t -3841 \t 17119\n", + "GCD(39203, 8796) = 1, with coefficients -3841 and 17119 such that 1 = (-3841)*39203 + (17119)*8796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8797 \t 4 \t 4015 \t 1 \t 0\n", + "1 \t 8797 \t 4015 \t 2 \t 767 \t 0 \t 1\n", + "2 \t 4015 \t 767 \t 5 \t 180 \t 1 \t -4\n", + "3 \t 767 \t 180 \t 4 \t 47 \t -2 \t 9\n", + "4 \t 180 \t 47 \t 3 \t 39 \t 11 \t -49\n", + "5 \t 47 \t 39 \t 1 \t 8 \t -46 \t 205\n", + "6 \t 39 \t 8 \t 4 \t 7 \t 149 \t -664\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -195 \t 869\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 929 \t -4140\n", + "\t\t\t\t\t -1124 \t 5009\n", + "GCD(39203, 8797) = 1, with coefficients -1124 and 5009 such that 1 = (-1124)*39203 + (5009)*8797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8798 \t 4 \t 4011 \t 1 \t 0\n", + "1 \t 8798 \t 4011 \t 2 \t 776 \t 0 \t 1\n", + "2 \t 4011 \t 776 \t 5 \t 131 \t 1 \t -4\n", + "3 \t 776 \t 131 \t 5 \t 121 \t -2 \t 9\n", + "4 \t 131 \t 121 \t 1 \t 10 \t 11 \t -49\n", + "5 \t 121 \t 10 \t 12 \t 1 \t -57 \t 254\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 68 \t -303\n", + "\t\t\t\t\t -873 \t 3890\n", + "GCD(39203, 8798) = 1, with coefficients -873 and 3890 such that 1 = (-873)*39203 + (3890)*8798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8799 \t 4 \t 4007 \t 1 \t 0\n", + "1 \t 8799 \t 4007 \t 2 \t 785 \t 0 \t 1\n", + "2 \t 4007 \t 785 \t 5 \t 82 \t 1 \t -4\n", + "3 \t 785 \t 82 \t 9 \t 47 \t -2 \t 9\n", + "4 \t 82 \t 47 \t 1 \t 35 \t 11 \t -49\n", + "5 \t 47 \t 35 \t 1 \t 12 \t -101 \t 450\n", + "6 \t 35 \t 12 \t 2 \t 11 \t 112 \t -499\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -213 \t 949\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 538 \t -2397\n", + "\t\t\t\t\t -751 \t 3346\n", + "GCD(39203, 8799) = 1, with coefficients -751 and 3346 such that 1 = (-751)*39203 + (3346)*8799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8800 \t 4 \t 4003 \t 1 \t 0\n", + "1 \t 8800 \t 4003 \t 2 \t 794 \t 0 \t 1\n", + "2 \t 4003 \t 794 \t 5 \t 33 \t 1 \t -4\n", + "3 \t 794 \t 33 \t 24 \t 2 \t -2 \t 9\n", + "4 \t 33 \t 2 \t 16 \t 1 \t 11 \t -49\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -266 \t 1185\n", + "\t\t\t\t\t 4267 \t -19009\n", + "GCD(39203, 8800) = 1, with coefficients 4267 and -19009 such that 1 = (4267)*39203 + (-19009)*8800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8801 \t 4 \t 3999 \t 1 \t 0\n", + "1 \t 8801 \t 3999 \t 2 \t 803 \t 0 \t 1\n", + "2 \t 3999 \t 803 \t 4 \t 787 \t 1 \t -4\n", + "3 \t 803 \t 787 \t 1 \t 16 \t -2 \t 9\n", + "4 \t 787 \t 16 \t 49 \t 3 \t 9 \t -40\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -11 \t 49\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 548 \t -2441\n", + "\t\t\t\t\t -2751 \t 12254\n", + "GCD(39203, 8801) = 1, with coefficients -2751 and 12254 such that 1 = (-2751)*39203 + (12254)*8801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8802 \t 4 \t 3995 \t 1 \t 0\n", + "1 \t 8802 \t 3995 \t 2 \t 812 \t 0 \t 1\n", + "2 \t 3995 \t 812 \t 4 \t 747 \t 1 \t -4\n", + "3 \t 812 \t 747 \t 1 \t 65 \t -2 \t 9\n", + "4 \t 747 \t 65 \t 11 \t 32 \t 9 \t -40\n", + "5 \t 65 \t 32 \t 2 \t 1 \t -11 \t 49\n", + "6 \t 32 \t 1 \t 32 \t 0 \t 130 \t -579\n", + "\t\t\t\t\t -271 \t 1207\n", + "GCD(39203, 8802) = 1, with coefficients -271 and 1207 such that 1 = (-271)*39203 + (1207)*8802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8803 \t 4 \t 3991 \t 1 \t 0\n", + "1 \t 8803 \t 3991 \t 2 \t 821 \t 0 \t 1\n", + "2 \t 3991 \t 821 \t 4 \t 707 \t 1 \t -4\n", + "3 \t 821 \t 707 \t 1 \t 114 \t -2 \t 9\n", + "4 \t 707 \t 114 \t 6 \t 23 \t 9 \t -40\n", + "5 \t 114 \t 23 \t 4 \t 22 \t -11 \t 49\n", + "6 \t 23 \t 22 \t 1 \t 1 \t 75 \t -334\n", + "7 \t 22 \t 1 \t 22 \t 0 \t -311 \t 1385\n", + "\t\t\t\t\t 386 \t -1719\n", + "GCD(39203, 8803) = 1, with coefficients 386 and -1719 such that 1 = (386)*39203 + (-1719)*8803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8804 \t 4 \t 3987 \t 1 \t 0\n", + "1 \t 8804 \t 3987 \t 2 \t 830 \t 0 \t 1\n", + "2 \t 3987 \t 830 \t 4 \t 667 \t 1 \t -4\n", + "3 \t 830 \t 667 \t 1 \t 163 \t -2 \t 9\n", + "4 \t 667 \t 163 \t 4 \t 15 \t 9 \t -40\n", + "5 \t 163 \t 15 \t 10 \t 13 \t -11 \t 49\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 53 \t -236\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -541 \t 2409\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 594 \t -2645\n", + "\t\t\t\t\t -4105 \t 18279\n", + "GCD(39203, 8804) = 1, with coefficients -4105 and 18279 such that 1 = (-4105)*39203 + (18279)*8804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8805 \t 4 \t 3983 \t 1 \t 0\n", + "1 \t 8805 \t 3983 \t 2 \t 839 \t 0 \t 1\n", + "2 \t 3983 \t 839 \t 4 \t 627 \t 1 \t -4\n", + "3 \t 839 \t 627 \t 1 \t 212 \t -2 \t 9\n", + "4 \t 627 \t 212 \t 2 \t 203 \t 9 \t -40\n", + "5 \t 212 \t 203 \t 1 \t 9 \t -11 \t 49\n", + "6 \t 203 \t 9 \t 22 \t 5 \t 31 \t -138\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -42 \t 187\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 955 \t -4252\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -997 \t 4439\n", + "\t\t\t\t\t 1952 \t -8691\n", + "GCD(39203, 8805) = 1, with coefficients 1952 and -8691 such that 1 = (1952)*39203 + (-8691)*8805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8806 \t 4 \t 3979 \t 1 \t 0\n", + "1 \t 8806 \t 3979 \t 2 \t 848 \t 0 \t 1\n", + "2 \t 3979 \t 848 \t 4 \t 587 \t 1 \t -4\n", + "3 \t 848 \t 587 \t 1 \t 261 \t -2 \t 9\n", + "4 \t 587 \t 261 \t 2 \t 65 \t 9 \t -40\n", + "5 \t 261 \t 65 \t 4 \t 1 \t -11 \t 49\n", + "6 \t 65 \t 1 \t 65 \t 0 \t 31 \t -138\n", + "\t\t\t\t\t -135 \t 601\n", + "GCD(39203, 8806) = 1, with coefficients -135 and 601 such that 1 = (-135)*39203 + (601)*8806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8807 \t 4 \t 3975 \t 1 \t 0\n", + "1 \t 8807 \t 3975 \t 2 \t 857 \t 0 \t 1\n", + "2 \t 3975 \t 857 \t 4 \t 547 \t 1 \t -4\n", + "3 \t 857 \t 547 \t 1 \t 310 \t -2 \t 9\n", + "4 \t 547 \t 310 \t 1 \t 237 \t 9 \t -40\n", + "5 \t 310 \t 237 \t 1 \t 73 \t -11 \t 49\n", + "6 \t 237 \t 73 \t 3 \t 18 \t 20 \t -89\n", + "7 \t 73 \t 18 \t 4 \t 1 \t -31 \t 138\n", + "8 \t 18 \t 1 \t 18 \t 0 \t 113 \t -503\n", + "\t\t\t\t\t -483 \t 2150\n", + "GCD(39203, 8807) = 1, with coefficients -483 and 2150 such that 1 = (-483)*39203 + (2150)*8807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8808 \t 4 \t 3971 \t 1 \t 0\n", + "1 \t 8808 \t 3971 \t 2 \t 866 \t 0 \t 1\n", + "2 \t 3971 \t 866 \t 4 \t 507 \t 1 \t -4\n", + "3 \t 866 \t 507 \t 1 \t 359 \t -2 \t 9\n", + "4 \t 507 \t 359 \t 1 \t 148 \t 9 \t -40\n", + "5 \t 359 \t 148 \t 2 \t 63 \t -11 \t 49\n", + "6 \t 148 \t 63 \t 2 \t 22 \t 20 \t -89\n", + "7 \t 63 \t 22 \t 2 \t 19 \t -51 \t 227\n", + "8 \t 22 \t 19 \t 1 \t 3 \t 122 \t -543\n", + "9 \t 19 \t 3 \t 6 \t 1 \t -295 \t 1313\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 417 \t -1856\n", + "\t\t\t\t\t -2797 \t 12449\n", + "GCD(39203, 8808) = 1, with coefficients -2797 and 12449 such that 1 = (-2797)*39203 + (12449)*8808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8809 \t 4 \t 3967 \t 1 \t 0\n", + "1 \t 8809 \t 3967 \t 2 \t 875 \t 0 \t 1\n", + "2 \t 3967 \t 875 \t 4 \t 467 \t 1 \t -4\n", + "3 \t 875 \t 467 \t 1 \t 408 \t -2 \t 9\n", + "4 \t 467 \t 408 \t 1 \t 59 \t 9 \t -40\n", + "5 \t 408 \t 59 \t 6 \t 54 \t -11 \t 49\n", + "6 \t 59 \t 54 \t 1 \t 5 \t 20 \t -89\n", + "7 \t 54 \t 5 \t 10 \t 4 \t -131 \t 583\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 151 \t -672\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1641 \t 7303\n", + "\t\t\t\t\t 1792 \t -7975\n", + "GCD(39203, 8809) = 1, with coefficients 1792 and -7975 such that 1 = (1792)*39203 + (-7975)*8809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8810 \t 4 \t 3963 \t 1 \t 0\n", + "1 \t 8810 \t 3963 \t 2 \t 884 \t 0 \t 1\n", + "2 \t 3963 \t 884 \t 4 \t 427 \t 1 \t -4\n", + "3 \t 884 \t 427 \t 2 \t 30 \t -2 \t 9\n", + "4 \t 427 \t 30 \t 14 \t 7 \t 9 \t -40\n", + "5 \t 30 \t 7 \t 4 \t 2 \t -20 \t 89\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 289 \t -1286\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1176 \t 5233\n", + "\t\t\t\t\t 3817 \t -16985\n", + "GCD(39203, 8810) = 1, with coefficients 3817 and -16985 such that 1 = (3817)*39203 + (-16985)*8810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8811 \t 4 \t 3959 \t 1 \t 0\n", + "1 \t 8811 \t 3959 \t 2 \t 893 \t 0 \t 1\n", + "2 \t 3959 \t 893 \t 4 \t 387 \t 1 \t -4\n", + "3 \t 893 \t 387 \t 2 \t 119 \t -2 \t 9\n", + "4 \t 387 \t 119 \t 3 \t 30 \t 9 \t -40\n", + "5 \t 119 \t 30 \t 3 \t 29 \t -20 \t 89\n", + "6 \t 30 \t 29 \t 1 \t 1 \t 69 \t -307\n", + "7 \t 29 \t 1 \t 29 \t 0 \t -227 \t 1010\n", + "\t\t\t\t\t 296 \t -1317\n", + "GCD(39203, 8811) = 1, with coefficients 296 and -1317 such that 1 = (296)*39203 + (-1317)*8811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8812 \t 4 \t 3955 \t 1 \t 0\n", + "1 \t 8812 \t 3955 \t 2 \t 902 \t 0 \t 1\n", + "2 \t 3955 \t 902 \t 4 \t 347 \t 1 \t -4\n", + "3 \t 902 \t 347 \t 2 \t 208 \t -2 \t 9\n", + "4 \t 347 \t 208 \t 1 \t 139 \t 9 \t -40\n", + "5 \t 208 \t 139 \t 1 \t 69 \t -20 \t 89\n", + "6 \t 139 \t 69 \t 2 \t 1 \t 29 \t -129\n", + "7 \t 69 \t 1 \t 69 \t 0 \t -49 \t 218\n", + "\t\t\t\t\t 127 \t -565\n", + "GCD(39203, 8812) = 1, with coefficients 127 and -565 such that 1 = (127)*39203 + (-565)*8812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8813 \t 4 \t 3951 \t 1 \t 0\n", + "1 \t 8813 \t 3951 \t 2 \t 911 \t 0 \t 1\n", + "2 \t 3951 \t 911 \t 4 \t 307 \t 1 \t -4\n", + "3 \t 911 \t 307 \t 2 \t 297 \t -2 \t 9\n", + "4 \t 307 \t 297 \t 1 \t 10 \t 9 \t -40\n", + "5 \t 297 \t 10 \t 29 \t 7 \t -20 \t 89\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 29 \t -129\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -861 \t 3830\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 890 \t -3959\n", + "\t\t\t\t\t -2641 \t 11748\n", + "GCD(39203, 8813) = 1, with coefficients -2641 and 11748 such that 1 = (-2641)*39203 + (11748)*8813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8814 \t 4 \t 3947 \t 1 \t 0\n", + "1 \t 8814 \t 3947 \t 2 \t 920 \t 0 \t 1\n", + "2 \t 3947 \t 920 \t 4 \t 267 \t 1 \t -4\n", + "3 \t 920 \t 267 \t 3 \t 119 \t -2 \t 9\n", + "4 \t 267 \t 119 \t 2 \t 29 \t 9 \t -40\n", + "5 \t 119 \t 29 \t 4 \t 3 \t -29 \t 129\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 67 \t -298\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -297 \t 1321\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2740 \t -12187\n", + "\t\t\t\t\t -3037 \t 13508\n", + "GCD(39203, 8814) = 1, with coefficients -3037 and 13508 such that 1 = (-3037)*39203 + (13508)*8814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8815 \t 4 \t 3943 \t 1 \t 0\n", + "1 \t 8815 \t 3943 \t 2 \t 929 \t 0 \t 1\n", + "2 \t 3943 \t 929 \t 4 \t 227 \t 1 \t -4\n", + "3 \t 929 \t 227 \t 4 \t 21 \t -2 \t 9\n", + "4 \t 227 \t 21 \t 10 \t 17 \t 9 \t -40\n", + "5 \t 21 \t 17 \t 1 \t 4 \t -38 \t 169\n", + "6 \t 17 \t 4 \t 4 \t 1 \t 389 \t -1730\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -427 \t 1899\n", + "\t\t\t\t\t 2097 \t -9326\n", + "GCD(39203, 8815) = 1, with coefficients 2097 and -9326 such that 1 = (2097)*39203 + (-9326)*8815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8816 \t 4 \t 3939 \t 1 \t 0\n", + "1 \t 8816 \t 3939 \t 2 \t 938 \t 0 \t 1\n", + "2 \t 3939 \t 938 \t 4 \t 187 \t 1 \t -4\n", + "3 \t 938 \t 187 \t 5 \t 3 \t -2 \t 9\n", + "4 \t 187 \t 3 \t 62 \t 1 \t 9 \t -40\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -47 \t 209\n", + "\t\t\t\t\t 2923 \t -12998\n", + "GCD(39203, 8816) = 1, with coefficients 2923 and -12998 such that 1 = (2923)*39203 + (-12998)*8816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8817 \t 4 \t 3935 \t 1 \t 0\n", + "1 \t 8817 \t 3935 \t 2 \t 947 \t 0 \t 1\n", + "2 \t 3935 \t 947 \t 4 \t 147 \t 1 \t -4\n", + "3 \t 947 \t 147 \t 6 \t 65 \t -2 \t 9\n", + "4 \t 147 \t 65 \t 2 \t 17 \t 9 \t -40\n", + "5 \t 65 \t 17 \t 3 \t 14 \t -56 \t 249\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 121 \t -538\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -419 \t 1863\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 540 \t -2401\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2579 \t 11467\n", + "\t\t\t\t\t 3119 \t -13868\n", + "GCD(39203, 8817) = 1, with coefficients 3119 and -13868 such that 1 = (3119)*39203 + (-13868)*8817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8818 \t 4 \t 3931 \t 1 \t 0\n", + "1 \t 8818 \t 3931 \t 2 \t 956 \t 0 \t 1\n", + "2 \t 3931 \t 956 \t 4 \t 107 \t 1 \t -4\n", + "3 \t 956 \t 107 \t 8 \t 100 \t -2 \t 9\n", + "4 \t 107 \t 100 \t 1 \t 7 \t 9 \t -40\n", + "5 \t 100 \t 7 \t 14 \t 2 \t -74 \t 329\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 83 \t -369\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1236 \t 5495\n", + "\t\t\t\t\t 3791 \t -16854\n", + "GCD(39203, 8818) = 1, with coefficients 3791 and -16854 such that 1 = (3791)*39203 + (-16854)*8818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8819 \t 4 \t 3927 \t 1 \t 0\n", + "1 \t 8819 \t 3927 \t 2 \t 965 \t 0 \t 1\n", + "2 \t 3927 \t 965 \t 4 \t 67 \t 1 \t -4\n", + "3 \t 965 \t 67 \t 14 \t 27 \t -2 \t 9\n", + "4 \t 67 \t 27 \t 2 \t 13 \t 9 \t -40\n", + "5 \t 27 \t 13 \t 2 \t 1 \t -128 \t 569\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 265 \t -1178\n", + "\t\t\t\t\t -658 \t 2925\n", + "GCD(39203, 8819) = 1, with coefficients -658 and 2925 such that 1 = (-658)*39203 + (2925)*8819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8820 \t 4 \t 3923 \t 1 \t 0\n", + "1 \t 8820 \t 3923 \t 2 \t 974 \t 0 \t 1\n", + "2 \t 3923 \t 974 \t 4 \t 27 \t 1 \t -4\n", + "3 \t 974 \t 27 \t 36 \t 2 \t -2 \t 9\n", + "4 \t 27 \t 2 \t 13 \t 1 \t 9 \t -40\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -326 \t 1449\n", + "\t\t\t\t\t 4247 \t -18877\n", + "GCD(39203, 8820) = 1, with coefficients 4247 and -18877 such that 1 = (4247)*39203 + (-18877)*8820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8821 \t 4 \t 3919 \t 1 \t 0\n", + "1 \t 8821 \t 3919 \t 2 \t 983 \t 0 \t 1\n", + "2 \t 3919 \t 983 \t 3 \t 970 \t 1 \t -4\n", + "3 \t 983 \t 970 \t 1 \t 13 \t -2 \t 9\n", + "4 \t 970 \t 13 \t 74 \t 8 \t 7 \t -31\n", + "5 \t 13 \t 8 \t 1 \t 5 \t -9 \t 40\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 673 \t -2991\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -682 \t 3031\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1355 \t -6022\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2037 \t 9053\n", + "\t\t\t\t\t 3392 \t -15075\n", + "GCD(39203, 8821) = 1, with coefficients 3392 and -15075 such that 1 = (3392)*39203 + (-15075)*8821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8822 \t 4 \t 3915 \t 1 \t 0\n", + "1 \t 8822 \t 3915 \t 2 \t 992 \t 0 \t 1\n", + "2 \t 3915 \t 992 \t 3 \t 939 \t 1 \t -4\n", + "3 \t 992 \t 939 \t 1 \t 53 \t -2 \t 9\n", + "4 \t 939 \t 53 \t 17 \t 38 \t 7 \t -31\n", + "5 \t 53 \t 38 \t 1 \t 15 \t -9 \t 40\n", + "6 \t 38 \t 15 \t 2 \t 8 \t 160 \t -711\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -169 \t 751\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 498 \t -2213\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -667 \t 2964\n", + "\t\t\t\t\t 1165 \t -5177\n", + "GCD(39203, 8822) = 1, with coefficients 1165 and -5177 such that 1 = (1165)*39203 + (-5177)*8822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8823 \t 4 \t 3911 \t 1 \t 0\n", + "1 \t 8823 \t 3911 \t 2 \t 1001 \t 0 \t 1\n", + "2 \t 3911 \t 1001 \t 3 \t 908 \t 1 \t -4\n", + "3 \t 1001 \t 908 \t 1 \t 93 \t -2 \t 9\n", + "4 \t 908 \t 93 \t 9 \t 71 \t 7 \t -31\n", + "5 \t 93 \t 71 \t 1 \t 22 \t -9 \t 40\n", + "6 \t 71 \t 22 \t 3 \t 5 \t 88 \t -391\n", + "7 \t 22 \t 5 \t 4 \t 2 \t -97 \t 431\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 379 \t -1684\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1613 \t 7167\n", + "\t\t\t\t\t 3605 \t -16018\n", + "GCD(39203, 8823) = 1, with coefficients 3605 and -16018 such that 1 = (3605)*39203 + (-16018)*8823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8824 \t 4 \t 3907 \t 1 \t 0\n", + "1 \t 8824 \t 3907 \t 2 \t 1010 \t 0 \t 1\n", + "2 \t 3907 \t 1010 \t 3 \t 877 \t 1 \t -4\n", + "3 \t 1010 \t 877 \t 1 \t 133 \t -2 \t 9\n", + "4 \t 877 \t 133 \t 6 \t 79 \t 7 \t -31\n", + "5 \t 133 \t 79 \t 1 \t 54 \t -9 \t 40\n", + "6 \t 79 \t 54 \t 1 \t 25 \t 61 \t -271\n", + "7 \t 54 \t 25 \t 2 \t 4 \t -70 \t 311\n", + "8 \t 25 \t 4 \t 6 \t 1 \t 131 \t -582\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -332 \t 1475\n", + "\t\t\t\t\t 2123 \t -9432\n", + "GCD(39203, 8824) = 1, with coefficients 2123 and -9432 such that 1 = (2123)*39203 + (-9432)*8824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8825 \t 4 \t 3903 \t 1 \t 0\n", + "1 \t 8825 \t 3903 \t 2 \t 1019 \t 0 \t 1\n", + "2 \t 3903 \t 1019 \t 3 \t 846 \t 1 \t -4\n", + "3 \t 1019 \t 846 \t 1 \t 173 \t -2 \t 9\n", + "4 \t 846 \t 173 \t 4 \t 154 \t 7 \t -31\n", + "5 \t 173 \t 154 \t 1 \t 19 \t -9 \t 40\n", + "6 \t 154 \t 19 \t 8 \t 2 \t 43 \t -191\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -52 \t 231\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 459 \t -2039\n", + "\t\t\t\t\t -4183 \t 18582\n", + "GCD(39203, 8825) = 1, with coefficients -4183 and 18582 such that 1 = (-4183)*39203 + (18582)*8825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8826 \t 4 \t 3899 \t 1 \t 0\n", + "1 \t 8826 \t 3899 \t 2 \t 1028 \t 0 \t 1\n", + "2 \t 3899 \t 1028 \t 3 \t 815 \t 1 \t -4\n", + "3 \t 1028 \t 815 \t 1 \t 213 \t -2 \t 9\n", + "4 \t 815 \t 213 \t 3 \t 176 \t 7 \t -31\n", + "5 \t 213 \t 176 \t 1 \t 37 \t -9 \t 40\n", + "6 \t 176 \t 37 \t 4 \t 28 \t 34 \t -151\n", + "7 \t 37 \t 28 \t 1 \t 9 \t -43 \t 191\n", + "8 \t 28 \t 9 \t 3 \t 1 \t 206 \t -915\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -249 \t 1106\n", + "\t\t\t\t\t 953 \t -4233\n", + "GCD(39203, 8826) = 1, with coefficients 953 and -4233 such that 1 = (953)*39203 + (-4233)*8826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8827 \t 4 \t 3895 \t 1 \t 0\n", + "1 \t 8827 \t 3895 \t 2 \t 1037 \t 0 \t 1\n", + "2 \t 3895 \t 1037 \t 3 \t 784 \t 1 \t -4\n", + "3 \t 1037 \t 784 \t 1 \t 253 \t -2 \t 9\n", + "4 \t 784 \t 253 \t 3 \t 25 \t 7 \t -31\n", + "5 \t 253 \t 25 \t 10 \t 3 \t -9 \t 40\n", + "6 \t 25 \t 3 \t 8 \t 1 \t 34 \t -151\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -349 \t 1550\n", + "\t\t\t\t\t 2826 \t -12551\n", + "GCD(39203, 8827) = 1, with coefficients 2826 and -12551 such that 1 = (2826)*39203 + (-12551)*8827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8828 \t 4 \t 3891 \t 1 \t 0\n", + "1 \t 8828 \t 3891 \t 2 \t 1046 \t 0 \t 1\n", + "2 \t 3891 \t 1046 \t 3 \t 753 \t 1 \t -4\n", + "3 \t 1046 \t 753 \t 1 \t 293 \t -2 \t 9\n", + "4 \t 753 \t 293 \t 2 \t 167 \t 7 \t -31\n", + "5 \t 293 \t 167 \t 1 \t 126 \t -9 \t 40\n", + "6 \t 167 \t 126 \t 1 \t 41 \t 25 \t -111\n", + "7 \t 126 \t 41 \t 3 \t 3 \t -34 \t 151\n", + "8 \t 41 \t 3 \t 13 \t 2 \t 59 \t -262\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -211 \t 937\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2802 \t -12443\n", + "\t\t\t\t\t -3013 \t 13380\n", + "GCD(39203, 8828) = 1, with coefficients -3013 and 13380 such that 1 = (-3013)*39203 + (13380)*8828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8829 \t 4 \t 3887 \t 1 \t 0\n", + "1 \t 8829 \t 3887 \t 2 \t 1055 \t 0 \t 1\n", + "2 \t 3887 \t 1055 \t 3 \t 722 \t 1 \t -4\n", + "3 \t 1055 \t 722 \t 1 \t 333 \t -2 \t 9\n", + "4 \t 722 \t 333 \t 2 \t 56 \t 7 \t -31\n", + "5 \t 333 \t 56 \t 5 \t 53 \t -9 \t 40\n", + "6 \t 56 \t 53 \t 1 \t 3 \t 25 \t -111\n", + "7 \t 53 \t 3 \t 17 \t 2 \t -134 \t 595\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 159 \t -706\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2837 \t 12597\n", + "\t\t\t\t\t 2996 \t -13303\n", + "GCD(39203, 8829) = 1, with coefficients 2996 and -13303 such that 1 = (2996)*39203 + (-13303)*8829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8830 \t 4 \t 3883 \t 1 \t 0\n", + "1 \t 8830 \t 3883 \t 2 \t 1064 \t 0 \t 1\n", + "2 \t 3883 \t 1064 \t 3 \t 691 \t 1 \t -4\n", + "3 \t 1064 \t 691 \t 1 \t 373 \t -2 \t 9\n", + "4 \t 691 \t 373 \t 1 \t 318 \t 7 \t -31\n", + "5 \t 373 \t 318 \t 1 \t 55 \t -9 \t 40\n", + "6 \t 318 \t 55 \t 5 \t 43 \t 16 \t -71\n", + "7 \t 55 \t 43 \t 1 \t 12 \t -25 \t 111\n", + "8 \t 43 \t 12 \t 3 \t 7 \t 141 \t -626\n", + "9 \t 12 \t 7 \t 1 \t 5 \t -166 \t 737\n", + "10 \t 7 \t 5 \t 1 \t 2 \t 639 \t -2837\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -805 \t 3574\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1444 \t -6411\n", + "\t\t\t\t\t -3693 \t 16396\n", + "GCD(39203, 8830) = 1, with coefficients -3693 and 16396 such that 1 = (-3693)*39203 + (16396)*8830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8831 \t 4 \t 3879 \t 1 \t 0\n", + "1 \t 8831 \t 3879 \t 2 \t 1073 \t 0 \t 1\n", + "2 \t 3879 \t 1073 \t 3 \t 660 \t 1 \t -4\n", + "3 \t 1073 \t 660 \t 1 \t 413 \t -2 \t 9\n", + "4 \t 660 \t 413 \t 1 \t 247 \t 7 \t -31\n", + "5 \t 413 \t 247 \t 1 \t 166 \t -9 \t 40\n", + "6 \t 247 \t 166 \t 1 \t 81 \t 16 \t -71\n", + "7 \t 166 \t 81 \t 2 \t 4 \t -25 \t 111\n", + "8 \t 81 \t 4 \t 20 \t 1 \t 41 \t -182\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -107 \t 475\n", + "\t\t\t\t\t 2181 \t -9682\n", + "GCD(39203, 8831) = 1, with coefficients 2181 and -9682 such that 1 = (2181)*39203 + (-9682)*8831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8832 \t 4 \t 3875 \t 1 \t 0\n", + "1 \t 8832 \t 3875 \t 2 \t 1082 \t 0 \t 1\n", + "2 \t 3875 \t 1082 \t 3 \t 629 \t 1 \t -4\n", + "3 \t 1082 \t 629 \t 1 \t 453 \t -2 \t 9\n", + "4 \t 629 \t 453 \t 1 \t 176 \t 7 \t -31\n", + "5 \t 453 \t 176 \t 2 \t 101 \t -9 \t 40\n", + "6 \t 176 \t 101 \t 1 \t 75 \t 16 \t -71\n", + "7 \t 101 \t 75 \t 1 \t 26 \t -41 \t 182\n", + "8 \t 75 \t 26 \t 2 \t 23 \t 57 \t -253\n", + "9 \t 26 \t 23 \t 1 \t 3 \t -98 \t 435\n", + "10 \t 23 \t 3 \t 7 \t 2 \t 253 \t -1123\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -351 \t 1558\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2710 \t -12029\n", + "\t\t\t\t\t -3061 \t 13587\n", + "GCD(39203, 8832) = 1, with coefficients -3061 and 13587 such that 1 = (-3061)*39203 + (13587)*8832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8833 \t 4 \t 3871 \t 1 \t 0\n", + "1 \t 8833 \t 3871 \t 2 \t 1091 \t 0 \t 1\n", + "2 \t 3871 \t 1091 \t 3 \t 598 \t 1 \t -4\n", + "3 \t 1091 \t 598 \t 1 \t 493 \t -2 \t 9\n", + "4 \t 598 \t 493 \t 1 \t 105 \t 7 \t -31\n", + "5 \t 493 \t 105 \t 4 \t 73 \t -9 \t 40\n", + "6 \t 105 \t 73 \t 1 \t 32 \t 16 \t -71\n", + "7 \t 73 \t 32 \t 2 \t 9 \t -73 \t 324\n", + "8 \t 32 \t 9 \t 3 \t 5 \t 89 \t -395\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -251 \t 1114\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 842 \t -3737\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1093 \t 4851\n", + "\t\t\t\t\t 1935 \t -8588\n", + "GCD(39203, 8833) = 1, with coefficients 1935 and -8588 such that 1 = (1935)*39203 + (-8588)*8833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8834 \t 4 \t 3867 \t 1 \t 0\n", + "1 \t 8834 \t 3867 \t 2 \t 1100 \t 0 \t 1\n", + "2 \t 3867 \t 1100 \t 3 \t 567 \t 1 \t -4\n", + "3 \t 1100 \t 567 \t 1 \t 533 \t -2 \t 9\n", + "4 \t 567 \t 533 \t 1 \t 34 \t 7 \t -31\n", + "5 \t 533 \t 34 \t 15 \t 23 \t -9 \t 40\n", + "6 \t 34 \t 23 \t 1 \t 11 \t 16 \t -71\n", + "7 \t 23 \t 11 \t 2 \t 1 \t -249 \t 1105\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 265 \t -1176\n", + "\t\t\t\t\t -779 \t 3457\n", + "GCD(39203, 8834) = 1, with coefficients -779 and 3457 such that 1 = (-779)*39203 + (3457)*8834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8835 \t 4 \t 3863 \t 1 \t 0\n", + "1 \t 8835 \t 3863 \t 2 \t 1109 \t 0 \t 1\n", + "2 \t 3863 \t 1109 \t 3 \t 536 \t 1 \t -4\n", + "3 \t 1109 \t 536 \t 2 \t 37 \t -2 \t 9\n", + "4 \t 536 \t 37 \t 14 \t 18 \t 7 \t -31\n", + "5 \t 37 \t 18 \t 2 \t 1 \t -16 \t 71\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 231 \t -1025\n", + "\t\t\t\t\t -478 \t 2121\n", + "GCD(39203, 8835) = 1, with coefficients -478 and 2121 such that 1 = (-478)*39203 + (2121)*8835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8836 \t 4 \t 3859 \t 1 \t 0\n", + "1 \t 8836 \t 3859 \t 2 \t 1118 \t 0 \t 1\n", + "2 \t 3859 \t 1118 \t 3 \t 505 \t 1 \t -4\n", + "3 \t 1118 \t 505 \t 2 \t 108 \t -2 \t 9\n", + "4 \t 505 \t 108 \t 4 \t 73 \t 7 \t -31\n", + "5 \t 108 \t 73 \t 1 \t 35 \t -16 \t 71\n", + "6 \t 73 \t 35 \t 2 \t 3 \t 71 \t -315\n", + "7 \t 35 \t 3 \t 11 \t 2 \t -87 \t 386\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 245 \t -1087\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2782 \t 12343\n", + "\t\t\t\t\t 3027 \t -13430\n", + "GCD(39203, 8836) = 1, with coefficients 3027 and -13430 such that 1 = (3027)*39203 + (-13430)*8836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8837 \t 4 \t 3855 \t 1 \t 0\n", + "1 \t 8837 \t 3855 \t 2 \t 1127 \t 0 \t 1\n", + "2 \t 3855 \t 1127 \t 3 \t 474 \t 1 \t -4\n", + "3 \t 1127 \t 474 \t 2 \t 179 \t -2 \t 9\n", + "4 \t 474 \t 179 \t 2 \t 116 \t 7 \t -31\n", + "5 \t 179 \t 116 \t 1 \t 63 \t -16 \t 71\n", + "6 \t 116 \t 63 \t 1 \t 53 \t 39 \t -173\n", + "7 \t 63 \t 53 \t 1 \t 10 \t -55 \t 244\n", + "8 \t 53 \t 10 \t 5 \t 3 \t 94 \t -417\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -149 \t 661\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 839 \t -3722\n", + "\t\t\t\t\t -2666 \t 11827\n", + "GCD(39203, 8837) = 1, with coefficients -2666 and 11827 such that 1 = (-2666)*39203 + (11827)*8837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8838 \t 4 \t 3851 \t 1 \t 0\n", + "1 \t 8838 \t 3851 \t 2 \t 1136 \t 0 \t 1\n", + "2 \t 3851 \t 1136 \t 3 \t 443 \t 1 \t -4\n", + "3 \t 1136 \t 443 \t 2 \t 250 \t -2 \t 9\n", + "4 \t 443 \t 250 \t 1 \t 193 \t 7 \t -31\n", + "5 \t 250 \t 193 \t 1 \t 57 \t -16 \t 71\n", + "6 \t 193 \t 57 \t 3 \t 22 \t 23 \t -102\n", + "7 \t 57 \t 22 \t 2 \t 13 \t -39 \t 173\n", + "8 \t 22 \t 13 \t 1 \t 9 \t 140 \t -621\n", + "9 \t 13 \t 9 \t 1 \t 4 \t -319 \t 1415\n", + "10 \t 9 \t 4 \t 2 \t 1 \t 459 \t -2036\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -778 \t 3451\n", + "\t\t\t\t\t 2015 \t -8938\n", + "GCD(39203, 8838) = 1, with coefficients 2015 and -8938 such that 1 = (2015)*39203 + (-8938)*8838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8839 \t 4 \t 3847 \t 1 \t 0\n", + "1 \t 8839 \t 3847 \t 2 \t 1145 \t 0 \t 1\n", + "2 \t 3847 \t 1145 \t 3 \t 412 \t 1 \t -4\n", + "3 \t 1145 \t 412 \t 2 \t 321 \t -2 \t 9\n", + "4 \t 412 \t 321 \t 1 \t 91 \t 7 \t -31\n", + "5 \t 321 \t 91 \t 3 \t 48 \t -16 \t 71\n", + "6 \t 91 \t 48 \t 1 \t 43 \t 23 \t -102\n", + "7 \t 48 \t 43 \t 1 \t 5 \t -85 \t 377\n", + "8 \t 43 \t 5 \t 8 \t 3 \t 108 \t -479\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -193 \t 856\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1652 \t -7327\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1845 \t 8183\n", + "\t\t\t\t\t 3497 \t -15510\n", + "GCD(39203, 8839) = 1, with coefficients 3497 and -15510 such that 1 = (3497)*39203 + (-15510)*8839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8840 \t 4 \t 3843 \t 1 \t 0\n", + "1 \t 8840 \t 3843 \t 2 \t 1154 \t 0 \t 1\n", + "2 \t 3843 \t 1154 \t 3 \t 381 \t 1 \t -4\n", + "3 \t 1154 \t 381 \t 3 \t 11 \t -2 \t 9\n", + "4 \t 381 \t 11 \t 34 \t 7 \t 7 \t -31\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -23 \t 102\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 789 \t -3499\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -812 \t 3601\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1601 \t -7100\n", + "\t\t\t\t\t -2413 \t 10701\n", + "GCD(39203, 8840) = 1, with coefficients -2413 and 10701 such that 1 = (-2413)*39203 + (10701)*8840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8841 \t 4 \t 3839 \t 1 \t 0\n", + "1 \t 8841 \t 3839 \t 2 \t 1163 \t 0 \t 1\n", + "2 \t 3839 \t 1163 \t 3 \t 350 \t 1 \t -4\n", + "3 \t 1163 \t 350 \t 3 \t 113 \t -2 \t 9\n", + "4 \t 350 \t 113 \t 3 \t 11 \t 7 \t -31\n", + "5 \t 113 \t 11 \t 10 \t 3 \t -23 \t 102\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 76 \t -337\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -783 \t 3472\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2425 \t -10753\n", + "\t\t\t\t\t -3208 \t 14225\n", + "GCD(39203, 8841) = 1, with coefficients -3208 and 14225 such that 1 = (-3208)*39203 + (14225)*8841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8842 \t 4 \t 3835 \t 1 \t 0\n", + "1 \t 8842 \t 3835 \t 2 \t 1172 \t 0 \t 1\n", + "2 \t 3835 \t 1172 \t 3 \t 319 \t 1 \t -4\n", + "3 \t 1172 \t 319 \t 3 \t 215 \t -2 \t 9\n", + "4 \t 319 \t 215 \t 1 \t 104 \t 7 \t -31\n", + "5 \t 215 \t 104 \t 2 \t 7 \t -23 \t 102\n", + "6 \t 104 \t 7 \t 14 \t 6 \t 30 \t -133\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -83 \t 368\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 1192 \t -5285\n", + "\t\t\t\t\t -1275 \t 5653\n", + "GCD(39203, 8842) = 1, with coefficients -1275 and 5653 such that 1 = (-1275)*39203 + (5653)*8842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8843 \t 4 \t 3831 \t 1 \t 0\n", + "1 \t 8843 \t 3831 \t 2 \t 1181 \t 0 \t 1\n", + "2 \t 3831 \t 1181 \t 3 \t 288 \t 1 \t -4\n", + "3 \t 1181 \t 288 \t 4 \t 29 \t -2 \t 9\n", + "4 \t 288 \t 29 \t 9 \t 27 \t 7 \t -31\n", + "5 \t 29 \t 27 \t 1 \t 2 \t -30 \t 133\n", + "6 \t 27 \t 2 \t 13 \t 1 \t 277 \t -1228\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -307 \t 1361\n", + "\t\t\t\t\t 4268 \t -18921\n", + "GCD(39203, 8843) = 1, with coefficients 4268 and -18921 such that 1 = (4268)*39203 + (-18921)*8843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8844 \t 4 \t 3827 \t 1 \t 0\n", + "1 \t 8844 \t 3827 \t 2 \t 1190 \t 0 \t 1\n", + "2 \t 3827 \t 1190 \t 3 \t 257 \t 1 \t -4\n", + "3 \t 1190 \t 257 \t 4 \t 162 \t -2 \t 9\n", + "4 \t 257 \t 162 \t 1 \t 95 \t 7 \t -31\n", + "5 \t 162 \t 95 \t 1 \t 67 \t -30 \t 133\n", + "6 \t 95 \t 67 \t 1 \t 28 \t 37 \t -164\n", + "7 \t 67 \t 28 \t 2 \t 11 \t -67 \t 297\n", + "8 \t 28 \t 11 \t 2 \t 6 \t 104 \t -461\n", + "9 \t 11 \t 6 \t 1 \t 5 \t -275 \t 1219\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 654 \t -2899\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -929 \t 4118\n", + "\t\t\t\t\t 1583 \t -7017\n", + "GCD(39203, 8844) = 1, with coefficients 1583 and -7017 such that 1 = (1583)*39203 + (-7017)*8844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8845 \t 4 \t 3823 \t 1 \t 0\n", + "1 \t 8845 \t 3823 \t 2 \t 1199 \t 0 \t 1\n", + "2 \t 3823 \t 1199 \t 3 \t 226 \t 1 \t -4\n", + "3 \t 1199 \t 226 \t 5 \t 69 \t -2 \t 9\n", + "4 \t 226 \t 69 \t 3 \t 19 \t 7 \t -31\n", + "5 \t 69 \t 19 \t 3 \t 12 \t -37 \t 164\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 118 \t -523\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -391 \t 1733\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 509 \t -2256\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -900 \t 3989\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1409 \t -6245\n", + "\t\t\t\t\t -3718 \t 16479\n", + "GCD(39203, 8845) = 1, with coefficients -3718 and 16479 such that 1 = (-3718)*39203 + (16479)*8845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8846 \t 4 \t 3819 \t 1 \t 0\n", + "1 \t 8846 \t 3819 \t 2 \t 1208 \t 0 \t 1\n", + "2 \t 3819 \t 1208 \t 3 \t 195 \t 1 \t -4\n", + "3 \t 1208 \t 195 \t 6 \t 38 \t -2 \t 9\n", + "4 \t 195 \t 38 \t 5 \t 5 \t 7 \t -31\n", + "5 \t 38 \t 5 \t 7 \t 3 \t -44 \t 195\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 227 \t -1006\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1633 \t 7237\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1860 \t -8243\n", + "\t\t\t\t\t -3493 \t 15480\n", + "GCD(39203, 8846) = 1, with coefficients -3493 and 15480 such that 1 = (-3493)*39203 + (15480)*8846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8847 \t 4 \t 3815 \t 1 \t 0\n", + "1 \t 8847 \t 3815 \t 2 \t 1217 \t 0 \t 1\n", + "2 \t 3815 \t 1217 \t 3 \t 164 \t 1 \t -4\n", + "3 \t 1217 \t 164 \t 7 \t 69 \t -2 \t 9\n", + "4 \t 164 \t 69 \t 2 \t 26 \t 7 \t -31\n", + "5 \t 69 \t 26 \t 2 \t 17 \t -51 \t 226\n", + "6 \t 26 \t 17 \t 1 \t 9 \t 109 \t -483\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -269 \t 1192\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 378 \t -1675\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -647 \t 2867\n", + "\t\t\t\t\t 1025 \t -4542\n", + "GCD(39203, 8847) = 1, with coefficients 1025 and -4542 such that 1 = (1025)*39203 + (-4542)*8847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8848 \t 4 \t 3811 \t 1 \t 0\n", + "1 \t 8848 \t 3811 \t 2 \t 1226 \t 0 \t 1\n", + "2 \t 3811 \t 1226 \t 3 \t 133 \t 1 \t -4\n", + "3 \t 1226 \t 133 \t 9 \t 29 \t -2 \t 9\n", + "4 \t 133 \t 29 \t 4 \t 17 \t 7 \t -31\n", + "5 \t 29 \t 17 \t 1 \t 12 \t -65 \t 288\n", + "6 \t 17 \t 12 \t 1 \t 5 \t 267 \t -1183\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -332 \t 1471\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 599 \t -2654\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1530 \t 6779\n", + "\t\t\t\t\t 3659 \t -16212\n", + "GCD(39203, 8848) = 1, with coefficients 3659 and -16212 such that 1 = (3659)*39203 + (-16212)*8848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8849 \t 4 \t 3807 \t 1 \t 0\n", + "1 \t 8849 \t 3807 \t 2 \t 1235 \t 0 \t 1\n", + "2 \t 3807 \t 1235 \t 3 \t 102 \t 1 \t -4\n", + "3 \t 1235 \t 102 \t 12 \t 11 \t -2 \t 9\n", + "4 \t 102 \t 11 \t 9 \t 3 \t 7 \t -31\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -86 \t 381\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 781 \t -3460\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2429 \t 10761\n", + "\t\t\t\t\t 3210 \t -14221\n", + "GCD(39203, 8849) = 1, with coefficients 3210 and -14221 such that 1 = (3210)*39203 + (-14221)*8849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8850 \t 4 \t 3803 \t 1 \t 0\n", + "1 \t 8850 \t 3803 \t 2 \t 1244 \t 0 \t 1\n", + "2 \t 3803 \t 1244 \t 3 \t 71 \t 1 \t -4\n", + "3 \t 1244 \t 71 \t 17 \t 37 \t -2 \t 9\n", + "4 \t 71 \t 37 \t 1 \t 34 \t 7 \t -31\n", + "5 \t 37 \t 34 \t 1 \t 3 \t -121 \t 536\n", + "6 \t 34 \t 3 \t 11 \t 1 \t 128 \t -567\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -249 \t 1103\n", + "\t\t\t\t\t 2867 \t -12700\n", + "GCD(39203, 8850) = 1, with coefficients 2867 and -12700 such that 1 = (2867)*39203 + (-12700)*8850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8851 \t 4 \t 3799 \t 1 \t 0\n", + "1 \t 8851 \t 3799 \t 2 \t 1253 \t 0 \t 1\n", + "2 \t 3799 \t 1253 \t 3 \t 40 \t 1 \t -4\n", + "3 \t 1253 \t 40 \t 31 \t 13 \t -2 \t 9\n", + "4 \t 40 \t 13 \t 3 \t 1 \t 7 \t -31\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -219 \t 970\n", + "\t\t\t\t\t 664 \t -2941\n", + "GCD(39203, 8851) = 1, with coefficients 664 and -2941 such that 1 = (664)*39203 + (-2941)*8851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8852 \t 4 \t 3795 \t 1 \t 0\n", + "1 \t 8852 \t 3795 \t 2 \t 1262 \t 0 \t 1\n", + "2 \t 3795 \t 1262 \t 3 \t 9 \t 1 \t -4\n", + "3 \t 1262 \t 9 \t 140 \t 2 \t -2 \t 9\n", + "4 \t 9 \t 2 \t 4 \t 1 \t 7 \t -31\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -982 \t 4349\n", + "\t\t\t\t\t 3935 \t -17427\n", + "GCD(39203, 8852) = 1, with coefficients 3935 and -17427 such that 1 = (3935)*39203 + (-17427)*8852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8853 \t 4 \t 3791 \t 1 \t 0\n", + "1 \t 8853 \t 3791 \t 2 \t 1271 \t 0 \t 1\n", + "2 \t 3791 \t 1271 \t 2 \t 1249 \t 1 \t -4\n", + "3 \t 1271 \t 1249 \t 1 \t 22 \t -2 \t 9\n", + "4 \t 1249 \t 22 \t 56 \t 17 \t 5 \t -22\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -7 \t 31\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 397 \t -1758\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -404 \t 1789\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1609 \t -7125\n", + "\t\t\t\t\t -3622 \t 16039\n", + "GCD(39203, 8853) = 1, with coefficients -3622 and 16039 such that 1 = (-3622)*39203 + (16039)*8853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8854 \t 4 \t 3787 \t 1 \t 0\n", + "1 \t 8854 \t 3787 \t 2 \t 1280 \t 0 \t 1\n", + "2 \t 3787 \t 1280 \t 2 \t 1227 \t 1 \t -4\n", + "3 \t 1280 \t 1227 \t 1 \t 53 \t -2 \t 9\n", + "4 \t 1227 \t 53 \t 23 \t 8 \t 5 \t -22\n", + "5 \t 53 \t 8 \t 6 \t 5 \t -7 \t 31\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 166 \t -735\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -1003 \t 4441\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1169 \t -5176\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2172 \t 9617\n", + "\t\t\t\t\t 3341 \t -14793\n", + "GCD(39203, 8854) = 1, with coefficients 3341 and -14793 such that 1 = (3341)*39203 + (-14793)*8854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8855 \t 4 \t 3783 \t 1 \t 0\n", + "1 \t 8855 \t 3783 \t 2 \t 1289 \t 0 \t 1\n", + "2 \t 3783 \t 1289 \t 2 \t 1205 \t 1 \t -4\n", + "3 \t 1289 \t 1205 \t 1 \t 84 \t -2 \t 9\n", + "4 \t 1205 \t 84 \t 14 \t 29 \t 5 \t -22\n", + "5 \t 84 \t 29 \t 2 \t 26 \t -7 \t 31\n", + "6 \t 29 \t 26 \t 1 \t 3 \t 103 \t -456\n", + "7 \t 26 \t 3 \t 8 \t 2 \t -213 \t 943\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 316 \t -1399\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2741 \t 12135\n", + "\t\t\t\t\t 3057 \t -13534\n", + "GCD(39203, 8855) = 1, with coefficients 3057 and -13534 such that 1 = (3057)*39203 + (-13534)*8855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8856 \t 4 \t 3779 \t 1 \t 0\n", + "1 \t 8856 \t 3779 \t 2 \t 1298 \t 0 \t 1\n", + "2 \t 3779 \t 1298 \t 2 \t 1183 \t 1 \t -4\n", + "3 \t 1298 \t 1183 \t 1 \t 115 \t -2 \t 9\n", + "4 \t 1183 \t 115 \t 10 \t 33 \t 5 \t -22\n", + "5 \t 115 \t 33 \t 3 \t 16 \t -7 \t 31\n", + "6 \t 33 \t 16 \t 2 \t 1 \t 75 \t -332\n", + "7 \t 16 \t 1 \t 16 \t 0 \t -232 \t 1027\n", + "\t\t\t\t\t 539 \t -2386\n", + "GCD(39203, 8856) = 1, with coefficients 539 and -2386 such that 1 = (539)*39203 + (-2386)*8856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8857 \t 4 \t 3775 \t 1 \t 0\n", + "1 \t 8857 \t 3775 \t 2 \t 1307 \t 0 \t 1\n", + "2 \t 3775 \t 1307 \t 2 \t 1161 \t 1 \t -4\n", + "3 \t 1307 \t 1161 \t 1 \t 146 \t -2 \t 9\n", + "4 \t 1161 \t 146 \t 7 \t 139 \t 5 \t -22\n", + "5 \t 146 \t 139 \t 1 \t 7 \t -7 \t 31\n", + "6 \t 139 \t 7 \t 19 \t 6 \t 54 \t -239\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -61 \t 270\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 1213 \t -5369\n", + "\t\t\t\t\t -1274 \t 5639\n", + "GCD(39203, 8857) = 1, with coefficients -1274 and 5639 such that 1 = (-1274)*39203 + (5639)*8857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8858 \t 4 \t 3771 \t 1 \t 0\n", + "1 \t 8858 \t 3771 \t 2 \t 1316 \t 0 \t 1\n", + "2 \t 3771 \t 1316 \t 2 \t 1139 \t 1 \t -4\n", + "3 \t 1316 \t 1139 \t 1 \t 177 \t -2 \t 9\n", + "4 \t 1139 \t 177 \t 6 \t 77 \t 5 \t -22\n", + "5 \t 177 \t 77 \t 2 \t 23 \t -7 \t 31\n", + "6 \t 77 \t 23 \t 3 \t 8 \t 47 \t -208\n", + "7 \t 23 \t 8 \t 2 \t 7 \t -101 \t 447\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 350 \t -1549\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -801 \t 3545\n", + "\t\t\t\t\t 1151 \t -5094\n", + "GCD(39203, 8858) = 1, with coefficients 1151 and -5094 such that 1 = (1151)*39203 + (-5094)*8858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8859 \t 4 \t 3767 \t 1 \t 0\n", + "1 \t 8859 \t 3767 \t 2 \t 1325 \t 0 \t 1\n", + "2 \t 3767 \t 1325 \t 2 \t 1117 \t 1 \t -4\n", + "3 \t 1325 \t 1117 \t 1 \t 208 \t -2 \t 9\n", + "4 \t 1117 \t 208 \t 5 \t 77 \t 5 \t -22\n", + "5 \t 208 \t 77 \t 2 \t 54 \t -7 \t 31\n", + "6 \t 77 \t 54 \t 1 \t 23 \t 40 \t -177\n", + "7 \t 54 \t 23 \t 2 \t 8 \t -87 \t 385\n", + "8 \t 23 \t 8 \t 2 \t 7 \t 127 \t -562\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -341 \t 1509\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 809 \t -3580\n", + "\t\t\t\t\t -1150 \t 5089\n", + "GCD(39203, 8859) = 1, with coefficients -1150 and 5089 such that 1 = (-1150)*39203 + (5089)*8859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8860 \t 4 \t 3763 \t 1 \t 0\n", + "1 \t 8860 \t 3763 \t 2 \t 1334 \t 0 \t 1\n", + "2 \t 3763 \t 1334 \t 2 \t 1095 \t 1 \t -4\n", + "3 \t 1334 \t 1095 \t 1 \t 239 \t -2 \t 9\n", + "4 \t 1095 \t 239 \t 4 \t 139 \t 5 \t -22\n", + "5 \t 239 \t 139 \t 1 \t 100 \t -7 \t 31\n", + "6 \t 139 \t 100 \t 1 \t 39 \t 33 \t -146\n", + "7 \t 100 \t 39 \t 2 \t 22 \t -40 \t 177\n", + "8 \t 39 \t 22 \t 1 \t 17 \t 73 \t -323\n", + "9 \t 22 \t 17 \t 1 \t 5 \t -186 \t 823\n", + "10 \t 17 \t 5 \t 3 \t 2 \t 259 \t -1146\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -445 \t 1969\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1594 \t -7053\n", + "\t\t\t\t\t -3633 \t 16075\n", + "GCD(39203, 8860) = 1, with coefficients -3633 and 16075 such that 1 = (-3633)*39203 + (16075)*8860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8861 \t 4 \t 3759 \t 1 \t 0\n", + "1 \t 8861 \t 3759 \t 2 \t 1343 \t 0 \t 1\n", + "2 \t 3759 \t 1343 \t 2 \t 1073 \t 1 \t -4\n", + "3 \t 1343 \t 1073 \t 1 \t 270 \t -2 \t 9\n", + "4 \t 1073 \t 270 \t 3 \t 263 \t 5 \t -22\n", + "5 \t 270 \t 263 \t 1 \t 7 \t -7 \t 31\n", + "6 \t 263 \t 7 \t 37 \t 4 \t 26 \t -115\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -33 \t 146\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 1247 \t -5517\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1280 \t 5663\n", + "\t\t\t\t\t 2527 \t -11180\n", + "GCD(39203, 8861) = 1, with coefficients 2527 and -11180 such that 1 = (2527)*39203 + (-11180)*8861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8862 \t 4 \t 3755 \t 1 \t 0\n", + "1 \t 8862 \t 3755 \t 2 \t 1352 \t 0 \t 1\n", + "2 \t 3755 \t 1352 \t 2 \t 1051 \t 1 \t -4\n", + "3 \t 1352 \t 1051 \t 1 \t 301 \t -2 \t 9\n", + "4 \t 1051 \t 301 \t 3 \t 148 \t 5 \t -22\n", + "5 \t 301 \t 148 \t 2 \t 5 \t -7 \t 31\n", + "6 \t 148 \t 5 \t 29 \t 3 \t 26 \t -115\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -59 \t 261\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1737 \t -7684\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1796 \t 7945\n", + "\t\t\t\t\t 3533 \t -15629\n", + "GCD(39203, 8862) = 1, with coefficients 3533 and -15629 such that 1 = (3533)*39203 + (-15629)*8862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8863 \t 4 \t 3751 \t 1 \t 0\n", + "1 \t 8863 \t 3751 \t 2 \t 1361 \t 0 \t 1\n", + "2 \t 3751 \t 1361 \t 2 \t 1029 \t 1 \t -4\n", + "3 \t 1361 \t 1029 \t 1 \t 332 \t -2 \t 9\n", + "4 \t 1029 \t 332 \t 3 \t 33 \t 5 \t -22\n", + "5 \t 332 \t 33 \t 10 \t 2 \t -7 \t 31\n", + "6 \t 33 \t 2 \t 16 \t 1 \t 26 \t -115\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -267 \t 1181\n", + "\t\t\t\t\t 4298 \t -19011\n", + "GCD(39203, 8863) = 1, with coefficients 4298 and -19011 such that 1 = (4298)*39203 + (-19011)*8863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8864 \t 4 \t 3747 \t 1 \t 0\n", + "1 \t 8864 \t 3747 \t 2 \t 1370 \t 0 \t 1\n", + "2 \t 3747 \t 1370 \t 2 \t 1007 \t 1 \t -4\n", + "3 \t 1370 \t 1007 \t 1 \t 363 \t -2 \t 9\n", + "4 \t 1007 \t 363 \t 2 \t 281 \t 5 \t -22\n", + "5 \t 363 \t 281 \t 1 \t 82 \t -7 \t 31\n", + "6 \t 281 \t 82 \t 3 \t 35 \t 19 \t -84\n", + "7 \t 82 \t 35 \t 2 \t 12 \t -26 \t 115\n", + "8 \t 35 \t 12 \t 2 \t 11 \t 97 \t -429\n", + "9 \t 12 \t 11 \t 1 \t 1 \t -220 \t 973\n", + "10 \t 11 \t 1 \t 11 \t 0 \t 537 \t -2375\n", + "\t\t\t\t\t -757 \t 3348\n", + "GCD(39203, 8864) = 1, with coefficients -757 and 3348 such that 1 = (-757)*39203 + (3348)*8864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8865 \t 4 \t 3743 \t 1 \t 0\n", + "1 \t 8865 \t 3743 \t 2 \t 1379 \t 0 \t 1\n", + "2 \t 3743 \t 1379 \t 2 \t 985 \t 1 \t -4\n", + "3 \t 1379 \t 985 \t 1 \t 394 \t -2 \t 9\n", + "4 \t 985 \t 394 \t 2 \t 197 \t 5 \t -22\n", + "5 \t 394 \t 197 \t 2 \t 0 \t -7 \t 31\n", + "\t\t\t\t\t 19 \t -84\n", + "GCD(39203, 8865) = 197, with coefficients 19 and -84 such that 197 = (19)*39203 + (-84)*8865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8866 \t 4 \t 3739 \t 1 \t 0\n", + "1 \t 8866 \t 3739 \t 2 \t 1388 \t 0 \t 1\n", + "2 \t 3739 \t 1388 \t 2 \t 963 \t 1 \t -4\n", + "3 \t 1388 \t 963 \t 1 \t 425 \t -2 \t 9\n", + "4 \t 963 \t 425 \t 2 \t 113 \t 5 \t -22\n", + "5 \t 425 \t 113 \t 3 \t 86 \t -7 \t 31\n", + "6 \t 113 \t 86 \t 1 \t 27 \t 19 \t -84\n", + "7 \t 86 \t 27 \t 3 \t 5 \t -64 \t 283\n", + "8 \t 27 \t 5 \t 5 \t 2 \t 83 \t -367\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -313 \t 1384\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1648 \t -7287\n", + "\t\t\t\t\t -3609 \t 15958\n", + "GCD(39203, 8866) = 1, with coefficients -3609 and 15958 such that 1 = (-3609)*39203 + (15958)*8866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8867 \t 4 \t 3735 \t 1 \t 0\n", + "1 \t 8867 \t 3735 \t 2 \t 1397 \t 0 \t 1\n", + "2 \t 3735 \t 1397 \t 2 \t 941 \t 1 \t -4\n", + "3 \t 1397 \t 941 \t 1 \t 456 \t -2 \t 9\n", + "4 \t 941 \t 456 \t 2 \t 29 \t 5 \t -22\n", + "5 \t 456 \t 29 \t 15 \t 21 \t -7 \t 31\n", + "6 \t 29 \t 21 \t 1 \t 8 \t 19 \t -84\n", + "7 \t 21 \t 8 \t 2 \t 5 \t -292 \t 1291\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 311 \t -1375\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -914 \t 4041\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1225 \t -5416\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2139 \t 9457\n", + "\t\t\t\t\t 3364 \t -14873\n", + "GCD(39203, 8867) = 1, with coefficients 3364 and -14873 such that 1 = (3364)*39203 + (-14873)*8867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8868 \t 4 \t 3731 \t 1 \t 0\n", + "1 \t 8868 \t 3731 \t 2 \t 1406 \t 0 \t 1\n", + "2 \t 3731 \t 1406 \t 2 \t 919 \t 1 \t -4\n", + "3 \t 1406 \t 919 \t 1 \t 487 \t -2 \t 9\n", + "4 \t 919 \t 487 \t 1 \t 432 \t 5 \t -22\n", + "5 \t 487 \t 432 \t 1 \t 55 \t -7 \t 31\n", + "6 \t 432 \t 55 \t 7 \t 47 \t 12 \t -53\n", + "7 \t 55 \t 47 \t 1 \t 8 \t -19 \t 84\n", + "8 \t 47 \t 8 \t 5 \t 7 \t 145 \t -641\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -164 \t 725\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 965 \t -4266\n", + "\t\t\t\t\t -1129 \t 4991\n", + "GCD(39203, 8868) = 1, with coefficients -1129 and 4991 such that 1 = (-1129)*39203 + (4991)*8868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8869 \t 4 \t 3727 \t 1 \t 0\n", + "1 \t 8869 \t 3727 \t 2 \t 1415 \t 0 \t 1\n", + "2 \t 3727 \t 1415 \t 2 \t 897 \t 1 \t -4\n", + "3 \t 1415 \t 897 \t 1 \t 518 \t -2 \t 9\n", + "4 \t 897 \t 518 \t 1 \t 379 \t 5 \t -22\n", + "5 \t 518 \t 379 \t 1 \t 139 \t -7 \t 31\n", + "6 \t 379 \t 139 \t 2 \t 101 \t 12 \t -53\n", + "7 \t 139 \t 101 \t 1 \t 38 \t -19 \t 84\n", + "8 \t 101 \t 38 \t 2 \t 25 \t 50 \t -221\n", + "9 \t 38 \t 25 \t 1 \t 13 \t -69 \t 305\n", + "10 \t 25 \t 13 \t 1 \t 12 \t 188 \t -831\n", + "11 \t 13 \t 12 \t 1 \t 1 \t -257 \t 1136\n", + "12 \t 12 \t 1 \t 12 \t 0 \t 445 \t -1967\n", + "\t\t\t\t\t -702 \t 3103\n", + "GCD(39203, 8869) = 1, with coefficients -702 and 3103 such that 1 = (-702)*39203 + (3103)*8869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8870 \t 4 \t 3723 \t 1 \t 0\n", + "1 \t 8870 \t 3723 \t 2 \t 1424 \t 0 \t 1\n", + "2 \t 3723 \t 1424 \t 2 \t 875 \t 1 \t -4\n", + "3 \t 1424 \t 875 \t 1 \t 549 \t -2 \t 9\n", + "4 \t 875 \t 549 \t 1 \t 326 \t 5 \t -22\n", + "5 \t 549 \t 326 \t 1 \t 223 \t -7 \t 31\n", + "6 \t 326 \t 223 \t 1 \t 103 \t 12 \t -53\n", + "7 \t 223 \t 103 \t 2 \t 17 \t -19 \t 84\n", + "8 \t 103 \t 17 \t 6 \t 1 \t 31 \t -137\n", + "9 \t 17 \t 1 \t 17 \t 0 \t -81 \t 358\n", + "\t\t\t\t\t 517 \t -2285\n", + "GCD(39203, 8870) = 1, with coefficients 517 and -2285 such that 1 = (517)*39203 + (-2285)*8870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8871 \t 4 \t 3719 \t 1 \t 0\n", + "1 \t 8871 \t 3719 \t 2 \t 1433 \t 0 \t 1\n", + "2 \t 3719 \t 1433 \t 2 \t 853 \t 1 \t -4\n", + "3 \t 1433 \t 853 \t 1 \t 580 \t -2 \t 9\n", + "4 \t 853 \t 580 \t 1 \t 273 \t 5 \t -22\n", + "5 \t 580 \t 273 \t 2 \t 34 \t -7 \t 31\n", + "6 \t 273 \t 34 \t 8 \t 1 \t 12 \t -53\n", + "7 \t 34 \t 1 \t 34 \t 0 \t -31 \t 137\n", + "\t\t\t\t\t 260 \t -1149\n", + "GCD(39203, 8871) = 1, with coefficients 260 and -1149 such that 1 = (260)*39203 + (-1149)*8871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8872 \t 4 \t 3715 \t 1 \t 0\n", + "1 \t 8872 \t 3715 \t 2 \t 1442 \t 0 \t 1\n", + "2 \t 3715 \t 1442 \t 2 \t 831 \t 1 \t -4\n", + "3 \t 1442 \t 831 \t 1 \t 611 \t -2 \t 9\n", + "4 \t 831 \t 611 \t 1 \t 220 \t 5 \t -22\n", + "5 \t 611 \t 220 \t 2 \t 171 \t -7 \t 31\n", + "6 \t 220 \t 171 \t 1 \t 49 \t 12 \t -53\n", + "7 \t 171 \t 49 \t 3 \t 24 \t -31 \t 137\n", + "8 \t 49 \t 24 \t 2 \t 1 \t 43 \t -190\n", + "9 \t 24 \t 1 \t 24 \t 0 \t -160 \t 707\n", + "\t\t\t\t\t 363 \t -1604\n", + "GCD(39203, 8872) = 1, with coefficients 363 and -1604 such that 1 = (363)*39203 + (-1604)*8872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8873 \t 4 \t 3711 \t 1 \t 0\n", + "1 \t 8873 \t 3711 \t 2 \t 1451 \t 0 \t 1\n", + "2 \t 3711 \t 1451 \t 2 \t 809 \t 1 \t -4\n", + "3 \t 1451 \t 809 \t 1 \t 642 \t -2 \t 9\n", + "4 \t 809 \t 642 \t 1 \t 167 \t 5 \t -22\n", + "5 \t 642 \t 167 \t 3 \t 141 \t -7 \t 31\n", + "6 \t 167 \t 141 \t 1 \t 26 \t 12 \t -53\n", + "7 \t 141 \t 26 \t 5 \t 11 \t -43 \t 190\n", + "8 \t 26 \t 11 \t 2 \t 4 \t 55 \t -243\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -318 \t 1405\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 691 \t -3053\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1700 \t 7511\n", + "\t\t\t\t\t 2391 \t -10564\n", + "GCD(39203, 8873) = 1, with coefficients 2391 and -10564 such that 1 = (2391)*39203 + (-10564)*8873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8874 \t 4 \t 3707 \t 1 \t 0\n", + "1 \t 8874 \t 3707 \t 2 \t 1460 \t 0 \t 1\n", + "2 \t 3707 \t 1460 \t 2 \t 787 \t 1 \t -4\n", + "3 \t 1460 \t 787 \t 1 \t 673 \t -2 \t 9\n", + "4 \t 787 \t 673 \t 1 \t 114 \t 5 \t -22\n", + "5 \t 673 \t 114 \t 5 \t 103 \t -7 \t 31\n", + "6 \t 114 \t 103 \t 1 \t 11 \t 12 \t -53\n", + "7 \t 103 \t 11 \t 9 \t 4 \t -67 \t 296\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 79 \t -349\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -778 \t 3437\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1635 \t -7223\n", + "\t\t\t\t\t -2413 \t 10660\n", + "GCD(39203, 8874) = 1, with coefficients -2413 and 10660 such that 1 = (-2413)*39203 + (10660)*8874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8875 \t 4 \t 3703 \t 1 \t 0\n", + "1 \t 8875 \t 3703 \t 2 \t 1469 \t 0 \t 1\n", + "2 \t 3703 \t 1469 \t 2 \t 765 \t 1 \t -4\n", + "3 \t 1469 \t 765 \t 1 \t 704 \t -2 \t 9\n", + "4 \t 765 \t 704 \t 1 \t 61 \t 5 \t -22\n", + "5 \t 704 \t 61 \t 11 \t 33 \t -7 \t 31\n", + "6 \t 61 \t 33 \t 1 \t 28 \t 12 \t -53\n", + "7 \t 33 \t 28 \t 1 \t 5 \t -139 \t 614\n", + "8 \t 28 \t 5 \t 5 \t 3 \t 151 \t -667\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -290 \t 1281\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1601 \t -7072\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1891 \t 8353\n", + "\t\t\t\t\t 3492 \t -15425\n", + "GCD(39203, 8875) = 1, with coefficients 3492 and -15425 such that 1 = (3492)*39203 + (-15425)*8875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8876 \t 4 \t 3699 \t 1 \t 0\n", + "1 \t 8876 \t 3699 \t 2 \t 1478 \t 0 \t 1\n", + "2 \t 3699 \t 1478 \t 2 \t 743 \t 1 \t -4\n", + "3 \t 1478 \t 743 \t 1 \t 735 \t -2 \t 9\n", + "4 \t 743 \t 735 \t 1 \t 8 \t 5 \t -22\n", + "5 \t 735 \t 8 \t 91 \t 7 \t -7 \t 31\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 12 \t -53\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -1099 \t 4854\n", + "\t\t\t\t\t 1111 \t -4907\n", + "GCD(39203, 8876) = 1, with coefficients 1111 and -4907 such that 1 = (1111)*39203 + (-4907)*8876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8877 \t 4 \t 3695 \t 1 \t 0\n", + "1 \t 8877 \t 3695 \t 2 \t 1487 \t 0 \t 1\n", + "2 \t 3695 \t 1487 \t 2 \t 721 \t 1 \t -4\n", + "3 \t 1487 \t 721 \t 2 \t 45 \t -2 \t 9\n", + "4 \t 721 \t 45 \t 16 \t 1 \t 5 \t -22\n", + "5 \t 45 \t 1 \t 45 \t 0 \t -12 \t 53\n", + "\t\t\t\t\t 197 \t -870\n", + "GCD(39203, 8877) = 1, with coefficients 197 and -870 such that 1 = (197)*39203 + (-870)*8877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8878 \t 4 \t 3691 \t 1 \t 0\n", + "1 \t 8878 \t 3691 \t 2 \t 1496 \t 0 \t 1\n", + "2 \t 3691 \t 1496 \t 2 \t 699 \t 1 \t -4\n", + "3 \t 1496 \t 699 \t 2 \t 98 \t -2 \t 9\n", + "4 \t 699 \t 98 \t 7 \t 13 \t 5 \t -22\n", + "5 \t 98 \t 13 \t 7 \t 7 \t -12 \t 53\n", + "6 \t 13 \t 7 \t 1 \t 6 \t 89 \t -393\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -635 \t 2804\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 724 \t -3197\n", + "\t\t\t\t\t -1359 \t 6001\n", + "GCD(39203, 8878) = 1, with coefficients -1359 and 6001 such that 1 = (-1359)*39203 + (6001)*8878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8879 \t 4 \t 3687 \t 1 \t 0\n", + "1 \t 8879 \t 3687 \t 2 \t 1505 \t 0 \t 1\n", + "2 \t 3687 \t 1505 \t 2 \t 677 \t 1 \t -4\n", + "3 \t 1505 \t 677 \t 2 \t 151 \t -2 \t 9\n", + "4 \t 677 \t 151 \t 4 \t 73 \t 5 \t -22\n", + "5 \t 151 \t 73 \t 2 \t 5 \t -12 \t 53\n", + "6 \t 73 \t 5 \t 14 \t 3 \t 53 \t -234\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -118 \t 521\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1705 \t -7528\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1823 \t 8049\n", + "\t\t\t\t\t 3528 \t -15577\n", + "GCD(39203, 8879) = 1, with coefficients 3528 and -15577 such that 1 = (3528)*39203 + (-15577)*8879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8880 \t 4 \t 3683 \t 1 \t 0\n", + "1 \t 8880 \t 3683 \t 2 \t 1514 \t 0 \t 1\n", + "2 \t 3683 \t 1514 \t 2 \t 655 \t 1 \t -4\n", + "3 \t 1514 \t 655 \t 2 \t 204 \t -2 \t 9\n", + "4 \t 655 \t 204 \t 3 \t 43 \t 5 \t -22\n", + "5 \t 204 \t 43 \t 4 \t 32 \t -12 \t 53\n", + "6 \t 43 \t 32 \t 1 \t 11 \t 41 \t -181\n", + "7 \t 32 \t 11 \t 2 \t 10 \t -176 \t 777\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 217 \t -958\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -610 \t 2693\n", + "\t\t\t\t\t 827 \t -3651\n", + "GCD(39203, 8880) = 1, with coefficients 827 and -3651 such that 1 = (827)*39203 + (-3651)*8880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8881 \t 4 \t 3679 \t 1 \t 0\n", + "1 \t 8881 \t 3679 \t 2 \t 1523 \t 0 \t 1\n", + "2 \t 3679 \t 1523 \t 2 \t 633 \t 1 \t -4\n", + "3 \t 1523 \t 633 \t 2 \t 257 \t -2 \t 9\n", + "4 \t 633 \t 257 \t 2 \t 119 \t 5 \t -22\n", + "5 \t 257 \t 119 \t 2 \t 19 \t -12 \t 53\n", + "6 \t 119 \t 19 \t 6 \t 5 \t 29 \t -128\n", + "7 \t 19 \t 5 \t 3 \t 4 \t -70 \t 309\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 449 \t -1982\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1417 \t 6255\n", + "\t\t\t\t\t 1866 \t -8237\n", + "GCD(39203, 8881) = 1, with coefficients 1866 and -8237 such that 1 = (1866)*39203 + (-8237)*8881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8882 \t 4 \t 3675 \t 1 \t 0\n", + "1 \t 8882 \t 3675 \t 2 \t 1532 \t 0 \t 1\n", + "2 \t 3675 \t 1532 \t 2 \t 611 \t 1 \t -4\n", + "3 \t 1532 \t 611 \t 2 \t 310 \t -2 \t 9\n", + "4 \t 611 \t 310 \t 1 \t 301 \t 5 \t -22\n", + "5 \t 310 \t 301 \t 1 \t 9 \t -12 \t 53\n", + "6 \t 301 \t 9 \t 33 \t 4 \t 17 \t -75\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -29 \t 128\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 974 \t -4299\n", + "\t\t\t\t\t -1977 \t 8726\n", + "GCD(39203, 8882) = 1, with coefficients -1977 and 8726 such that 1 = (-1977)*39203 + (8726)*8882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8883 \t 4 \t 3671 \t 1 \t 0\n", + "1 \t 8883 \t 3671 \t 2 \t 1541 \t 0 \t 1\n", + "2 \t 3671 \t 1541 \t 2 \t 589 \t 1 \t -4\n", + "3 \t 1541 \t 589 \t 2 \t 363 \t -2 \t 9\n", + "4 \t 589 \t 363 \t 1 \t 226 \t 5 \t -22\n", + "5 \t 363 \t 226 \t 1 \t 137 \t -12 \t 53\n", + "6 \t 226 \t 137 \t 1 \t 89 \t 17 \t -75\n", + "7 \t 137 \t 89 \t 1 \t 48 \t -29 \t 128\n", + "8 \t 89 \t 48 \t 1 \t 41 \t 46 \t -203\n", + "9 \t 48 \t 41 \t 1 \t 7 \t -75 \t 331\n", + "10 \t 41 \t 7 \t 5 \t 6 \t 121 \t -534\n", + "11 \t 7 \t 6 \t 1 \t 1 \t -196 \t 865\n", + "12 \t 6 \t 1 \t 6 \t 0 \t 1101 \t -4859\n", + "\t\t\t\t\t -1297 \t 5724\n", + "GCD(39203, 8883) = 1, with coefficients -1297 and 5724 such that 1 = (-1297)*39203 + (5724)*8883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8884 \t 4 \t 3667 \t 1 \t 0\n", + "1 \t 8884 \t 3667 \t 2 \t 1550 \t 0 \t 1\n", + "2 \t 3667 \t 1550 \t 2 \t 567 \t 1 \t -4\n", + "3 \t 1550 \t 567 \t 2 \t 416 \t -2 \t 9\n", + "4 \t 567 \t 416 \t 1 \t 151 \t 5 \t -22\n", + "5 \t 416 \t 151 \t 2 \t 114 \t -12 \t 53\n", + "6 \t 151 \t 114 \t 1 \t 37 \t 17 \t -75\n", + "7 \t 114 \t 37 \t 3 \t 3 \t -46 \t 203\n", + "8 \t 37 \t 3 \t 12 \t 1 \t 63 \t -278\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -235 \t 1037\n", + "\t\t\t\t\t 2883 \t -12722\n", + "GCD(39203, 8884) = 1, with coefficients 2883 and -12722 such that 1 = (2883)*39203 + (-12722)*8884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8885 \t 4 \t 3663 \t 1 \t 0\n", + "1 \t 8885 \t 3663 \t 2 \t 1559 \t 0 \t 1\n", + "2 \t 3663 \t 1559 \t 2 \t 545 \t 1 \t -4\n", + "3 \t 1559 \t 545 \t 2 \t 469 \t -2 \t 9\n", + "4 \t 545 \t 469 \t 1 \t 76 \t 5 \t -22\n", + "5 \t 469 \t 76 \t 6 \t 13 \t -12 \t 53\n", + "6 \t 76 \t 13 \t 5 \t 11 \t 17 \t -75\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -114 \t 503\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 587 \t -2590\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -701 \t 3093\n", + "\t\t\t\t\t 4092 \t -18055\n", + "GCD(39203, 8885) = 1, with coefficients 4092 and -18055 such that 1 = (4092)*39203 + (-18055)*8885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8886 \t 4 \t 3659 \t 1 \t 0\n", + "1 \t 8886 \t 3659 \t 2 \t 1568 \t 0 \t 1\n", + "2 \t 3659 \t 1568 \t 2 \t 523 \t 1 \t -4\n", + "3 \t 1568 \t 523 \t 2 \t 522 \t -2 \t 9\n", + "4 \t 523 \t 522 \t 1 \t 1 \t 5 \t -22\n", + "5 \t 522 \t 1 \t 522 \t 0 \t -12 \t 53\n", + "\t\t\t\t\t 17 \t -75\n", + "GCD(39203, 8886) = 1, with coefficients 17 and -75 such that 1 = (17)*39203 + (-75)*8886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8887 \t 4 \t 3655 \t 1 \t 0\n", + "1 \t 8887 \t 3655 \t 2 \t 1577 \t 0 \t 1\n", + "2 \t 3655 \t 1577 \t 2 \t 501 \t 1 \t -4\n", + "3 \t 1577 \t 501 \t 3 \t 74 \t -2 \t 9\n", + "4 \t 501 \t 74 \t 6 \t 57 \t 5 \t -22\n", + "5 \t 74 \t 57 \t 1 \t 17 \t -17 \t 75\n", + "6 \t 57 \t 17 \t 3 \t 6 \t 107 \t -472\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -124 \t 547\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 479 \t -2113\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1082 \t 4773\n", + "\t\t\t\t\t 1561 \t -6886\n", + "GCD(39203, 8887) = 1, with coefficients 1561 and -6886 such that 1 = (1561)*39203 + (-6886)*8887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8888 \t 4 \t 3651 \t 1 \t 0\n", + "1 \t 8888 \t 3651 \t 2 \t 1586 \t 0 \t 1\n", + "2 \t 3651 \t 1586 \t 2 \t 479 \t 1 \t -4\n", + "3 \t 1586 \t 479 \t 3 \t 149 \t -2 \t 9\n", + "4 \t 479 \t 149 \t 3 \t 32 \t 5 \t -22\n", + "5 \t 149 \t 32 \t 4 \t 21 \t -17 \t 75\n", + "6 \t 32 \t 21 \t 1 \t 11 \t 56 \t -247\n", + "7 \t 21 \t 11 \t 1 \t 10 \t -241 \t 1063\n", + "8 \t 11 \t 10 \t 1 \t 1 \t 297 \t -1310\n", + "9 \t 10 \t 1 \t 10 \t 0 \t -538 \t 2373\n", + "\t\t\t\t\t 835 \t -3683\n", + "GCD(39203, 8888) = 1, with coefficients 835 and -3683 such that 1 = (835)*39203 + (-3683)*8888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8889 \t 4 \t 3647 \t 1 \t 0\n", + "1 \t 8889 \t 3647 \t 2 \t 1595 \t 0 \t 1\n", + "2 \t 3647 \t 1595 \t 2 \t 457 \t 1 \t -4\n", + "3 \t 1595 \t 457 \t 3 \t 224 \t -2 \t 9\n", + "4 \t 457 \t 224 \t 2 \t 9 \t 5 \t -22\n", + "5 \t 224 \t 9 \t 24 \t 8 \t -17 \t 75\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 39 \t -172\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -953 \t 4203\n", + "\t\t\t\t\t 992 \t -4375\n", + "GCD(39203, 8889) = 1, with coefficients 992 and -4375 such that 1 = (992)*39203 + (-4375)*8889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8890 \t 4 \t 3643 \t 1 \t 0\n", + "1 \t 8890 \t 3643 \t 2 \t 1604 \t 0 \t 1\n", + "2 \t 3643 \t 1604 \t 2 \t 435 \t 1 \t -4\n", + "3 \t 1604 \t 435 \t 3 \t 299 \t -2 \t 9\n", + "4 \t 435 \t 299 \t 1 \t 136 \t 5 \t -22\n", + "5 \t 299 \t 136 \t 2 \t 27 \t -17 \t 75\n", + "6 \t 136 \t 27 \t 5 \t 1 \t 22 \t -97\n", + "7 \t 27 \t 1 \t 27 \t 0 \t -61 \t 269\n", + "\t\t\t\t\t 327 \t -1442\n", + "GCD(39203, 8890) = 1, with coefficients 327 and -1442 such that 1 = (327)*39203 + (-1442)*8890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8891 \t 4 \t 3639 \t 1 \t 0\n", + "1 \t 8891 \t 3639 \t 2 \t 1613 \t 0 \t 1\n", + "2 \t 3639 \t 1613 \t 2 \t 413 \t 1 \t -4\n", + "3 \t 1613 \t 413 \t 3 \t 374 \t -2 \t 9\n", + "4 \t 413 \t 374 \t 1 \t 39 \t 5 \t -22\n", + "5 \t 374 \t 39 \t 9 \t 23 \t -17 \t 75\n", + "6 \t 39 \t 23 \t 1 \t 16 \t 22 \t -97\n", + "7 \t 23 \t 16 \t 1 \t 7 \t -215 \t 948\n", + "8 \t 16 \t 7 \t 2 \t 2 \t 237 \t -1045\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -452 \t 1993\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1141 \t -5031\n", + "\t\t\t\t\t -3875 \t 17086\n", + "GCD(39203, 8891) = 1, with coefficients -3875 and 17086 such that 1 = (-3875)*39203 + (17086)*8891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8892 \t 4 \t 3635 \t 1 \t 0\n", + "1 \t 8892 \t 3635 \t 2 \t 1622 \t 0 \t 1\n", + "2 \t 3635 \t 1622 \t 2 \t 391 \t 1 \t -4\n", + "3 \t 1622 \t 391 \t 4 \t 58 \t -2 \t 9\n", + "4 \t 391 \t 58 \t 6 \t 43 \t 5 \t -22\n", + "5 \t 58 \t 43 \t 1 \t 15 \t -22 \t 97\n", + "6 \t 43 \t 15 \t 2 \t 13 \t 137 \t -604\n", + "7 \t 15 \t 13 \t 1 \t 2 \t -159 \t 701\n", + "8 \t 13 \t 2 \t 6 \t 1 \t 455 \t -2006\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -614 \t 2707\n", + "\t\t\t\t\t 4139 \t -18248\n", + "GCD(39203, 8892) = 1, with coefficients 4139 and -18248 such that 1 = (4139)*39203 + (-18248)*8892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8893 \t 4 \t 3631 \t 1 \t 0\n", + "1 \t 8893 \t 3631 \t 2 \t 1631 \t 0 \t 1\n", + "2 \t 3631 \t 1631 \t 2 \t 369 \t 1 \t -4\n", + "3 \t 1631 \t 369 \t 4 \t 155 \t -2 \t 9\n", + "4 \t 369 \t 155 \t 2 \t 59 \t 5 \t -22\n", + "5 \t 155 \t 59 \t 2 \t 37 \t -22 \t 97\n", + "6 \t 59 \t 37 \t 1 \t 22 \t 49 \t -216\n", + "7 \t 37 \t 22 \t 1 \t 15 \t -120 \t 529\n", + "8 \t 22 \t 15 \t 1 \t 7 \t 169 \t -745\n", + "9 \t 15 \t 7 \t 2 \t 1 \t -289 \t 1274\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 458 \t -2019\n", + "\t\t\t\t\t -1205 \t 5312\n", + "GCD(39203, 8893) = 1, with coefficients -1205 and 5312 such that 1 = (-1205)*39203 + (5312)*8893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8894 \t 4 \t 3627 \t 1 \t 0\n", + "1 \t 8894 \t 3627 \t 2 \t 1640 \t 0 \t 1\n", + "2 \t 3627 \t 1640 \t 2 \t 347 \t 1 \t -4\n", + "3 \t 1640 \t 347 \t 4 \t 252 \t -2 \t 9\n", + "4 \t 347 \t 252 \t 1 \t 95 \t 5 \t -22\n", + "5 \t 252 \t 95 \t 2 \t 62 \t -22 \t 97\n", + "6 \t 95 \t 62 \t 1 \t 33 \t 27 \t -119\n", + "7 \t 62 \t 33 \t 1 \t 29 \t -76 \t 335\n", + "8 \t 33 \t 29 \t 1 \t 4 \t 103 \t -454\n", + "9 \t 29 \t 4 \t 7 \t 1 \t -179 \t 789\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 282 \t -1243\n", + "\t\t\t\t\t -2153 \t 9490\n", + "GCD(39203, 8894) = 1, with coefficients -2153 and 9490 such that 1 = (-2153)*39203 + (9490)*8894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8895 \t 4 \t 3623 \t 1 \t 0\n", + "1 \t 8895 \t 3623 \t 2 \t 1649 \t 0 \t 1\n", + "2 \t 3623 \t 1649 \t 2 \t 325 \t 1 \t -4\n", + "3 \t 1649 \t 325 \t 5 \t 24 \t -2 \t 9\n", + "4 \t 325 \t 24 \t 13 \t 13 \t 5 \t -22\n", + "5 \t 24 \t 13 \t 1 \t 11 \t -27 \t 119\n", + "6 \t 13 \t 11 \t 1 \t 2 \t 356 \t -1569\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -383 \t 1688\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 739 \t -3257\n", + "\t\t\t\t\t -4078 \t 17973\n", + "GCD(39203, 8895) = 1, with coefficients -4078 and 17973 such that 1 = (-4078)*39203 + (17973)*8895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8896 \t 4 \t 3619 \t 1 \t 0\n", + "1 \t 8896 \t 3619 \t 2 \t 1658 \t 0 \t 1\n", + "2 \t 3619 \t 1658 \t 2 \t 303 \t 1 \t -4\n", + "3 \t 1658 \t 303 \t 5 \t 143 \t -2 \t 9\n", + "4 \t 303 \t 143 \t 2 \t 17 \t 5 \t -22\n", + "5 \t 143 \t 17 \t 8 \t 7 \t -27 \t 119\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 59 \t -260\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -499 \t 2199\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1057 \t -4658\n", + "\t\t\t\t\t -2613 \t 11515\n", + "GCD(39203, 8896) = 1, with coefficients -2613 and 11515 such that 1 = (-2613)*39203 + (11515)*8896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8897 \t 4 \t 3615 \t 1 \t 0\n", + "1 \t 8897 \t 3615 \t 2 \t 1667 \t 0 \t 1\n", + "2 \t 3615 \t 1667 \t 2 \t 281 \t 1 \t -4\n", + "3 \t 1667 \t 281 \t 5 \t 262 \t -2 \t 9\n", + "4 \t 281 \t 262 \t 1 \t 19 \t 5 \t -22\n", + "5 \t 262 \t 19 \t 13 \t 15 \t -27 \t 119\n", + "6 \t 19 \t 15 \t 1 \t 4 \t 32 \t -141\n", + "7 \t 15 \t 4 \t 3 \t 3 \t -443 \t 1952\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 475 \t -2093\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1868 \t 8231\n", + "\t\t\t\t\t 2343 \t -10324\n", + "GCD(39203, 8897) = 1, with coefficients 2343 and -10324 such that 1 = (2343)*39203 + (-10324)*8897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8898 \t 4 \t 3611 \t 1 \t 0\n", + "1 \t 8898 \t 3611 \t 2 \t 1676 \t 0 \t 1\n", + "2 \t 3611 \t 1676 \t 2 \t 259 \t 1 \t -4\n", + "3 \t 1676 \t 259 \t 6 \t 122 \t -2 \t 9\n", + "4 \t 259 \t 122 \t 2 \t 15 \t 5 \t -22\n", + "5 \t 122 \t 15 \t 8 \t 2 \t -32 \t 141\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 69 \t -304\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -584 \t 2573\n", + "\t\t\t\t\t 4157 \t -18315\n", + "GCD(39203, 8898) = 1, with coefficients 4157 and -18315 such that 1 = (4157)*39203 + (-18315)*8898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8899 \t 4 \t 3607 \t 1 \t 0\n", + "1 \t 8899 \t 3607 \t 2 \t 1685 \t 0 \t 1\n", + "2 \t 3607 \t 1685 \t 2 \t 237 \t 1 \t -4\n", + "3 \t 1685 \t 237 \t 7 \t 26 \t -2 \t 9\n", + "4 \t 237 \t 26 \t 9 \t 3 \t 5 \t -22\n", + "5 \t 26 \t 3 \t 8 \t 2 \t -37 \t 163\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 338 \t -1489\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2741 \t 12075\n", + "\t\t\t\t\t 3079 \t -13564\n", + "GCD(39203, 8899) = 1, with coefficients 3079 and -13564 such that 1 = (3079)*39203 + (-13564)*8899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8900 \t 4 \t 3603 \t 1 \t 0\n", + "1 \t 8900 \t 3603 \t 2 \t 1694 \t 0 \t 1\n", + "2 \t 3603 \t 1694 \t 2 \t 215 \t 1 \t -4\n", + "3 \t 1694 \t 215 \t 7 \t 189 \t -2 \t 9\n", + "4 \t 215 \t 189 \t 1 \t 26 \t 5 \t -22\n", + "5 \t 189 \t 26 \t 7 \t 7 \t -37 \t 163\n", + "6 \t 26 \t 7 \t 3 \t 5 \t 42 \t -185\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -331 \t 1458\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 1035 \t -4559\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1366 \t 6017\n", + "\t\t\t\t\t 3767 \t -16593\n", + "GCD(39203, 8900) = 1, with coefficients 3767 and -16593 such that 1 = (3767)*39203 + (-16593)*8900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8901 \t 4 \t 3599 \t 1 \t 0\n", + "1 \t 8901 \t 3599 \t 2 \t 1703 \t 0 \t 1\n", + "2 \t 3599 \t 1703 \t 2 \t 193 \t 1 \t -4\n", + "3 \t 1703 \t 193 \t 8 \t 159 \t -2 \t 9\n", + "4 \t 193 \t 159 \t 1 \t 34 \t 5 \t -22\n", + "5 \t 159 \t 34 \t 4 \t 23 \t -42 \t 185\n", + "6 \t 34 \t 23 \t 1 \t 11 \t 47 \t -207\n", + "7 \t 23 \t 11 \t 2 \t 1 \t -230 \t 1013\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 277 \t -1220\n", + "\t\t\t\t\t -784 \t 3453\n", + "GCD(39203, 8901) = 1, with coefficients -784 and 3453 such that 1 = (-784)*39203 + (3453)*8901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8902 \t 4 \t 3595 \t 1 \t 0\n", + "1 \t 8902 \t 3595 \t 2 \t 1712 \t 0 \t 1\n", + "2 \t 3595 \t 1712 \t 2 \t 171 \t 1 \t -4\n", + "3 \t 1712 \t 171 \t 10 \t 2 \t -2 \t 9\n", + "4 \t 171 \t 2 \t 85 \t 1 \t 5 \t -22\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -52 \t 229\n", + "\t\t\t\t\t 4425 \t -19487\n", + "GCD(39203, 8902) = 1, with coefficients 4425 and -19487 such that 1 = (4425)*39203 + (-19487)*8902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8903 \t 4 \t 3591 \t 1 \t 0\n", + "1 \t 8903 \t 3591 \t 2 \t 1721 \t 0 \t 1\n", + "2 \t 3591 \t 1721 \t 2 \t 149 \t 1 \t -4\n", + "3 \t 1721 \t 149 \t 11 \t 82 \t -2 \t 9\n", + "4 \t 149 \t 82 \t 1 \t 67 \t 5 \t -22\n", + "5 \t 82 \t 67 \t 1 \t 15 \t -57 \t 251\n", + "6 \t 67 \t 15 \t 4 \t 7 \t 62 \t -273\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -119 \t 524\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 538 \t -2369\n", + "\t\t\t\t\t -1195 \t 5262\n", + "GCD(39203, 8903) = 1, with coefficients -1195 and 5262 such that 1 = (-1195)*39203 + (5262)*8903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8904 \t 4 \t 3587 \t 1 \t 0\n", + "1 \t 8904 \t 3587 \t 2 \t 1730 \t 0 \t 1\n", + "2 \t 3587 \t 1730 \t 2 \t 127 \t 1 \t -4\n", + "3 \t 1730 \t 127 \t 13 \t 79 \t -2 \t 9\n", + "4 \t 127 \t 79 \t 1 \t 48 \t 5 \t -22\n", + "5 \t 79 \t 48 \t 1 \t 31 \t -67 \t 295\n", + "6 \t 48 \t 31 \t 1 \t 17 \t 72 \t -317\n", + "7 \t 31 \t 17 \t 1 \t 14 \t -139 \t 612\n", + "8 \t 17 \t 14 \t 1 \t 3 \t 211 \t -929\n", + "9 \t 14 \t 3 \t 4 \t 2 \t -350 \t 1541\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 561 \t -2470\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2594 \t 11421\n", + "\t\t\t\t\t 3155 \t -13891\n", + "GCD(39203, 8904) = 1, with coefficients 3155 and -13891 such that 1 = (3155)*39203 + (-13891)*8904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8905 \t 4 \t 3583 \t 1 \t 0\n", + "1 \t 8905 \t 3583 \t 2 \t 1739 \t 0 \t 1\n", + "2 \t 3583 \t 1739 \t 2 \t 105 \t 1 \t -4\n", + "3 \t 1739 \t 105 \t 16 \t 59 \t -2 \t 9\n", + "4 \t 105 \t 59 \t 1 \t 46 \t 5 \t -22\n", + "5 \t 59 \t 46 \t 1 \t 13 \t -82 \t 361\n", + "6 \t 46 \t 13 \t 3 \t 7 \t 87 \t -383\n", + "7 \t 13 \t 7 \t 1 \t 6 \t -169 \t 744\n", + "8 \t 7 \t 6 \t 1 \t 1 \t 594 \t -2615\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -763 \t 3359\n", + "\t\t\t\t\t 1357 \t -5974\n", + "GCD(39203, 8905) = 1, with coefficients 1357 and -5974 such that 1 = (1357)*39203 + (-5974)*8905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8906 \t 4 \t 3579 \t 1 \t 0\n", + "1 \t 8906 \t 3579 \t 2 \t 1748 \t 0 \t 1\n", + "2 \t 3579 \t 1748 \t 2 \t 83 \t 1 \t -4\n", + "3 \t 1748 \t 83 \t 21 \t 5 \t -2 \t 9\n", + "4 \t 83 \t 5 \t 16 \t 3 \t 5 \t -22\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -107 \t 471\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1717 \t -7558\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1824 \t 8029\n", + "\t\t\t\t\t 3541 \t -15587\n", + "GCD(39203, 8906) = 1, with coefficients 3541 and -15587 such that 1 = (3541)*39203 + (-15587)*8906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8907 \t 4 \t 3575 \t 1 \t 0\n", + "1 \t 8907 \t 3575 \t 2 \t 1757 \t 0 \t 1\n", + "2 \t 3575 \t 1757 \t 2 \t 61 \t 1 \t -4\n", + "3 \t 1757 \t 61 \t 28 \t 49 \t -2 \t 9\n", + "4 \t 61 \t 49 \t 1 \t 12 \t 5 \t -22\n", + "5 \t 49 \t 12 \t 4 \t 1 \t -142 \t 625\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 147 \t -647\n", + "\t\t\t\t\t -730 \t 3213\n", + "GCD(39203, 8907) = 1, with coefficients -730 and 3213 such that 1 = (-730)*39203 + (3213)*8907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8908 \t 4 \t 3571 \t 1 \t 0\n", + "1 \t 8908 \t 3571 \t 2 \t 1766 \t 0 \t 1\n", + "2 \t 3571 \t 1766 \t 2 \t 39 \t 1 \t -4\n", + "3 \t 1766 \t 39 \t 45 \t 11 \t -2 \t 9\n", + "4 \t 39 \t 11 \t 3 \t 6 \t 5 \t -22\n", + "5 \t 11 \t 6 \t 1 \t 5 \t -227 \t 999\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 686 \t -3019\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -913 \t 4018\n", + "\t\t\t\t\t 1599 \t -7037\n", + "GCD(39203, 8908) = 1, with coefficients 1599 and -7037 such that 1 = (1599)*39203 + (-7037)*8908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8909 \t 4 \t 3567 \t 1 \t 0\n", + "1 \t 8909 \t 3567 \t 2 \t 1775 \t 0 \t 1\n", + "2 \t 3567 \t 1775 \t 2 \t 17 \t 1 \t -4\n", + "3 \t 1775 \t 17 \t 104 \t 7 \t -2 \t 9\n", + "4 \t 17 \t 7 \t 2 \t 3 \t 5 \t -22\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -522 \t 2297\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1049 \t -4616\n", + "\t\t\t\t\t -2620 \t 11529\n", + "GCD(39203, 8909) = 1, with coefficients -2620 and 11529 such that 1 = (-2620)*39203 + (11529)*8909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8910 \t 4 \t 3563 \t 1 \t 0\n", + "1 \t 8910 \t 3563 \t 2 \t 1784 \t 0 \t 1\n", + "2 \t 3563 \t 1784 \t 1 \t 1779 \t 1 \t -4\n", + "3 \t 1784 \t 1779 \t 1 \t 5 \t -2 \t 9\n", + "4 \t 1779 \t 5 \t 355 \t 4 \t 3 \t -13\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -5 \t 22\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1778 \t -7823\n", + "\t\t\t\t\t -1783 \t 7845\n", + "GCD(39203, 8910) = 1, with coefficients -1783 and 7845 such that 1 = (-1783)*39203 + (7845)*8910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8911 \t 4 \t 3559 \t 1 \t 0\n", + "1 \t 8911 \t 3559 \t 2 \t 1793 \t 0 \t 1\n", + "2 \t 3559 \t 1793 \t 1 \t 1766 \t 1 \t -4\n", + "3 \t 1793 \t 1766 \t 1 \t 27 \t -2 \t 9\n", + "4 \t 1766 \t 27 \t 65 \t 11 \t 3 \t -13\n", + "5 \t 27 \t 11 \t 2 \t 5 \t -5 \t 22\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 328 \t -1443\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -661 \t 2908\n", + "\t\t\t\t\t 1650 \t -7259\n", + "GCD(39203, 8911) = 1, with coefficients 1650 and -7259 such that 1 = (1650)*39203 + (-7259)*8911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8912 \t 4 \t 3555 \t 1 \t 0\n", + "1 \t 8912 \t 3555 \t 2 \t 1802 \t 0 \t 1\n", + "2 \t 3555 \t 1802 \t 1 \t 1753 \t 1 \t -4\n", + "3 \t 1802 \t 1753 \t 1 \t 49 \t -2 \t 9\n", + "4 \t 1753 \t 49 \t 35 \t 38 \t 3 \t -13\n", + "5 \t 49 \t 38 \t 1 \t 11 \t -5 \t 22\n", + "6 \t 38 \t 11 \t 3 \t 5 \t 178 \t -783\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -183 \t 805\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 727 \t -3198\n", + "\t\t\t\t\t -1637 \t 7201\n", + "GCD(39203, 8912) = 1, with coefficients -1637 and 7201 such that 1 = (-1637)*39203 + (7201)*8912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8913 \t 4 \t 3551 \t 1 \t 0\n", + "1 \t 8913 \t 3551 \t 2 \t 1811 \t 0 \t 1\n", + "2 \t 3551 \t 1811 \t 1 \t 1740 \t 1 \t -4\n", + "3 \t 1811 \t 1740 \t 1 \t 71 \t -2 \t 9\n", + "4 \t 1740 \t 71 \t 24 \t 36 \t 3 \t -13\n", + "5 \t 71 \t 36 \t 1 \t 35 \t -5 \t 22\n", + "6 \t 36 \t 35 \t 1 \t 1 \t 123 \t -541\n", + "7 \t 35 \t 1 \t 35 \t 0 \t -128 \t 563\n", + "\t\t\t\t\t 251 \t -1104\n", + "GCD(39203, 8913) = 1, with coefficients 251 and -1104 such that 1 = (251)*39203 + (-1104)*8913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8914 \t 4 \t 3547 \t 1 \t 0\n", + "1 \t 8914 \t 3547 \t 2 \t 1820 \t 0 \t 1\n", + "2 \t 3547 \t 1820 \t 1 \t 1727 \t 1 \t -4\n", + "3 \t 1820 \t 1727 \t 1 \t 93 \t -2 \t 9\n", + "4 \t 1727 \t 93 \t 18 \t 53 \t 3 \t -13\n", + "5 \t 93 \t 53 \t 1 \t 40 \t -5 \t 22\n", + "6 \t 53 \t 40 \t 1 \t 13 \t 93 \t -409\n", + "7 \t 40 \t 13 \t 3 \t 1 \t -98 \t 431\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 191 \t -840\n", + "\t\t\t\t\t -671 \t 2951\n", + "GCD(39203, 8914) = 1, with coefficients -671 and 2951 such that 1 = (-671)*39203 + (2951)*8914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8915 \t 4 \t 3543 \t 1 \t 0\n", + "1 \t 8915 \t 3543 \t 2 \t 1829 \t 0 \t 1\n", + "2 \t 3543 \t 1829 \t 1 \t 1714 \t 1 \t -4\n", + "3 \t 1829 \t 1714 \t 1 \t 115 \t -2 \t 9\n", + "4 \t 1714 \t 115 \t 14 \t 104 \t 3 \t -13\n", + "5 \t 115 \t 104 \t 1 \t 11 \t -5 \t 22\n", + "6 \t 104 \t 11 \t 9 \t 5 \t 73 \t -321\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -78 \t 343\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 775 \t -3408\n", + "\t\t\t\t\t -1628 \t 7159\n", + "GCD(39203, 8915) = 1, with coefficients -1628 and 7159 such that 1 = (-1628)*39203 + (7159)*8915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8916 \t 4 \t 3539 \t 1 \t 0\n", + "1 \t 8916 \t 3539 \t 2 \t 1838 \t 0 \t 1\n", + "2 \t 3539 \t 1838 \t 1 \t 1701 \t 1 \t -4\n", + "3 \t 1838 \t 1701 \t 1 \t 137 \t -2 \t 9\n", + "4 \t 1701 \t 137 \t 12 \t 57 \t 3 \t -13\n", + "5 \t 137 \t 57 \t 2 \t 23 \t -5 \t 22\n", + "6 \t 57 \t 23 \t 2 \t 11 \t 63 \t -277\n", + "7 \t 23 \t 11 \t 2 \t 1 \t -131 \t 576\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 325 \t -1429\n", + "\t\t\t\t\t -781 \t 3434\n", + "GCD(39203, 8916) = 1, with coefficients -781 and 3434 such that 1 = (-781)*39203 + (3434)*8916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8917 \t 4 \t 3535 \t 1 \t 0\n", + "1 \t 8917 \t 3535 \t 2 \t 1847 \t 0 \t 1\n", + "2 \t 3535 \t 1847 \t 1 \t 1688 \t 1 \t -4\n", + "3 \t 1847 \t 1688 \t 1 \t 159 \t -2 \t 9\n", + "4 \t 1688 \t 159 \t 10 \t 98 \t 3 \t -13\n", + "5 \t 159 \t 98 \t 1 \t 61 \t -5 \t 22\n", + "6 \t 98 \t 61 \t 1 \t 37 \t 53 \t -233\n", + "7 \t 61 \t 37 \t 1 \t 24 \t -58 \t 255\n", + "8 \t 37 \t 24 \t 1 \t 13 \t 111 \t -488\n", + "9 \t 24 \t 13 \t 1 \t 11 \t -169 \t 743\n", + "10 \t 13 \t 11 \t 1 \t 2 \t 280 \t -1231\n", + "11 \t 11 \t 2 \t 5 \t 1 \t -449 \t 1974\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 729 \t -3205\n", + "\t\t\t\t\t -4094 \t 17999\n", + "GCD(39203, 8917) = 1, with coefficients -4094 and 17999 such that 1 = (-4094)*39203 + (17999)*8917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8918 \t 4 \t 3531 \t 1 \t 0\n", + "1 \t 8918 \t 3531 \t 2 \t 1856 \t 0 \t 1\n", + "2 \t 3531 \t 1856 \t 1 \t 1675 \t 1 \t -4\n", + "3 \t 1856 \t 1675 \t 1 \t 181 \t -2 \t 9\n", + "4 \t 1675 \t 181 \t 9 \t 46 \t 3 \t -13\n", + "5 \t 181 \t 46 \t 3 \t 43 \t -5 \t 22\n", + "6 \t 46 \t 43 \t 1 \t 3 \t 48 \t -211\n", + "7 \t 43 \t 3 \t 14 \t 1 \t -149 \t 655\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 197 \t -866\n", + "\t\t\t\t\t -2907 \t 12779\n", + "GCD(39203, 8918) = 1, with coefficients -2907 and 12779 such that 1 = (-2907)*39203 + (12779)*8918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8919 \t 4 \t 3527 \t 1 \t 0\n", + "1 \t 8919 \t 3527 \t 2 \t 1865 \t 0 \t 1\n", + "2 \t 3527 \t 1865 \t 1 \t 1662 \t 1 \t -4\n", + "3 \t 1865 \t 1662 \t 1 \t 203 \t -2 \t 9\n", + "4 \t 1662 \t 203 \t 8 \t 38 \t 3 \t -13\n", + "5 \t 203 \t 38 \t 5 \t 13 \t -5 \t 22\n", + "6 \t 38 \t 13 \t 2 \t 12 \t 43 \t -189\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -220 \t 967\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 483 \t -2123\n", + "\t\t\t\t\t -703 \t 3090\n", + "GCD(39203, 8919) = 1, with coefficients -703 and 3090 such that 1 = (-703)*39203 + (3090)*8919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8920 \t 4 \t 3523 \t 1 \t 0\n", + "1 \t 8920 \t 3523 \t 2 \t 1874 \t 0 \t 1\n", + "2 \t 3523 \t 1874 \t 1 \t 1649 \t 1 \t -4\n", + "3 \t 1874 \t 1649 \t 1 \t 225 \t -2 \t 9\n", + "4 \t 1649 \t 225 \t 7 \t 74 \t 3 \t -13\n", + "5 \t 225 \t 74 \t 3 \t 3 \t -5 \t 22\n", + "6 \t 74 \t 3 \t 24 \t 2 \t 38 \t -167\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -119 \t 523\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2894 \t -12719\n", + "\t\t\t\t\t -3013 \t 13242\n", + "GCD(39203, 8920) = 1, with coefficients -3013 and 13242 such that 1 = (-3013)*39203 + (13242)*8920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8921 \t 4 \t 3519 \t 1 \t 0\n", + "1 \t 8921 \t 3519 \t 2 \t 1883 \t 0 \t 1\n", + "2 \t 3519 \t 1883 \t 1 \t 1636 \t 1 \t -4\n", + "3 \t 1883 \t 1636 \t 1 \t 247 \t -2 \t 9\n", + "4 \t 1636 \t 247 \t 6 \t 154 \t 3 \t -13\n", + "5 \t 247 \t 154 \t 1 \t 93 \t -5 \t 22\n", + "6 \t 154 \t 93 \t 1 \t 61 \t 33 \t -145\n", + "7 \t 93 \t 61 \t 1 \t 32 \t -38 \t 167\n", + "8 \t 61 \t 32 \t 1 \t 29 \t 71 \t -312\n", + "9 \t 32 \t 29 \t 1 \t 3 \t -109 \t 479\n", + "10 \t 29 \t 3 \t 9 \t 2 \t 180 \t -791\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -289 \t 1270\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2781 \t -12221\n", + "\t\t\t\t\t -3070 \t 13491\n", + "GCD(39203, 8921) = 1, with coefficients -3070 and 13491 such that 1 = (-3070)*39203 + (13491)*8921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8922 \t 4 \t 3515 \t 1 \t 0\n", + "1 \t 8922 \t 3515 \t 2 \t 1892 \t 0 \t 1\n", + "2 \t 3515 \t 1892 \t 1 \t 1623 \t 1 \t -4\n", + "3 \t 1892 \t 1623 \t 1 \t 269 \t -2 \t 9\n", + "4 \t 1623 \t 269 \t 6 \t 9 \t 3 \t -13\n", + "5 \t 269 \t 9 \t 29 \t 8 \t -5 \t 22\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 33 \t -145\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -962 \t 4227\n", + "\t\t\t\t\t 995 \t -4372\n", + "GCD(39203, 8922) = 1, with coefficients 995 and -4372 such that 1 = (995)*39203 + (-4372)*8922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8923 \t 4 \t 3511 \t 1 \t 0\n", + "1 \t 8923 \t 3511 \t 2 \t 1901 \t 0 \t 1\n", + "2 \t 3511 \t 1901 \t 1 \t 1610 \t 1 \t -4\n", + "3 \t 1901 \t 1610 \t 1 \t 291 \t -2 \t 9\n", + "4 \t 1610 \t 291 \t 5 \t 155 \t 3 \t -13\n", + "5 \t 291 \t 155 \t 1 \t 136 \t -5 \t 22\n", + "6 \t 155 \t 136 \t 1 \t 19 \t 28 \t -123\n", + "7 \t 136 \t 19 \t 7 \t 3 \t -33 \t 145\n", + "8 \t 19 \t 3 \t 6 \t 1 \t 61 \t -268\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -460 \t 2021\n", + "\t\t\t\t\t 2821 \t -12394\n", + "GCD(39203, 8923) = 1, with coefficients 2821 and -12394 such that 1 = (2821)*39203 + (-12394)*8923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8924 \t 4 \t 3507 \t 1 \t 0\n", + "1 \t 8924 \t 3507 \t 2 \t 1910 \t 0 \t 1\n", + "2 \t 3507 \t 1910 \t 1 \t 1597 \t 1 \t -4\n", + "3 \t 1910 \t 1597 \t 1 \t 313 \t -2 \t 9\n", + "4 \t 1597 \t 313 \t 5 \t 32 \t 3 \t -13\n", + "5 \t 313 \t 32 \t 9 \t 25 \t -5 \t 22\n", + "6 \t 32 \t 25 \t 1 \t 7 \t 28 \t -123\n", + "7 \t 25 \t 7 \t 3 \t 4 \t -257 \t 1129\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 285 \t -1252\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -1112 \t 4885\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1397 \t -6137\n", + "\t\t\t\t\t -2509 \t 11022\n", + "GCD(39203, 8924) = 1, with coefficients -2509 and 11022 such that 1 = (-2509)*39203 + (11022)*8924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8925 \t 4 \t 3503 \t 1 \t 0\n", + "1 \t 8925 \t 3503 \t 2 \t 1919 \t 0 \t 1\n", + "2 \t 3503 \t 1919 \t 1 \t 1584 \t 1 \t -4\n", + "3 \t 1919 \t 1584 \t 1 \t 335 \t -2 \t 9\n", + "4 \t 1584 \t 335 \t 4 \t 244 \t 3 \t -13\n", + "5 \t 335 \t 244 \t 1 \t 91 \t -5 \t 22\n", + "6 \t 244 \t 91 \t 2 \t 62 \t 23 \t -101\n", + "7 \t 91 \t 62 \t 1 \t 29 \t -28 \t 123\n", + "8 \t 62 \t 29 \t 2 \t 4 \t 79 \t -347\n", + "9 \t 29 \t 4 \t 7 \t 1 \t -107 \t 470\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 293 \t -1287\n", + "\t\t\t\t\t -2158 \t 9479\n", + "GCD(39203, 8925) = 1, with coefficients -2158 and 9479 such that 1 = (-2158)*39203 + (9479)*8925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8926 \t 4 \t 3499 \t 1 \t 0\n", + "1 \t 8926 \t 3499 \t 2 \t 1928 \t 0 \t 1\n", + "2 \t 3499 \t 1928 \t 1 \t 1571 \t 1 \t -4\n", + "3 \t 1928 \t 1571 \t 1 \t 357 \t -2 \t 9\n", + "4 \t 1571 \t 357 \t 4 \t 143 \t 3 \t -13\n", + "5 \t 357 \t 143 \t 2 \t 71 \t -5 \t 22\n", + "6 \t 143 \t 71 \t 2 \t 1 \t 23 \t -101\n", + "7 \t 71 \t 1 \t 71 \t 0 \t -51 \t 224\n", + "\t\t\t\t\t 125 \t -549\n", + "GCD(39203, 8926) = 1, with coefficients 125 and -549 such that 1 = (125)*39203 + (-549)*8926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8927 \t 4 \t 3495 \t 1 \t 0\n", + "1 \t 8927 \t 3495 \t 2 \t 1937 \t 0 \t 1\n", + "2 \t 3495 \t 1937 \t 1 \t 1558 \t 1 \t -4\n", + "3 \t 1937 \t 1558 \t 1 \t 379 \t -2 \t 9\n", + "4 \t 1558 \t 379 \t 4 \t 42 \t 3 \t -13\n", + "5 \t 379 \t 42 \t 9 \t 1 \t -5 \t 22\n", + "6 \t 42 \t 1 \t 42 \t 0 \t 23 \t -101\n", + "\t\t\t\t\t -212 \t 931\n", + "GCD(39203, 8927) = 1, with coefficients -212 and 931 such that 1 = (-212)*39203 + (931)*8927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8928 \t 4 \t 3491 \t 1 \t 0\n", + "1 \t 8928 \t 3491 \t 2 \t 1946 \t 0 \t 1\n", + "2 \t 3491 \t 1946 \t 1 \t 1545 \t 1 \t -4\n", + "3 \t 1946 \t 1545 \t 1 \t 401 \t -2 \t 9\n", + "4 \t 1545 \t 401 \t 3 \t 342 \t 3 \t -13\n", + "5 \t 401 \t 342 \t 1 \t 59 \t -5 \t 22\n", + "6 \t 342 \t 59 \t 5 \t 47 \t 18 \t -79\n", + "7 \t 59 \t 47 \t 1 \t 12 \t -23 \t 101\n", + "8 \t 47 \t 12 \t 3 \t 11 \t 133 \t -584\n", + "9 \t 12 \t 11 \t 1 \t 1 \t -156 \t 685\n", + "10 \t 11 \t 1 \t 11 \t 0 \t 601 \t -2639\n", + "\t\t\t\t\t -757 \t 3324\n", + "GCD(39203, 8928) = 1, with coefficients -757 and 3324 such that 1 = (-757)*39203 + (3324)*8928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8929 \t 4 \t 3487 \t 1 \t 0\n", + "1 \t 8929 \t 3487 \t 2 \t 1955 \t 0 \t 1\n", + "2 \t 3487 \t 1955 \t 1 \t 1532 \t 1 \t -4\n", + "3 \t 1955 \t 1532 \t 1 \t 423 \t -2 \t 9\n", + "4 \t 1532 \t 423 \t 3 \t 263 \t 3 \t -13\n", + "5 \t 423 \t 263 \t 1 \t 160 \t -5 \t 22\n", + "6 \t 263 \t 160 \t 1 \t 103 \t 18 \t -79\n", + "7 \t 160 \t 103 \t 1 \t 57 \t -23 \t 101\n", + "8 \t 103 \t 57 \t 1 \t 46 \t 41 \t -180\n", + "9 \t 57 \t 46 \t 1 \t 11 \t -64 \t 281\n", + "10 \t 46 \t 11 \t 4 \t 2 \t 105 \t -461\n", + "11 \t 11 \t 2 \t 5 \t 1 \t -169 \t 742\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 781 \t -3429\n", + "\t\t\t\t\t -4074 \t 17887\n", + "GCD(39203, 8929) = 1, with coefficients -4074 and 17887 such that 1 = (-4074)*39203 + (17887)*8929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8930 \t 4 \t 3483 \t 1 \t 0\n", + "1 \t 8930 \t 3483 \t 2 \t 1964 \t 0 \t 1\n", + "2 \t 3483 \t 1964 \t 1 \t 1519 \t 1 \t -4\n", + "3 \t 1964 \t 1519 \t 1 \t 445 \t -2 \t 9\n", + "4 \t 1519 \t 445 \t 3 \t 184 \t 3 \t -13\n", + "5 \t 445 \t 184 \t 2 \t 77 \t -5 \t 22\n", + "6 \t 184 \t 77 \t 2 \t 30 \t 18 \t -79\n", + "7 \t 77 \t 30 \t 2 \t 17 \t -41 \t 180\n", + "8 \t 30 \t 17 \t 1 \t 13 \t 100 \t -439\n", + "9 \t 17 \t 13 \t 1 \t 4 \t -241 \t 1058\n", + "10 \t 13 \t 4 \t 3 \t 1 \t 341 \t -1497\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -582 \t 2555\n", + "\t\t\t\t\t 2087 \t -9162\n", + "GCD(39203, 8930) = 1, with coefficients 2087 and -9162 such that 1 = (2087)*39203 + (-9162)*8930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8931 \t 4 \t 3479 \t 1 \t 0\n", + "1 \t 8931 \t 3479 \t 2 \t 1973 \t 0 \t 1\n", + "2 \t 3479 \t 1973 \t 1 \t 1506 \t 1 \t -4\n", + "3 \t 1973 \t 1506 \t 1 \t 467 \t -2 \t 9\n", + "4 \t 1506 \t 467 \t 3 \t 105 \t 3 \t -13\n", + "5 \t 467 \t 105 \t 4 \t 47 \t -5 \t 22\n", + "6 \t 105 \t 47 \t 2 \t 11 \t 18 \t -79\n", + "7 \t 47 \t 11 \t 4 \t 3 \t -77 \t 338\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 172 \t -755\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -765 \t 3358\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2467 \t -10829\n", + "\t\t\t\t\t -3232 \t 14187\n", + "GCD(39203, 8931) = 1, with coefficients -3232 and 14187 such that 1 = (-3232)*39203 + (14187)*8931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8932 \t 4 \t 3475 \t 1 \t 0\n", + "1 \t 8932 \t 3475 \t 2 \t 1982 \t 0 \t 1\n", + "2 \t 3475 \t 1982 \t 1 \t 1493 \t 1 \t -4\n", + "3 \t 1982 \t 1493 \t 1 \t 489 \t -2 \t 9\n", + "4 \t 1493 \t 489 \t 3 \t 26 \t 3 \t -13\n", + "5 \t 489 \t 26 \t 18 \t 21 \t -5 \t 22\n", + "6 \t 26 \t 21 \t 1 \t 5 \t 18 \t -79\n", + "7 \t 21 \t 5 \t 4 \t 1 \t -329 \t 1444\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 347 \t -1523\n", + "\t\t\t\t\t -1717 \t 7536\n", + "GCD(39203, 8932) = 1, with coefficients -1717 and 7536 such that 1 = (-1717)*39203 + (7536)*8932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8933 \t 4 \t 3471 \t 1 \t 0\n", + "1 \t 8933 \t 3471 \t 2 \t 1991 \t 0 \t 1\n", + "2 \t 3471 \t 1991 \t 1 \t 1480 \t 1 \t -4\n", + "3 \t 1991 \t 1480 \t 1 \t 511 \t -2 \t 9\n", + "4 \t 1480 \t 511 \t 2 \t 458 \t 3 \t -13\n", + "5 \t 511 \t 458 \t 1 \t 53 \t -5 \t 22\n", + "6 \t 458 \t 53 \t 8 \t 34 \t 13 \t -57\n", + "7 \t 53 \t 34 \t 1 \t 19 \t -18 \t 79\n", + "8 \t 34 \t 19 \t 1 \t 15 \t 157 \t -689\n", + "9 \t 19 \t 15 \t 1 \t 4 \t -175 \t 768\n", + "10 \t 15 \t 4 \t 3 \t 3 \t 332 \t -1457\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -507 \t 2225\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1853 \t -8132\n", + "\t\t\t\t\t -2360 \t 10357\n", + "GCD(39203, 8933) = 1, with coefficients -2360 and 10357 such that 1 = (-2360)*39203 + (10357)*8933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8934 \t 4 \t 3467 \t 1 \t 0\n", + "1 \t 8934 \t 3467 \t 2 \t 2000 \t 0 \t 1\n", + "2 \t 3467 \t 2000 \t 1 \t 1467 \t 1 \t -4\n", + "3 \t 2000 \t 1467 \t 1 \t 533 \t -2 \t 9\n", + "4 \t 1467 \t 533 \t 2 \t 401 \t 3 \t -13\n", + "5 \t 533 \t 401 \t 1 \t 132 \t -5 \t 22\n", + "6 \t 401 \t 132 \t 3 \t 5 \t 13 \t -57\n", + "7 \t 132 \t 5 \t 26 \t 2 \t -18 \t 79\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 67 \t -294\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1760 \t 7723\n", + "\t\t\t\t\t 3587 \t -15740\n", + "GCD(39203, 8934) = 1, with coefficients 3587 and -15740 such that 1 = (3587)*39203 + (-15740)*8934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8935 \t 4 \t 3463 \t 1 \t 0\n", + "1 \t 8935 \t 3463 \t 2 \t 2009 \t 0 \t 1\n", + "2 \t 3463 \t 2009 \t 1 \t 1454 \t 1 \t -4\n", + "3 \t 2009 \t 1454 \t 1 \t 555 \t -2 \t 9\n", + "4 \t 1454 \t 555 \t 2 \t 344 \t 3 \t -13\n", + "5 \t 555 \t 344 \t 1 \t 211 \t -5 \t 22\n", + "6 \t 344 \t 211 \t 1 \t 133 \t 13 \t -57\n", + "7 \t 211 \t 133 \t 1 \t 78 \t -18 \t 79\n", + "8 \t 133 \t 78 \t 1 \t 55 \t 31 \t -136\n", + "9 \t 78 \t 55 \t 1 \t 23 \t -49 \t 215\n", + "10 \t 55 \t 23 \t 2 \t 9 \t 80 \t -351\n", + "11 \t 23 \t 9 \t 2 \t 5 \t -129 \t 566\n", + "12 \t 9 \t 5 \t 1 \t 4 \t 338 \t -1483\n", + "13 \t 5 \t 4 \t 1 \t 1 \t -805 \t 3532\n", + "14 \t 4 \t 1 \t 4 \t 0 \t 1143 \t -5015\n", + "\t\t\t\t\t -1948 \t 8547\n", + "GCD(39203, 8935) = 1, with coefficients -1948 and 8547 such that 1 = (-1948)*39203 + (8547)*8935\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8936 \t 4 \t 3459 \t 1 \t 0\n", + "1 \t 8936 \t 3459 \t 2 \t 2018 \t 0 \t 1\n", + "2 \t 3459 \t 2018 \t 1 \t 1441 \t 1 \t -4\n", + "3 \t 2018 \t 1441 \t 1 \t 577 \t -2 \t 9\n", + "4 \t 1441 \t 577 \t 2 \t 287 \t 3 \t -13\n", + "5 \t 577 \t 287 \t 2 \t 3 \t -5 \t 22\n", + "6 \t 287 \t 3 \t 95 \t 2 \t 13 \t -57\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -31 \t 136\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2958 \t -12977\n", + "\t\t\t\t\t -2989 \t 13113\n", + "GCD(39203, 8936) = 1, with coefficients -2989 and 13113 such that 1 = (-2989)*39203 + (13113)*8936\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8937 \t 4 \t 3455 \t 1 \t 0\n", + "1 \t 8937 \t 3455 \t 2 \t 2027 \t 0 \t 1\n", + "2 \t 3455 \t 2027 \t 1 \t 1428 \t 1 \t -4\n", + "3 \t 2027 \t 1428 \t 1 \t 599 \t -2 \t 9\n", + "4 \t 1428 \t 599 \t 2 \t 230 \t 3 \t -13\n", + "5 \t 599 \t 230 \t 2 \t 139 \t -5 \t 22\n", + "6 \t 230 \t 139 \t 1 \t 91 \t 13 \t -57\n", + "7 \t 139 \t 91 \t 1 \t 48 \t -31 \t 136\n", + "8 \t 91 \t 48 \t 1 \t 43 \t 44 \t -193\n", + "9 \t 48 \t 43 \t 1 \t 5 \t -75 \t 329\n", + "10 \t 43 \t 5 \t 8 \t 3 \t 119 \t -522\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -194 \t 851\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 1671 \t -7330\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -1865 \t 8181\n", + "\t\t\t\t\t 3536 \t -15511\n", + "GCD(39203, 8937) = 1, with coefficients 3536 and -15511 such that 1 = (3536)*39203 + (-15511)*8937\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8938 \t 4 \t 3451 \t 1 \t 0\n", + "1 \t 8938 \t 3451 \t 2 \t 2036 \t 0 \t 1\n", + "2 \t 3451 \t 2036 \t 1 \t 1415 \t 1 \t -4\n", + "3 \t 2036 \t 1415 \t 1 \t 621 \t -2 \t 9\n", + "4 \t 1415 \t 621 \t 2 \t 173 \t 3 \t -13\n", + "5 \t 621 \t 173 \t 3 \t 102 \t -5 \t 22\n", + "6 \t 173 \t 102 \t 1 \t 71 \t 13 \t -57\n", + "7 \t 102 \t 71 \t 1 \t 31 \t -44 \t 193\n", + "8 \t 71 \t 31 \t 2 \t 9 \t 57 \t -250\n", + "9 \t 31 \t 9 \t 3 \t 4 \t -101 \t 443\n", + "10 \t 9 \t 4 \t 2 \t 1 \t 259 \t -1136\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -878 \t 3851\n", + "\t\t\t\t\t 2015 \t -8838\n", + "GCD(39203, 8938) = 1, with coefficients 2015 and -8838 such that 1 = (2015)*39203 + (-8838)*8938\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8939 \t 4 \t 3447 \t 1 \t 0\n", + "1 \t 8939 \t 3447 \t 2 \t 2045 \t 0 \t 1\n", + "2 \t 3447 \t 2045 \t 1 \t 1402 \t 1 \t -4\n", + "3 \t 2045 \t 1402 \t 1 \t 643 \t -2 \t 9\n", + "4 \t 1402 \t 643 \t 2 \t 116 \t 3 \t -13\n", + "5 \t 643 \t 116 \t 5 \t 63 \t -5 \t 22\n", + "6 \t 116 \t 63 \t 1 \t 53 \t 13 \t -57\n", + "7 \t 63 \t 53 \t 1 \t 10 \t -70 \t 307\n", + "8 \t 53 \t 10 \t 5 \t 3 \t 83 \t -364\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -153 \t 671\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 848 \t -3719\n", + "\t\t\t\t\t -2697 \t 11828\n", + "GCD(39203, 8939) = 1, with coefficients -2697 and 11828 such that 1 = (-2697)*39203 + (11828)*8939\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8940 \t 4 \t 3443 \t 1 \t 0\n", + "1 \t 8940 \t 3443 \t 2 \t 2054 \t 0 \t 1\n", + "2 \t 3443 \t 2054 \t 1 \t 1389 \t 1 \t -4\n", + "3 \t 2054 \t 1389 \t 1 \t 665 \t -2 \t 9\n", + "4 \t 1389 \t 665 \t 2 \t 59 \t 3 \t -13\n", + "5 \t 665 \t 59 \t 11 \t 16 \t -5 \t 22\n", + "6 \t 59 \t 16 \t 3 \t 11 \t 13 \t -57\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -148 \t 649\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 457 \t -2004\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -605 \t 2653\n", + "\t\t\t\t\t 1667 \t -7310\n", + "GCD(39203, 8940) = 1, with coefficients 1667 and -7310 such that 1 = (1667)*39203 + (-7310)*8940\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8941 \t 4 \t 3439 \t 1 \t 0\n", + "1 \t 8941 \t 3439 \t 2 \t 2063 \t 0 \t 1\n", + "2 \t 3439 \t 2063 \t 1 \t 1376 \t 1 \t -4\n", + "3 \t 2063 \t 1376 \t 1 \t 687 \t -2 \t 9\n", + "4 \t 1376 \t 687 \t 2 \t 2 \t 3 \t -13\n", + "5 \t 687 \t 2 \t 343 \t 1 \t -5 \t 22\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 13 \t -57\n", + "\t\t\t\t\t -4464 \t 19573\n", + "GCD(39203, 8941) = 1, with coefficients -4464 and 19573 such that 1 = (-4464)*39203 + (19573)*8941\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8942 \t 4 \t 3435 \t 1 \t 0\n", + "1 \t 8942 \t 3435 \t 2 \t 2072 \t 0 \t 1\n", + "2 \t 3435 \t 2072 \t 1 \t 1363 \t 1 \t -4\n", + "3 \t 2072 \t 1363 \t 1 \t 709 \t -2 \t 9\n", + "4 \t 1363 \t 709 \t 1 \t 654 \t 3 \t -13\n", + "5 \t 709 \t 654 \t 1 \t 55 \t -5 \t 22\n", + "6 \t 654 \t 55 \t 11 \t 49 \t 8 \t -35\n", + "7 \t 55 \t 49 \t 1 \t 6 \t -13 \t 57\n", + "8 \t 49 \t 6 \t 8 \t 1 \t 151 \t -662\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -164 \t 719\n", + "\t\t\t\t\t 1463 \t -6414\n", + "GCD(39203, 8942) = 1, with coefficients 1463 and -6414 such that 1 = (1463)*39203 + (-6414)*8942\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8943 \t 4 \t 3431 \t 1 \t 0\n", + "1 \t 8943 \t 3431 \t 2 \t 2081 \t 0 \t 1\n", + "2 \t 3431 \t 2081 \t 1 \t 1350 \t 1 \t -4\n", + "3 \t 2081 \t 1350 \t 1 \t 731 \t -2 \t 9\n", + "4 \t 1350 \t 731 \t 1 \t 619 \t 3 \t -13\n", + "5 \t 731 \t 619 \t 1 \t 112 \t -5 \t 22\n", + "6 \t 619 \t 112 \t 5 \t 59 \t 8 \t -35\n", + "7 \t 112 \t 59 \t 1 \t 53 \t -13 \t 57\n", + "8 \t 59 \t 53 \t 1 \t 6 \t 73 \t -320\n", + "9 \t 53 \t 6 \t 8 \t 5 \t -86 \t 377\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 159 \t -697\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -1358 \t 5953\n", + "\t\t\t\t\t 1517 \t -6650\n", + "GCD(39203, 8943) = 1, with coefficients 1517 and -6650 such that 1 = (1517)*39203 + (-6650)*8943\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8944 \t 4 \t 3427 \t 1 \t 0\n", + "1 \t 8944 \t 3427 \t 2 \t 2090 \t 0 \t 1\n", + "2 \t 3427 \t 2090 \t 1 \t 1337 \t 1 \t -4\n", + "3 \t 2090 \t 1337 \t 1 \t 753 \t -2 \t 9\n", + "4 \t 1337 \t 753 \t 1 \t 584 \t 3 \t -13\n", + "5 \t 753 \t 584 \t 1 \t 169 \t -5 \t 22\n", + "6 \t 584 \t 169 \t 3 \t 77 \t 8 \t -35\n", + "7 \t 169 \t 77 \t 2 \t 15 \t -13 \t 57\n", + "8 \t 77 \t 15 \t 5 \t 2 \t 47 \t -206\n", + "9 \t 15 \t 2 \t 7 \t 1 \t -107 \t 469\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 582 \t -2551\n", + "\t\t\t\t\t -4181 \t 18326\n", + "GCD(39203, 8944) = 1, with coefficients -4181 and 18326 such that 1 = (-4181)*39203 + (18326)*8944\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8945 \t 4 \t 3423 \t 1 \t 0\n", + "1 \t 8945 \t 3423 \t 2 \t 2099 \t 0 \t 1\n", + "2 \t 3423 \t 2099 \t 1 \t 1324 \t 1 \t -4\n", + "3 \t 2099 \t 1324 \t 1 \t 775 \t -2 \t 9\n", + "4 \t 1324 \t 775 \t 1 \t 549 \t 3 \t -13\n", + "5 \t 775 \t 549 \t 1 \t 226 \t -5 \t 22\n", + "6 \t 549 \t 226 \t 2 \t 97 \t 8 \t -35\n", + "7 \t 226 \t 97 \t 2 \t 32 \t -13 \t 57\n", + "8 \t 97 \t 32 \t 3 \t 1 \t 34 \t -149\n", + "9 \t 32 \t 1 \t 32 \t 0 \t -81 \t 355\n", + "\t\t\t\t\t 277 \t -1214\n", + "GCD(39203, 8945) = 1, with coefficients 277 and -1214 such that 1 = (277)*39203 + (-1214)*8945\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8946 \t 4 \t 3419 \t 1 \t 0\n", + "1 \t 8946 \t 3419 \t 2 \t 2108 \t 0 \t 1\n", + "2 \t 3419 \t 2108 \t 1 \t 1311 \t 1 \t -4\n", + "3 \t 2108 \t 1311 \t 1 \t 797 \t -2 \t 9\n", + "4 \t 1311 \t 797 \t 1 \t 514 \t 3 \t -13\n", + "5 \t 797 \t 514 \t 1 \t 283 \t -5 \t 22\n", + "6 \t 514 \t 283 \t 1 \t 231 \t 8 \t -35\n", + "7 \t 283 \t 231 \t 1 \t 52 \t -13 \t 57\n", + "8 \t 231 \t 52 \t 4 \t 23 \t 21 \t -92\n", + "9 \t 52 \t 23 \t 2 \t 6 \t -34 \t 149\n", + "10 \t 23 \t 6 \t 3 \t 5 \t 157 \t -688\n", + "11 \t 6 \t 5 \t 1 \t 1 \t -348 \t 1525\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 1201 \t -5263\n", + "\t\t\t\t\t -1549 \t 6788\n", + "GCD(39203, 8946) = 1, with coefficients -1549 and 6788 such that 1 = (-1549)*39203 + (6788)*8946\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8947 \t 4 \t 3415 \t 1 \t 0\n", + "1 \t 8947 \t 3415 \t 2 \t 2117 \t 0 \t 1\n", + "2 \t 3415 \t 2117 \t 1 \t 1298 \t 1 \t -4\n", + "3 \t 2117 \t 1298 \t 1 \t 819 \t -2 \t 9\n", + "4 \t 1298 \t 819 \t 1 \t 479 \t 3 \t -13\n", + "5 \t 819 \t 479 \t 1 \t 340 \t -5 \t 22\n", + "6 \t 479 \t 340 \t 1 \t 139 \t 8 \t -35\n", + "7 \t 340 \t 139 \t 2 \t 62 \t -13 \t 57\n", + "8 \t 139 \t 62 \t 2 \t 15 \t 21 \t -92\n", + "9 \t 62 \t 15 \t 4 \t 2 \t -55 \t 241\n", + "10 \t 15 \t 2 \t 7 \t 1 \t 131 \t -574\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -579 \t 2537\n", + "\t\t\t\t\t 4184 \t -18333\n", + "GCD(39203, 8947) = 1, with coefficients 4184 and -18333 such that 1 = (4184)*39203 + (-18333)*8947\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8948 \t 4 \t 3411 \t 1 \t 0\n", + "1 \t 8948 \t 3411 \t 2 \t 2126 \t 0 \t 1\n", + "2 \t 3411 \t 2126 \t 1 \t 1285 \t 1 \t -4\n", + "3 \t 2126 \t 1285 \t 1 \t 841 \t -2 \t 9\n", + "4 \t 1285 \t 841 \t 1 \t 444 \t 3 \t -13\n", + "5 \t 841 \t 444 \t 1 \t 397 \t -5 \t 22\n", + "6 \t 444 \t 397 \t 1 \t 47 \t 8 \t -35\n", + "7 \t 397 \t 47 \t 8 \t 21 \t -13 \t 57\n", + "8 \t 47 \t 21 \t 2 \t 5 \t 21 \t -92\n", + "9 \t 21 \t 5 \t 4 \t 1 \t -181 \t 793\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 383 \t -1678\n", + "\t\t\t\t\t -1713 \t 7505\n", + "GCD(39203, 8948) = 1, with coefficients -1713 and 7505 such that 1 = (-1713)*39203 + (7505)*8948\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8949 \t 4 \t 3407 \t 1 \t 0\n", + "1 \t 8949 \t 3407 \t 2 \t 2135 \t 0 \t 1\n", + "2 \t 3407 \t 2135 \t 1 \t 1272 \t 1 \t -4\n", + "3 \t 2135 \t 1272 \t 1 \t 863 \t -2 \t 9\n", + "4 \t 1272 \t 863 \t 1 \t 409 \t 3 \t -13\n", + "5 \t 863 \t 409 \t 2 \t 45 \t -5 \t 22\n", + "6 \t 409 \t 45 \t 9 \t 4 \t 8 \t -35\n", + "7 \t 45 \t 4 \t 11 \t 1 \t -21 \t 92\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 197 \t -863\n", + "\t\t\t\t\t -2188 \t 9585\n", + "GCD(39203, 8949) = 1, with coefficients -2188 and 9585 such that 1 = (-2188)*39203 + (9585)*8949\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8950 \t 4 \t 3403 \t 1 \t 0\n", + "1 \t 8950 \t 3403 \t 2 \t 2144 \t 0 \t 1\n", + "2 \t 3403 \t 2144 \t 1 \t 1259 \t 1 \t -4\n", + "3 \t 2144 \t 1259 \t 1 \t 885 \t -2 \t 9\n", + "4 \t 1259 \t 885 \t 1 \t 374 \t 3 \t -13\n", + "5 \t 885 \t 374 \t 2 \t 137 \t -5 \t 22\n", + "6 \t 374 \t 137 \t 2 \t 100 \t 8 \t -35\n", + "7 \t 137 \t 100 \t 1 \t 37 \t -21 \t 92\n", + "8 \t 100 \t 37 \t 2 \t 26 \t 50 \t -219\n", + "9 \t 37 \t 26 \t 1 \t 11 \t -71 \t 311\n", + "10 \t 26 \t 11 \t 2 \t 4 \t 192 \t -841\n", + "11 \t 11 \t 4 \t 2 \t 3 \t -263 \t 1152\n", + "12 \t 4 \t 3 \t 1 \t 1 \t 718 \t -3145\n", + "13 \t 3 \t 1 \t 3 \t 0 \t -1699 \t 7442\n", + "\t\t\t\t\t 2417 \t -10587\n", + "GCD(39203, 8950) = 1, with coefficients 2417 and -10587 such that 1 = (2417)*39203 + (-10587)*8950\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8951 \t 4 \t 3399 \t 1 \t 0\n", + "1 \t 8951 \t 3399 \t 2 \t 2153 \t 0 \t 1\n", + "2 \t 3399 \t 2153 \t 1 \t 1246 \t 1 \t -4\n", + "3 \t 2153 \t 1246 \t 1 \t 907 \t -2 \t 9\n", + "4 \t 1246 \t 907 \t 1 \t 339 \t 3 \t -13\n", + "5 \t 907 \t 339 \t 2 \t 229 \t -5 \t 22\n", + "6 \t 339 \t 229 \t 1 \t 110 \t 8 \t -35\n", + "7 \t 229 \t 110 \t 2 \t 9 \t -21 \t 92\n", + "8 \t 110 \t 9 \t 12 \t 2 \t 29 \t -127\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -79 \t 346\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 977 \t -4279\n", + "\t\t\t\t\t -3987 \t 17462\n", + "GCD(39203, 8951) = 1, with coefficients -3987 and 17462 such that 1 = (-3987)*39203 + (17462)*8951\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8952 \t 4 \t 3395 \t 1 \t 0\n", + "1 \t 8952 \t 3395 \t 2 \t 2162 \t 0 \t 1\n", + "2 \t 3395 \t 2162 \t 1 \t 1233 \t 1 \t -4\n", + "3 \t 2162 \t 1233 \t 1 \t 929 \t -2 \t 9\n", + "4 \t 1233 \t 929 \t 1 \t 304 \t 3 \t -13\n", + "5 \t 929 \t 304 \t 3 \t 17 \t -5 \t 22\n", + "6 \t 304 \t 17 \t 17 \t 15 \t 8 \t -35\n", + "7 \t 17 \t 15 \t 1 \t 2 \t -29 \t 127\n", + "8 \t 15 \t 2 \t 7 \t 1 \t 501 \t -2194\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -530 \t 2321\n", + "\t\t\t\t\t 4211 \t -18441\n", + "GCD(39203, 8952) = 1, with coefficients 4211 and -18441 such that 1 = (4211)*39203 + (-18441)*8952\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8953 \t 4 \t 3391 \t 1 \t 0\n", + "1 \t 8953 \t 3391 \t 2 \t 2171 \t 0 \t 1\n", + "2 \t 3391 \t 2171 \t 1 \t 1220 \t 1 \t -4\n", + "3 \t 2171 \t 1220 \t 1 \t 951 \t -2 \t 9\n", + "4 \t 1220 \t 951 \t 1 \t 269 \t 3 \t -13\n", + "5 \t 951 \t 269 \t 3 \t 144 \t -5 \t 22\n", + "6 \t 269 \t 144 \t 1 \t 125 \t 8 \t -35\n", + "7 \t 144 \t 125 \t 1 \t 19 \t -29 \t 127\n", + "8 \t 125 \t 19 \t 6 \t 11 \t 37 \t -162\n", + "9 \t 19 \t 11 \t 1 \t 8 \t -66 \t 289\n", + "10 \t 11 \t 8 \t 1 \t 3 \t 433 \t -1896\n", + "11 \t 8 \t 3 \t 2 \t 2 \t -499 \t 2185\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 932 \t -4081\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -2363 \t 10347\n", + "\t\t\t\t\t 3295 \t -14428\n", + "GCD(39203, 8953) = 1, with coefficients 3295 and -14428 such that 1 = (3295)*39203 + (-14428)*8953\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8954 \t 4 \t 3387 \t 1 \t 0\n", + "1 \t 8954 \t 3387 \t 2 \t 2180 \t 0 \t 1\n", + "2 \t 3387 \t 2180 \t 1 \t 1207 \t 1 \t -4\n", + "3 \t 2180 \t 1207 \t 1 \t 973 \t -2 \t 9\n", + "4 \t 1207 \t 973 \t 1 \t 234 \t 3 \t -13\n", + "5 \t 973 \t 234 \t 4 \t 37 \t -5 \t 22\n", + "6 \t 234 \t 37 \t 6 \t 12 \t 8 \t -35\n", + "7 \t 37 \t 12 \t 3 \t 1 \t -37 \t 162\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 230 \t -1007\n", + "\t\t\t\t\t -727 \t 3183\n", + "GCD(39203, 8954) = 1, with coefficients -727 and 3183 such that 1 = (-727)*39203 + (3183)*8954\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8955 \t 4 \t 3383 \t 1 \t 0\n", + "1 \t 8955 \t 3383 \t 2 \t 2189 \t 0 \t 1\n", + "2 \t 3383 \t 2189 \t 1 \t 1194 \t 1 \t -4\n", + "3 \t 2189 \t 1194 \t 1 \t 995 \t -2 \t 9\n", + "4 \t 1194 \t 995 \t 1 \t 199 \t 3 \t -13\n", + "5 \t 995 \t 199 \t 5 \t 0 \t -5 \t 22\n", + "\t\t\t\t\t 8 \t -35\n", + "GCD(39203, 8955) = 199, with coefficients 8 and -35 such that 199 = (8)*39203 + (-35)*8955\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8956 \t 4 \t 3379 \t 1 \t 0\n", + "1 \t 8956 \t 3379 \t 2 \t 2198 \t 0 \t 1\n", + "2 \t 3379 \t 2198 \t 1 \t 1181 \t 1 \t -4\n", + "3 \t 2198 \t 1181 \t 1 \t 1017 \t -2 \t 9\n", + "4 \t 1181 \t 1017 \t 1 \t 164 \t 3 \t -13\n", + "5 \t 1017 \t 164 \t 6 \t 33 \t -5 \t 22\n", + "6 \t 164 \t 33 \t 4 \t 32 \t 8 \t -35\n", + "7 \t 33 \t 32 \t 1 \t 1 \t -53 \t 232\n", + "8 \t 32 \t 1 \t 32 \t 0 \t 220 \t -963\n", + "\t\t\t\t\t -273 \t 1195\n", + "GCD(39203, 8956) = 1, with coefficients -273 and 1195 such that 1 = (-273)*39203 + (1195)*8956\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8957 \t 4 \t 3375 \t 1 \t 0\n", + "1 \t 8957 \t 3375 \t 2 \t 2207 \t 0 \t 1\n", + "2 \t 3375 \t 2207 \t 1 \t 1168 \t 1 \t -4\n", + "3 \t 2207 \t 1168 \t 1 \t 1039 \t -2 \t 9\n", + "4 \t 1168 \t 1039 \t 1 \t 129 \t 3 \t -13\n", + "5 \t 1039 \t 129 \t 8 \t 7 \t -5 \t 22\n", + "6 \t 129 \t 7 \t 18 \t 3 \t 8 \t -35\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -69 \t 302\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1250 \t -5471\n", + "\t\t\t\t\t -2569 \t 11244\n", + "GCD(39203, 8957) = 1, with coefficients -2569 and 11244 such that 1 = (-2569)*39203 + (11244)*8957\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8958 \t 4 \t 3371 \t 1 \t 0\n", + "1 \t 8958 \t 3371 \t 2 \t 2216 \t 0 \t 1\n", + "2 \t 3371 \t 2216 \t 1 \t 1155 \t 1 \t -4\n", + "3 \t 2216 \t 1155 \t 1 \t 1061 \t -2 \t 9\n", + "4 \t 1155 \t 1061 \t 1 \t 94 \t 3 \t -13\n", + "5 \t 1061 \t 94 \t 11 \t 27 \t -5 \t 22\n", + "6 \t 94 \t 27 \t 3 \t 13 \t 8 \t -35\n", + "7 \t 27 \t 13 \t 2 \t 1 \t -93 \t 407\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 287 \t -1256\n", + "\t\t\t\t\t -667 \t 2919\n", + "GCD(39203, 8958) = 1, with coefficients -667 and 2919 such that 1 = (-667)*39203 + (2919)*8958\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8959 \t 4 \t 3367 \t 1 \t 0\n", + "1 \t 8959 \t 3367 \t 2 \t 2225 \t 0 \t 1\n", + "2 \t 3367 \t 2225 \t 1 \t 1142 \t 1 \t -4\n", + "3 \t 2225 \t 1142 \t 1 \t 1083 \t -2 \t 9\n", + "4 \t 1142 \t 1083 \t 1 \t 59 \t 3 \t -13\n", + "5 \t 1083 \t 59 \t 18 \t 21 \t -5 \t 22\n", + "6 \t 59 \t 21 \t 2 \t 17 \t 8 \t -35\n", + "7 \t 21 \t 17 \t 1 \t 4 \t -149 \t 652\n", + "8 \t 17 \t 4 \t 4 \t 1 \t 306 \t -1339\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -455 \t 1991\n", + "\t\t\t\t\t 2126 \t -9303\n", + "GCD(39203, 8959) = 1, with coefficients 2126 and -9303 such that 1 = (2126)*39203 + (-9303)*8959\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8960 \t 4 \t 3363 \t 1 \t 0\n", + "1 \t 8960 \t 3363 \t 2 \t 2234 \t 0 \t 1\n", + "2 \t 3363 \t 2234 \t 1 \t 1129 \t 1 \t -4\n", + "3 \t 2234 \t 1129 \t 1 \t 1105 \t -2 \t 9\n", + "4 \t 1129 \t 1105 \t 1 \t 24 \t 3 \t -13\n", + "5 \t 1105 \t 24 \t 46 \t 1 \t -5 \t 22\n", + "6 \t 24 \t 1 \t 24 \t 0 \t 8 \t -35\n", + "\t\t\t\t\t -373 \t 1632\n", + "GCD(39203, 8960) = 1, with coefficients -373 and 1632 such that 1 = (-373)*39203 + (1632)*8960\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8961 \t 4 \t 3359 \t 1 \t 0\n", + "1 \t 8961 \t 3359 \t 2 \t 2243 \t 0 \t 1\n", + "2 \t 3359 \t 2243 \t 1 \t 1116 \t 1 \t -4\n", + "3 \t 2243 \t 1116 \t 2 \t 11 \t -2 \t 9\n", + "4 \t 1116 \t 11 \t 101 \t 5 \t 3 \t -13\n", + "5 \t 11 \t 5 \t 2 \t 1 \t -8 \t 35\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 811 \t -3548\n", + "\t\t\t\t\t -1630 \t 7131\n", + "GCD(39203, 8961) = 1, with coefficients -1630 and 7131 such that 1 = (-1630)*39203 + (7131)*8961\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8962 \t 4 \t 3355 \t 1 \t 0\n", + "1 \t 8962 \t 3355 \t 2 \t 2252 \t 0 \t 1\n", + "2 \t 3355 \t 2252 \t 1 \t 1103 \t 1 \t -4\n", + "3 \t 2252 \t 1103 \t 2 \t 46 \t -2 \t 9\n", + "4 \t 1103 \t 46 \t 23 \t 45 \t 3 \t -13\n", + "5 \t 46 \t 45 \t 1 \t 1 \t -8 \t 35\n", + "6 \t 45 \t 1 \t 45 \t 0 \t 187 \t -818\n", + "\t\t\t\t\t -195 \t 853\n", + "GCD(39203, 8962) = 1, with coefficients -195 and 853 such that 1 = (-195)*39203 + (853)*8962\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8963 \t 4 \t 3351 \t 1 \t 0\n", + "1 \t 8963 \t 3351 \t 2 \t 2261 \t 0 \t 1\n", + "2 \t 3351 \t 2261 \t 1 \t 1090 \t 1 \t -4\n", + "3 \t 2261 \t 1090 \t 2 \t 81 \t -2 \t 9\n", + "4 \t 1090 \t 81 \t 13 \t 37 \t 3 \t -13\n", + "5 \t 81 \t 37 \t 2 \t 7 \t -8 \t 35\n", + "6 \t 37 \t 7 \t 5 \t 2 \t 107 \t -468\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -222 \t 971\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1217 \t -5323\n", + "\t\t\t\t\t -3873 \t 16940\n", + "GCD(39203, 8963) = 1, with coefficients -3873 and 16940 such that 1 = (-3873)*39203 + (16940)*8963\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8964 \t 4 \t 3347 \t 1 \t 0\n", + "1 \t 8964 \t 3347 \t 2 \t 2270 \t 0 \t 1\n", + "2 \t 3347 \t 2270 \t 1 \t 1077 \t 1 \t -4\n", + "3 \t 2270 \t 1077 \t 2 \t 116 \t -2 \t 9\n", + "4 \t 1077 \t 116 \t 9 \t 33 \t 3 \t -13\n", + "5 \t 116 \t 33 \t 3 \t 17 \t -8 \t 35\n", + "6 \t 33 \t 17 \t 1 \t 16 \t 75 \t -328\n", + "7 \t 17 \t 16 \t 1 \t 1 \t -233 \t 1019\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 308 \t -1347\n", + "\t\t\t\t\t -541 \t 2366\n", + "GCD(39203, 8964) = 1, with coefficients -541 and 2366 such that 1 = (-541)*39203 + (2366)*8964\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8965 \t 4 \t 3343 \t 1 \t 0\n", + "1 \t 8965 \t 3343 \t 2 \t 2279 \t 0 \t 1\n", + "2 \t 3343 \t 2279 \t 1 \t 1064 \t 1 \t -4\n", + "3 \t 2279 \t 1064 \t 2 \t 151 \t -2 \t 9\n", + "4 \t 1064 \t 151 \t 7 \t 7 \t 3 \t -13\n", + "5 \t 151 \t 7 \t 21 \t 4 \t -8 \t 35\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 59 \t -258\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -1247 \t 5453\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1306 \t -5711\n", + "\t\t\t\t\t -2553 \t 11164\n", + "GCD(39203, 8965) = 1, with coefficients -2553 and 11164 such that 1 = (-2553)*39203 + (11164)*8965\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8966 \t 4 \t 3339 \t 1 \t 0\n", + "1 \t 8966 \t 3339 \t 2 \t 2288 \t 0 \t 1\n", + "2 \t 3339 \t 2288 \t 1 \t 1051 \t 1 \t -4\n", + "3 \t 2288 \t 1051 \t 2 \t 186 \t -2 \t 9\n", + "4 \t 1051 \t 186 \t 5 \t 121 \t 3 \t -13\n", + "5 \t 186 \t 121 \t 1 \t 65 \t -8 \t 35\n", + "6 \t 121 \t 65 \t 1 \t 56 \t 43 \t -188\n", + "7 \t 65 \t 56 \t 1 \t 9 \t -51 \t 223\n", + "8 \t 56 \t 9 \t 6 \t 2 \t 94 \t -411\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -145 \t 634\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 964 \t -4215\n", + "\t\t\t\t\t -4001 \t 17494\n", + "GCD(39203, 8966) = 1, with coefficients -4001 and 17494 such that 1 = (-4001)*39203 + (17494)*8966\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8967 \t 4 \t 3335 \t 1 \t 0\n", + "1 \t 8967 \t 3335 \t 2 \t 2297 \t 0 \t 1\n", + "2 \t 3335 \t 2297 \t 1 \t 1038 \t 1 \t -4\n", + "3 \t 2297 \t 1038 \t 2 \t 221 \t -2 \t 9\n", + "4 \t 1038 \t 221 \t 4 \t 154 \t 3 \t -13\n", + "5 \t 221 \t 154 \t 1 \t 67 \t -8 \t 35\n", + "6 \t 154 \t 67 \t 2 \t 20 \t 35 \t -153\n", + "7 \t 67 \t 20 \t 3 \t 7 \t -43 \t 188\n", + "8 \t 20 \t 7 \t 2 \t 6 \t 121 \t -529\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -406 \t 1775\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 933 \t -4079\n", + "\t\t\t\t\t -1339 \t 5854\n", + "GCD(39203, 8967) = 1, with coefficients -1339 and 5854 such that 1 = (-1339)*39203 + (5854)*8967\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8968 \t 4 \t 3331 \t 1 \t 0\n", + "1 \t 8968 \t 3331 \t 2 \t 2306 \t 0 \t 1\n", + "2 \t 3331 \t 2306 \t 1 \t 1025 \t 1 \t -4\n", + "3 \t 2306 \t 1025 \t 2 \t 256 \t -2 \t 9\n", + "4 \t 1025 \t 256 \t 4 \t 1 \t 3 \t -13\n", + "5 \t 256 \t 1 \t 256 \t 0 \t -8 \t 35\n", + "\t\t\t\t\t 35 \t -153\n", + "GCD(39203, 8968) = 1, with coefficients 35 and -153 such that 1 = (35)*39203 + (-153)*8968\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8969 \t 4 \t 3327 \t 1 \t 0\n", + "1 \t 8969 \t 3327 \t 2 \t 2315 \t 0 \t 1\n", + "2 \t 3327 \t 2315 \t 1 \t 1012 \t 1 \t -4\n", + "3 \t 2315 \t 1012 \t 2 \t 291 \t -2 \t 9\n", + "4 \t 1012 \t 291 \t 3 \t 139 \t 3 \t -13\n", + "5 \t 291 \t 139 \t 2 \t 13 \t -8 \t 35\n", + "6 \t 139 \t 13 \t 10 \t 9 \t 27 \t -118\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -62 \t 271\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 647 \t -2828\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -709 \t 3099\n", + "\t\t\t\t\t 2065 \t -9026\n", + "GCD(39203, 8969) = 1, with coefficients 2065 and -9026 such that 1 = (2065)*39203 + (-9026)*8969\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8970 \t 4 \t 3323 \t 1 \t 0\n", + "1 \t 8970 \t 3323 \t 2 \t 2324 \t 0 \t 1\n", + "2 \t 3323 \t 2324 \t 1 \t 999 \t 1 \t -4\n", + "3 \t 2324 \t 999 \t 2 \t 326 \t -2 \t 9\n", + "4 \t 999 \t 326 \t 3 \t 21 \t 3 \t -13\n", + "5 \t 326 \t 21 \t 15 \t 11 \t -8 \t 35\n", + "6 \t 21 \t 11 \t 1 \t 10 \t 27 \t -118\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -413 \t 1805\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 440 \t -1923\n", + "\t\t\t\t\t -853 \t 3728\n", + "GCD(39203, 8970) = 1, with coefficients -853 and 3728 such that 1 = (-853)*39203 + (3728)*8970\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8971 \t 4 \t 3319 \t 1 \t 0\n", + "1 \t 8971 \t 3319 \t 2 \t 2333 \t 0 \t 1\n", + "2 \t 3319 \t 2333 \t 1 \t 986 \t 1 \t -4\n", + "3 \t 2333 \t 986 \t 2 \t 361 \t -2 \t 9\n", + "4 \t 986 \t 361 \t 2 \t 264 \t 3 \t -13\n", + "5 \t 361 \t 264 \t 1 \t 97 \t -8 \t 35\n", + "6 \t 264 \t 97 \t 2 \t 70 \t 19 \t -83\n", + "7 \t 97 \t 70 \t 1 \t 27 \t -27 \t 118\n", + "8 \t 70 \t 27 \t 2 \t 16 \t 73 \t -319\n", + "9 \t 27 \t 16 \t 1 \t 11 \t -100 \t 437\n", + "10 \t 16 \t 11 \t 1 \t 5 \t 273 \t -1193\n", + "11 \t 11 \t 5 \t 2 \t 1 \t -373 \t 1630\n", + "12 \t 5 \t 1 \t 5 \t 0 \t 646 \t -2823\n", + "\t\t\t\t\t -1665 \t 7276\n", + "GCD(39203, 8971) = 1, with coefficients -1665 and 7276 such that 1 = (-1665)*39203 + (7276)*8971\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8972 \t 4 \t 3315 \t 1 \t 0\n", + "1 \t 8972 \t 3315 \t 2 \t 2342 \t 0 \t 1\n", + "2 \t 3315 \t 2342 \t 1 \t 973 \t 1 \t -4\n", + "3 \t 2342 \t 973 \t 2 \t 396 \t -2 \t 9\n", + "4 \t 973 \t 396 \t 2 \t 181 \t 3 \t -13\n", + "5 \t 396 \t 181 \t 2 \t 34 \t -8 \t 35\n", + "6 \t 181 \t 34 \t 5 \t 11 \t 19 \t -83\n", + "7 \t 34 \t 11 \t 3 \t 1 \t -46 \t 201\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 249 \t -1088\n", + "\t\t\t\t\t -793 \t 3465\n", + "GCD(39203, 8972) = 1, with coefficients -793 and 3465 such that 1 = (-793)*39203 + (3465)*8972\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8973 \t 4 \t 3311 \t 1 \t 0\n", + "1 \t 8973 \t 3311 \t 2 \t 2351 \t 0 \t 1\n", + "2 \t 3311 \t 2351 \t 1 \t 960 \t 1 \t -4\n", + "3 \t 2351 \t 960 \t 2 \t 431 \t -2 \t 9\n", + "4 \t 960 \t 431 \t 2 \t 98 \t 3 \t -13\n", + "5 \t 431 \t 98 \t 4 \t 39 \t -8 \t 35\n", + "6 \t 98 \t 39 \t 2 \t 20 \t 19 \t -83\n", + "7 \t 39 \t 20 \t 1 \t 19 \t -84 \t 367\n", + "8 \t 20 \t 19 \t 1 \t 1 \t 187 \t -817\n", + "9 \t 19 \t 1 \t 19 \t 0 \t -271 \t 1184\n", + "\t\t\t\t\t 458 \t -2001\n", + "GCD(39203, 8973) = 1, with coefficients 458 and -2001 such that 1 = (458)*39203 + (-2001)*8973\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8974 \t 4 \t 3307 \t 1 \t 0\n", + "1 \t 8974 \t 3307 \t 2 \t 2360 \t 0 \t 1\n", + "2 \t 3307 \t 2360 \t 1 \t 947 \t 1 \t -4\n", + "3 \t 2360 \t 947 \t 2 \t 466 \t -2 \t 9\n", + "4 \t 947 \t 466 \t 2 \t 15 \t 3 \t -13\n", + "5 \t 466 \t 15 \t 31 \t 1 \t -8 \t 35\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 19 \t -83\n", + "\t\t\t\t\t -597 \t 2608\n", + "GCD(39203, 8974) = 1, with coefficients -597 and 2608 such that 1 = (-597)*39203 + (2608)*8974\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8975 \t 4 \t 3303 \t 1 \t 0\n", + "1 \t 8975 \t 3303 \t 2 \t 2369 \t 0 \t 1\n", + "2 \t 3303 \t 2369 \t 1 \t 934 \t 1 \t -4\n", + "3 \t 2369 \t 934 \t 2 \t 501 \t -2 \t 9\n", + "4 \t 934 \t 501 \t 1 \t 433 \t 3 \t -13\n", + "5 \t 501 \t 433 \t 1 \t 68 \t -8 \t 35\n", + "6 \t 433 \t 68 \t 6 \t 25 \t 11 \t -48\n", + "7 \t 68 \t 25 \t 2 \t 18 \t -19 \t 83\n", + "8 \t 25 \t 18 \t 1 \t 7 \t 125 \t -546\n", + "9 \t 18 \t 7 \t 2 \t 4 \t -269 \t 1175\n", + "10 \t 7 \t 4 \t 1 \t 3 \t 394 \t -1721\n", + "11 \t 4 \t 3 \t 1 \t 1 \t -1057 \t 4617\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1451 \t -6338\n", + "\t\t\t\t\t -2508 \t 10955\n", + "GCD(39203, 8975) = 1, with coefficients -2508 and 10955 such that 1 = (-2508)*39203 + (10955)*8975\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8976 \t 4 \t 3299 \t 1 \t 0\n", + "1 \t 8976 \t 3299 \t 2 \t 2378 \t 0 \t 1\n", + "2 \t 3299 \t 2378 \t 1 \t 921 \t 1 \t -4\n", + "3 \t 2378 \t 921 \t 2 \t 536 \t -2 \t 9\n", + "4 \t 921 \t 536 \t 1 \t 385 \t 3 \t -13\n", + "5 \t 536 \t 385 \t 1 \t 151 \t -8 \t 35\n", + "6 \t 385 \t 151 \t 2 \t 83 \t 11 \t -48\n", + "7 \t 151 \t 83 \t 1 \t 68 \t -19 \t 83\n", + "8 \t 83 \t 68 \t 1 \t 15 \t 49 \t -214\n", + "9 \t 68 \t 15 \t 4 \t 8 \t -68 \t 297\n", + "10 \t 15 \t 8 \t 1 \t 7 \t 117 \t -511\n", + "11 \t 8 \t 7 \t 1 \t 1 \t -536 \t 2341\n", + "12 \t 7 \t 1 \t 7 \t 0 \t 653 \t -2852\n", + "\t\t\t\t\t -1189 \t 5193\n", + "GCD(39203, 8976) = 1, with coefficients -1189 and 5193 such that 1 = (-1189)*39203 + (5193)*8976\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8977 \t 4 \t 3295 \t 1 \t 0\n", + "1 \t 8977 \t 3295 \t 2 \t 2387 \t 0 \t 1\n", + "2 \t 3295 \t 2387 \t 1 \t 908 \t 1 \t -4\n", + "3 \t 2387 \t 908 \t 2 \t 571 \t -2 \t 9\n", + "4 \t 908 \t 571 \t 1 \t 337 \t 3 \t -13\n", + "5 \t 571 \t 337 \t 1 \t 234 \t -8 \t 35\n", + "6 \t 337 \t 234 \t 1 \t 103 \t 11 \t -48\n", + "7 \t 234 \t 103 \t 2 \t 28 \t -19 \t 83\n", + "8 \t 103 \t 28 \t 3 \t 19 \t 30 \t -131\n", + "9 \t 28 \t 19 \t 1 \t 9 \t -79 \t 345\n", + "10 \t 19 \t 9 \t 2 \t 1 \t 267 \t -1166\n", + "11 \t 9 \t 1 \t 9 \t 0 \t -346 \t 1511\n", + "\t\t\t\t\t 959 \t -4188\n", + "GCD(39203, 8977) = 1, with coefficients 959 and -4188 such that 1 = (959)*39203 + (-4188)*8977\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8978 \t 4 \t 3291 \t 1 \t 0\n", + "1 \t 8978 \t 3291 \t 2 \t 2396 \t 0 \t 1\n", + "2 \t 3291 \t 2396 \t 1 \t 895 \t 1 \t -4\n", + "3 \t 2396 \t 895 \t 2 \t 606 \t -2 \t 9\n", + "4 \t 895 \t 606 \t 1 \t 289 \t 3 \t -13\n", + "5 \t 606 \t 289 \t 2 \t 28 \t -8 \t 35\n", + "6 \t 289 \t 28 \t 10 \t 9 \t 11 \t -48\n", + "7 \t 28 \t 9 \t 3 \t 1 \t -30 \t 131\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 311 \t -1358\n", + "\t\t\t\t\t -963 \t 4205\n", + "GCD(39203, 8978) = 1, with coefficients -963 and 4205 such that 1 = (-963)*39203 + (4205)*8978\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8979 \t 4 \t 3287 \t 1 \t 0\n", + "1 \t 8979 \t 3287 \t 2 \t 2405 \t 0 \t 1\n", + "2 \t 3287 \t 2405 \t 1 \t 882 \t 1 \t -4\n", + "3 \t 2405 \t 882 \t 2 \t 641 \t -2 \t 9\n", + "4 \t 882 \t 641 \t 1 \t 241 \t 3 \t -13\n", + "5 \t 641 \t 241 \t 2 \t 159 \t -8 \t 35\n", + "6 \t 241 \t 159 \t 1 \t 82 \t 11 \t -48\n", + "7 \t 159 \t 82 \t 1 \t 77 \t -30 \t 131\n", + "8 \t 82 \t 77 \t 1 \t 5 \t 41 \t -179\n", + "9 \t 77 \t 5 \t 15 \t 2 \t -71 \t 310\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 112 \t -489\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1751 \t 7645\n", + "\t\t\t\t\t 3614 \t -15779\n", + "GCD(39203, 8979) = 1, with coefficients 3614 and -15779 such that 1 = (3614)*39203 + (-15779)*8979\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8980 \t 4 \t 3283 \t 1 \t 0\n", + "1 \t 8980 \t 3283 \t 2 \t 2414 \t 0 \t 1\n", + "2 \t 3283 \t 2414 \t 1 \t 869 \t 1 \t -4\n", + "3 \t 2414 \t 869 \t 2 \t 676 \t -2 \t 9\n", + "4 \t 869 \t 676 \t 1 \t 193 \t 3 \t -13\n", + "5 \t 676 \t 193 \t 3 \t 97 \t -8 \t 35\n", + "6 \t 193 \t 97 \t 1 \t 96 \t 11 \t -48\n", + "7 \t 97 \t 96 \t 1 \t 1 \t -41 \t 179\n", + "8 \t 96 \t 1 \t 96 \t 0 \t 52 \t -227\n", + "\t\t\t\t\t -93 \t 406\n", + "GCD(39203, 8980) = 1, with coefficients -93 and 406 such that 1 = (-93)*39203 + (406)*8980\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8981 \t 4 \t 3279 \t 1 \t 0\n", + "1 \t 8981 \t 3279 \t 2 \t 2423 \t 0 \t 1\n", + "2 \t 3279 \t 2423 \t 1 \t 856 \t 1 \t -4\n", + "3 \t 2423 \t 856 \t 2 \t 711 \t -2 \t 9\n", + "4 \t 856 \t 711 \t 1 \t 145 \t 3 \t -13\n", + "5 \t 711 \t 145 \t 4 \t 131 \t -8 \t 35\n", + "6 \t 145 \t 131 \t 1 \t 14 \t 11 \t -48\n", + "7 \t 131 \t 14 \t 9 \t 5 \t -52 \t 227\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 63 \t -275\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -619 \t 2702\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1301 \t -5679\n", + "\t\t\t\t\t -1920 \t 8381\n", + "GCD(39203, 8981) = 1, with coefficients -1920 and 8381 such that 1 = (-1920)*39203 + (8381)*8981\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8982 \t 4 \t 3275 \t 1 \t 0\n", + "1 \t 8982 \t 3275 \t 2 \t 2432 \t 0 \t 1\n", + "2 \t 3275 \t 2432 \t 1 \t 843 \t 1 \t -4\n", + "3 \t 2432 \t 843 \t 2 \t 746 \t -2 \t 9\n", + "4 \t 843 \t 746 \t 1 \t 97 \t 3 \t -13\n", + "5 \t 746 \t 97 \t 7 \t 67 \t -8 \t 35\n", + "6 \t 97 \t 67 \t 1 \t 30 \t 11 \t -48\n", + "7 \t 67 \t 30 \t 2 \t 7 \t -85 \t 371\n", + "8 \t 30 \t 7 \t 4 \t 2 \t 96 \t -419\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -277 \t 1209\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1204 \t -5255\n", + "\t\t\t\t\t -3889 \t 16974\n", + "GCD(39203, 8982) = 1, with coefficients -3889 and 16974 such that 1 = (-3889)*39203 + (16974)*8982\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8983 \t 4 \t 3271 \t 1 \t 0\n", + "1 \t 8983 \t 3271 \t 2 \t 2441 \t 0 \t 1\n", + "2 \t 3271 \t 2441 \t 1 \t 830 \t 1 \t -4\n", + "3 \t 2441 \t 830 \t 2 \t 781 \t -2 \t 9\n", + "4 \t 830 \t 781 \t 1 \t 49 \t 3 \t -13\n", + "5 \t 781 \t 49 \t 15 \t 46 \t -8 \t 35\n", + "6 \t 49 \t 46 \t 1 \t 3 \t 11 \t -48\n", + "7 \t 46 \t 3 \t 15 \t 1 \t -173 \t 755\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 184 \t -803\n", + "\t\t\t\t\t -2933 \t 12800\n", + "GCD(39203, 8983) = 1, with coefficients -2933 and 12800 such that 1 = (-2933)*39203 + (12800)*8983\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8984 \t 4 \t 3267 \t 1 \t 0\n", + "1 \t 8984 \t 3267 \t 2 \t 2450 \t 0 \t 1\n", + "2 \t 3267 \t 2450 \t 1 \t 817 \t 1 \t -4\n", + "3 \t 2450 \t 817 \t 2 \t 816 \t -2 \t 9\n", + "4 \t 817 \t 816 \t 1 \t 1 \t 3 \t -13\n", + "5 \t 816 \t 1 \t 816 \t 0 \t -8 \t 35\n", + "\t\t\t\t\t 11 \t -48\n", + "GCD(39203, 8984) = 1, with coefficients 11 and -48 such that 1 = (11)*39203 + (-48)*8984\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8985 \t 4 \t 3263 \t 1 \t 0\n", + "1 \t 8985 \t 3263 \t 2 \t 2459 \t 0 \t 1\n", + "2 \t 3263 \t 2459 \t 1 \t 804 \t 1 \t -4\n", + "3 \t 2459 \t 804 \t 3 \t 47 \t -2 \t 9\n", + "4 \t 804 \t 47 \t 17 \t 5 \t 3 \t -13\n", + "5 \t 47 \t 5 \t 9 \t 2 \t -11 \t 48\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 190 \t -829\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1721 \t 7509\n", + "\t\t\t\t\t 3632 \t -15847\n", + "GCD(39203, 8985) = 1, with coefficients 3632 and -15847 such that 1 = (3632)*39203 + (-15847)*8985\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8986 \t 4 \t 3259 \t 1 \t 0\n", + "1 \t 8986 \t 3259 \t 2 \t 2468 \t 0 \t 1\n", + "2 \t 3259 \t 2468 \t 1 \t 791 \t 1 \t -4\n", + "3 \t 2468 \t 791 \t 3 \t 95 \t -2 \t 9\n", + "4 \t 791 \t 95 \t 8 \t 31 \t 3 \t -13\n", + "5 \t 95 \t 31 \t 3 \t 2 \t -11 \t 48\n", + "6 \t 31 \t 2 \t 15 \t 1 \t 91 \t -397\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -284 \t 1239\n", + "\t\t\t\t\t 4351 \t -18982\n", + "GCD(39203, 8986) = 1, with coefficients 4351 and -18982 such that 1 = (4351)*39203 + (-18982)*8986\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8987 \t 4 \t 3255 \t 1 \t 0\n", + "1 \t 8987 \t 3255 \t 2 \t 2477 \t 0 \t 1\n", + "2 \t 3255 \t 2477 \t 1 \t 778 \t 1 \t -4\n", + "3 \t 2477 \t 778 \t 3 \t 143 \t -2 \t 9\n", + "4 \t 778 \t 143 \t 5 \t 63 \t 3 \t -13\n", + "5 \t 143 \t 63 \t 2 \t 17 \t -11 \t 48\n", + "6 \t 63 \t 17 \t 3 \t 12 \t 58 \t -253\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -127 \t 554\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 439 \t -1915\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -566 \t 2469\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1571 \t -6853\n", + "\t\t\t\t\t -3708 \t 16175\n", + "GCD(39203, 8987) = 1, with coefficients -3708 and 16175 such that 1 = (-3708)*39203 + (16175)*8987\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8988 \t 4 \t 3251 \t 1 \t 0\n", + "1 \t 8988 \t 3251 \t 2 \t 2486 \t 0 \t 1\n", + "2 \t 3251 \t 2486 \t 1 \t 765 \t 1 \t -4\n", + "3 \t 2486 \t 765 \t 3 \t 191 \t -2 \t 9\n", + "4 \t 765 \t 191 \t 4 \t 1 \t 3 \t -13\n", + "5 \t 191 \t 1 \t 191 \t 0 \t -11 \t 48\n", + "\t\t\t\t\t 47 \t -205\n", + "GCD(39203, 8988) = 1, with coefficients 47 and -205 such that 1 = (47)*39203 + (-205)*8988\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8989 \t 4 \t 3247 \t 1 \t 0\n", + "1 \t 8989 \t 3247 \t 2 \t 2495 \t 0 \t 1\n", + "2 \t 3247 \t 2495 \t 1 \t 752 \t 1 \t -4\n", + "3 \t 2495 \t 752 \t 3 \t 239 \t -2 \t 9\n", + "4 \t 752 \t 239 \t 3 \t 35 \t 3 \t -13\n", + "5 \t 239 \t 35 \t 6 \t 29 \t -11 \t 48\n", + "6 \t 35 \t 29 \t 1 \t 6 \t 36 \t -157\n", + "7 \t 29 \t 6 \t 4 \t 5 \t -227 \t 990\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 263 \t -1147\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1279 \t 5578\n", + "\t\t\t\t\t 1542 \t -6725\n", + "GCD(39203, 8989) = 1, with coefficients 1542 and -6725 such that 1 = (1542)*39203 + (-6725)*8989\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8990 \t 4 \t 3243 \t 1 \t 0\n", + "1 \t 8990 \t 3243 \t 2 \t 2504 \t 0 \t 1\n", + "2 \t 3243 \t 2504 \t 1 \t 739 \t 1 \t -4\n", + "3 \t 2504 \t 739 \t 3 \t 287 \t -2 \t 9\n", + "4 \t 739 \t 287 \t 2 \t 165 \t 3 \t -13\n", + "5 \t 287 \t 165 \t 1 \t 122 \t -11 \t 48\n", + "6 \t 165 \t 122 \t 1 \t 43 \t 25 \t -109\n", + "7 \t 122 \t 43 \t 2 \t 36 \t -36 \t 157\n", + "8 \t 43 \t 36 \t 1 \t 7 \t 61 \t -266\n", + "9 \t 36 \t 7 \t 5 \t 1 \t -158 \t 689\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 219 \t -955\n", + "\t\t\t\t\t -1253 \t 5464\n", + "GCD(39203, 8990) = 1, with coefficients -1253 and 5464 such that 1 = (-1253)*39203 + (5464)*8990\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8991 \t 4 \t 3239 \t 1 \t 0\n", + "1 \t 8991 \t 3239 \t 2 \t 2513 \t 0 \t 1\n", + "2 \t 3239 \t 2513 \t 1 \t 726 \t 1 \t -4\n", + "3 \t 2513 \t 726 \t 3 \t 335 \t -2 \t 9\n", + "4 \t 726 \t 335 \t 2 \t 56 \t 3 \t -13\n", + "5 \t 335 \t 56 \t 5 \t 55 \t -11 \t 48\n", + "6 \t 56 \t 55 \t 1 \t 1 \t 25 \t -109\n", + "7 \t 55 \t 1 \t 55 \t 0 \t -136 \t 593\n", + "\t\t\t\t\t 161 \t -702\n", + "GCD(39203, 8991) = 1, with coefficients 161 and -702 such that 1 = (161)*39203 + (-702)*8991\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8992 \t 4 \t 3235 \t 1 \t 0\n", + "1 \t 8992 \t 3235 \t 2 \t 2522 \t 0 \t 1\n", + "2 \t 3235 \t 2522 \t 1 \t 713 \t 1 \t -4\n", + "3 \t 2522 \t 713 \t 3 \t 383 \t -2 \t 9\n", + "4 \t 713 \t 383 \t 1 \t 330 \t 3 \t -13\n", + "5 \t 383 \t 330 \t 1 \t 53 \t -11 \t 48\n", + "6 \t 330 \t 53 \t 6 \t 12 \t 14 \t -61\n", + "7 \t 53 \t 12 \t 4 \t 5 \t -25 \t 109\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 164 \t -715\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -681 \t 2969\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1526 \t -6653\n", + "\t\t\t\t\t -3733 \t 16275\n", + "GCD(39203, 8992) = 1, with coefficients -3733 and 16275 such that 1 = (-3733)*39203 + (16275)*8992\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8993 \t 4 \t 3231 \t 1 \t 0\n", + "1 \t 8993 \t 3231 \t 2 \t 2531 \t 0 \t 1\n", + "2 \t 3231 \t 2531 \t 1 \t 700 \t 1 \t -4\n", + "3 \t 2531 \t 700 \t 3 \t 431 \t -2 \t 9\n", + "4 \t 700 \t 431 \t 1 \t 269 \t 3 \t -13\n", + "5 \t 431 \t 269 \t 1 \t 162 \t -11 \t 48\n", + "6 \t 269 \t 162 \t 1 \t 107 \t 14 \t -61\n", + "7 \t 162 \t 107 \t 1 \t 55 \t -25 \t 109\n", + "8 \t 107 \t 55 \t 1 \t 52 \t 39 \t -170\n", + "9 \t 55 \t 52 \t 1 \t 3 \t -64 \t 279\n", + "10 \t 52 \t 3 \t 17 \t 1 \t 103 \t -449\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -167 \t 728\n", + "\t\t\t\t\t 2942 \t -12825\n", + "GCD(39203, 8993) = 1, with coefficients 2942 and -12825 such that 1 = (2942)*39203 + (-12825)*8993\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8994 \t 4 \t 3227 \t 1 \t 0\n", + "1 \t 8994 \t 3227 \t 2 \t 2540 \t 0 \t 1\n", + "2 \t 3227 \t 2540 \t 1 \t 687 \t 1 \t -4\n", + "3 \t 2540 \t 687 \t 3 \t 479 \t -2 \t 9\n", + "4 \t 687 \t 479 \t 1 \t 208 \t 3 \t -13\n", + "5 \t 479 \t 208 \t 2 \t 63 \t -11 \t 48\n", + "6 \t 208 \t 63 \t 3 \t 19 \t 14 \t -61\n", + "7 \t 63 \t 19 \t 3 \t 6 \t -39 \t 170\n", + "8 \t 19 \t 6 \t 3 \t 1 \t 131 \t -571\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -432 \t 1883\n", + "\t\t\t\t\t 1427 \t -6220\n", + "GCD(39203, 8994) = 1, with coefficients 1427 and -6220 such that 1 = (1427)*39203 + (-6220)*8994\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8995 \t 4 \t 3223 \t 1 \t 0\n", + "1 \t 8995 \t 3223 \t 2 \t 2549 \t 0 \t 1\n", + "2 \t 3223 \t 2549 \t 1 \t 674 \t 1 \t -4\n", + "3 \t 2549 \t 674 \t 3 \t 527 \t -2 \t 9\n", + "4 \t 674 \t 527 \t 1 \t 147 \t 3 \t -13\n", + "5 \t 527 \t 147 \t 3 \t 86 \t -11 \t 48\n", + "6 \t 147 \t 86 \t 1 \t 61 \t 14 \t -61\n", + "7 \t 86 \t 61 \t 1 \t 25 \t -53 \t 231\n", + "8 \t 61 \t 25 \t 2 \t 11 \t 67 \t -292\n", + "9 \t 25 \t 11 \t 2 \t 3 \t -120 \t 523\n", + "10 \t 11 \t 3 \t 3 \t 2 \t 307 \t -1338\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -734 \t 3199\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2509 \t -10935\n", + "\t\t\t\t\t -3243 \t 14134\n", + "GCD(39203, 8995) = 1, with coefficients -3243 and 14134 such that 1 = (-3243)*39203 + (14134)*8995\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8996 \t 4 \t 3219 \t 1 \t 0\n", + "1 \t 8996 \t 3219 \t 2 \t 2558 \t 0 \t 1\n", + "2 \t 3219 \t 2558 \t 1 \t 661 \t 1 \t -4\n", + "3 \t 2558 \t 661 \t 3 \t 575 \t -2 \t 9\n", + "4 \t 661 \t 575 \t 1 \t 86 \t 3 \t -13\n", + "5 \t 575 \t 86 \t 6 \t 59 \t -11 \t 48\n", + "6 \t 86 \t 59 \t 1 \t 27 \t 14 \t -61\n", + "7 \t 59 \t 27 \t 2 \t 5 \t -95 \t 414\n", + "8 \t 27 \t 5 \t 5 \t 2 \t 109 \t -475\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -313 \t 1364\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1674 \t -7295\n", + "\t\t\t\t\t -3661 \t 15954\n", + "GCD(39203, 8996) = 1, with coefficients -3661 and 15954 such that 1 = (-3661)*39203 + (15954)*8996\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8997 \t 4 \t 3215 \t 1 \t 0\n", + "1 \t 8997 \t 3215 \t 2 \t 2567 \t 0 \t 1\n", + "2 \t 3215 \t 2567 \t 1 \t 648 \t 1 \t -4\n", + "3 \t 2567 \t 648 \t 3 \t 623 \t -2 \t 9\n", + "4 \t 648 \t 623 \t 1 \t 25 \t 3 \t -13\n", + "5 \t 623 \t 25 \t 24 \t 23 \t -11 \t 48\n", + "6 \t 25 \t 23 \t 1 \t 2 \t 14 \t -61\n", + "7 \t 23 \t 2 \t 11 \t 1 \t -347 \t 1512\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 361 \t -1573\n", + "\t\t\t\t\t -4318 \t 18815\n", + "GCD(39203, 8997) = 1, with coefficients -4318 and 18815 such that 1 = (-4318)*39203 + (18815)*8997\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8998 \t 4 \t 3211 \t 1 \t 0\n", + "1 \t 8998 \t 3211 \t 2 \t 2576 \t 0 \t 1\n", + "2 \t 3211 \t 2576 \t 1 \t 635 \t 1 \t -4\n", + "3 \t 2576 \t 635 \t 4 \t 36 \t -2 \t 9\n", + "4 \t 635 \t 36 \t 17 \t 23 \t 3 \t -13\n", + "5 \t 36 \t 23 \t 1 \t 13 \t -14 \t 61\n", + "6 \t 23 \t 13 \t 1 \t 10 \t 241 \t -1050\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -255 \t 1111\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 496 \t -2161\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -751 \t 3272\n", + "\t\t\t\t\t 2749 \t -11977\n", + "GCD(39203, 8998) = 1, with coefficients 2749 and -11977 such that 1 = (2749)*39203 + (-11977)*8998\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 8999 \t 4 \t 3207 \t 1 \t 0\n", + "1 \t 8999 \t 3207 \t 2 \t 2585 \t 0 \t 1\n", + "2 \t 3207 \t 2585 \t 1 \t 622 \t 1 \t -4\n", + "3 \t 2585 \t 622 \t 4 \t 97 \t -2 \t 9\n", + "4 \t 622 \t 97 \t 6 \t 40 \t 3 \t -13\n", + "5 \t 97 \t 40 \t 2 \t 17 \t -14 \t 61\n", + "6 \t 40 \t 17 \t 2 \t 6 \t 87 \t -379\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -188 \t 819\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 463 \t -2017\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1114 \t 4853\n", + "\t\t\t\t\t 1577 \t -6870\n", + "GCD(39203, 8999) = 1, with coefficients 1577 and -6870 such that 1 = (1577)*39203 + (-6870)*8999\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9000 \t 4 \t 3203 \t 1 \t 0\n", + "1 \t 9000 \t 3203 \t 2 \t 2594 \t 0 \t 1\n", + "2 \t 3203 \t 2594 \t 1 \t 609 \t 1 \t -4\n", + "3 \t 2594 \t 609 \t 4 \t 158 \t -2 \t 9\n", + "4 \t 609 \t 158 \t 3 \t 135 \t 3 \t -13\n", + "5 \t 158 \t 135 \t 1 \t 23 \t -14 \t 61\n", + "6 \t 135 \t 23 \t 5 \t 20 \t 45 \t -196\n", + "7 \t 23 \t 20 \t 1 \t 3 \t -59 \t 257\n", + "8 \t 20 \t 3 \t 6 \t 2 \t 340 \t -1481\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -399 \t 1738\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2734 \t -11909\n", + "\t\t\t\t\t -3133 \t 13647\n", + "GCD(39203, 9000) = 1, with coefficients -3133 and 13647 such that 1 = (-3133)*39203 + (13647)*9000\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9001 \t 4 \t 3199 \t 1 \t 0\n", + "1 \t 9001 \t 3199 \t 2 \t 2603 \t 0 \t 1\n", + "2 \t 3199 \t 2603 \t 1 \t 596 \t 1 \t -4\n", + "3 \t 2603 \t 596 \t 4 \t 219 \t -2 \t 9\n", + "4 \t 596 \t 219 \t 2 \t 158 \t 3 \t -13\n", + "5 \t 219 \t 158 \t 1 \t 61 \t -14 \t 61\n", + "6 \t 158 \t 61 \t 2 \t 36 \t 31 \t -135\n", + "7 \t 61 \t 36 \t 1 \t 25 \t -45 \t 196\n", + "8 \t 36 \t 25 \t 1 \t 11 \t 121 \t -527\n", + "9 \t 25 \t 11 \t 2 \t 3 \t -166 \t 723\n", + "10 \t 11 \t 3 \t 3 \t 2 \t 287 \t -1250\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -740 \t 3223\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2507 \t -10919\n", + "\t\t\t\t\t -3247 \t 14142\n", + "GCD(39203, 9001) = 1, with coefficients -3247 and 14142 such that 1 = (-3247)*39203 + (14142)*9001\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9002 \t 4 \t 3195 \t 1 \t 0\n", + "1 \t 9002 \t 3195 \t 2 \t 2612 \t 0 \t 1\n", + "2 \t 3195 \t 2612 \t 1 \t 583 \t 1 \t -4\n", + "3 \t 2612 \t 583 \t 4 \t 280 \t -2 \t 9\n", + "4 \t 583 \t 280 \t 2 \t 23 \t 3 \t -13\n", + "5 \t 280 \t 23 \t 12 \t 4 \t -14 \t 61\n", + "6 \t 23 \t 4 \t 5 \t 3 \t 31 \t -135\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -386 \t 1681\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1961 \t -8540\n", + "\t\t\t\t\t -2347 \t 10221\n", + "GCD(39203, 9002) = 1, with coefficients -2347 and 10221 such that 1 = (-2347)*39203 + (10221)*9002\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9003 \t 4 \t 3191 \t 1 \t 0\n", + "1 \t 9003 \t 3191 \t 2 \t 2621 \t 0 \t 1\n", + "2 \t 3191 \t 2621 \t 1 \t 570 \t 1 \t -4\n", + "3 \t 2621 \t 570 \t 4 \t 341 \t -2 \t 9\n", + "4 \t 570 \t 341 \t 1 \t 229 \t 3 \t -13\n", + "5 \t 341 \t 229 \t 1 \t 112 \t -14 \t 61\n", + "6 \t 229 \t 112 \t 2 \t 5 \t 17 \t -74\n", + "7 \t 112 \t 5 \t 22 \t 2 \t -31 \t 135\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 79 \t -344\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1769 \t 7703\n", + "\t\t\t\t\t 3617 \t -15750\n", + "GCD(39203, 9003) = 1, with coefficients 3617 and -15750 such that 1 = (3617)*39203 + (-15750)*9003\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9004 \t 4 \t 3187 \t 1 \t 0\n", + "1 \t 9004 \t 3187 \t 2 \t 2630 \t 0 \t 1\n", + "2 \t 3187 \t 2630 \t 1 \t 557 \t 1 \t -4\n", + "3 \t 2630 \t 557 \t 4 \t 402 \t -2 \t 9\n", + "4 \t 557 \t 402 \t 1 \t 155 \t 3 \t -13\n", + "5 \t 402 \t 155 \t 2 \t 92 \t -14 \t 61\n", + "6 \t 155 \t 92 \t 1 \t 63 \t 17 \t -74\n", + "7 \t 92 \t 63 \t 1 \t 29 \t -48 \t 209\n", + "8 \t 63 \t 29 \t 2 \t 5 \t 65 \t -283\n", + "9 \t 29 \t 5 \t 5 \t 4 \t -113 \t 492\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 291 \t -1267\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1568 \t 6827\n", + "\t\t\t\t\t 1859 \t -8094\n", + "GCD(39203, 9004) = 1, with coefficients 1859 and -8094 such that 1 = (1859)*39203 + (-8094)*9004\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9005 \t 4 \t 3183 \t 1 \t 0\n", + "1 \t 9005 \t 3183 \t 2 \t 2639 \t 0 \t 1\n", + "2 \t 3183 \t 2639 \t 1 \t 544 \t 1 \t -4\n", + "3 \t 2639 \t 544 \t 4 \t 463 \t -2 \t 9\n", + "4 \t 544 \t 463 \t 1 \t 81 \t 3 \t -13\n", + "5 \t 463 \t 81 \t 5 \t 58 \t -14 \t 61\n", + "6 \t 81 \t 58 \t 1 \t 23 \t 17 \t -74\n", + "7 \t 58 \t 23 \t 2 \t 12 \t -99 \t 431\n", + "8 \t 23 \t 12 \t 1 \t 11 \t 116 \t -505\n", + "9 \t 12 \t 11 \t 1 \t 1 \t -331 \t 1441\n", + "10 \t 11 \t 1 \t 11 \t 0 \t 447 \t -1946\n", + "\t\t\t\t\t -778 \t 3387\n", + "GCD(39203, 9005) = 1, with coefficients -778 and 3387 such that 1 = (-778)*39203 + (3387)*9005\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9006 \t 4 \t 3179 \t 1 \t 0\n", + "1 \t 9006 \t 3179 \t 2 \t 2648 \t 0 \t 1\n", + "2 \t 3179 \t 2648 \t 1 \t 531 \t 1 \t -4\n", + "3 \t 2648 \t 531 \t 4 \t 524 \t -2 \t 9\n", + "4 \t 531 \t 524 \t 1 \t 7 \t 3 \t -13\n", + "5 \t 524 \t 7 \t 74 \t 6 \t -14 \t 61\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 17 \t -74\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -1272 \t 5537\n", + "\t\t\t\t\t 1289 \t -5611\n", + "GCD(39203, 9006) = 1, with coefficients 1289 and -5611 such that 1 = (1289)*39203 + (-5611)*9006\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9007 \t 4 \t 3175 \t 1 \t 0\n", + "1 \t 9007 \t 3175 \t 2 \t 2657 \t 0 \t 1\n", + "2 \t 3175 \t 2657 \t 1 \t 518 \t 1 \t -4\n", + "3 \t 2657 \t 518 \t 5 \t 67 \t -2 \t 9\n", + "4 \t 518 \t 67 \t 7 \t 49 \t 3 \t -13\n", + "5 \t 67 \t 49 \t 1 \t 18 \t -17 \t 74\n", + "6 \t 49 \t 18 \t 2 \t 13 \t 122 \t -531\n", + "7 \t 18 \t 13 \t 1 \t 5 \t -139 \t 605\n", + "8 \t 13 \t 5 \t 2 \t 3 \t 400 \t -1741\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -539 \t 2346\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1478 \t -6433\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2017 \t 8779\n", + "\t\t\t\t\t 3495 \t -15212\n", + "GCD(39203, 9007) = 1, with coefficients 3495 and -15212 such that 1 = (3495)*39203 + (-15212)*9007\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9008 \t 4 \t 3171 \t 1 \t 0\n", + "1 \t 9008 \t 3171 \t 2 \t 2666 \t 0 \t 1\n", + "2 \t 3171 \t 2666 \t 1 \t 505 \t 1 \t -4\n", + "3 \t 2666 \t 505 \t 5 \t 141 \t -2 \t 9\n", + "4 \t 505 \t 141 \t 3 \t 82 \t 3 \t -13\n", + "5 \t 141 \t 82 \t 1 \t 59 \t -17 \t 74\n", + "6 \t 82 \t 59 \t 1 \t 23 \t 54 \t -235\n", + "7 \t 59 \t 23 \t 2 \t 13 \t -71 \t 309\n", + "8 \t 23 \t 13 \t 1 \t 10 \t 125 \t -544\n", + "9 \t 13 \t 10 \t 1 \t 3 \t -321 \t 1397\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 446 \t -1941\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -767 \t 3338\n", + "\t\t\t\t\t 2747 \t -11955\n", + "GCD(39203, 9008) = 1, with coefficients 2747 and -11955 such that 1 = (2747)*39203 + (-11955)*9008\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9009 \t 4 \t 3167 \t 1 \t 0\n", + "1 \t 9009 \t 3167 \t 2 \t 2675 \t 0 \t 1\n", + "2 \t 3167 \t 2675 \t 1 \t 492 \t 1 \t -4\n", + "3 \t 2675 \t 492 \t 5 \t 215 \t -2 \t 9\n", + "4 \t 492 \t 215 \t 2 \t 62 \t 3 \t -13\n", + "5 \t 215 \t 62 \t 3 \t 29 \t -17 \t 74\n", + "6 \t 62 \t 29 \t 2 \t 4 \t 37 \t -161\n", + "7 \t 29 \t 4 \t 7 \t 1 \t -128 \t 557\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 293 \t -1275\n", + "\t\t\t\t\t -2179 \t 9482\n", + "GCD(39203, 9009) = 1, with coefficients -2179 and 9482 such that 1 = (-2179)*39203 + (9482)*9009\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9010 \t 4 \t 3163 \t 1 \t 0\n", + "1 \t 9010 \t 3163 \t 2 \t 2684 \t 0 \t 1\n", + "2 \t 3163 \t 2684 \t 1 \t 479 \t 1 \t -4\n", + "3 \t 2684 \t 479 \t 5 \t 289 \t -2 \t 9\n", + "4 \t 479 \t 289 \t 1 \t 190 \t 3 \t -13\n", + "5 \t 289 \t 190 \t 1 \t 99 \t -17 \t 74\n", + "6 \t 190 \t 99 \t 1 \t 91 \t 20 \t -87\n", + "7 \t 99 \t 91 \t 1 \t 8 \t -37 \t 161\n", + "8 \t 91 \t 8 \t 11 \t 3 \t 57 \t -248\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -94 \t 409\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1091 \t -4747\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2276 \t 9903\n", + "\t\t\t\t\t 3367 \t -14650\n", + "GCD(39203, 9010) = 1, with coefficients 3367 and -14650 such that 1 = (3367)*39203 + (-14650)*9010\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9011 \t 4 \t 3159 \t 1 \t 0\n", + "1 \t 9011 \t 3159 \t 2 \t 2693 \t 0 \t 1\n", + "2 \t 3159 \t 2693 \t 1 \t 466 \t 1 \t -4\n", + "3 \t 2693 \t 466 \t 5 \t 363 \t -2 \t 9\n", + "4 \t 466 \t 363 \t 1 \t 103 \t 3 \t -13\n", + "5 \t 363 \t 103 \t 3 \t 54 \t -17 \t 74\n", + "6 \t 103 \t 54 \t 1 \t 49 \t 20 \t -87\n", + "7 \t 54 \t 49 \t 1 \t 5 \t -77 \t 335\n", + "8 \t 49 \t 5 \t 9 \t 4 \t 97 \t -422\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -174 \t 757\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1663 \t -7235\n", + "\t\t\t\t\t -1837 \t 7992\n", + "GCD(39203, 9011) = 1, with coefficients -1837 and 7992 such that 1 = (-1837)*39203 + (7992)*9011\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9012 \t 4 \t 3155 \t 1 \t 0\n", + "1 \t 9012 \t 3155 \t 2 \t 2702 \t 0 \t 1\n", + "2 \t 3155 \t 2702 \t 1 \t 453 \t 1 \t -4\n", + "3 \t 2702 \t 453 \t 5 \t 437 \t -2 \t 9\n", + "4 \t 453 \t 437 \t 1 \t 16 \t 3 \t -13\n", + "5 \t 437 \t 16 \t 27 \t 5 \t -17 \t 74\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 20 \t -87\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -557 \t 2423\n", + "\t\t\t\t\t 1691 \t -7356\n", + "GCD(39203, 9012) = 1, with coefficients 1691 and -7356 such that 1 = (1691)*39203 + (-7356)*9012\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9013 \t 4 \t 3151 \t 1 \t 0\n", + "1 \t 9013 \t 3151 \t 2 \t 2711 \t 0 \t 1\n", + "2 \t 3151 \t 2711 \t 1 \t 440 \t 1 \t -4\n", + "3 \t 2711 \t 440 \t 6 \t 71 \t -2 \t 9\n", + "4 \t 440 \t 71 \t 6 \t 14 \t 3 \t -13\n", + "5 \t 71 \t 14 \t 5 \t 1 \t -20 \t 87\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 123 \t -535\n", + "\t\t\t\t\t -635 \t 2762\n", + "GCD(39203, 9013) = 1, with coefficients -635 and 2762 such that 1 = (-635)*39203 + (2762)*9013\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9014 \t 4 \t 3147 \t 1 \t 0\n", + "1 \t 9014 \t 3147 \t 2 \t 2720 \t 0 \t 1\n", + "2 \t 3147 \t 2720 \t 1 \t 427 \t 1 \t -4\n", + "3 \t 2720 \t 427 \t 6 \t 158 \t -2 \t 9\n", + "4 \t 427 \t 158 \t 2 \t 111 \t 3 \t -13\n", + "5 \t 158 \t 111 \t 1 \t 47 \t -20 \t 87\n", + "6 \t 111 \t 47 \t 2 \t 17 \t 43 \t -187\n", + "7 \t 47 \t 17 \t 2 \t 13 \t -63 \t 274\n", + "8 \t 17 \t 13 \t 1 \t 4 \t 169 \t -735\n", + "9 \t 13 \t 4 \t 3 \t 1 \t -401 \t 1744\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 570 \t -2479\n", + "\t\t\t\t\t -2111 \t 9181\n", + "GCD(39203, 9014) = 1, with coefficients -2111 and 9181 such that 1 = (-2111)*39203 + (9181)*9014\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9015 \t 4 \t 3143 \t 1 \t 0\n", + "1 \t 9015 \t 3143 \t 2 \t 2729 \t 0 \t 1\n", + "2 \t 3143 \t 2729 \t 1 \t 414 \t 1 \t -4\n", + "3 \t 2729 \t 414 \t 6 \t 245 \t -2 \t 9\n", + "4 \t 414 \t 245 \t 1 \t 169 \t 3 \t -13\n", + "5 \t 245 \t 169 \t 1 \t 76 \t -20 \t 87\n", + "6 \t 169 \t 76 \t 2 \t 17 \t 23 \t -100\n", + "7 \t 76 \t 17 \t 4 \t 8 \t -43 \t 187\n", + "8 \t 17 \t 8 \t 2 \t 1 \t 109 \t -474\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -479 \t 2083\n", + "\t\t\t\t\t 1067 \t -4640\n", + "GCD(39203, 9015) = 1, with coefficients 1067 and -4640 such that 1 = (1067)*39203 + (-4640)*9015\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9016 \t 4 \t 3139 \t 1 \t 0\n", + "1 \t 9016 \t 3139 \t 2 \t 2738 \t 0 \t 1\n", + "2 \t 3139 \t 2738 \t 1 \t 401 \t 1 \t -4\n", + "3 \t 2738 \t 401 \t 6 \t 332 \t -2 \t 9\n", + "4 \t 401 \t 332 \t 1 \t 69 \t 3 \t -13\n", + "5 \t 332 \t 69 \t 4 \t 56 \t -20 \t 87\n", + "6 \t 69 \t 56 \t 1 \t 13 \t 23 \t -100\n", + "7 \t 56 \t 13 \t 4 \t 4 \t -112 \t 487\n", + "8 \t 13 \t 4 \t 3 \t 1 \t 135 \t -587\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -652 \t 2835\n", + "\t\t\t\t\t 2091 \t -9092\n", + "GCD(39203, 9016) = 1, with coefficients 2091 and -9092 such that 1 = (2091)*39203 + (-9092)*9016\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9017 \t 4 \t 3135 \t 1 \t 0\n", + "1 \t 9017 \t 3135 \t 2 \t 2747 \t 0 \t 1\n", + "2 \t 3135 \t 2747 \t 1 \t 388 \t 1 \t -4\n", + "3 \t 2747 \t 388 \t 7 \t 31 \t -2 \t 9\n", + "4 \t 388 \t 31 \t 12 \t 16 \t 3 \t -13\n", + "5 \t 31 \t 16 \t 1 \t 15 \t -23 \t 100\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 279 \t -1213\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -302 \t 1313\n", + "\t\t\t\t\t 581 \t -2526\n", + "GCD(39203, 9017) = 1, with coefficients 581 and -2526 such that 1 = (581)*39203 + (-2526)*9017\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9018 \t 4 \t 3131 \t 1 \t 0\n", + "1 \t 9018 \t 3131 \t 2 \t 2756 \t 0 \t 1\n", + "2 \t 3131 \t 2756 \t 1 \t 375 \t 1 \t -4\n", + "3 \t 2756 \t 375 \t 7 \t 131 \t -2 \t 9\n", + "4 \t 375 \t 131 \t 2 \t 113 \t 3 \t -13\n", + "5 \t 131 \t 113 \t 1 \t 18 \t -23 \t 100\n", + "6 \t 113 \t 18 \t 6 \t 5 \t 49 \t -213\n", + "7 \t 18 \t 5 \t 3 \t 3 \t -72 \t 313\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 481 \t -2091\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1515 \t 6586\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1996 \t -8677\n", + "\t\t\t\t\t -3511 \t 15263\n", + "GCD(39203, 9018) = 1, with coefficients -3511 and 15263 such that 1 = (-3511)*39203 + (15263)*9018\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9019 \t 4 \t 3127 \t 1 \t 0\n", + "1 \t 9019 \t 3127 \t 2 \t 2765 \t 0 \t 1\n", + "2 \t 3127 \t 2765 \t 1 \t 362 \t 1 \t -4\n", + "3 \t 2765 \t 362 \t 7 \t 231 \t -2 \t 9\n", + "4 \t 362 \t 231 \t 1 \t 131 \t 3 \t -13\n", + "5 \t 231 \t 131 \t 1 \t 100 \t -23 \t 100\n", + "6 \t 131 \t 100 \t 1 \t 31 \t 26 \t -113\n", + "7 \t 100 \t 31 \t 3 \t 7 \t -49 \t 213\n", + "8 \t 31 \t 7 \t 4 \t 3 \t 75 \t -326\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -274 \t 1191\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1171 \t -5090\n", + "\t\t\t\t\t -2616 \t 11371\n", + "GCD(39203, 9019) = 1, with coefficients -2616 and 11371 such that 1 = (-2616)*39203 + (11371)*9019\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9020 \t 4 \t 3123 \t 1 \t 0\n", + "1 \t 9020 \t 3123 \t 2 \t 2774 \t 0 \t 1\n", + "2 \t 3123 \t 2774 \t 1 \t 349 \t 1 \t -4\n", + "3 \t 2774 \t 349 \t 7 \t 331 \t -2 \t 9\n", + "4 \t 349 \t 331 \t 1 \t 18 \t 3 \t -13\n", + "5 \t 331 \t 18 \t 18 \t 7 \t -23 \t 100\n", + "6 \t 18 \t 7 \t 2 \t 4 \t 26 \t -113\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -491 \t 2134\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 1008 \t -4381\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1499 \t 6515\n", + "\t\t\t\t\t 2507 \t -10896\n", + "GCD(39203, 9020) = 1, with coefficients 2507 and -10896 such that 1 = (2507)*39203 + (-10896)*9020\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9021 \t 4 \t 3119 \t 1 \t 0\n", + "1 \t 9021 \t 3119 \t 2 \t 2783 \t 0 \t 1\n", + "2 \t 3119 \t 2783 \t 1 \t 336 \t 1 \t -4\n", + "3 \t 2783 \t 336 \t 8 \t 95 \t -2 \t 9\n", + "4 \t 336 \t 95 \t 3 \t 51 \t 3 \t -13\n", + "5 \t 95 \t 51 \t 1 \t 44 \t -26 \t 113\n", + "6 \t 51 \t 44 \t 1 \t 7 \t 81 \t -352\n", + "7 \t 44 \t 7 \t 6 \t 2 \t -107 \t 465\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 188 \t -817\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1235 \t 5367\n", + "\t\t\t\t\t 3893 \t -16918\n", + "GCD(39203, 9021) = 1, with coefficients 3893 and -16918 such that 1 = (3893)*39203 + (-16918)*9021\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9022 \t 4 \t 3115 \t 1 \t 0\n", + "1 \t 9022 \t 3115 \t 2 \t 2792 \t 0 \t 1\n", + "2 \t 3115 \t 2792 \t 1 \t 323 \t 1 \t -4\n", + "3 \t 2792 \t 323 \t 8 \t 208 \t -2 \t 9\n", + "4 \t 323 \t 208 \t 1 \t 115 \t 3 \t -13\n", + "5 \t 208 \t 115 \t 1 \t 93 \t -26 \t 113\n", + "6 \t 115 \t 93 \t 1 \t 22 \t 29 \t -126\n", + "7 \t 93 \t 22 \t 4 \t 5 \t -55 \t 239\n", + "8 \t 22 \t 5 \t 4 \t 2 \t 84 \t -365\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -391 \t 1699\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1648 \t -7161\n", + "\t\t\t\t\t -3687 \t 16021\n", + "GCD(39203, 9022) = 1, with coefficients -3687 and 16021 such that 1 = (-3687)*39203 + (16021)*9022\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9023 \t 4 \t 3111 \t 1 \t 0\n", + "1 \t 9023 \t 3111 \t 2 \t 2801 \t 0 \t 1\n", + "2 \t 3111 \t 2801 \t 1 \t 310 \t 1 \t -4\n", + "3 \t 2801 \t 310 \t 9 \t 11 \t -2 \t 9\n", + "4 \t 310 \t 11 \t 28 \t 2 \t 3 \t -13\n", + "5 \t 11 \t 2 \t 5 \t 1 \t -29 \t 126\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 815 \t -3541\n", + "\t\t\t\t\t -4104 \t 17831\n", + "GCD(39203, 9023) = 1, with coefficients -4104 and 17831 such that 1 = (-4104)*39203 + (17831)*9023\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9024 \t 4 \t 3107 \t 1 \t 0\n", + "1 \t 9024 \t 3107 \t 2 \t 2810 \t 0 \t 1\n", + "2 \t 3107 \t 2810 \t 1 \t 297 \t 1 \t -4\n", + "3 \t 2810 \t 297 \t 9 \t 137 \t -2 \t 9\n", + "4 \t 297 \t 137 \t 2 \t 23 \t 3 \t -13\n", + "5 \t 137 \t 23 \t 5 \t 22 \t -29 \t 126\n", + "6 \t 23 \t 22 \t 1 \t 1 \t 61 \t -265\n", + "7 \t 22 \t 1 \t 22 \t 0 \t -334 \t 1451\n", + "\t\t\t\t\t 395 \t -1716\n", + "GCD(39203, 9024) = 1, with coefficients 395 and -1716 such that 1 = (395)*39203 + (-1716)*9024\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9025 \t 4 \t 3103 \t 1 \t 0\n", + "1 \t 9025 \t 3103 \t 2 \t 2819 \t 0 \t 1\n", + "2 \t 3103 \t 2819 \t 1 \t 284 \t 1 \t -4\n", + "3 \t 2819 \t 284 \t 9 \t 263 \t -2 \t 9\n", + "4 \t 284 \t 263 \t 1 \t 21 \t 3 \t -13\n", + "5 \t 263 \t 21 \t 12 \t 11 \t -29 \t 126\n", + "6 \t 21 \t 11 \t 1 \t 10 \t 32 \t -139\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -413 \t 1794\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 445 \t -1933\n", + "\t\t\t\t\t -858 \t 3727\n", + "GCD(39203, 9025) = 1, with coefficients -858 and 3727 such that 1 = (-858)*39203 + (3727)*9025\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9026 \t 4 \t 3099 \t 1 \t 0\n", + "1 \t 9026 \t 3099 \t 2 \t 2828 \t 0 \t 1\n", + "2 \t 3099 \t 2828 \t 1 \t 271 \t 1 \t -4\n", + "3 \t 2828 \t 271 \t 10 \t 118 \t -2 \t 9\n", + "4 \t 271 \t 118 \t 2 \t 35 \t 3 \t -13\n", + "5 \t 118 \t 35 \t 3 \t 13 \t -32 \t 139\n", + "6 \t 35 \t 13 \t 2 \t 9 \t 67 \t -291\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -233 \t 1012\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 533 \t -2315\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -766 \t 3327\n", + "\t\t\t\t\t 2065 \t -8969\n", + "GCD(39203, 9026) = 1, with coefficients 2065 and -8969 such that 1 = (2065)*39203 + (-8969)*9026\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9027 \t 4 \t 3095 \t 1 \t 0\n", + "1 \t 9027 \t 3095 \t 2 \t 2837 \t 0 \t 1\n", + "2 \t 3095 \t 2837 \t 1 \t 258 \t 1 \t -4\n", + "3 \t 2837 \t 258 \t 10 \t 257 \t -2 \t 9\n", + "4 \t 258 \t 257 \t 1 \t 1 \t 3 \t -13\n", + "5 \t 257 \t 1 \t 257 \t 0 \t -32 \t 139\n", + "\t\t\t\t\t 35 \t -152\n", + "GCD(39203, 9027) = 1, with coefficients 35 and -152 such that 1 = (35)*39203 + (-152)*9027\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9028 \t 4 \t 3091 \t 1 \t 0\n", + "1 \t 9028 \t 3091 \t 2 \t 2846 \t 0 \t 1\n", + "2 \t 3091 \t 2846 \t 1 \t 245 \t 1 \t -4\n", + "3 \t 2846 \t 245 \t 11 \t 151 \t -2 \t 9\n", + "4 \t 245 \t 151 \t 1 \t 94 \t 3 \t -13\n", + "5 \t 151 \t 94 \t 1 \t 57 \t -35 \t 152\n", + "6 \t 94 \t 57 \t 1 \t 37 \t 38 \t -165\n", + "7 \t 57 \t 37 \t 1 \t 20 \t -73 \t 317\n", + "8 \t 37 \t 20 \t 1 \t 17 \t 111 \t -482\n", + "9 \t 20 \t 17 \t 1 \t 3 \t -184 \t 799\n", + "10 \t 17 \t 3 \t 5 \t 2 \t 295 \t -1281\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -479 \t 2080\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2690 \t -11681\n", + "\t\t\t\t\t -3169 \t 13761\n", + "GCD(39203, 9028) = 1, with coefficients -3169 and 13761 such that 1 = (-3169)*39203 + (13761)*9028\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9029 \t 4 \t 3087 \t 1 \t 0\n", + "1 \t 9029 \t 3087 \t 2 \t 2855 \t 0 \t 1\n", + "2 \t 3087 \t 2855 \t 1 \t 232 \t 1 \t -4\n", + "3 \t 2855 \t 232 \t 12 \t 71 \t -2 \t 9\n", + "4 \t 232 \t 71 \t 3 \t 19 \t 3 \t -13\n", + "5 \t 71 \t 19 \t 3 \t 14 \t -38 \t 165\n", + "6 \t 19 \t 14 \t 1 \t 5 \t 117 \t -508\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -389 \t 1689\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 506 \t -2197\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1401 \t 6083\n", + "\t\t\t\t\t 1907 \t -8280\n", + "GCD(39203, 9029) = 1, with coefficients 1907 and -8280 such that 1 = (1907)*39203 + (-8280)*9029\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9030 \t 4 \t 3083 \t 1 \t 0\n", + "1 \t 9030 \t 3083 \t 2 \t 2864 \t 0 \t 1\n", + "2 \t 3083 \t 2864 \t 1 \t 219 \t 1 \t -4\n", + "3 \t 2864 \t 219 \t 13 \t 17 \t -2 \t 9\n", + "4 \t 219 \t 17 \t 12 \t 15 \t 3 \t -13\n", + "5 \t 17 \t 15 \t 1 \t 2 \t -41 \t 178\n", + "6 \t 15 \t 2 \t 7 \t 1 \t 495 \t -2149\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -536 \t 2327\n", + "\t\t\t\t\t 4247 \t -18438\n", + "GCD(39203, 9030) = 1, with coefficients 4247 and -18438 such that 1 = (4247)*39203 + (-18438)*9030\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9031 \t 4 \t 3079 \t 1 \t 0\n", + "1 \t 9031 \t 3079 \t 2 \t 2873 \t 0 \t 1\n", + "2 \t 3079 \t 2873 \t 1 \t 206 \t 1 \t -4\n", + "3 \t 2873 \t 206 \t 13 \t 195 \t -2 \t 9\n", + "4 \t 206 \t 195 \t 1 \t 11 \t 3 \t -13\n", + "5 \t 195 \t 11 \t 17 \t 8 \t -41 \t 178\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 44 \t -191\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -789 \t 3425\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 833 \t -3616\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2455 \t 10657\n", + "\t\t\t\t\t 3288 \t -14273\n", + "GCD(39203, 9031) = 1, with coefficients 3288 and -14273 such that 1 = (3288)*39203 + (-14273)*9031\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9032 \t 4 \t 3075 \t 1 \t 0\n", + "1 \t 9032 \t 3075 \t 2 \t 2882 \t 0 \t 1\n", + "2 \t 3075 \t 2882 \t 1 \t 193 \t 1 \t -4\n", + "3 \t 2882 \t 193 \t 14 \t 180 \t -2 \t 9\n", + "4 \t 193 \t 180 \t 1 \t 13 \t 3 \t -13\n", + "5 \t 180 \t 13 \t 13 \t 11 \t -44 \t 191\n", + "6 \t 13 \t 11 \t 1 \t 2 \t 47 \t -204\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -655 \t 2843\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 702 \t -3047\n", + "\t\t\t\t\t -4165 \t 18078\n", + "GCD(39203, 9032) = 1, with coefficients -4165 and 18078 such that 1 = (-4165)*39203 + (18078)*9032\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9033 \t 4 \t 3071 \t 1 \t 0\n", + "1 \t 9033 \t 3071 \t 2 \t 2891 \t 0 \t 1\n", + "2 \t 3071 \t 2891 \t 1 \t 180 \t 1 \t -4\n", + "3 \t 2891 \t 180 \t 16 \t 11 \t -2 \t 9\n", + "4 \t 180 \t 11 \t 16 \t 4 \t 3 \t -13\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -50 \t 217\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 803 \t -3485\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1656 \t 7187\n", + "\t\t\t\t\t 2459 \t -10672\n", + "GCD(39203, 9033) = 1, with coefficients 2459 and -10672 such that 1 = (2459)*39203 + (-10672)*9033\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9034 \t 4 \t 3067 \t 1 \t 0\n", + "1 \t 9034 \t 3067 \t 2 \t 2900 \t 0 \t 1\n", + "2 \t 3067 \t 2900 \t 1 \t 167 \t 1 \t -4\n", + "3 \t 2900 \t 167 \t 17 \t 61 \t -2 \t 9\n", + "4 \t 167 \t 61 \t 2 \t 45 \t 3 \t -13\n", + "5 \t 61 \t 45 \t 1 \t 16 \t -53 \t 230\n", + "6 \t 45 \t 16 \t 2 \t 13 \t 109 \t -473\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -162 \t 703\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 433 \t -1879\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -595 \t 2582\n", + "\t\t\t\t\t 2813 \t -12207\n", + "GCD(39203, 9034) = 1, with coefficients 2813 and -12207 such that 1 = (2813)*39203 + (-12207)*9034\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9035 \t 4 \t 3063 \t 1 \t 0\n", + "1 \t 9035 \t 3063 \t 2 \t 2909 \t 0 \t 1\n", + "2 \t 3063 \t 2909 \t 1 \t 154 \t 1 \t -4\n", + "3 \t 2909 \t 154 \t 18 \t 137 \t -2 \t 9\n", + "4 \t 154 \t 137 \t 1 \t 17 \t 3 \t -13\n", + "5 \t 137 \t 17 \t 8 \t 1 \t -56 \t 243\n", + "6 \t 17 \t 1 \t 17 \t 0 \t 59 \t -256\n", + "\t\t\t\t\t -528 \t 2291\n", + "GCD(39203, 9035) = 1, with coefficients -528 and 2291 such that 1 = (-528)*39203 + (2291)*9035\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9036 \t 4 \t 3059 \t 1 \t 0\n", + "1 \t 9036 \t 3059 \t 2 \t 2918 \t 0 \t 1\n", + "2 \t 3059 \t 2918 \t 1 \t 141 \t 1 \t -4\n", + "3 \t 2918 \t 141 \t 20 \t 98 \t -2 \t 9\n", + "4 \t 141 \t 98 \t 1 \t 43 \t 3 \t -13\n", + "5 \t 98 \t 43 \t 2 \t 12 \t -62 \t 269\n", + "6 \t 43 \t 12 \t 3 \t 7 \t 65 \t -282\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -192 \t 833\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 641 \t -2781\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -833 \t 3614\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1474 \t -6395\n", + "\t\t\t\t\t -3781 \t 16404\n", + "GCD(39203, 9036) = 1, with coefficients -3781 and 16404 such that 1 = (-3781)*39203 + (16404)*9036\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9037 \t 4 \t 3055 \t 1 \t 0\n", + "1 \t 9037 \t 3055 \t 2 \t 2927 \t 0 \t 1\n", + "2 \t 3055 \t 2927 \t 1 \t 128 \t 1 \t -4\n", + "3 \t 2927 \t 128 \t 22 \t 111 \t -2 \t 9\n", + "4 \t 128 \t 111 \t 1 \t 17 \t 3 \t -13\n", + "5 \t 111 \t 17 \t 6 \t 9 \t -68 \t 295\n", + "6 \t 17 \t 9 \t 1 \t 8 \t 71 \t -308\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -494 \t 2143\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 565 \t -2451\n", + "\t\t\t\t\t -1059 \t 4594\n", + "GCD(39203, 9037) = 1, with coefficients -1059 and 4594 such that 1 = (-1059)*39203 + (4594)*9037\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9038 \t 4 \t 3051 \t 1 \t 0\n", + "1 \t 9038 \t 3051 \t 2 \t 2936 \t 0 \t 1\n", + "2 \t 3051 \t 2936 \t 1 \t 115 \t 1 \t -4\n", + "3 \t 2936 \t 115 \t 25 \t 61 \t -2 \t 9\n", + "4 \t 115 \t 61 \t 1 \t 54 \t 3 \t -13\n", + "5 \t 61 \t 54 \t 1 \t 7 \t -77 \t 334\n", + "6 \t 54 \t 7 \t 7 \t 5 \t 80 \t -347\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -157 \t 681\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 1179 \t -5114\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1336 \t 5795\n", + "\t\t\t\t\t 3851 \t -16704\n", + "GCD(39203, 9038) = 1, with coefficients 3851 and -16704 such that 1 = (3851)*39203 + (-16704)*9038\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9039 \t 4 \t 3047 \t 1 \t 0\n", + "1 \t 9039 \t 3047 \t 2 \t 2945 \t 0 \t 1\n", + "2 \t 3047 \t 2945 \t 1 \t 102 \t 1 \t -4\n", + "3 \t 2945 \t 102 \t 28 \t 89 \t -2 \t 9\n", + "4 \t 102 \t 89 \t 1 \t 13 \t 3 \t -13\n", + "5 \t 89 \t 13 \t 6 \t 11 \t -86 \t 373\n", + "6 \t 13 \t 11 \t 1 \t 2 \t 89 \t -386\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -620 \t 2689\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 709 \t -3075\n", + "\t\t\t\t\t -4165 \t 18064\n", + "GCD(39203, 9039) = 1, with coefficients -4165 and 18064 such that 1 = (-4165)*39203 + (18064)*9039\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9040 \t 4 \t 3043 \t 1 \t 0\n", + "1 \t 9040 \t 3043 \t 2 \t 2954 \t 0 \t 1\n", + "2 \t 3043 \t 2954 \t 1 \t 89 \t 1 \t -4\n", + "3 \t 2954 \t 89 \t 33 \t 17 \t -2 \t 9\n", + "4 \t 89 \t 17 \t 5 \t 4 \t 3 \t -13\n", + "5 \t 17 \t 4 \t 4 \t 1 \t -101 \t 438\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 508 \t -2203\n", + "\t\t\t\t\t -2133 \t 9250\n", + "GCD(39203, 9040) = 1, with coefficients -2133 and 9250 such that 1 = (-2133)*39203 + (9250)*9040\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9041 \t 4 \t 3039 \t 1 \t 0\n", + "1 \t 9041 \t 3039 \t 2 \t 2963 \t 0 \t 1\n", + "2 \t 3039 \t 2963 \t 1 \t 76 \t 1 \t -4\n", + "3 \t 2963 \t 76 \t 38 \t 75 \t -2 \t 9\n", + "4 \t 76 \t 75 \t 1 \t 1 \t 3 \t -13\n", + "5 \t 75 \t 1 \t 75 \t 0 \t -116 \t 503\n", + "\t\t\t\t\t 119 \t -516\n", + "GCD(39203, 9041) = 1, with coefficients 119 and -516 such that 1 = (119)*39203 + (-516)*9041\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9042 \t 4 \t 3035 \t 1 \t 0\n", + "1 \t 9042 \t 3035 \t 2 \t 2972 \t 0 \t 1\n", + "2 \t 3035 \t 2972 \t 1 \t 63 \t 1 \t -4\n", + "3 \t 2972 \t 63 \t 47 \t 11 \t -2 \t 9\n", + "4 \t 63 \t 11 \t 5 \t 8 \t 3 \t -13\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -143 \t 620\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 718 \t -3113\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -861 \t 3733\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2440 \t -10579\n", + "\t\t\t\t\t -3301 \t 14312\n", + "GCD(39203, 9042) = 1, with coefficients -3301 and 14312 such that 1 = (-3301)*39203 + (14312)*9042\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9043 \t 4 \t 3031 \t 1 \t 0\n", + "1 \t 9043 \t 3031 \t 2 \t 2981 \t 0 \t 1\n", + "2 \t 3031 \t 2981 \t 1 \t 50 \t 1 \t -4\n", + "3 \t 2981 \t 50 \t 59 \t 31 \t -2 \t 9\n", + "4 \t 50 \t 31 \t 1 \t 19 \t 3 \t -13\n", + "5 \t 31 \t 19 \t 1 \t 12 \t -179 \t 776\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 182 \t -789\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -361 \t 1565\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 543 \t -2354\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -904 \t 3919\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1447 \t -6273\n", + "\t\t\t\t\t -3798 \t 16465\n", + "GCD(39203, 9043) = 1, with coefficients -3798 and 16465 such that 1 = (-3798)*39203 + (16465)*9043\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9044 \t 4 \t 3027 \t 1 \t 0\n", + "1 \t 9044 \t 3027 \t 2 \t 2990 \t 0 \t 1\n", + "2 \t 3027 \t 2990 \t 1 \t 37 \t 1 \t -4\n", + "3 \t 2990 \t 37 \t 80 \t 30 \t -2 \t 9\n", + "4 \t 37 \t 30 \t 1 \t 7 \t 3 \t -13\n", + "5 \t 30 \t 7 \t 4 \t 2 \t -242 \t 1049\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 245 \t -1062\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1222 \t 5297\n", + "\t\t\t\t\t 3911 \t -16953\n", + "GCD(39203, 9044) = 1, with coefficients 3911 and -16953 such that 1 = (3911)*39203 + (-16953)*9044\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9045 \t 4 \t 3023 \t 1 \t 0\n", + "1 \t 9045 \t 3023 \t 2 \t 2999 \t 0 \t 1\n", + "2 \t 3023 \t 2999 \t 1 \t 24 \t 1 \t -4\n", + "3 \t 2999 \t 24 \t 124 \t 23 \t -2 \t 9\n", + "4 \t 24 \t 23 \t 1 \t 1 \t 3 \t -13\n", + "5 \t 23 \t 1 \t 23 \t 0 \t -374 \t 1621\n", + "\t\t\t\t\t 377 \t -1634\n", + "GCD(39203, 9045) = 1, with coefficients 377 and -1634 such that 1 = (377)*39203 + (-1634)*9045\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9046 \t 4 \t 3019 \t 1 \t 0\n", + "1 \t 9046 \t 3019 \t 2 \t 3008 \t 0 \t 1\n", + "2 \t 3019 \t 3008 \t 1 \t 11 \t 1 \t -4\n", + "3 \t 3008 \t 11 \t 273 \t 5 \t -2 \t 9\n", + "4 \t 11 \t 5 \t 2 \t 1 \t 3 \t -13\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -821 \t 3558\n", + "\t\t\t\t\t 1645 \t -7129\n", + "GCD(39203, 9046) = 1, with coefficients 1645 and -7129 such that 1 = (1645)*39203 + (-7129)*9046\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9047 \t 4 \t 3015 \t 1 \t 0\n", + "1 \t 9047 \t 3015 \t 3 \t 2 \t 0 \t 1\n", + "2 \t 3015 \t 2 \t 1507 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -3 \t 13\n", + "\t\t\t\t\t 4522 \t -19595\n", + "GCD(39203, 9047) = 1, with coefficients 4522 and -19595 such that 1 = (4522)*39203 + (-19595)*9047\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9048 \t 4 \t 3011 \t 1 \t 0\n", + "1 \t 9048 \t 3011 \t 3 \t 15 \t 0 \t 1\n", + "2 \t 3011 \t 15 \t 200 \t 11 \t 1 \t -4\n", + "3 \t 15 \t 11 \t 1 \t 4 \t -3 \t 13\n", + "4 \t 11 \t 4 \t 2 \t 3 \t 601 \t -2604\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -604 \t 2617\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1809 \t -7838\n", + "\t\t\t\t\t -2413 \t 10455\n", + "GCD(39203, 9048) = 1, with coefficients -2413 and 10455 such that 1 = (-2413)*39203 + (10455)*9048\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9049 \t 4 \t 3007 \t 1 \t 0\n", + "1 \t 9049 \t 3007 \t 3 \t 28 \t 0 \t 1\n", + "2 \t 3007 \t 28 \t 107 \t 11 \t 1 \t -4\n", + "3 \t 28 \t 11 \t 2 \t 6 \t -3 \t 13\n", + "4 \t 11 \t 6 \t 1 \t 5 \t 322 \t -1395\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -647 \t 2803\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 969 \t -4198\n", + "\t\t\t\t\t -1616 \t 7001\n", + "GCD(39203, 9049) = 1, with coefficients -1616 and 7001 such that 1 = (-1616)*39203 + (7001)*9049\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9050 \t 4 \t 3003 \t 1 \t 0\n", + "1 \t 9050 \t 3003 \t 3 \t 41 \t 0 \t 1\n", + "2 \t 3003 \t 41 \t 73 \t 10 \t 1 \t -4\n", + "3 \t 41 \t 10 \t 4 \t 1 \t -3 \t 13\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 220 \t -953\n", + "\t\t\t\t\t -883 \t 3825\n", + "GCD(39203, 9050) = 1, with coefficients -883 and 3825 such that 1 = (-883)*39203 + (3825)*9050\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9051 \t 4 \t 2999 \t 1 \t 0\n", + "1 \t 9051 \t 2999 \t 3 \t 54 \t 0 \t 1\n", + "2 \t 2999 \t 54 \t 55 \t 29 \t 1 \t -4\n", + "3 \t 54 \t 29 \t 1 \t 25 \t -3 \t 13\n", + "4 \t 29 \t 25 \t 1 \t 4 \t 166 \t -719\n", + "5 \t 25 \t 4 \t 6 \t 1 \t -169 \t 732\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 335 \t -1451\n", + "\t\t\t\t\t -2179 \t 9438\n", + "GCD(39203, 9051) = 1, with coefficients -2179 and 9438 such that 1 = (-2179)*39203 + (9438)*9051\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9052 \t 4 \t 2995 \t 1 \t 0\n", + "1 \t 9052 \t 2995 \t 3 \t 67 \t 0 \t 1\n", + "2 \t 2995 \t 67 \t 44 \t 47 \t 1 \t -4\n", + "3 \t 67 \t 47 \t 1 \t 20 \t -3 \t 13\n", + "4 \t 47 \t 20 \t 2 \t 7 \t 133 \t -576\n", + "5 \t 20 \t 7 \t 2 \t 6 \t -136 \t 589\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 405 \t -1754\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -946 \t 4097\n", + "\t\t\t\t\t 1351 \t -5851\n", + "GCD(39203, 9052) = 1, with coefficients 1351 and -5851 such that 1 = (1351)*39203 + (-5851)*9052\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9053 \t 4 \t 2991 \t 1 \t 0\n", + "1 \t 9053 \t 2991 \t 3 \t 80 \t 0 \t 1\n", + "2 \t 2991 \t 80 \t 37 \t 31 \t 1 \t -4\n", + "3 \t 80 \t 31 \t 2 \t 18 \t -3 \t 13\n", + "4 \t 31 \t 18 \t 1 \t 13 \t 112 \t -485\n", + "5 \t 18 \t 13 \t 1 \t 5 \t -227 \t 983\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 339 \t -1468\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -566 \t 2451\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1471 \t -6370\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2037 \t 8821\n", + "\t\t\t\t\t 3508 \t -15191\n", + "GCD(39203, 9053) = 1, with coefficients 3508 and -15191 such that 1 = (3508)*39203 + (-15191)*9053\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9054 \t 4 \t 2987 \t 1 \t 0\n", + "1 \t 9054 \t 2987 \t 3 \t 93 \t 0 \t 1\n", + "2 \t 2987 \t 93 \t 32 \t 11 \t 1 \t -4\n", + "3 \t 93 \t 11 \t 8 \t 5 \t -3 \t 13\n", + "4 \t 11 \t 5 \t 2 \t 1 \t 97 \t -420\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -779 \t 3373\n", + "\t\t\t\t\t 1655 \t -7166\n", + "GCD(39203, 9054) = 1, with coefficients 1655 and -7166 such that 1 = (1655)*39203 + (-7166)*9054\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9055 \t 4 \t 2983 \t 1 \t 0\n", + "1 \t 9055 \t 2983 \t 3 \t 106 \t 0 \t 1\n", + "2 \t 2983 \t 106 \t 28 \t 15 \t 1 \t -4\n", + "3 \t 106 \t 15 \t 7 \t 1 \t -3 \t 13\n", + "4 \t 15 \t 1 \t 15 \t 0 \t 85 \t -368\n", + "\t\t\t\t\t -598 \t 2589\n", + "GCD(39203, 9055) = 1, with coefficients -598 and 2589 such that 1 = (-598)*39203 + (2589)*9055\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9056 \t 4 \t 2979 \t 1 \t 0\n", + "1 \t 9056 \t 2979 \t 3 \t 119 \t 0 \t 1\n", + "2 \t 2979 \t 119 \t 25 \t 4 \t 1 \t -4\n", + "3 \t 119 \t 4 \t 29 \t 3 \t -3 \t 13\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 76 \t -329\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -2207 \t 9554\n", + "\t\t\t\t\t 2283 \t -9883\n", + "GCD(39203, 9056) = 1, with coefficients 2283 and -9883 such that 1 = (2283)*39203 + (-9883)*9056\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9057 \t 4 \t 2975 \t 1 \t 0\n", + "1 \t 9057 \t 2975 \t 3 \t 132 \t 0 \t 1\n", + "2 \t 2975 \t 132 \t 22 \t 71 \t 1 \t -4\n", + "3 \t 132 \t 71 \t 1 \t 61 \t -3 \t 13\n", + "4 \t 71 \t 61 \t 1 \t 10 \t 67 \t -290\n", + "5 \t 61 \t 10 \t 6 \t 1 \t -70 \t 303\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 137 \t -593\n", + "\t\t\t\t\t -892 \t 3861\n", + "GCD(39203, 9057) = 1, with coefficients -892 and 3861 such that 1 = (-892)*39203 + (3861)*9057\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9058 \t 4 \t 2971 \t 1 \t 0\n", + "1 \t 9058 \t 2971 \t 3 \t 145 \t 0 \t 1\n", + "2 \t 2971 \t 145 \t 20 \t 71 \t 1 \t -4\n", + "3 \t 145 \t 71 \t 2 \t 3 \t -3 \t 13\n", + "4 \t 71 \t 3 \t 23 \t 2 \t 61 \t -264\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -125 \t 541\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2936 \t -12707\n", + "\t\t\t\t\t -3061 \t 13248\n", + "GCD(39203, 9058) = 1, with coefficients -3061 and 13248 such that 1 = (-3061)*39203 + (13248)*9058\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9059 \t 4 \t 2967 \t 1 \t 0\n", + "1 \t 9059 \t 2967 \t 3 \t 158 \t 0 \t 1\n", + "2 \t 2967 \t 158 \t 18 \t 123 \t 1 \t -4\n", + "3 \t 158 \t 123 \t 1 \t 35 \t -3 \t 13\n", + "4 \t 123 \t 35 \t 3 \t 18 \t 55 \t -238\n", + "5 \t 35 \t 18 \t 1 \t 17 \t -58 \t 251\n", + "6 \t 18 \t 17 \t 1 \t 1 \t 229 \t -991\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -287 \t 1242\n", + "\t\t\t\t\t 516 \t -2233\n", + "GCD(39203, 9059) = 1, with coefficients 516 and -2233 such that 1 = (516)*39203 + (-2233)*9059\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9060 \t 4 \t 2963 \t 1 \t 0\n", + "1 \t 9060 \t 2963 \t 3 \t 171 \t 0 \t 1\n", + "2 \t 2963 \t 171 \t 17 \t 56 \t 1 \t -4\n", + "3 \t 171 \t 56 \t 3 \t 3 \t -3 \t 13\n", + "4 \t 56 \t 3 \t 18 \t 2 \t 52 \t -225\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -159 \t 688\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2914 \t -12609\n", + "\t\t\t\t\t -3073 \t 13297\n", + "GCD(39203, 9060) = 1, with coefficients -3073 and 13297 such that 1 = (-3073)*39203 + (13297)*9060\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9061 \t 4 \t 2959 \t 1 \t 0\n", + "1 \t 9061 \t 2959 \t 3 \t 184 \t 0 \t 1\n", + "2 \t 2959 \t 184 \t 16 \t 15 \t 1 \t -4\n", + "3 \t 184 \t 15 \t 12 \t 4 \t -3 \t 13\n", + "4 \t 15 \t 4 \t 3 \t 3 \t 49 \t -212\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -591 \t 2557\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1822 \t -7883\n", + "\t\t\t\t\t -2413 \t 10440\n", + "GCD(39203, 9061) = 1, with coefficients -2413 and 10440 such that 1 = (-2413)*39203 + (10440)*9061\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9062 \t 4 \t 2955 \t 1 \t 0\n", + "1 \t 9062 \t 2955 \t 3 \t 197 \t 0 \t 1\n", + "2 \t 2955 \t 197 \t 15 \t 0 \t 1 \t -4\n", + "\t\t\t\t\t -3 \t 13\n", + "GCD(39203, 9062) = 197, with coefficients -3 and 13 such that 197 = (-3)*39203 + (13)*9062\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9063 \t 4 \t 2951 \t 1 \t 0\n", + "1 \t 9063 \t 2951 \t 3 \t 210 \t 0 \t 1\n", + "2 \t 2951 \t 210 \t 14 \t 11 \t 1 \t -4\n", + "3 \t 210 \t 11 \t 19 \t 1 \t -3 \t 13\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 43 \t -186\n", + "\t\t\t\t\t -820 \t 3547\n", + "GCD(39203, 9063) = 1, with coefficients -820 and 3547 such that 1 = (-820)*39203 + (3547)*9063\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9064 \t 4 \t 2947 \t 1 \t 0\n", + "1 \t 9064 \t 2947 \t 3 \t 223 \t 0 \t 1\n", + "2 \t 2947 \t 223 \t 13 \t 48 \t 1 \t -4\n", + "3 \t 223 \t 48 \t 4 \t 31 \t -3 \t 13\n", + "4 \t 48 \t 31 \t 1 \t 17 \t 40 \t -173\n", + "5 \t 31 \t 17 \t 1 \t 14 \t -163 \t 705\n", + "6 \t 17 \t 14 \t 1 \t 3 \t 203 \t -878\n", + "7 \t 14 \t 3 \t 4 \t 2 \t -366 \t 1583\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 569 \t -2461\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2642 \t 11427\n", + "\t\t\t\t\t 3211 \t -13888\n", + "GCD(39203, 9064) = 1, with coefficients 3211 and -13888 such that 1 = (3211)*39203 + (-13888)*9064\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9065 \t 4 \t 2943 \t 1 \t 0\n", + "1 \t 9065 \t 2943 \t 3 \t 236 \t 0 \t 1\n", + "2 \t 2943 \t 236 \t 12 \t 111 \t 1 \t -4\n", + "3 \t 236 \t 111 \t 2 \t 14 \t -3 \t 13\n", + "4 \t 111 \t 14 \t 7 \t 13 \t 37 \t -160\n", + "5 \t 14 \t 13 \t 1 \t 1 \t -77 \t 333\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 576 \t -2491\n", + "\t\t\t\t\t -653 \t 2824\n", + "GCD(39203, 9065) = 1, with coefficients -653 and 2824 such that 1 = (-653)*39203 + (2824)*9065\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9066 \t 4 \t 2939 \t 1 \t 0\n", + "1 \t 9066 \t 2939 \t 3 \t 249 \t 0 \t 1\n", + "2 \t 2939 \t 249 \t 11 \t 200 \t 1 \t -4\n", + "3 \t 249 \t 200 \t 1 \t 49 \t -3 \t 13\n", + "4 \t 200 \t 49 \t 4 \t 4 \t 34 \t -147\n", + "5 \t 49 \t 4 \t 12 \t 1 \t -37 \t 160\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 182 \t -787\n", + "\t\t\t\t\t -2221 \t 9604\n", + "GCD(39203, 9066) = 1, with coefficients -2221 and 9604 such that 1 = (-2221)*39203 + (9604)*9066\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9067 \t 4 \t 2935 \t 1 \t 0\n", + "1 \t 9067 \t 2935 \t 3 \t 262 \t 0 \t 1\n", + "2 \t 2935 \t 262 \t 11 \t 53 \t 1 \t -4\n", + "3 \t 262 \t 53 \t 4 \t 50 \t -3 \t 13\n", + "4 \t 53 \t 50 \t 1 \t 3 \t 34 \t -147\n", + "5 \t 50 \t 3 \t 16 \t 2 \t -139 \t 601\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 173 \t -748\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2907 \t 12569\n", + "\t\t\t\t\t 3080 \t -13317\n", + "GCD(39203, 9067) = 1, with coefficients 3080 and -13317 such that 1 = (3080)*39203 + (-13317)*9067\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9068 \t 4 \t 2931 \t 1 \t 0\n", + "1 \t 9068 \t 2931 \t 3 \t 275 \t 0 \t 1\n", + "2 \t 2931 \t 275 \t 10 \t 181 \t 1 \t -4\n", + "3 \t 275 \t 181 \t 1 \t 94 \t -3 \t 13\n", + "4 \t 181 \t 94 \t 1 \t 87 \t 31 \t -134\n", + "5 \t 94 \t 87 \t 1 \t 7 \t -34 \t 147\n", + "6 \t 87 \t 7 \t 12 \t 3 \t 65 \t -281\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -99 \t 428\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1253 \t -5417\n", + "\t\t\t\t\t -2605 \t 11262\n", + "GCD(39203, 9068) = 1, with coefficients -2605 and 11262 such that 1 = (-2605)*39203 + (11262)*9068\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9069 \t 4 \t 2927 \t 1 \t 0\n", + "1 \t 9069 \t 2927 \t 3 \t 288 \t 0 \t 1\n", + "2 \t 2927 \t 288 \t 10 \t 47 \t 1 \t -4\n", + "3 \t 288 \t 47 \t 6 \t 6 \t -3 \t 13\n", + "4 \t 47 \t 6 \t 7 \t 5 \t 31 \t -134\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -189 \t 817\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 1354 \t -5853\n", + "\t\t\t\t\t -1543 \t 6670\n", + "GCD(39203, 9069) = 1, with coefficients -1543 and 6670 such that 1 = (-1543)*39203 + (6670)*9069\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9070 \t 4 \t 2923 \t 1 \t 0\n", + "1 \t 9070 \t 2923 \t 3 \t 301 \t 0 \t 1\n", + "2 \t 2923 \t 301 \t 9 \t 214 \t 1 \t -4\n", + "3 \t 301 \t 214 \t 1 \t 87 \t -3 \t 13\n", + "4 \t 214 \t 87 \t 2 \t 40 \t 28 \t -121\n", + "5 \t 87 \t 40 \t 2 \t 7 \t -31 \t 134\n", + "6 \t 40 \t 7 \t 5 \t 5 \t 90 \t -389\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -211 \t 912\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 1145 \t -4949\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1356 \t 5861\n", + "\t\t\t\t\t 3857 \t -16671\n", + "GCD(39203, 9070) = 1, with coefficients 3857 and -16671 such that 1 = (3857)*39203 + (-16671)*9070\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9071 \t 4 \t 2919 \t 1 \t 0\n", + "1 \t 9071 \t 2919 \t 3 \t 314 \t 0 \t 1\n", + "2 \t 2919 \t 314 \t 9 \t 93 \t 1 \t -4\n", + "3 \t 314 \t 93 \t 3 \t 35 \t -3 \t 13\n", + "4 \t 93 \t 35 \t 2 \t 23 \t 28 \t -121\n", + "5 \t 35 \t 23 \t 1 \t 12 \t -87 \t 376\n", + "6 \t 23 \t 12 \t 1 \t 11 \t 202 \t -873\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -289 \t 1249\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 491 \t -2122\n", + "\t\t\t\t\t -780 \t 3371\n", + "GCD(39203, 9071) = 1, with coefficients -780 and 3371 such that 1 = (-780)*39203 + (3371)*9071\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9072 \t 4 \t 2915 \t 1 \t 0\n", + "1 \t 9072 \t 2915 \t 3 \t 327 \t 0 \t 1\n", + "2 \t 2915 \t 327 \t 8 \t 299 \t 1 \t -4\n", + "3 \t 327 \t 299 \t 1 \t 28 \t -3 \t 13\n", + "4 \t 299 \t 28 \t 10 \t 19 \t 25 \t -108\n", + "5 \t 28 \t 19 \t 1 \t 9 \t -28 \t 121\n", + "6 \t 19 \t 9 \t 2 \t 1 \t 305 \t -1318\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -333 \t 1439\n", + "\t\t\t\t\t 971 \t -4196\n", + "GCD(39203, 9072) = 1, with coefficients 971 and -4196 such that 1 = (971)*39203 + (-4196)*9072\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9073 \t 4 \t 2911 \t 1 \t 0\n", + "1 \t 9073 \t 2911 \t 3 \t 340 \t 0 \t 1\n", + "2 \t 2911 \t 340 \t 8 \t 191 \t 1 \t -4\n", + "3 \t 340 \t 191 \t 1 \t 149 \t -3 \t 13\n", + "4 \t 191 \t 149 \t 1 \t 42 \t 25 \t -108\n", + "5 \t 149 \t 42 \t 3 \t 23 \t -28 \t 121\n", + "6 \t 42 \t 23 \t 1 \t 19 \t 53 \t -229\n", + "7 \t 23 \t 19 \t 1 \t 4 \t -187 \t 808\n", + "8 \t 19 \t 4 \t 4 \t 3 \t 240 \t -1037\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -427 \t 1845\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1948 \t -8417\n", + "\t\t\t\t\t -2375 \t 10262\n", + "GCD(39203, 9073) = 1, with coefficients -2375 and 10262 such that 1 = (-2375)*39203 + (10262)*9073\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9074 \t 4 \t 2907 \t 1 \t 0\n", + "1 \t 9074 \t 2907 \t 3 \t 353 \t 0 \t 1\n", + "2 \t 2907 \t 353 \t 8 \t 83 \t 1 \t -4\n", + "3 \t 353 \t 83 \t 4 \t 21 \t -3 \t 13\n", + "4 \t 83 \t 21 \t 3 \t 20 \t 25 \t -108\n", + "5 \t 21 \t 20 \t 1 \t 1 \t -103 \t 445\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 334 \t -1443\n", + "\t\t\t\t\t -437 \t 1888\n", + "GCD(39203, 9074) = 1, with coefficients -437 and 1888 such that 1 = (-437)*39203 + (1888)*9074\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9075 \t 4 \t 2903 \t 1 \t 0\n", + "1 \t 9075 \t 2903 \t 3 \t 366 \t 0 \t 1\n", + "2 \t 2903 \t 366 \t 7 \t 341 \t 1 \t -4\n", + "3 \t 366 \t 341 \t 1 \t 25 \t -3 \t 13\n", + "4 \t 341 \t 25 \t 13 \t 16 \t 22 \t -95\n", + "5 \t 25 \t 16 \t 1 \t 9 \t -25 \t 108\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 347 \t -1499\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -372 \t 1607\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 719 \t -3106\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1091 \t 4713\n", + "\t\t\t\t\t 3992 \t -17245\n", + "GCD(39203, 9075) = 1, with coefficients 3992 and -17245 such that 1 = (3992)*39203 + (-17245)*9075\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9076 \t 4 \t 2899 \t 1 \t 0\n", + "1 \t 9076 \t 2899 \t 3 \t 379 \t 0 \t 1\n", + "2 \t 2899 \t 379 \t 7 \t 246 \t 1 \t -4\n", + "3 \t 379 \t 246 \t 1 \t 133 \t -3 \t 13\n", + "4 \t 246 \t 133 \t 1 \t 113 \t 22 \t -95\n", + "5 \t 133 \t 113 \t 1 \t 20 \t -25 \t 108\n", + "6 \t 113 \t 20 \t 5 \t 13 \t 47 \t -203\n", + "7 \t 20 \t 13 \t 1 \t 7 \t -72 \t 311\n", + "8 \t 13 \t 7 \t 1 \t 6 \t 407 \t -1758\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -479 \t 2069\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 886 \t -3827\n", + "\t\t\t\t\t -1365 \t 5896\n", + "GCD(39203, 9076) = 1, with coefficients -1365 and 5896 such that 1 = (-1365)*39203 + (5896)*9076\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9077 \t 4 \t 2895 \t 1 \t 0\n", + "1 \t 9077 \t 2895 \t 3 \t 392 \t 0 \t 1\n", + "2 \t 2895 \t 392 \t 7 \t 151 \t 1 \t -4\n", + "3 \t 392 \t 151 \t 2 \t 90 \t -3 \t 13\n", + "4 \t 151 \t 90 \t 1 \t 61 \t 22 \t -95\n", + "5 \t 90 \t 61 \t 1 \t 29 \t -47 \t 203\n", + "6 \t 61 \t 29 \t 2 \t 3 \t 69 \t -298\n", + "7 \t 29 \t 3 \t 9 \t 2 \t -116 \t 501\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 301 \t -1300\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2825 \t 12201\n", + "\t\t\t\t\t 3126 \t -13501\n", + "GCD(39203, 9077) = 1, with coefficients 3126 and -13501 such that 1 = (3126)*39203 + (-13501)*9077\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9078 \t 4 \t 2891 \t 1 \t 0\n", + "1 \t 9078 \t 2891 \t 3 \t 405 \t 0 \t 1\n", + "2 \t 2891 \t 405 \t 7 \t 56 \t 1 \t -4\n", + "3 \t 405 \t 56 \t 7 \t 13 \t -3 \t 13\n", + "4 \t 56 \t 13 \t 4 \t 4 \t 22 \t -95\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -157 \t 678\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 650 \t -2807\n", + "\t\t\t\t\t -2107 \t 9099\n", + "GCD(39203, 9078) = 1, with coefficients -2107 and 9099 such that 1 = (-2107)*39203 + (9099)*9078\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9079 \t 4 \t 2887 \t 1 \t 0\n", + "1 \t 9079 \t 2887 \t 3 \t 418 \t 0 \t 1\n", + "2 \t 2887 \t 418 \t 6 \t 379 \t 1 \t -4\n", + "3 \t 418 \t 379 \t 1 \t 39 \t -3 \t 13\n", + "4 \t 379 \t 39 \t 9 \t 28 \t 19 \t -82\n", + "5 \t 39 \t 28 \t 1 \t 11 \t -22 \t 95\n", + "6 \t 28 \t 11 \t 2 \t 6 \t 217 \t -937\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -239 \t 1032\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 695 \t -3001\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -934 \t 4033\n", + "\t\t\t\t\t 1629 \t -7034\n", + "GCD(39203, 9079) = 1, with coefficients 1629 and -7034 such that 1 = (1629)*39203 + (-7034)*9079\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9080 \t 4 \t 2883 \t 1 \t 0\n", + "1 \t 9080 \t 2883 \t 3 \t 431 \t 0 \t 1\n", + "2 \t 2883 \t 431 \t 6 \t 297 \t 1 \t -4\n", + "3 \t 431 \t 297 \t 1 \t 134 \t -3 \t 13\n", + "4 \t 297 \t 134 \t 2 \t 29 \t 19 \t -82\n", + "5 \t 134 \t 29 \t 4 \t 18 \t -22 \t 95\n", + "6 \t 29 \t 18 \t 1 \t 11 \t 63 \t -272\n", + "7 \t 18 \t 11 \t 1 \t 7 \t -274 \t 1183\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 337 \t -1455\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -611 \t 2638\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 948 \t -4093\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1559 \t 6731\n", + "\t\t\t\t\t 2507 \t -10824\n", + "GCD(39203, 9080) = 1, with coefficients 2507 and -10824 such that 1 = (2507)*39203 + (-10824)*9080\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9081 \t 4 \t 2879 \t 1 \t 0\n", + "1 \t 9081 \t 2879 \t 3 \t 444 \t 0 \t 1\n", + "2 \t 2879 \t 444 \t 6 \t 215 \t 1 \t -4\n", + "3 \t 444 \t 215 \t 2 \t 14 \t -3 \t 13\n", + "4 \t 215 \t 14 \t 15 \t 5 \t 19 \t -82\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -41 \t 177\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 634 \t -2737\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1309 \t 5651\n", + "\t\t\t\t\t 1943 \t -8388\n", + "GCD(39203, 9081) = 1, with coefficients 1943 and -8388 such that 1 = (1943)*39203 + (-8388)*9081\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9082 \t 4 \t 2875 \t 1 \t 0\n", + "1 \t 9082 \t 2875 \t 3 \t 457 \t 0 \t 1\n", + "2 \t 2875 \t 457 \t 6 \t 133 \t 1 \t -4\n", + "3 \t 457 \t 133 \t 3 \t 58 \t -3 \t 13\n", + "4 \t 133 \t 58 \t 2 \t 17 \t 19 \t -82\n", + "5 \t 58 \t 17 \t 3 \t 7 \t -60 \t 259\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 139 \t -600\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -477 \t 2059\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1093 \t -4718\n", + "\t\t\t\t\t -2663 \t 11495\n", + "GCD(39203, 9082) = 1, with coefficients -2663 and 11495 such that 1 = (-2663)*39203 + (11495)*9082\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9083 \t 4 \t 2871 \t 1 \t 0\n", + "1 \t 9083 \t 2871 \t 3 \t 470 \t 0 \t 1\n", + "2 \t 2871 \t 470 \t 6 \t 51 \t 1 \t -4\n", + "3 \t 470 \t 51 \t 9 \t 11 \t -3 \t 13\n", + "4 \t 51 \t 11 \t 4 \t 7 \t 19 \t -82\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -174 \t 751\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 715 \t -3086\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -889 \t 3837\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1604 \t -6923\n", + "\t\t\t\t\t -2493 \t 10760\n", + "GCD(39203, 9083) = 1, with coefficients -2493 and 10760 such that 1 = (-2493)*39203 + (10760)*9083\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9084 \t 4 \t 2867 \t 1 \t 0\n", + "1 \t 9084 \t 2867 \t 3 \t 483 \t 0 \t 1\n", + "2 \t 2867 \t 483 \t 5 \t 452 \t 1 \t -4\n", + "3 \t 483 \t 452 \t 1 \t 31 \t -3 \t 13\n", + "4 \t 452 \t 31 \t 14 \t 18 \t 16 \t -69\n", + "5 \t 31 \t 18 \t 1 \t 13 \t -19 \t 82\n", + "6 \t 18 \t 13 \t 1 \t 5 \t 282 \t -1217\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -301 \t 1299\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 583 \t -2516\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1467 \t 6331\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2050 \t -8847\n", + "\t\t\t\t\t -3517 \t 15178\n", + "GCD(39203, 9084) = 1, with coefficients -3517 and 15178 such that 1 = (-3517)*39203 + (15178)*9084\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9085 \t 4 \t 2863 \t 1 \t 0\n", + "1 \t 9085 \t 2863 \t 3 \t 496 \t 0 \t 1\n", + "2 \t 2863 \t 496 \t 5 \t 383 \t 1 \t -4\n", + "3 \t 496 \t 383 \t 1 \t 113 \t -3 \t 13\n", + "4 \t 383 \t 113 \t 3 \t 44 \t 16 \t -69\n", + "5 \t 113 \t 44 \t 2 \t 25 \t -19 \t 82\n", + "6 \t 44 \t 25 \t 1 \t 19 \t 73 \t -315\n", + "7 \t 25 \t 19 \t 1 \t 6 \t -165 \t 712\n", + "8 \t 19 \t 6 \t 3 \t 1 \t 238 \t -1027\n", + "9 \t 6 \t 1 \t 6 \t 0 \t -403 \t 1739\n", + "\t\t\t\t\t 1447 \t -6244\n", + "GCD(39203, 9085) = 1, with coefficients 1447 and -6244 such that 1 = (1447)*39203 + (-6244)*9085\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9086 \t 4 \t 2859 \t 1 \t 0\n", + "1 \t 9086 \t 2859 \t 3 \t 509 \t 0 \t 1\n", + "2 \t 2859 \t 509 \t 5 \t 314 \t 1 \t -4\n", + "3 \t 509 \t 314 \t 1 \t 195 \t -3 \t 13\n", + "4 \t 314 \t 195 \t 1 \t 119 \t 16 \t -69\n", + "5 \t 195 \t 119 \t 1 \t 76 \t -19 \t 82\n", + "6 \t 119 \t 76 \t 1 \t 43 \t 35 \t -151\n", + "7 \t 76 \t 43 \t 1 \t 33 \t -54 \t 233\n", + "8 \t 43 \t 33 \t 1 \t 10 \t 89 \t -384\n", + "9 \t 33 \t 10 \t 3 \t 3 \t -143 \t 617\n", + "10 \t 10 \t 3 \t 3 \t 1 \t 232 \t -1001\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -839 \t 3620\n", + "\t\t\t\t\t 2749 \t -11861\n", + "GCD(39203, 9086) = 1, with coefficients 2749 and -11861 such that 1 = (2749)*39203 + (-11861)*9086\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9087 \t 4 \t 2855 \t 1 \t 0\n", + "1 \t 9087 \t 2855 \t 3 \t 522 \t 0 \t 1\n", + "2 \t 2855 \t 522 \t 5 \t 245 \t 1 \t -4\n", + "3 \t 522 \t 245 \t 2 \t 32 \t -3 \t 13\n", + "4 \t 245 \t 32 \t 7 \t 21 \t 16 \t -69\n", + "5 \t 32 \t 21 \t 1 \t 11 \t -35 \t 151\n", + "6 \t 21 \t 11 \t 1 \t 10 \t 261 \t -1126\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -296 \t 1277\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 557 \t -2403\n", + "\t\t\t\t\t -853 \t 3680\n", + "GCD(39203, 9087) = 1, with coefficients -853 and 3680 such that 1 = (-853)*39203 + (3680)*9087\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9088 \t 4 \t 2851 \t 1 \t 0\n", + "1 \t 9088 \t 2851 \t 3 \t 535 \t 0 \t 1\n", + "2 \t 2851 \t 535 \t 5 \t 176 \t 1 \t -4\n", + "3 \t 535 \t 176 \t 3 \t 7 \t -3 \t 13\n", + "4 \t 176 \t 7 \t 25 \t 1 \t 16 \t -69\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -51 \t 220\n", + "\t\t\t\t\t 1291 \t -5569\n", + "GCD(39203, 9088) = 1, with coefficients 1291 and -5569 such that 1 = (1291)*39203 + (-5569)*9088\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9089 \t 4 \t 2847 \t 1 \t 0\n", + "1 \t 9089 \t 2847 \t 3 \t 548 \t 0 \t 1\n", + "2 \t 2847 \t 548 \t 5 \t 107 \t 1 \t -4\n", + "3 \t 548 \t 107 \t 5 \t 13 \t -3 \t 13\n", + "4 \t 107 \t 13 \t 8 \t 3 \t 16 \t -69\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -83 \t 358\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 680 \t -2933\n", + "\t\t\t\t\t -2803 \t 12090\n", + "GCD(39203, 9089) = 1, with coefficients -2803 and 12090 such that 1 = (-2803)*39203 + (12090)*9089\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9090 \t 4 \t 2843 \t 1 \t 0\n", + "1 \t 9090 \t 2843 \t 3 \t 561 \t 0 \t 1\n", + "2 \t 2843 \t 561 \t 5 \t 38 \t 1 \t -4\n", + "3 \t 561 \t 38 \t 14 \t 29 \t -3 \t 13\n", + "4 \t 38 \t 29 \t 1 \t 9 \t 16 \t -69\n", + "5 \t 29 \t 9 \t 3 \t 2 \t -227 \t 979\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 243 \t -1048\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -956 \t 4123\n", + "\t\t\t\t\t 4067 \t -17540\n", + "GCD(39203, 9090) = 1, with coefficients 4067 and -17540 such that 1 = (4067)*39203 + (-17540)*9090\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9091 \t 4 \t 2839 \t 1 \t 0\n", + "1 \t 9091 \t 2839 \t 3 \t 574 \t 0 \t 1\n", + "2 \t 2839 \t 574 \t 4 \t 543 \t 1 \t -4\n", + "3 \t 574 \t 543 \t 1 \t 31 \t -3 \t 13\n", + "4 \t 543 \t 31 \t 17 \t 16 \t 13 \t -56\n", + "5 \t 31 \t 16 \t 1 \t 15 \t -16 \t 69\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 285 \t -1229\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -301 \t 1298\n", + "\t\t\t\t\t 586 \t -2527\n", + "GCD(39203, 9091) = 1, with coefficients 586 and -2527 such that 1 = (586)*39203 + (-2527)*9091\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9092 \t 4 \t 2835 \t 1 \t 0\n", + "1 \t 9092 \t 2835 \t 3 \t 587 \t 0 \t 1\n", + "2 \t 2835 \t 587 \t 4 \t 487 \t 1 \t -4\n", + "3 \t 587 \t 487 \t 1 \t 100 \t -3 \t 13\n", + "4 \t 487 \t 100 \t 4 \t 87 \t 13 \t -56\n", + "5 \t 100 \t 87 \t 1 \t 13 \t -16 \t 69\n", + "6 \t 87 \t 13 \t 6 \t 9 \t 77 \t -332\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -93 \t 401\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 635 \t -2738\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -728 \t 3139\n", + "\t\t\t\t\t 2091 \t -9016\n", + "GCD(39203, 9092) = 1, with coefficients 2091 and -9016 such that 1 = (2091)*39203 + (-9016)*9092\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9093 \t 4 \t 2831 \t 1 \t 0\n", + "1 \t 9093 \t 2831 \t 3 \t 600 \t 0 \t 1\n", + "2 \t 2831 \t 600 \t 4 \t 431 \t 1 \t -4\n", + "3 \t 600 \t 431 \t 1 \t 169 \t -3 \t 13\n", + "4 \t 431 \t 169 \t 2 \t 93 \t 13 \t -56\n", + "5 \t 169 \t 93 \t 1 \t 76 \t -16 \t 69\n", + "6 \t 93 \t 76 \t 1 \t 17 \t 45 \t -194\n", + "7 \t 76 \t 17 \t 4 \t 8 \t -61 \t 263\n", + "8 \t 17 \t 8 \t 2 \t 1 \t 106 \t -457\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -485 \t 2091\n", + "\t\t\t\t\t 1076 \t -4639\n", + "GCD(39203, 9093) = 1, with coefficients 1076 and -4639 such that 1 = (1076)*39203 + (-4639)*9093\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9094 \t 4 \t 2827 \t 1 \t 0\n", + "1 \t 9094 \t 2827 \t 3 \t 613 \t 0 \t 1\n", + "2 \t 2827 \t 613 \t 4 \t 375 \t 1 \t -4\n", + "3 \t 613 \t 375 \t 1 \t 238 \t -3 \t 13\n", + "4 \t 375 \t 238 \t 1 \t 137 \t 13 \t -56\n", + "5 \t 238 \t 137 \t 1 \t 101 \t -16 \t 69\n", + "6 \t 137 \t 101 \t 1 \t 36 \t 29 \t -125\n", + "7 \t 101 \t 36 \t 2 \t 29 \t -45 \t 194\n", + "8 \t 36 \t 29 \t 1 \t 7 \t 74 \t -319\n", + "9 \t 29 \t 7 \t 4 \t 1 \t -193 \t 832\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 267 \t -1151\n", + "\t\t\t\t\t -1261 \t 5436\n", + "GCD(39203, 9094) = 1, with coefficients -1261 and 5436 such that 1 = (-1261)*39203 + (5436)*9094\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9095 \t 4 \t 2823 \t 1 \t 0\n", + "1 \t 9095 \t 2823 \t 3 \t 626 \t 0 \t 1\n", + "2 \t 2823 \t 626 \t 4 \t 319 \t 1 \t -4\n", + "3 \t 626 \t 319 \t 1 \t 307 \t -3 \t 13\n", + "4 \t 319 \t 307 \t 1 \t 12 \t 13 \t -56\n", + "5 \t 307 \t 12 \t 25 \t 7 \t -16 \t 69\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 29 \t -125\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -741 \t 3194\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 770 \t -3319\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1511 \t 6513\n", + "\t\t\t\t\t 3792 \t -16345\n", + "GCD(39203, 9095) = 1, with coefficients 3792 and -16345 such that 1 = (3792)*39203 + (-16345)*9095\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9096 \t 4 \t 2819 \t 1 \t 0\n", + "1 \t 9096 \t 2819 \t 3 \t 639 \t 0 \t 1\n", + "2 \t 2819 \t 639 \t 4 \t 263 \t 1 \t -4\n", + "3 \t 639 \t 263 \t 2 \t 113 \t -3 \t 13\n", + "4 \t 263 \t 113 \t 2 \t 37 \t 13 \t -56\n", + "5 \t 113 \t 37 \t 3 \t 2 \t -29 \t 125\n", + "6 \t 37 \t 2 \t 18 \t 1 \t 71 \t -306\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -242 \t 1043\n", + "\t\t\t\t\t 4427 \t -19080\n", + "GCD(39203, 9096) = 1, with coefficients 4427 and -19080 such that 1 = (4427)*39203 + (-19080)*9096\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9097 \t 4 \t 2815 \t 1 \t 0\n", + "1 \t 9097 \t 2815 \t 3 \t 652 \t 0 \t 1\n", + "2 \t 2815 \t 652 \t 4 \t 207 \t 1 \t -4\n", + "3 \t 652 \t 207 \t 3 \t 31 \t -3 \t 13\n", + "4 \t 207 \t 31 \t 6 \t 21 \t 13 \t -56\n", + "5 \t 31 \t 21 \t 1 \t 10 \t -42 \t 181\n", + "6 \t 21 \t 10 \t 2 \t 1 \t 265 \t -1142\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -307 \t 1323\n", + "\t\t\t\t\t 879 \t -3788\n", + "GCD(39203, 9097) = 1, with coefficients 879 and -3788 such that 1 = (879)*39203 + (-3788)*9097\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9098 \t 4 \t 2811 \t 1 \t 0\n", + "1 \t 9098 \t 2811 \t 3 \t 665 \t 0 \t 1\n", + "2 \t 2811 \t 665 \t 4 \t 151 \t 1 \t -4\n", + "3 \t 665 \t 151 \t 4 \t 61 \t -3 \t 13\n", + "4 \t 151 \t 61 \t 2 \t 29 \t 13 \t -56\n", + "5 \t 61 \t 29 \t 2 \t 3 \t -55 \t 237\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 123 \t -530\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -301 \t 1297\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2832 \t -12203\n", + "\t\t\t\t\t -3133 \t 13500\n", + "GCD(39203, 9098) = 1, with coefficients -3133 and 13500 such that 1 = (-3133)*39203 + (13500)*9098\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9099 \t 4 \t 2807 \t 1 \t 0\n", + "1 \t 9099 \t 2807 \t 3 \t 678 \t 0 \t 1\n", + "2 \t 2807 \t 678 \t 4 \t 95 \t 1 \t -4\n", + "3 \t 678 \t 95 \t 7 \t 13 \t -3 \t 13\n", + "4 \t 95 \t 13 \t 7 \t 4 \t 13 \t -56\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -94 \t 405\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 671 \t -2891\n", + "\t\t\t\t\t -2107 \t 9078\n", + "GCD(39203, 9099) = 1, with coefficients -2107 and 9078 such that 1 = (-2107)*39203 + (9078)*9099\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9100 \t 4 \t 2803 \t 1 \t 0\n", + "1 \t 9100 \t 2803 \t 3 \t 691 \t 0 \t 1\n", + "2 \t 2803 \t 691 \t 4 \t 39 \t 1 \t -4\n", + "3 \t 691 \t 39 \t 17 \t 28 \t -3 \t 13\n", + "4 \t 39 \t 28 \t 1 \t 11 \t 13 \t -56\n", + "5 \t 28 \t 11 \t 2 \t 6 \t -224 \t 965\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 237 \t -1021\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -698 \t 3007\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 935 \t -4028\n", + "\t\t\t\t\t -1633 \t 7035\n", + "GCD(39203, 9100) = 1, with coefficients -1633 and 7035 such that 1 = (-1633)*39203 + (7035)*9100\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9101 \t 4 \t 2799 \t 1 \t 0\n", + "1 \t 9101 \t 2799 \t 3 \t 704 \t 0 \t 1\n", + "2 \t 2799 \t 704 \t 3 \t 687 \t 1 \t -4\n", + "3 \t 704 \t 687 \t 1 \t 17 \t -3 \t 13\n", + "4 \t 687 \t 17 \t 40 \t 7 \t 10 \t -43\n", + "5 \t 17 \t 7 \t 2 \t 3 \t -13 \t 56\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 530 \t -2283\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1073 \t 4622\n", + "\t\t\t\t\t 2676 \t -11527\n", + "GCD(39203, 9101) = 1, with coefficients 2676 and -11527 such that 1 = (2676)*39203 + (-11527)*9101\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9102 \t 4 \t 2795 \t 1 \t 0\n", + "1 \t 9102 \t 2795 \t 3 \t 717 \t 0 \t 1\n", + "2 \t 2795 \t 717 \t 3 \t 644 \t 1 \t -4\n", + "3 \t 717 \t 644 \t 1 \t 73 \t -3 \t 13\n", + "4 \t 644 \t 73 \t 8 \t 60 \t 10 \t -43\n", + "5 \t 73 \t 60 \t 1 \t 13 \t -13 \t 56\n", + "6 \t 60 \t 13 \t 4 \t 8 \t 114 \t -491\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -127 \t 547\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 622 \t -2679\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -749 \t 3226\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1371 \t -5905\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2120 \t 9131\n", + "\t\t\t\t\t 3491 \t -15036\n", + "GCD(39203, 9102) = 1, with coefficients 3491 and -15036 such that 1 = (3491)*39203 + (-15036)*9102\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9103 \t 4 \t 2791 \t 1 \t 0\n", + "1 \t 9103 \t 2791 \t 3 \t 730 \t 0 \t 1\n", + "2 \t 2791 \t 730 \t 3 \t 601 \t 1 \t -4\n", + "3 \t 730 \t 601 \t 1 \t 129 \t -3 \t 13\n", + "4 \t 601 \t 129 \t 4 \t 85 \t 10 \t -43\n", + "5 \t 129 \t 85 \t 1 \t 44 \t -13 \t 56\n", + "6 \t 85 \t 44 \t 1 \t 41 \t 62 \t -267\n", + "7 \t 44 \t 41 \t 1 \t 3 \t -75 \t 323\n", + "8 \t 41 \t 3 \t 13 \t 2 \t 137 \t -590\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -212 \t 913\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2893 \t -12459\n", + "\t\t\t\t\t -3105 \t 13372\n", + "GCD(39203, 9103) = 1, with coefficients -3105 and 13372 such that 1 = (-3105)*39203 + (13372)*9103\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9104 \t 4 \t 2787 \t 1 \t 0\n", + "1 \t 9104 \t 2787 \t 3 \t 743 \t 0 \t 1\n", + "2 \t 2787 \t 743 \t 3 \t 558 \t 1 \t -4\n", + "3 \t 743 \t 558 \t 1 \t 185 \t -3 \t 13\n", + "4 \t 558 \t 185 \t 3 \t 3 \t 10 \t -43\n", + "5 \t 185 \t 3 \t 61 \t 2 \t -13 \t 56\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 49 \t -211\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -3002 \t 12927\n", + "\t\t\t\t\t 3051 \t -13138\n", + "GCD(39203, 9104) = 1, with coefficients 3051 and -13138 such that 1 = (3051)*39203 + (-13138)*9104\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9105 \t 4 \t 2783 \t 1 \t 0\n", + "1 \t 9105 \t 2783 \t 3 \t 756 \t 0 \t 1\n", + "2 \t 2783 \t 756 \t 3 \t 515 \t 1 \t -4\n", + "3 \t 756 \t 515 \t 1 \t 241 \t -3 \t 13\n", + "4 \t 515 \t 241 \t 2 \t 33 \t 10 \t -43\n", + "5 \t 241 \t 33 \t 7 \t 10 \t -13 \t 56\n", + "6 \t 33 \t 10 \t 3 \t 3 \t 36 \t -155\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -265 \t 1141\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 831 \t -3578\n", + "\t\t\t\t\t -2758 \t 11875\n", + "GCD(39203, 9105) = 1, with coefficients -2758 and 11875 such that 1 = (-2758)*39203 + (11875)*9105\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9106 \t 4 \t 2779 \t 1 \t 0\n", + "1 \t 9106 \t 2779 \t 3 \t 769 \t 0 \t 1\n", + "2 \t 2779 \t 769 \t 3 \t 472 \t 1 \t -4\n", + "3 \t 769 \t 472 \t 1 \t 297 \t -3 \t 13\n", + "4 \t 472 \t 297 \t 1 \t 175 \t 10 \t -43\n", + "5 \t 297 \t 175 \t 1 \t 122 \t -13 \t 56\n", + "6 \t 175 \t 122 \t 1 \t 53 \t 23 \t -99\n", + "7 \t 122 \t 53 \t 2 \t 16 \t -36 \t 155\n", + "8 \t 53 \t 16 \t 3 \t 5 \t 59 \t -254\n", + "9 \t 16 \t 5 \t 3 \t 1 \t -154 \t 663\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 521 \t -2243\n", + "\t\t\t\t\t -1717 \t 7392\n", + "GCD(39203, 9106) = 1, with coefficients -1717 and 7392 such that 1 = (-1717)*39203 + (7392)*9106\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9107 \t 4 \t 2775 \t 1 \t 0\n", + "1 \t 9107 \t 2775 \t 3 \t 782 \t 0 \t 1\n", + "2 \t 2775 \t 782 \t 3 \t 429 \t 1 \t -4\n", + "3 \t 782 \t 429 \t 1 \t 353 \t -3 \t 13\n", + "4 \t 429 \t 353 \t 1 \t 76 \t 10 \t -43\n", + "5 \t 353 \t 76 \t 4 \t 49 \t -13 \t 56\n", + "6 \t 76 \t 49 \t 1 \t 27 \t 23 \t -99\n", + "7 \t 49 \t 27 \t 1 \t 22 \t -105 \t 452\n", + "8 \t 27 \t 22 \t 1 \t 5 \t 128 \t -551\n", + "9 \t 22 \t 5 \t 4 \t 2 \t -233 \t 1003\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 361 \t -1554\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1677 \t 7219\n", + "\t\t\t\t\t 3715 \t -15992\n", + "GCD(39203, 9107) = 1, with coefficients 3715 and -15992 such that 1 = (3715)*39203 + (-15992)*9107\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9108 \t 4 \t 2771 \t 1 \t 0\n", + "1 \t 9108 \t 2771 \t 3 \t 795 \t 0 \t 1\n", + "2 \t 2771 \t 795 \t 3 \t 386 \t 1 \t -4\n", + "3 \t 795 \t 386 \t 2 \t 23 \t -3 \t 13\n", + "4 \t 386 \t 23 \t 16 \t 18 \t 10 \t -43\n", + "5 \t 23 \t 18 \t 1 \t 5 \t -23 \t 99\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 378 \t -1627\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -401 \t 1726\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1581 \t -6805\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1982 \t 8531\n", + "\t\t\t\t\t 3563 \t -15336\n", + "GCD(39203, 9108) = 1, with coefficients 3563 and -15336 such that 1 = (3563)*39203 + (-15336)*9108\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9109 \t 4 \t 2767 \t 1 \t 0\n", + "1 \t 9109 \t 2767 \t 3 \t 808 \t 0 \t 1\n", + "2 \t 2767 \t 808 \t 3 \t 343 \t 1 \t -4\n", + "3 \t 808 \t 343 \t 2 \t 122 \t -3 \t 13\n", + "4 \t 343 \t 122 \t 2 \t 99 \t 10 \t -43\n", + "5 \t 122 \t 99 \t 1 \t 23 \t -23 \t 99\n", + "6 \t 99 \t 23 \t 4 \t 7 \t 56 \t -241\n", + "7 \t 23 \t 7 \t 3 \t 2 \t -79 \t 340\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 372 \t -1601\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1195 \t 5143\n", + "\t\t\t\t\t 3957 \t -17030\n", + "GCD(39203, 9109) = 1, with coefficients 3957 and -17030 such that 1 = (3957)*39203 + (-17030)*9109\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9110 \t 4 \t 2763 \t 1 \t 0\n", + "1 \t 9110 \t 2763 \t 3 \t 821 \t 0 \t 1\n", + "2 \t 2763 \t 821 \t 3 \t 300 \t 1 \t -4\n", + "3 \t 821 \t 300 \t 2 \t 221 \t -3 \t 13\n", + "4 \t 300 \t 221 \t 1 \t 79 \t 10 \t -43\n", + "5 \t 221 \t 79 \t 2 \t 63 \t -23 \t 99\n", + "6 \t 79 \t 63 \t 1 \t 16 \t 33 \t -142\n", + "7 \t 63 \t 16 \t 3 \t 15 \t -89 \t 383\n", + "8 \t 16 \t 15 \t 1 \t 1 \t 122 \t -525\n", + "9 \t 15 \t 1 \t 15 \t 0 \t -455 \t 1958\n", + "\t\t\t\t\t 577 \t -2483\n", + "GCD(39203, 9110) = 1, with coefficients 577 and -2483 such that 1 = (577)*39203 + (-2483)*9110\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9111 \t 4 \t 2759 \t 1 \t 0\n", + "1 \t 9111 \t 2759 \t 3 \t 834 \t 0 \t 1\n", + "2 \t 2759 \t 834 \t 3 \t 257 \t 1 \t -4\n", + "3 \t 834 \t 257 \t 3 \t 63 \t -3 \t 13\n", + "4 \t 257 \t 63 \t 4 \t 5 \t 10 \t -43\n", + "5 \t 63 \t 5 \t 12 \t 3 \t -33 \t 142\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 142 \t -611\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1737 \t 7474\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1879 \t -8085\n", + "\t\t\t\t\t -3616 \t 15559\n", + "GCD(39203, 9111) = 1, with coefficients -3616 and 15559 such that 1 = (-3616)*39203 + (15559)*9111\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9112 \t 4 \t 2755 \t 1 \t 0\n", + "1 \t 9112 \t 2755 \t 3 \t 847 \t 0 \t 1\n", + "2 \t 2755 \t 847 \t 3 \t 214 \t 1 \t -4\n", + "3 \t 847 \t 214 \t 3 \t 205 \t -3 \t 13\n", + "4 \t 214 \t 205 \t 1 \t 9 \t 10 \t -43\n", + "5 \t 205 \t 9 \t 22 \t 7 \t -33 \t 142\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 43 \t -185\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -979 \t 4212\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1022 \t -4397\n", + "\t\t\t\t\t -4045 \t 17403\n", + "GCD(39203, 9112) = 1, with coefficients -4045 and 17403 such that 1 = (-4045)*39203 + (17403)*9112\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9113 \t 4 \t 2751 \t 1 \t 0\n", + "1 \t 9113 \t 2751 \t 3 \t 860 \t 0 \t 1\n", + "2 \t 2751 \t 860 \t 3 \t 171 \t 1 \t -4\n", + "3 \t 860 \t 171 \t 5 \t 5 \t -3 \t 13\n", + "4 \t 171 \t 5 \t 34 \t 1 \t 10 \t -43\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -53 \t 228\n", + "\t\t\t\t\t 1812 \t -7795\n", + "GCD(39203, 9113) = 1, with coefficients 1812 and -7795 such that 1 = (1812)*39203 + (-7795)*9113\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9114 \t 4 \t 2747 \t 1 \t 0\n", + "1 \t 9114 \t 2747 \t 3 \t 873 \t 0 \t 1\n", + "2 \t 2747 \t 873 \t 3 \t 128 \t 1 \t -4\n", + "3 \t 873 \t 128 \t 6 \t 105 \t -3 \t 13\n", + "4 \t 128 \t 105 \t 1 \t 23 \t 10 \t -43\n", + "5 \t 105 \t 23 \t 4 \t 13 \t -63 \t 271\n", + "6 \t 23 \t 13 \t 1 \t 10 \t 73 \t -314\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -355 \t 1527\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 428 \t -1841\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -783 \t 3368\n", + "\t\t\t\t\t 2777 \t -11945\n", + "GCD(39203, 9114) = 1, with coefficients 2777 and -11945 such that 1 = (2777)*39203 + (-11945)*9114\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9115 \t 4 \t 2743 \t 1 \t 0\n", + "1 \t 9115 \t 2743 \t 3 \t 886 \t 0 \t 1\n", + "2 \t 2743 \t 886 \t 3 \t 85 \t 1 \t -4\n", + "3 \t 886 \t 85 \t 10 \t 36 \t -3 \t 13\n", + "4 \t 85 \t 36 \t 2 \t 13 \t 10 \t -43\n", + "5 \t 36 \t 13 \t 2 \t 10 \t -103 \t 443\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 216 \t -929\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -535 \t 2301\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 751 \t -3230\n", + "\t\t\t\t\t -2788 \t 11991\n", + "GCD(39203, 9115) = 1, with coefficients -2788 and 11991 such that 1 = (-2788)*39203 + (11991)*9115\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9116 \t 4 \t 2739 \t 1 \t 0\n", + "1 \t 9116 \t 2739 \t 3 \t 899 \t 0 \t 1\n", + "2 \t 2739 \t 899 \t 3 \t 42 \t 1 \t -4\n", + "3 \t 899 \t 42 \t 21 \t 17 \t -3 \t 13\n", + "4 \t 42 \t 17 \t 2 \t 8 \t 10 \t -43\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -213 \t 916\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 436 \t -1875\n", + "\t\t\t\t\t -1085 \t 4666\n", + "GCD(39203, 9116) = 1, with coefficients -1085 and 4666 such that 1 = (-1085)*39203 + (4666)*9116\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9117 \t 4 \t 2735 \t 1 \t 0\n", + "1 \t 9117 \t 2735 \t 3 \t 912 \t 0 \t 1\n", + "2 \t 2735 \t 912 \t 2 \t 911 \t 1 \t -4\n", + "3 \t 912 \t 911 \t 1 \t 1 \t -3 \t 13\n", + "4 \t 911 \t 1 \t 911 \t 0 \t 7 \t -30\n", + "\t\t\t\t\t -10 \t 43\n", + "GCD(39203, 9117) = 1, with coefficients -10 and 43 such that 1 = (-10)*39203 + (43)*9117\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9118 \t 4 \t 2731 \t 1 \t 0\n", + "1 \t 9118 \t 2731 \t 3 \t 925 \t 0 \t 1\n", + "2 \t 2731 \t 925 \t 2 \t 881 \t 1 \t -4\n", + "3 \t 925 \t 881 \t 1 \t 44 \t -3 \t 13\n", + "4 \t 881 \t 44 \t 20 \t 1 \t 7 \t -30\n", + "5 \t 44 \t 1 \t 44 \t 0 \t -10 \t 43\n", + "\t\t\t\t\t 207 \t -890\n", + "GCD(39203, 9118) = 1, with coefficients 207 and -890 such that 1 = (207)*39203 + (-890)*9118\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9119 \t 4 \t 2727 \t 1 \t 0\n", + "1 \t 9119 \t 2727 \t 3 \t 938 \t 0 \t 1\n", + "2 \t 2727 \t 938 \t 2 \t 851 \t 1 \t -4\n", + "3 \t 938 \t 851 \t 1 \t 87 \t -3 \t 13\n", + "4 \t 851 \t 87 \t 9 \t 68 \t 7 \t -30\n", + "5 \t 87 \t 68 \t 1 \t 19 \t -10 \t 43\n", + "6 \t 68 \t 19 \t 3 \t 11 \t 97 \t -417\n", + "7 \t 19 \t 11 \t 1 \t 8 \t -107 \t 460\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 418 \t -1797\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -525 \t 2257\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 943 \t -4054\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2411 \t 10365\n", + "\t\t\t\t\t 3354 \t -14419\n", + "GCD(39203, 9119) = 1, with coefficients 3354 and -14419 such that 1 = (3354)*39203 + (-14419)*9119\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9120 \t 4 \t 2723 \t 1 \t 0\n", + "1 \t 9120 \t 2723 \t 3 \t 951 \t 0 \t 1\n", + "2 \t 2723 \t 951 \t 2 \t 821 \t 1 \t -4\n", + "3 \t 951 \t 821 \t 1 \t 130 \t -3 \t 13\n", + "4 \t 821 \t 130 \t 6 \t 41 \t 7 \t -30\n", + "5 \t 130 \t 41 \t 3 \t 7 \t -10 \t 43\n", + "6 \t 41 \t 7 \t 5 \t 6 \t 67 \t -288\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -211 \t 907\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 1122 \t -4823\n", + "\t\t\t\t\t -1333 \t 5730\n", + "GCD(39203, 9120) = 1, with coefficients -1333 and 5730 such that 1 = (-1333)*39203 + (5730)*9120\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9121 \t 4 \t 2719 \t 1 \t 0\n", + "1 \t 9121 \t 2719 \t 3 \t 964 \t 0 \t 1\n", + "2 \t 2719 \t 964 \t 2 \t 791 \t 1 \t -4\n", + "3 \t 964 \t 791 \t 1 \t 173 \t -3 \t 13\n", + "4 \t 791 \t 173 \t 4 \t 99 \t 7 \t -30\n", + "5 \t 173 \t 99 \t 1 \t 74 \t -10 \t 43\n", + "6 \t 99 \t 74 \t 1 \t 25 \t 47 \t -202\n", + "7 \t 74 \t 25 \t 2 \t 24 \t -57 \t 245\n", + "8 \t 25 \t 24 \t 1 \t 1 \t 104 \t -447\n", + "9 \t 24 \t 1 \t 24 \t 0 \t -265 \t 1139\n", + "\t\t\t\t\t 369 \t -1586\n", + "GCD(39203, 9121) = 1, with coefficients 369 and -1586 such that 1 = (369)*39203 + (-1586)*9121\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9122 \t 4 \t 2715 \t 1 \t 0\n", + "1 \t 9122 \t 2715 \t 3 \t 977 \t 0 \t 1\n", + "2 \t 2715 \t 977 \t 2 \t 761 \t 1 \t -4\n", + "3 \t 977 \t 761 \t 1 \t 216 \t -3 \t 13\n", + "4 \t 761 \t 216 \t 3 \t 113 \t 7 \t -30\n", + "5 \t 216 \t 113 \t 1 \t 103 \t -10 \t 43\n", + "6 \t 113 \t 103 \t 1 \t 10 \t 37 \t -159\n", + "7 \t 103 \t 10 \t 10 \t 3 \t -47 \t 202\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 84 \t -361\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -887 \t 3812\n", + "\t\t\t\t\t 2745 \t -11797\n", + "GCD(39203, 9122) = 1, with coefficients 2745 and -11797 such that 1 = (2745)*39203 + (-11797)*9122\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9123 \t 4 \t 2711 \t 1 \t 0\n", + "1 \t 9123 \t 2711 \t 3 \t 990 \t 0 \t 1\n", + "2 \t 2711 \t 990 \t 2 \t 731 \t 1 \t -4\n", + "3 \t 990 \t 731 \t 1 \t 259 \t -3 \t 13\n", + "4 \t 731 \t 259 \t 2 \t 213 \t 7 \t -30\n", + "5 \t 259 \t 213 \t 1 \t 46 \t -10 \t 43\n", + "6 \t 213 \t 46 \t 4 \t 29 \t 27 \t -116\n", + "7 \t 46 \t 29 \t 1 \t 17 \t -37 \t 159\n", + "8 \t 29 \t 17 \t 1 \t 12 \t 175 \t -752\n", + "9 \t 17 \t 12 \t 1 \t 5 \t -212 \t 911\n", + "10 \t 12 \t 5 \t 2 \t 2 \t 387 \t -1663\n", + "11 \t 5 \t 2 \t 2 \t 1 \t -599 \t 2574\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1585 \t -6811\n", + "\t\t\t\t\t -3769 \t 16196\n", + "GCD(39203, 9123) = 1, with coefficients -3769 and 16196 such that 1 = (-3769)*39203 + (16196)*9123\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9124 \t 4 \t 2707 \t 1 \t 0\n", + "1 \t 9124 \t 2707 \t 3 \t 1003 \t 0 \t 1\n", + "2 \t 2707 \t 1003 \t 2 \t 701 \t 1 \t -4\n", + "3 \t 1003 \t 701 \t 1 \t 302 \t -3 \t 13\n", + "4 \t 701 \t 302 \t 2 \t 97 \t 7 \t -30\n", + "5 \t 302 \t 97 \t 3 \t 11 \t -10 \t 43\n", + "6 \t 97 \t 11 \t 8 \t 9 \t 27 \t -116\n", + "7 \t 11 \t 9 \t 1 \t 2 \t -91 \t 391\n", + "8 \t 9 \t 2 \t 4 \t 1 \t 755 \t -3244\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -846 \t 3635\n", + "\t\t\t\t\t 4139 \t -17784\n", + "GCD(39203, 9124) = 1, with coefficients 4139 and -17784 such that 1 = (4139)*39203 + (-17784)*9124\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9125 \t 4 \t 2703 \t 1 \t 0\n", + "1 \t 9125 \t 2703 \t 3 \t 1016 \t 0 \t 1\n", + "2 \t 2703 \t 1016 \t 2 \t 671 \t 1 \t -4\n", + "3 \t 1016 \t 671 \t 1 \t 345 \t -3 \t 13\n", + "4 \t 671 \t 345 \t 1 \t 326 \t 7 \t -30\n", + "5 \t 345 \t 326 \t 1 \t 19 \t -10 \t 43\n", + "6 \t 326 \t 19 \t 17 \t 3 \t 17 \t -73\n", + "7 \t 19 \t 3 \t 6 \t 1 \t -27 \t 116\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 476 \t -2045\n", + "\t\t\t\t\t -2883 \t 12386\n", + "GCD(39203, 9125) = 1, with coefficients -2883 and 12386 such that 1 = (-2883)*39203 + (12386)*9125\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9126 \t 4 \t 2699 \t 1 \t 0\n", + "1 \t 9126 \t 2699 \t 3 \t 1029 \t 0 \t 1\n", + "2 \t 2699 \t 1029 \t 2 \t 641 \t 1 \t -4\n", + "3 \t 1029 \t 641 \t 1 \t 388 \t -3 \t 13\n", + "4 \t 641 \t 388 \t 1 \t 253 \t 7 \t -30\n", + "5 \t 388 \t 253 \t 1 \t 135 \t -10 \t 43\n", + "6 \t 253 \t 135 \t 1 \t 118 \t 17 \t -73\n", + "7 \t 135 \t 118 \t 1 \t 17 \t -27 \t 116\n", + "8 \t 118 \t 17 \t 6 \t 16 \t 44 \t -189\n", + "9 \t 17 \t 16 \t 1 \t 1 \t -71 \t 305\n", + "10 \t 16 \t 1 \t 16 \t 0 \t 470 \t -2019\n", + "\t\t\t\t\t -541 \t 2324\n", + "GCD(39203, 9126) = 1, with coefficients -541 and 2324 such that 1 = (-541)*39203 + (2324)*9126\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9127 \t 4 \t 2695 \t 1 \t 0\n", + "1 \t 9127 \t 2695 \t 3 \t 1042 \t 0 \t 1\n", + "2 \t 2695 \t 1042 \t 2 \t 611 \t 1 \t -4\n", + "3 \t 1042 \t 611 \t 1 \t 431 \t -3 \t 13\n", + "4 \t 611 \t 431 \t 1 \t 180 \t 7 \t -30\n", + "5 \t 431 \t 180 \t 2 \t 71 \t -10 \t 43\n", + "6 \t 180 \t 71 \t 2 \t 38 \t 17 \t -73\n", + "7 \t 71 \t 38 \t 1 \t 33 \t -44 \t 189\n", + "8 \t 38 \t 33 \t 1 \t 5 \t 105 \t -451\n", + "9 \t 33 \t 5 \t 6 \t 3 \t -149 \t 640\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 254 \t -1091\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1673 \t 7186\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1927 \t -8277\n", + "\t\t\t\t\t -3600 \t 15463\n", + "GCD(39203, 9127) = 1, with coefficients -3600 and 15463 such that 1 = (-3600)*39203 + (15463)*9127\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9128 \t 4 \t 2691 \t 1 \t 0\n", + "1 \t 9128 \t 2691 \t 3 \t 1055 \t 0 \t 1\n", + "2 \t 2691 \t 1055 \t 2 \t 581 \t 1 \t -4\n", + "3 \t 1055 \t 581 \t 1 \t 474 \t -3 \t 13\n", + "4 \t 581 \t 474 \t 1 \t 107 \t 7 \t -30\n", + "5 \t 474 \t 107 \t 4 \t 46 \t -10 \t 43\n", + "6 \t 107 \t 46 \t 2 \t 15 \t 17 \t -73\n", + "7 \t 46 \t 15 \t 3 \t 1 \t -78 \t 335\n", + "8 \t 15 \t 1 \t 15 \t 0 \t 173 \t -743\n", + "\t\t\t\t\t -597 \t 2564\n", + "GCD(39203, 9128) = 1, with coefficients -597 and 2564 such that 1 = (-597)*39203 + (2564)*9128\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9129 \t 4 \t 2687 \t 1 \t 0\n", + "1 \t 9129 \t 2687 \t 3 \t 1068 \t 0 \t 1\n", + "2 \t 2687 \t 1068 \t 2 \t 551 \t 1 \t -4\n", + "3 \t 1068 \t 551 \t 1 \t 517 \t -3 \t 13\n", + "4 \t 551 \t 517 \t 1 \t 34 \t 7 \t -30\n", + "5 \t 517 \t 34 \t 15 \t 7 \t -10 \t 43\n", + "6 \t 34 \t 7 \t 4 \t 6 \t 17 \t -73\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -265 \t 1138\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 1077 \t -4625\n", + "\t\t\t\t\t -1342 \t 5763\n", + "GCD(39203, 9129) = 1, with coefficients -1342 and 5763 such that 1 = (-1342)*39203 + (5763)*9129\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9130 \t 4 \t 2683 \t 1 \t 0\n", + "1 \t 9130 \t 2683 \t 3 \t 1081 \t 0 \t 1\n", + "2 \t 2683 \t 1081 \t 2 \t 521 \t 1 \t -4\n", + "3 \t 1081 \t 521 \t 2 \t 39 \t -3 \t 13\n", + "4 \t 521 \t 39 \t 13 \t 14 \t 7 \t -30\n", + "5 \t 39 \t 14 \t 2 \t 11 \t -17 \t 73\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 228 \t -979\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -473 \t 2031\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 701 \t -3010\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2576 \t 11061\n", + "\t\t\t\t\t 3277 \t -14071\n", + "GCD(39203, 9130) = 1, with coefficients 3277 and -14071 such that 1 = (3277)*39203 + (-14071)*9130\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9131 \t 4 \t 2679 \t 1 \t 0\n", + "1 \t 9131 \t 2679 \t 3 \t 1094 \t 0 \t 1\n", + "2 \t 2679 \t 1094 \t 2 \t 491 \t 1 \t -4\n", + "3 \t 1094 \t 491 \t 2 \t 112 \t -3 \t 13\n", + "4 \t 491 \t 112 \t 4 \t 43 \t 7 \t -30\n", + "5 \t 112 \t 43 \t 2 \t 26 \t -17 \t 73\n", + "6 \t 43 \t 26 \t 1 \t 17 \t 75 \t -322\n", + "7 \t 26 \t 17 \t 1 \t 9 \t -167 \t 717\n", + "8 \t 17 \t 9 \t 1 \t 8 \t 242 \t -1039\n", + "9 \t 9 \t 8 \t 1 \t 1 \t -409 \t 1756\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 651 \t -2795\n", + "\t\t\t\t\t -1060 \t 4551\n", + "GCD(39203, 9131) = 1, with coefficients -1060 and 4551 such that 1 = (-1060)*39203 + (4551)*9131\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9132 \t 4 \t 2675 \t 1 \t 0\n", + "1 \t 9132 \t 2675 \t 3 \t 1107 \t 0 \t 1\n", + "2 \t 2675 \t 1107 \t 2 \t 461 \t 1 \t -4\n", + "3 \t 1107 \t 461 \t 2 \t 185 \t -3 \t 13\n", + "4 \t 461 \t 185 \t 2 \t 91 \t 7 \t -30\n", + "5 \t 185 \t 91 \t 2 \t 3 \t -17 \t 73\n", + "6 \t 91 \t 3 \t 30 \t 1 \t 41 \t -176\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -99 \t 425\n", + "\t\t\t\t\t 3011 \t -12926\n", + "GCD(39203, 9132) = 1, with coefficients 3011 and -12926 such that 1 = (3011)*39203 + (-12926)*9132\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9133 \t 4 \t 2671 \t 1 \t 0\n", + "1 \t 9133 \t 2671 \t 3 \t 1120 \t 0 \t 1\n", + "2 \t 2671 \t 1120 \t 2 \t 431 \t 1 \t -4\n", + "3 \t 1120 \t 431 \t 2 \t 258 \t -3 \t 13\n", + "4 \t 431 \t 258 \t 1 \t 173 \t 7 \t -30\n", + "5 \t 258 \t 173 \t 1 \t 85 \t -17 \t 73\n", + "6 \t 173 \t 85 \t 2 \t 3 \t 24 \t -103\n", + "7 \t 85 \t 3 \t 28 \t 1 \t -41 \t 176\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 106 \t -455\n", + "\t\t\t\t\t -3009 \t 12916\n", + "GCD(39203, 9133) = 1, with coefficients -3009 and 12916 such that 1 = (-3009)*39203 + (12916)*9133\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9134 \t 4 \t 2667 \t 1 \t 0\n", + "1 \t 9134 \t 2667 \t 3 \t 1133 \t 0 \t 1\n", + "2 \t 2667 \t 1133 \t 2 \t 401 \t 1 \t -4\n", + "3 \t 1133 \t 401 \t 2 \t 331 \t -3 \t 13\n", + "4 \t 401 \t 331 \t 1 \t 70 \t 7 \t -30\n", + "5 \t 331 \t 70 \t 4 \t 51 \t -17 \t 73\n", + "6 \t 70 \t 51 \t 1 \t 19 \t 24 \t -103\n", + "7 \t 51 \t 19 \t 2 \t 13 \t -113 \t 485\n", + "8 \t 19 \t 13 \t 1 \t 6 \t 137 \t -588\n", + "9 \t 13 \t 6 \t 2 \t 1 \t -387 \t 1661\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 524 \t -2249\n", + "\t\t\t\t\t -1435 \t 6159\n", + "GCD(39203, 9134) = 1, with coefficients -1435 and 6159 such that 1 = (-1435)*39203 + (6159)*9134\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9135 \t 4 \t 2663 \t 1 \t 0\n", + "1 \t 9135 \t 2663 \t 3 \t 1146 \t 0 \t 1\n", + "2 \t 2663 \t 1146 \t 2 \t 371 \t 1 \t -4\n", + "3 \t 1146 \t 371 \t 3 \t 33 \t -3 \t 13\n", + "4 \t 371 \t 33 \t 11 \t 8 \t 7 \t -30\n", + "5 \t 33 \t 8 \t 4 \t 1 \t -24 \t 103\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 271 \t -1163\n", + "\t\t\t\t\t -1108 \t 4755\n", + "GCD(39203, 9135) = 1, with coefficients -1108 and 4755 such that 1 = (-1108)*39203 + (4755)*9135\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9136 \t 4 \t 2659 \t 1 \t 0\n", + "1 \t 9136 \t 2659 \t 3 \t 1159 \t 0 \t 1\n", + "2 \t 2659 \t 1159 \t 2 \t 341 \t 1 \t -4\n", + "3 \t 1159 \t 341 \t 3 \t 136 \t -3 \t 13\n", + "4 \t 341 \t 136 \t 2 \t 69 \t 7 \t -30\n", + "5 \t 136 \t 69 \t 1 \t 67 \t -24 \t 103\n", + "6 \t 69 \t 67 \t 1 \t 2 \t 55 \t -236\n", + "7 \t 67 \t 2 \t 33 \t 1 \t -79 \t 339\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 134 \t -575\n", + "\t\t\t\t\t -4501 \t 19314\n", + "GCD(39203, 9136) = 1, with coefficients -4501 and 19314 such that 1 = (-4501)*39203 + (19314)*9136\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9137 \t 4 \t 2655 \t 1 \t 0\n", + "1 \t 9137 \t 2655 \t 3 \t 1172 \t 0 \t 1\n", + "2 \t 2655 \t 1172 \t 2 \t 311 \t 1 \t -4\n", + "3 \t 1172 \t 311 \t 3 \t 239 \t -3 \t 13\n", + "4 \t 311 \t 239 \t 1 \t 72 \t 7 \t -30\n", + "5 \t 239 \t 72 \t 3 \t 23 \t -24 \t 103\n", + "6 \t 72 \t 23 \t 3 \t 3 \t 31 \t -133\n", + "7 \t 23 \t 3 \t 7 \t 2 \t -117 \t 502\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 382 \t -1639\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2791 \t 11975\n", + "\t\t\t\t\t 3173 \t -13614\n", + "GCD(39203, 9137) = 1, with coefficients 3173 and -13614 such that 1 = (3173)*39203 + (-13614)*9137\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9138 \t 4 \t 2651 \t 1 \t 0\n", + "1 \t 9138 \t 2651 \t 3 \t 1185 \t 0 \t 1\n", + "2 \t 2651 \t 1185 \t 2 \t 281 \t 1 \t -4\n", + "3 \t 1185 \t 281 \t 4 \t 61 \t -3 \t 13\n", + "4 \t 281 \t 61 \t 4 \t 37 \t 7 \t -30\n", + "5 \t 61 \t 37 \t 1 \t 24 \t -31 \t 133\n", + "6 \t 37 \t 24 \t 1 \t 13 \t 131 \t -562\n", + "7 \t 24 \t 13 \t 1 \t 11 \t -162 \t 695\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 293 \t -1257\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -455 \t 1952\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 748 \t -3209\n", + "\t\t\t\t\t -4195 \t 17997\n", + "GCD(39203, 9138) = 1, with coefficients -4195 and 17997 such that 1 = (-4195)*39203 + (17997)*9138\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9139 \t 4 \t 2647 \t 1 \t 0\n", + "1 \t 9139 \t 2647 \t 3 \t 1198 \t 0 \t 1\n", + "2 \t 2647 \t 1198 \t 2 \t 251 \t 1 \t -4\n", + "3 \t 1198 \t 251 \t 4 \t 194 \t -3 \t 13\n", + "4 \t 251 \t 194 \t 1 \t 57 \t 7 \t -30\n", + "5 \t 194 \t 57 \t 3 \t 23 \t -31 \t 133\n", + "6 \t 57 \t 23 \t 2 \t 11 \t 38 \t -163\n", + "7 \t 23 \t 11 \t 2 \t 1 \t -145 \t 622\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 328 \t -1407\n", + "\t\t\t\t\t -801 \t 3436\n", + "GCD(39203, 9139) = 1, with coefficients -801 and 3436 such that 1 = (-801)*39203 + (3436)*9139\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9140 \t 4 \t 2643 \t 1 \t 0\n", + "1 \t 9140 \t 2643 \t 3 \t 1211 \t 0 \t 1\n", + "2 \t 2643 \t 1211 \t 2 \t 221 \t 1 \t -4\n", + "3 \t 1211 \t 221 \t 5 \t 106 \t -3 \t 13\n", + "4 \t 221 \t 106 \t 2 \t 9 \t 7 \t -30\n", + "5 \t 106 \t 9 \t 11 \t 7 \t -38 \t 163\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 83 \t -356\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -951 \t 4079\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1034 \t -4435\n", + "\t\t\t\t\t -4053 \t 17384\n", + "GCD(39203, 9140) = 1, with coefficients -4053 and 17384 such that 1 = (-4053)*39203 + (17384)*9140\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9141 \t 4 \t 2639 \t 1 \t 0\n", + "1 \t 9141 \t 2639 \t 3 \t 1224 \t 0 \t 1\n", + "2 \t 2639 \t 1224 \t 2 \t 191 \t 1 \t -4\n", + "3 \t 1224 \t 191 \t 6 \t 78 \t -3 \t 13\n", + "4 \t 191 \t 78 \t 2 \t 35 \t 7 \t -30\n", + "5 \t 78 \t 35 \t 2 \t 8 \t -45 \t 193\n", + "6 \t 35 \t 8 \t 4 \t 3 \t 97 \t -416\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -239 \t 1025\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1053 \t -4516\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2345 \t 10057\n", + "\t\t\t\t\t 3398 \t -14573\n", + "GCD(39203, 9141) = 1, with coefficients 3398 and -14573 such that 1 = (3398)*39203 + (-14573)*9141\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9142 \t 4 \t 2635 \t 1 \t 0\n", + "1 \t 9142 \t 2635 \t 3 \t 1237 \t 0 \t 1\n", + "2 \t 2635 \t 1237 \t 2 \t 161 \t 1 \t -4\n", + "3 \t 1237 \t 161 \t 7 \t 110 \t -3 \t 13\n", + "4 \t 161 \t 110 \t 1 \t 51 \t 7 \t -30\n", + "5 \t 110 \t 51 \t 2 \t 8 \t -52 \t 223\n", + "6 \t 51 \t 8 \t 6 \t 3 \t 59 \t -253\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -170 \t 729\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1079 \t -4627\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2328 \t 9983\n", + "\t\t\t\t\t 3407 \t -14610\n", + "GCD(39203, 9142) = 1, with coefficients 3407 and -14610 such that 1 = (3407)*39203 + (-14610)*9142\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9143 \t 4 \t 2631 \t 1 \t 0\n", + "1 \t 9143 \t 2631 \t 3 \t 1250 \t 0 \t 1\n", + "2 \t 2631 \t 1250 \t 2 \t 131 \t 1 \t -4\n", + "3 \t 1250 \t 131 \t 9 \t 71 \t -3 \t 13\n", + "4 \t 131 \t 71 \t 1 \t 60 \t 7 \t -30\n", + "5 \t 71 \t 60 \t 1 \t 11 \t -66 \t 283\n", + "6 \t 60 \t 11 \t 5 \t 5 \t 73 \t -313\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -139 \t 596\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 768 \t -3293\n", + "\t\t\t\t\t -1675 \t 7182\n", + "GCD(39203, 9143) = 1, with coefficients -1675 and 7182 such that 1 = (-1675)*39203 + (7182)*9143\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9144 \t 4 \t 2627 \t 1 \t 0\n", + "1 \t 9144 \t 2627 \t 3 \t 1263 \t 0 \t 1\n", + "2 \t 2627 \t 1263 \t 2 \t 101 \t 1 \t -4\n", + "3 \t 1263 \t 101 \t 12 \t 51 \t -3 \t 13\n", + "4 \t 101 \t 51 \t 1 \t 50 \t 7 \t -30\n", + "5 \t 51 \t 50 \t 1 \t 1 \t -87 \t 373\n", + "6 \t 50 \t 1 \t 50 \t 0 \t 94 \t -403\n", + "\t\t\t\t\t -181 \t 776\n", + "GCD(39203, 9144) = 1, with coefficients -181 and 776 such that 1 = (-181)*39203 + (776)*9144\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9145 \t 4 \t 2623 \t 1 \t 0\n", + "1 \t 9145 \t 2623 \t 3 \t 1276 \t 0 \t 1\n", + "2 \t 2623 \t 1276 \t 2 \t 71 \t 1 \t -4\n", + "3 \t 1276 \t 71 \t 17 \t 69 \t -3 \t 13\n", + "4 \t 71 \t 69 \t 1 \t 2 \t 7 \t -30\n", + "5 \t 69 \t 2 \t 34 \t 1 \t -122 \t 523\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 129 \t -553\n", + "\t\t\t\t\t -4508 \t 19325\n", + "GCD(39203, 9145) = 1, with coefficients -4508 and 19325 such that 1 = (-4508)*39203 + (19325)*9145\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9146 \t 4 \t 2619 \t 1 \t 0\n", + "1 \t 9146 \t 2619 \t 3 \t 1289 \t 0 \t 1\n", + "2 \t 2619 \t 1289 \t 2 \t 41 \t 1 \t -4\n", + "3 \t 1289 \t 41 \t 31 \t 18 \t -3 \t 13\n", + "4 \t 41 \t 18 \t 2 \t 5 \t 7 \t -30\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -220 \t 943\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 447 \t -1916\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1561 \t 6691\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2008 \t -8607\n", + "\t\t\t\t\t -3569 \t 15298\n", + "GCD(39203, 9146) = 1, with coefficients -3569 and 15298 such that 1 = (-3569)*39203 + (15298)*9146\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9147 \t 4 \t 2615 \t 1 \t 0\n", + "1 \t 9147 \t 2615 \t 3 \t 1302 \t 0 \t 1\n", + "2 \t 2615 \t 1302 \t 2 \t 11 \t 1 \t -4\n", + "3 \t 1302 \t 11 \t 118 \t 4 \t -3 \t 13\n", + "4 \t 11 \t 4 \t 2 \t 3 \t 7 \t -30\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -829 \t 3553\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1665 \t -7136\n", + "\t\t\t\t\t -2494 \t 10689\n", + "GCD(39203, 9147) = 1, with coefficients -2494 and 10689 such that 1 = (-2494)*39203 + (10689)*9147\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9148 \t 4 \t 2611 \t 1 \t 0\n", + "1 \t 9148 \t 2611 \t 3 \t 1315 \t 0 \t 1\n", + "2 \t 2611 \t 1315 \t 1 \t 1296 \t 1 \t -4\n", + "3 \t 1315 \t 1296 \t 1 \t 19 \t -3 \t 13\n", + "4 \t 1296 \t 19 \t 68 \t 4 \t 4 \t -17\n", + "5 \t 19 \t 4 \t 4 \t 3 \t -7 \t 30\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 480 \t -2057\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1927 \t 8258\n", + "\t\t\t\t\t 2407 \t -10315\n", + "GCD(39203, 9148) = 1, with coefficients 2407 and -10315 such that 1 = (2407)*39203 + (-10315)*9148\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9149 \t 4 \t 2607 \t 1 \t 0\n", + "1 \t 9149 \t 2607 \t 3 \t 1328 \t 0 \t 1\n", + "2 \t 2607 \t 1328 \t 1 \t 1279 \t 1 \t -4\n", + "3 \t 1328 \t 1279 \t 1 \t 49 \t -3 \t 13\n", + "4 \t 1279 \t 49 \t 26 \t 5 \t 4 \t -17\n", + "5 \t 49 \t 5 \t 9 \t 4 \t -7 \t 30\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 186 \t -797\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1681 \t 7203\n", + "\t\t\t\t\t 1867 \t -8000\n", + "GCD(39203, 9149) = 1, with coefficients 1867 and -8000 such that 1 = (1867)*39203 + (-8000)*9149\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9150 \t 4 \t 2603 \t 1 \t 0\n", + "1 \t 9150 \t 2603 \t 3 \t 1341 \t 0 \t 1\n", + "2 \t 2603 \t 1341 \t 1 \t 1262 \t 1 \t -4\n", + "3 \t 1341 \t 1262 \t 1 \t 79 \t -3 \t 13\n", + "4 \t 1262 \t 79 \t 15 \t 77 \t 4 \t -17\n", + "5 \t 79 \t 77 \t 1 \t 2 \t -7 \t 30\n", + "6 \t 77 \t 2 \t 38 \t 1 \t 109 \t -467\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -116 \t 497\n", + "\t\t\t\t\t 4517 \t -19353\n", + "GCD(39203, 9150) = 1, with coefficients 4517 and -19353 such that 1 = (4517)*39203 + (-19353)*9150\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9151 \t 4 \t 2599 \t 1 \t 0\n", + "1 \t 9151 \t 2599 \t 3 \t 1354 \t 0 \t 1\n", + "2 \t 2599 \t 1354 \t 1 \t 1245 \t 1 \t -4\n", + "3 \t 1354 \t 1245 \t 1 \t 109 \t -3 \t 13\n", + "4 \t 1245 \t 109 \t 11 \t 46 \t 4 \t -17\n", + "5 \t 109 \t 46 \t 2 \t 17 \t -7 \t 30\n", + "6 \t 46 \t 17 \t 2 \t 12 \t 81 \t -347\n", + "7 \t 17 \t 12 \t 1 \t 5 \t -169 \t 724\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 419 \t -1795\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -588 \t 2519\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1595 \t -6833\n", + "\t\t\t\t\t -3778 \t 16185\n", + "GCD(39203, 9151) = 1, with coefficients -3778 and 16185 such that 1 = (-3778)*39203 + (16185)*9151\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9152 \t 4 \t 2595 \t 1 \t 0\n", + "1 \t 9152 \t 2595 \t 3 \t 1367 \t 0 \t 1\n", + "2 \t 2595 \t 1367 \t 1 \t 1228 \t 1 \t -4\n", + "3 \t 1367 \t 1228 \t 1 \t 139 \t -3 \t 13\n", + "4 \t 1228 \t 139 \t 8 \t 116 \t 4 \t -17\n", + "5 \t 139 \t 116 \t 1 \t 23 \t -7 \t 30\n", + "6 \t 116 \t 23 \t 5 \t 1 \t 60 \t -257\n", + "7 \t 23 \t 1 \t 23 \t 0 \t -67 \t 287\n", + "\t\t\t\t\t 395 \t -1692\n", + "GCD(39203, 9152) = 1, with coefficients 395 and -1692 such that 1 = (395)*39203 + (-1692)*9152\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9153 \t 4 \t 2591 \t 1 \t 0\n", + "1 \t 9153 \t 2591 \t 3 \t 1380 \t 0 \t 1\n", + "2 \t 2591 \t 1380 \t 1 \t 1211 \t 1 \t -4\n", + "3 \t 1380 \t 1211 \t 1 \t 169 \t -3 \t 13\n", + "4 \t 1211 \t 169 \t 7 \t 28 \t 4 \t -17\n", + "5 \t 169 \t 28 \t 6 \t 1 \t -7 \t 30\n", + "6 \t 28 \t 1 \t 28 \t 0 \t 53 \t -227\n", + "\t\t\t\t\t -325 \t 1392\n", + "GCD(39203, 9153) = 1, with coefficients -325 and 1392 such that 1 = (-325)*39203 + (1392)*9153\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9154 \t 4 \t 2587 \t 1 \t 0\n", + "1 \t 9154 \t 2587 \t 3 \t 1393 \t 0 \t 1\n", + "2 \t 2587 \t 1393 \t 1 \t 1194 \t 1 \t -4\n", + "3 \t 1393 \t 1194 \t 1 \t 199 \t -3 \t 13\n", + "4 \t 1194 \t 199 \t 6 \t 0 \t 4 \t -17\n", + "\t\t\t\t\t -7 \t 30\n", + "GCD(39203, 9154) = 199, with coefficients -7 and 30 such that 199 = (-7)*39203 + (30)*9154\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9155 \t 4 \t 2583 \t 1 \t 0\n", + "1 \t 9155 \t 2583 \t 3 \t 1406 \t 0 \t 1\n", + "2 \t 2583 \t 1406 \t 1 \t 1177 \t 1 \t -4\n", + "3 \t 1406 \t 1177 \t 1 \t 229 \t -3 \t 13\n", + "4 \t 1177 \t 229 \t 5 \t 32 \t 4 \t -17\n", + "5 \t 229 \t 32 \t 7 \t 5 \t -7 \t 30\n", + "6 \t 32 \t 5 \t 6 \t 2 \t 39 \t -167\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -280 \t 1199\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1719 \t -7361\n", + "\t\t\t\t\t -3718 \t 15921\n", + "GCD(39203, 9155) = 1, with coefficients -3718 and 15921 such that 1 = (-3718)*39203 + (15921)*9155\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9156 \t 4 \t 2579 \t 1 \t 0\n", + "1 \t 9156 \t 2579 \t 3 \t 1419 \t 0 \t 1\n", + "2 \t 2579 \t 1419 \t 1 \t 1160 \t 1 \t -4\n", + "3 \t 1419 \t 1160 \t 1 \t 259 \t -3 \t 13\n", + "4 \t 1160 \t 259 \t 4 \t 124 \t 4 \t -17\n", + "5 \t 259 \t 124 \t 2 \t 11 \t -7 \t 30\n", + "6 \t 124 \t 11 \t 11 \t 3 \t 32 \t -137\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -71 \t 304\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 813 \t -3481\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2510 \t 10747\n", + "\t\t\t\t\t 3323 \t -14228\n", + "GCD(39203, 9156) = 1, with coefficients 3323 and -14228 such that 1 = (3323)*39203 + (-14228)*9156\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9157 \t 4 \t 2575 \t 1 \t 0\n", + "1 \t 9157 \t 2575 \t 3 \t 1432 \t 0 \t 1\n", + "2 \t 2575 \t 1432 \t 1 \t 1143 \t 1 \t -4\n", + "3 \t 1432 \t 1143 \t 1 \t 289 \t -3 \t 13\n", + "4 \t 1143 \t 289 \t 3 \t 276 \t 4 \t -17\n", + "5 \t 289 \t 276 \t 1 \t 13 \t -7 \t 30\n", + "6 \t 276 \t 13 \t 21 \t 3 \t 25 \t -107\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -32 \t 137\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 697 \t -2984\n", + "\t\t\t\t\t -2820 \t 12073\n", + "GCD(39203, 9157) = 1, with coefficients -2820 and 12073 such that 1 = (-2820)*39203 + (12073)*9157\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9158 \t 4 \t 2571 \t 1 \t 0\n", + "1 \t 9158 \t 2571 \t 3 \t 1445 \t 0 \t 1\n", + "2 \t 2571 \t 1445 \t 1 \t 1126 \t 1 \t -4\n", + "3 \t 1445 \t 1126 \t 1 \t 319 \t -3 \t 13\n", + "4 \t 1126 \t 319 \t 3 \t 169 \t 4 \t -17\n", + "5 \t 319 \t 169 \t 1 \t 150 \t -7 \t 30\n", + "6 \t 169 \t 150 \t 1 \t 19 \t 25 \t -107\n", + "7 \t 150 \t 19 \t 7 \t 17 \t -32 \t 137\n", + "8 \t 19 \t 17 \t 1 \t 2 \t 57 \t -244\n", + "9 \t 17 \t 2 \t 8 \t 1 \t -431 \t 1845\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 488 \t -2089\n", + "\t\t\t\t\t -4335 \t 18557\n", + "GCD(39203, 9158) = 1, with coefficients -4335 and 18557 such that 1 = (-4335)*39203 + (18557)*9158\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9159 \t 4 \t 2567 \t 1 \t 0\n", + "1 \t 9159 \t 2567 \t 3 \t 1458 \t 0 \t 1\n", + "2 \t 2567 \t 1458 \t 1 \t 1109 \t 1 \t -4\n", + "3 \t 1458 \t 1109 \t 1 \t 349 \t -3 \t 13\n", + "4 \t 1109 \t 349 \t 3 \t 62 \t 4 \t -17\n", + "5 \t 349 \t 62 \t 5 \t 39 \t -7 \t 30\n", + "6 \t 62 \t 39 \t 1 \t 23 \t 25 \t -107\n", + "7 \t 39 \t 23 \t 1 \t 16 \t -132 \t 565\n", + "8 \t 23 \t 16 \t 1 \t 7 \t 157 \t -672\n", + "9 \t 16 \t 7 \t 2 \t 2 \t -289 \t 1237\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 446 \t -1909\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1181 \t 5055\n", + "\t\t\t\t\t 3989 \t -17074\n", + "GCD(39203, 9159) = 1, with coefficients 3989 and -17074 such that 1 = (3989)*39203 + (-17074)*9159\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9160 \t 4 \t 2563 \t 1 \t 0\n", + "1 \t 9160 \t 2563 \t 3 \t 1471 \t 0 \t 1\n", + "2 \t 2563 \t 1471 \t 1 \t 1092 \t 1 \t -4\n", + "3 \t 1471 \t 1092 \t 1 \t 379 \t -3 \t 13\n", + "4 \t 1092 \t 379 \t 2 \t 334 \t 4 \t -17\n", + "5 \t 379 \t 334 \t 1 \t 45 \t -7 \t 30\n", + "6 \t 334 \t 45 \t 7 \t 19 \t 18 \t -77\n", + "7 \t 45 \t 19 \t 2 \t 7 \t -25 \t 107\n", + "8 \t 19 \t 7 \t 2 \t 5 \t 193 \t -826\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -411 \t 1759\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 1015 \t -4344\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1426 \t 6103\n", + "\t\t\t\t\t 3867 \t -16550\n", + "GCD(39203, 9160) = 1, with coefficients 3867 and -16550 such that 1 = (3867)*39203 + (-16550)*9160\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9161 \t 4 \t 2559 \t 1 \t 0\n", + "1 \t 9161 \t 2559 \t 3 \t 1484 \t 0 \t 1\n", + "2 \t 2559 \t 1484 \t 1 \t 1075 \t 1 \t -4\n", + "3 \t 1484 \t 1075 \t 1 \t 409 \t -3 \t 13\n", + "4 \t 1075 \t 409 \t 2 \t 257 \t 4 \t -17\n", + "5 \t 409 \t 257 \t 1 \t 152 \t -7 \t 30\n", + "6 \t 257 \t 152 \t 1 \t 105 \t 18 \t -77\n", + "7 \t 152 \t 105 \t 1 \t 47 \t -25 \t 107\n", + "8 \t 105 \t 47 \t 2 \t 11 \t 43 \t -184\n", + "9 \t 47 \t 11 \t 4 \t 3 \t -68 \t 291\n", + "10 \t 11 \t 3 \t 3 \t 2 \t 179 \t -766\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -784 \t 3355\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2531 \t -10831\n", + "\t\t\t\t\t -3315 \t 14186\n", + "GCD(39203, 9161) = 1, with coefficients -3315 and 14186 such that 1 = (-3315)*39203 + (14186)*9161\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9162 \t 4 \t 2555 \t 1 \t 0\n", + "1 \t 9162 \t 2555 \t 3 \t 1497 \t 0 \t 1\n", + "2 \t 2555 \t 1497 \t 1 \t 1058 \t 1 \t -4\n", + "3 \t 1497 \t 1058 \t 1 \t 439 \t -3 \t 13\n", + "4 \t 1058 \t 439 \t 2 \t 180 \t 4 \t -17\n", + "5 \t 439 \t 180 \t 2 \t 79 \t -7 \t 30\n", + "6 \t 180 \t 79 \t 2 \t 22 \t 18 \t -77\n", + "7 \t 79 \t 22 \t 3 \t 13 \t -43 \t 184\n", + "8 \t 22 \t 13 \t 1 \t 9 \t 104 \t -445\n", + "9 \t 13 \t 9 \t 1 \t 4 \t -355 \t 1519\n", + "10 \t 9 \t 4 \t 2 \t 1 \t 459 \t -1964\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -814 \t 3483\n", + "\t\t\t\t\t 2087 \t -8930\n", + "GCD(39203, 9162) = 1, with coefficients 2087 and -8930 such that 1 = (2087)*39203 + (-8930)*9162\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9163 \t 4 \t 2551 \t 1 \t 0\n", + "1 \t 9163 \t 2551 \t 3 \t 1510 \t 0 \t 1\n", + "2 \t 2551 \t 1510 \t 1 \t 1041 \t 1 \t -4\n", + "3 \t 1510 \t 1041 \t 1 \t 469 \t -3 \t 13\n", + "4 \t 1041 \t 469 \t 2 \t 103 \t 4 \t -17\n", + "5 \t 469 \t 103 \t 4 \t 57 \t -7 \t 30\n", + "6 \t 103 \t 57 \t 1 \t 46 \t 18 \t -77\n", + "7 \t 57 \t 46 \t 1 \t 11 \t -79 \t 338\n", + "8 \t 46 \t 11 \t 4 \t 2 \t 97 \t -415\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -176 \t 753\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 801 \t -3427\n", + "\t\t\t\t\t -4181 \t 17888\n", + "GCD(39203, 9163) = 1, with coefficients -4181 and 17888 such that 1 = (-4181)*39203 + (17888)*9163\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9164 \t 4 \t 2547 \t 1 \t 0\n", + "1 \t 9164 \t 2547 \t 3 \t 1523 \t 0 \t 1\n", + "2 \t 2547 \t 1523 \t 1 \t 1024 \t 1 \t -4\n", + "3 \t 1523 \t 1024 \t 1 \t 499 \t -3 \t 13\n", + "4 \t 1024 \t 499 \t 2 \t 26 \t 4 \t -17\n", + "5 \t 499 \t 26 \t 19 \t 5 \t -7 \t 30\n", + "6 \t 26 \t 5 \t 5 \t 1 \t 18 \t -77\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -349 \t 1493\n", + "\t\t\t\t\t 1763 \t -7542\n", + "GCD(39203, 9164) = 1, with coefficients 1763 and -7542 such that 1 = (1763)*39203 + (-7542)*9164\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9165 \t 4 \t 2543 \t 1 \t 0\n", + "1 \t 9165 \t 2543 \t 3 \t 1536 \t 0 \t 1\n", + "2 \t 2543 \t 1536 \t 1 \t 1007 \t 1 \t -4\n", + "3 \t 1536 \t 1007 \t 1 \t 529 \t -3 \t 13\n", + "4 \t 1007 \t 529 \t 1 \t 478 \t 4 \t -17\n", + "5 \t 529 \t 478 \t 1 \t 51 \t -7 \t 30\n", + "6 \t 478 \t 51 \t 9 \t 19 \t 11 \t -47\n", + "7 \t 51 \t 19 \t 2 \t 13 \t -18 \t 77\n", + "8 \t 19 \t 13 \t 1 \t 6 \t 173 \t -740\n", + "9 \t 13 \t 6 \t 2 \t 1 \t -364 \t 1557\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 537 \t -2297\n", + "\t\t\t\t\t -1438 \t 6151\n", + "GCD(39203, 9165) = 1, with coefficients -1438 and 6151 such that 1 = (-1438)*39203 + (6151)*9165\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9166 \t 4 \t 2539 \t 1 \t 0\n", + "1 \t 9166 \t 2539 \t 3 \t 1549 \t 0 \t 1\n", + "2 \t 2539 \t 1549 \t 1 \t 990 \t 1 \t -4\n", + "3 \t 1549 \t 990 \t 1 \t 559 \t -3 \t 13\n", + "4 \t 990 \t 559 \t 1 \t 431 \t 4 \t -17\n", + "5 \t 559 \t 431 \t 1 \t 128 \t -7 \t 30\n", + "6 \t 431 \t 128 \t 3 \t 47 \t 11 \t -47\n", + "7 \t 128 \t 47 \t 2 \t 34 \t -18 \t 77\n", + "8 \t 47 \t 34 \t 1 \t 13 \t 65 \t -278\n", + "9 \t 34 \t 13 \t 2 \t 8 \t -148 \t 633\n", + "10 \t 13 \t 8 \t 1 \t 5 \t 213 \t -911\n", + "11 \t 8 \t 5 \t 1 \t 3 \t -574 \t 2455\n", + "12 \t 5 \t 3 \t 1 \t 2 \t 787 \t -3366\n", + "13 \t 3 \t 2 \t 1 \t 1 \t -1361 \t 5821\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 2148 \t -9187\n", + "\t\t\t\t\t -3509 \t 15008\n", + "GCD(39203, 9166) = 1, with coefficients -3509 and 15008 such that 1 = (-3509)*39203 + (15008)*9166\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9167 \t 4 \t 2535 \t 1 \t 0\n", + "1 \t 9167 \t 2535 \t 3 \t 1562 \t 0 \t 1\n", + "2 \t 2535 \t 1562 \t 1 \t 973 \t 1 \t -4\n", + "3 \t 1562 \t 973 \t 1 \t 589 \t -3 \t 13\n", + "4 \t 973 \t 589 \t 1 \t 384 \t 4 \t -17\n", + "5 \t 589 \t 384 \t 1 \t 205 \t -7 \t 30\n", + "6 \t 384 \t 205 \t 1 \t 179 \t 11 \t -47\n", + "7 \t 205 \t 179 \t 1 \t 26 \t -18 \t 77\n", + "8 \t 179 \t 26 \t 6 \t 23 \t 29 \t -124\n", + "9 \t 26 \t 23 \t 1 \t 3 \t -47 \t 201\n", + "10 \t 23 \t 3 \t 7 \t 2 \t 311 \t -1330\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -358 \t 1531\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2817 \t -12047\n", + "\t\t\t\t\t -3175 \t 13578\n", + "GCD(39203, 9167) = 1, with coefficients -3175 and 13578 such that 1 = (-3175)*39203 + (13578)*9167\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9168 \t 4 \t 2531 \t 1 \t 0\n", + "1 \t 9168 \t 2531 \t 3 \t 1575 \t 0 \t 1\n", + "2 \t 2531 \t 1575 \t 1 \t 956 \t 1 \t -4\n", + "3 \t 1575 \t 956 \t 1 \t 619 \t -3 \t 13\n", + "4 \t 956 \t 619 \t 1 \t 337 \t 4 \t -17\n", + "5 \t 619 \t 337 \t 1 \t 282 \t -7 \t 30\n", + "6 \t 337 \t 282 \t 1 \t 55 \t 11 \t -47\n", + "7 \t 282 \t 55 \t 5 \t 7 \t -18 \t 77\n", + "8 \t 55 \t 7 \t 7 \t 6 \t 29 \t -124\n", + "9 \t 7 \t 6 \t 1 \t 1 \t -163 \t 697\n", + "10 \t 6 \t 1 \t 6 \t 0 \t 1170 \t -5003\n", + "\t\t\t\t\t -1333 \t 5700\n", + "GCD(39203, 9168) = 1, with coefficients -1333 and 5700 such that 1 = (-1333)*39203 + (5700)*9168\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9169 \t 4 \t 2527 \t 1 \t 0\n", + "1 \t 9169 \t 2527 \t 3 \t 1588 \t 0 \t 1\n", + "2 \t 2527 \t 1588 \t 1 \t 939 \t 1 \t -4\n", + "3 \t 1588 \t 939 \t 1 \t 649 \t -3 \t 13\n", + "4 \t 939 \t 649 \t 1 \t 290 \t 4 \t -17\n", + "5 \t 649 \t 290 \t 2 \t 69 \t -7 \t 30\n", + "6 \t 290 \t 69 \t 4 \t 14 \t 11 \t -47\n", + "7 \t 69 \t 14 \t 4 \t 13 \t -29 \t 124\n", + "8 \t 14 \t 13 \t 1 \t 1 \t 127 \t -543\n", + "9 \t 13 \t 1 \t 13 \t 0 \t -537 \t 2296\n", + "\t\t\t\t\t 664 \t -2839\n", + "GCD(39203, 9169) = 1, with coefficients 664 and -2839 such that 1 = (664)*39203 + (-2839)*9169\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9170 \t 4 \t 2523 \t 1 \t 0\n", + "1 \t 9170 \t 2523 \t 3 \t 1601 \t 0 \t 1\n", + "2 \t 2523 \t 1601 \t 1 \t 922 \t 1 \t -4\n", + "3 \t 1601 \t 922 \t 1 \t 679 \t -3 \t 13\n", + "4 \t 922 \t 679 \t 1 \t 243 \t 4 \t -17\n", + "5 \t 679 \t 243 \t 2 \t 193 \t -7 \t 30\n", + "6 \t 243 \t 193 \t 1 \t 50 \t 11 \t -47\n", + "7 \t 193 \t 50 \t 3 \t 43 \t -29 \t 124\n", + "8 \t 50 \t 43 \t 1 \t 7 \t 40 \t -171\n", + "9 \t 43 \t 7 \t 6 \t 1 \t -149 \t 637\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 189 \t -808\n", + "\t\t\t\t\t -1283 \t 5485\n", + "GCD(39203, 9170) = 1, with coefficients -1283 and 5485 such that 1 = (-1283)*39203 + (5485)*9170\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9171 \t 4 \t 2519 \t 1 \t 0\n", + "1 \t 9171 \t 2519 \t 3 \t 1614 \t 0 \t 1\n", + "2 \t 2519 \t 1614 \t 1 \t 905 \t 1 \t -4\n", + "3 \t 1614 \t 905 \t 1 \t 709 \t -3 \t 13\n", + "4 \t 905 \t 709 \t 1 \t 196 \t 4 \t -17\n", + "5 \t 709 \t 196 \t 3 \t 121 \t -7 \t 30\n", + "6 \t 196 \t 121 \t 1 \t 75 \t 11 \t -47\n", + "7 \t 121 \t 75 \t 1 \t 46 \t -40 \t 171\n", + "8 \t 75 \t 46 \t 1 \t 29 \t 51 \t -218\n", + "9 \t 46 \t 29 \t 1 \t 17 \t -91 \t 389\n", + "10 \t 29 \t 17 \t 1 \t 12 \t 142 \t -607\n", + "11 \t 17 \t 12 \t 1 \t 5 \t -233 \t 996\n", + "12 \t 12 \t 5 \t 2 \t 2 \t 375 \t -1603\n", + "13 \t 5 \t 2 \t 2 \t 1 \t -608 \t 2599\n", + "14 \t 2 \t 1 \t 2 \t 0 \t 1591 \t -6801\n", + "\t\t\t\t\t -3790 \t 16201\n", + "GCD(39203, 9171) = 1, with coefficients -3790 and 16201 such that 1 = (-3790)*39203 + (16201)*9171\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9172 \t 4 \t 2515 \t 1 \t 0\n", + "1 \t 9172 \t 2515 \t 3 \t 1627 \t 0 \t 1\n", + "2 \t 2515 \t 1627 \t 1 \t 888 \t 1 \t -4\n", + "3 \t 1627 \t 888 \t 1 \t 739 \t -3 \t 13\n", + "4 \t 888 \t 739 \t 1 \t 149 \t 4 \t -17\n", + "5 \t 739 \t 149 \t 4 \t 143 \t -7 \t 30\n", + "6 \t 149 \t 143 \t 1 \t 6 \t 11 \t -47\n", + "7 \t 143 \t 6 \t 23 \t 5 \t -51 \t 218\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 62 \t -265\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1477 \t 6313\n", + "\t\t\t\t\t 1539 \t -6578\n", + "GCD(39203, 9172) = 1, with coefficients 1539 and -6578 such that 1 = (1539)*39203 + (-6578)*9172\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9173 \t 4 \t 2511 \t 1 \t 0\n", + "1 \t 9173 \t 2511 \t 3 \t 1640 \t 0 \t 1\n", + "2 \t 2511 \t 1640 \t 1 \t 871 \t 1 \t -4\n", + "3 \t 1640 \t 871 \t 1 \t 769 \t -3 \t 13\n", + "4 \t 871 \t 769 \t 1 \t 102 \t 4 \t -17\n", + "5 \t 769 \t 102 \t 7 \t 55 \t -7 \t 30\n", + "6 \t 102 \t 55 \t 1 \t 47 \t 11 \t -47\n", + "7 \t 55 \t 47 \t 1 \t 8 \t -84 \t 359\n", + "8 \t 47 \t 8 \t 5 \t 7 \t 95 \t -406\n", + "9 \t 8 \t 7 \t 1 \t 1 \t -179 \t 765\n", + "10 \t 7 \t 1 \t 7 \t 0 \t 990 \t -4231\n", + "\t\t\t\t\t -1169 \t 4996\n", + "GCD(39203, 9173) = 1, with coefficients -1169 and 4996 such that 1 = (-1169)*39203 + (4996)*9173\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9174 \t 4 \t 2507 \t 1 \t 0\n", + "1 \t 9174 \t 2507 \t 3 \t 1653 \t 0 \t 1\n", + "2 \t 2507 \t 1653 \t 1 \t 854 \t 1 \t -4\n", + "3 \t 1653 \t 854 \t 1 \t 799 \t -3 \t 13\n", + "4 \t 854 \t 799 \t 1 \t 55 \t 4 \t -17\n", + "5 \t 799 \t 55 \t 14 \t 29 \t -7 \t 30\n", + "6 \t 55 \t 29 \t 1 \t 26 \t 11 \t -47\n", + "7 \t 29 \t 26 \t 1 \t 3 \t -161 \t 688\n", + "8 \t 26 \t 3 \t 8 \t 2 \t 172 \t -735\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -333 \t 1423\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2836 \t -12119\n", + "\t\t\t\t\t -3169 \t 13542\n", + "GCD(39203, 9174) = 1, with coefficients -3169 and 13542 such that 1 = (-3169)*39203 + (13542)*9174\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9175 \t 4 \t 2503 \t 1 \t 0\n", + "1 \t 9175 \t 2503 \t 3 \t 1666 \t 0 \t 1\n", + "2 \t 2503 \t 1666 \t 1 \t 837 \t 1 \t -4\n", + "3 \t 1666 \t 837 \t 1 \t 829 \t -3 \t 13\n", + "4 \t 837 \t 829 \t 1 \t 8 \t 4 \t -17\n", + "5 \t 829 \t 8 \t 103 \t 5 \t -7 \t 30\n", + "6 \t 8 \t 5 \t 1 \t 3 \t 11 \t -47\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -1140 \t 4871\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1151 \t -4918\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2291 \t 9789\n", + "\t\t\t\t\t 3442 \t -14707\n", + "GCD(39203, 9175) = 1, with coefficients 3442 and -14707 such that 1 = (3442)*39203 + (-14707)*9175\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9176 \t 4 \t 2499 \t 1 \t 0\n", + "1 \t 9176 \t 2499 \t 3 \t 1679 \t 0 \t 1\n", + "2 \t 2499 \t 1679 \t 1 \t 820 \t 1 \t -4\n", + "3 \t 1679 \t 820 \t 2 \t 39 \t -3 \t 13\n", + "4 \t 820 \t 39 \t 21 \t 1 \t 4 \t -17\n", + "5 \t 39 \t 1 \t 39 \t 0 \t -11 \t 47\n", + "\t\t\t\t\t 235 \t -1004\n", + "GCD(39203, 9176) = 1, with coefficients 235 and -1004 such that 1 = (235)*39203 + (-1004)*9176\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9177 \t 4 \t 2495 \t 1 \t 0\n", + "1 \t 9177 \t 2495 \t 3 \t 1692 \t 0 \t 1\n", + "2 \t 2495 \t 1692 \t 1 \t 803 \t 1 \t -4\n", + "3 \t 1692 \t 803 \t 2 \t 86 \t -3 \t 13\n", + "4 \t 803 \t 86 \t 9 \t 29 \t 4 \t -17\n", + "5 \t 86 \t 29 \t 2 \t 28 \t -11 \t 47\n", + "6 \t 29 \t 28 \t 1 \t 1 \t 103 \t -440\n", + "7 \t 28 \t 1 \t 28 \t 0 \t -217 \t 927\n", + "\t\t\t\t\t 320 \t -1367\n", + "GCD(39203, 9177) = 1, with coefficients 320 and -1367 such that 1 = (320)*39203 + (-1367)*9177\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9178 \t 4 \t 2491 \t 1 \t 0\n", + "1 \t 9178 \t 2491 \t 3 \t 1705 \t 0 \t 1\n", + "2 \t 2491 \t 1705 \t 1 \t 786 \t 1 \t -4\n", + "3 \t 1705 \t 786 \t 2 \t 133 \t -3 \t 13\n", + "4 \t 786 \t 133 \t 5 \t 121 \t 4 \t -17\n", + "5 \t 133 \t 121 \t 1 \t 12 \t -11 \t 47\n", + "6 \t 121 \t 12 \t 10 \t 1 \t 59 \t -252\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -70 \t 299\n", + "\t\t\t\t\t 759 \t -3242\n", + "GCD(39203, 9178) = 1, with coefficients 759 and -3242 such that 1 = (759)*39203 + (-3242)*9178\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9179 \t 4 \t 2487 \t 1 \t 0\n", + "1 \t 9179 \t 2487 \t 3 \t 1718 \t 0 \t 1\n", + "2 \t 2487 \t 1718 \t 1 \t 769 \t 1 \t -4\n", + "3 \t 1718 \t 769 \t 2 \t 180 \t -3 \t 13\n", + "4 \t 769 \t 180 \t 4 \t 49 \t 4 \t -17\n", + "5 \t 180 \t 49 \t 3 \t 33 \t -11 \t 47\n", + "6 \t 49 \t 33 \t 1 \t 16 \t 48 \t -205\n", + "7 \t 33 \t 16 \t 2 \t 1 \t -155 \t 662\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 203 \t -867\n", + "\t\t\t\t\t -561 \t 2396\n", + "GCD(39203, 9179) = 1, with coefficients -561 and 2396 such that 1 = (-561)*39203 + (2396)*9179\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9180 \t 4 \t 2483 \t 1 \t 0\n", + "1 \t 9180 \t 2483 \t 3 \t 1731 \t 0 \t 1\n", + "2 \t 2483 \t 1731 \t 1 \t 752 \t 1 \t -4\n", + "3 \t 1731 \t 752 \t 2 \t 227 \t -3 \t 13\n", + "4 \t 752 \t 227 \t 3 \t 71 \t 4 \t -17\n", + "5 \t 227 \t 71 \t 3 \t 14 \t -11 \t 47\n", + "6 \t 71 \t 14 \t 5 \t 1 \t 37 \t -158\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -122 \t 521\n", + "\t\t\t\t\t 647 \t -2763\n", + "GCD(39203, 9180) = 1, with coefficients 647 and -2763 such that 1 = (647)*39203 + (-2763)*9180\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9181 \t 4 \t 2479 \t 1 \t 0\n", + "1 \t 9181 \t 2479 \t 3 \t 1744 \t 0 \t 1\n", + "2 \t 2479 \t 1744 \t 1 \t 735 \t 1 \t -4\n", + "3 \t 1744 \t 735 \t 2 \t 274 \t -3 \t 13\n", + "4 \t 735 \t 274 \t 2 \t 187 \t 4 \t -17\n", + "5 \t 274 \t 187 \t 1 \t 87 \t -11 \t 47\n", + "6 \t 187 \t 87 \t 2 \t 13 \t 26 \t -111\n", + "7 \t 87 \t 13 \t 6 \t 9 \t -37 \t 158\n", + "8 \t 13 \t 9 \t 1 \t 4 \t 100 \t -427\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -637 \t 2720\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 737 \t -3147\n", + "\t\t\t\t\t -2111 \t 9014\n", + "GCD(39203, 9181) = 1, with coefficients -2111 and 9014 such that 1 = (-2111)*39203 + (9014)*9181\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9182 \t 4 \t 2475 \t 1 \t 0\n", + "1 \t 9182 \t 2475 \t 3 \t 1757 \t 0 \t 1\n", + "2 \t 2475 \t 1757 \t 1 \t 718 \t 1 \t -4\n", + "3 \t 1757 \t 718 \t 2 \t 321 \t -3 \t 13\n", + "4 \t 718 \t 321 \t 2 \t 76 \t 4 \t -17\n", + "5 \t 321 \t 76 \t 4 \t 17 \t -11 \t 47\n", + "6 \t 76 \t 17 \t 4 \t 8 \t 26 \t -111\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -115 \t 491\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 486 \t -2075\n", + "\t\t\t\t\t -1087 \t 4641\n", + "GCD(39203, 9182) = 1, with coefficients -1087 and 4641 such that 1 = (-1087)*39203 + (4641)*9182\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9183 \t 4 \t 2471 \t 1 \t 0\n", + "1 \t 9183 \t 2471 \t 3 \t 1770 \t 0 \t 1\n", + "2 \t 2471 \t 1770 \t 1 \t 701 \t 1 \t -4\n", + "3 \t 1770 \t 701 \t 2 \t 368 \t -3 \t 13\n", + "4 \t 701 \t 368 \t 1 \t 333 \t 4 \t -17\n", + "5 \t 368 \t 333 \t 1 \t 35 \t -11 \t 47\n", + "6 \t 333 \t 35 \t 9 \t 18 \t 15 \t -64\n", + "7 \t 35 \t 18 \t 1 \t 17 \t -26 \t 111\n", + "8 \t 18 \t 17 \t 1 \t 1 \t 249 \t -1063\n", + "9 \t 17 \t 1 \t 17 \t 0 \t -275 \t 1174\n", + "\t\t\t\t\t 524 \t -2237\n", + "GCD(39203, 9183) = 1, with coefficients 524 and -2237 such that 1 = (524)*39203 + (-2237)*9183\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9184 \t 4 \t 2467 \t 1 \t 0\n", + "1 \t 9184 \t 2467 \t 3 \t 1783 \t 0 \t 1\n", + "2 \t 2467 \t 1783 \t 1 \t 684 \t 1 \t -4\n", + "3 \t 1783 \t 684 \t 2 \t 415 \t -3 \t 13\n", + "4 \t 684 \t 415 \t 1 \t 269 \t 4 \t -17\n", + "5 \t 415 \t 269 \t 1 \t 146 \t -11 \t 47\n", + "6 \t 269 \t 146 \t 1 \t 123 \t 15 \t -64\n", + "7 \t 146 \t 123 \t 1 \t 23 \t -26 \t 111\n", + "8 \t 123 \t 23 \t 5 \t 8 \t 41 \t -175\n", + "9 \t 23 \t 8 \t 2 \t 7 \t -67 \t 286\n", + "10 \t 8 \t 7 \t 1 \t 1 \t 376 \t -1605\n", + "11 \t 7 \t 1 \t 7 \t 0 \t -819 \t 3496\n", + "\t\t\t\t\t 1195 \t -5101\n", + "GCD(39203, 9184) = 1, with coefficients 1195 and -5101 such that 1 = (1195)*39203 + (-5101)*9184\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9185 \t 4 \t 2463 \t 1 \t 0\n", + "1 \t 9185 \t 2463 \t 3 \t 1796 \t 0 \t 1\n", + "2 \t 2463 \t 1796 \t 1 \t 667 \t 1 \t -4\n", + "3 \t 1796 \t 667 \t 2 \t 462 \t -3 \t 13\n", + "4 \t 667 \t 462 \t 1 \t 205 \t 4 \t -17\n", + "5 \t 462 \t 205 \t 2 \t 52 \t -11 \t 47\n", + "6 \t 205 \t 52 \t 3 \t 49 \t 15 \t -64\n", + "7 \t 52 \t 49 \t 1 \t 3 \t -41 \t 175\n", + "8 \t 49 \t 3 \t 16 \t 1 \t 138 \t -589\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -179 \t 764\n", + "\t\t\t\t\t 3002 \t -12813\n", + "GCD(39203, 9185) = 1, with coefficients 3002 and -12813 such that 1 = (3002)*39203 + (-12813)*9185\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9186 \t 4 \t 2459 \t 1 \t 0\n", + "1 \t 9186 \t 2459 \t 3 \t 1809 \t 0 \t 1\n", + "2 \t 2459 \t 1809 \t 1 \t 650 \t 1 \t -4\n", + "3 \t 1809 \t 650 \t 2 \t 509 \t -3 \t 13\n", + "4 \t 650 \t 509 \t 1 \t 141 \t 4 \t -17\n", + "5 \t 509 \t 141 \t 3 \t 86 \t -11 \t 47\n", + "6 \t 141 \t 86 \t 1 \t 55 \t 15 \t -64\n", + "7 \t 86 \t 55 \t 1 \t 31 \t -56 \t 239\n", + "8 \t 55 \t 31 \t 1 \t 24 \t 71 \t -303\n", + "9 \t 31 \t 24 \t 1 \t 7 \t -127 \t 542\n", + "10 \t 24 \t 7 \t 3 \t 3 \t 198 \t -845\n", + "11 \t 7 \t 3 \t 2 \t 1 \t -325 \t 1387\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1173 \t -5006\n", + "\t\t\t\t\t -2671 \t 11399\n", + "GCD(39203, 9186) = 1, with coefficients -2671 and 11399 such that 1 = (-2671)*39203 + (11399)*9186\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9187 \t 4 \t 2455 \t 1 \t 0\n", + "1 \t 9187 \t 2455 \t 3 \t 1822 \t 0 \t 1\n", + "2 \t 2455 \t 1822 \t 1 \t 633 \t 1 \t -4\n", + "3 \t 1822 \t 633 \t 2 \t 556 \t -3 \t 13\n", + "4 \t 633 \t 556 \t 1 \t 77 \t 4 \t -17\n", + "5 \t 556 \t 77 \t 7 \t 17 \t -11 \t 47\n", + "6 \t 77 \t 17 \t 4 \t 9 \t 15 \t -64\n", + "7 \t 17 \t 9 \t 1 \t 8 \t -116 \t 495\n", + "8 \t 9 \t 8 \t 1 \t 1 \t 479 \t -2044\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -595 \t 2539\n", + "\t\t\t\t\t 1074 \t -4583\n", + "GCD(39203, 9187) = 1, with coefficients 1074 and -4583 such that 1 = (1074)*39203 + (-4583)*9187\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9188 \t 4 \t 2451 \t 1 \t 0\n", + "1 \t 9188 \t 2451 \t 3 \t 1835 \t 0 \t 1\n", + "2 \t 2451 \t 1835 \t 1 \t 616 \t 1 \t -4\n", + "3 \t 1835 \t 616 \t 2 \t 603 \t -3 \t 13\n", + "4 \t 616 \t 603 \t 1 \t 13 \t 4 \t -17\n", + "5 \t 603 \t 13 \t 46 \t 5 \t -11 \t 47\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 15 \t -64\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -701 \t 2991\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1417 \t -6046\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2118 \t 9037\n", + "\t\t\t\t\t 3535 \t -15083\n", + "GCD(39203, 9188) = 1, with coefficients 3535 and -15083 such that 1 = (3535)*39203 + (-15083)*9188\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9189 \t 4 \t 2447 \t 1 \t 0\n", + "1 \t 9189 \t 2447 \t 3 \t 1848 \t 0 \t 1\n", + "2 \t 2447 \t 1848 \t 1 \t 599 \t 1 \t -4\n", + "3 \t 1848 \t 599 \t 3 \t 51 \t -3 \t 13\n", + "4 \t 599 \t 51 \t 11 \t 38 \t 4 \t -17\n", + "5 \t 51 \t 38 \t 1 \t 13 \t -15 \t 64\n", + "6 \t 38 \t 13 \t 2 \t 12 \t 169 \t -721\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -184 \t 785\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 537 \t -2291\n", + "\t\t\t\t\t -721 \t 3076\n", + "GCD(39203, 9189) = 1, with coefficients -721 and 3076 such that 1 = (-721)*39203 + (3076)*9189\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9190 \t 4 \t 2443 \t 1 \t 0\n", + "1 \t 9190 \t 2443 \t 3 \t 1861 \t 0 \t 1\n", + "2 \t 2443 \t 1861 \t 1 \t 582 \t 1 \t -4\n", + "3 \t 1861 \t 582 \t 3 \t 115 \t -3 \t 13\n", + "4 \t 582 \t 115 \t 5 \t 7 \t 4 \t -17\n", + "5 \t 115 \t 7 \t 16 \t 3 \t -15 \t 64\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 79 \t -337\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1279 \t 5456\n", + "\t\t\t\t\t 2637 \t -11249\n", + "GCD(39203, 9190) = 1, with coefficients 2637 and -11249 such that 1 = (2637)*39203 + (-11249)*9190\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9191 \t 4 \t 2439 \t 1 \t 0\n", + "1 \t 9191 \t 2439 \t 3 \t 1874 \t 0 \t 1\n", + "2 \t 2439 \t 1874 \t 1 \t 565 \t 1 \t -4\n", + "3 \t 1874 \t 565 \t 3 \t 179 \t -3 \t 13\n", + "4 \t 565 \t 179 \t 3 \t 28 \t 4 \t -17\n", + "5 \t 179 \t 28 \t 6 \t 11 \t -15 \t 64\n", + "6 \t 28 \t 11 \t 2 \t 6 \t 49 \t -209\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -309 \t 1318\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 667 \t -2845\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -976 \t 4163\n", + "\t\t\t\t\t 1643 \t -7008\n", + "GCD(39203, 9191) = 1, with coefficients 1643 and -7008 such that 1 = (1643)*39203 + (-7008)*9191\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9192 \t 4 \t 2435 \t 1 \t 0\n", + "1 \t 9192 \t 2435 \t 3 \t 1887 \t 0 \t 1\n", + "2 \t 2435 \t 1887 \t 1 \t 548 \t 1 \t -4\n", + "3 \t 1887 \t 548 \t 3 \t 243 \t -3 \t 13\n", + "4 \t 548 \t 243 \t 2 \t 62 \t 4 \t -17\n", + "5 \t 243 \t 62 \t 3 \t 57 \t -15 \t 64\n", + "6 \t 62 \t 57 \t 1 \t 5 \t 34 \t -145\n", + "7 \t 57 \t 5 \t 11 \t 2 \t -117 \t 499\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 151 \t -644\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1778 \t 7583\n", + "\t\t\t\t\t 3707 \t -15810\n", + "GCD(39203, 9192) = 1, with coefficients 3707 and -15810 such that 1 = (3707)*39203 + (-15810)*9192\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9193 \t 4 \t 2431 \t 1 \t 0\n", + "1 \t 9193 \t 2431 \t 3 \t 1900 \t 0 \t 1\n", + "2 \t 2431 \t 1900 \t 1 \t 531 \t 1 \t -4\n", + "3 \t 1900 \t 531 \t 3 \t 307 \t -3 \t 13\n", + "4 \t 531 \t 307 \t 1 \t 224 \t 4 \t -17\n", + "5 \t 307 \t 224 \t 1 \t 83 \t -15 \t 64\n", + "6 \t 224 \t 83 \t 2 \t 58 \t 19 \t -81\n", + "7 \t 83 \t 58 \t 1 \t 25 \t -34 \t 145\n", + "8 \t 58 \t 25 \t 2 \t 8 \t 87 \t -371\n", + "9 \t 25 \t 8 \t 3 \t 1 \t -121 \t 516\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 329 \t -1403\n", + "\t\t\t\t\t -1108 \t 4725\n", + "GCD(39203, 9193) = 1, with coefficients -1108 and 4725 such that 1 = (-1108)*39203 + (4725)*9193\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9194 \t 4 \t 2427 \t 1 \t 0\n", + "1 \t 9194 \t 2427 \t 3 \t 1913 \t 0 \t 1\n", + "2 \t 2427 \t 1913 \t 1 \t 514 \t 1 \t -4\n", + "3 \t 1913 \t 514 \t 3 \t 371 \t -3 \t 13\n", + "4 \t 514 \t 371 \t 1 \t 143 \t 4 \t -17\n", + "5 \t 371 \t 143 \t 2 \t 85 \t -15 \t 64\n", + "6 \t 143 \t 85 \t 1 \t 58 \t 19 \t -81\n", + "7 \t 85 \t 58 \t 1 \t 27 \t -53 \t 226\n", + "8 \t 58 \t 27 \t 2 \t 4 \t 72 \t -307\n", + "9 \t 27 \t 4 \t 6 \t 3 \t -125 \t 533\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 322 \t -1373\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -2057 \t 8771\n", + "\t\t\t\t\t 2379 \t -10144\n", + "GCD(39203, 9194) = 1, with coefficients 2379 and -10144 such that 1 = (2379)*39203 + (-10144)*9194\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9195 \t 4 \t 2423 \t 1 \t 0\n", + "1 \t 9195 \t 2423 \t 3 \t 1926 \t 0 \t 1\n", + "2 \t 2423 \t 1926 \t 1 \t 497 \t 1 \t -4\n", + "3 \t 1926 \t 497 \t 3 \t 435 \t -3 \t 13\n", + "4 \t 497 \t 435 \t 1 \t 62 \t 4 \t -17\n", + "5 \t 435 \t 62 \t 7 \t 1 \t -15 \t 64\n", + "6 \t 62 \t 1 \t 62 \t 0 \t 19 \t -81\n", + "\t\t\t\t\t -148 \t 631\n", + "GCD(39203, 9195) = 1, with coefficients -148 and 631 such that 1 = (-148)*39203 + (631)*9195\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9196 \t 4 \t 2419 \t 1 \t 0\n", + "1 \t 9196 \t 2419 \t 3 \t 1939 \t 0 \t 1\n", + "2 \t 2419 \t 1939 \t 1 \t 480 \t 1 \t -4\n", + "3 \t 1939 \t 480 \t 4 \t 19 \t -3 \t 13\n", + "4 \t 480 \t 19 \t 25 \t 5 \t 4 \t -17\n", + "5 \t 19 \t 5 \t 3 \t 4 \t -19 \t 81\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 479 \t -2042\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1456 \t 6207\n", + "\t\t\t\t\t 1935 \t -8249\n", + "GCD(39203, 9196) = 1, with coefficients 1935 and -8249 such that 1 = (1935)*39203 + (-8249)*9196\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9197 \t 4 \t 2415 \t 1 \t 0\n", + "1 \t 9197 \t 2415 \t 3 \t 1952 \t 0 \t 1\n", + "2 \t 2415 \t 1952 \t 1 \t 463 \t 1 \t -4\n", + "3 \t 1952 \t 463 \t 4 \t 100 \t -3 \t 13\n", + "4 \t 463 \t 100 \t 4 \t 63 \t 4 \t -17\n", + "5 \t 100 \t 63 \t 1 \t 37 \t -19 \t 81\n", + "6 \t 63 \t 37 \t 1 \t 26 \t 80 \t -341\n", + "7 \t 37 \t 26 \t 1 \t 11 \t -99 \t 422\n", + "8 \t 26 \t 11 \t 2 \t 4 \t 179 \t -763\n", + "9 \t 11 \t 4 \t 2 \t 3 \t -278 \t 1185\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 735 \t -3133\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1748 \t 7451\n", + "\t\t\t\t\t 2483 \t -10584\n", + "GCD(39203, 9197) = 1, with coefficients 2483 and -10584 such that 1 = (2483)*39203 + (-10584)*9197\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9198 \t 4 \t 2411 \t 1 \t 0\n", + "1 \t 9198 \t 2411 \t 3 \t 1965 \t 0 \t 1\n", + "2 \t 2411 \t 1965 \t 1 \t 446 \t 1 \t -4\n", + "3 \t 1965 \t 446 \t 4 \t 181 \t -3 \t 13\n", + "4 \t 446 \t 181 \t 2 \t 84 \t 4 \t -17\n", + "5 \t 181 \t 84 \t 2 \t 13 \t -19 \t 81\n", + "6 \t 84 \t 13 \t 6 \t 6 \t 42 \t -179\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -103 \t 439\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 660 \t -2813\n", + "\t\t\t\t\t -1423 \t 6065\n", + "GCD(39203, 9198) = 1, with coefficients -1423 and 6065 such that 1 = (-1423)*39203 + (6065)*9198\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9199 \t 4 \t 2407 \t 1 \t 0\n", + "1 \t 9199 \t 2407 \t 3 \t 1978 \t 0 \t 1\n", + "2 \t 2407 \t 1978 \t 1 \t 429 \t 1 \t -4\n", + "3 \t 1978 \t 429 \t 4 \t 262 \t -3 \t 13\n", + "4 \t 429 \t 262 \t 1 \t 167 \t 4 \t -17\n", + "5 \t 262 \t 167 \t 1 \t 95 \t -19 \t 81\n", + "6 \t 167 \t 95 \t 1 \t 72 \t 23 \t -98\n", + "7 \t 95 \t 72 \t 1 \t 23 \t -42 \t 179\n", + "8 \t 72 \t 23 \t 3 \t 3 \t 65 \t -277\n", + "9 \t 23 \t 3 \t 7 \t 2 \t -107 \t 456\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 386 \t -1645\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2809 \t 11971\n", + "\t\t\t\t\t 3195 \t -13616\n", + "GCD(39203, 9199) = 1, with coefficients 3195 and -13616 such that 1 = (3195)*39203 + (-13616)*9199\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9200 \t 4 \t 2403 \t 1 \t 0\n", + "1 \t 9200 \t 2403 \t 3 \t 1991 \t 0 \t 1\n", + "2 \t 2403 \t 1991 \t 1 \t 412 \t 1 \t -4\n", + "3 \t 1991 \t 412 \t 4 \t 343 \t -3 \t 13\n", + "4 \t 412 \t 343 \t 1 \t 69 \t 4 \t -17\n", + "5 \t 343 \t 69 \t 4 \t 67 \t -19 \t 81\n", + "6 \t 69 \t 67 \t 1 \t 2 \t 23 \t -98\n", + "7 \t 67 \t 2 \t 33 \t 1 \t -111 \t 473\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 134 \t -571\n", + "\t\t\t\t\t -4533 \t 19316\n", + "GCD(39203, 9200) = 1, with coefficients -4533 and 19316 such that 1 = (-4533)*39203 + (19316)*9200\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9201 \t 4 \t 2399 \t 1 \t 0\n", + "1 \t 9201 \t 2399 \t 3 \t 2004 \t 0 \t 1\n", + "2 \t 2399 \t 2004 \t 1 \t 395 \t 1 \t -4\n", + "3 \t 2004 \t 395 \t 5 \t 29 \t -3 \t 13\n", + "4 \t 395 \t 29 \t 13 \t 18 \t 4 \t -17\n", + "5 \t 29 \t 18 \t 1 \t 11 \t -23 \t 98\n", + "6 \t 18 \t 11 \t 1 \t 7 \t 303 \t -1291\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -326 \t 1389\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 629 \t -2680\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -955 \t 4069\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1584 \t -6749\n", + "\t\t\t\t\t -2539 \t 10818\n", + "GCD(39203, 9201) = 1, with coefficients -2539 and 10818 such that 1 = (-2539)*39203 + (10818)*9201\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9202 \t 4 \t 2395 \t 1 \t 0\n", + "1 \t 9202 \t 2395 \t 3 \t 2017 \t 0 \t 1\n", + "2 \t 2395 \t 2017 \t 1 \t 378 \t 1 \t -4\n", + "3 \t 2017 \t 378 \t 5 \t 127 \t -3 \t 13\n", + "4 \t 378 \t 127 \t 2 \t 124 \t 4 \t -17\n", + "5 \t 127 \t 124 \t 1 \t 3 \t -23 \t 98\n", + "6 \t 124 \t 3 \t 41 \t 1 \t 50 \t -213\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -73 \t 311\n", + "\t\t\t\t\t 3043 \t -12964\n", + "GCD(39203, 9202) = 1, with coefficients 3043 and -12964 such that 1 = (3043)*39203 + (-12964)*9202\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9203 \t 4 \t 2391 \t 1 \t 0\n", + "1 \t 9203 \t 2391 \t 3 \t 2030 \t 0 \t 1\n", + "2 \t 2391 \t 2030 \t 1 \t 361 \t 1 \t -4\n", + "3 \t 2030 \t 361 \t 5 \t 225 \t -3 \t 13\n", + "4 \t 361 \t 225 \t 1 \t 136 \t 4 \t -17\n", + "5 \t 225 \t 136 \t 1 \t 89 \t -23 \t 98\n", + "6 \t 136 \t 89 \t 1 \t 47 \t 27 \t -115\n", + "7 \t 89 \t 47 \t 1 \t 42 \t -50 \t 213\n", + "8 \t 47 \t 42 \t 1 \t 5 \t 77 \t -328\n", + "9 \t 42 \t 5 \t 8 \t 2 \t -127 \t 541\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 204 \t -869\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1759 \t 7493\n", + "\t\t\t\t\t 3722 \t -15855\n", + "GCD(39203, 9203) = 1, with coefficients 3722 and -15855 such that 1 = (3722)*39203 + (-15855)*9203\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9204 \t 4 \t 2387 \t 1 \t 0\n", + "1 \t 9204 \t 2387 \t 3 \t 2043 \t 0 \t 1\n", + "2 \t 2387 \t 2043 \t 1 \t 344 \t 1 \t -4\n", + "3 \t 2043 \t 344 \t 5 \t 323 \t -3 \t 13\n", + "4 \t 344 \t 323 \t 1 \t 21 \t 4 \t -17\n", + "5 \t 323 \t 21 \t 15 \t 8 \t -23 \t 98\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 27 \t -115\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -428 \t 1823\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 883 \t -3761\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1311 \t 5584\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2194 \t -9345\n", + "\t\t\t\t\t -3505 \t 14929\n", + "GCD(39203, 9204) = 1, with coefficients -3505 and 14929 such that 1 = (-3505)*39203 + (14929)*9204\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9205 \t 4 \t 2383 \t 1 \t 0\n", + "1 \t 9205 \t 2383 \t 3 \t 2056 \t 0 \t 1\n", + "2 \t 2383 \t 2056 \t 1 \t 327 \t 1 \t -4\n", + "3 \t 2056 \t 327 \t 6 \t 94 \t -3 \t 13\n", + "4 \t 327 \t 94 \t 3 \t 45 \t 4 \t -17\n", + "5 \t 94 \t 45 \t 2 \t 4 \t -27 \t 115\n", + "6 \t 45 \t 4 \t 11 \t 1 \t 85 \t -362\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -197 \t 839\n", + "\t\t\t\t\t 2252 \t -9591\n", + "GCD(39203, 9205) = 1, with coefficients 2252 and -9591 such that 1 = (2252)*39203 + (-9591)*9205\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9206 \t 4 \t 2379 \t 1 \t 0\n", + "1 \t 9206 \t 2379 \t 3 \t 2069 \t 0 \t 1\n", + "2 \t 2379 \t 2069 \t 1 \t 310 \t 1 \t -4\n", + "3 \t 2069 \t 310 \t 6 \t 209 \t -3 \t 13\n", + "4 \t 310 \t 209 \t 1 \t 101 \t 4 \t -17\n", + "5 \t 209 \t 101 \t 2 \t 7 \t -27 \t 115\n", + "6 \t 101 \t 7 \t 14 \t 3 \t 31 \t -132\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -89 \t 379\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1277 \t -5438\n", + "\t\t\t\t\t -2643 \t 11255\n", + "GCD(39203, 9206) = 1, with coefficients -2643 and 11255 such that 1 = (-2643)*39203 + (11255)*9206\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9207 \t 4 \t 2375 \t 1 \t 0\n", + "1 \t 9207 \t 2375 \t 3 \t 2082 \t 0 \t 1\n", + "2 \t 2375 \t 2082 \t 1 \t 293 \t 1 \t -4\n", + "3 \t 2082 \t 293 \t 7 \t 31 \t -3 \t 13\n", + "4 \t 293 \t 31 \t 9 \t 14 \t 4 \t -17\n", + "5 \t 31 \t 14 \t 2 \t 3 \t -31 \t 132\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 283 \t -1205\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -597 \t 2542\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2671 \t -11373\n", + "\t\t\t\t\t -3268 \t 13915\n", + "GCD(39203, 9207) = 1, with coefficients -3268 and 13915 such that 1 = (-3268)*39203 + (13915)*9207\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9208 \t 4 \t 2371 \t 1 \t 0\n", + "1 \t 9208 \t 2371 \t 3 \t 2095 \t 0 \t 1\n", + "2 \t 2371 \t 2095 \t 1 \t 276 \t 1 \t -4\n", + "3 \t 2095 \t 276 \t 7 \t 163 \t -3 \t 13\n", + "4 \t 276 \t 163 \t 1 \t 113 \t 4 \t -17\n", + "5 \t 163 \t 113 \t 1 \t 50 \t -31 \t 132\n", + "6 \t 113 \t 50 \t 2 \t 13 \t 35 \t -149\n", + "7 \t 50 \t 13 \t 3 \t 11 \t -66 \t 281\n", + "8 \t 13 \t 11 \t 1 \t 2 \t 167 \t -711\n", + "9 \t 11 \t 2 \t 5 \t 1 \t -567 \t 2414\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 734 \t -3125\n", + "\t\t\t\t\t -4237 \t 18039\n", + "GCD(39203, 9208) = 1, with coefficients -4237 and 18039 such that 1 = (-4237)*39203 + (18039)*9208\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9209 \t 4 \t 2367 \t 1 \t 0\n", + "1 \t 9209 \t 2367 \t 3 \t 2108 \t 0 \t 1\n", + "2 \t 2367 \t 2108 \t 1 \t 259 \t 1 \t -4\n", + "3 \t 2108 \t 259 \t 8 \t 36 \t -3 \t 13\n", + "4 \t 259 \t 36 \t 7 \t 7 \t 4 \t -17\n", + "5 \t 36 \t 7 \t 5 \t 1 \t -35 \t 149\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 249 \t -1060\n", + "\t\t\t\t\t -1280 \t 5449\n", + "GCD(39203, 9209) = 1, with coefficients -1280 and 5449 such that 1 = (-1280)*39203 + (5449)*9209\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9210 \t 4 \t 2363 \t 1 \t 0\n", + "1 \t 9210 \t 2363 \t 3 \t 2121 \t 0 \t 1\n", + "2 \t 2363 \t 2121 \t 1 \t 242 \t 1 \t -4\n", + "3 \t 2121 \t 242 \t 8 \t 185 \t -3 \t 13\n", + "4 \t 242 \t 185 \t 1 \t 57 \t 4 \t -17\n", + "5 \t 185 \t 57 \t 3 \t 14 \t -35 \t 149\n", + "6 \t 57 \t 14 \t 4 \t 1 \t 39 \t -166\n", + "7 \t 14 \t 1 \t 14 \t 0 \t -152 \t 647\n", + "\t\t\t\t\t 647 \t -2754\n", + "GCD(39203, 9210) = 1, with coefficients 647 and -2754 such that 1 = (647)*39203 + (-2754)*9210\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9211 \t 4 \t 2359 \t 1 \t 0\n", + "1 \t 9211 \t 2359 \t 3 \t 2134 \t 0 \t 1\n", + "2 \t 2359 \t 2134 \t 1 \t 225 \t 1 \t -4\n", + "3 \t 2134 \t 225 \t 9 \t 109 \t -3 \t 13\n", + "4 \t 225 \t 109 \t 2 \t 7 \t 4 \t -17\n", + "5 \t 109 \t 7 \t 15 \t 4 \t -39 \t 166\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 82 \t -349\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -1269 \t 5401\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1351 \t -5750\n", + "\t\t\t\t\t -2620 \t 11151\n", + "GCD(39203, 9211) = 1, with coefficients -2620 and 11151 such that 1 = (-2620)*39203 + (11151)*9211\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9212 \t 4 \t 2355 \t 1 \t 0\n", + "1 \t 9212 \t 2355 \t 3 \t 2147 \t 0 \t 1\n", + "2 \t 2355 \t 2147 \t 1 \t 208 \t 1 \t -4\n", + "3 \t 2147 \t 208 \t 10 \t 67 \t -3 \t 13\n", + "4 \t 208 \t 67 \t 3 \t 7 \t 4 \t -17\n", + "5 \t 67 \t 7 \t 9 \t 4 \t -43 \t 183\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 133 \t -566\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -1240 \t 5277\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1373 \t -5843\n", + "\t\t\t\t\t -2613 \t 11120\n", + "GCD(39203, 9212) = 1, with coefficients -2613 and 11120 such that 1 = (-2613)*39203 + (11120)*9212\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9213 \t 4 \t 2351 \t 1 \t 0\n", + "1 \t 9213 \t 2351 \t 3 \t 2160 \t 0 \t 1\n", + "2 \t 2351 \t 2160 \t 1 \t 191 \t 1 \t -4\n", + "3 \t 2160 \t 191 \t 11 \t 59 \t -3 \t 13\n", + "4 \t 191 \t 59 \t 3 \t 14 \t 4 \t -17\n", + "5 \t 59 \t 14 \t 4 \t 3 \t -47 \t 200\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 145 \t -617\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -627 \t 2668\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2653 \t -11289\n", + "\t\t\t\t\t -3280 \t 13957\n", + "GCD(39203, 9213) = 1, with coefficients -3280 and 13957 such that 1 = (-3280)*39203 + (13957)*9213\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9214 \t 4 \t 2347 \t 1 \t 0\n", + "1 \t 9214 \t 2347 \t 3 \t 2173 \t 0 \t 1\n", + "2 \t 2347 \t 2173 \t 1 \t 174 \t 1 \t -4\n", + "3 \t 2173 \t 174 \t 12 \t 85 \t -3 \t 13\n", + "4 \t 174 \t 85 \t 2 \t 4 \t 4 \t -17\n", + "5 \t 85 \t 4 \t 21 \t 1 \t -51 \t 217\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 106 \t -451\n", + "\t\t\t\t\t -2277 \t 9688\n", + "GCD(39203, 9214) = 1, with coefficients -2277 and 9688 such that 1 = (-2277)*39203 + (9688)*9214\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9215 \t 4 \t 2343 \t 1 \t 0\n", + "1 \t 9215 \t 2343 \t 3 \t 2186 \t 0 \t 1\n", + "2 \t 2343 \t 2186 \t 1 \t 157 \t 1 \t -4\n", + "3 \t 2186 \t 157 \t 13 \t 145 \t -3 \t 13\n", + "4 \t 157 \t 145 \t 1 \t 12 \t 4 \t -17\n", + "5 \t 145 \t 12 \t 12 \t 1 \t -55 \t 234\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 59 \t -251\n", + "\t\t\t\t\t -763 \t 3246\n", + "GCD(39203, 9215) = 1, with coefficients -763 and 3246 such that 1 = (-763)*39203 + (3246)*9215\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9216 \t 4 \t 2339 \t 1 \t 0\n", + "1 \t 9216 \t 2339 \t 3 \t 2199 \t 0 \t 1\n", + "2 \t 2339 \t 2199 \t 1 \t 140 \t 1 \t -4\n", + "3 \t 2199 \t 140 \t 15 \t 99 \t -3 \t 13\n", + "4 \t 140 \t 99 \t 1 \t 41 \t 4 \t -17\n", + "5 \t 99 \t 41 \t 2 \t 17 \t -63 \t 268\n", + "6 \t 41 \t 17 \t 2 \t 7 \t 67 \t -285\n", + "7 \t 17 \t 7 \t 2 \t 3 \t -197 \t 838\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 461 \t -1961\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1119 \t 4760\n", + "\t\t\t\t\t 2699 \t -11481\n", + "GCD(39203, 9216) = 1, with coefficients 2699 and -11481 such that 1 = (2699)*39203 + (-11481)*9216\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9217 \t 4 \t 2335 \t 1 \t 0\n", + "1 \t 9217 \t 2335 \t 3 \t 2212 \t 0 \t 1\n", + "2 \t 2335 \t 2212 \t 1 \t 123 \t 1 \t -4\n", + "3 \t 2212 \t 123 \t 17 \t 121 \t -3 \t 13\n", + "4 \t 123 \t 121 \t 1 \t 2 \t 4 \t -17\n", + "5 \t 121 \t 2 \t 60 \t 1 \t -71 \t 302\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 75 \t -319\n", + "\t\t\t\t\t -4571 \t 19442\n", + "GCD(39203, 9217) = 1, with coefficients -4571 and 19442 such that 1 = (-4571)*39203 + (19442)*9217\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9218 \t 4 \t 2331 \t 1 \t 0\n", + "1 \t 9218 \t 2331 \t 3 \t 2225 \t 0 \t 1\n", + "2 \t 2331 \t 2225 \t 1 \t 106 \t 1 \t -4\n", + "3 \t 2225 \t 106 \t 20 \t 105 \t -3 \t 13\n", + "4 \t 106 \t 105 \t 1 \t 1 \t 4 \t -17\n", + "5 \t 105 \t 1 \t 105 \t 0 \t -83 \t 353\n", + "\t\t\t\t\t 87 \t -370\n", + "GCD(39203, 9218) = 1, with coefficients 87 and -370 such that 1 = (87)*39203 + (-370)*9218\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9219 \t 4 \t 2327 \t 1 \t 0\n", + "1 \t 9219 \t 2327 \t 3 \t 2238 \t 0 \t 1\n", + "2 \t 2327 \t 2238 \t 1 \t 89 \t 1 \t -4\n", + "3 \t 2238 \t 89 \t 25 \t 13 \t -3 \t 13\n", + "4 \t 89 \t 13 \t 6 \t 11 \t 4 \t -17\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -103 \t 438\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 622 \t -2645\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -725 \t 3083\n", + "\t\t\t\t\t 4247 \t -18060\n", + "GCD(39203, 9219) = 1, with coefficients 4247 and -18060 such that 1 = (4247)*39203 + (-18060)*9219\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9220 \t 4 \t 2323 \t 1 \t 0\n", + "1 \t 9220 \t 2323 \t 3 \t 2251 \t 0 \t 1\n", + "2 \t 2323 \t 2251 \t 1 \t 72 \t 1 \t -4\n", + "3 \t 2251 \t 72 \t 31 \t 19 \t -3 \t 13\n", + "4 \t 72 \t 19 \t 3 \t 15 \t 4 \t -17\n", + "5 \t 19 \t 15 \t 1 \t 4 \t -127 \t 540\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 385 \t -1637\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -512 \t 2177\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1921 \t -8168\n", + "\t\t\t\t\t -2433 \t 10345\n", + "GCD(39203, 9220) = 1, with coefficients -2433 and 10345 such that 1 = (-2433)*39203 + (10345)*9220\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9221 \t 4 \t 2319 \t 1 \t 0\n", + "1 \t 9221 \t 2319 \t 3 \t 2264 \t 0 \t 1\n", + "2 \t 2319 \t 2264 \t 1 \t 55 \t 1 \t -4\n", + "3 \t 2264 \t 55 \t 41 \t 9 \t -3 \t 13\n", + "4 \t 55 \t 9 \t 6 \t 1 \t 4 \t -17\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -167 \t 710\n", + "\t\t\t\t\t 1006 \t -4277\n", + "GCD(39203, 9221) = 1, with coefficients 1006 and -4277 such that 1 = (1006)*39203 + (-4277)*9221\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9222 \t 4 \t 2315 \t 1 \t 0\n", + "1 \t 9222 \t 2315 \t 3 \t 2277 \t 0 \t 1\n", + "2 \t 2315 \t 2277 \t 1 \t 38 \t 1 \t -4\n", + "3 \t 2277 \t 38 \t 59 \t 35 \t -3 \t 13\n", + "4 \t 38 \t 35 \t 1 \t 3 \t 4 \t -17\n", + "5 \t 35 \t 3 \t 11 \t 2 \t -239 \t 1016\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 243 \t -1033\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2912 \t 12379\n", + "\t\t\t\t\t 3155 \t -13412\n", + "GCD(39203, 9222) = 1, with coefficients 3155 and -13412 such that 1 = (3155)*39203 + (-13412)*9222\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9223 \t 4 \t 2311 \t 1 \t 0\n", + "1 \t 9223 \t 2311 \t 3 \t 2290 \t 0 \t 1\n", + "2 \t 2311 \t 2290 \t 1 \t 21 \t 1 \t -4\n", + "3 \t 2290 \t 21 \t 109 \t 1 \t -3 \t 13\n", + "4 \t 21 \t 1 \t 21 \t 0 \t 4 \t -17\n", + "\t\t\t\t\t -439 \t 1866\n", + "GCD(39203, 9223) = 1, with coefficients -439 and 1866 such that 1 = (-439)*39203 + (1866)*9223\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9224 \t 4 \t 2307 \t 1 \t 0\n", + "1 \t 9224 \t 2307 \t 3 \t 2303 \t 0 \t 1\n", + "2 \t 2307 \t 2303 \t 1 \t 4 \t 1 \t -4\n", + "3 \t 2303 \t 4 \t 575 \t 3 \t -3 \t 13\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 4 \t -17\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -2303 \t 9788\n", + "\t\t\t\t\t 2307 \t -9805\n", + "GCD(39203, 9224) = 1, with coefficients 2307 and -9805 such that 1 = (2307)*39203 + (-9805)*9224\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9225 \t 4 \t 2303 \t 1 \t 0\n", + "1 \t 9225 \t 2303 \t 4 \t 13 \t 0 \t 1\n", + "2 \t 2303 \t 13 \t 177 \t 2 \t 1 \t -4\n", + "3 \t 13 \t 2 \t 6 \t 1 \t -4 \t 17\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 709 \t -3013\n", + "\t\t\t\t\t -4258 \t 18095\n", + "GCD(39203, 9225) = 1, with coefficients -4258 and 18095 such that 1 = (-4258)*39203 + (18095)*9225\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9226 \t 4 \t 2299 \t 1 \t 0\n", + "1 \t 9226 \t 2299 \t 4 \t 30 \t 0 \t 1\n", + "2 \t 2299 \t 30 \t 76 \t 19 \t 1 \t -4\n", + "3 \t 30 \t 19 \t 1 \t 11 \t -4 \t 17\n", + "4 \t 19 \t 11 \t 1 \t 8 \t 305 \t -1296\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -309 \t 1313\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 614 \t -2609\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -923 \t 3922\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2460 \t -10453\n", + "\t\t\t\t\t -3383 \t 14375\n", + "GCD(39203, 9226) = 1, with coefficients -3383 and 14375 such that 1 = (-3383)*39203 + (14375)*9226\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9227 \t 4 \t 2295 \t 1 \t 0\n", + "1 \t 9227 \t 2295 \t 4 \t 47 \t 0 \t 1\n", + "2 \t 2295 \t 47 \t 48 \t 39 \t 1 \t -4\n", + "3 \t 47 \t 39 \t 1 \t 8 \t -4 \t 17\n", + "4 \t 39 \t 8 \t 4 \t 7 \t 193 \t -820\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -197 \t 837\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 981 \t -4168\n", + "\t\t\t\t\t -1178 \t 5005\n", + "GCD(39203, 9227) = 1, with coefficients -1178 and 5005 such that 1 = (-1178)*39203 + (5005)*9227\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9228 \t 4 \t 2291 \t 1 \t 0\n", + "1 \t 9228 \t 2291 \t 4 \t 64 \t 0 \t 1\n", + "2 \t 2291 \t 64 \t 35 \t 51 \t 1 \t -4\n", + "3 \t 64 \t 51 \t 1 \t 13 \t -4 \t 17\n", + "4 \t 51 \t 13 \t 3 \t 12 \t 141 \t -599\n", + "5 \t 13 \t 12 \t 1 \t 1 \t -145 \t 616\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 576 \t -2447\n", + "\t\t\t\t\t -721 \t 3063\n", + "GCD(39203, 9228) = 1, with coefficients -721 and 3063 such that 1 = (-721)*39203 + (3063)*9228\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9229 \t 4 \t 2287 \t 1 \t 0\n", + "1 \t 9229 \t 2287 \t 4 \t 81 \t 0 \t 1\n", + "2 \t 2287 \t 81 \t 28 \t 19 \t 1 \t -4\n", + "3 \t 81 \t 19 \t 4 \t 5 \t -4 \t 17\n", + "4 \t 19 \t 5 \t 3 \t 4 \t 113 \t -480\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -456 \t 1937\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1481 \t -6291\n", + "\t\t\t\t\t -1937 \t 8228\n", + "GCD(39203, 9229) = 1, with coefficients -1937 and 8228 such that 1 = (-1937)*39203 + (8228)*9229\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9230 \t 4 \t 2283 \t 1 \t 0\n", + "1 \t 9230 \t 2283 \t 4 \t 98 \t 0 \t 1\n", + "2 \t 2283 \t 98 \t 23 \t 29 \t 1 \t -4\n", + "3 \t 98 \t 29 \t 3 \t 11 \t -4 \t 17\n", + "4 \t 29 \t 11 \t 2 \t 7 \t 93 \t -395\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -283 \t 1202\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 659 \t -2799\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -942 \t 4001\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1601 \t -6800\n", + "\t\t\t\t\t -2543 \t 10801\n", + "GCD(39203, 9230) = 1, with coefficients -2543 and 10801 such that 1 = (-2543)*39203 + (10801)*9230\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9231 \t 4 \t 2279 \t 1 \t 0\n", + "1 \t 9231 \t 2279 \t 4 \t 115 \t 0 \t 1\n", + "2 \t 2279 \t 115 \t 19 \t 94 \t 1 \t -4\n", + "3 \t 115 \t 94 \t 1 \t 21 \t -4 \t 17\n", + "4 \t 94 \t 21 \t 4 \t 10 \t 77 \t -327\n", + "5 \t 21 \t 10 \t 2 \t 1 \t -81 \t 344\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 401 \t -1703\n", + "\t\t\t\t\t -883 \t 3750\n", + "GCD(39203, 9231) = 1, with coefficients -883 and 3750 such that 1 = (-883)*39203 + (3750)*9231\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9232 \t 4 \t 2275 \t 1 \t 0\n", + "1 \t 9232 \t 2275 \t 4 \t 132 \t 0 \t 1\n", + "2 \t 2275 \t 132 \t 17 \t 31 \t 1 \t -4\n", + "3 \t 132 \t 31 \t 4 \t 8 \t -4 \t 17\n", + "4 \t 31 \t 8 \t 3 \t 7 \t 69 \t -293\n", + "5 \t 8 \t 7 \t 1 \t 1 \t -280 \t 1189\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 909 \t -3860\n", + "\t\t\t\t\t -1189 \t 5049\n", + "GCD(39203, 9232) = 1, with coefficients -1189 and 5049 such that 1 = (-1189)*39203 + (5049)*9232\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9233 \t 4 \t 2271 \t 1 \t 0\n", + "1 \t 9233 \t 2271 \t 4 \t 149 \t 0 \t 1\n", + "2 \t 2271 \t 149 \t 15 \t 36 \t 1 \t -4\n", + "3 \t 149 \t 36 \t 4 \t 5 \t -4 \t 17\n", + "4 \t 36 \t 5 \t 7 \t 1 \t 61 \t -259\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -248 \t 1053\n", + "\t\t\t\t\t 1797 \t -7630\n", + "GCD(39203, 9233) = 1, with coefficients 1797 and -7630 such that 1 = (1797)*39203 + (-7630)*9233\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9234 \t 4 \t 2267 \t 1 \t 0\n", + "1 \t 9234 \t 2267 \t 4 \t 166 \t 0 \t 1\n", + "2 \t 2267 \t 166 \t 13 \t 109 \t 1 \t -4\n", + "3 \t 166 \t 109 \t 1 \t 57 \t -4 \t 17\n", + "4 \t 109 \t 57 \t 1 \t 52 \t 53 \t -225\n", + "5 \t 57 \t 52 \t 1 \t 5 \t -57 \t 242\n", + "6 \t 52 \t 5 \t 10 \t 2 \t 110 \t -467\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -167 \t 709\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1780 \t -7557\n", + "\t\t\t\t\t -3727 \t 15823\n", + "GCD(39203, 9234) = 1, with coefficients -3727 and 15823 such that 1 = (-3727)*39203 + (15823)*9234\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9235 \t 4 \t 2263 \t 1 \t 0\n", + "1 \t 9235 \t 2263 \t 4 \t 183 \t 0 \t 1\n", + "2 \t 2263 \t 183 \t 12 \t 67 \t 1 \t -4\n", + "3 \t 183 \t 67 \t 2 \t 49 \t -4 \t 17\n", + "4 \t 67 \t 49 \t 1 \t 18 \t 49 \t -208\n", + "5 \t 49 \t 18 \t 2 \t 13 \t -102 \t 433\n", + "6 \t 18 \t 13 \t 1 \t 5 \t 151 \t -641\n", + "7 \t 13 \t 5 \t 2 \t 3 \t -404 \t 1715\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 555 \t -2356\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1514 \t 6427\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2069 \t -8783\n", + "\t\t\t\t\t -3583 \t 15210\n", + "GCD(39203, 9235) = 1, with coefficients -3583 and 15210 such that 1 = (-3583)*39203 + (15210)*9235\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9236 \t 4 \t 2259 \t 1 \t 0\n", + "1 \t 9236 \t 2259 \t 4 \t 200 \t 0 \t 1\n", + "2 \t 2259 \t 200 \t 11 \t 59 \t 1 \t -4\n", + "3 \t 200 \t 59 \t 3 \t 23 \t -4 \t 17\n", + "4 \t 59 \t 23 \t 2 \t 13 \t 45 \t -191\n", + "5 \t 23 \t 13 \t 1 \t 10 \t -139 \t 590\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 323 \t -1371\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -462 \t 1961\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 785 \t -3332\n", + "\t\t\t\t\t -2817 \t 11957\n", + "GCD(39203, 9236) = 1, with coefficients -2817 and 11957 such that 1 = (-2817)*39203 + (11957)*9236\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9237 \t 4 \t 2255 \t 1 \t 0\n", + "1 \t 9237 \t 2255 \t 4 \t 217 \t 0 \t 1\n", + "2 \t 2255 \t 217 \t 10 \t 85 \t 1 \t -4\n", + "3 \t 217 \t 85 \t 2 \t 47 \t -4 \t 17\n", + "4 \t 85 \t 47 \t 1 \t 38 \t 41 \t -174\n", + "5 \t 47 \t 38 \t 1 \t 9 \t -86 \t 365\n", + "6 \t 38 \t 9 \t 4 \t 2 \t 127 \t -539\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -213 \t 904\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 979 \t -4155\n", + "\t\t\t\t\t -4129 \t 17524\n", + "GCD(39203, 9237) = 1, with coefficients -4129 and 17524 such that 1 = (-4129)*39203 + (17524)*9237\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9238 \t 4 \t 2251 \t 1 \t 0\n", + "1 \t 9238 \t 2251 \t 4 \t 234 \t 0 \t 1\n", + "2 \t 2251 \t 234 \t 9 \t 145 \t 1 \t -4\n", + "3 \t 234 \t 145 \t 1 \t 89 \t -4 \t 17\n", + "4 \t 145 \t 89 \t 1 \t 56 \t 37 \t -157\n", + "5 \t 89 \t 56 \t 1 \t 33 \t -41 \t 174\n", + "6 \t 56 \t 33 \t 1 \t 23 \t 78 \t -331\n", + "7 \t 33 \t 23 \t 1 \t 10 \t -119 \t 505\n", + "8 \t 23 \t 10 \t 2 \t 3 \t 197 \t -836\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -316 \t 1341\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 829 \t -3518\n", + "\t\t\t\t\t -2803 \t 11895\n", + "GCD(39203, 9238) = 1, with coefficients -2803 and 11895 such that 1 = (-2803)*39203 + (11895)*9238\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9239 \t 4 \t 2247 \t 1 \t 0\n", + "1 \t 9239 \t 2247 \t 4 \t 251 \t 0 \t 1\n", + "2 \t 2247 \t 251 \t 8 \t 239 \t 1 \t -4\n", + "3 \t 251 \t 239 \t 1 \t 12 \t -4 \t 17\n", + "4 \t 239 \t 12 \t 19 \t 11 \t 33 \t -140\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -37 \t 157\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 736 \t -3123\n", + "\t\t\t\t\t -773 \t 3280\n", + "GCD(39203, 9239) = 1, with coefficients -773 and 3280 such that 1 = (-773)*39203 + (3280)*9239\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9240 \t 4 \t 2243 \t 1 \t 0\n", + "1 \t 9240 \t 2243 \t 4 \t 268 \t 0 \t 1\n", + "2 \t 2243 \t 268 \t 8 \t 99 \t 1 \t -4\n", + "3 \t 268 \t 99 \t 2 \t 70 \t -4 \t 17\n", + "4 \t 99 \t 70 \t 1 \t 29 \t 33 \t -140\n", + "5 \t 70 \t 29 \t 2 \t 12 \t -70 \t 297\n", + "6 \t 29 \t 12 \t 2 \t 5 \t 103 \t -437\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -276 \t 1171\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 655 \t -2779\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1586 \t 6729\n", + "\t\t\t\t\t 3827 \t -16237\n", + "GCD(39203, 9240) = 1, with coefficients 3827 and -16237 such that 1 = (3827)*39203 + (-16237)*9240\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9241 \t 4 \t 2239 \t 1 \t 0\n", + "1 \t 9241 \t 2239 \t 4 \t 285 \t 0 \t 1\n", + "2 \t 2239 \t 285 \t 7 \t 244 \t 1 \t -4\n", + "3 \t 285 \t 244 \t 1 \t 41 \t -4 \t 17\n", + "4 \t 244 \t 41 \t 5 \t 39 \t 29 \t -123\n", + "5 \t 41 \t 39 \t 1 \t 2 \t -33 \t 140\n", + "6 \t 39 \t 2 \t 19 \t 1 \t 194 \t -823\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -227 \t 963\n", + "\t\t\t\t\t 4507 \t -19120\n", + "GCD(39203, 9241) = 1, with coefficients 4507 and -19120 such that 1 = (4507)*39203 + (-19120)*9241\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9242 \t 4 \t 2235 \t 1 \t 0\n", + "1 \t 9242 \t 2235 \t 4 \t 302 \t 0 \t 1\n", + "2 \t 2235 \t 302 \t 7 \t 121 \t 1 \t -4\n", + "3 \t 302 \t 121 \t 2 \t 60 \t -4 \t 17\n", + "4 \t 121 \t 60 \t 2 \t 1 \t 29 \t -123\n", + "5 \t 60 \t 1 \t 60 \t 0 \t -62 \t 263\n", + "\t\t\t\t\t 153 \t -649\n", + "GCD(39203, 9242) = 1, with coefficients 153 and -649 such that 1 = (153)*39203 + (-649)*9242\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9243 \t 4 \t 2231 \t 1 \t 0\n", + "1 \t 9243 \t 2231 \t 4 \t 319 \t 0 \t 1\n", + "2 \t 2231 \t 319 \t 6 \t 317 \t 1 \t -4\n", + "3 \t 319 \t 317 \t 1 \t 2 \t -4 \t 17\n", + "4 \t 317 \t 2 \t 158 \t 1 \t 25 \t -106\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -29 \t 123\n", + "\t\t\t\t\t 4607 \t -19540\n", + "GCD(39203, 9243) = 1, with coefficients 4607 and -19540 such that 1 = (4607)*39203 + (-19540)*9243\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9244 \t 4 \t 2227 \t 1 \t 0\n", + "1 \t 9244 \t 2227 \t 4 \t 336 \t 0 \t 1\n", + "2 \t 2227 \t 336 \t 6 \t 211 \t 1 \t -4\n", + "3 \t 336 \t 211 \t 1 \t 125 \t -4 \t 17\n", + "4 \t 211 \t 125 \t 1 \t 86 \t 25 \t -106\n", + "5 \t 125 \t 86 \t 1 \t 39 \t -29 \t 123\n", + "6 \t 86 \t 39 \t 2 \t 8 \t 54 \t -229\n", + "7 \t 39 \t 8 \t 4 \t 7 \t -83 \t 352\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 220 \t -933\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -963 \t 4084\n", + "\t\t\t\t\t 1183 \t -5017\n", + "GCD(39203, 9244) = 1, with coefficients 1183 and -5017 such that 1 = (1183)*39203 + (-5017)*9244\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9245 \t 4 \t 2223 \t 1 \t 0\n", + "1 \t 9245 \t 2223 \t 4 \t 353 \t 0 \t 1\n", + "2 \t 2223 \t 353 \t 6 \t 105 \t 1 \t -4\n", + "3 \t 353 \t 105 \t 3 \t 38 \t -4 \t 17\n", + "4 \t 105 \t 38 \t 2 \t 29 \t 25 \t -106\n", + "5 \t 38 \t 29 \t 1 \t 9 \t -79 \t 335\n", + "6 \t 29 \t 9 \t 3 \t 2 \t 183 \t -776\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -262 \t 1111\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 969 \t -4109\n", + "\t\t\t\t\t -4138 \t 17547\n", + "GCD(39203, 9245) = 1, with coefficients -4138 and 17547 such that 1 = (-4138)*39203 + (17547)*9245\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9246 \t 4 \t 2219 \t 1 \t 0\n", + "1 \t 9246 \t 2219 \t 4 \t 370 \t 0 \t 1\n", + "2 \t 2219 \t 370 \t 5 \t 369 \t 1 \t -4\n", + "3 \t 370 \t 369 \t 1 \t 1 \t -4 \t 17\n", + "4 \t 369 \t 1 \t 369 \t 0 \t 21 \t -89\n", + "\t\t\t\t\t -25 \t 106\n", + "GCD(39203, 9246) = 1, with coefficients -25 and 106 such that 1 = (-25)*39203 + (106)*9246\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9247 \t 4 \t 2215 \t 1 \t 0\n", + "1 \t 9247 \t 2215 \t 4 \t 387 \t 0 \t 1\n", + "2 \t 2215 \t 387 \t 5 \t 280 \t 1 \t -4\n", + "3 \t 387 \t 280 \t 1 \t 107 \t -4 \t 17\n", + "4 \t 280 \t 107 \t 2 \t 66 \t 21 \t -89\n", + "5 \t 107 \t 66 \t 1 \t 41 \t -25 \t 106\n", + "6 \t 66 \t 41 \t 1 \t 25 \t 71 \t -301\n", + "7 \t 41 \t 25 \t 1 \t 16 \t -96 \t 407\n", + "8 \t 25 \t 16 \t 1 \t 9 \t 167 \t -708\n", + "9 \t 16 \t 9 \t 1 \t 7 \t -263 \t 1115\n", + "10 \t 9 \t 7 \t 1 \t 2 \t 430 \t -1823\n", + "11 \t 7 \t 2 \t 3 \t 1 \t -693 \t 2938\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1123 \t -4761\n", + "\t\t\t\t\t -4062 \t 17221\n", + "GCD(39203, 9247) = 1, with coefficients -4062 and 17221 such that 1 = (-4062)*39203 + (17221)*9247\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9248 \t 4 \t 2211 \t 1 \t 0\n", + "1 \t 9248 \t 2211 \t 4 \t 404 \t 0 \t 1\n", + "2 \t 2211 \t 404 \t 5 \t 191 \t 1 \t -4\n", + "3 \t 404 \t 191 \t 2 \t 22 \t -4 \t 17\n", + "4 \t 191 \t 22 \t 8 \t 15 \t 21 \t -89\n", + "5 \t 22 \t 15 \t 1 \t 7 \t -46 \t 195\n", + "6 \t 15 \t 7 \t 2 \t 1 \t 389 \t -1649\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -435 \t 1844\n", + "\t\t\t\t\t 1259 \t -5337\n", + "GCD(39203, 9248) = 1, with coefficients 1259 and -5337 such that 1 = (1259)*39203 + (-5337)*9248\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9249 \t 4 \t 2207 \t 1 \t 0\n", + "1 \t 9249 \t 2207 \t 4 \t 421 \t 0 \t 1\n", + "2 \t 2207 \t 421 \t 5 \t 102 \t 1 \t -4\n", + "3 \t 421 \t 102 \t 4 \t 13 \t -4 \t 17\n", + "4 \t 102 \t 13 \t 7 \t 11 \t 21 \t -89\n", + "5 \t 13 \t 11 \t 1 \t 2 \t -88 \t 373\n", + "6 \t 11 \t 2 \t 5 \t 1 \t 637 \t -2700\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -725 \t 3073\n", + "\t\t\t\t\t 4262 \t -18065\n", + "GCD(39203, 9249) = 1, with coefficients 4262 and -18065 such that 1 = (4262)*39203 + (-18065)*9249\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9250 \t 4 \t 2203 \t 1 \t 0\n", + "1 \t 9250 \t 2203 \t 4 \t 438 \t 0 \t 1\n", + "2 \t 2203 \t 438 \t 5 \t 13 \t 1 \t -4\n", + "3 \t 438 \t 13 \t 33 \t 9 \t -4 \t 17\n", + "4 \t 13 \t 9 \t 1 \t 4 \t 21 \t -89\n", + "5 \t 9 \t 4 \t 2 \t 1 \t -697 \t 2954\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 718 \t -3043\n", + "\t\t\t\t\t -2133 \t 9040\n", + "GCD(39203, 9250) = 1, with coefficients -2133 and 9040 such that 1 = (-2133)*39203 + (9040)*9250\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9251 \t 4 \t 2199 \t 1 \t 0\n", + "1 \t 9251 \t 2199 \t 4 \t 455 \t 0 \t 1\n", + "2 \t 2199 \t 455 \t 4 \t 379 \t 1 \t -4\n", + "3 \t 455 \t 379 \t 1 \t 76 \t -4 \t 17\n", + "4 \t 379 \t 76 \t 4 \t 75 \t 17 \t -72\n", + "5 \t 76 \t 75 \t 1 \t 1 \t -21 \t 89\n", + "6 \t 75 \t 1 \t 75 \t 0 \t 101 \t -428\n", + "\t\t\t\t\t -122 \t 517\n", + "GCD(39203, 9251) = 1, with coefficients -122 and 517 such that 1 = (-122)*39203 + (517)*9251\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9252 \t 4 \t 2195 \t 1 \t 0\n", + "1 \t 9252 \t 2195 \t 4 \t 472 \t 0 \t 1\n", + "2 \t 2195 \t 472 \t 4 \t 307 \t 1 \t -4\n", + "3 \t 472 \t 307 \t 1 \t 165 \t -4 \t 17\n", + "4 \t 307 \t 165 \t 1 \t 142 \t 17 \t -72\n", + "5 \t 165 \t 142 \t 1 \t 23 \t -21 \t 89\n", + "6 \t 142 \t 23 \t 6 \t 4 \t 38 \t -161\n", + "7 \t 23 \t 4 \t 5 \t 3 \t -59 \t 250\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 392 \t -1661\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -2019 \t 8555\n", + "\t\t\t\t\t 2411 \t -10216\n", + "GCD(39203, 9252) = 1, with coefficients 2411 and -10216 such that 1 = (2411)*39203 + (-10216)*9252\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9253 \t 4 \t 2191 \t 1 \t 0\n", + "1 \t 9253 \t 2191 \t 4 \t 489 \t 0 \t 1\n", + "2 \t 2191 \t 489 \t 4 \t 235 \t 1 \t -4\n", + "3 \t 489 \t 235 \t 2 \t 19 \t -4 \t 17\n", + "4 \t 235 \t 19 \t 12 \t 7 \t 17 \t -72\n", + "5 \t 19 \t 7 \t 2 \t 5 \t -38 \t 161\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 473 \t -2004\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -984 \t 4169\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1457 \t -6173\n", + "\t\t\t\t\t -3898 \t 16515\n", + "GCD(39203, 9253) = 1, with coefficients -3898 and 16515 such that 1 = (-3898)*39203 + (16515)*9253\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9254 \t 4 \t 2187 \t 1 \t 0\n", + "1 \t 9254 \t 2187 \t 4 \t 506 \t 0 \t 1\n", + "2 \t 2187 \t 506 \t 4 \t 163 \t 1 \t -4\n", + "3 \t 506 \t 163 \t 3 \t 17 \t -4 \t 17\n", + "4 \t 163 \t 17 \t 9 \t 10 \t 17 \t -72\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -55 \t 233\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 512 \t -2169\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -567 \t 2402\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1079 \t -4571\n", + "\t\t\t\t\t -2725 \t 11544\n", + "GCD(39203, 9254) = 1, with coefficients -2725 and 11544 such that 1 = (-2725)*39203 + (11544)*9254\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9255 \t 4 \t 2183 \t 1 \t 0\n", + "1 \t 9255 \t 2183 \t 4 \t 523 \t 0 \t 1\n", + "2 \t 2183 \t 523 \t 4 \t 91 \t 1 \t -4\n", + "3 \t 523 \t 91 \t 5 \t 68 \t -4 \t 17\n", + "4 \t 91 \t 68 \t 1 \t 23 \t 17 \t -72\n", + "5 \t 68 \t 23 \t 2 \t 22 \t -89 \t 377\n", + "6 \t 23 \t 22 \t 1 \t 1 \t 106 \t -449\n", + "7 \t 22 \t 1 \t 22 \t 0 \t -301 \t 1275\n", + "\t\t\t\t\t 407 \t -1724\n", + "GCD(39203, 9255) = 1, with coefficients 407 and -1724 such that 1 = (407)*39203 + (-1724)*9255\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9256 \t 4 \t 2179 \t 1 \t 0\n", + "1 \t 9256 \t 2179 \t 4 \t 540 \t 0 \t 1\n", + "2 \t 2179 \t 540 \t 4 \t 19 \t 1 \t -4\n", + "3 \t 540 \t 19 \t 28 \t 8 \t -4 \t 17\n", + "4 \t 19 \t 8 \t 2 \t 3 \t 17 \t -72\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -480 \t 2033\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 977 \t -4138\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2434 \t 10309\n", + "\t\t\t\t\t 3411 \t -14447\n", + "GCD(39203, 9256) = 1, with coefficients 3411 and -14447 such that 1 = (3411)*39203 + (-14447)*9256\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9257 \t 4 \t 2175 \t 1 \t 0\n", + "1 \t 9257 \t 2175 \t 4 \t 557 \t 0 \t 1\n", + "2 \t 2175 \t 557 \t 3 \t 504 \t 1 \t -4\n", + "3 \t 557 \t 504 \t 1 \t 53 \t -4 \t 17\n", + "4 \t 504 \t 53 \t 9 \t 27 \t 13 \t -55\n", + "5 \t 53 \t 27 \t 1 \t 26 \t -17 \t 72\n", + "6 \t 27 \t 26 \t 1 \t 1 \t 166 \t -703\n", + "7 \t 26 \t 1 \t 26 \t 0 \t -183 \t 775\n", + "\t\t\t\t\t 349 \t -1478\n", + "GCD(39203, 9257) = 1, with coefficients 349 and -1478 such that 1 = (349)*39203 + (-1478)*9257\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9258 \t 4 \t 2171 \t 1 \t 0\n", + "1 \t 9258 \t 2171 \t 4 \t 574 \t 0 \t 1\n", + "2 \t 2171 \t 574 \t 3 \t 449 \t 1 \t -4\n", + "3 \t 574 \t 449 \t 1 \t 125 \t -4 \t 17\n", + "4 \t 449 \t 125 \t 3 \t 74 \t 13 \t -55\n", + "5 \t 125 \t 74 \t 1 \t 51 \t -17 \t 72\n", + "6 \t 74 \t 51 \t 1 \t 23 \t 64 \t -271\n", + "7 \t 51 \t 23 \t 2 \t 5 \t -81 \t 343\n", + "8 \t 23 \t 5 \t 4 \t 3 \t 145 \t -614\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -371 \t 1571\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1629 \t -6898\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2000 \t 8469\n", + "\t\t\t\t\t 3629 \t -15367\n", + "GCD(39203, 9258) = 1, with coefficients 3629 and -15367 such that 1 = (3629)*39203 + (-15367)*9258\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9259 \t 4 \t 2167 \t 1 \t 0\n", + "1 \t 9259 \t 2167 \t 4 \t 591 \t 0 \t 1\n", + "2 \t 2167 \t 591 \t 3 \t 394 \t 1 \t -4\n", + "3 \t 591 \t 394 \t 1 \t 197 \t -4 \t 17\n", + "4 \t 394 \t 197 \t 2 \t 0 \t 13 \t -55\n", + "\t\t\t\t\t -17 \t 72\n", + "GCD(39203, 9259) = 197, with coefficients -17 and 72 such that 197 = (-17)*39203 + (72)*9259\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9260 \t 4 \t 2163 \t 1 \t 0\n", + "1 \t 9260 \t 2163 \t 4 \t 608 \t 0 \t 1\n", + "2 \t 2163 \t 608 \t 3 \t 339 \t 1 \t -4\n", + "3 \t 608 \t 339 \t 1 \t 269 \t -4 \t 17\n", + "4 \t 339 \t 269 \t 1 \t 70 \t 13 \t -55\n", + "5 \t 269 \t 70 \t 3 \t 59 \t -17 \t 72\n", + "6 \t 70 \t 59 \t 1 \t 11 \t 30 \t -127\n", + "7 \t 59 \t 11 \t 5 \t 4 \t -107 \t 453\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 137 \t -580\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -792 \t 3353\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1721 \t -7286\n", + "\t\t\t\t\t -2513 \t 10639\n", + "GCD(39203, 9260) = 1, with coefficients -2513 and 10639 such that 1 = (-2513)*39203 + (10639)*9260\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9261 \t 4 \t 2159 \t 1 \t 0\n", + "1 \t 9261 \t 2159 \t 4 \t 625 \t 0 \t 1\n", + "2 \t 2159 \t 625 \t 3 \t 284 \t 1 \t -4\n", + "3 \t 625 \t 284 \t 2 \t 57 \t -4 \t 17\n", + "4 \t 284 \t 57 \t 4 \t 56 \t 13 \t -55\n", + "5 \t 57 \t 56 \t 1 \t 1 \t -30 \t 127\n", + "6 \t 56 \t 1 \t 56 \t 0 \t 133 \t -563\n", + "\t\t\t\t\t -163 \t 690\n", + "GCD(39203, 9261) = 1, with coefficients -163 and 690 such that 1 = (-163)*39203 + (690)*9261\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9262 \t 4 \t 2155 \t 1 \t 0\n", + "1 \t 9262 \t 2155 \t 4 \t 642 \t 0 \t 1\n", + "2 \t 2155 \t 642 \t 3 \t 229 \t 1 \t -4\n", + "3 \t 642 \t 229 \t 2 \t 184 \t -4 \t 17\n", + "4 \t 229 \t 184 \t 1 \t 45 \t 13 \t -55\n", + "5 \t 184 \t 45 \t 4 \t 4 \t -30 \t 127\n", + "6 \t 45 \t 4 \t 11 \t 1 \t 43 \t -182\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -202 \t 855\n", + "\t\t\t\t\t 2265 \t -9587\n", + "GCD(39203, 9262) = 1, with coefficients 2265 and -9587 such that 1 = (2265)*39203 + (-9587)*9262\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9263 \t 4 \t 2151 \t 1 \t 0\n", + "1 \t 9263 \t 2151 \t 4 \t 659 \t 0 \t 1\n", + "2 \t 2151 \t 659 \t 3 \t 174 \t 1 \t -4\n", + "3 \t 659 \t 174 \t 3 \t 137 \t -4 \t 17\n", + "4 \t 174 \t 137 \t 1 \t 37 \t 13 \t -55\n", + "5 \t 137 \t 37 \t 3 \t 26 \t -43 \t 182\n", + "6 \t 37 \t 26 \t 1 \t 11 \t 56 \t -237\n", + "7 \t 26 \t 11 \t 2 \t 4 \t -211 \t 893\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 267 \t -1130\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -745 \t 3153\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1757 \t -7436\n", + "\t\t\t\t\t -2502 \t 10589\n", + "GCD(39203, 9263) = 1, with coefficients -2502 and 10589 such that 1 = (-2502)*39203 + (10589)*9263\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9264 \t 4 \t 2147 \t 1 \t 0\n", + "1 \t 9264 \t 2147 \t 4 \t 676 \t 0 \t 1\n", + "2 \t 2147 \t 676 \t 3 \t 119 \t 1 \t -4\n", + "3 \t 676 \t 119 \t 5 \t 81 \t -4 \t 17\n", + "4 \t 119 \t 81 \t 1 \t 38 \t 13 \t -55\n", + "5 \t 81 \t 38 \t 2 \t 5 \t -69 \t 292\n", + "6 \t 38 \t 5 \t 7 \t 3 \t 82 \t -347\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -233 \t 986\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1713 \t -7249\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1946 \t 8235\n", + "\t\t\t\t\t 3659 \t -15484\n", + "GCD(39203, 9264) = 1, with coefficients 3659 and -15484 such that 1 = (3659)*39203 + (-15484)*9264\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9265 \t 4 \t 2143 \t 1 \t 0\n", + "1 \t 9265 \t 2143 \t 4 \t 693 \t 0 \t 1\n", + "2 \t 2143 \t 693 \t 3 \t 64 \t 1 \t -4\n", + "3 \t 693 \t 64 \t 10 \t 53 \t -4 \t 17\n", + "4 \t 64 \t 53 \t 1 \t 11 \t 13 \t -55\n", + "5 \t 53 \t 11 \t 4 \t 9 \t -134 \t 567\n", + "6 \t 11 \t 9 \t 1 \t 2 \t 147 \t -622\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -722 \t 3055\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 869 \t -3677\n", + "\t\t\t\t\t -4198 \t 17763\n", + "GCD(39203, 9265) = 1, with coefficients -4198 and 17763 such that 1 = (-4198)*39203 + (17763)*9265\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9266 \t 4 \t 2139 \t 1 \t 0\n", + "1 \t 9266 \t 2139 \t 4 \t 710 \t 0 \t 1\n", + "2 \t 2139 \t 710 \t 3 \t 9 \t 1 \t -4\n", + "3 \t 710 \t 9 \t 78 \t 8 \t -4 \t 17\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 13 \t -55\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -1018 \t 4307\n", + "\t\t\t\t\t 1031 \t -4362\n", + "GCD(39203, 9266) = 1, with coefficients 1031 and -4362 such that 1 = (1031)*39203 + (-4362)*9266\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9267 \t 4 \t 2135 \t 1 \t 0\n", + "1 \t 9267 \t 2135 \t 4 \t 727 \t 0 \t 1\n", + "2 \t 2135 \t 727 \t 2 \t 681 \t 1 \t -4\n", + "3 \t 727 \t 681 \t 1 \t 46 \t -4 \t 17\n", + "4 \t 681 \t 46 \t 14 \t 37 \t 9 \t -38\n", + "5 \t 46 \t 37 \t 1 \t 9 \t -13 \t 55\n", + "6 \t 37 \t 9 \t 4 \t 1 \t 191 \t -808\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -204 \t 863\n", + "\t\t\t\t\t 1007 \t -4260\n", + "GCD(39203, 9267) = 1, with coefficients 1007 and -4260 such that 1 = (1007)*39203 + (-4260)*9267\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9268 \t 4 \t 2131 \t 1 \t 0\n", + "1 \t 9268 \t 2131 \t 4 \t 744 \t 0 \t 1\n", + "2 \t 2131 \t 744 \t 2 \t 643 \t 1 \t -4\n", + "3 \t 744 \t 643 \t 1 \t 101 \t -4 \t 17\n", + "4 \t 643 \t 101 \t 6 \t 37 \t 9 \t -38\n", + "5 \t 101 \t 37 \t 2 \t 27 \t -13 \t 55\n", + "6 \t 37 \t 27 \t 1 \t 10 \t 87 \t -368\n", + "7 \t 27 \t 10 \t 2 \t 7 \t -187 \t 791\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 274 \t -1159\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -735 \t 3109\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1009 \t -4268\n", + "\t\t\t\t\t -2753 \t 11645\n", + "GCD(39203, 9268) = 1, with coefficients -2753 and 11645 such that 1 = (-2753)*39203 + (11645)*9268\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9269 \t 4 \t 2127 \t 1 \t 0\n", + "1 \t 9269 \t 2127 \t 4 \t 761 \t 0 \t 1\n", + "2 \t 2127 \t 761 \t 2 \t 605 \t 1 \t -4\n", + "3 \t 761 \t 605 \t 1 \t 156 \t -4 \t 17\n", + "4 \t 605 \t 156 \t 3 \t 137 \t 9 \t -38\n", + "5 \t 156 \t 137 \t 1 \t 19 \t -13 \t 55\n", + "6 \t 137 \t 19 \t 7 \t 4 \t 48 \t -203\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -61 \t 258\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 475 \t -2009\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1961 \t 8294\n", + "\t\t\t\t\t 2436 \t -10303\n", + "GCD(39203, 9269) = 1, with coefficients 2436 and -10303 such that 1 = (2436)*39203 + (-10303)*9269\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9270 \t 4 \t 2123 \t 1 \t 0\n", + "1 \t 9270 \t 2123 \t 4 \t 778 \t 0 \t 1\n", + "2 \t 2123 \t 778 \t 2 \t 567 \t 1 \t -4\n", + "3 \t 778 \t 567 \t 1 \t 211 \t -4 \t 17\n", + "4 \t 567 \t 211 \t 2 \t 145 \t 9 \t -38\n", + "5 \t 211 \t 145 \t 1 \t 66 \t -13 \t 55\n", + "6 \t 145 \t 66 \t 2 \t 13 \t 35 \t -148\n", + "7 \t 66 \t 13 \t 5 \t 1 \t -48 \t 203\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 131 \t -554\n", + "\t\t\t\t\t -703 \t 2973\n", + "GCD(39203, 9270) = 1, with coefficients -703 and 2973 such that 1 = (-703)*39203 + (2973)*9270\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9271 \t 4 \t 2119 \t 1 \t 0\n", + "1 \t 9271 \t 2119 \t 4 \t 795 \t 0 \t 1\n", + "2 \t 2119 \t 795 \t 2 \t 529 \t 1 \t -4\n", + "3 \t 795 \t 529 \t 1 \t 266 \t -4 \t 17\n", + "4 \t 529 \t 266 \t 1 \t 263 \t 9 \t -38\n", + "5 \t 266 \t 263 \t 1 \t 3 \t -13 \t 55\n", + "6 \t 263 \t 3 \t 87 \t 2 \t 22 \t -93\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -35 \t 148\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 3067 \t -12969\n", + "\t\t\t\t\t -3102 \t 13117\n", + "GCD(39203, 9271) = 1, with coefficients -3102 and 13117 such that 1 = (-3102)*39203 + (13117)*9271\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9272 \t 4 \t 2115 \t 1 \t 0\n", + "1 \t 9272 \t 2115 \t 4 \t 812 \t 0 \t 1\n", + "2 \t 2115 \t 812 \t 2 \t 491 \t 1 \t -4\n", + "3 \t 812 \t 491 \t 1 \t 321 \t -4 \t 17\n", + "4 \t 491 \t 321 \t 1 \t 170 \t 9 \t -38\n", + "5 \t 321 \t 170 \t 1 \t 151 \t -13 \t 55\n", + "6 \t 170 \t 151 \t 1 \t 19 \t 22 \t -93\n", + "7 \t 151 \t 19 \t 7 \t 18 \t -35 \t 148\n", + "8 \t 19 \t 18 \t 1 \t 1 \t 57 \t -241\n", + "9 \t 18 \t 1 \t 18 \t 0 \t -434 \t 1835\n", + "\t\t\t\t\t 491 \t -2076\n", + "GCD(39203, 9272) = 1, with coefficients 491 and -2076 such that 1 = (491)*39203 + (-2076)*9272\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9273 \t 4 \t 2111 \t 1 \t 0\n", + "1 \t 9273 \t 2111 \t 4 \t 829 \t 0 \t 1\n", + "2 \t 2111 \t 829 \t 2 \t 453 \t 1 \t -4\n", + "3 \t 829 \t 453 \t 1 \t 376 \t -4 \t 17\n", + "4 \t 453 \t 376 \t 1 \t 77 \t 9 \t -38\n", + "5 \t 376 \t 77 \t 4 \t 68 \t -13 \t 55\n", + "6 \t 77 \t 68 \t 1 \t 9 \t 22 \t -93\n", + "7 \t 68 \t 9 \t 7 \t 5 \t -101 \t 427\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 123 \t -520\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -962 \t 4067\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1085 \t -4587\n", + "\t\t\t\t\t -2047 \t 8654\n", + "GCD(39203, 9273) = 1, with coefficients -2047 and 8654 such that 1 = (-2047)*39203 + (8654)*9273\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9274 \t 4 \t 2107 \t 1 \t 0\n", + "1 \t 9274 \t 2107 \t 4 \t 846 \t 0 \t 1\n", + "2 \t 2107 \t 846 \t 2 \t 415 \t 1 \t -4\n", + "3 \t 846 \t 415 \t 2 \t 16 \t -4 \t 17\n", + "4 \t 415 \t 16 \t 25 \t 15 \t 9 \t -38\n", + "5 \t 16 \t 15 \t 1 \t 1 \t -22 \t 93\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 559 \t -2363\n", + "\t\t\t\t\t -581 \t 2456\n", + "GCD(39203, 9274) = 1, with coefficients -581 and 2456 such that 1 = (-581)*39203 + (2456)*9274\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9275 \t 4 \t 2103 \t 1 \t 0\n", + "1 \t 9275 \t 2103 \t 4 \t 863 \t 0 \t 1\n", + "2 \t 2103 \t 863 \t 2 \t 377 \t 1 \t -4\n", + "3 \t 863 \t 377 \t 2 \t 109 \t -4 \t 17\n", + "4 \t 377 \t 109 \t 3 \t 50 \t 9 \t -38\n", + "5 \t 109 \t 50 \t 2 \t 9 \t -22 \t 93\n", + "6 \t 50 \t 9 \t 5 \t 5 \t 75 \t -317\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -172 \t 727\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 935 \t -3952\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1107 \t 4679\n", + "\t\t\t\t\t 2042 \t -8631\n", + "GCD(39203, 9275) = 1, with coefficients 2042 and -8631 such that 1 = (2042)*39203 + (-8631)*9275\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9276 \t 4 \t 2099 \t 1 \t 0\n", + "1 \t 9276 \t 2099 \t 4 \t 880 \t 0 \t 1\n", + "2 \t 2099 \t 880 \t 2 \t 339 \t 1 \t -4\n", + "3 \t 880 \t 339 \t 2 \t 202 \t -4 \t 17\n", + "4 \t 339 \t 202 \t 1 \t 137 \t 9 \t -38\n", + "5 \t 202 \t 137 \t 1 \t 65 \t -22 \t 93\n", + "6 \t 137 \t 65 \t 2 \t 7 \t 31 \t -131\n", + "7 \t 65 \t 7 \t 9 \t 2 \t -53 \t 224\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 137 \t -579\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1286 \t 5435\n", + "\t\t\t\t\t 3995 \t -16884\n", + "GCD(39203, 9276) = 1, with coefficients 3995 and -16884 such that 1 = (3995)*39203 + (-16884)*9276\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9277 \t 4 \t 2095 \t 1 \t 0\n", + "1 \t 9277 \t 2095 \t 4 \t 897 \t 0 \t 1\n", + "2 \t 2095 \t 897 \t 2 \t 301 \t 1 \t -4\n", + "3 \t 897 \t 301 \t 2 \t 295 \t -4 \t 17\n", + "4 \t 301 \t 295 \t 1 \t 6 \t 9 \t -38\n", + "5 \t 295 \t 6 \t 49 \t 1 \t -22 \t 93\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 31 \t -131\n", + "\t\t\t\t\t -1541 \t 6512\n", + "GCD(39203, 9277) = 1, with coefficients -1541 and 6512 such that 1 = (-1541)*39203 + (6512)*9277\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9278 \t 4 \t 2091 \t 1 \t 0\n", + "1 \t 9278 \t 2091 \t 4 \t 914 \t 0 \t 1\n", + "2 \t 2091 \t 914 \t 2 \t 263 \t 1 \t -4\n", + "3 \t 914 \t 263 \t 3 \t 125 \t -4 \t 17\n", + "4 \t 263 \t 125 \t 2 \t 13 \t 9 \t -38\n", + "5 \t 125 \t 13 \t 9 \t 8 \t -31 \t 131\n", + "6 \t 13 \t 8 \t 1 \t 5 \t 71 \t -300\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -670 \t 2831\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 741 \t -3131\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1411 \t 5962\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2152 \t -9093\n", + "\t\t\t\t\t -3563 \t 15055\n", + "GCD(39203, 9278) = 1, with coefficients -3563 and 15055 such that 1 = (-3563)*39203 + (15055)*9278\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9279 \t 4 \t 2087 \t 1 \t 0\n", + "1 \t 9279 \t 2087 \t 4 \t 931 \t 0 \t 1\n", + "2 \t 2087 \t 931 \t 2 \t 225 \t 1 \t -4\n", + "3 \t 931 \t 225 \t 4 \t 31 \t -4 \t 17\n", + "4 \t 225 \t 31 \t 7 \t 8 \t 9 \t -38\n", + "5 \t 31 \t 8 \t 3 \t 7 \t -40 \t 169\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 289 \t -1221\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -907 \t 3832\n", + "\t\t\t\t\t 1196 \t -5053\n", + "GCD(39203, 9279) = 1, with coefficients 1196 and -5053 such that 1 = (1196)*39203 + (-5053)*9279\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9280 \t 4 \t 2083 \t 1 \t 0\n", + "1 \t 9280 \t 2083 \t 4 \t 948 \t 0 \t 1\n", + "2 \t 2083 \t 948 \t 2 \t 187 \t 1 \t -4\n", + "3 \t 948 \t 187 \t 5 \t 13 \t -4 \t 17\n", + "4 \t 187 \t 13 \t 14 \t 5 \t 9 \t -38\n", + "5 \t 13 \t 5 \t 2 \t 3 \t -49 \t 207\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 695 \t -2936\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1439 \t 6079\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2134 \t -9015\n", + "\t\t\t\t\t -3573 \t 15094\n", + "GCD(39203, 9280) = 1, with coefficients -3573 and 15094 such that 1 = (-3573)*39203 + (15094)*9280\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9281 \t 4 \t 2079 \t 1 \t 0\n", + "1 \t 9281 \t 2079 \t 4 \t 965 \t 0 \t 1\n", + "2 \t 2079 \t 965 \t 2 \t 149 \t 1 \t -4\n", + "3 \t 965 \t 149 \t 6 \t 71 \t -4 \t 17\n", + "4 \t 149 \t 71 \t 2 \t 7 \t 9 \t -38\n", + "5 \t 71 \t 7 \t 10 \t 1 \t -58 \t 245\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 125 \t -528\n", + "\t\t\t\t\t -1308 \t 5525\n", + "GCD(39203, 9281) = 1, with coefficients -1308 and 5525 such that 1 = (-1308)*39203 + (5525)*9281\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9282 \t 4 \t 2075 \t 1 \t 0\n", + "1 \t 9282 \t 2075 \t 4 \t 982 \t 0 \t 1\n", + "2 \t 2075 \t 982 \t 2 \t 111 \t 1 \t -4\n", + "3 \t 982 \t 111 \t 8 \t 94 \t -4 \t 17\n", + "4 \t 111 \t 94 \t 1 \t 17 \t 9 \t -38\n", + "5 \t 94 \t 17 \t 5 \t 9 \t -76 \t 321\n", + "6 \t 17 \t 9 \t 1 \t 8 \t 85 \t -359\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -501 \t 2116\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 586 \t -2475\n", + "\t\t\t\t\t -1087 \t 4591\n", + "GCD(39203, 9282) = 1, with coefficients -1087 and 4591 such that 1 = (-1087)*39203 + (4591)*9282\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9283 \t 4 \t 2071 \t 1 \t 0\n", + "1 \t 9283 \t 2071 \t 4 \t 999 \t 0 \t 1\n", + "2 \t 2071 \t 999 \t 2 \t 73 \t 1 \t -4\n", + "3 \t 999 \t 73 \t 13 \t 50 \t -4 \t 17\n", + "4 \t 73 \t 50 \t 1 \t 23 \t 9 \t -38\n", + "5 \t 50 \t 23 \t 2 \t 4 \t -121 \t 511\n", + "6 \t 23 \t 4 \t 5 \t 3 \t 130 \t -549\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -381 \t 1609\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 2035 \t -8594\n", + "\t\t\t\t\t -2416 \t 10203\n", + "GCD(39203, 9283) = 1, with coefficients -2416 and 10203 such that 1 = (-2416)*39203 + (10203)*9283\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9284 \t 4 \t 2067 \t 1 \t 0\n", + "1 \t 9284 \t 2067 \t 4 \t 1016 \t 0 \t 1\n", + "2 \t 2067 \t 1016 \t 2 \t 35 \t 1 \t -4\n", + "3 \t 1016 \t 35 \t 29 \t 1 \t -4 \t 17\n", + "4 \t 35 \t 1 \t 35 \t 0 \t 9 \t -38\n", + "\t\t\t\t\t -265 \t 1119\n", + "GCD(39203, 9284) = 1, with coefficients -265 and 1119 such that 1 = (-265)*39203 + (1119)*9284\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9285 \t 4 \t 2063 \t 1 \t 0\n", + "1 \t 9285 \t 2063 \t 4 \t 1033 \t 0 \t 1\n", + "2 \t 2063 \t 1033 \t 1 \t 1030 \t 1 \t -4\n", + "3 \t 1033 \t 1030 \t 1 \t 3 \t -4 \t 17\n", + "4 \t 1030 \t 3 \t 343 \t 1 \t 5 \t -21\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -9 \t 38\n", + "\t\t\t\t\t 3092 \t -13055\n", + "GCD(39203, 9285) = 1, with coefficients 3092 and -13055 such that 1 = (3092)*39203 + (-13055)*9285\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9286 \t 4 \t 2059 \t 1 \t 0\n", + "1 \t 9286 \t 2059 \t 4 \t 1050 \t 0 \t 1\n", + "2 \t 2059 \t 1050 \t 1 \t 1009 \t 1 \t -4\n", + "3 \t 1050 \t 1009 \t 1 \t 41 \t -4 \t 17\n", + "4 \t 1009 \t 41 \t 24 \t 25 \t 5 \t -21\n", + "5 \t 41 \t 25 \t 1 \t 16 \t -9 \t 38\n", + "6 \t 25 \t 16 \t 1 \t 9 \t 221 \t -933\n", + "7 \t 16 \t 9 \t 1 \t 7 \t -230 \t 971\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 451 \t -1904\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -681 \t 2875\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1132 \t -4779\n", + "\t\t\t\t\t -4077 \t 17212\n", + "GCD(39203, 9286) = 1, with coefficients -4077 and 17212 such that 1 = (-4077)*39203 + (17212)*9286\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9287 \t 4 \t 2055 \t 1 \t 0\n", + "1 \t 9287 \t 2055 \t 4 \t 1067 \t 0 \t 1\n", + "2 \t 2055 \t 1067 \t 1 \t 988 \t 1 \t -4\n", + "3 \t 1067 \t 988 \t 1 \t 79 \t -4 \t 17\n", + "4 \t 988 \t 79 \t 12 \t 40 \t 5 \t -21\n", + "5 \t 79 \t 40 \t 1 \t 39 \t -9 \t 38\n", + "6 \t 40 \t 39 \t 1 \t 1 \t 113 \t -477\n", + "7 \t 39 \t 1 \t 39 \t 0 \t -122 \t 515\n", + "\t\t\t\t\t 235 \t -992\n", + "GCD(39203, 9287) = 1, with coefficients 235 and -992 such that 1 = (235)*39203 + (-992)*9287\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9288 \t 4 \t 2051 \t 1 \t 0\n", + "1 \t 9288 \t 2051 \t 4 \t 1084 \t 0 \t 1\n", + "2 \t 2051 \t 1084 \t 1 \t 967 \t 1 \t -4\n", + "3 \t 1084 \t 967 \t 1 \t 117 \t -4 \t 17\n", + "4 \t 967 \t 117 \t 8 \t 31 \t 5 \t -21\n", + "5 \t 117 \t 31 \t 3 \t 24 \t -9 \t 38\n", + "6 \t 31 \t 24 \t 1 \t 7 \t 77 \t -325\n", + "7 \t 24 \t 7 \t 3 \t 3 \t -240 \t 1013\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 317 \t -1338\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1191 \t 5027\n", + "\t\t\t\t\t 2699 \t -11392\n", + "GCD(39203, 9288) = 1, with coefficients 2699 and -11392 such that 1 = (2699)*39203 + (-11392)*9288\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9289 \t 4 \t 2047 \t 1 \t 0\n", + "1 \t 9289 \t 2047 \t 4 \t 1101 \t 0 \t 1\n", + "2 \t 2047 \t 1101 \t 1 \t 946 \t 1 \t -4\n", + "3 \t 1101 \t 946 \t 1 \t 155 \t -4 \t 17\n", + "4 \t 946 \t 155 \t 6 \t 16 \t 5 \t -21\n", + "5 \t 155 \t 16 \t 9 \t 11 \t -9 \t 38\n", + "6 \t 16 \t 11 \t 1 \t 5 \t 59 \t -249\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -540 \t 2279\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 599 \t -2528\n", + "\t\t\t\t\t -1738 \t 7335\n", + "GCD(39203, 9289) = 1, with coefficients -1738 and 7335 such that 1 = (-1738)*39203 + (7335)*9289\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9290 \t 4 \t 2043 \t 1 \t 0\n", + "1 \t 9290 \t 2043 \t 4 \t 1118 \t 0 \t 1\n", + "2 \t 2043 \t 1118 \t 1 \t 925 \t 1 \t -4\n", + "3 \t 1118 \t 925 \t 1 \t 193 \t -4 \t 17\n", + "4 \t 925 \t 193 \t 4 \t 153 \t 5 \t -21\n", + "5 \t 193 \t 153 \t 1 \t 40 \t -9 \t 38\n", + "6 \t 153 \t 40 \t 3 \t 33 \t 41 \t -173\n", + "7 \t 40 \t 33 \t 1 \t 7 \t -50 \t 211\n", + "8 \t 33 \t 7 \t 4 \t 5 \t 191 \t -806\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -241 \t 1017\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 1155 \t -4874\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1396 \t 5891\n", + "\t\t\t\t\t 3947 \t -16656\n", + "GCD(39203, 9290) = 1, with coefficients 3947 and -16656 such that 1 = (3947)*39203 + (-16656)*9290\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9291 \t 4 \t 2039 \t 1 \t 0\n", + "1 \t 9291 \t 2039 \t 4 \t 1135 \t 0 \t 1\n", + "2 \t 2039 \t 1135 \t 1 \t 904 \t 1 \t -4\n", + "3 \t 1135 \t 904 \t 1 \t 231 \t -4 \t 17\n", + "4 \t 904 \t 231 \t 3 \t 211 \t 5 \t -21\n", + "5 \t 231 \t 211 \t 1 \t 20 \t -9 \t 38\n", + "6 \t 211 \t 20 \t 10 \t 11 \t 32 \t -135\n", + "7 \t 20 \t 11 \t 1 \t 9 \t -41 \t 173\n", + "8 \t 11 \t 9 \t 1 \t 2 \t 442 \t -1865\n", + "9 \t 9 \t 2 \t 4 \t 1 \t -483 \t 2038\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 925 \t -3903\n", + "\t\t\t\t\t -4183 \t 17650\n", + "GCD(39203, 9291) = 1, with coefficients -4183 and 17650 such that 1 = (-4183)*39203 + (17650)*9291\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9292 \t 4 \t 2035 \t 1 \t 0\n", + "1 \t 9292 \t 2035 \t 4 \t 1152 \t 0 \t 1\n", + "2 \t 2035 \t 1152 \t 1 \t 883 \t 1 \t -4\n", + "3 \t 1152 \t 883 \t 1 \t 269 \t -4 \t 17\n", + "4 \t 883 \t 269 \t 3 \t 76 \t 5 \t -21\n", + "5 \t 269 \t 76 \t 3 \t 41 \t -9 \t 38\n", + "6 \t 76 \t 41 \t 1 \t 35 \t 32 \t -135\n", + "7 \t 41 \t 35 \t 1 \t 6 \t -105 \t 443\n", + "8 \t 35 \t 6 \t 5 \t 5 \t 137 \t -578\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -242 \t 1021\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1347 \t -5683\n", + "\t\t\t\t\t -1589 \t 6704\n", + "GCD(39203, 9292) = 1, with coefficients -1589 and 6704 such that 1 = (-1589)*39203 + (6704)*9292\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9293 \t 4 \t 2031 \t 1 \t 0\n", + "1 \t 9293 \t 2031 \t 4 \t 1169 \t 0 \t 1\n", + "2 \t 2031 \t 1169 \t 1 \t 862 \t 1 \t -4\n", + "3 \t 1169 \t 862 \t 1 \t 307 \t -4 \t 17\n", + "4 \t 862 \t 307 \t 2 \t 248 \t 5 \t -21\n", + "5 \t 307 \t 248 \t 1 \t 59 \t -9 \t 38\n", + "6 \t 248 \t 59 \t 4 \t 12 \t 23 \t -97\n", + "7 \t 59 \t 12 \t 4 \t 11 \t -32 \t 135\n", + "8 \t 12 \t 11 \t 1 \t 1 \t 151 \t -637\n", + "9 \t 11 \t 1 \t 11 \t 0 \t -636 \t 2683\n", + "\t\t\t\t\t 787 \t -3320\n", + "GCD(39203, 9293) = 1, with coefficients 787 and -3320 such that 1 = (787)*39203 + (-3320)*9293\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9294 \t 4 \t 2027 \t 1 \t 0\n", + "1 \t 9294 \t 2027 \t 4 \t 1186 \t 0 \t 1\n", + "2 \t 2027 \t 1186 \t 1 \t 841 \t 1 \t -4\n", + "3 \t 1186 \t 841 \t 1 \t 345 \t -4 \t 17\n", + "4 \t 841 \t 345 \t 2 \t 151 \t 5 \t -21\n", + "5 \t 345 \t 151 \t 2 \t 43 \t -9 \t 38\n", + "6 \t 151 \t 43 \t 3 \t 22 \t 23 \t -97\n", + "7 \t 43 \t 22 \t 1 \t 21 \t -55 \t 232\n", + "8 \t 22 \t 21 \t 1 \t 1 \t 188 \t -793\n", + "9 \t 21 \t 1 \t 21 \t 0 \t -243 \t 1025\n", + "\t\t\t\t\t 431 \t -1818\n", + "GCD(39203, 9294) = 1, with coefficients 431 and -1818 such that 1 = (431)*39203 + (-1818)*9294\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9295 \t 4 \t 2023 \t 1 \t 0\n", + "1 \t 9295 \t 2023 \t 4 \t 1203 \t 0 \t 1\n", + "2 \t 2023 \t 1203 \t 1 \t 820 \t 1 \t -4\n", + "3 \t 1203 \t 820 \t 1 \t 383 \t -4 \t 17\n", + "4 \t 820 \t 383 \t 2 \t 54 \t 5 \t -21\n", + "5 \t 383 \t 54 \t 7 \t 5 \t -9 \t 38\n", + "6 \t 54 \t 5 \t 10 \t 4 \t 23 \t -97\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -170 \t 717\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1723 \t -7267\n", + "\t\t\t\t\t -1893 \t 7984\n", + "GCD(39203, 9295) = 1, with coefficients -1893 and 7984 such that 1 = (-1893)*39203 + (7984)*9295\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9296 \t 4 \t 2019 \t 1 \t 0\n", + "1 \t 9296 \t 2019 \t 4 \t 1220 \t 0 \t 1\n", + "2 \t 2019 \t 1220 \t 1 \t 799 \t 1 \t -4\n", + "3 \t 1220 \t 799 \t 1 \t 421 \t -4 \t 17\n", + "4 \t 799 \t 421 \t 1 \t 378 \t 5 \t -21\n", + "5 \t 421 \t 378 \t 1 \t 43 \t -9 \t 38\n", + "6 \t 378 \t 43 \t 8 \t 34 \t 14 \t -59\n", + "7 \t 43 \t 34 \t 1 \t 9 \t -23 \t 97\n", + "8 \t 34 \t 9 \t 3 \t 7 \t 198 \t -835\n", + "9 \t 9 \t 7 \t 1 \t 2 \t -221 \t 932\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 861 \t -3631\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1082 \t 4563\n", + "\t\t\t\t\t 4107 \t -17320\n", + "GCD(39203, 9296) = 1, with coefficients 4107 and -17320 such that 1 = (4107)*39203 + (-17320)*9296\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9297 \t 4 \t 2015 \t 1 \t 0\n", + "1 \t 9297 \t 2015 \t 4 \t 1237 \t 0 \t 1\n", + "2 \t 2015 \t 1237 \t 1 \t 778 \t 1 \t -4\n", + "3 \t 1237 \t 778 \t 1 \t 459 \t -4 \t 17\n", + "4 \t 778 \t 459 \t 1 \t 319 \t 5 \t -21\n", + "5 \t 459 \t 319 \t 1 \t 140 \t -9 \t 38\n", + "6 \t 319 \t 140 \t 2 \t 39 \t 14 \t -59\n", + "7 \t 140 \t 39 \t 3 \t 23 \t -23 \t 97\n", + "8 \t 39 \t 23 \t 1 \t 16 \t 60 \t -253\n", + "9 \t 23 \t 16 \t 1 \t 7 \t -203 \t 856\n", + "10 \t 16 \t 7 \t 2 \t 2 \t 263 \t -1109\n", + "11 \t 7 \t 2 \t 3 \t 1 \t -466 \t 1965\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 1195 \t -5039\n", + "\t\t\t\t\t -4051 \t 17082\n", + "GCD(39203, 9297) = 1, with coefficients -4051 and 17082 such that 1 = (-4051)*39203 + (17082)*9297\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9298 \t 4 \t 2011 \t 1 \t 0\n", + "1 \t 9298 \t 2011 \t 4 \t 1254 \t 0 \t 1\n", + "2 \t 2011 \t 1254 \t 1 \t 757 \t 1 \t -4\n", + "3 \t 1254 \t 757 \t 1 \t 497 \t -4 \t 17\n", + "4 \t 757 \t 497 \t 1 \t 260 \t 5 \t -21\n", + "5 \t 497 \t 260 \t 1 \t 237 \t -9 \t 38\n", + "6 \t 260 \t 237 \t 1 \t 23 \t 14 \t -59\n", + "7 \t 237 \t 23 \t 10 \t 7 \t -23 \t 97\n", + "8 \t 23 \t 7 \t 3 \t 2 \t 37 \t -156\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -393 \t 1657\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1216 \t -5127\n", + "\t\t\t\t\t -4041 \t 17038\n", + "GCD(39203, 9298) = 1, with coefficients -4041 and 17038 such that 1 = (-4041)*39203 + (17038)*9298\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9299 \t 4 \t 2007 \t 1 \t 0\n", + "1 \t 9299 \t 2007 \t 4 \t 1271 \t 0 \t 1\n", + "2 \t 2007 \t 1271 \t 1 \t 736 \t 1 \t -4\n", + "3 \t 1271 \t 736 \t 1 \t 535 \t -4 \t 17\n", + "4 \t 736 \t 535 \t 1 \t 201 \t 5 \t -21\n", + "5 \t 535 \t 201 \t 2 \t 133 \t -9 \t 38\n", + "6 \t 201 \t 133 \t 1 \t 68 \t 14 \t -59\n", + "7 \t 133 \t 68 \t 1 \t 65 \t -37 \t 156\n", + "8 \t 68 \t 65 \t 1 \t 3 \t 51 \t -215\n", + "9 \t 65 \t 3 \t 21 \t 2 \t -88 \t 371\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 139 \t -586\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -3007 \t 12677\n", + "\t\t\t\t\t 3146 \t -13263\n", + "GCD(39203, 9299) = 1, with coefficients 3146 and -13263 such that 1 = (3146)*39203 + (-13263)*9299\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9300 \t 4 \t 2003 \t 1 \t 0\n", + "1 \t 9300 \t 2003 \t 4 \t 1288 \t 0 \t 1\n", + "2 \t 2003 \t 1288 \t 1 \t 715 \t 1 \t -4\n", + "3 \t 1288 \t 715 \t 1 \t 573 \t -4 \t 17\n", + "4 \t 715 \t 573 \t 1 \t 142 \t 5 \t -21\n", + "5 \t 573 \t 142 \t 4 \t 5 \t -9 \t 38\n", + "6 \t 142 \t 5 \t 28 \t 2 \t 14 \t -59\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -65 \t 274\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1834 \t -7731\n", + "\t\t\t\t\t -3733 \t 15736\n", + "GCD(39203, 9300) = 1, with coefficients -3733 and 15736 such that 1 = (-3733)*39203 + (15736)*9300\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9301 \t 4 \t 1999 \t 1 \t 0\n", + "1 \t 9301 \t 1999 \t 4 \t 1305 \t 0 \t 1\n", + "2 \t 1999 \t 1305 \t 1 \t 694 \t 1 \t -4\n", + "3 \t 1305 \t 694 \t 1 \t 611 \t -4 \t 17\n", + "4 \t 694 \t 611 \t 1 \t 83 \t 5 \t -21\n", + "5 \t 611 \t 83 \t 7 \t 30 \t -9 \t 38\n", + "6 \t 83 \t 30 \t 2 \t 23 \t 14 \t -59\n", + "7 \t 30 \t 23 \t 1 \t 7 \t -107 \t 451\n", + "8 \t 23 \t 7 \t 3 \t 2 \t 228 \t -961\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -335 \t 1412\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1233 \t -5197\n", + "\t\t\t\t\t -4034 \t 17003\n", + "GCD(39203, 9301) = 1, with coefficients -4034 and 17003 such that 1 = (-4034)*39203 + (17003)*9301\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9302 \t 4 \t 1995 \t 1 \t 0\n", + "1 \t 9302 \t 1995 \t 4 \t 1322 \t 0 \t 1\n", + "2 \t 1995 \t 1322 \t 1 \t 673 \t 1 \t -4\n", + "3 \t 1322 \t 673 \t 1 \t 649 \t -4 \t 17\n", + "4 \t 673 \t 649 \t 1 \t 24 \t 5 \t -21\n", + "5 \t 649 \t 24 \t 27 \t 1 \t -9 \t 38\n", + "6 \t 24 \t 1 \t 24 \t 0 \t 14 \t -59\n", + "\t\t\t\t\t -387 \t 1631\n", + "GCD(39203, 9302) = 1, with coefficients -387 and 1631 such that 1 = (-387)*39203 + (1631)*9302\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9303 \t 4 \t 1991 \t 1 \t 0\n", + "1 \t 9303 \t 1991 \t 4 \t 1339 \t 0 \t 1\n", + "2 \t 1991 \t 1339 \t 1 \t 652 \t 1 \t -4\n", + "3 \t 1339 \t 652 \t 2 \t 35 \t -4 \t 17\n", + "4 \t 652 \t 35 \t 18 \t 22 \t 5 \t -21\n", + "5 \t 35 \t 22 \t 1 \t 13 \t -14 \t 59\n", + "6 \t 22 \t 13 \t 1 \t 9 \t 257 \t -1083\n", + "7 \t 13 \t 9 \t 1 \t 4 \t -271 \t 1142\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 528 \t -2225\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -799 \t 3367\n", + "\t\t\t\t\t 2126 \t -8959\n", + "GCD(39203, 9303) = 1, with coefficients 2126 and -8959 such that 1 = (2126)*39203 + (-8959)*9303\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9304 \t 4 \t 1987 \t 1 \t 0\n", + "1 \t 9304 \t 1987 \t 4 \t 1356 \t 0 \t 1\n", + "2 \t 1987 \t 1356 \t 1 \t 631 \t 1 \t -4\n", + "3 \t 1356 \t 631 \t 2 \t 94 \t -4 \t 17\n", + "4 \t 631 \t 94 \t 6 \t 67 \t 5 \t -21\n", + "5 \t 94 \t 67 \t 1 \t 27 \t -14 \t 59\n", + "6 \t 67 \t 27 \t 2 \t 13 \t 89 \t -375\n", + "7 \t 27 \t 13 \t 2 \t 1 \t -103 \t 434\n", + "8 \t 13 \t 1 \t 13 \t 0 \t 295 \t -1243\n", + "\t\t\t\t\t -693 \t 2920\n", + "GCD(39203, 9304) = 1, with coefficients -693 and 2920 such that 1 = (-693)*39203 + (2920)*9304\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9305 \t 4 \t 1983 \t 1 \t 0\n", + "1 \t 9305 \t 1983 \t 4 \t 1373 \t 0 \t 1\n", + "2 \t 1983 \t 1373 \t 1 \t 610 \t 1 \t -4\n", + "3 \t 1373 \t 610 \t 2 \t 153 \t -4 \t 17\n", + "4 \t 610 \t 153 \t 3 \t 151 \t 5 \t -21\n", + "5 \t 153 \t 151 \t 1 \t 2 \t -14 \t 59\n", + "6 \t 151 \t 2 \t 75 \t 1 \t 47 \t -198\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -61 \t 257\n", + "\t\t\t\t\t 4622 \t -19473\n", + "GCD(39203, 9305) = 1, with coefficients 4622 and -19473 such that 1 = (4622)*39203 + (-19473)*9305\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9306 \t 4 \t 1979 \t 1 \t 0\n", + "1 \t 9306 \t 1979 \t 4 \t 1390 \t 0 \t 1\n", + "2 \t 1979 \t 1390 \t 1 \t 589 \t 1 \t -4\n", + "3 \t 1390 \t 589 \t 2 \t 212 \t -4 \t 17\n", + "4 \t 589 \t 212 \t 2 \t 165 \t 5 \t -21\n", + "5 \t 212 \t 165 \t 1 \t 47 \t -14 \t 59\n", + "6 \t 165 \t 47 \t 3 \t 24 \t 33 \t -139\n", + "7 \t 47 \t 24 \t 1 \t 23 \t -47 \t 198\n", + "8 \t 24 \t 23 \t 1 \t 1 \t 174 \t -733\n", + "9 \t 23 \t 1 \t 23 \t 0 \t -221 \t 931\n", + "\t\t\t\t\t 395 \t -1664\n", + "GCD(39203, 9306) = 1, with coefficients 395 and -1664 such that 1 = (395)*39203 + (-1664)*9306\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9307 \t 4 \t 1975 \t 1 \t 0\n", + "1 \t 9307 \t 1975 \t 4 \t 1407 \t 0 \t 1\n", + "2 \t 1975 \t 1407 \t 1 \t 568 \t 1 \t -4\n", + "3 \t 1407 \t 568 \t 2 \t 271 \t -4 \t 17\n", + "4 \t 568 \t 271 \t 2 \t 26 \t 5 \t -21\n", + "5 \t 271 \t 26 \t 10 \t 11 \t -14 \t 59\n", + "6 \t 26 \t 11 \t 2 \t 4 \t 33 \t -139\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -344 \t 1449\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 721 \t -3037\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1786 \t 7523\n", + "\t\t\t\t\t 2507 \t -10560\n", + "GCD(39203, 9307) = 1, with coefficients 2507 and -10560 such that 1 = (2507)*39203 + (-10560)*9307\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9308 \t 4 \t 1971 \t 1 \t 0\n", + "1 \t 9308 \t 1971 \t 4 \t 1424 \t 0 \t 1\n", + "2 \t 1971 \t 1424 \t 1 \t 547 \t 1 \t -4\n", + "3 \t 1424 \t 547 \t 2 \t 330 \t -4 \t 17\n", + "4 \t 547 \t 330 \t 1 \t 217 \t 5 \t -21\n", + "5 \t 330 \t 217 \t 1 \t 113 \t -14 \t 59\n", + "6 \t 217 \t 113 \t 1 \t 104 \t 19 \t -80\n", + "7 \t 113 \t 104 \t 1 \t 9 \t -33 \t 139\n", + "8 \t 104 \t 9 \t 11 \t 5 \t 52 \t -219\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -85 \t 358\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 987 \t -4157\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1072 \t 4515\n", + "\t\t\t\t\t 2059 \t -8672\n", + "GCD(39203, 9308) = 1, with coefficients 2059 and -8672 such that 1 = (2059)*39203 + (-8672)*9308\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9309 \t 4 \t 1967 \t 1 \t 0\n", + "1 \t 9309 \t 1967 \t 4 \t 1441 \t 0 \t 1\n", + "2 \t 1967 \t 1441 \t 1 \t 526 \t 1 \t -4\n", + "3 \t 1441 \t 526 \t 2 \t 389 \t -4 \t 17\n", + "4 \t 526 \t 389 \t 1 \t 137 \t 5 \t -21\n", + "5 \t 389 \t 137 \t 2 \t 115 \t -14 \t 59\n", + "6 \t 137 \t 115 \t 1 \t 22 \t 19 \t -80\n", + "7 \t 115 \t 22 \t 5 \t 5 \t -52 \t 219\n", + "8 \t 22 \t 5 \t 4 \t 2 \t 71 \t -299\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -407 \t 1714\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1699 \t -7155\n", + "\t\t\t\t\t -3805 \t 16024\n", + "GCD(39203, 9309) = 1, with coefficients -3805 and 16024 such that 1 = (-3805)*39203 + (16024)*9309\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9310 \t 4 \t 1963 \t 1 \t 0\n", + "1 \t 9310 \t 1963 \t 4 \t 1458 \t 0 \t 1\n", + "2 \t 1963 \t 1458 \t 1 \t 505 \t 1 \t -4\n", + "3 \t 1458 \t 505 \t 2 \t 448 \t -4 \t 17\n", + "4 \t 505 \t 448 \t 1 \t 57 \t 5 \t -21\n", + "5 \t 448 \t 57 \t 7 \t 49 \t -14 \t 59\n", + "6 \t 57 \t 49 \t 1 \t 8 \t 19 \t -80\n", + "7 \t 49 \t 8 \t 6 \t 1 \t -147 \t 619\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 166 \t -699\n", + "\t\t\t\t\t -1143 \t 4813\n", + "GCD(39203, 9310) = 1, with coefficients -1143 and 4813 such that 1 = (-1143)*39203 + (4813)*9310\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9311 \t 4 \t 1959 \t 1 \t 0\n", + "1 \t 9311 \t 1959 \t 4 \t 1475 \t 0 \t 1\n", + "2 \t 1959 \t 1475 \t 1 \t 484 \t 1 \t -4\n", + "3 \t 1475 \t 484 \t 3 \t 23 \t -4 \t 17\n", + "4 \t 484 \t 23 \t 21 \t 1 \t 5 \t -21\n", + "5 \t 23 \t 1 \t 23 \t 0 \t -19 \t 80\n", + "\t\t\t\t\t 404 \t -1701\n", + "GCD(39203, 9311) = 1, with coefficients 404 and -1701 such that 1 = (404)*39203 + (-1701)*9311\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9312 \t 4 \t 1955 \t 1 \t 0\n", + "1 \t 9312 \t 1955 \t 4 \t 1492 \t 0 \t 1\n", + "2 \t 1955 \t 1492 \t 1 \t 463 \t 1 \t -4\n", + "3 \t 1492 \t 463 \t 3 \t 103 \t -4 \t 17\n", + "4 \t 463 \t 103 \t 4 \t 51 \t 5 \t -21\n", + "5 \t 103 \t 51 \t 2 \t 1 \t -19 \t 80\n", + "6 \t 51 \t 1 \t 51 \t 0 \t 81 \t -341\n", + "\t\t\t\t\t -181 \t 762\n", + "GCD(39203, 9312) = 1, with coefficients -181 and 762 such that 1 = (-181)*39203 + (762)*9312\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9313 \t 4 \t 1951 \t 1 \t 0\n", + "1 \t 9313 \t 1951 \t 4 \t 1509 \t 0 \t 1\n", + "2 \t 1951 \t 1509 \t 1 \t 442 \t 1 \t -4\n", + "3 \t 1509 \t 442 \t 3 \t 183 \t -4 \t 17\n", + "4 \t 442 \t 183 \t 2 \t 76 \t 5 \t -21\n", + "5 \t 183 \t 76 \t 2 \t 31 \t -19 \t 80\n", + "6 \t 76 \t 31 \t 2 \t 14 \t 43 \t -181\n", + "7 \t 31 \t 14 \t 2 \t 3 \t -105 \t 442\n", + "8 \t 14 \t 3 \t 4 \t 2 \t 253 \t -1065\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -611 \t 2572\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2697 \t -11353\n", + "\t\t\t\t\t -3308 \t 13925\n", + "GCD(39203, 9313) = 1, with coefficients -3308 and 13925 such that 1 = (-3308)*39203 + (13925)*9313\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9314 \t 4 \t 1947 \t 1 \t 0\n", + "1 \t 9314 \t 1947 \t 4 \t 1526 \t 0 \t 1\n", + "2 \t 1947 \t 1526 \t 1 \t 421 \t 1 \t -4\n", + "3 \t 1526 \t 421 \t 3 \t 263 \t -4 \t 17\n", + "4 \t 421 \t 263 \t 1 \t 158 \t 5 \t -21\n", + "5 \t 263 \t 158 \t 1 \t 105 \t -19 \t 80\n", + "6 \t 158 \t 105 \t 1 \t 53 \t 24 \t -101\n", + "7 \t 105 \t 53 \t 1 \t 52 \t -43 \t 181\n", + "8 \t 53 \t 52 \t 1 \t 1 \t 67 \t -282\n", + "9 \t 52 \t 1 \t 52 \t 0 \t -110 \t 463\n", + "\t\t\t\t\t 177 \t -745\n", + "GCD(39203, 9314) = 1, with coefficients 177 and -745 such that 1 = (177)*39203 + (-745)*9314\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9315 \t 4 \t 1943 \t 1 \t 0\n", + "1 \t 9315 \t 1943 \t 4 \t 1543 \t 0 \t 1\n", + "2 \t 1943 \t 1543 \t 1 \t 400 \t 1 \t -4\n", + "3 \t 1543 \t 400 \t 3 \t 343 \t -4 \t 17\n", + "4 \t 400 \t 343 \t 1 \t 57 \t 5 \t -21\n", + "5 \t 343 \t 57 \t 6 \t 1 \t -19 \t 80\n", + "6 \t 57 \t 1 \t 57 \t 0 \t 24 \t -101\n", + "\t\t\t\t\t -163 \t 686\n", + "GCD(39203, 9315) = 1, with coefficients -163 and 686 such that 1 = (-163)*39203 + (686)*9315\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9316 \t 4 \t 1939 \t 1 \t 0\n", + "1 \t 9316 \t 1939 \t 4 \t 1560 \t 0 \t 1\n", + "2 \t 1939 \t 1560 \t 1 \t 379 \t 1 \t -4\n", + "3 \t 1560 \t 379 \t 4 \t 44 \t -4 \t 17\n", + "4 \t 379 \t 44 \t 8 \t 27 \t 5 \t -21\n", + "5 \t 44 \t 27 \t 1 \t 17 \t -24 \t 101\n", + "6 \t 27 \t 17 \t 1 \t 10 \t 197 \t -829\n", + "7 \t 17 \t 10 \t 1 \t 7 \t -221 \t 930\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 418 \t -1759\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -639 \t 2689\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1057 \t -4448\n", + "\t\t\t\t\t -2753 \t 11585\n", + "GCD(39203, 9316) = 1, with coefficients -2753 and 11585 such that 1 = (-2753)*39203 + (11585)*9316\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9317 \t 4 \t 1935 \t 1 \t 0\n", + "1 \t 9317 \t 1935 \t 4 \t 1577 \t 0 \t 1\n", + "2 \t 1935 \t 1577 \t 1 \t 358 \t 1 \t -4\n", + "3 \t 1577 \t 358 \t 4 \t 145 \t -4 \t 17\n", + "4 \t 358 \t 145 \t 2 \t 68 \t 5 \t -21\n", + "5 \t 145 \t 68 \t 2 \t 9 \t -24 \t 101\n", + "6 \t 68 \t 9 \t 7 \t 5 \t 53 \t -223\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -130 \t 547\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 963 \t -4052\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1093 \t 4599\n", + "\t\t\t\t\t 2056 \t -8651\n", + "GCD(39203, 9317) = 1, with coefficients 2056 and -8651 such that 1 = (2056)*39203 + (-8651)*9317\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9318 \t 4 \t 1931 \t 1 \t 0\n", + "1 \t 9318 \t 1931 \t 4 \t 1594 \t 0 \t 1\n", + "2 \t 1931 \t 1594 \t 1 \t 337 \t 1 \t -4\n", + "3 \t 1594 \t 337 \t 4 \t 246 \t -4 \t 17\n", + "4 \t 337 \t 246 \t 1 \t 91 \t 5 \t -21\n", + "5 \t 246 \t 91 \t 2 \t 64 \t -24 \t 101\n", + "6 \t 91 \t 64 \t 1 \t 27 \t 29 \t -122\n", + "7 \t 64 \t 27 \t 2 \t 10 \t -82 \t 345\n", + "8 \t 27 \t 10 \t 2 \t 7 \t 111 \t -467\n", + "9 \t 10 \t 7 \t 1 \t 3 \t -304 \t 1279\n", + "10 \t 7 \t 3 \t 2 \t 1 \t 719 \t -3025\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1023 \t 4304\n", + "\t\t\t\t\t 2765 \t -11633\n", + "GCD(39203, 9318) = 1, with coefficients 2765 and -11633 such that 1 = (2765)*39203 + (-11633)*9318\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9319 \t 4 \t 1927 \t 1 \t 0\n", + "1 \t 9319 \t 1927 \t 4 \t 1611 \t 0 \t 1\n", + "2 \t 1927 \t 1611 \t 1 \t 316 \t 1 \t -4\n", + "3 \t 1611 \t 316 \t 5 \t 31 \t -4 \t 17\n", + "4 \t 316 \t 31 \t 10 \t 6 \t 5 \t -21\n", + "5 \t 31 \t 6 \t 5 \t 1 \t -29 \t 122\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 295 \t -1241\n", + "\t\t\t\t\t -1504 \t 6327\n", + "GCD(39203, 9319) = 1, with coefficients -1504 and 6327 such that 1 = (-1504)*39203 + (6327)*9319\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9320 \t 4 \t 1923 \t 1 \t 0\n", + "1 \t 9320 \t 1923 \t 4 \t 1628 \t 0 \t 1\n", + "2 \t 1923 \t 1628 \t 1 \t 295 \t 1 \t -4\n", + "3 \t 1628 \t 295 \t 5 \t 153 \t -4 \t 17\n", + "4 \t 295 \t 153 \t 1 \t 142 \t 5 \t -21\n", + "5 \t 153 \t 142 \t 1 \t 11 \t -29 \t 122\n", + "6 \t 142 \t 11 \t 12 \t 10 \t 34 \t -143\n", + "7 \t 11 \t 10 \t 1 \t 1 \t -63 \t 265\n", + "8 \t 10 \t 1 \t 10 \t 0 \t 790 \t -3323\n", + "\t\t\t\t\t -853 \t 3588\n", + "GCD(39203, 9320) = 1, with coefficients -853 and 3588 such that 1 = (-853)*39203 + (3588)*9320\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9321 \t 4 \t 1919 \t 1 \t 0\n", + "1 \t 9321 \t 1919 \t 4 \t 1645 \t 0 \t 1\n", + "2 \t 1919 \t 1645 \t 1 \t 274 \t 1 \t -4\n", + "3 \t 1645 \t 274 \t 6 \t 1 \t -4 \t 17\n", + "4 \t 274 \t 1 \t 274 \t 0 \t 5 \t -21\n", + "\t\t\t\t\t -34 \t 143\n", + "GCD(39203, 9321) = 1, with coefficients -34 and 143 such that 1 = (-34)*39203 + (143)*9321\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9322 \t 4 \t 1915 \t 1 \t 0\n", + "1 \t 9322 \t 1915 \t 4 \t 1662 \t 0 \t 1\n", + "2 \t 1915 \t 1662 \t 1 \t 253 \t 1 \t -4\n", + "3 \t 1662 \t 253 \t 6 \t 144 \t -4 \t 17\n", + "4 \t 253 \t 144 \t 1 \t 109 \t 5 \t -21\n", + "5 \t 144 \t 109 \t 1 \t 35 \t -34 \t 143\n", + "6 \t 109 \t 35 \t 3 \t 4 \t 39 \t -164\n", + "7 \t 35 \t 4 \t 8 \t 3 \t -73 \t 307\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 258 \t -1085\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -2137 \t 8987\n", + "\t\t\t\t\t 2395 \t -10072\n", + "GCD(39203, 9322) = 1, with coefficients 2395 and -10072 such that 1 = (2395)*39203 + (-10072)*9322\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9323 \t 4 \t 1911 \t 1 \t 0\n", + "1 \t 9323 \t 1911 \t 4 \t 1679 \t 0 \t 1\n", + "2 \t 1911 \t 1679 \t 1 \t 232 \t 1 \t -4\n", + "3 \t 1679 \t 232 \t 7 \t 55 \t -4 \t 17\n", + "4 \t 232 \t 55 \t 4 \t 12 \t 5 \t -21\n", + "5 \t 55 \t 12 \t 4 \t 7 \t -39 \t 164\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 161 \t -677\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -683 \t 2872\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 844 \t -3549\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1527 \t 6421\n", + "\t\t\t\t\t 3898 \t -16391\n", + "GCD(39203, 9323) = 1, with coefficients 3898 and -16391 such that 1 = (3898)*39203 + (-16391)*9323\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9324 \t 4 \t 1907 \t 1 \t 0\n", + "1 \t 9324 \t 1907 \t 4 \t 1696 \t 0 \t 1\n", + "2 \t 1907 \t 1696 \t 1 \t 211 \t 1 \t -4\n", + "3 \t 1696 \t 211 \t 8 \t 8 \t -4 \t 17\n", + "4 \t 211 \t 8 \t 26 \t 3 \t 5 \t -21\n", + "5 \t 8 \t 3 \t 2 \t 2 \t -44 \t 185\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1149 \t -4831\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2342 \t 9847\n", + "\t\t\t\t\t 3491 \t -14678\n", + "GCD(39203, 9324) = 1, with coefficients 3491 and -14678 such that 1 = (3491)*39203 + (-14678)*9324\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9325 \t 4 \t 1903 \t 1 \t 0\n", + "1 \t 9325 \t 1903 \t 4 \t 1713 \t 0 \t 1\n", + "2 \t 1903 \t 1713 \t 1 \t 190 \t 1 \t -4\n", + "3 \t 1713 \t 190 \t 9 \t 3 \t -4 \t 17\n", + "4 \t 190 \t 3 \t 63 \t 1 \t 5 \t -21\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -49 \t 206\n", + "\t\t\t\t\t 3092 \t -12999\n", + "GCD(39203, 9325) = 1, with coefficients 3092 and -12999 such that 1 = (3092)*39203 + (-12999)*9325\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9326 \t 4 \t 1899 \t 1 \t 0\n", + "1 \t 9326 \t 1899 \t 4 \t 1730 \t 0 \t 1\n", + "2 \t 1899 \t 1730 \t 1 \t 169 \t 1 \t -4\n", + "3 \t 1730 \t 169 \t 10 \t 40 \t -4 \t 17\n", + "4 \t 169 \t 40 \t 4 \t 9 \t 5 \t -21\n", + "5 \t 40 \t 9 \t 4 \t 4 \t -54 \t 227\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 221 \t -929\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -938 \t 3943\n", + "\t\t\t\t\t 2097 \t -8815\n", + "GCD(39203, 9326) = 1, with coefficients 2097 and -8815 such that 1 = (2097)*39203 + (-8815)*9326\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9327 \t 4 \t 1895 \t 1 \t 0\n", + "1 \t 9327 \t 1895 \t 4 \t 1747 \t 0 \t 1\n", + "2 \t 1895 \t 1747 \t 1 \t 148 \t 1 \t -4\n", + "3 \t 1747 \t 148 \t 11 \t 119 \t -4 \t 17\n", + "4 \t 148 \t 119 \t 1 \t 29 \t 5 \t -21\n", + "5 \t 119 \t 29 \t 4 \t 3 \t -59 \t 248\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 64 \t -269\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -315 \t 1324\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2899 \t -12185\n", + "\t\t\t\t\t -3214 \t 13509\n", + "GCD(39203, 9327) = 1, with coefficients -3214 and 13509 such that 1 = (-3214)*39203 + (13509)*9327\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9328 \t 4 \t 1891 \t 1 \t 0\n", + "1 \t 9328 \t 1891 \t 4 \t 1764 \t 0 \t 1\n", + "2 \t 1891 \t 1764 \t 1 \t 127 \t 1 \t -4\n", + "3 \t 1764 \t 127 \t 13 \t 113 \t -4 \t 17\n", + "4 \t 127 \t 113 \t 1 \t 14 \t 5 \t -21\n", + "5 \t 113 \t 14 \t 8 \t 1 \t -69 \t 290\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 74 \t -311\n", + "\t\t\t\t\t -661 \t 2778\n", + "GCD(39203, 9328) = 1, with coefficients -661 and 2778 such that 1 = (-661)*39203 + (2778)*9328\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9329 \t 4 \t 1887 \t 1 \t 0\n", + "1 \t 9329 \t 1887 \t 4 \t 1781 \t 0 \t 1\n", + "2 \t 1887 \t 1781 \t 1 \t 106 \t 1 \t -4\n", + "3 \t 1781 \t 106 \t 16 \t 85 \t -4 \t 17\n", + "4 \t 106 \t 85 \t 1 \t 21 \t 5 \t -21\n", + "5 \t 85 \t 21 \t 4 \t 1 \t -84 \t 353\n", + "6 \t 21 \t 1 \t 21 \t 0 \t 89 \t -374\n", + "\t\t\t\t\t -440 \t 1849\n", + "GCD(39203, 9329) = 1, with coefficients -440 and 1849 such that 1 = (-440)*39203 + (1849)*9329\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9330 \t 4 \t 1883 \t 1 \t 0\n", + "1 \t 9330 \t 1883 \t 4 \t 1798 \t 0 \t 1\n", + "2 \t 1883 \t 1798 \t 1 \t 85 \t 1 \t -4\n", + "3 \t 1798 \t 85 \t 21 \t 13 \t -4 \t 17\n", + "4 \t 85 \t 13 \t 6 \t 7 \t 5 \t -21\n", + "5 \t 13 \t 7 \t 1 \t 6 \t -109 \t 458\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 659 \t -2769\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -768 \t 3227\n", + "\t\t\t\t\t 1427 \t -5996\n", + "GCD(39203, 9330) = 1, with coefficients 1427 and -5996 such that 1 = (1427)*39203 + (-5996)*9330\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9331 \t 4 \t 1879 \t 1 \t 0\n", + "1 \t 9331 \t 1879 \t 4 \t 1815 \t 0 \t 1\n", + "2 \t 1879 \t 1815 \t 1 \t 64 \t 1 \t -4\n", + "3 \t 1815 \t 64 \t 28 \t 23 \t -4 \t 17\n", + "4 \t 64 \t 23 \t 2 \t 18 \t 5 \t -21\n", + "5 \t 23 \t 18 \t 1 \t 5 \t -144 \t 605\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 293 \t -1231\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -437 \t 1836\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1604 \t -6739\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2041 \t 8575\n", + "\t\t\t\t\t 3645 \t -15314\n", + "GCD(39203, 9331) = 1, with coefficients 3645 and -15314 such that 1 = (3645)*39203 + (-15314)*9331\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9332 \t 4 \t 1875 \t 1 \t 0\n", + "1 \t 9332 \t 1875 \t 4 \t 1832 \t 0 \t 1\n", + "2 \t 1875 \t 1832 \t 1 \t 43 \t 1 \t -4\n", + "3 \t 1832 \t 43 \t 42 \t 26 \t -4 \t 17\n", + "4 \t 43 \t 26 \t 1 \t 17 \t 5 \t -21\n", + "5 \t 26 \t 17 \t 1 \t 9 \t -214 \t 899\n", + "6 \t 17 \t 9 \t 1 \t 8 \t 219 \t -920\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -433 \t 1819\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 652 \t -2739\n", + "\t\t\t\t\t -1085 \t 4558\n", + "GCD(39203, 9332) = 1, with coefficients -1085 and 4558 such that 1 = (-1085)*39203 + (4558)*9332\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9333 \t 4 \t 1871 \t 1 \t 0\n", + "1 \t 9333 \t 1871 \t 4 \t 1849 \t 0 \t 1\n", + "2 \t 1871 \t 1849 \t 1 \t 22 \t 1 \t -4\n", + "3 \t 1849 \t 22 \t 84 \t 1 \t -4 \t 17\n", + "4 \t 22 \t 1 \t 22 \t 0 \t 5 \t -21\n", + "\t\t\t\t\t -424 \t 1781\n", + "GCD(39203, 9333) = 1, with coefficients -424 and 1781 such that 1 = (-424)*39203 + (1781)*9333\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9334 \t 4 \t 1867 \t 1 \t 0\n", + "1 \t 9334 \t 1867 \t 4 \t 1866 \t 0 \t 1\n", + "2 \t 1867 \t 1866 \t 1 \t 1 \t 1 \t -4\n", + "3 \t 1866 \t 1 \t 1866 \t 0 \t -4 \t 17\n", + "\t\t\t\t\t 5 \t -21\n", + "GCD(39203, 9334) = 1, with coefficients 5 and -21 such that 1 = (5)*39203 + (-21)*9334\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9335 \t 4 \t 1863 \t 1 \t 0\n", + "1 \t 9335 \t 1863 \t 5 \t 20 \t 0 \t 1\n", + "2 \t 1863 \t 20 \t 93 \t 3 \t 1 \t -4\n", + "3 \t 20 \t 3 \t 6 \t 2 \t -5 \t 21\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 466 \t -1957\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2801 \t 11763\n", + "\t\t\t\t\t 3267 \t -13720\n", + "GCD(39203, 9335) = 1, with coefficients 3267 and -13720 such that 1 = (3267)*39203 + (-13720)*9335\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9336 \t 4 \t 1859 \t 1 \t 0\n", + "1 \t 9336 \t 1859 \t 5 \t 41 \t 0 \t 1\n", + "2 \t 1859 \t 41 \t 45 \t 14 \t 1 \t -4\n", + "3 \t 41 \t 14 \t 2 \t 13 \t -5 \t 21\n", + "4 \t 14 \t 13 \t 1 \t 1 \t 226 \t -949\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -457 \t 1919\n", + "\t\t\t\t\t 683 \t -2868\n", + "GCD(39203, 9336) = 1, with coefficients 683 and -2868 such that 1 = (683)*39203 + (-2868)*9336\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9337 \t 4 \t 1855 \t 1 \t 0\n", + "1 \t 9337 \t 1855 \t 5 \t 62 \t 0 \t 1\n", + "2 \t 1855 \t 62 \t 29 \t 57 \t 1 \t -4\n", + "3 \t 62 \t 57 \t 1 \t 5 \t -5 \t 21\n", + "4 \t 57 \t 5 \t 11 \t 2 \t 146 \t -613\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -151 \t 634\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1807 \t -7587\n", + "\t\t\t\t\t -3765 \t 15808\n", + "GCD(39203, 9337) = 1, with coefficients -3765 and 15808 such that 1 = (-3765)*39203 + (15808)*9337\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9338 \t 4 \t 1851 \t 1 \t 0\n", + "1 \t 9338 \t 1851 \t 5 \t 83 \t 0 \t 1\n", + "2 \t 1851 \t 83 \t 22 \t 25 \t 1 \t -4\n", + "3 \t 83 \t 25 \t 3 \t 8 \t -5 \t 21\n", + "4 \t 25 \t 8 \t 3 \t 1 \t 111 \t -466\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -338 \t 1419\n", + "\t\t\t\t\t 1125 \t -4723\n", + "GCD(39203, 9338) = 1, with coefficients 1125 and -4723 such that 1 = (1125)*39203 + (-4723)*9338\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9339 \t 4 \t 1847 \t 1 \t 0\n", + "1 \t 9339 \t 1847 \t 5 \t 104 \t 0 \t 1\n", + "2 \t 1847 \t 104 \t 17 \t 79 \t 1 \t -4\n", + "3 \t 104 \t 79 \t 1 \t 25 \t -5 \t 21\n", + "4 \t 79 \t 25 \t 3 \t 4 \t 86 \t -361\n", + "5 \t 25 \t 4 \t 6 \t 1 \t -91 \t 382\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 359 \t -1507\n", + "\t\t\t\t\t -2245 \t 9424\n", + "GCD(39203, 9339) = 1, with coefficients -2245 and 9424 such that 1 = (-2245)*39203 + (9424)*9339\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9340 \t 4 \t 1843 \t 1 \t 0\n", + "1 \t 9340 \t 1843 \t 5 \t 125 \t 0 \t 1\n", + "2 \t 1843 \t 125 \t 14 \t 93 \t 1 \t -4\n", + "3 \t 125 \t 93 \t 1 \t 32 \t -5 \t 21\n", + "4 \t 93 \t 32 \t 2 \t 29 \t 71 \t -298\n", + "5 \t 32 \t 29 \t 1 \t 3 \t -76 \t 319\n", + "6 \t 29 \t 3 \t 9 \t 2 \t 223 \t -936\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -299 \t 1255\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2914 \t -12231\n", + "\t\t\t\t\t -3213 \t 13486\n", + "GCD(39203, 9340) = 1, with coefficients -3213 and 13486 such that 1 = (-3213)*39203 + (13486)*9340\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9341 \t 4 \t 1839 \t 1 \t 0\n", + "1 \t 9341 \t 1839 \t 5 \t 146 \t 0 \t 1\n", + "2 \t 1839 \t 146 \t 12 \t 87 \t 1 \t -4\n", + "3 \t 146 \t 87 \t 1 \t 59 \t -5 \t 21\n", + "4 \t 87 \t 59 \t 1 \t 28 \t 61 \t -256\n", + "5 \t 59 \t 28 \t 2 \t 3 \t -66 \t 277\n", + "6 \t 28 \t 3 \t 9 \t 1 \t 127 \t -533\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -320 \t 1343\n", + "\t\t\t\t\t 3007 \t -12620\n", + "GCD(39203, 9341) = 1, with coefficients 3007 and -12620 such that 1 = (3007)*39203 + (-12620)*9341\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9342 \t 4 \t 1835 \t 1 \t 0\n", + "1 \t 9342 \t 1835 \t 5 \t 167 \t 0 \t 1\n", + "2 \t 1835 \t 167 \t 10 \t 165 \t 1 \t -4\n", + "3 \t 167 \t 165 \t 1 \t 2 \t -5 \t 21\n", + "4 \t 165 \t 2 \t 82 \t 1 \t 51 \t -214\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -56 \t 235\n", + "\t\t\t\t\t 4643 \t -19484\n", + "GCD(39203, 9342) = 1, with coefficients 4643 and -19484 such that 1 = (4643)*39203 + (-19484)*9342\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9343 \t 4 \t 1831 \t 1 \t 0\n", + "1 \t 9343 \t 1831 \t 5 \t 188 \t 0 \t 1\n", + "2 \t 1831 \t 188 \t 9 \t 139 \t 1 \t -4\n", + "3 \t 188 \t 139 \t 1 \t 49 \t -5 \t 21\n", + "4 \t 139 \t 49 \t 2 \t 41 \t 46 \t -193\n", + "5 \t 49 \t 41 \t 1 \t 8 \t -51 \t 214\n", + "6 \t 41 \t 8 \t 5 \t 1 \t 148 \t -621\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -199 \t 835\n", + "\t\t\t\t\t 1143 \t -4796\n", + "GCD(39203, 9343) = 1, with coefficients 1143 and -4796 such that 1 = (1143)*39203 + (-4796)*9343\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9344 \t 4 \t 1827 \t 1 \t 0\n", + "1 \t 9344 \t 1827 \t 5 \t 209 \t 0 \t 1\n", + "2 \t 1827 \t 209 \t 8 \t 155 \t 1 \t -4\n", + "3 \t 209 \t 155 \t 1 \t 54 \t -5 \t 21\n", + "4 \t 155 \t 54 \t 2 \t 47 \t 41 \t -172\n", + "5 \t 54 \t 47 \t 1 \t 7 \t -46 \t 193\n", + "6 \t 47 \t 7 \t 6 \t 5 \t 133 \t -558\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -179 \t 751\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 1207 \t -5064\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1386 \t 5815\n", + "\t\t\t\t\t 3979 \t -16694\n", + "GCD(39203, 9344) = 1, with coefficients 3979 and -16694 such that 1 = (3979)*39203 + (-16694)*9344\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9345 \t 4 \t 1823 \t 1 \t 0\n", + "1 \t 9345 \t 1823 \t 5 \t 230 \t 0 \t 1\n", + "2 \t 1823 \t 230 \t 7 \t 213 \t 1 \t -4\n", + "3 \t 230 \t 213 \t 1 \t 17 \t -5 \t 21\n", + "4 \t 213 \t 17 \t 12 \t 9 \t 36 \t -151\n", + "5 \t 17 \t 9 \t 1 \t 8 \t -41 \t 172\n", + "6 \t 9 \t 8 \t 1 \t 1 \t 528 \t -2215\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -569 \t 2387\n", + "\t\t\t\t\t 1097 \t -4602\n", + "GCD(39203, 9345) = 1, with coefficients 1097 and -4602 such that 1 = (1097)*39203 + (-4602)*9345\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9346 \t 4 \t 1819 \t 1 \t 0\n", + "1 \t 9346 \t 1819 \t 5 \t 251 \t 0 \t 1\n", + "2 \t 1819 \t 251 \t 7 \t 62 \t 1 \t -4\n", + "3 \t 251 \t 62 \t 4 \t 3 \t -5 \t 21\n", + "4 \t 62 \t 3 \t 20 \t 2 \t 36 \t -151\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -149 \t 625\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 3016 \t -12651\n", + "\t\t\t\t\t -3165 \t 13276\n", + "GCD(39203, 9346) = 1, with coefficients -3165 and 13276 such that 1 = (-3165)*39203 + (13276)*9346\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9347 \t 4 \t 1815 \t 1 \t 0\n", + "1 \t 9347 \t 1815 \t 5 \t 272 \t 0 \t 1\n", + "2 \t 1815 \t 272 \t 6 \t 183 \t 1 \t -4\n", + "3 \t 272 \t 183 \t 1 \t 89 \t -5 \t 21\n", + "4 \t 183 \t 89 \t 2 \t 5 \t 31 \t -130\n", + "5 \t 89 \t 5 \t 17 \t 4 \t -36 \t 151\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 103 \t -432\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1787 \t 7495\n", + "\t\t\t\t\t 1890 \t -7927\n", + "GCD(39203, 9347) = 1, with coefficients 1890 and -7927 such that 1 = (1890)*39203 + (-7927)*9347\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9348 \t 4 \t 1811 \t 1 \t 0\n", + "1 \t 9348 \t 1811 \t 5 \t 293 \t 0 \t 1\n", + "2 \t 1811 \t 293 \t 6 \t 53 \t 1 \t -4\n", + "3 \t 293 \t 53 \t 5 \t 28 \t -5 \t 21\n", + "4 \t 53 \t 28 \t 1 \t 25 \t 31 \t -130\n", + "5 \t 28 \t 25 \t 1 \t 3 \t -160 \t 671\n", + "6 \t 25 \t 3 \t 8 \t 1 \t 191 \t -801\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -351 \t 1472\n", + "\t\t\t\t\t 2999 \t -12577\n", + "GCD(39203, 9348) = 1, with coefficients 2999 and -12577 such that 1 = (2999)*39203 + (-12577)*9348\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9349 \t 4 \t 1807 \t 1 \t 0\n", + "1 \t 9349 \t 1807 \t 5 \t 314 \t 0 \t 1\n", + "2 \t 1807 \t 314 \t 5 \t 237 \t 1 \t -4\n", + "3 \t 314 \t 237 \t 1 \t 77 \t -5 \t 21\n", + "4 \t 237 \t 77 \t 3 \t 6 \t 26 \t -109\n", + "5 \t 77 \t 6 \t 12 \t 5 \t -31 \t 130\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 119 \t -499\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1459 \t 6118\n", + "\t\t\t\t\t 1578 \t -6617\n", + "GCD(39203, 9349) = 1, with coefficients 1578 and -6617 such that 1 = (1578)*39203 + (-6617)*9349\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9350 \t 4 \t 1803 \t 1 \t 0\n", + "1 \t 9350 \t 1803 \t 5 \t 335 \t 0 \t 1\n", + "2 \t 1803 \t 335 \t 5 \t 128 \t 1 \t -4\n", + "3 \t 335 \t 128 \t 2 \t 79 \t -5 \t 21\n", + "4 \t 128 \t 79 \t 1 \t 49 \t 26 \t -109\n", + "5 \t 79 \t 49 \t 1 \t 30 \t -57 \t 239\n", + "6 \t 49 \t 30 \t 1 \t 19 \t 83 \t -348\n", + "7 \t 30 \t 19 \t 1 \t 11 \t -140 \t 587\n", + "8 \t 19 \t 11 \t 1 \t 8 \t 223 \t -935\n", + "9 \t 11 \t 8 \t 1 \t 3 \t -363 \t 1522\n", + "10 \t 8 \t 3 \t 2 \t 2 \t 586 \t -2457\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -949 \t 3979\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2484 \t -10415\n", + "\t\t\t\t\t -3433 \t 14394\n", + "GCD(39203, 9350) = 1, with coefficients -3433 and 14394 such that 1 = (-3433)*39203 + (14394)*9350\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9351 \t 4 \t 1799 \t 1 \t 0\n", + "1 \t 9351 \t 1799 \t 5 \t 356 \t 0 \t 1\n", + "2 \t 1799 \t 356 \t 5 \t 19 \t 1 \t -4\n", + "3 \t 356 \t 19 \t 18 \t 14 \t -5 \t 21\n", + "4 \t 19 \t 14 \t 1 \t 5 \t 26 \t -109\n", + "5 \t 14 \t 5 \t 2 \t 4 \t -473 \t 1983\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 499 \t -2092\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1471 \t 6167\n", + "\t\t\t\t\t 1970 \t -8259\n", + "GCD(39203, 9351) = 1, with coefficients 1970 and -8259 such that 1 = (1970)*39203 + (-8259)*9351\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9352 \t 4 \t 1795 \t 1 \t 0\n", + "1 \t 9352 \t 1795 \t 5 \t 377 \t 0 \t 1\n", + "2 \t 1795 \t 377 \t 4 \t 287 \t 1 \t -4\n", + "3 \t 377 \t 287 \t 1 \t 90 \t -5 \t 21\n", + "4 \t 287 \t 90 \t 3 \t 17 \t 21 \t -88\n", + "5 \t 90 \t 17 \t 5 \t 5 \t -26 \t 109\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 99 \t -415\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -521 \t 2184\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1662 \t -6967\n", + "\t\t\t\t\t -3845 \t 16118\n", + "GCD(39203, 9352) = 1, with coefficients -3845 and 16118 such that 1 = (-3845)*39203 + (16118)*9352\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9353 \t 4 \t 1791 \t 1 \t 0\n", + "1 \t 9353 \t 1791 \t 5 \t 398 \t 0 \t 1\n", + "2 \t 1791 \t 398 \t 4 \t 199 \t 1 \t -4\n", + "3 \t 398 \t 199 \t 2 \t 0 \t -5 \t 21\n", + "\t\t\t\t\t 21 \t -88\n", + "GCD(39203, 9353) = 199, with coefficients 21 and -88 such that 199 = (21)*39203 + (-88)*9353\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9354 \t 4 \t 1787 \t 1 \t 0\n", + "1 \t 9354 \t 1787 \t 5 \t 419 \t 0 \t 1\n", + "2 \t 1787 \t 419 \t 4 \t 111 \t 1 \t -4\n", + "3 \t 419 \t 111 \t 3 \t 86 \t -5 \t 21\n", + "4 \t 111 \t 86 \t 1 \t 25 \t 21 \t -88\n", + "5 \t 86 \t 25 \t 3 \t 11 \t -68 \t 285\n", + "6 \t 25 \t 11 \t 2 \t 3 \t 89 \t -373\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -335 \t 1404\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 759 \t -3181\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2612 \t 10947\n", + "\t\t\t\t\t 3371 \t -14128\n", + "GCD(39203, 9354) = 1, with coefficients 3371 and -14128 such that 1 = (3371)*39203 + (-14128)*9354\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9355 \t 4 \t 1783 \t 1 \t 0\n", + "1 \t 9355 \t 1783 \t 5 \t 440 \t 0 \t 1\n", + "2 \t 1783 \t 440 \t 4 \t 23 \t 1 \t -4\n", + "3 \t 440 \t 23 \t 19 \t 3 \t -5 \t 21\n", + "4 \t 23 \t 3 \t 7 \t 2 \t 21 \t -88\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -404 \t 1693\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2849 \t -11939\n", + "\t\t\t\t\t -3253 \t 13632\n", + "GCD(39203, 9355) = 1, with coefficients -3253 and 13632 such that 1 = (-3253)*39203 + (13632)*9355\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9356 \t 4 \t 1779 \t 1 \t 0\n", + "1 \t 9356 \t 1779 \t 5 \t 461 \t 0 \t 1\n", + "2 \t 1779 \t 461 \t 3 \t 396 \t 1 \t -4\n", + "3 \t 461 \t 396 \t 1 \t 65 \t -5 \t 21\n", + "4 \t 396 \t 65 \t 6 \t 6 \t 16 \t -67\n", + "5 \t 65 \t 6 \t 10 \t 5 \t -21 \t 88\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 142 \t -595\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1441 \t 6038\n", + "\t\t\t\t\t 1583 \t -6633\n", + "GCD(39203, 9356) = 1, with coefficients 1583 and -6633 such that 1 = (1583)*39203 + (-6633)*9356\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9357 \t 4 \t 1775 \t 1 \t 0\n", + "1 \t 9357 \t 1775 \t 5 \t 482 \t 0 \t 1\n", + "2 \t 1775 \t 482 \t 3 \t 329 \t 1 \t -4\n", + "3 \t 482 \t 329 \t 1 \t 153 \t -5 \t 21\n", + "4 \t 329 \t 153 \t 2 \t 23 \t 16 \t -67\n", + "5 \t 153 \t 23 \t 6 \t 15 \t -21 \t 88\n", + "6 \t 23 \t 15 \t 1 \t 8 \t 58 \t -243\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -369 \t 1546\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 427 \t -1789\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -796 \t 3335\n", + "\t\t\t\t\t 1223 \t -5124\n", + "GCD(39203, 9357) = 1, with coefficients 1223 and -5124 such that 1 = (1223)*39203 + (-5124)*9357\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9358 \t 4 \t 1771 \t 1 \t 0\n", + "1 \t 9358 \t 1771 \t 5 \t 503 \t 0 \t 1\n", + "2 \t 1771 \t 503 \t 3 \t 262 \t 1 \t -4\n", + "3 \t 503 \t 262 \t 1 \t 241 \t -5 \t 21\n", + "4 \t 262 \t 241 \t 1 \t 21 \t 16 \t -67\n", + "5 \t 241 \t 21 \t 11 \t 10 \t -21 \t 88\n", + "6 \t 21 \t 10 \t 2 \t 1 \t 37 \t -155\n", + "7 \t 10 \t 1 \t 10 \t 0 \t -428 \t 1793\n", + "\t\t\t\t\t 893 \t -3741\n", + "GCD(39203, 9358) = 1, with coefficients 893 and -3741 such that 1 = (893)*39203 + (-3741)*9358\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9359 \t 4 \t 1767 \t 1 \t 0\n", + "1 \t 9359 \t 1767 \t 5 \t 524 \t 0 \t 1\n", + "2 \t 1767 \t 524 \t 3 \t 195 \t 1 \t -4\n", + "3 \t 524 \t 195 \t 2 \t 134 \t -5 \t 21\n", + "4 \t 195 \t 134 \t 1 \t 61 \t 16 \t -67\n", + "5 \t 134 \t 61 \t 2 \t 12 \t -37 \t 155\n", + "6 \t 61 \t 12 \t 5 \t 1 \t 53 \t -222\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -143 \t 599\n", + "\t\t\t\t\t 768 \t -3217\n", + "GCD(39203, 9359) = 1, with coefficients 768 and -3217 such that 1 = (768)*39203 + (-3217)*9359\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9360 \t 4 \t 1763 \t 1 \t 0\n", + "1 \t 9360 \t 1763 \t 5 \t 545 \t 0 \t 1\n", + "2 \t 1763 \t 545 \t 3 \t 128 \t 1 \t -4\n", + "3 \t 545 \t 128 \t 4 \t 33 \t -5 \t 21\n", + "4 \t 128 \t 33 \t 3 \t 29 \t 16 \t -67\n", + "5 \t 33 \t 29 \t 1 \t 4 \t -69 \t 289\n", + "6 \t 29 \t 4 \t 7 \t 1 \t 223 \t -934\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -292 \t 1223\n", + "\t\t\t\t\t 2267 \t -9495\n", + "GCD(39203, 9360) = 1, with coefficients 2267 and -9495 such that 1 = (2267)*39203 + (-9495)*9360\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9361 \t 4 \t 1759 \t 1 \t 0\n", + "1 \t 9361 \t 1759 \t 5 \t 566 \t 0 \t 1\n", + "2 \t 1759 \t 566 \t 3 \t 61 \t 1 \t -4\n", + "3 \t 566 \t 61 \t 9 \t 17 \t -5 \t 21\n", + "4 \t 61 \t 17 \t 3 \t 10 \t 16 \t -67\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -149 \t 624\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 463 \t -1939\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -612 \t 2563\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1075 \t -4502\n", + "\t\t\t\t\t -2762 \t 11567\n", + "GCD(39203, 9361) = 1, with coefficients -2762 and 11567 such that 1 = (-2762)*39203 + (11567)*9361\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9362 \t 4 \t 1755 \t 1 \t 0\n", + "1 \t 9362 \t 1755 \t 5 \t 587 \t 0 \t 1\n", + "2 \t 1755 \t 587 \t 2 \t 581 \t 1 \t -4\n", + "3 \t 587 \t 581 \t 1 \t 6 \t -5 \t 21\n", + "4 \t 581 \t 6 \t 96 \t 5 \t 11 \t -46\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -16 \t 67\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 1547 \t -6478\n", + "\t\t\t\t\t -1563 \t 6545\n", + "GCD(39203, 9362) = 1, with coefficients -1563 and 6545 such that 1 = (-1563)*39203 + (6545)*9362\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9363 \t 4 \t 1751 \t 1 \t 0\n", + "1 \t 9363 \t 1751 \t 5 \t 608 \t 0 \t 1\n", + "2 \t 1751 \t 608 \t 2 \t 535 \t 1 \t -4\n", + "3 \t 608 \t 535 \t 1 \t 73 \t -5 \t 21\n", + "4 \t 535 \t 73 \t 7 \t 24 \t 11 \t -46\n", + "5 \t 73 \t 24 \t 3 \t 1 \t -16 \t 67\n", + "6 \t 24 \t 1 \t 24 \t 0 \t 123 \t -515\n", + "\t\t\t\t\t -385 \t 1612\n", + "GCD(39203, 9363) = 1, with coefficients -385 and 1612 such that 1 = (-385)*39203 + (1612)*9363\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9364 \t 4 \t 1747 \t 1 \t 0\n", + "1 \t 9364 \t 1747 \t 5 \t 629 \t 0 \t 1\n", + "2 \t 1747 \t 629 \t 2 \t 489 \t 1 \t -4\n", + "3 \t 629 \t 489 \t 1 \t 140 \t -5 \t 21\n", + "4 \t 489 \t 140 \t 3 \t 69 \t 11 \t -46\n", + "5 \t 140 \t 69 \t 2 \t 2 \t -16 \t 67\n", + "6 \t 69 \t 2 \t 34 \t 1 \t 59 \t -247\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -134 \t 561\n", + "\t\t\t\t\t 4615 \t -19321\n", + "GCD(39203, 9364) = 1, with coefficients 4615 and -19321 such that 1 = (4615)*39203 + (-19321)*9364\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9365 \t 4 \t 1743 \t 1 \t 0\n", + "1 \t 9365 \t 1743 \t 5 \t 650 \t 0 \t 1\n", + "2 \t 1743 \t 650 \t 2 \t 443 \t 1 \t -4\n", + "3 \t 650 \t 443 \t 1 \t 207 \t -5 \t 21\n", + "4 \t 443 \t 207 \t 2 \t 29 \t 11 \t -46\n", + "5 \t 207 \t 29 \t 7 \t 4 \t -16 \t 67\n", + "6 \t 29 \t 4 \t 7 \t 1 \t 43 \t -180\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -317 \t 1327\n", + "\t\t\t\t\t 2262 \t -9469\n", + "GCD(39203, 9365) = 1, with coefficients 2262 and -9469 such that 1 = (2262)*39203 + (-9469)*9365\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9366 \t 4 \t 1739 \t 1 \t 0\n", + "1 \t 9366 \t 1739 \t 5 \t 671 \t 0 \t 1\n", + "2 \t 1739 \t 671 \t 2 \t 397 \t 1 \t -4\n", + "3 \t 671 \t 397 \t 1 \t 274 \t -5 \t 21\n", + "4 \t 397 \t 274 \t 1 \t 123 \t 11 \t -46\n", + "5 \t 274 \t 123 \t 2 \t 28 \t -16 \t 67\n", + "6 \t 123 \t 28 \t 4 \t 11 \t 27 \t -113\n", + "7 \t 28 \t 11 \t 2 \t 6 \t -70 \t 293\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 307 \t -1285\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -684 \t 2863\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 991 \t -4148\n", + "\t\t\t\t\t -1675 \t 7011\n", + "GCD(39203, 9366) = 1, with coefficients -1675 and 7011 such that 1 = (-1675)*39203 + (7011)*9366\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9367 \t 4 \t 1735 \t 1 \t 0\n", + "1 \t 9367 \t 1735 \t 5 \t 692 \t 0 \t 1\n", + "2 \t 1735 \t 692 \t 2 \t 351 \t 1 \t -4\n", + "3 \t 692 \t 351 \t 1 \t 341 \t -5 \t 21\n", + "4 \t 351 \t 341 \t 1 \t 10 \t 11 \t -46\n", + "5 \t 341 \t 10 \t 34 \t 1 \t -16 \t 67\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 27 \t -113\n", + "\t\t\t\t\t -934 \t 3909\n", + "GCD(39203, 9367) = 1, with coefficients -934 and 3909 such that 1 = (-934)*39203 + (3909)*9367\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9368 \t 4 \t 1731 \t 1 \t 0\n", + "1 \t 9368 \t 1731 \t 5 \t 713 \t 0 \t 1\n", + "2 \t 1731 \t 713 \t 2 \t 305 \t 1 \t -4\n", + "3 \t 713 \t 305 \t 2 \t 103 \t -5 \t 21\n", + "4 \t 305 \t 103 \t 2 \t 99 \t 11 \t -46\n", + "5 \t 103 \t 99 \t 1 \t 4 \t -27 \t 113\n", + "6 \t 99 \t 4 \t 24 \t 3 \t 65 \t -272\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -92 \t 385\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 2273 \t -9512\n", + "\t\t\t\t\t -2365 \t 9897\n", + "GCD(39203, 9368) = 1, with coefficients -2365 and 9897 such that 1 = (-2365)*39203 + (9897)*9368\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9369 \t 4 \t 1727 \t 1 \t 0\n", + "1 \t 9369 \t 1727 \t 5 \t 734 \t 0 \t 1\n", + "2 \t 1727 \t 734 \t 2 \t 259 \t 1 \t -4\n", + "3 \t 734 \t 259 \t 2 \t 216 \t -5 \t 21\n", + "4 \t 259 \t 216 \t 1 \t 43 \t 11 \t -46\n", + "5 \t 216 \t 43 \t 5 \t 1 \t -27 \t 113\n", + "6 \t 43 \t 1 \t 43 \t 0 \t 38 \t -159\n", + "\t\t\t\t\t -217 \t 908\n", + "GCD(39203, 9369) = 1, with coefficients -217 and 908 such that 1 = (-217)*39203 + (908)*9369\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9370 \t 4 \t 1723 \t 1 \t 0\n", + "1 \t 9370 \t 1723 \t 5 \t 755 \t 0 \t 1\n", + "2 \t 1723 \t 755 \t 2 \t 213 \t 1 \t -4\n", + "3 \t 755 \t 213 \t 3 \t 116 \t -5 \t 21\n", + "4 \t 213 \t 116 \t 1 \t 97 \t 11 \t -46\n", + "5 \t 116 \t 97 \t 1 \t 19 \t -38 \t 159\n", + "6 \t 97 \t 19 \t 5 \t 2 \t 49 \t -205\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -87 \t 364\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 484 \t -2025\n", + "\t\t\t\t\t -4443 \t 18589\n", + "GCD(39203, 9370) = 1, with coefficients -4443 and 18589 such that 1 = (-4443)*39203 + (18589)*9370\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9371 \t 4 \t 1719 \t 1 \t 0\n", + "1 \t 9371 \t 1719 \t 5 \t 776 \t 0 \t 1\n", + "2 \t 1719 \t 776 \t 2 \t 167 \t 1 \t -4\n", + "3 \t 776 \t 167 \t 4 \t 108 \t -5 \t 21\n", + "4 \t 167 \t 108 \t 1 \t 59 \t 11 \t -46\n", + "5 \t 108 \t 59 \t 1 \t 49 \t -49 \t 205\n", + "6 \t 59 \t 49 \t 1 \t 10 \t 60 \t -251\n", + "7 \t 49 \t 10 \t 4 \t 9 \t -109 \t 456\n", + "8 \t 10 \t 9 \t 1 \t 1 \t 169 \t -707\n", + "9 \t 9 \t 1 \t 9 \t 0 \t -785 \t 3284\n", + "\t\t\t\t\t 954 \t -3991\n", + "GCD(39203, 9371) = 1, with coefficients 954 and -3991 such that 1 = (954)*39203 + (-3991)*9371\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9372 \t 4 \t 1715 \t 1 \t 0\n", + "1 \t 9372 \t 1715 \t 5 \t 797 \t 0 \t 1\n", + "2 \t 1715 \t 797 \t 2 \t 121 \t 1 \t -4\n", + "3 \t 797 \t 121 \t 6 \t 71 \t -5 \t 21\n", + "4 \t 121 \t 71 \t 1 \t 50 \t 11 \t -46\n", + "5 \t 71 \t 50 \t 1 \t 21 \t -71 \t 297\n", + "6 \t 50 \t 21 \t 2 \t 8 \t 82 \t -343\n", + "7 \t 21 \t 8 \t 2 \t 5 \t -153 \t 640\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 388 \t -1623\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -929 \t 3886\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1317 \t -5509\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2246 \t 9395\n", + "\t\t\t\t\t 3563 \t -14904\n", + "GCD(39203, 9372) = 1, with coefficients 3563 and -14904 such that 1 = (3563)*39203 + (-14904)*9372\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9373 \t 4 \t 1711 \t 1 \t 0\n", + "1 \t 9373 \t 1711 \t 5 \t 818 \t 0 \t 1\n", + "2 \t 1711 \t 818 \t 2 \t 75 \t 1 \t -4\n", + "3 \t 818 \t 75 \t 10 \t 68 \t -5 \t 21\n", + "4 \t 75 \t 68 \t 1 \t 7 \t 11 \t -46\n", + "5 \t 68 \t 7 \t 9 \t 5 \t -115 \t 481\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 126 \t -527\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -1249 \t 5224\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1375 \t -5751\n", + "\t\t\t\t\t -3999 \t 16726\n", + "GCD(39203, 9373) = 1, with coefficients -3999 and 16726 such that 1 = (-3999)*39203 + (16726)*9373\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9374 \t 4 \t 1707 \t 1 \t 0\n", + "1 \t 9374 \t 1707 \t 5 \t 839 \t 0 \t 1\n", + "2 \t 1707 \t 839 \t 2 \t 29 \t 1 \t -4\n", + "3 \t 839 \t 29 \t 28 \t 27 \t -5 \t 21\n", + "4 \t 29 \t 27 \t 1 \t 2 \t 11 \t -46\n", + "5 \t 27 \t 2 \t 13 \t 1 \t -313 \t 1309\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 324 \t -1355\n", + "\t\t\t\t\t -4525 \t 18924\n", + "GCD(39203, 9374) = 1, with coefficients -4525 and 18924 such that 1 = (-4525)*39203 + (18924)*9374\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9375 \t 4 \t 1703 \t 1 \t 0\n", + "1 \t 9375 \t 1703 \t 5 \t 860 \t 0 \t 1\n", + "2 \t 1703 \t 860 \t 1 \t 843 \t 1 \t -4\n", + "3 \t 860 \t 843 \t 1 \t 17 \t -5 \t 21\n", + "4 \t 843 \t 17 \t 49 \t 10 \t 6 \t -25\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -11 \t 46\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 545 \t -2279\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -556 \t 2325\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1101 \t -4604\n", + "\t\t\t\t\t -2758 \t 11533\n", + "GCD(39203, 9375) = 1, with coefficients -2758 and 11533 such that 1 = (-2758)*39203 + (11533)*9375\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9376 \t 4 \t 1699 \t 1 \t 0\n", + "1 \t 9376 \t 1699 \t 5 \t 881 \t 0 \t 1\n", + "2 \t 1699 \t 881 \t 1 \t 818 \t 1 \t -4\n", + "3 \t 881 \t 818 \t 1 \t 63 \t -5 \t 21\n", + "4 \t 818 \t 63 \t 12 \t 62 \t 6 \t -25\n", + "5 \t 63 \t 62 \t 1 \t 1 \t -11 \t 46\n", + "6 \t 62 \t 1 \t 62 \t 0 \t 138 \t -577\n", + "\t\t\t\t\t -149 \t 623\n", + "GCD(39203, 9376) = 1, with coefficients -149 and 623 such that 1 = (-149)*39203 + (623)*9376\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9377 \t 4 \t 1695 \t 1 \t 0\n", + "1 \t 9377 \t 1695 \t 5 \t 902 \t 0 \t 1\n", + "2 \t 1695 \t 902 \t 1 \t 793 \t 1 \t -4\n", + "3 \t 902 \t 793 \t 1 \t 109 \t -5 \t 21\n", + "4 \t 793 \t 109 \t 7 \t 30 \t 6 \t -25\n", + "5 \t 109 \t 30 \t 3 \t 19 \t -11 \t 46\n", + "6 \t 30 \t 19 \t 1 \t 11 \t 83 \t -347\n", + "7 \t 19 \t 11 \t 1 \t 8 \t -260 \t 1087\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 343 \t -1434\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -603 \t 2521\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 946 \t -3955\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2495 \t 10431\n", + "\t\t\t\t\t 3441 \t -14386\n", + "GCD(39203, 9377) = 1, with coefficients 3441 and -14386 such that 1 = (3441)*39203 + (-14386)*9377\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9378 \t 4 \t 1691 \t 1 \t 0\n", + "1 \t 9378 \t 1691 \t 5 \t 923 \t 0 \t 1\n", + "2 \t 1691 \t 923 \t 1 \t 768 \t 1 \t -4\n", + "3 \t 923 \t 768 \t 1 \t 155 \t -5 \t 21\n", + "4 \t 768 \t 155 \t 4 \t 148 \t 6 \t -25\n", + "5 \t 155 \t 148 \t 1 \t 7 \t -11 \t 46\n", + "6 \t 148 \t 7 \t 21 \t 1 \t 50 \t -209\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -61 \t 255\n", + "\t\t\t\t\t 1331 \t -5564\n", + "GCD(39203, 9378) = 1, with coefficients 1331 and -5564 such that 1 = (1331)*39203 + (-5564)*9378\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9379 \t 4 \t 1687 \t 1 \t 0\n", + "1 \t 9379 \t 1687 \t 5 \t 944 \t 0 \t 1\n", + "2 \t 1687 \t 944 \t 1 \t 743 \t 1 \t -4\n", + "3 \t 944 \t 743 \t 1 \t 201 \t -5 \t 21\n", + "4 \t 743 \t 201 \t 3 \t 140 \t 6 \t -25\n", + "5 \t 201 \t 140 \t 1 \t 61 \t -11 \t 46\n", + "6 \t 140 \t 61 \t 2 \t 18 \t 39 \t -163\n", + "7 \t 61 \t 18 \t 3 \t 7 \t -50 \t 209\n", + "8 \t 18 \t 7 \t 2 \t 4 \t 139 \t -581\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -467 \t 1952\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 1073 \t -4485\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1540 \t 6437\n", + "\t\t\t\t\t 2613 \t -10922\n", + "GCD(39203, 9379) = 1, with coefficients 2613 and -10922 such that 1 = (2613)*39203 + (-10922)*9379\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9380 \t 4 \t 1683 \t 1 \t 0\n", + "1 \t 9380 \t 1683 \t 5 \t 965 \t 0 \t 1\n", + "2 \t 1683 \t 965 \t 1 \t 718 \t 1 \t -4\n", + "3 \t 965 \t 718 \t 1 \t 247 \t -5 \t 21\n", + "4 \t 718 \t 247 \t 2 \t 224 \t 6 \t -25\n", + "5 \t 247 \t 224 \t 1 \t 23 \t -11 \t 46\n", + "6 \t 224 \t 23 \t 9 \t 17 \t 28 \t -117\n", + "7 \t 23 \t 17 \t 1 \t 6 \t -39 \t 163\n", + "8 \t 17 \t 6 \t 2 \t 5 \t 379 \t -1584\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -418 \t 1747\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1215 \t -5078\n", + "\t\t\t\t\t -1633 \t 6825\n", + "GCD(39203, 9380) = 1, with coefficients -1633 and 6825 such that 1 = (-1633)*39203 + (6825)*9380\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9381 \t 4 \t 1679 \t 1 \t 0\n", + "1 \t 9381 \t 1679 \t 5 \t 986 \t 0 \t 1\n", + "2 \t 1679 \t 986 \t 1 \t 693 \t 1 \t -4\n", + "3 \t 986 \t 693 \t 1 \t 293 \t -5 \t 21\n", + "4 \t 693 \t 293 \t 2 \t 107 \t 6 \t -25\n", + "5 \t 293 \t 107 \t 2 \t 79 \t -11 \t 46\n", + "6 \t 107 \t 79 \t 1 \t 28 \t 28 \t -117\n", + "7 \t 79 \t 28 \t 2 \t 23 \t -67 \t 280\n", + "8 \t 28 \t 23 \t 1 \t 5 \t 95 \t -397\n", + "9 \t 23 \t 5 \t 4 \t 3 \t -257 \t 1074\n", + "10 \t 5 \t 3 \t 1 \t 2 \t 352 \t -1471\n", + "11 \t 3 \t 2 \t 1 \t 1 \t -1665 \t 6958\n", + "12 \t 2 \t 1 \t 2 \t 0 \t 2017 \t -8429\n", + "\t\t\t\t\t -3682 \t 15387\n", + "GCD(39203, 9381) = 1, with coefficients -3682 and 15387 such that 1 = (-3682)*39203 + (15387)*9381\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9382 \t 4 \t 1675 \t 1 \t 0\n", + "1 \t 9382 \t 1675 \t 5 \t 1007 \t 0 \t 1\n", + "2 \t 1675 \t 1007 \t 1 \t 668 \t 1 \t -4\n", + "3 \t 1007 \t 668 \t 1 \t 339 \t -5 \t 21\n", + "4 \t 668 \t 339 \t 1 \t 329 \t 6 \t -25\n", + "5 \t 339 \t 329 \t 1 \t 10 \t -11 \t 46\n", + "6 \t 329 \t 10 \t 32 \t 9 \t 17 \t -71\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -28 \t 117\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 913 \t -3815\n", + "\t\t\t\t\t -941 \t 3932\n", + "GCD(39203, 9382) = 1, with coefficients -941 and 3932 such that 1 = (-941)*39203 + (3932)*9382\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9383 \t 4 \t 1671 \t 1 \t 0\n", + "1 \t 9383 \t 1671 \t 5 \t 1028 \t 0 \t 1\n", + "2 \t 1671 \t 1028 \t 1 \t 643 \t 1 \t -4\n", + "3 \t 1028 \t 643 \t 1 \t 385 \t -5 \t 21\n", + "4 \t 643 \t 385 \t 1 \t 258 \t 6 \t -25\n", + "5 \t 385 \t 258 \t 1 \t 127 \t -11 \t 46\n", + "6 \t 258 \t 127 \t 2 \t 4 \t 17 \t -71\n", + "7 \t 127 \t 4 \t 31 \t 3 \t -28 \t 117\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 73 \t -305\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -2291 \t 9572\n", + "\t\t\t\t\t 2364 \t -9877\n", + "GCD(39203, 9383) = 1, with coefficients 2364 and -9877 such that 1 = (2364)*39203 + (-9877)*9383\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9384 \t 4 \t 1667 \t 1 \t 0\n", + "1 \t 9384 \t 1667 \t 5 \t 1049 \t 0 \t 1\n", + "2 \t 1667 \t 1049 \t 1 \t 618 \t 1 \t -4\n", + "3 \t 1049 \t 618 \t 1 \t 431 \t -5 \t 21\n", + "4 \t 618 \t 431 \t 1 \t 187 \t 6 \t -25\n", + "5 \t 431 \t 187 \t 2 \t 57 \t -11 \t 46\n", + "6 \t 187 \t 57 \t 3 \t 16 \t 17 \t -71\n", + "7 \t 57 \t 16 \t 3 \t 9 \t -45 \t 188\n", + "8 \t 16 \t 9 \t 1 \t 7 \t 152 \t -635\n", + "9 \t 9 \t 7 \t 1 \t 2 \t -501 \t 2093\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 653 \t -2728\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1154 \t 4821\n", + "\t\t\t\t\t 4115 \t -17191\n", + "GCD(39203, 9384) = 1, with coefficients 4115 and -17191 such that 1 = (4115)*39203 + (-17191)*9384\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9385 \t 4 \t 1663 \t 1 \t 0\n", + "1 \t 9385 \t 1663 \t 5 \t 1070 \t 0 \t 1\n", + "2 \t 1663 \t 1070 \t 1 \t 593 \t 1 \t -4\n", + "3 \t 1070 \t 593 \t 1 \t 477 \t -5 \t 21\n", + "4 \t 593 \t 477 \t 1 \t 116 \t 6 \t -25\n", + "5 \t 477 \t 116 \t 4 \t 13 \t -11 \t 46\n", + "6 \t 116 \t 13 \t 8 \t 12 \t 17 \t -71\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -79 \t 330\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 649 \t -2711\n", + "\t\t\t\t\t -728 \t 3041\n", + "GCD(39203, 9385) = 1, with coefficients -728 and 3041 such that 1 = (-728)*39203 + (3041)*9385\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9386 \t 4 \t 1659 \t 1 \t 0\n", + "1 \t 9386 \t 1659 \t 5 \t 1091 \t 0 \t 1\n", + "2 \t 1659 \t 1091 \t 1 \t 568 \t 1 \t -4\n", + "3 \t 1091 \t 568 \t 1 \t 523 \t -5 \t 21\n", + "4 \t 568 \t 523 \t 1 \t 45 \t 6 \t -25\n", + "5 \t 523 \t 45 \t 11 \t 28 \t -11 \t 46\n", + "6 \t 45 \t 28 \t 1 \t 17 \t 17 \t -71\n", + "7 \t 28 \t 17 \t 1 \t 11 \t -198 \t 827\n", + "8 \t 17 \t 11 \t 1 \t 6 \t 215 \t -898\n", + "9 \t 11 \t 6 \t 1 \t 5 \t -413 \t 1725\n", + "10 \t 6 \t 5 \t 1 \t 1 \t 628 \t -2623\n", + "11 \t 5 \t 1 \t 5 \t 0 \t -1041 \t 4348\n", + "\t\t\t\t\t 1669 \t -6971\n", + "GCD(39203, 9386) = 1, with coefficients 1669 and -6971 such that 1 = (1669)*39203 + (-6971)*9386\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9387 \t 4 \t 1655 \t 1 \t 0\n", + "1 \t 9387 \t 1655 \t 5 \t 1112 \t 0 \t 1\n", + "2 \t 1655 \t 1112 \t 1 \t 543 \t 1 \t -4\n", + "3 \t 1112 \t 543 \t 2 \t 26 \t -5 \t 21\n", + "4 \t 543 \t 26 \t 20 \t 23 \t 6 \t -25\n", + "5 \t 26 \t 23 \t 1 \t 3 \t -17 \t 71\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 346 \t -1445\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -363 \t 1516\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2887 \t -12057\n", + "\t\t\t\t\t -3250 \t 13573\n", + "GCD(39203, 9387) = 1, with coefficients -3250 and 13573 such that 1 = (-3250)*39203 + (13573)*9387\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9388 \t 4 \t 1651 \t 1 \t 0\n", + "1 \t 9388 \t 1651 \t 5 \t 1133 \t 0 \t 1\n", + "2 \t 1651 \t 1133 \t 1 \t 518 \t 1 \t -4\n", + "3 \t 1133 \t 518 \t 2 \t 97 \t -5 \t 21\n", + "4 \t 518 \t 97 \t 5 \t 33 \t 6 \t -25\n", + "5 \t 97 \t 33 \t 2 \t 31 \t -17 \t 71\n", + "6 \t 33 \t 31 \t 1 \t 2 \t 91 \t -380\n", + "7 \t 31 \t 2 \t 15 \t 1 \t -199 \t 831\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 290 \t -1211\n", + "\t\t\t\t\t -4549 \t 18996\n", + "GCD(39203, 9388) = 1, with coefficients -4549 and 18996 such that 1 = (-4549)*39203 + (18996)*9388\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9389 \t 4 \t 1647 \t 1 \t 0\n", + "1 \t 9389 \t 1647 \t 5 \t 1154 \t 0 \t 1\n", + "2 \t 1647 \t 1154 \t 1 \t 493 \t 1 \t -4\n", + "3 \t 1154 \t 493 \t 2 \t 168 \t -5 \t 21\n", + "4 \t 493 \t 168 \t 2 \t 157 \t 6 \t -25\n", + "5 \t 168 \t 157 \t 1 \t 11 \t -17 \t 71\n", + "6 \t 157 \t 11 \t 14 \t 3 \t 40 \t -167\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -57 \t 238\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 838 \t -3499\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2571 \t 10735\n", + "\t\t\t\t\t 3409 \t -14234\n", + "GCD(39203, 9389) = 1, with coefficients 3409 and -14234 such that 1 = (3409)*39203 + (-14234)*9389\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9390 \t 4 \t 1643 \t 1 \t 0\n", + "1 \t 9390 \t 1643 \t 5 \t 1175 \t 0 \t 1\n", + "2 \t 1643 \t 1175 \t 1 \t 468 \t 1 \t -4\n", + "3 \t 1175 \t 468 \t 2 \t 239 \t -5 \t 21\n", + "4 \t 468 \t 239 \t 1 \t 229 \t 6 \t -25\n", + "5 \t 239 \t 229 \t 1 \t 10 \t -17 \t 71\n", + "6 \t 229 \t 10 \t 22 \t 9 \t 23 \t -96\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -40 \t 167\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 903 \t -3770\n", + "\t\t\t\t\t -943 \t 3937\n", + "GCD(39203, 9390) = 1, with coefficients -943 and 3937 such that 1 = (-943)*39203 + (3937)*9390\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9391 \t 4 \t 1639 \t 1 \t 0\n", + "1 \t 9391 \t 1639 \t 5 \t 1196 \t 0 \t 1\n", + "2 \t 1639 \t 1196 \t 1 \t 443 \t 1 \t -4\n", + "3 \t 1196 \t 443 \t 2 \t 310 \t -5 \t 21\n", + "4 \t 443 \t 310 \t 1 \t 133 \t 6 \t -25\n", + "5 \t 310 \t 133 \t 2 \t 44 \t -17 \t 71\n", + "6 \t 133 \t 44 \t 3 \t 1 \t 23 \t -96\n", + "7 \t 44 \t 1 \t 44 \t 0 \t -63 \t 263\n", + "\t\t\t\t\t 212 \t -885\n", + "GCD(39203, 9391) = 1, with coefficients 212 and -885 such that 1 = (212)*39203 + (-885)*9391\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9392 \t 4 \t 1635 \t 1 \t 0\n", + "1 \t 9392 \t 1635 \t 5 \t 1217 \t 0 \t 1\n", + "2 \t 1635 \t 1217 \t 1 \t 418 \t 1 \t -4\n", + "3 \t 1217 \t 418 \t 2 \t 381 \t -5 \t 21\n", + "4 \t 418 \t 381 \t 1 \t 37 \t 6 \t -25\n", + "5 \t 381 \t 37 \t 10 \t 11 \t -17 \t 71\n", + "6 \t 37 \t 11 \t 3 \t 4 \t 23 \t -96\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -247 \t 1031\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 764 \t -3189\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1775 \t 7409\n", + "\t\t\t\t\t 2539 \t -10598\n", + "GCD(39203, 9392) = 1, with coefficients 2539 and -10598 such that 1 = (2539)*39203 + (-10598)*9392\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9393 \t 4 \t 1631 \t 1 \t 0\n", + "1 \t 9393 \t 1631 \t 5 \t 1238 \t 0 \t 1\n", + "2 \t 1631 \t 1238 \t 1 \t 393 \t 1 \t -4\n", + "3 \t 1238 \t 393 \t 3 \t 59 \t -5 \t 21\n", + "4 \t 393 \t 59 \t 6 \t 39 \t 6 \t -25\n", + "5 \t 59 \t 39 \t 1 \t 20 \t -23 \t 96\n", + "6 \t 39 \t 20 \t 1 \t 19 \t 144 \t -601\n", + "7 \t 20 \t 19 \t 1 \t 1 \t -167 \t 697\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 311 \t -1298\n", + "\t\t\t\t\t -478 \t 1995\n", + "GCD(39203, 9393) = 1, with coefficients -478 and 1995 such that 1 = (-478)*39203 + (1995)*9393\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9394 \t 4 \t 1627 \t 1 \t 0\n", + "1 \t 9394 \t 1627 \t 5 \t 1259 \t 0 \t 1\n", + "2 \t 1627 \t 1259 \t 1 \t 368 \t 1 \t -4\n", + "3 \t 1259 \t 368 \t 3 \t 155 \t -5 \t 21\n", + "4 \t 368 \t 155 \t 2 \t 58 \t 6 \t -25\n", + "5 \t 155 \t 58 \t 2 \t 39 \t -23 \t 96\n", + "6 \t 58 \t 39 \t 1 \t 19 \t 52 \t -217\n", + "7 \t 39 \t 19 \t 2 \t 1 \t -127 \t 530\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 179 \t -747\n", + "\t\t\t\t\t -485 \t 2024\n", + "GCD(39203, 9394) = 1, with coefficients -485 and 2024 such that 1 = (-485)*39203 + (2024)*9394\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9395 \t 4 \t 1623 \t 1 \t 0\n", + "1 \t 9395 \t 1623 \t 5 \t 1280 \t 0 \t 1\n", + "2 \t 1623 \t 1280 \t 1 \t 343 \t 1 \t -4\n", + "3 \t 1280 \t 343 \t 3 \t 251 \t -5 \t 21\n", + "4 \t 343 \t 251 \t 1 \t 92 \t 6 \t -25\n", + "5 \t 251 \t 92 \t 2 \t 67 \t -23 \t 96\n", + "6 \t 92 \t 67 \t 1 \t 25 \t 29 \t -121\n", + "7 \t 67 \t 25 \t 2 \t 17 \t -81 \t 338\n", + "8 \t 25 \t 17 \t 1 \t 8 \t 110 \t -459\n", + "9 \t 17 \t 8 \t 2 \t 1 \t -301 \t 1256\n", + "10 \t 8 \t 1 \t 8 \t 0 \t 411 \t -1715\n", + "\t\t\t\t\t -1123 \t 4686\n", + "GCD(39203, 9395) = 1, with coefficients -1123 and 4686 such that 1 = (-1123)*39203 + (4686)*9395\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9396 \t 4 \t 1619 \t 1 \t 0\n", + "1 \t 9396 \t 1619 \t 5 \t 1301 \t 0 \t 1\n", + "2 \t 1619 \t 1301 \t 1 \t 318 \t 1 \t -4\n", + "3 \t 1301 \t 318 \t 4 \t 29 \t -5 \t 21\n", + "4 \t 318 \t 29 \t 10 \t 28 \t 6 \t -25\n", + "5 \t 29 \t 28 \t 1 \t 1 \t -29 \t 121\n", + "6 \t 28 \t 1 \t 28 \t 0 \t 296 \t -1235\n", + "\t\t\t\t\t -325 \t 1356\n", + "GCD(39203, 9396) = 1, with coefficients -325 and 1356 such that 1 = (-325)*39203 + (1356)*9396\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9397 \t 4 \t 1615 \t 1 \t 0\n", + "1 \t 9397 \t 1615 \t 5 \t 1322 \t 0 \t 1\n", + "2 \t 1615 \t 1322 \t 1 \t 293 \t 1 \t -4\n", + "3 \t 1322 \t 293 \t 4 \t 150 \t -5 \t 21\n", + "4 \t 293 \t 150 \t 1 \t 143 \t 6 \t -25\n", + "5 \t 150 \t 143 \t 1 \t 7 \t -29 \t 121\n", + "6 \t 143 \t 7 \t 20 \t 3 \t 35 \t -146\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -64 \t 267\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1315 \t -5486\n", + "\t\t\t\t\t -2694 \t 11239\n", + "GCD(39203, 9397) = 1, with coefficients -2694 and 11239 such that 1 = (-2694)*39203 + (11239)*9397\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9398 \t 4 \t 1611 \t 1 \t 0\n", + "1 \t 9398 \t 1611 \t 5 \t 1343 \t 0 \t 1\n", + "2 \t 1611 \t 1343 \t 1 \t 268 \t 1 \t -4\n", + "3 \t 1343 \t 268 \t 5 \t 3 \t -5 \t 21\n", + "4 \t 268 \t 3 \t 89 \t 1 \t 6 \t -25\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -35 \t 146\n", + "\t\t\t\t\t 3121 \t -13019\n", + "GCD(39203, 9398) = 1, with coefficients 3121 and -13019 such that 1 = (3121)*39203 + (-13019)*9398\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9399 \t 4 \t 1607 \t 1 \t 0\n", + "1 \t 9399 \t 1607 \t 5 \t 1364 \t 0 \t 1\n", + "2 \t 1607 \t 1364 \t 1 \t 243 \t 1 \t -4\n", + "3 \t 1364 \t 243 \t 5 \t 149 \t -5 \t 21\n", + "4 \t 243 \t 149 \t 1 \t 94 \t 6 \t -25\n", + "5 \t 149 \t 94 \t 1 \t 55 \t -35 \t 146\n", + "6 \t 94 \t 55 \t 1 \t 39 \t 41 \t -171\n", + "7 \t 55 \t 39 \t 1 \t 16 \t -76 \t 317\n", + "8 \t 39 \t 16 \t 2 \t 7 \t 117 \t -488\n", + "9 \t 16 \t 7 \t 2 \t 2 \t -193 \t 805\n", + "10 \t 7 \t 2 \t 3 \t 1 \t 503 \t -2098\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1199 \t 5001\n", + "\t\t\t\t\t 4100 \t -17101\n", + "GCD(39203, 9399) = 1, with coefficients 4100 and -17101 such that 1 = (4100)*39203 + (-17101)*9399\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9400 \t 4 \t 1603 \t 1 \t 0\n", + "1 \t 9400 \t 1603 \t 5 \t 1385 \t 0 \t 1\n", + "2 \t 1603 \t 1385 \t 1 \t 218 \t 1 \t -4\n", + "3 \t 1385 \t 218 \t 6 \t 77 \t -5 \t 21\n", + "4 \t 218 \t 77 \t 2 \t 64 \t 6 \t -25\n", + "5 \t 77 \t 64 \t 1 \t 13 \t -41 \t 171\n", + "6 \t 64 \t 13 \t 4 \t 12 \t 88 \t -367\n", + "7 \t 13 \t 12 \t 1 \t 1 \t -129 \t 538\n", + "8 \t 12 \t 1 \t 12 \t 0 \t 604 \t -2519\n", + "\t\t\t\t\t -733 \t 3057\n", + "GCD(39203, 9400) = 1, with coefficients -733 and 3057 such that 1 = (-733)*39203 + (3057)*9400\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9401 \t 4 \t 1599 \t 1 \t 0\n", + "1 \t 9401 \t 1599 \t 5 \t 1406 \t 0 \t 1\n", + "2 \t 1599 \t 1406 \t 1 \t 193 \t 1 \t -4\n", + "3 \t 1406 \t 193 \t 7 \t 55 \t -5 \t 21\n", + "4 \t 193 \t 55 \t 3 \t 28 \t 6 \t -25\n", + "5 \t 55 \t 28 \t 1 \t 27 \t -47 \t 196\n", + "6 \t 28 \t 27 \t 1 \t 1 \t 147 \t -613\n", + "7 \t 27 \t 1 \t 27 \t 0 \t -194 \t 809\n", + "\t\t\t\t\t 341 \t -1422\n", + "GCD(39203, 9401) = 1, with coefficients 341 and -1422 such that 1 = (341)*39203 + (-1422)*9401\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9402 \t 4 \t 1595 \t 1 \t 0\n", + "1 \t 9402 \t 1595 \t 5 \t 1427 \t 0 \t 1\n", + "2 \t 1595 \t 1427 \t 1 \t 168 \t 1 \t -4\n", + "3 \t 1427 \t 168 \t 8 \t 83 \t -5 \t 21\n", + "4 \t 168 \t 83 \t 2 \t 2 \t 6 \t -25\n", + "5 \t 83 \t 2 \t 41 \t 1 \t -53 \t 221\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 112 \t -467\n", + "\t\t\t\t\t -4645 \t 19368\n", + "GCD(39203, 9402) = 1, with coefficients -4645 and 19368 such that 1 = (-4645)*39203 + (19368)*9402\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9403 \t 4 \t 1591 \t 1 \t 0\n", + "1 \t 9403 \t 1591 \t 5 \t 1448 \t 0 \t 1\n", + "2 \t 1591 \t 1448 \t 1 \t 143 \t 1 \t -4\n", + "3 \t 1448 \t 143 \t 10 \t 18 \t -5 \t 21\n", + "4 \t 143 \t 18 \t 7 \t 17 \t 6 \t -25\n", + "5 \t 18 \t 17 \t 1 \t 1 \t -65 \t 271\n", + "6 \t 17 \t 1 \t 17 \t 0 \t 461 \t -1922\n", + "\t\t\t\t\t -526 \t 2193\n", + "GCD(39203, 9403) = 1, with coefficients -526 and 2193 such that 1 = (-526)*39203 + (2193)*9403\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9404 \t 4 \t 1587 \t 1 \t 0\n", + "1 \t 9404 \t 1587 \t 5 \t 1469 \t 0 \t 1\n", + "2 \t 1587 \t 1469 \t 1 \t 118 \t 1 \t -4\n", + "3 \t 1469 \t 118 \t 12 \t 53 \t -5 \t 21\n", + "4 \t 118 \t 53 \t 2 \t 12 \t 6 \t -25\n", + "5 \t 53 \t 12 \t 4 \t 5 \t -77 \t 321\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 160 \t -667\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -717 \t 2989\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1594 \t -6645\n", + "\t\t\t\t\t -3905 \t 16279\n", + "GCD(39203, 9404) = 1, with coefficients -3905 and 16279 such that 1 = (-3905)*39203 + (16279)*9404\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9405 \t 4 \t 1583 \t 1 \t 0\n", + "1 \t 9405 \t 1583 \t 5 \t 1490 \t 0 \t 1\n", + "2 \t 1583 \t 1490 \t 1 \t 93 \t 1 \t -4\n", + "3 \t 1490 \t 93 \t 16 \t 2 \t -5 \t 21\n", + "4 \t 93 \t 2 \t 46 \t 1 \t 6 \t -25\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -101 \t 421\n", + "\t\t\t\t\t 4652 \t -19391\n", + "GCD(39203, 9405) = 1, with coefficients 4652 and -19391 such that 1 = (4652)*39203 + (-19391)*9405\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9406 \t 4 \t 1579 \t 1 \t 0\n", + "1 \t 9406 \t 1579 \t 5 \t 1511 \t 0 \t 1\n", + "2 \t 1579 \t 1511 \t 1 \t 68 \t 1 \t -4\n", + "3 \t 1511 \t 68 \t 22 \t 15 \t -5 \t 21\n", + "4 \t 68 \t 15 \t 4 \t 8 \t 6 \t -25\n", + "5 \t 15 \t 8 \t 1 \t 7 \t -137 \t 571\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 554 \t -2309\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -691 \t 2880\n", + "\t\t\t\t\t 1245 \t -5189\n", + "GCD(39203, 9406) = 1, with coefficients 1245 and -5189 such that 1 = (1245)*39203 + (-5189)*9406\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9407 \t 4 \t 1575 \t 1 \t 0\n", + "1 \t 9407 \t 1575 \t 5 \t 1532 \t 0 \t 1\n", + "2 \t 1575 \t 1532 \t 1 \t 43 \t 1 \t -4\n", + "3 \t 1532 \t 43 \t 35 \t 27 \t -5 \t 21\n", + "4 \t 43 \t 27 \t 1 \t 16 \t 6 \t -25\n", + "5 \t 27 \t 16 \t 1 \t 11 \t -215 \t 896\n", + "6 \t 16 \t 11 \t 1 \t 5 \t 221 \t -921\n", + "7 \t 11 \t 5 \t 2 \t 1 \t -436 \t 1817\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 657 \t -2738\n", + "\t\t\t\t\t -1750 \t 7293\n", + "GCD(39203, 9407) = 1, with coefficients -1750 and 7293 such that 1 = (-1750)*39203 + (7293)*9407\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9408 \t 4 \t 1571 \t 1 \t 0\n", + "1 \t 9408 \t 1571 \t 5 \t 1553 \t 0 \t 1\n", + "2 \t 1571 \t 1553 \t 1 \t 18 \t 1 \t -4\n", + "3 \t 1553 \t 18 \t 86 \t 5 \t -5 \t 21\n", + "4 \t 18 \t 5 \t 3 \t 3 \t 6 \t -25\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -521 \t 2171\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1569 \t -6538\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2090 \t 8709\n", + "\t\t\t\t\t 3659 \t -15247\n", + "GCD(39203, 9408) = 1, with coefficients 3659 and -15247 such that 1 = (3659)*39203 + (-15247)*9408\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9409 \t 4 \t 1567 \t 1 \t 0\n", + "1 \t 9409 \t 1567 \t 6 \t 7 \t 0 \t 1\n", + "2 \t 1567 \t 7 \t 223 \t 6 \t 1 \t -4\n", + "3 \t 7 \t 6 \t 1 \t 1 \t -6 \t 25\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 1339 \t -5579\n", + "\t\t\t\t\t -1345 \t 5604\n", + "GCD(39203, 9409) = 1, with coefficients -1345 and 5604 such that 1 = (-1345)*39203 + (5604)*9409\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9410 \t 4 \t 1563 \t 1 \t 0\n", + "1 \t 9410 \t 1563 \t 6 \t 32 \t 0 \t 1\n", + "2 \t 1563 \t 32 \t 48 \t 27 \t 1 \t -4\n", + "3 \t 32 \t 27 \t 1 \t 5 \t -6 \t 25\n", + "4 \t 27 \t 5 \t 5 \t 2 \t 289 \t -1204\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -295 \t 1229\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1764 \t -7349\n", + "\t\t\t\t\t -3823 \t 15927\n", + "GCD(39203, 9410) = 1, with coefficients -3823 and 15927 such that 1 = (-3823)*39203 + (15927)*9410\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9411 \t 4 \t 1559 \t 1 \t 0\n", + "1 \t 9411 \t 1559 \t 6 \t 57 \t 0 \t 1\n", + "2 \t 1559 \t 57 \t 27 \t 20 \t 1 \t -4\n", + "3 \t 57 \t 20 \t 2 \t 17 \t -6 \t 25\n", + "4 \t 20 \t 17 \t 1 \t 3 \t 163 \t -679\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -332 \t 1383\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 495 \t -2062\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2807 \t 11693\n", + "\t\t\t\t\t 3302 \t -13755\n", + "GCD(39203, 9411) = 1, with coefficients 3302 and -13755 such that 1 = (3302)*39203 + (-13755)*9411\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9412 \t 4 \t 1555 \t 1 \t 0\n", + "1 \t 9412 \t 1555 \t 6 \t 82 \t 0 \t 1\n", + "2 \t 1555 \t 82 \t 18 \t 79 \t 1 \t -4\n", + "3 \t 82 \t 79 \t 1 \t 3 \t -6 \t 25\n", + "4 \t 79 \t 3 \t 26 \t 1 \t 109 \t -454\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -115 \t 479\n", + "\t\t\t\t\t 3099 \t -12908\n", + "GCD(39203, 9412) = 1, with coefficients 3099 and -12908 such that 1 = (3099)*39203 + (-12908)*9412\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9413 \t 4 \t 1551 \t 1 \t 0\n", + "1 \t 9413 \t 1551 \t 6 \t 107 \t 0 \t 1\n", + "2 \t 1551 \t 107 \t 14 \t 53 \t 1 \t -4\n", + "3 \t 107 \t 53 \t 2 \t 1 \t -6 \t 25\n", + "4 \t 53 \t 1 \t 53 \t 0 \t 85 \t -354\n", + "\t\t\t\t\t -176 \t 733\n", + "GCD(39203, 9413) = 1, with coefficients -176 and 733 such that 1 = (-176)*39203 + (733)*9413\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9414 \t 4 \t 1547 \t 1 \t 0\n", + "1 \t 9414 \t 1547 \t 6 \t 132 \t 0 \t 1\n", + "2 \t 1547 \t 132 \t 11 \t 95 \t 1 \t -4\n", + "3 \t 132 \t 95 \t 1 \t 37 \t -6 \t 25\n", + "4 \t 95 \t 37 \t 2 \t 21 \t 67 \t -279\n", + "5 \t 37 \t 21 \t 1 \t 16 \t -73 \t 304\n", + "6 \t 21 \t 16 \t 1 \t 5 \t 213 \t -887\n", + "7 \t 16 \t 5 \t 3 \t 1 \t -286 \t 1191\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 499 \t -2078\n", + "\t\t\t\t\t -1783 \t 7425\n", + "GCD(39203, 9414) = 1, with coefficients -1783 and 7425 such that 1 = (-1783)*39203 + (7425)*9414\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9415 \t 4 \t 1543 \t 1 \t 0\n", + "1 \t 9415 \t 1543 \t 6 \t 157 \t 0 \t 1\n", + "2 \t 1543 \t 157 \t 9 \t 130 \t 1 \t -4\n", + "3 \t 157 \t 130 \t 1 \t 27 \t -6 \t 25\n", + "4 \t 130 \t 27 \t 4 \t 22 \t 55 \t -229\n", + "5 \t 27 \t 22 \t 1 \t 5 \t -61 \t 254\n", + "6 \t 22 \t 5 \t 4 \t 2 \t 299 \t -1245\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -360 \t 1499\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1739 \t -7241\n", + "\t\t\t\t\t -3838 \t 15981\n", + "GCD(39203, 9415) = 1, with coefficients -3838 and 15981 such that 1 = (-3838)*39203 + (15981)*9415\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9416 \t 4 \t 1539 \t 1 \t 0\n", + "1 \t 9416 \t 1539 \t 6 \t 182 \t 0 \t 1\n", + "2 \t 1539 \t 182 \t 8 \t 83 \t 1 \t -4\n", + "3 \t 182 \t 83 \t 2 \t 16 \t -6 \t 25\n", + "4 \t 83 \t 16 \t 5 \t 3 \t 49 \t -204\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -104 \t 433\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 569 \t -2369\n", + "\t\t\t\t\t -2949 \t 12278\n", + "GCD(39203, 9416) = 1, with coefficients -2949 and 12278 such that 1 = (-2949)*39203 + (12278)*9416\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9417 \t 4 \t 1535 \t 1 \t 0\n", + "1 \t 9417 \t 1535 \t 6 \t 207 \t 0 \t 1\n", + "2 \t 1535 \t 207 \t 7 \t 86 \t 1 \t -4\n", + "3 \t 207 \t 86 \t 2 \t 35 \t -6 \t 25\n", + "4 \t 86 \t 35 \t 2 \t 16 \t 43 \t -179\n", + "5 \t 35 \t 16 \t 2 \t 3 \t -92 \t 383\n", + "6 \t 16 \t 3 \t 5 \t 1 \t 227 \t -945\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -546 \t 2273\n", + "\t\t\t\t\t 2957 \t -12310\n", + "GCD(39203, 9417) = 1, with coefficients 2957 and -12310 such that 1 = (2957)*39203 + (-12310)*9417\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9418 \t 4 \t 1531 \t 1 \t 0\n", + "1 \t 9418 \t 1531 \t 6 \t 232 \t 0 \t 1\n", + "2 \t 1531 \t 232 \t 6 \t 139 \t 1 \t -4\n", + "3 \t 232 \t 139 \t 1 \t 93 \t -6 \t 25\n", + "4 \t 139 \t 93 \t 1 \t 46 \t 37 \t -154\n", + "5 \t 93 \t 46 \t 2 \t 1 \t -43 \t 179\n", + "6 \t 46 \t 1 \t 46 \t 0 \t 80 \t -333\n", + "\t\t\t\t\t -203 \t 845\n", + "GCD(39203, 9418) = 1, with coefficients -203 and 845 such that 1 = (-203)*39203 + (845)*9418\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9419 \t 4 \t 1527 \t 1 \t 0\n", + "1 \t 9419 \t 1527 \t 6 \t 257 \t 0 \t 1\n", + "2 \t 1527 \t 257 \t 5 \t 242 \t 1 \t -4\n", + "3 \t 257 \t 242 \t 1 \t 15 \t -6 \t 25\n", + "4 \t 242 \t 15 \t 16 \t 2 \t 31 \t -129\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -37 \t 154\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 623 \t -2593\n", + "\t\t\t\t\t -4398 \t 18305\n", + "GCD(39203, 9419) = 1, with coefficients -4398 and 18305 such that 1 = (-4398)*39203 + (18305)*9419\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9420 \t 4 \t 1523 \t 1 \t 0\n", + "1 \t 9420 \t 1523 \t 6 \t 282 \t 0 \t 1\n", + "2 \t 1523 \t 282 \t 5 \t 113 \t 1 \t -4\n", + "3 \t 282 \t 113 \t 2 \t 56 \t -6 \t 25\n", + "4 \t 113 \t 56 \t 2 \t 1 \t 31 \t -129\n", + "5 \t 56 \t 1 \t 56 \t 0 \t -68 \t 283\n", + "\t\t\t\t\t 167 \t -695\n", + "GCD(39203, 9420) = 1, with coefficients 167 and -695 such that 1 = (167)*39203 + (-695)*9420\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9421 \t 4 \t 1519 \t 1 \t 0\n", + "1 \t 9421 \t 1519 \t 6 \t 307 \t 0 \t 1\n", + "2 \t 1519 \t 307 \t 4 \t 291 \t 1 \t -4\n", + "3 \t 307 \t 291 \t 1 \t 16 \t -6 \t 25\n", + "4 \t 291 \t 16 \t 18 \t 3 \t 25 \t -104\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -31 \t 129\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 583 \t -2426\n", + "\t\t\t\t\t -2946 \t 12259\n", + "GCD(39203, 9421) = 1, with coefficients -2946 and 12259 such that 1 = (-2946)*39203 + (12259)*9421\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9422 \t 4 \t 1515 \t 1 \t 0\n", + "1 \t 9422 \t 1515 \t 6 \t 332 \t 0 \t 1\n", + "2 \t 1515 \t 332 \t 4 \t 187 \t 1 \t -4\n", + "3 \t 332 \t 187 \t 1 \t 145 \t -6 \t 25\n", + "4 \t 187 \t 145 \t 1 \t 42 \t 25 \t -104\n", + "5 \t 145 \t 42 \t 3 \t 19 \t -31 \t 129\n", + "6 \t 42 \t 19 \t 2 \t 4 \t 56 \t -233\n", + "7 \t 19 \t 4 \t 4 \t 3 \t -199 \t 828\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 454 \t -1889\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -2015 \t 8384\n", + "\t\t\t\t\t 2469 \t -10273\n", + "GCD(39203, 9422) = 1, with coefficients 2469 and -10273 such that 1 = (2469)*39203 + (-10273)*9422\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9423 \t 4 \t 1511 \t 1 \t 0\n", + "1 \t 9423 \t 1511 \t 6 \t 357 \t 0 \t 1\n", + "2 \t 1511 \t 357 \t 4 \t 83 \t 1 \t -4\n", + "3 \t 357 \t 83 \t 4 \t 25 \t -6 \t 25\n", + "4 \t 83 \t 25 \t 3 \t 8 \t 25 \t -104\n", + "5 \t 25 \t 8 \t 3 \t 1 \t -106 \t 441\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 343 \t -1427\n", + "\t\t\t\t\t -1135 \t 4722\n", + "GCD(39203, 9423) = 1, with coefficients -1135 and 4722 such that 1 = (-1135)*39203 + (4722)*9423\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9424 \t 4 \t 1507 \t 1 \t 0\n", + "1 \t 9424 \t 1507 \t 6 \t 382 \t 0 \t 1\n", + "2 \t 1507 \t 382 \t 3 \t 361 \t 1 \t -4\n", + "3 \t 382 \t 361 \t 1 \t 21 \t -6 \t 25\n", + "4 \t 361 \t 21 \t 17 \t 4 \t 19 \t -79\n", + "5 \t 21 \t 4 \t 5 \t 1 \t -25 \t 104\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 444 \t -1847\n", + "\t\t\t\t\t -2245 \t 9339\n", + "GCD(39203, 9424) = 1, with coefficients -2245 and 9339 such that 1 = (-2245)*39203 + (9339)*9424\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9425 \t 4 \t 1503 \t 1 \t 0\n", + "1 \t 9425 \t 1503 \t 6 \t 407 \t 0 \t 1\n", + "2 \t 1503 \t 407 \t 3 \t 282 \t 1 \t -4\n", + "3 \t 407 \t 282 \t 1 \t 125 \t -6 \t 25\n", + "4 \t 282 \t 125 \t 2 \t 32 \t 19 \t -79\n", + "5 \t 125 \t 32 \t 3 \t 29 \t -25 \t 104\n", + "6 \t 32 \t 29 \t 1 \t 3 \t 69 \t -287\n", + "7 \t 29 \t 3 \t 9 \t 2 \t -232 \t 965\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 301 \t -1252\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2941 \t 12233\n", + "\t\t\t\t\t 3242 \t -13485\n", + "GCD(39203, 9425) = 1, with coefficients 3242 and -13485 such that 1 = (3242)*39203 + (-13485)*9425\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9426 \t 4 \t 1499 \t 1 \t 0\n", + "1 \t 9426 \t 1499 \t 6 \t 432 \t 0 \t 1\n", + "2 \t 1499 \t 432 \t 3 \t 203 \t 1 \t -4\n", + "3 \t 432 \t 203 \t 2 \t 26 \t -6 \t 25\n", + "4 \t 203 \t 26 \t 7 \t 21 \t 19 \t -79\n", + "5 \t 26 \t 21 \t 1 \t 5 \t -44 \t 183\n", + "6 \t 21 \t 5 \t 4 \t 1 \t 327 \t -1360\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -371 \t 1543\n", + "\t\t\t\t\t 1811 \t -7532\n", + "GCD(39203, 9426) = 1, with coefficients 1811 and -7532 such that 1 = (1811)*39203 + (-7532)*9426\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9427 \t 4 \t 1495 \t 1 \t 0\n", + "1 \t 9427 \t 1495 \t 6 \t 457 \t 0 \t 1\n", + "2 \t 1495 \t 457 \t 3 \t 124 \t 1 \t -4\n", + "3 \t 457 \t 124 \t 3 \t 85 \t -6 \t 25\n", + "4 \t 124 \t 85 \t 1 \t 39 \t 19 \t -79\n", + "5 \t 85 \t 39 \t 2 \t 7 \t -63 \t 262\n", + "6 \t 39 \t 7 \t 5 \t 4 \t 82 \t -341\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -227 \t 944\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 1217 \t -5061\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1444 \t 6005\n", + "\t\t\t\t\t 2661 \t -11066\n", + "GCD(39203, 9427) = 1, with coefficients 2661 and -11066 such that 1 = (2661)*39203 + (-11066)*9427\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9428 \t 4 \t 1491 \t 1 \t 0\n", + "1 \t 9428 \t 1491 \t 6 \t 482 \t 0 \t 1\n", + "2 \t 1491 \t 482 \t 3 \t 45 \t 1 \t -4\n", + "3 \t 482 \t 45 \t 10 \t 32 \t -6 \t 25\n", + "4 \t 45 \t 32 \t 1 \t 13 \t 19 \t -79\n", + "5 \t 32 \t 13 \t 2 \t 6 \t -196 \t 815\n", + "6 \t 13 \t 6 \t 2 \t 1 \t 215 \t -894\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -626 \t 2603\n", + "\t\t\t\t\t 1467 \t -6100\n", + "GCD(39203, 9428) = 1, with coefficients 1467 and -6100 such that 1 = (1467)*39203 + (-6100)*9428\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9429 \t 4 \t 1487 \t 1 \t 0\n", + "1 \t 9429 \t 1487 \t 6 \t 507 \t 0 \t 1\n", + "2 \t 1487 \t 507 \t 2 \t 473 \t 1 \t -4\n", + "3 \t 507 \t 473 \t 1 \t 34 \t -6 \t 25\n", + "4 \t 473 \t 34 \t 13 \t 31 \t 13 \t -54\n", + "5 \t 34 \t 31 \t 1 \t 3 \t -19 \t 79\n", + "6 \t 31 \t 3 \t 10 \t 1 \t 260 \t -1081\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -279 \t 1160\n", + "\t\t\t\t\t 3050 \t -12681\n", + "GCD(39203, 9429) = 1, with coefficients 3050 and -12681 such that 1 = (3050)*39203 + (-12681)*9429\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9430 \t 4 \t 1483 \t 1 \t 0\n", + "1 \t 9430 \t 1483 \t 6 \t 532 \t 0 \t 1\n", + "2 \t 1483 \t 532 \t 2 \t 419 \t 1 \t -4\n", + "3 \t 532 \t 419 \t 1 \t 113 \t -6 \t 25\n", + "4 \t 419 \t 113 \t 3 \t 80 \t 13 \t -54\n", + "5 \t 113 \t 80 \t 1 \t 33 \t -19 \t 79\n", + "6 \t 80 \t 33 \t 2 \t 14 \t 70 \t -291\n", + "7 \t 33 \t 14 \t 2 \t 5 \t -89 \t 370\n", + "8 \t 14 \t 5 \t 2 \t 4 \t 248 \t -1031\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -585 \t 2432\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1418 \t -5895\n", + "\t\t\t\t\t -2003 \t 8327\n", + "GCD(39203, 9430) = 1, with coefficients -2003 and 8327 such that 1 = (-2003)*39203 + (8327)*9430\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9431 \t 4 \t 1479 \t 1 \t 0\n", + "1 \t 9431 \t 1479 \t 6 \t 557 \t 0 \t 1\n", + "2 \t 1479 \t 557 \t 2 \t 365 \t 1 \t -4\n", + "3 \t 557 \t 365 \t 1 \t 192 \t -6 \t 25\n", + "4 \t 365 \t 192 \t 1 \t 173 \t 13 \t -54\n", + "5 \t 192 \t 173 \t 1 \t 19 \t -19 \t 79\n", + "6 \t 173 \t 19 \t 9 \t 2 \t 32 \t -133\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -51 \t 212\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 491 \t -2041\n", + "\t\t\t\t\t -4470 \t 18581\n", + "GCD(39203, 9431) = 1, with coefficients -4470 and 18581 such that 1 = (-4470)*39203 + (18581)*9431\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9432 \t 4 \t 1475 \t 1 \t 0\n", + "1 \t 9432 \t 1475 \t 6 \t 582 \t 0 \t 1\n", + "2 \t 1475 \t 582 \t 2 \t 311 \t 1 \t -4\n", + "3 \t 582 \t 311 \t 1 \t 271 \t -6 \t 25\n", + "4 \t 311 \t 271 \t 1 \t 40 \t 13 \t -54\n", + "5 \t 271 \t 40 \t 6 \t 31 \t -19 \t 79\n", + "6 \t 40 \t 31 \t 1 \t 9 \t 32 \t -133\n", + "7 \t 31 \t 9 \t 3 \t 4 \t -211 \t 877\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 243 \t -1010\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -940 \t 3907\n", + "\t\t\t\t\t 2123 \t -8824\n", + "GCD(39203, 9432) = 1, with coefficients 2123 and -8824 such that 1 = (2123)*39203 + (-8824)*9432\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9433 \t 4 \t 1471 \t 1 \t 0\n", + "1 \t 9433 \t 1471 \t 6 \t 607 \t 0 \t 1\n", + "2 \t 1471 \t 607 \t 2 \t 257 \t 1 \t -4\n", + "3 \t 607 \t 257 \t 2 \t 93 \t -6 \t 25\n", + "4 \t 257 \t 93 \t 2 \t 71 \t 13 \t -54\n", + "5 \t 93 \t 71 \t 1 \t 22 \t -32 \t 133\n", + "6 \t 71 \t 22 \t 3 \t 5 \t 77 \t -320\n", + "7 \t 22 \t 5 \t 4 \t 2 \t -109 \t 453\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 404 \t -1679\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1725 \t 7169\n", + "\t\t\t\t\t 3854 \t -16017\n", + "GCD(39203, 9433) = 1, with coefficients 3854 and -16017 such that 1 = (3854)*39203 + (-16017)*9433\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9434 \t 4 \t 1467 \t 1 \t 0\n", + "1 \t 9434 \t 1467 \t 6 \t 632 \t 0 \t 1\n", + "2 \t 1467 \t 632 \t 2 \t 203 \t 1 \t -4\n", + "3 \t 632 \t 203 \t 3 \t 23 \t -6 \t 25\n", + "4 \t 203 \t 23 \t 8 \t 19 \t 13 \t -54\n", + "5 \t 23 \t 19 \t 1 \t 4 \t -45 \t 187\n", + "6 \t 19 \t 4 \t 4 \t 3 \t 373 \t -1550\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -418 \t 1737\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 2045 \t -8498\n", + "\t\t\t\t\t -2463 \t 10235\n", + "GCD(39203, 9434) = 1, with coefficients -2463 and 10235 such that 1 = (-2463)*39203 + (10235)*9434\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9435 \t 4 \t 1463 \t 1 \t 0\n", + "1 \t 9435 \t 1463 \t 6 \t 657 \t 0 \t 1\n", + "2 \t 1463 \t 657 \t 2 \t 149 \t 1 \t -4\n", + "3 \t 657 \t 149 \t 4 \t 61 \t -6 \t 25\n", + "4 \t 149 \t 61 \t 2 \t 27 \t 13 \t -54\n", + "5 \t 61 \t 27 \t 2 \t 7 \t -58 \t 241\n", + "6 \t 27 \t 7 \t 3 \t 6 \t 129 \t -536\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -316 \t 1313\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 1077 \t -4475\n", + "\t\t\t\t\t -1393 \t 5788\n", + "GCD(39203, 9435) = 1, with coefficients -1393 and 5788 such that 1 = (-1393)*39203 + (5788)*9435\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9436 \t 4 \t 1459 \t 1 \t 0\n", + "1 \t 9436 \t 1459 \t 6 \t 682 \t 0 \t 1\n", + "2 \t 1459 \t 682 \t 2 \t 95 \t 1 \t -4\n", + "3 \t 682 \t 95 \t 7 \t 17 \t -6 \t 25\n", + "4 \t 95 \t 17 \t 5 \t 10 \t 13 \t -54\n", + "5 \t 17 \t 10 \t 1 \t 7 \t -97 \t 403\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 498 \t -2069\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -595 \t 2472\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1093 \t -4541\n", + "\t\t\t\t\t -2781 \t 11554\n", + "GCD(39203, 9436) = 1, with coefficients -2781 and 11554 such that 1 = (-2781)*39203 + (11554)*9436\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9437 \t 4 \t 1455 \t 1 \t 0\n", + "1 \t 9437 \t 1455 \t 6 \t 707 \t 0 \t 1\n", + "2 \t 1455 \t 707 \t 2 \t 41 \t 1 \t -4\n", + "3 \t 707 \t 41 \t 17 \t 10 \t -6 \t 25\n", + "4 \t 41 \t 10 \t 4 \t 1 \t 13 \t -54\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -227 \t 943\n", + "\t\t\t\t\t 921 \t -3826\n", + "GCD(39203, 9437) = 1, with coefficients 921 and -3826 such that 1 = (921)*39203 + (-3826)*9437\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9438 \t 4 \t 1451 \t 1 \t 0\n", + "1 \t 9438 \t 1451 \t 6 \t 732 \t 0 \t 1\n", + "2 \t 1451 \t 732 \t 1 \t 719 \t 1 \t -4\n", + "3 \t 732 \t 719 \t 1 \t 13 \t -6 \t 25\n", + "4 \t 719 \t 13 \t 55 \t 4 \t 7 \t -29\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -13 \t 54\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 722 \t -2999\n", + "\t\t\t\t\t -2179 \t 9051\n", + "GCD(39203, 9438) = 1, with coefficients -2179 and 9051 such that 1 = (-2179)*39203 + (9051)*9438\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9439 \t 4 \t 1447 \t 1 \t 0\n", + "1 \t 9439 \t 1447 \t 6 \t 757 \t 0 \t 1\n", + "2 \t 1447 \t 757 \t 1 \t 690 \t 1 \t -4\n", + "3 \t 757 \t 690 \t 1 \t 67 \t -6 \t 25\n", + "4 \t 690 \t 67 \t 10 \t 20 \t 7 \t -29\n", + "5 \t 67 \t 20 \t 3 \t 7 \t -13 \t 54\n", + "6 \t 20 \t 7 \t 2 \t 6 \t 137 \t -569\n", + "7 \t 7 \t 6 \t 1 \t 1 \t -424 \t 1761\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 985 \t -4091\n", + "\t\t\t\t\t -1409 \t 5852\n", + "GCD(39203, 9439) = 1, with coefficients -1409 and 5852 such that 1 = (-1409)*39203 + (5852)*9439\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9440 \t 4 \t 1443 \t 1 \t 0\n", + "1 \t 9440 \t 1443 \t 6 \t 782 \t 0 \t 1\n", + "2 \t 1443 \t 782 \t 1 \t 661 \t 1 \t -4\n", + "3 \t 782 \t 661 \t 1 \t 121 \t -6 \t 25\n", + "4 \t 661 \t 121 \t 5 \t 56 \t 7 \t -29\n", + "5 \t 121 \t 56 \t 2 \t 9 \t -13 \t 54\n", + "6 \t 56 \t 9 \t 6 \t 2 \t 72 \t -299\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -157 \t 652\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1014 \t -4211\n", + "\t\t\t\t\t -4213 \t 17496\n", + "GCD(39203, 9440) = 1, with coefficients -4213 and 17496 such that 1 = (-4213)*39203 + (17496)*9440\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9441 \t 4 \t 1439 \t 1 \t 0\n", + "1 \t 9441 \t 1439 \t 6 \t 807 \t 0 \t 1\n", + "2 \t 1439 \t 807 \t 1 \t 632 \t 1 \t -4\n", + "3 \t 807 \t 632 \t 1 \t 175 \t -6 \t 25\n", + "4 \t 632 \t 175 \t 3 \t 107 \t 7 \t -29\n", + "5 \t 175 \t 107 \t 1 \t 68 \t -13 \t 54\n", + "6 \t 107 \t 68 \t 1 \t 39 \t 46 \t -191\n", + "7 \t 68 \t 39 \t 1 \t 29 \t -59 \t 245\n", + "8 \t 39 \t 29 \t 1 \t 10 \t 105 \t -436\n", + "9 \t 29 \t 10 \t 2 \t 9 \t -164 \t 681\n", + "10 \t 10 \t 9 \t 1 \t 1 \t 269 \t -1117\n", + "11 \t 9 \t 1 \t 9 \t 0 \t -702 \t 2915\n", + "\t\t\t\t\t 971 \t -4032\n", + "GCD(39203, 9441) = 1, with coefficients 971 and -4032 such that 1 = (971)*39203 + (-4032)*9441\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9442 \t 4 \t 1435 \t 1 \t 0\n", + "1 \t 9442 \t 1435 \t 6 \t 832 \t 0 \t 1\n", + "2 \t 1435 \t 832 \t 1 \t 603 \t 1 \t -4\n", + "3 \t 832 \t 603 \t 1 \t 229 \t -6 \t 25\n", + "4 \t 603 \t 229 \t 2 \t 145 \t 7 \t -29\n", + "5 \t 229 \t 145 \t 1 \t 84 \t -13 \t 54\n", + "6 \t 145 \t 84 \t 1 \t 61 \t 33 \t -137\n", + "7 \t 84 \t 61 \t 1 \t 23 \t -46 \t 191\n", + "8 \t 61 \t 23 \t 2 \t 15 \t 79 \t -328\n", + "9 \t 23 \t 15 \t 1 \t 8 \t -125 \t 519\n", + "10 \t 15 \t 8 \t 1 \t 7 \t 329 \t -1366\n", + "11 \t 8 \t 7 \t 1 \t 1 \t -454 \t 1885\n", + "12 \t 7 \t 1 \t 7 \t 0 \t 783 \t -3251\n", + "\t\t\t\t\t -1237 \t 5136\n", + "GCD(39203, 9442) = 1, with coefficients -1237 and 5136 such that 1 = (-1237)*39203 + (5136)*9442\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9443 \t 4 \t 1431 \t 1 \t 0\n", + "1 \t 9443 \t 1431 \t 6 \t 857 \t 0 \t 1\n", + "2 \t 1431 \t 857 \t 1 \t 574 \t 1 \t -4\n", + "3 \t 857 \t 574 \t 1 \t 283 \t -6 \t 25\n", + "4 \t 574 \t 283 \t 2 \t 8 \t 7 \t -29\n", + "5 \t 283 \t 8 \t 35 \t 3 \t -13 \t 54\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 33 \t -137\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1168 \t 4849\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2369 \t -9835\n", + "\t\t\t\t\t -3537 \t 14684\n", + "GCD(39203, 9443) = 1, with coefficients -3537 and 14684 such that 1 = (-3537)*39203 + (14684)*9443\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9444 \t 4 \t 1427 \t 1 \t 0\n", + "1 \t 9444 \t 1427 \t 6 \t 882 \t 0 \t 1\n", + "2 \t 1427 \t 882 \t 1 \t 545 \t 1 \t -4\n", + "3 \t 882 \t 545 \t 1 \t 337 \t -6 \t 25\n", + "4 \t 545 \t 337 \t 1 \t 208 \t 7 \t -29\n", + "5 \t 337 \t 208 \t 1 \t 129 \t -13 \t 54\n", + "6 \t 208 \t 129 \t 1 \t 79 \t 20 \t -83\n", + "7 \t 129 \t 79 \t 1 \t 50 \t -33 \t 137\n", + "8 \t 79 \t 50 \t 1 \t 29 \t 53 \t -220\n", + "9 \t 50 \t 29 \t 1 \t 21 \t -86 \t 357\n", + "10 \t 29 \t 21 \t 1 \t 8 \t 139 \t -577\n", + "11 \t 21 \t 8 \t 2 \t 5 \t -225 \t 934\n", + "12 \t 8 \t 5 \t 1 \t 3 \t 364 \t -1511\n", + "13 \t 5 \t 3 \t 1 \t 2 \t -953 \t 3956\n", + "14 \t 3 \t 2 \t 1 \t 1 \t 1317 \t -5467\n", + "15 \t 2 \t 1 \t 2 \t 0 \t -2270 \t 9423\n", + "\t\t\t\t\t 3587 \t -14890\n", + "GCD(39203, 9444) = 1, with coefficients 3587 and -14890 such that 1 = (3587)*39203 + (-14890)*9444\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9445 \t 4 \t 1423 \t 1 \t 0\n", + "1 \t 9445 \t 1423 \t 6 \t 907 \t 0 \t 1\n", + "2 \t 1423 \t 907 \t 1 \t 516 \t 1 \t -4\n", + "3 \t 907 \t 516 \t 1 \t 391 \t -6 \t 25\n", + "4 \t 516 \t 391 \t 1 \t 125 \t 7 \t -29\n", + "5 \t 391 \t 125 \t 3 \t 16 \t -13 \t 54\n", + "6 \t 125 \t 16 \t 7 \t 13 \t 20 \t -83\n", + "7 \t 16 \t 13 \t 1 \t 3 \t -73 \t 303\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 531 \t -2204\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -604 \t 2507\n", + "\t\t\t\t\t 2947 \t -12232\n", + "GCD(39203, 9445) = 1, with coefficients 2947 and -12232 such that 1 = (2947)*39203 + (-12232)*9445\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9446 \t 4 \t 1419 \t 1 \t 0\n", + "1 \t 9446 \t 1419 \t 6 \t 932 \t 0 \t 1\n", + "2 \t 1419 \t 932 \t 1 \t 487 \t 1 \t -4\n", + "3 \t 932 \t 487 \t 1 \t 445 \t -6 \t 25\n", + "4 \t 487 \t 445 \t 1 \t 42 \t 7 \t -29\n", + "5 \t 445 \t 42 \t 10 \t 25 \t -13 \t 54\n", + "6 \t 42 \t 25 \t 1 \t 17 \t 20 \t -83\n", + "7 \t 25 \t 17 \t 1 \t 8 \t -213 \t 884\n", + "8 \t 17 \t 8 \t 2 \t 1 \t 233 \t -967\n", + "9 \t 8 \t 1 \t 8 \t 0 \t -446 \t 1851\n", + "\t\t\t\t\t 1125 \t -4669\n", + "GCD(39203, 9446) = 1, with coefficients 1125 and -4669 such that 1 = (1125)*39203 + (-4669)*9446\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9447 \t 4 \t 1415 \t 1 \t 0\n", + "1 \t 9447 \t 1415 \t 6 \t 957 \t 0 \t 1\n", + "2 \t 1415 \t 957 \t 1 \t 458 \t 1 \t -4\n", + "3 \t 957 \t 458 \t 2 \t 41 \t -6 \t 25\n", + "4 \t 458 \t 41 \t 11 \t 7 \t 7 \t -29\n", + "5 \t 41 \t 7 \t 5 \t 6 \t -20 \t 83\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 227 \t -942\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -1155 \t 4793\n", + "\t\t\t\t\t 1382 \t -5735\n", + "GCD(39203, 9447) = 1, with coefficients 1382 and -5735 such that 1 = (1382)*39203 + (-5735)*9447\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9448 \t 4 \t 1411 \t 1 \t 0\n", + "1 \t 9448 \t 1411 \t 6 \t 982 \t 0 \t 1\n", + "2 \t 1411 \t 982 \t 1 \t 429 \t 1 \t -4\n", + "3 \t 982 \t 429 \t 2 \t 124 \t -6 \t 25\n", + "4 \t 429 \t 124 \t 3 \t 57 \t 7 \t -29\n", + "5 \t 124 \t 57 \t 2 \t 10 \t -20 \t 83\n", + "6 \t 57 \t 10 \t 5 \t 7 \t 67 \t -278\n", + "7 \t 10 \t 7 \t 1 \t 3 \t -154 \t 639\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 837 \t -3473\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -991 \t 4112\n", + "\t\t\t\t\t 2819 \t -11697\n", + "GCD(39203, 9448) = 1, with coefficients 2819 and -11697 such that 1 = (2819)*39203 + (-11697)*9448\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9449 \t 4 \t 1407 \t 1 \t 0\n", + "1 \t 9449 \t 1407 \t 6 \t 1007 \t 0 \t 1\n", + "2 \t 1407 \t 1007 \t 1 \t 400 \t 1 \t -4\n", + "3 \t 1007 \t 400 \t 2 \t 207 \t -6 \t 25\n", + "4 \t 400 \t 207 \t 1 \t 193 \t 7 \t -29\n", + "5 \t 207 \t 193 \t 1 \t 14 \t -20 \t 83\n", + "6 \t 193 \t 14 \t 13 \t 11 \t 27 \t -112\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -47 \t 195\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 638 \t -2647\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -685 \t 2842\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2693 \t -11173\n", + "\t\t\t\t\t -3378 \t 14015\n", + "GCD(39203, 9449) = 1, with coefficients -3378 and 14015 such that 1 = (-3378)*39203 + (14015)*9449\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9450 \t 4 \t 1403 \t 1 \t 0\n", + "1 \t 9450 \t 1403 \t 6 \t 1032 \t 0 \t 1\n", + "2 \t 1403 \t 1032 \t 1 \t 371 \t 1 \t -4\n", + "3 \t 1032 \t 371 \t 2 \t 290 \t -6 \t 25\n", + "4 \t 371 \t 290 \t 1 \t 81 \t 7 \t -29\n", + "5 \t 290 \t 81 \t 3 \t 47 \t -20 \t 83\n", + "6 \t 81 \t 47 \t 1 \t 34 \t 27 \t -112\n", + "7 \t 47 \t 34 \t 1 \t 13 \t -101 \t 419\n", + "8 \t 34 \t 13 \t 2 \t 8 \t 128 \t -531\n", + "9 \t 13 \t 8 \t 1 \t 5 \t -229 \t 950\n", + "10 \t 8 \t 5 \t 1 \t 3 \t 586 \t -2431\n", + "11 \t 5 \t 3 \t 1 \t 2 \t -815 \t 3381\n", + "12 \t 3 \t 2 \t 1 \t 1 \t 1401 \t -5812\n", + "13 \t 2 \t 1 \t 2 \t 0 \t -2216 \t 9193\n", + "\t\t\t\t\t 3617 \t -15005\n", + "GCD(39203, 9450) = 1, with coefficients 3617 and -15005 such that 1 = (3617)*39203 + (-15005)*9450\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9451 \t 4 \t 1399 \t 1 \t 0\n", + "1 \t 9451 \t 1399 \t 6 \t 1057 \t 0 \t 1\n", + "2 \t 1399 \t 1057 \t 1 \t 342 \t 1 \t -4\n", + "3 \t 1057 \t 342 \t 3 \t 31 \t -6 \t 25\n", + "4 \t 342 \t 31 \t 11 \t 1 \t 7 \t -29\n", + "5 \t 31 \t 1 \t 31 \t 0 \t -27 \t 112\n", + "\t\t\t\t\t 304 \t -1261\n", + "GCD(39203, 9451) = 1, with coefficients 304 and -1261 such that 1 = (304)*39203 + (-1261)*9451\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9452 \t 4 \t 1395 \t 1 \t 0\n", + "1 \t 9452 \t 1395 \t 6 \t 1082 \t 0 \t 1\n", + "2 \t 1395 \t 1082 \t 1 \t 313 \t 1 \t -4\n", + "3 \t 1082 \t 313 \t 3 \t 143 \t -6 \t 25\n", + "4 \t 313 \t 143 \t 2 \t 27 \t 7 \t -29\n", + "5 \t 143 \t 27 \t 5 \t 8 \t -27 \t 112\n", + "6 \t 27 \t 8 \t 3 \t 3 \t 61 \t -253\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -332 \t 1377\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1057 \t -4384\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2446 \t 10145\n", + "\t\t\t\t\t 3503 \t -14529\n", + "GCD(39203, 9452) = 1, with coefficients 3503 and -14529 such that 1 = (3503)*39203 + (-14529)*9452\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9453 \t 4 \t 1391 \t 1 \t 0\n", + "1 \t 9453 \t 1391 \t 6 \t 1107 \t 0 \t 1\n", + "2 \t 1391 \t 1107 \t 1 \t 284 \t 1 \t -4\n", + "3 \t 1107 \t 284 \t 3 \t 255 \t -6 \t 25\n", + "4 \t 284 \t 255 \t 1 \t 29 \t 7 \t -29\n", + "5 \t 255 \t 29 \t 8 \t 23 \t -27 \t 112\n", + "6 \t 29 \t 23 \t 1 \t 6 \t 34 \t -141\n", + "7 \t 23 \t 6 \t 3 \t 5 \t -299 \t 1240\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 333 \t -1381\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1298 \t 5383\n", + "\t\t\t\t\t 1631 \t -6764\n", + "GCD(39203, 9453) = 1, with coefficients 1631 and -6764 such that 1 = (1631)*39203 + (-6764)*9453\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9454 \t 4 \t 1387 \t 1 \t 0\n", + "1 \t 9454 \t 1387 \t 6 \t 1132 \t 0 \t 1\n", + "2 \t 1387 \t 1132 \t 1 \t 255 \t 1 \t -4\n", + "3 \t 1132 \t 255 \t 4 \t 112 \t -6 \t 25\n", + "4 \t 255 \t 112 \t 2 \t 31 \t 7 \t -29\n", + "5 \t 112 \t 31 \t 3 \t 19 \t -34 \t 141\n", + "6 \t 31 \t 19 \t 1 \t 12 \t 75 \t -311\n", + "7 \t 19 \t 12 \t 1 \t 7 \t -259 \t 1074\n", + "8 \t 12 \t 7 \t 1 \t 5 \t 334 \t -1385\n", + "9 \t 7 \t 5 \t 1 \t 2 \t -593 \t 2459\n", + "10 \t 5 \t 2 \t 2 \t 1 \t 927 \t -3844\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -1520 \t 6303\n", + "\t\t\t\t\t 3967 \t -16450\n", + "GCD(39203, 9454) = 1, with coefficients 3967 and -16450 such that 1 = (3967)*39203 + (-16450)*9454\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9455 \t 4 \t 1383 \t 1 \t 0\n", + "1 \t 9455 \t 1383 \t 6 \t 1157 \t 0 \t 1\n", + "2 \t 1383 \t 1157 \t 1 \t 226 \t 1 \t -4\n", + "3 \t 1157 \t 226 \t 5 \t 27 \t -6 \t 25\n", + "4 \t 226 \t 27 \t 8 \t 10 \t 7 \t -29\n", + "5 \t 27 \t 10 \t 2 \t 7 \t -41 \t 170\n", + "6 \t 10 \t 7 \t 1 \t 3 \t 335 \t -1389\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -711 \t 2948\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1046 \t -4337\n", + "\t\t\t\t\t -2803 \t 11622\n", + "GCD(39203, 9455) = 1, with coefficients -2803 and 11622 such that 1 = (-2803)*39203 + (11622)*9455\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9456 \t 4 \t 1379 \t 1 \t 0\n", + "1 \t 9456 \t 1379 \t 6 \t 1182 \t 0 \t 1\n", + "2 \t 1379 \t 1182 \t 1 \t 197 \t 1 \t -4\n", + "3 \t 1182 \t 197 \t 6 \t 0 \t -6 \t 25\n", + "\t\t\t\t\t 7 \t -29\n", + "GCD(39203, 9456) = 197, with coefficients 7 and -29 such that 197 = (7)*39203 + (-29)*9456\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9457 \t 4 \t 1375 \t 1 \t 0\n", + "1 \t 9457 \t 1375 \t 6 \t 1207 \t 0 \t 1\n", + "2 \t 1375 \t 1207 \t 1 \t 168 \t 1 \t -4\n", + "3 \t 1207 \t 168 \t 7 \t 31 \t -6 \t 25\n", + "4 \t 168 \t 31 \t 5 \t 13 \t 7 \t -29\n", + "5 \t 31 \t 13 \t 2 \t 5 \t -55 \t 228\n", + "6 \t 13 \t 5 \t 2 \t 3 \t 282 \t -1169\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -619 \t 2566\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1520 \t -6301\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2139 \t 8867\n", + "\t\t\t\t\t 3659 \t -15168\n", + "GCD(39203, 9457) = 1, with coefficients 3659 and -15168 such that 1 = (3659)*39203 + (-15168)*9457\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9458 \t 4 \t 1371 \t 1 \t 0\n", + "1 \t 9458 \t 1371 \t 6 \t 1232 \t 0 \t 1\n", + "2 \t 1371 \t 1232 \t 1 \t 139 \t 1 \t -4\n", + "3 \t 1232 \t 139 \t 8 \t 120 \t -6 \t 25\n", + "4 \t 139 \t 120 \t 1 \t 19 \t 7 \t -29\n", + "5 \t 120 \t 19 \t 6 \t 6 \t -62 \t 257\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 69 \t -286\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -476 \t 1973\n", + "\t\t\t\t\t 1497 \t -6205\n", + "GCD(39203, 9458) = 1, with coefficients 1497 and -6205 such that 1 = (1497)*39203 + (-6205)*9458\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9459 \t 4 \t 1367 \t 1 \t 0\n", + "1 \t 9459 \t 1367 \t 6 \t 1257 \t 0 \t 1\n", + "2 \t 1367 \t 1257 \t 1 \t 110 \t 1 \t -4\n", + "3 \t 1257 \t 110 \t 11 \t 47 \t -6 \t 25\n", + "4 \t 110 \t 47 \t 2 \t 16 \t 7 \t -29\n", + "5 \t 47 \t 16 \t 2 \t 15 \t -83 \t 344\n", + "6 \t 16 \t 15 \t 1 \t 1 \t 173 \t -717\n", + "7 \t 15 \t 1 \t 15 \t 0 \t -429 \t 1778\n", + "\t\t\t\t\t 602 \t -2495\n", + "GCD(39203, 9459) = 1, with coefficients 602 and -2495 such that 1 = (602)*39203 + (-2495)*9459\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9460 \t 4 \t 1363 \t 1 \t 0\n", + "1 \t 9460 \t 1363 \t 6 \t 1282 \t 0 \t 1\n", + "2 \t 1363 \t 1282 \t 1 \t 81 \t 1 \t -4\n", + "3 \t 1282 \t 81 \t 15 \t 67 \t -6 \t 25\n", + "4 \t 81 \t 67 \t 1 \t 14 \t 7 \t -29\n", + "5 \t 67 \t 14 \t 4 \t 11 \t -111 \t 460\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 118 \t -489\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -583 \t 2416\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 701 \t -2905\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2686 \t 11131\n", + "\t\t\t\t\t 3387 \t -14036\n", + "GCD(39203, 9460) = 1, with coefficients 3387 and -14036 such that 1 = (3387)*39203 + (-14036)*9460\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9461 \t 4 \t 1359 \t 1 \t 0\n", + "1 \t 9461 \t 1359 \t 6 \t 1307 \t 0 \t 1\n", + "2 \t 1359 \t 1307 \t 1 \t 52 \t 1 \t -4\n", + "3 \t 1307 \t 52 \t 25 \t 7 \t -6 \t 25\n", + "4 \t 52 \t 7 \t 7 \t 3 \t 7 \t -29\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -181 \t 750\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1274 \t -5279\n", + "\t\t\t\t\t -2729 \t 11308\n", + "GCD(39203, 9461) = 1, with coefficients -2729 and 11308 such that 1 = (-2729)*39203 + (11308)*9461\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9462 \t 4 \t 1355 \t 1 \t 0\n", + "1 \t 9462 \t 1355 \t 6 \t 1332 \t 0 \t 1\n", + "2 \t 1355 \t 1332 \t 1 \t 23 \t 1 \t -4\n", + "3 \t 1332 \t 23 \t 57 \t 21 \t -6 \t 25\n", + "4 \t 23 \t 21 \t 1 \t 2 \t 7 \t -29\n", + "5 \t 21 \t 2 \t 10 \t 1 \t -405 \t 1678\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 412 \t -1707\n", + "\t\t\t\t\t -4525 \t 18748\n", + "GCD(39203, 9462) = 1, with coefficients -4525 and 18748 such that 1 = (-4525)*39203 + (18748)*9462\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9463 \t 4 \t 1351 \t 1 \t 0\n", + "1 \t 9463 \t 1351 \t 7 \t 6 \t 0 \t 1\n", + "2 \t 1351 \t 6 \t 225 \t 1 \t 1 \t -4\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -7 \t 29\n", + "\t\t\t\t\t 1576 \t -6529\n", + "GCD(39203, 9463) = 1, with coefficients 1576 and -6529 such that 1 = (1576)*39203 + (-6529)*9463\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9464 \t 4 \t 1347 \t 1 \t 0\n", + "1 \t 9464 \t 1347 \t 7 \t 35 \t 0 \t 1\n", + "2 \t 1347 \t 35 \t 38 \t 17 \t 1 \t -4\n", + "3 \t 35 \t 17 \t 2 \t 1 \t -7 \t 29\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 267 \t -1106\n", + "\t\t\t\t\t -541 \t 2241\n", + "GCD(39203, 9464) = 1, with coefficients -541 and 2241 such that 1 = (-541)*39203 + (2241)*9464\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9465 \t 4 \t 1343 \t 1 \t 0\n", + "1 \t 9465 \t 1343 \t 7 \t 64 \t 0 \t 1\n", + "2 \t 1343 \t 64 \t 20 \t 63 \t 1 \t -4\n", + "3 \t 64 \t 63 \t 1 \t 1 \t -7 \t 29\n", + "4 \t 63 \t 1 \t 63 \t 0 \t 141 \t -584\n", + "\t\t\t\t\t -148 \t 613\n", + "GCD(39203, 9465) = 1, with coefficients -148 and 613 such that 1 = (-148)*39203 + (613)*9465\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9466 \t 4 \t 1339 \t 1 \t 0\n", + "1 \t 9466 \t 1339 \t 7 \t 93 \t 0 \t 1\n", + "2 \t 1339 \t 93 \t 14 \t 37 \t 1 \t -4\n", + "3 \t 93 \t 37 \t 2 \t 19 \t -7 \t 29\n", + "4 \t 37 \t 19 \t 1 \t 18 \t 99 \t -410\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -205 \t 849\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 304 \t -1259\n", + "\t\t\t\t\t -509 \t 2108\n", + "GCD(39203, 9466) = 1, with coefficients -509 and 2108 such that 1 = (-509)*39203 + (2108)*9466\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9467 \t 4 \t 1335 \t 1 \t 0\n", + "1 \t 9467 \t 1335 \t 7 \t 122 \t 0 \t 1\n", + "2 \t 1335 \t 122 \t 10 \t 115 \t 1 \t -4\n", + "3 \t 122 \t 115 \t 1 \t 7 \t -7 \t 29\n", + "4 \t 115 \t 7 \t 16 \t 3 \t 71 \t -294\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -78 \t 323\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1319 \t -5462\n", + "\t\t\t\t\t -2716 \t 11247\n", + "GCD(39203, 9467) = 1, with coefficients -2716 and 11247 such that 1 = (-2716)*39203 + (11247)*9467\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9468 \t 4 \t 1331 \t 1 \t 0\n", + "1 \t 9468 \t 1331 \t 7 \t 151 \t 0 \t 1\n", + "2 \t 1331 \t 151 \t 8 \t 123 \t 1 \t -4\n", + "3 \t 151 \t 123 \t 1 \t 28 \t -7 \t 29\n", + "4 \t 123 \t 28 \t 4 \t 11 \t 57 \t -236\n", + "5 \t 28 \t 11 \t 2 \t 6 \t -64 \t 265\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 313 \t -1296\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -690 \t 2857\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 1003 \t -4153\n", + "\t\t\t\t\t -1693 \t 7010\n", + "GCD(39203, 9468) = 1, with coefficients -1693 and 7010 such that 1 = (-1693)*39203 + (7010)*9468\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9469 \t 4 \t 1327 \t 1 \t 0\n", + "1 \t 9469 \t 1327 \t 7 \t 180 \t 0 \t 1\n", + "2 \t 1327 \t 180 \t 7 \t 67 \t 1 \t -4\n", + "3 \t 180 \t 67 \t 2 \t 46 \t -7 \t 29\n", + "4 \t 67 \t 46 \t 1 \t 21 \t 50 \t -207\n", + "5 \t 46 \t 21 \t 2 \t 4 \t -107 \t 443\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 157 \t -650\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -421 \t 1743\n", + "\t\t\t\t\t 2262 \t -9365\n", + "GCD(39203, 9469) = 1, with coefficients 2262 and -9365 such that 1 = (2262)*39203 + (-9365)*9469\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9470 \t 4 \t 1323 \t 1 \t 0\n", + "1 \t 9470 \t 1323 \t 7 \t 209 \t 0 \t 1\n", + "2 \t 1323 \t 209 \t 6 \t 69 \t 1 \t -4\n", + "3 \t 209 \t 69 \t 3 \t 2 \t -7 \t 29\n", + "4 \t 69 \t 2 \t 34 \t 1 \t 43 \t -178\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -136 \t 563\n", + "\t\t\t\t\t 4667 \t -19320\n", + "GCD(39203, 9470) = 1, with coefficients 4667 and -19320 such that 1 = (4667)*39203 + (-19320)*9470\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9471 \t 4 \t 1319 \t 1 \t 0\n", + "1 \t 9471 \t 1319 \t 7 \t 238 \t 0 \t 1\n", + "2 \t 1319 \t 238 \t 5 \t 129 \t 1 \t -4\n", + "3 \t 238 \t 129 \t 1 \t 109 \t -7 \t 29\n", + "4 \t 129 \t 109 \t 1 \t 20 \t 36 \t -149\n", + "5 \t 109 \t 20 \t 5 \t 9 \t -43 \t 178\n", + "6 \t 20 \t 9 \t 2 \t 2 \t 79 \t -327\n", + "7 \t 9 \t 2 \t 4 \t 1 \t -438 \t 1813\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 955 \t -3953\n", + "\t\t\t\t\t -4258 \t 17625\n", + "GCD(39203, 9471) = 1, with coefficients -4258 and 17625 such that 1 = (-4258)*39203 + (17625)*9471\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9472 \t 4 \t 1315 \t 1 \t 0\n", + "1 \t 9472 \t 1315 \t 7 \t 267 \t 0 \t 1\n", + "2 \t 1315 \t 267 \t 4 \t 247 \t 1 \t -4\n", + "3 \t 267 \t 247 \t 1 \t 20 \t -7 \t 29\n", + "4 \t 247 \t 20 \t 12 \t 7 \t 29 \t -120\n", + "5 \t 20 \t 7 \t 2 \t 6 \t -36 \t 149\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 461 \t -1908\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -958 \t 3965\n", + "\t\t\t\t\t 1419 \t -5873\n", + "GCD(39203, 9472) = 1, with coefficients 1419 and -5873 such that 1 = (1419)*39203 + (-5873)*9472\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9473 \t 4 \t 1311 \t 1 \t 0\n", + "1 \t 9473 \t 1311 \t 7 \t 296 \t 0 \t 1\n", + "2 \t 1311 \t 296 \t 4 \t 127 \t 1 \t -4\n", + "3 \t 296 \t 127 \t 2 \t 42 \t -7 \t 29\n", + "4 \t 127 \t 42 \t 3 \t 1 \t 29 \t -120\n", + "5 \t 42 \t 1 \t 42 \t 0 \t -65 \t 269\n", + "\t\t\t\t\t 224 \t -927\n", + "GCD(39203, 9473) = 1, with coefficients 224 and -927 such that 1 = (224)*39203 + (-927)*9473\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9474 \t 4 \t 1307 \t 1 \t 0\n", + "1 \t 9474 \t 1307 \t 7 \t 325 \t 0 \t 1\n", + "2 \t 1307 \t 325 \t 4 \t 7 \t 1 \t -4\n", + "3 \t 325 \t 7 \t 46 \t 3 \t -7 \t 29\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 29 \t -120\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1341 \t 5549\n", + "\t\t\t\t\t 2711 \t -11218\n", + "GCD(39203, 9474) = 1, with coefficients 2711 and -11218 such that 1 = (2711)*39203 + (-11218)*9474\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9475 \t 4 \t 1303 \t 1 \t 0\n", + "1 \t 9475 \t 1303 \t 7 \t 354 \t 0 \t 1\n", + "2 \t 1303 \t 354 \t 3 \t 241 \t 1 \t -4\n", + "3 \t 354 \t 241 \t 1 \t 113 \t -7 \t 29\n", + "4 \t 241 \t 113 \t 2 \t 15 \t 22 \t -91\n", + "5 \t 113 \t 15 \t 7 \t 8 \t -29 \t 120\n", + "6 \t 15 \t 8 \t 1 \t 7 \t 80 \t -331\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -589 \t 2437\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 669 \t -2768\n", + "\t\t\t\t\t -1258 \t 5205\n", + "GCD(39203, 9475) = 1, with coefficients -1258 and 5205 such that 1 = (-1258)*39203 + (5205)*9475\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9476 \t 4 \t 1299 \t 1 \t 0\n", + "1 \t 9476 \t 1299 \t 7 \t 383 \t 0 \t 1\n", + "2 \t 1299 \t 383 \t 3 \t 150 \t 1 \t -4\n", + "3 \t 383 \t 150 \t 2 \t 83 \t -7 \t 29\n", + "4 \t 150 \t 83 \t 1 \t 67 \t 22 \t -91\n", + "5 \t 83 \t 67 \t 1 \t 16 \t -51 \t 211\n", + "6 \t 67 \t 16 \t 4 \t 3 \t 73 \t -302\n", + "7 \t 16 \t 3 \t 5 \t 1 \t -124 \t 513\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 569 \t -2354\n", + "\t\t\t\t\t -2969 \t 12283\n", + "GCD(39203, 9476) = 1, with coefficients -2969 and 12283 such that 1 = (-2969)*39203 + (12283)*9476\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9477 \t 4 \t 1295 \t 1 \t 0\n", + "1 \t 9477 \t 1295 \t 7 \t 412 \t 0 \t 1\n", + "2 \t 1295 \t 412 \t 3 \t 59 \t 1 \t -4\n", + "3 \t 412 \t 59 \t 6 \t 58 \t -7 \t 29\n", + "4 \t 59 \t 58 \t 1 \t 1 \t 22 \t -91\n", + "5 \t 58 \t 1 \t 58 \t 0 \t -139 \t 575\n", + "\t\t\t\t\t 161 \t -666\n", + "GCD(39203, 9477) = 1, with coefficients 161 and -666 such that 1 = (161)*39203 + (-666)*9477\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9478 \t 4 \t 1291 \t 1 \t 0\n", + "1 \t 9478 \t 1291 \t 7 \t 441 \t 0 \t 1\n", + "2 \t 1291 \t 441 \t 2 \t 409 \t 1 \t -4\n", + "3 \t 441 \t 409 \t 1 \t 32 \t -7 \t 29\n", + "4 \t 409 \t 32 \t 12 \t 25 \t 15 \t -62\n", + "5 \t 32 \t 25 \t 1 \t 7 \t -22 \t 91\n", + "6 \t 25 \t 7 \t 3 \t 4 \t 279 \t -1154\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -301 \t 1245\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 1182 \t -4889\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1483 \t 6134\n", + "\t\t\t\t\t 2665 \t -11023\n", + "GCD(39203, 9478) = 1, with coefficients 2665 and -11023 such that 1 = (2665)*39203 + (-11023)*9478\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9479 \t 4 \t 1287 \t 1 \t 0\n", + "1 \t 9479 \t 1287 \t 7 \t 470 \t 0 \t 1\n", + "2 \t 1287 \t 470 \t 2 \t 347 \t 1 \t -4\n", + "3 \t 470 \t 347 \t 1 \t 123 \t -7 \t 29\n", + "4 \t 347 \t 123 \t 2 \t 101 \t 15 \t -62\n", + "5 \t 123 \t 101 \t 1 \t 22 \t -22 \t 91\n", + "6 \t 101 \t 22 \t 4 \t 13 \t 59 \t -244\n", + "7 \t 22 \t 13 \t 1 \t 9 \t -81 \t 335\n", + "8 \t 13 \t 9 \t 1 \t 4 \t 383 \t -1584\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -464 \t 1919\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 847 \t -3503\n", + "\t\t\t\t\t -2158 \t 8925\n", + "GCD(39203, 9479) = 1, with coefficients -2158 and 8925 such that 1 = (-2158)*39203 + (8925)*9479\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9480 \t 4 \t 1283 \t 1 \t 0\n", + "1 \t 9480 \t 1283 \t 7 \t 499 \t 0 \t 1\n", + "2 \t 1283 \t 499 \t 2 \t 285 \t 1 \t -4\n", + "3 \t 499 \t 285 \t 1 \t 214 \t -7 \t 29\n", + "4 \t 285 \t 214 \t 1 \t 71 \t 15 \t -62\n", + "5 \t 214 \t 71 \t 3 \t 1 \t -22 \t 91\n", + "6 \t 71 \t 1 \t 71 \t 0 \t 37 \t -153\n", + "\t\t\t\t\t -133 \t 550\n", + "GCD(39203, 9480) = 1, with coefficients -133 and 550 such that 1 = (-133)*39203 + (550)*9480\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9481 \t 4 \t 1279 \t 1 \t 0\n", + "1 \t 9481 \t 1279 \t 7 \t 528 \t 0 \t 1\n", + "2 \t 1279 \t 528 \t 2 \t 223 \t 1 \t -4\n", + "3 \t 528 \t 223 \t 2 \t 82 \t -7 \t 29\n", + "4 \t 223 \t 82 \t 2 \t 59 \t 15 \t -62\n", + "5 \t 82 \t 59 \t 1 \t 23 \t -37 \t 153\n", + "6 \t 59 \t 23 \t 2 \t 13 \t 89 \t -368\n", + "7 \t 23 \t 13 \t 1 \t 10 \t -126 \t 521\n", + "8 \t 13 \t 10 \t 1 \t 3 \t 341 \t -1410\n", + "9 \t 10 \t 3 \t 3 \t 1 \t -467 \t 1931\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 808 \t -3341\n", + "\t\t\t\t\t -2891 \t 11954\n", + "GCD(39203, 9481) = 1, with coefficients -2891 and 11954 such that 1 = (-2891)*39203 + (11954)*9481\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9482 \t 4 \t 1275 \t 1 \t 0\n", + "1 \t 9482 \t 1275 \t 7 \t 557 \t 0 \t 1\n", + "2 \t 1275 \t 557 \t 2 \t 161 \t 1 \t -4\n", + "3 \t 557 \t 161 \t 3 \t 74 \t -7 \t 29\n", + "4 \t 161 \t 74 \t 2 \t 13 \t 15 \t -62\n", + "5 \t 74 \t 13 \t 5 \t 9 \t -52 \t 215\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 119 \t -492\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -647 \t 2675\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 766 \t -3167\n", + "\t\t\t\t\t -2179 \t 9009\n", + "GCD(39203, 9482) = 1, with coefficients -2179 and 9009 such that 1 = (-2179)*39203 + (9009)*9482\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9483 \t 4 \t 1271 \t 1 \t 0\n", + "1 \t 9483 \t 1271 \t 7 \t 586 \t 0 \t 1\n", + "2 \t 1271 \t 586 \t 2 \t 99 \t 1 \t -4\n", + "3 \t 586 \t 99 \t 5 \t 91 \t -7 \t 29\n", + "4 \t 99 \t 91 \t 1 \t 8 \t 15 \t -62\n", + "5 \t 91 \t 8 \t 11 \t 3 \t -82 \t 339\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 97 \t -401\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1149 \t 4750\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2395 \t -9901\n", + "\t\t\t\t\t -3544 \t 14651\n", + "GCD(39203, 9483) = 1, with coefficients -3544 and 14651 such that 1 = (-3544)*39203 + (14651)*9483\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9484 \t 4 \t 1267 \t 1 \t 0\n", + "1 \t 9484 \t 1267 \t 7 \t 615 \t 0 \t 1\n", + "2 \t 1267 \t 615 \t 2 \t 37 \t 1 \t -4\n", + "3 \t 615 \t 37 \t 16 \t 23 \t -7 \t 29\n", + "4 \t 37 \t 23 \t 1 \t 14 \t 15 \t -62\n", + "5 \t 23 \t 14 \t 1 \t 9 \t -247 \t 1021\n", + "6 \t 14 \t 9 \t 1 \t 5 \t 262 \t -1083\n", + "7 \t 9 \t 5 \t 1 \t 4 \t -509 \t 2104\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 771 \t -3187\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1280 \t 5291\n", + "\t\t\t\t\t 2051 \t -8478\n", + "GCD(39203, 9484) = 1, with coefficients 2051 and -8478 such that 1 = (2051)*39203 + (-8478)*9484\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9485 \t 4 \t 1263 \t 1 \t 0\n", + "1 \t 9485 \t 1263 \t 7 \t 644 \t 0 \t 1\n", + "2 \t 1263 \t 644 \t 1 \t 619 \t 1 \t -4\n", + "3 \t 644 \t 619 \t 1 \t 25 \t -7 \t 29\n", + "4 \t 619 \t 25 \t 24 \t 19 \t 8 \t -33\n", + "5 \t 25 \t 19 \t 1 \t 6 \t -15 \t 62\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 368 \t -1521\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -383 \t 1583\n", + "\t\t\t\t\t 1517 \t -6270\n", + "GCD(39203, 9485) = 1, with coefficients 1517 and -6270 such that 1 = (1517)*39203 + (-6270)*9485\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9486 \t 4 \t 1259 \t 1 \t 0\n", + "1 \t 9486 \t 1259 \t 7 \t 673 \t 0 \t 1\n", + "2 \t 1259 \t 673 \t 1 \t 586 \t 1 \t -4\n", + "3 \t 673 \t 586 \t 1 \t 87 \t -7 \t 29\n", + "4 \t 586 \t 87 \t 6 \t 64 \t 8 \t -33\n", + "5 \t 87 \t 64 \t 1 \t 23 \t -15 \t 62\n", + "6 \t 64 \t 23 \t 2 \t 18 \t 98 \t -405\n", + "7 \t 23 \t 18 \t 1 \t 5 \t -113 \t 467\n", + "8 \t 18 \t 5 \t 3 \t 3 \t 324 \t -1339\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -437 \t 1806\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1635 \t -6757\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2072 \t 8563\n", + "\t\t\t\t\t 3707 \t -15320\n", + "GCD(39203, 9486) = 1, with coefficients 3707 and -15320 such that 1 = (3707)*39203 + (-15320)*9486\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9487 \t 4 \t 1255 \t 1 \t 0\n", + "1 \t 9487 \t 1255 \t 7 \t 702 \t 0 \t 1\n", + "2 \t 1255 \t 702 \t 1 \t 553 \t 1 \t -4\n", + "3 \t 702 \t 553 \t 1 \t 149 \t -7 \t 29\n", + "4 \t 553 \t 149 \t 3 \t 106 \t 8 \t -33\n", + "5 \t 149 \t 106 \t 1 \t 43 \t -15 \t 62\n", + "6 \t 106 \t 43 \t 2 \t 20 \t 53 \t -219\n", + "7 \t 43 \t 20 \t 2 \t 3 \t -68 \t 281\n", + "8 \t 20 \t 3 \t 6 \t 2 \t 189 \t -781\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -446 \t 1843\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2865 \t -11839\n", + "\t\t\t\t\t -3311 \t 13682\n", + "GCD(39203, 9487) = 1, with coefficients -3311 and 13682 such that 1 = (-3311)*39203 + (13682)*9487\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9488 \t 4 \t 1251 \t 1 \t 0\n", + "1 \t 9488 \t 1251 \t 7 \t 731 \t 0 \t 1\n", + "2 \t 1251 \t 731 \t 1 \t 520 \t 1 \t -4\n", + "3 \t 731 \t 520 \t 1 \t 211 \t -7 \t 29\n", + "4 \t 520 \t 211 \t 2 \t 98 \t 8 \t -33\n", + "5 \t 211 \t 98 \t 2 \t 15 \t -15 \t 62\n", + "6 \t 98 \t 15 \t 6 \t 8 \t 38 \t -157\n", + "7 \t 15 \t 8 \t 1 \t 7 \t -91 \t 376\n", + "8 \t 8 \t 7 \t 1 \t 1 \t 584 \t -2413\n", + "9 \t 7 \t 1 \t 7 \t 0 \t -675 \t 2789\n", + "\t\t\t\t\t 1259 \t -5202\n", + "GCD(39203, 9488) = 1, with coefficients 1259 and -5202 such that 1 = (1259)*39203 + (-5202)*9488\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9489 \t 4 \t 1247 \t 1 \t 0\n", + "1 \t 9489 \t 1247 \t 7 \t 760 \t 0 \t 1\n", + "2 \t 1247 \t 760 \t 1 \t 487 \t 1 \t -4\n", + "3 \t 760 \t 487 \t 1 \t 273 \t -7 \t 29\n", + "4 \t 487 \t 273 \t 1 \t 214 \t 8 \t -33\n", + "5 \t 273 \t 214 \t 1 \t 59 \t -15 \t 62\n", + "6 \t 214 \t 59 \t 3 \t 37 \t 23 \t -95\n", + "7 \t 59 \t 37 \t 1 \t 22 \t -38 \t 157\n", + "8 \t 37 \t 22 \t 1 \t 15 \t 137 \t -566\n", + "9 \t 22 \t 15 \t 1 \t 7 \t -175 \t 723\n", + "10 \t 15 \t 7 \t 2 \t 1 \t 312 \t -1289\n", + "11 \t 7 \t 1 \t 7 \t 0 \t -487 \t 2012\n", + "\t\t\t\t\t 1286 \t -5313\n", + "GCD(39203, 9489) = 1, with coefficients 1286 and -5313 such that 1 = (1286)*39203 + (-5313)*9489\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9490 \t 4 \t 1243 \t 1 \t 0\n", + "1 \t 9490 \t 1243 \t 7 \t 789 \t 0 \t 1\n", + "2 \t 1243 \t 789 \t 1 \t 454 \t 1 \t -4\n", + "3 \t 789 \t 454 \t 1 \t 335 \t -7 \t 29\n", + "4 \t 454 \t 335 \t 1 \t 119 \t 8 \t -33\n", + "5 \t 335 \t 119 \t 2 \t 97 \t -15 \t 62\n", + "6 \t 119 \t 97 \t 1 \t 22 \t 23 \t -95\n", + "7 \t 97 \t 22 \t 4 \t 9 \t -61 \t 252\n", + "8 \t 22 \t 9 \t 2 \t 4 \t 84 \t -347\n", + "9 \t 9 \t 4 \t 2 \t 1 \t -397 \t 1640\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 878 \t -3627\n", + "\t\t\t\t\t -2153 \t 8894\n", + "GCD(39203, 9490) = 1, with coefficients -2153 and 8894 such that 1 = (-2153)*39203 + (8894)*9490\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9491 \t 4 \t 1239 \t 1 \t 0\n", + "1 \t 9491 \t 1239 \t 7 \t 818 \t 0 \t 1\n", + "2 \t 1239 \t 818 \t 1 \t 421 \t 1 \t -4\n", + "3 \t 818 \t 421 \t 1 \t 397 \t -7 \t 29\n", + "4 \t 421 \t 397 \t 1 \t 24 \t 8 \t -33\n", + "5 \t 397 \t 24 \t 16 \t 13 \t -15 \t 62\n", + "6 \t 24 \t 13 \t 1 \t 11 \t 23 \t -95\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -383 \t 1582\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 406 \t -1677\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -789 \t 3259\n", + "\t\t\t\t\t 4351 \t -17972\n", + "GCD(39203, 9491) = 1, with coefficients 4351 and -17972 such that 1 = (4351)*39203 + (-17972)*9491\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9492 \t 4 \t 1235 \t 1 \t 0\n", + "1 \t 9492 \t 1235 \t 7 \t 847 \t 0 \t 1\n", + "2 \t 1235 \t 847 \t 1 \t 388 \t 1 \t -4\n", + "3 \t 847 \t 388 \t 2 \t 71 \t -7 \t 29\n", + "4 \t 388 \t 71 \t 5 \t 33 \t 8 \t -33\n", + "5 \t 71 \t 33 \t 2 \t 5 \t -23 \t 95\n", + "6 \t 33 \t 5 \t 6 \t 3 \t 123 \t -508\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -269 \t 1111\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1737 \t -7174\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2006 \t 8285\n", + "\t\t\t\t\t 3743 \t -15459\n", + "GCD(39203, 9492) = 1, with coefficients 3743 and -15459 such that 1 = (3743)*39203 + (-15459)*9492\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9493 \t 4 \t 1231 \t 1 \t 0\n", + "1 \t 9493 \t 1231 \t 7 \t 876 \t 0 \t 1\n", + "2 \t 1231 \t 876 \t 1 \t 355 \t 1 \t -4\n", + "3 \t 876 \t 355 \t 2 \t 166 \t -7 \t 29\n", + "4 \t 355 \t 166 \t 2 \t 23 \t 8 \t -33\n", + "5 \t 166 \t 23 \t 7 \t 5 \t -23 \t 95\n", + "6 \t 23 \t 5 \t 4 \t 3 \t 54 \t -223\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -401 \t 1656\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1658 \t -6847\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2059 \t 8503\n", + "\t\t\t\t\t 3717 \t -15350\n", + "GCD(39203, 9493) = 1, with coefficients 3717 and -15350 such that 1 = (3717)*39203 + (-15350)*9493\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9494 \t 4 \t 1227 \t 1 \t 0\n", + "1 \t 9494 \t 1227 \t 7 \t 905 \t 0 \t 1\n", + "2 \t 1227 \t 905 \t 1 \t 322 \t 1 \t -4\n", + "3 \t 905 \t 322 \t 2 \t 261 \t -7 \t 29\n", + "4 \t 322 \t 261 \t 1 \t 61 \t 8 \t -33\n", + "5 \t 261 \t 61 \t 4 \t 17 \t -23 \t 95\n", + "6 \t 61 \t 17 \t 3 \t 10 \t 31 \t -128\n", + "7 \t 17 \t 10 \t 1 \t 7 \t -147 \t 607\n", + "8 \t 10 \t 7 \t 1 \t 3 \t 472 \t -1949\n", + "9 \t 7 \t 3 \t 2 \t 1 \t -619 \t 2556\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1091 \t -4505\n", + "\t\t\t\t\t -2801 \t 11566\n", + "GCD(39203, 9494) = 1, with coefficients -2801 and 11566 such that 1 = (-2801)*39203 + (11566)*9494\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9495 \t 4 \t 1223 \t 1 \t 0\n", + "1 \t 9495 \t 1223 \t 7 \t 934 \t 0 \t 1\n", + "2 \t 1223 \t 934 \t 1 \t 289 \t 1 \t -4\n", + "3 \t 934 \t 289 \t 3 \t 67 \t -7 \t 29\n", + "4 \t 289 \t 67 \t 4 \t 21 \t 8 \t -33\n", + "5 \t 67 \t 21 \t 3 \t 4 \t -31 \t 128\n", + "6 \t 21 \t 4 \t 5 \t 1 \t 132 \t -545\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -427 \t 1763\n", + "\t\t\t\t\t 2267 \t -9360\n", + "GCD(39203, 9495) = 1, with coefficients 2267 and -9360 such that 1 = (2267)*39203 + (-9360)*9495\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9496 \t 4 \t 1219 \t 1 \t 0\n", + "1 \t 9496 \t 1219 \t 7 \t 963 \t 0 \t 1\n", + "2 \t 1219 \t 963 \t 1 \t 256 \t 1 \t -4\n", + "3 \t 963 \t 256 \t 3 \t 195 \t -7 \t 29\n", + "4 \t 256 \t 195 \t 1 \t 61 \t 8 \t -33\n", + "5 \t 195 \t 61 \t 3 \t 12 \t -31 \t 128\n", + "6 \t 61 \t 12 \t 5 \t 1 \t 39 \t -161\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -148 \t 611\n", + "\t\t\t\t\t 779 \t -3216\n", + "GCD(39203, 9496) = 1, with coefficients 779 and -3216 such that 1 = (779)*39203 + (-3216)*9496\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9497 \t 4 \t 1215 \t 1 \t 0\n", + "1 \t 9497 \t 1215 \t 7 \t 992 \t 0 \t 1\n", + "2 \t 1215 \t 992 \t 1 \t 223 \t 1 \t -4\n", + "3 \t 992 \t 223 \t 4 \t 100 \t -7 \t 29\n", + "4 \t 223 \t 100 \t 2 \t 23 \t 8 \t -33\n", + "5 \t 100 \t 23 \t 4 \t 8 \t -39 \t 161\n", + "6 \t 23 \t 8 \t 2 \t 7 \t 86 \t -355\n", + "7 \t 8 \t 7 \t 1 \t 1 \t -383 \t 1581\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 852 \t -3517\n", + "\t\t\t\t\t -1235 \t 5098\n", + "GCD(39203, 9497) = 1, with coefficients -1235 and 5098 such that 1 = (-1235)*39203 + (5098)*9497\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9498 \t 4 \t 1211 \t 1 \t 0\n", + "1 \t 9498 \t 1211 \t 7 \t 1021 \t 0 \t 1\n", + "2 \t 1211 \t 1021 \t 1 \t 190 \t 1 \t -4\n", + "3 \t 1021 \t 190 \t 5 \t 71 \t -7 \t 29\n", + "4 \t 190 \t 71 \t 2 \t 48 \t 8 \t -33\n", + "5 \t 71 \t 48 \t 1 \t 23 \t -47 \t 194\n", + "6 \t 48 \t 23 \t 2 \t 2 \t 102 \t -421\n", + "7 \t 23 \t 2 \t 11 \t 1 \t -149 \t 615\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 400 \t -1651\n", + "\t\t\t\t\t -4549 \t 18776\n", + "GCD(39203, 9498) = 1, with coefficients -4549 and 18776 such that 1 = (-4549)*39203 + (18776)*9498\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9499 \t 4 \t 1207 \t 1 \t 0\n", + "1 \t 9499 \t 1207 \t 7 \t 1050 \t 0 \t 1\n", + "2 \t 1207 \t 1050 \t 1 \t 157 \t 1 \t -4\n", + "3 \t 1050 \t 157 \t 6 \t 108 \t -7 \t 29\n", + "4 \t 157 \t 108 \t 1 \t 49 \t 8 \t -33\n", + "5 \t 108 \t 49 \t 2 \t 10 \t -55 \t 227\n", + "6 \t 49 \t 10 \t 4 \t 9 \t 63 \t -260\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -181 \t 747\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 787 \t -3248\n", + "\t\t\t\t\t -968 \t 3995\n", + "GCD(39203, 9499) = 1, with coefficients -968 and 3995 such that 1 = (-968)*39203 + (3995)*9499\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9500 \t 4 \t 1203 \t 1 \t 0\n", + "1 \t 9500 \t 1203 \t 7 \t 1079 \t 0 \t 1\n", + "2 \t 1203 \t 1079 \t 1 \t 124 \t 1 \t -4\n", + "3 \t 1079 \t 124 \t 8 \t 87 \t -7 \t 29\n", + "4 \t 124 \t 87 \t 1 \t 37 \t 8 \t -33\n", + "5 \t 87 \t 37 \t 2 \t 13 \t -71 \t 293\n", + "6 \t 37 \t 13 \t 2 \t 11 \t 79 \t -326\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -229 \t 945\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 537 \t -2216\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -766 \t 3161\n", + "\t\t\t\t\t 4367 \t -18021\n", + "GCD(39203, 9500) = 1, with coefficients 4367 and -18021 such that 1 = (4367)*39203 + (-18021)*9500\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9501 \t 4 \t 1199 \t 1 \t 0\n", + "1 \t 9501 \t 1199 \t 7 \t 1108 \t 0 \t 1\n", + "2 \t 1199 \t 1108 \t 1 \t 91 \t 1 \t -4\n", + "3 \t 1108 \t 91 \t 12 \t 16 \t -7 \t 29\n", + "4 \t 91 \t 16 \t 5 \t 11 \t 8 \t -33\n", + "5 \t 16 \t 11 \t 1 \t 5 \t -103 \t 425\n", + "6 \t 11 \t 5 \t 2 \t 1 \t 523 \t -2158\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -626 \t 2583\n", + "\t\t\t\t\t 1775 \t -7324\n", + "GCD(39203, 9501) = 1, with coefficients 1775 and -7324 such that 1 = (1775)*39203 + (-7324)*9501\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9502 \t 4 \t 1195 \t 1 \t 0\n", + "1 \t 9502 \t 1195 \t 7 \t 1137 \t 0 \t 1\n", + "2 \t 1195 \t 1137 \t 1 \t 58 \t 1 \t -4\n", + "3 \t 1137 \t 58 \t 19 \t 35 \t -7 \t 29\n", + "4 \t 58 \t 35 \t 1 \t 23 \t 8 \t -33\n", + "5 \t 35 \t 23 \t 1 \t 12 \t -159 \t 656\n", + "6 \t 23 \t 12 \t 1 \t 11 \t 167 \t -689\n", + "7 \t 12 \t 11 \t 1 \t 1 \t -326 \t 1345\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 493 \t -2034\n", + "\t\t\t\t\t -819 \t 3379\n", + "GCD(39203, 9502) = 1, with coefficients -819 and 3379 such that 1 = (-819)*39203 + (3379)*9502\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9503 \t 4 \t 1191 \t 1 \t 0\n", + "1 \t 9503 \t 1191 \t 7 \t 1166 \t 0 \t 1\n", + "2 \t 1191 \t 1166 \t 1 \t 25 \t 1 \t -4\n", + "3 \t 1166 \t 25 \t 46 \t 16 \t -7 \t 29\n", + "4 \t 25 \t 16 \t 1 \t 9 \t 8 \t -33\n", + "5 \t 16 \t 9 \t 1 \t 7 \t -375 \t 1547\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 383 \t -1580\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -758 \t 3127\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1141 \t -4707\n", + "\t\t\t\t\t -4181 \t 17248\n", + "GCD(39203, 9503) = 1, with coefficients -4181 and 17248 such that 1 = (-4181)*39203 + (17248)*9503\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9504 \t 4 \t 1187 \t 1 \t 0\n", + "1 \t 9504 \t 1187 \t 8 \t 8 \t 0 \t 1\n", + "2 \t 1187 \t 8 \t 148 \t 3 \t 1 \t -4\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -8 \t 33\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 1185 \t -4888\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2378 \t 9809\n", + "\t\t\t\t\t 3563 \t -14697\n", + "GCD(39203, 9504) = 1, with coefficients 3563 and -14697 such that 1 = (3563)*39203 + (-14697)*9504\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9505 \t 4 \t 1183 \t 1 \t 0\n", + "1 \t 9505 \t 1183 \t 8 \t 41 \t 0 \t 1\n", + "2 \t 1183 \t 41 \t 28 \t 35 \t 1 \t -4\n", + "3 \t 41 \t 35 \t 1 \t 6 \t -8 \t 33\n", + "4 \t 35 \t 6 \t 5 \t 5 \t 225 \t -928\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -233 \t 961\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 1390 \t -5733\n", + "\t\t\t\t\t -1623 \t 6694\n", + "GCD(39203, 9505) = 1, with coefficients -1623 and 6694 such that 1 = (-1623)*39203 + (6694)*9505\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9506 \t 4 \t 1179 \t 1 \t 0\n", + "1 \t 9506 \t 1179 \t 8 \t 74 \t 0 \t 1\n", + "2 \t 1179 \t 74 \t 15 \t 69 \t 1 \t -4\n", + "3 \t 74 \t 69 \t 1 \t 5 \t -8 \t 33\n", + "4 \t 69 \t 5 \t 13 \t 4 \t 121 \t -499\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -129 \t 532\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1798 \t -7415\n", + "\t\t\t\t\t -1927 \t 7947\n", + "GCD(39203, 9506) = 1, with coefficients -1927 and 7947 such that 1 = (-1927)*39203 + (7947)*9506\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9507 \t 4 \t 1175 \t 1 \t 0\n", + "1 \t 9507 \t 1175 \t 8 \t 107 \t 0 \t 1\n", + "2 \t 1175 \t 107 \t 10 \t 105 \t 1 \t -4\n", + "3 \t 107 \t 105 \t 1 \t 2 \t -8 \t 33\n", + "4 \t 105 \t 2 \t 52 \t 1 \t 81 \t -334\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -89 \t 367\n", + "\t\t\t\t\t 4709 \t -19418\n", + "GCD(39203, 9507) = 1, with coefficients 4709 and -19418 such that 1 = (4709)*39203 + (-19418)*9507\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9508 \t 4 \t 1171 \t 1 \t 0\n", + "1 \t 9508 \t 1171 \t 8 \t 140 \t 0 \t 1\n", + "2 \t 1171 \t 140 \t 8 \t 51 \t 1 \t -4\n", + "3 \t 140 \t 51 \t 2 \t 38 \t -8 \t 33\n", + "4 \t 51 \t 38 \t 1 \t 13 \t 65 \t -268\n", + "5 \t 38 \t 13 \t 2 \t 12 \t -138 \t 569\n", + "6 \t 13 \t 12 \t 1 \t 1 \t 203 \t -837\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -544 \t 2243\n", + "\t\t\t\t\t 747 \t -3080\n", + "GCD(39203, 9508) = 1, with coefficients 747 and -3080 such that 1 = (747)*39203 + (-3080)*9508\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9509 \t 4 \t 1167 \t 1 \t 0\n", + "1 \t 9509 \t 1167 \t 8 \t 173 \t 0 \t 1\n", + "2 \t 1167 \t 173 \t 6 \t 129 \t 1 \t -4\n", + "3 \t 173 \t 129 \t 1 \t 44 \t -8 \t 33\n", + "4 \t 129 \t 44 \t 2 \t 41 \t 49 \t -202\n", + "5 \t 44 \t 41 \t 1 \t 3 \t -57 \t 235\n", + "6 \t 41 \t 3 \t 13 \t 2 \t 163 \t -672\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -220 \t 907\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 3023 \t -12463\n", + "\t\t\t\t\t -3243 \t 13370\n", + "GCD(39203, 9509) = 1, with coefficients -3243 and 13370 such that 1 = (-3243)*39203 + (13370)*9509\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9510 \t 4 \t 1163 \t 1 \t 0\n", + "1 \t 9510 \t 1163 \t 8 \t 206 \t 0 \t 1\n", + "2 \t 1163 \t 206 \t 5 \t 133 \t 1 \t -4\n", + "3 \t 206 \t 133 \t 1 \t 73 \t -8 \t 33\n", + "4 \t 133 \t 73 \t 1 \t 60 \t 41 \t -169\n", + "5 \t 73 \t 60 \t 1 \t 13 \t -49 \t 202\n", + "6 \t 60 \t 13 \t 4 \t 8 \t 90 \t -371\n", + "7 \t 13 \t 8 \t 1 \t 5 \t -139 \t 573\n", + "8 \t 8 \t 5 \t 1 \t 3 \t 646 \t -2663\n", + "9 \t 5 \t 3 \t 1 \t 2 \t -785 \t 3236\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 1431 \t -5899\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2216 \t 9135\n", + "\t\t\t\t\t 3647 \t -15034\n", + "GCD(39203, 9510) = 1, with coefficients 3647 and -15034 such that 1 = (3647)*39203 + (-15034)*9510\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9511 \t 4 \t 1159 \t 1 \t 0\n", + "1 \t 9511 \t 1159 \t 8 \t 239 \t 0 \t 1\n", + "2 \t 1159 \t 239 \t 4 \t 203 \t 1 \t -4\n", + "3 \t 239 \t 203 \t 1 \t 36 \t -8 \t 33\n", + "4 \t 203 \t 36 \t 5 \t 23 \t 33 \t -136\n", + "5 \t 36 \t 23 \t 1 \t 13 \t -41 \t 169\n", + "6 \t 23 \t 13 \t 1 \t 10 \t 238 \t -981\n", + "7 \t 13 \t 10 \t 1 \t 3 \t -279 \t 1150\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 517 \t -2131\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -796 \t 3281\n", + "\t\t\t\t\t 2905 \t -11974\n", + "GCD(39203, 9511) = 1, with coefficients 2905 and -11974 such that 1 = (2905)*39203 + (-11974)*9511\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9512 \t 4 \t 1155 \t 1 \t 0\n", + "1 \t 9512 \t 1155 \t 8 \t 272 \t 0 \t 1\n", + "2 \t 1155 \t 272 \t 4 \t 67 \t 1 \t -4\n", + "3 \t 272 \t 67 \t 4 \t 4 \t -8 \t 33\n", + "4 \t 67 \t 4 \t 16 \t 3 \t 33 \t -136\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -140 \t 577\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 2273 \t -9368\n", + "\t\t\t\t\t -2413 \t 9945\n", + "GCD(39203, 9512) = 1, with coefficients -2413 and 9945 such that 1 = (-2413)*39203 + (9945)*9512\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9513 \t 4 \t 1151 \t 1 \t 0\n", + "1 \t 9513 \t 1151 \t 8 \t 305 \t 0 \t 1\n", + "2 \t 1151 \t 305 \t 3 \t 236 \t 1 \t -4\n", + "3 \t 305 \t 236 \t 1 \t 69 \t -8 \t 33\n", + "4 \t 236 \t 69 \t 3 \t 29 \t 25 \t -103\n", + "5 \t 69 \t 29 \t 2 \t 11 \t -33 \t 136\n", + "6 \t 29 \t 11 \t 2 \t 7 \t 124 \t -511\n", + "7 \t 11 \t 7 \t 1 \t 4 \t -281 \t 1158\n", + "8 \t 7 \t 4 \t 1 \t 3 \t 686 \t -2827\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -967 \t 3985\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1653 \t -6812\n", + "\t\t\t\t\t -2620 \t 10797\n", + "GCD(39203, 9513) = 1, with coefficients -2620 and 10797 such that 1 = (-2620)*39203 + (10797)*9513\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9514 \t 4 \t 1147 \t 1 \t 0\n", + "1 \t 9514 \t 1147 \t 8 \t 338 \t 0 \t 1\n", + "2 \t 1147 \t 338 \t 3 \t 133 \t 1 \t -4\n", + "3 \t 338 \t 133 \t 2 \t 72 \t -8 \t 33\n", + "4 \t 133 \t 72 \t 1 \t 61 \t 25 \t -103\n", + "5 \t 72 \t 61 \t 1 \t 11 \t -58 \t 239\n", + "6 \t 61 \t 11 \t 5 \t 6 \t 83 \t -342\n", + "7 \t 11 \t 6 \t 1 \t 5 \t -141 \t 581\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 788 \t -3247\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -929 \t 3828\n", + "\t\t\t\t\t 1717 \t -7075\n", + "GCD(39203, 9514) = 1, with coefficients 1717 and -7075 such that 1 = (1717)*39203 + (-7075)*9514\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9515 \t 4 \t 1143 \t 1 \t 0\n", + "1 \t 9515 \t 1143 \t 8 \t 371 \t 0 \t 1\n", + "2 \t 1143 \t 371 \t 3 \t 30 \t 1 \t -4\n", + "3 \t 371 \t 30 \t 12 \t 11 \t -8 \t 33\n", + "4 \t 30 \t 11 \t 2 \t 8 \t 25 \t -103\n", + "5 \t 11 \t 8 \t 1 \t 3 \t -308 \t 1269\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 641 \t -2641\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -949 \t 3910\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2539 \t -10461\n", + "\t\t\t\t\t -3488 \t 14371\n", + "GCD(39203, 9515) = 1, with coefficients -3488 and 14371 such that 1 = (-3488)*39203 + (14371)*9515\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9516 \t 4 \t 1139 \t 1 \t 0\n", + "1 \t 9516 \t 1139 \t 8 \t 404 \t 0 \t 1\n", + "2 \t 1139 \t 404 \t 2 \t 331 \t 1 \t -4\n", + "3 \t 404 \t 331 \t 1 \t 73 \t -8 \t 33\n", + "4 \t 331 \t 73 \t 4 \t 39 \t 17 \t -70\n", + "5 \t 73 \t 39 \t 1 \t 34 \t -25 \t 103\n", + "6 \t 39 \t 34 \t 1 \t 5 \t 117 \t -482\n", + "7 \t 34 \t 5 \t 6 \t 4 \t -142 \t 585\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 259 \t -1067\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1696 \t 6987\n", + "\t\t\t\t\t 1955 \t -8054\n", + "GCD(39203, 9516) = 1, with coefficients 1955 and -8054 such that 1 = (1955)*39203 + (-8054)*9516\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9517 \t 4 \t 1135 \t 1 \t 0\n", + "1 \t 9517 \t 1135 \t 8 \t 437 \t 0 \t 1\n", + "2 \t 1135 \t 437 \t 2 \t 261 \t 1 \t -4\n", + "3 \t 437 \t 261 \t 1 \t 176 \t -8 \t 33\n", + "4 \t 261 \t 176 \t 1 \t 85 \t 17 \t -70\n", + "5 \t 176 \t 85 \t 2 \t 6 \t -25 \t 103\n", + "6 \t 85 \t 6 \t 14 \t 1 \t 42 \t -173\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -109 \t 449\n", + "\t\t\t\t\t 1568 \t -6459\n", + "GCD(39203, 9517) = 1, with coefficients 1568 and -6459 such that 1 = (1568)*39203 + (-6459)*9517\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9518 \t 4 \t 1131 \t 1 \t 0\n", + "1 \t 9518 \t 1131 \t 8 \t 470 \t 0 \t 1\n", + "2 \t 1131 \t 470 \t 2 \t 191 \t 1 \t -4\n", + "3 \t 470 \t 191 \t 2 \t 88 \t -8 \t 33\n", + "4 \t 191 \t 88 \t 2 \t 15 \t 17 \t -70\n", + "5 \t 88 \t 15 \t 5 \t 13 \t -42 \t 173\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 101 \t -416\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -547 \t 2253\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 648 \t -2669\n", + "\t\t\t\t\t -4435 \t 18267\n", + "GCD(39203, 9518) = 1, with coefficients -4435 and 18267 such that 1 = (-4435)*39203 + (18267)*9518\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9519 \t 4 \t 1127 \t 1 \t 0\n", + "1 \t 9519 \t 1127 \t 8 \t 503 \t 0 \t 1\n", + "2 \t 1127 \t 503 \t 2 \t 121 \t 1 \t -4\n", + "3 \t 503 \t 121 \t 4 \t 19 \t -8 \t 33\n", + "4 \t 121 \t 19 \t 6 \t 7 \t 17 \t -70\n", + "5 \t 19 \t 7 \t 2 \t 5 \t -76 \t 313\n", + "6 \t 7 \t 5 \t 1 \t 2 \t 473 \t -1948\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -1022 \t 4209\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1495 \t -6157\n", + "\t\t\t\t\t -4012 \t 16523\n", + "GCD(39203, 9519) = 1, with coefficients -4012 and 16523 such that 1 = (-4012)*39203 + (16523)*9519\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9520 \t 4 \t 1123 \t 1 \t 0\n", + "1 \t 9520 \t 1123 \t 8 \t 536 \t 0 \t 1\n", + "2 \t 1123 \t 536 \t 2 \t 51 \t 1 \t -4\n", + "3 \t 536 \t 51 \t 10 \t 26 \t -8 \t 33\n", + "4 \t 51 \t 26 \t 1 \t 25 \t 17 \t -70\n", + "5 \t 26 \t 25 \t 1 \t 1 \t -178 \t 733\n", + "6 \t 25 \t 1 \t 25 \t 0 \t 195 \t -803\n", + "\t\t\t\t\t -373 \t 1536\n", + "GCD(39203, 9520) = 1, with coefficients -373 and 1536 such that 1 = (-373)*39203 + (1536)*9520\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9521 \t 4 \t 1119 \t 1 \t 0\n", + "1 \t 9521 \t 1119 \t 8 \t 569 \t 0 \t 1\n", + "2 \t 1119 \t 569 \t 1 \t 550 \t 1 \t -4\n", + "3 \t 569 \t 550 \t 1 \t 19 \t -8 \t 33\n", + "4 \t 550 \t 19 \t 28 \t 18 \t 9 \t -37\n", + "5 \t 19 \t 18 \t 1 \t 1 \t -17 \t 70\n", + "6 \t 18 \t 1 \t 18 \t 0 \t 485 \t -1997\n", + "\t\t\t\t\t -502 \t 2067\n", + "GCD(39203, 9521) = 1, with coefficients -502 and 2067 such that 1 = (-502)*39203 + (2067)*9521\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9522 \t 4 \t 1115 \t 1 \t 0\n", + "1 \t 9522 \t 1115 \t 8 \t 602 \t 0 \t 1\n", + "2 \t 1115 \t 602 \t 1 \t 513 \t 1 \t -4\n", + "3 \t 602 \t 513 \t 1 \t 89 \t -8 \t 33\n", + "4 \t 513 \t 89 \t 5 \t 68 \t 9 \t -37\n", + "5 \t 89 \t 68 \t 1 \t 21 \t -17 \t 70\n", + "6 \t 68 \t 21 \t 3 \t 5 \t 94 \t -387\n", + "7 \t 21 \t 5 \t 4 \t 1 \t -111 \t 457\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 427 \t -1758\n", + "\t\t\t\t\t -1819 \t 7489\n", + "GCD(39203, 9522) = 1, with coefficients -1819 and 7489 such that 1 = (-1819)*39203 + (7489)*9522\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9523 \t 4 \t 1111 \t 1 \t 0\n", + "1 \t 9523 \t 1111 \t 8 \t 635 \t 0 \t 1\n", + "2 \t 1111 \t 635 \t 1 \t 476 \t 1 \t -4\n", + "3 \t 635 \t 476 \t 1 \t 159 \t -8 \t 33\n", + "4 \t 476 \t 159 \t 2 \t 158 \t 9 \t -37\n", + "5 \t 159 \t 158 \t 1 \t 1 \t -17 \t 70\n", + "6 \t 158 \t 1 \t 158 \t 0 \t 43 \t -177\n", + "\t\t\t\t\t -60 \t 247\n", + "GCD(39203, 9523) = 1, with coefficients -60 and 247 such that 1 = (-60)*39203 + (247)*9523\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9524 \t 4 \t 1107 \t 1 \t 0\n", + "1 \t 9524 \t 1107 \t 8 \t 668 \t 0 \t 1\n", + "2 \t 1107 \t 668 \t 1 \t 439 \t 1 \t -4\n", + "3 \t 668 \t 439 \t 1 \t 229 \t -8 \t 33\n", + "4 \t 439 \t 229 \t 1 \t 210 \t 9 \t -37\n", + "5 \t 229 \t 210 \t 1 \t 19 \t -17 \t 70\n", + "6 \t 210 \t 19 \t 11 \t 1 \t 26 \t -107\n", + "7 \t 19 \t 1 \t 19 \t 0 \t -43 \t 177\n", + "\t\t\t\t\t 499 \t -2054\n", + "GCD(39203, 9524) = 1, with coefficients 499 and -2054 such that 1 = (499)*39203 + (-2054)*9524\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9525 \t 4 \t 1103 \t 1 \t 0\n", + "1 \t 9525 \t 1103 \t 8 \t 701 \t 0 \t 1\n", + "2 \t 1103 \t 701 \t 1 \t 402 \t 1 \t -4\n", + "3 \t 701 \t 402 \t 1 \t 299 \t -8 \t 33\n", + "4 \t 402 \t 299 \t 1 \t 103 \t 9 \t -37\n", + "5 \t 299 \t 103 \t 2 \t 93 \t -17 \t 70\n", + "6 \t 103 \t 93 \t 1 \t 10 \t 26 \t -107\n", + "7 \t 93 \t 10 \t 9 \t 3 \t -69 \t 284\n", + "8 \t 10 \t 3 \t 3 \t 1 \t 95 \t -391\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -924 \t 3803\n", + "\t\t\t\t\t 2867 \t -11800\n", + "GCD(39203, 9525) = 1, with coefficients 2867 and -11800 such that 1 = (2867)*39203 + (-11800)*9525\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9526 \t 4 \t 1099 \t 1 \t 0\n", + "1 \t 9526 \t 1099 \t 8 \t 734 \t 0 \t 1\n", + "2 \t 1099 \t 734 \t 1 \t 365 \t 1 \t -4\n", + "3 \t 734 \t 365 \t 2 \t 4 \t -8 \t 33\n", + "4 \t 365 \t 4 \t 91 \t 1 \t 9 \t -37\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -26 \t 107\n", + "\t\t\t\t\t 2375 \t -9774\n", + "GCD(39203, 9526) = 1, with coefficients 2375 and -9774 such that 1 = (2375)*39203 + (-9774)*9526\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9527 \t 4 \t 1095 \t 1 \t 0\n", + "1 \t 9527 \t 1095 \t 8 \t 767 \t 0 \t 1\n", + "2 \t 1095 \t 767 \t 1 \t 328 \t 1 \t -4\n", + "3 \t 767 \t 328 \t 2 \t 111 \t -8 \t 33\n", + "4 \t 328 \t 111 \t 2 \t 106 \t 9 \t -37\n", + "5 \t 111 \t 106 \t 1 \t 5 \t -26 \t 107\n", + "6 \t 106 \t 5 \t 21 \t 1 \t 61 \t -251\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -87 \t 358\n", + "\t\t\t\t\t 1888 \t -7769\n", + "GCD(39203, 9527) = 1, with coefficients 1888 and -7769 such that 1 = (1888)*39203 + (-7769)*9527\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9528 \t 4 \t 1091 \t 1 \t 0\n", + "1 \t 9528 \t 1091 \t 8 \t 800 \t 0 \t 1\n", + "2 \t 1091 \t 800 \t 1 \t 291 \t 1 \t -4\n", + "3 \t 800 \t 291 \t 2 \t 218 \t -8 \t 33\n", + "4 \t 291 \t 218 \t 1 \t 73 \t 9 \t -37\n", + "5 \t 218 \t 73 \t 2 \t 72 \t -26 \t 107\n", + "6 \t 73 \t 72 \t 1 \t 1 \t 35 \t -144\n", + "7 \t 72 \t 1 \t 72 \t 0 \t -96 \t 395\n", + "\t\t\t\t\t 131 \t -539\n", + "GCD(39203, 9528) = 1, with coefficients 131 and -539 such that 1 = (131)*39203 + (-539)*9528\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9529 \t 4 \t 1087 \t 1 \t 0\n", + "1 \t 9529 \t 1087 \t 8 \t 833 \t 0 \t 1\n", + "2 \t 1087 \t 833 \t 1 \t 254 \t 1 \t -4\n", + "3 \t 833 \t 254 \t 3 \t 71 \t -8 \t 33\n", + "4 \t 254 \t 71 \t 3 \t 41 \t 9 \t -37\n", + "5 \t 71 \t 41 \t 1 \t 30 \t -35 \t 144\n", + "6 \t 41 \t 30 \t 1 \t 11 \t 114 \t -469\n", + "7 \t 30 \t 11 \t 2 \t 8 \t -149 \t 613\n", + "8 \t 11 \t 8 \t 1 \t 3 \t 263 \t -1082\n", + "9 \t 8 \t 3 \t 2 \t 2 \t -675 \t 2777\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 938 \t -3859\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2551 \t 10495\n", + "\t\t\t\t\t 3489 \t -14354\n", + "GCD(39203, 9529) = 1, with coefficients 3489 and -14354 such that 1 = (3489)*39203 + (-14354)*9529\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9530 \t 4 \t 1083 \t 1 \t 0\n", + "1 \t 9530 \t 1083 \t 8 \t 866 \t 0 \t 1\n", + "2 \t 1083 \t 866 \t 1 \t 217 \t 1 \t -4\n", + "3 \t 866 \t 217 \t 3 \t 215 \t -8 \t 33\n", + "4 \t 217 \t 215 \t 1 \t 2 \t 9 \t -37\n", + "5 \t 215 \t 2 \t 107 \t 1 \t -35 \t 144\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 44 \t -181\n", + "\t\t\t\t\t -4743 \t 19511\n", + "GCD(39203, 9530) = 1, with coefficients -4743 and 19511 such that 1 = (-4743)*39203 + (19511)*9530\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9531 \t 4 \t 1079 \t 1 \t 0\n", + "1 \t 9531 \t 1079 \t 8 \t 899 \t 0 \t 1\n", + "2 \t 1079 \t 899 \t 1 \t 180 \t 1 \t -4\n", + "3 \t 899 \t 180 \t 4 \t 179 \t -8 \t 33\n", + "4 \t 180 \t 179 \t 1 \t 1 \t 9 \t -37\n", + "5 \t 179 \t 1 \t 179 \t 0 \t -44 \t 181\n", + "\t\t\t\t\t 53 \t -218\n", + "GCD(39203, 9531) = 1, with coefficients 53 and -218 such that 1 = (53)*39203 + (-218)*9531\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9532 \t 4 \t 1075 \t 1 \t 0\n", + "1 \t 9532 \t 1075 \t 8 \t 932 \t 0 \t 1\n", + "2 \t 1075 \t 932 \t 1 \t 143 \t 1 \t -4\n", + "3 \t 932 \t 143 \t 6 \t 74 \t -8 \t 33\n", + "4 \t 143 \t 74 \t 1 \t 69 \t 9 \t -37\n", + "5 \t 74 \t 69 \t 1 \t 5 \t -62 \t 255\n", + "6 \t 69 \t 5 \t 13 \t 4 \t 71 \t -292\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -133 \t 547\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1800 \t -7403\n", + "\t\t\t\t\t -1933 \t 7950\n", + "GCD(39203, 9532) = 1, with coefficients -1933 and 7950 such that 1 = (-1933)*39203 + (7950)*9532\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9533 \t 4 \t 1071 \t 1 \t 0\n", + "1 \t 9533 \t 1071 \t 8 \t 965 \t 0 \t 1\n", + "2 \t 1071 \t 965 \t 1 \t 106 \t 1 \t -4\n", + "3 \t 965 \t 106 \t 9 \t 11 \t -8 \t 33\n", + "4 \t 106 \t 11 \t 9 \t 7 \t 9 \t -37\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -89 \t 366\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 810 \t -3331\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -899 \t 3697\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1709 \t -7028\n", + "\t\t\t\t\t -2608 \t 10725\n", + "GCD(39203, 9533) = 1, with coefficients -2608 and 10725 such that 1 = (-2608)*39203 + (10725)*9533\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9534 \t 4 \t 1067 \t 1 \t 0\n", + "1 \t 9534 \t 1067 \t 8 \t 998 \t 0 \t 1\n", + "2 \t 1067 \t 998 \t 1 \t 69 \t 1 \t -4\n", + "3 \t 998 \t 69 \t 14 \t 32 \t -8 \t 33\n", + "4 \t 69 \t 32 \t 2 \t 5 \t 9 \t -37\n", + "5 \t 32 \t 5 \t 6 \t 2 \t -134 \t 551\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 277 \t -1139\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1796 \t 7385\n", + "\t\t\t\t\t 3869 \t -15909\n", + "GCD(39203, 9534) = 1, with coefficients 3869 and -15909 such that 1 = (3869)*39203 + (-15909)*9534\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9535 \t 4 \t 1063 \t 1 \t 0\n", + "1 \t 9535 \t 1063 \t 8 \t 1031 \t 0 \t 1\n", + "2 \t 1063 \t 1031 \t 1 \t 32 \t 1 \t -4\n", + "3 \t 1031 \t 32 \t 32 \t 7 \t -8 \t 33\n", + "4 \t 32 \t 7 \t 4 \t 4 \t 9 \t -37\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -296 \t 1217\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 1193 \t -4905\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1489 \t 6122\n", + "\t\t\t\t\t 2682 \t -11027\n", + "GCD(39203, 9535) = 1, with coefficients 2682 and -11027 such that 1 = (2682)*39203 + (-11027)*9535\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9536 \t 4 \t 1059 \t 1 \t 0\n", + "1 \t 9536 \t 1059 \t 9 \t 5 \t 0 \t 1\n", + "2 \t 1059 \t 5 \t 211 \t 4 \t 1 \t -4\n", + "3 \t 5 \t 4 \t 1 \t 1 \t -9 \t 37\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 1900 \t -7811\n", + "\t\t\t\t\t -1909 \t 7848\n", + "GCD(39203, 9536) = 1, with coefficients -1909 and 7848 such that 1 = (-1909)*39203 + (7848)*9536\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9537 \t 4 \t 1055 \t 1 \t 0\n", + "1 \t 9537 \t 1055 \t 9 \t 42 \t 0 \t 1\n", + "2 \t 1055 \t 42 \t 25 \t 5 \t 1 \t -4\n", + "3 \t 42 \t 5 \t 8 \t 2 \t -9 \t 37\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 226 \t -929\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1817 \t 7469\n", + "\t\t\t\t\t 3860 \t -15867\n", + "GCD(39203, 9537) = 1, with coefficients 3860 and -15867 such that 1 = (3860)*39203 + (-15867)*9537\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9538 \t 4 \t 1051 \t 1 \t 0\n", + "1 \t 9538 \t 1051 \t 9 \t 79 \t 0 \t 1\n", + "2 \t 1051 \t 79 \t 13 \t 24 \t 1 \t -4\n", + "3 \t 79 \t 24 \t 3 \t 7 \t -9 \t 37\n", + "4 \t 24 \t 7 \t 3 \t 3 \t 118 \t -485\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -363 \t 1492\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1207 \t -4961\n", + "\t\t\t\t\t -2777 \t 11414\n", + "GCD(39203, 9538) = 1, with coefficients -2777 and 11414 such that 1 = (-2777)*39203 + (11414)*9538\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9539 \t 4 \t 1047 \t 1 \t 0\n", + "1 \t 9539 \t 1047 \t 9 \t 116 \t 0 \t 1\n", + "2 \t 1047 \t 116 \t 9 \t 3 \t 1 \t -4\n", + "3 \t 116 \t 3 \t 38 \t 2 \t -9 \t 37\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 82 \t -337\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -3125 \t 12843\n", + "\t\t\t\t\t 3207 \t -13180\n", + "GCD(39203, 9539) = 1, with coefficients 3207 and -13180 such that 1 = (3207)*39203 + (-13180)*9539\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9540 \t 4 \t 1043 \t 1 \t 0\n", + "1 \t 9540 \t 1043 \t 9 \t 153 \t 0 \t 1\n", + "2 \t 1043 \t 153 \t 6 \t 125 \t 1 \t -4\n", + "3 \t 153 \t 125 \t 1 \t 28 \t -9 \t 37\n", + "4 \t 125 \t 28 \t 4 \t 13 \t 55 \t -226\n", + "5 \t 28 \t 13 \t 2 \t 2 \t -64 \t 263\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 311 \t -1278\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -686 \t 2819\n", + "\t\t\t\t\t 4427 \t -18192\n", + "GCD(39203, 9540) = 1, with coefficients 4427 and -18192 such that 1 = (4427)*39203 + (-18192)*9540\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9541 \t 4 \t 1039 \t 1 \t 0\n", + "1 \t 9541 \t 1039 \t 9 \t 190 \t 0 \t 1\n", + "2 \t 1039 \t 190 \t 5 \t 89 \t 1 \t -4\n", + "3 \t 190 \t 89 \t 2 \t 12 \t -9 \t 37\n", + "4 \t 89 \t 12 \t 7 \t 5 \t 46 \t -189\n", + "5 \t 12 \t 5 \t 2 \t 2 \t -101 \t 415\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 753 \t -3094\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1607 \t 6603\n", + "\t\t\t\t\t 3967 \t -16300\n", + "GCD(39203, 9541) = 1, with coefficients 3967 and -16300 such that 1 = (3967)*39203 + (-16300)*9541\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9542 \t 4 \t 1035 \t 1 \t 0\n", + "1 \t 9542 \t 1035 \t 9 \t 227 \t 0 \t 1\n", + "2 \t 1035 \t 227 \t 4 \t 127 \t 1 \t -4\n", + "3 \t 227 \t 127 \t 1 \t 100 \t -9 \t 37\n", + "4 \t 127 \t 100 \t 1 \t 27 \t 37 \t -152\n", + "5 \t 100 \t 27 \t 3 \t 19 \t -46 \t 189\n", + "6 \t 27 \t 19 \t 1 \t 8 \t 83 \t -341\n", + "7 \t 19 \t 8 \t 2 \t 3 \t -295 \t 1212\n", + "8 \t 8 \t 3 \t 2 \t 2 \t 378 \t -1553\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1051 \t 4318\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2480 \t -10189\n", + "\t\t\t\t\t -3531 \t 14507\n", + "GCD(39203, 9542) = 1, with coefficients -3531 and 14507 such that 1 = (-3531)*39203 + (14507)*9542\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9543 \t 4 \t 1031 \t 1 \t 0\n", + "1 \t 9543 \t 1031 \t 9 \t 264 \t 0 \t 1\n", + "2 \t 1031 \t 264 \t 3 \t 239 \t 1 \t -4\n", + "3 \t 264 \t 239 \t 1 \t 25 \t -9 \t 37\n", + "4 \t 239 \t 25 \t 9 \t 14 \t 28 \t -115\n", + "5 \t 25 \t 14 \t 1 \t 11 \t -37 \t 152\n", + "6 \t 14 \t 11 \t 1 \t 3 \t 361 \t -1483\n", + "7 \t 11 \t 3 \t 3 \t 2 \t -398 \t 1635\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 759 \t -3118\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2675 \t 10989\n", + "\t\t\t\t\t 3434 \t -14107\n", + "GCD(39203, 9543) = 1, with coefficients 3434 and -14107 such that 1 = (3434)*39203 + (-14107)*9543\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9544 \t 4 \t 1027 \t 1 \t 0\n", + "1 \t 9544 \t 1027 \t 9 \t 301 \t 0 \t 1\n", + "2 \t 1027 \t 301 \t 3 \t 124 \t 1 \t -4\n", + "3 \t 301 \t 124 \t 2 \t 53 \t -9 \t 37\n", + "4 \t 124 \t 53 \t 2 \t 18 \t 28 \t -115\n", + "5 \t 53 \t 18 \t 2 \t 17 \t -65 \t 267\n", + "6 \t 18 \t 17 \t 1 \t 1 \t 158 \t -649\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -381 \t 1565\n", + "\t\t\t\t\t 539 \t -2214\n", + "GCD(39203, 9544) = 1, with coefficients 539 and -2214 such that 1 = (539)*39203 + (-2214)*9544\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9545 \t 4 \t 1023 \t 1 \t 0\n", + "1 \t 9545 \t 1023 \t 9 \t 338 \t 0 \t 1\n", + "2 \t 1023 \t 338 \t 3 \t 9 \t 1 \t -4\n", + "3 \t 338 \t 9 \t 37 \t 5 \t -9 \t 37\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 28 \t -115\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -1045 \t 4292\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1073 \t -4407\n", + "\t\t\t\t\t -2118 \t 8699\n", + "GCD(39203, 9545) = 1, with coefficients -2118 and 8699 such that 1 = (-2118)*39203 + (8699)*9545\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9546 \t 4 \t 1019 \t 1 \t 0\n", + "1 \t 9546 \t 1019 \t 9 \t 375 \t 0 \t 1\n", + "2 \t 1019 \t 375 \t 2 \t 269 \t 1 \t -4\n", + "3 \t 375 \t 269 \t 1 \t 106 \t -9 \t 37\n", + "4 \t 269 \t 106 \t 2 \t 57 \t 19 \t -78\n", + "5 \t 106 \t 57 \t 1 \t 49 \t -28 \t 115\n", + "6 \t 57 \t 49 \t 1 \t 8 \t 75 \t -308\n", + "7 \t 49 \t 8 \t 6 \t 1 \t -103 \t 423\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 178 \t -731\n", + "\t\t\t\t\t -1171 \t 4809\n", + "GCD(39203, 9546) = 1, with coefficients -1171 and 4809 such that 1 = (-1171)*39203 + (4809)*9546\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9547 \t 4 \t 1015 \t 1 \t 0\n", + "1 \t 9547 \t 1015 \t 9 \t 412 \t 0 \t 1\n", + "2 \t 1015 \t 412 \t 2 \t 191 \t 1 \t -4\n", + "3 \t 412 \t 191 \t 2 \t 30 \t -9 \t 37\n", + "4 \t 191 \t 30 \t 6 \t 11 \t 19 \t -78\n", + "5 \t 30 \t 11 \t 2 \t 8 \t -47 \t 193\n", + "6 \t 11 \t 8 \t 1 \t 3 \t 301 \t -1236\n", + "7 \t 8 \t 3 \t 2 \t 2 \t -649 \t 2665\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 950 \t -3901\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2549 \t 10467\n", + "\t\t\t\t\t 3499 \t -14368\n", + "GCD(39203, 9547) = 1, with coefficients 3499 and -14368 such that 1 = (3499)*39203 + (-14368)*9547\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9548 \t 4 \t 1011 \t 1 \t 0\n", + "1 \t 9548 \t 1011 \t 9 \t 449 \t 0 \t 1\n", + "2 \t 1011 \t 449 \t 2 \t 113 \t 1 \t -4\n", + "3 \t 449 \t 113 \t 3 \t 110 \t -9 \t 37\n", + "4 \t 113 \t 110 \t 1 \t 3 \t 19 \t -78\n", + "5 \t 110 \t 3 \t 36 \t 2 \t -66 \t 271\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 85 \t -349\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -3126 \t 12835\n", + "\t\t\t\t\t 3211 \t -13184\n", + "GCD(39203, 9548) = 1, with coefficients 3211 and -13184 such that 1 = (3211)*39203 + (-13184)*9548\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9549 \t 4 \t 1007 \t 1 \t 0\n", + "1 \t 9549 \t 1007 \t 9 \t 486 \t 0 \t 1\n", + "2 \t 1007 \t 486 \t 2 \t 35 \t 1 \t -4\n", + "3 \t 486 \t 35 \t 13 \t 31 \t -9 \t 37\n", + "4 \t 35 \t 31 \t 1 \t 4 \t 19 \t -78\n", + "5 \t 31 \t 4 \t 7 \t 3 \t -256 \t 1051\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 275 \t -1129\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -2181 \t 8954\n", + "\t\t\t\t\t 2456 \t -10083\n", + "GCD(39203, 9549) = 1, with coefficients 2456 and -10083 such that 1 = (2456)*39203 + (-10083)*9549\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9550 \t 4 \t 1003 \t 1 \t 0\n", + "1 \t 9550 \t 1003 \t 9 \t 523 \t 0 \t 1\n", + "2 \t 1003 \t 523 \t 1 \t 480 \t 1 \t -4\n", + "3 \t 523 \t 480 \t 1 \t 43 \t -9 \t 37\n", + "4 \t 480 \t 43 \t 11 \t 7 \t 10 \t -41\n", + "5 \t 43 \t 7 \t 6 \t 1 \t -19 \t 78\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 219 \t -899\n", + "\t\t\t\t\t -1333 \t 5472\n", + "GCD(39203, 9550) = 1, with coefficients -1333 and 5472 such that 1 = (-1333)*39203 + (5472)*9550\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9551 \t 4 \t 999 \t 1 \t 0\n", + "1 \t 9551 \t 999 \t 9 \t 560 \t 0 \t 1\n", + "2 \t 999 \t 560 \t 1 \t 439 \t 1 \t -4\n", + "3 \t 560 \t 439 \t 1 \t 121 \t -9 \t 37\n", + "4 \t 439 \t 121 \t 3 \t 76 \t 10 \t -41\n", + "5 \t 121 \t 76 \t 1 \t 45 \t -19 \t 78\n", + "6 \t 76 \t 45 \t 1 \t 31 \t 67 \t -275\n", + "7 \t 45 \t 31 \t 1 \t 14 \t -86 \t 353\n", + "8 \t 31 \t 14 \t 2 \t 3 \t 153 \t -628\n", + "9 \t 14 \t 3 \t 4 \t 2 \t -239 \t 981\n", + "10 \t 3 \t 2 \t 1 \t 1 \t 631 \t -2590\n", + "11 \t 2 \t 1 \t 2 \t 0 \t -2763 \t 11341\n", + "\t\t\t\t\t 3394 \t -13931\n", + "GCD(39203, 9551) = 1, with coefficients 3394 and -13931 such that 1 = (3394)*39203 + (-13931)*9551\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9552 \t 4 \t 995 \t 1 \t 0\n", + "1 \t 9552 \t 995 \t 9 \t 597 \t 0 \t 1\n", + "2 \t 995 \t 597 \t 1 \t 398 \t 1 \t -4\n", + "3 \t 597 \t 398 \t 1 \t 199 \t -9 \t 37\n", + "4 \t 398 \t 199 \t 2 \t 0 \t 10 \t -41\n", + "\t\t\t\t\t -19 \t 78\n", + "GCD(39203, 9552) = 199, with coefficients -19 and 78 such that 199 = (-19)*39203 + (78)*9552\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9553 \t 4 \t 991 \t 1 \t 0\n", + "1 \t 9553 \t 991 \t 9 \t 634 \t 0 \t 1\n", + "2 \t 991 \t 634 \t 1 \t 357 \t 1 \t -4\n", + "3 \t 634 \t 357 \t 1 \t 277 \t -9 \t 37\n", + "4 \t 357 \t 277 \t 1 \t 80 \t 10 \t -41\n", + "5 \t 277 \t 80 \t 3 \t 37 \t -19 \t 78\n", + "6 \t 80 \t 37 \t 2 \t 6 \t 29 \t -119\n", + "7 \t 37 \t 6 \t 6 \t 1 \t -106 \t 435\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 241 \t -989\n", + "\t\t\t\t\t -1552 \t 6369\n", + "GCD(39203, 9553) = 1, with coefficients -1552 and 6369 such that 1 = (-1552)*39203 + (6369)*9553\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9554 \t 4 \t 987 \t 1 \t 0\n", + "1 \t 9554 \t 987 \t 9 \t 671 \t 0 \t 1\n", + "2 \t 987 \t 671 \t 1 \t 316 \t 1 \t -4\n", + "3 \t 671 \t 316 \t 2 \t 39 \t -9 \t 37\n", + "4 \t 316 \t 39 \t 8 \t 4 \t 10 \t -41\n", + "5 \t 39 \t 4 \t 9 \t 3 \t -29 \t 119\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 242 \t -993\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -2207 \t 9056\n", + "\t\t\t\t\t 2449 \t -10049\n", + "GCD(39203, 9554) = 1, with coefficients 2449 and -10049 such that 1 = (2449)*39203 + (-10049)*9554\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9555 \t 4 \t 983 \t 1 \t 0\n", + "1 \t 9555 \t 983 \t 9 \t 708 \t 0 \t 1\n", + "2 \t 983 \t 708 \t 1 \t 275 \t 1 \t -4\n", + "3 \t 708 \t 275 \t 2 \t 158 \t -9 \t 37\n", + "4 \t 275 \t 158 \t 1 \t 117 \t 10 \t -41\n", + "5 \t 158 \t 117 \t 1 \t 41 \t -29 \t 119\n", + "6 \t 117 \t 41 \t 2 \t 35 \t 39 \t -160\n", + "7 \t 41 \t 35 \t 1 \t 6 \t -68 \t 279\n", + "8 \t 35 \t 6 \t 5 \t 5 \t 175 \t -718\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -243 \t 997\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1390 \t -5703\n", + "\t\t\t\t\t -1633 \t 6700\n", + "GCD(39203, 9555) = 1, with coefficients -1633 and 6700 such that 1 = (-1633)*39203 + (6700)*9555\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9556 \t 4 \t 979 \t 1 \t 0\n", + "1 \t 9556 \t 979 \t 9 \t 745 \t 0 \t 1\n", + "2 \t 979 \t 745 \t 1 \t 234 \t 1 \t -4\n", + "3 \t 745 \t 234 \t 3 \t 43 \t -9 \t 37\n", + "4 \t 234 \t 43 \t 5 \t 19 \t 10 \t -41\n", + "5 \t 43 \t 19 \t 2 \t 5 \t -39 \t 160\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 205 \t -841\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -449 \t 1842\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1552 \t -6367\n", + "\t\t\t\t\t -2001 \t 8209\n", + "GCD(39203, 9556) = 1, with coefficients -2001 and 8209 such that 1 = (-2001)*39203 + (8209)*9556\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9557 \t 4 \t 975 \t 1 \t 0\n", + "1 \t 9557 \t 975 \t 9 \t 782 \t 0 \t 1\n", + "2 \t 975 \t 782 \t 1 \t 193 \t 1 \t -4\n", + "3 \t 782 \t 193 \t 4 \t 10 \t -9 \t 37\n", + "4 \t 193 \t 10 \t 19 \t 3 \t 10 \t -41\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -49 \t 201\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 941 \t -3860\n", + "\t\t\t\t\t -2872 \t 11781\n", + "GCD(39203, 9557) = 1, with coefficients -2872 and 11781 such that 1 = (-2872)*39203 + (11781)*9557\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9558 \t 4 \t 971 \t 1 \t 0\n", + "1 \t 9558 \t 971 \t 9 \t 819 \t 0 \t 1\n", + "2 \t 971 \t 819 \t 1 \t 152 \t 1 \t -4\n", + "3 \t 819 \t 152 \t 5 \t 59 \t -9 \t 37\n", + "4 \t 152 \t 59 \t 2 \t 34 \t 10 \t -41\n", + "5 \t 59 \t 34 \t 1 \t 25 \t -59 \t 242\n", + "6 \t 34 \t 25 \t 1 \t 9 \t 128 \t -525\n", + "7 \t 25 \t 9 \t 2 \t 7 \t -187 \t 767\n", + "8 \t 9 \t 7 \t 1 \t 2 \t 315 \t -1292\n", + "9 \t 7 \t 2 \t 3 \t 1 \t -817 \t 3351\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1132 \t -4643\n", + "\t\t\t\t\t -4213 \t 17280\n", + "GCD(39203, 9558) = 1, with coefficients -4213 and 17280 such that 1 = (-4213)*39203 + (17280)*9558\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9559 \t 4 \t 967 \t 1 \t 0\n", + "1 \t 9559 \t 967 \t 9 \t 856 \t 0 \t 1\n", + "2 \t 967 \t 856 \t 1 \t 111 \t 1 \t -4\n", + "3 \t 856 \t 111 \t 7 \t 79 \t -9 \t 37\n", + "4 \t 111 \t 79 \t 1 \t 32 \t 10 \t -41\n", + "5 \t 79 \t 32 \t 2 \t 15 \t -79 \t 324\n", + "6 \t 32 \t 15 \t 2 \t 2 \t 89 \t -365\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -257 \t 1054\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 603 \t -2473\n", + "\t\t\t\t\t -4478 \t 18365\n", + "GCD(39203, 9559) = 1, with coefficients -4478 and 18365 such that 1 = (-4478)*39203 + (18365)*9559\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9560 \t 4 \t 963 \t 1 \t 0\n", + "1 \t 9560 \t 963 \t 9 \t 893 \t 0 \t 1\n", + "2 \t 963 \t 893 \t 1 \t 70 \t 1 \t -4\n", + "3 \t 893 \t 70 \t 12 \t 53 \t -9 \t 37\n", + "4 \t 70 \t 53 \t 1 \t 17 \t 10 \t -41\n", + "5 \t 53 \t 17 \t 3 \t 2 \t -129 \t 529\n", + "6 \t 17 \t 2 \t 8 \t 1 \t 139 \t -570\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -546 \t 2239\n", + "\t\t\t\t\t 4507 \t -18482\n", + "GCD(39203, 9560) = 1, with coefficients 4507 and -18482 such that 1 = (4507)*39203 + (-18482)*9560\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9561 \t 4 \t 959 \t 1 \t 0\n", + "1 \t 9561 \t 959 \t 9 \t 930 \t 0 \t 1\n", + "2 \t 959 \t 930 \t 1 \t 29 \t 1 \t -4\n", + "3 \t 930 \t 29 \t 32 \t 2 \t -9 \t 37\n", + "4 \t 29 \t 2 \t 14 \t 1 \t 10 \t -41\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -329 \t 1349\n", + "\t\t\t\t\t 4616 \t -18927\n", + "GCD(39203, 9561) = 1, with coefficients 4616 and -18927 such that 1 = (4616)*39203 + (-18927)*9561\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9562 \t 4 \t 955 \t 1 \t 0\n", + "1 \t 9562 \t 955 \t 10 \t 12 \t 0 \t 1\n", + "2 \t 955 \t 12 \t 79 \t 7 \t 1 \t -4\n", + "3 \t 12 \t 7 \t 1 \t 5 \t -10 \t 41\n", + "4 \t 7 \t 5 \t 1 \t 2 \t 791 \t -3243\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -801 \t 3284\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1592 \t -6527\n", + "\t\t\t\t\t -3985 \t 16338\n", + "GCD(39203, 9562) = 1, with coefficients -3985 and 16338 such that 1 = (-3985)*39203 + (16338)*9562\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9563 \t 4 \t 951 \t 1 \t 0\n", + "1 \t 9563 \t 951 \t 10 \t 53 \t 0 \t 1\n", + "2 \t 951 \t 53 \t 17 \t 50 \t 1 \t -4\n", + "3 \t 53 \t 50 \t 1 \t 3 \t -10 \t 41\n", + "4 \t 50 \t 3 \t 16 \t 2 \t 171 \t -701\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -181 \t 742\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 3067 \t -12573\n", + "\t\t\t\t\t -3248 \t 13315\n", + "GCD(39203, 9563) = 1, with coefficients -3248 and 13315 such that 1 = (-3248)*39203 + (13315)*9563\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9564 \t 4 \t 947 \t 1 \t 0\n", + "1 \t 9564 \t 947 \t 10 \t 94 \t 0 \t 1\n", + "2 \t 947 \t 94 \t 10 \t 7 \t 1 \t -4\n", + "3 \t 94 \t 7 \t 13 \t 3 \t -10 \t 41\n", + "4 \t 7 \t 3 \t 2 \t 1 \t 101 \t -414\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -1323 \t 5423\n", + "\t\t\t\t\t 2747 \t -11260\n", + "GCD(39203, 9564) = 1, with coefficients 2747 and -11260 such that 1 = (2747)*39203 + (-11260)*9564\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9565 \t 4 \t 943 \t 1 \t 0\n", + "1 \t 9565 \t 943 \t 10 \t 135 \t 0 \t 1\n", + "2 \t 943 \t 135 \t 6 \t 133 \t 1 \t -4\n", + "3 \t 135 \t 133 \t 1 \t 2 \t -10 \t 41\n", + "4 \t 133 \t 2 \t 66 \t 1 \t 61 \t -250\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -71 \t 291\n", + "\t\t\t\t\t 4747 \t -19456\n", + "GCD(39203, 9565) = 1, with coefficients 4747 and -19456 such that 1 = (4747)*39203 + (-19456)*9565\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9566 \t 4 \t 939 \t 1 \t 0\n", + "1 \t 9566 \t 939 \t 10 \t 176 \t 0 \t 1\n", + "2 \t 939 \t 176 \t 5 \t 59 \t 1 \t -4\n", + "3 \t 176 \t 59 \t 2 \t 58 \t -10 \t 41\n", + "4 \t 59 \t 58 \t 1 \t 1 \t 51 \t -209\n", + "5 \t 58 \t 1 \t 58 \t 0 \t -112 \t 459\n", + "\t\t\t\t\t 163 \t -668\n", + "GCD(39203, 9566) = 1, with coefficients 163 and -668 such that 1 = (163)*39203 + (-668)*9566\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9567 \t 4 \t 935 \t 1 \t 0\n", + "1 \t 9567 \t 935 \t 10 \t 217 \t 0 \t 1\n", + "2 \t 935 \t 217 \t 4 \t 67 \t 1 \t -4\n", + "3 \t 217 \t 67 \t 3 \t 16 \t -10 \t 41\n", + "4 \t 67 \t 16 \t 4 \t 3 \t 41 \t -168\n", + "5 \t 16 \t 3 \t 5 \t 1 \t -133 \t 545\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 573 \t -2348\n", + "\t\t\t\t\t -2998 \t 12285\n", + "GCD(39203, 9567) = 1, with coefficients -2998 and 12285 such that 1 = (-2998)*39203 + (12285)*9567\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9568 \t 4 \t 931 \t 1 \t 0\n", + "1 \t 9568 \t 931 \t 10 \t 258 \t 0 \t 1\n", + "2 \t 931 \t 258 \t 3 \t 157 \t 1 \t -4\n", + "3 \t 258 \t 157 \t 1 \t 101 \t -10 \t 41\n", + "4 \t 157 \t 101 \t 1 \t 56 \t 31 \t -127\n", + "5 \t 101 \t 56 \t 1 \t 45 \t -41 \t 168\n", + "6 \t 56 \t 45 \t 1 \t 11 \t 72 \t -295\n", + "7 \t 45 \t 11 \t 4 \t 1 \t -113 \t 463\n", + "8 \t 11 \t 1 \t 11 \t 0 \t 185 \t -758\n", + "\t\t\t\t\t -853 \t 3495\n", + "GCD(39203, 9568) = 1, with coefficients -853 and 3495 such that 1 = (-853)*39203 + (3495)*9568\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9569 \t 4 \t 927 \t 1 \t 0\n", + "1 \t 9569 \t 927 \t 10 \t 299 \t 0 \t 1\n", + "2 \t 927 \t 299 \t 3 \t 30 \t 1 \t -4\n", + "3 \t 299 \t 30 \t 9 \t 29 \t -10 \t 41\n", + "4 \t 30 \t 29 \t 1 \t 1 \t 31 \t -127\n", + "5 \t 29 \t 1 \t 29 \t 0 \t -289 \t 1184\n", + "\t\t\t\t\t 320 \t -1311\n", + "GCD(39203, 9569) = 1, with coefficients 320 and -1311 such that 1 = (320)*39203 + (-1311)*9569\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9570 \t 4 \t 923 \t 1 \t 0\n", + "1 \t 9570 \t 923 \t 10 \t 340 \t 0 \t 1\n", + "2 \t 923 \t 340 \t 2 \t 243 \t 1 \t -4\n", + "3 \t 340 \t 243 \t 1 \t 97 \t -10 \t 41\n", + "4 \t 243 \t 97 \t 2 \t 49 \t 21 \t -86\n", + "5 \t 97 \t 49 \t 1 \t 48 \t -31 \t 127\n", + "6 \t 49 \t 48 \t 1 \t 1 \t 83 \t -340\n", + "7 \t 48 \t 1 \t 48 \t 0 \t -114 \t 467\n", + "\t\t\t\t\t 197 \t -807\n", + "GCD(39203, 9570) = 1, with coefficients 197 and -807 such that 1 = (197)*39203 + (-807)*9570\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9571 \t 4 \t 919 \t 1 \t 0\n", + "1 \t 9571 \t 919 \t 10 \t 381 \t 0 \t 1\n", + "2 \t 919 \t 381 \t 2 \t 157 \t 1 \t -4\n", + "3 \t 381 \t 157 \t 2 \t 67 \t -10 \t 41\n", + "4 \t 157 \t 67 \t 2 \t 23 \t 21 \t -86\n", + "5 \t 67 \t 23 \t 2 \t 21 \t -52 \t 213\n", + "6 \t 23 \t 21 \t 1 \t 2 \t 125 \t -512\n", + "7 \t 21 \t 2 \t 10 \t 1 \t -302 \t 1237\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 427 \t -1749\n", + "\t\t\t\t\t -4572 \t 18727\n", + "GCD(39203, 9571) = 1, with coefficients -4572 and 18727 such that 1 = (-4572)*39203 + (18727)*9571\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9572 \t 4 \t 915 \t 1 \t 0\n", + "1 \t 9572 \t 915 \t 10 \t 422 \t 0 \t 1\n", + "2 \t 915 \t 422 \t 2 \t 71 \t 1 \t -4\n", + "3 \t 422 \t 71 \t 5 \t 67 \t -10 \t 41\n", + "4 \t 71 \t 67 \t 1 \t 4 \t 21 \t -86\n", + "5 \t 67 \t 4 \t 16 \t 3 \t -115 \t 471\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 136 \t -557\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -2291 \t 9383\n", + "\t\t\t\t\t 2427 \t -9940\n", + "GCD(39203, 9572) = 1, with coefficients 2427 and -9940 such that 1 = (2427)*39203 + (-9940)*9572\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9573 \t 4 \t 911 \t 1 \t 0\n", + "1 \t 9573 \t 911 \t 10 \t 463 \t 0 \t 1\n", + "2 \t 911 \t 463 \t 1 \t 448 \t 1 \t -4\n", + "3 \t 463 \t 448 \t 1 \t 15 \t -10 \t 41\n", + "4 \t 448 \t 15 \t 29 \t 13 \t 11 \t -45\n", + "5 \t 15 \t 13 \t 1 \t 2 \t -21 \t 86\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 620 \t -2539\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -641 \t 2625\n", + "\t\t\t\t\t 4466 \t -18289\n", + "GCD(39203, 9573) = 1, with coefficients 4466 and -18289 such that 1 = (4466)*39203 + (-18289)*9573\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9574 \t 4 \t 907 \t 1 \t 0\n", + "1 \t 9574 \t 907 \t 10 \t 504 \t 0 \t 1\n", + "2 \t 907 \t 504 \t 1 \t 403 \t 1 \t -4\n", + "3 \t 504 \t 403 \t 1 \t 101 \t -10 \t 41\n", + "4 \t 403 \t 101 \t 3 \t 100 \t 11 \t -45\n", + "5 \t 101 \t 100 \t 1 \t 1 \t -21 \t 86\n", + "6 \t 100 \t 1 \t 100 \t 0 \t 74 \t -303\n", + "\t\t\t\t\t -95 \t 389\n", + "GCD(39203, 9574) = 1, with coefficients -95 and 389 such that 1 = (-95)*39203 + (389)*9574\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9575 \t 4 \t 903 \t 1 \t 0\n", + "1 \t 9575 \t 903 \t 10 \t 545 \t 0 \t 1\n", + "2 \t 903 \t 545 \t 1 \t 358 \t 1 \t -4\n", + "3 \t 545 \t 358 \t 1 \t 187 \t -10 \t 41\n", + "4 \t 358 \t 187 \t 1 \t 171 \t 11 \t -45\n", + "5 \t 187 \t 171 \t 1 \t 16 \t -21 \t 86\n", + "6 \t 171 \t 16 \t 10 \t 11 \t 32 \t -131\n", + "7 \t 16 \t 11 \t 1 \t 5 \t -53 \t 217\n", + "8 \t 11 \t 5 \t 2 \t 1 \t 562 \t -2301\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -615 \t 2518\n", + "\t\t\t\t\t 1792 \t -7337\n", + "GCD(39203, 9575) = 1, with coefficients 1792 and -7337 such that 1 = (1792)*39203 + (-7337)*9575\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9576 \t 4 \t 899 \t 1 \t 0\n", + "1 \t 9576 \t 899 \t 10 \t 586 \t 0 \t 1\n", + "2 \t 899 \t 586 \t 1 \t 313 \t 1 \t -4\n", + "3 \t 586 \t 313 \t 1 \t 273 \t -10 \t 41\n", + "4 \t 313 \t 273 \t 1 \t 40 \t 11 \t -45\n", + "5 \t 273 \t 40 \t 6 \t 33 \t -21 \t 86\n", + "6 \t 40 \t 33 \t 1 \t 7 \t 32 \t -131\n", + "7 \t 33 \t 7 \t 4 \t 5 \t -213 \t 872\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 245 \t -1003\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -1193 \t 4884\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1438 \t -5887\n", + "\t\t\t\t\t -4069 \t 16658\n", + "GCD(39203, 9576) = 1, with coefficients -4069 and 16658 such that 1 = (-4069)*39203 + (16658)*9576\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9577 \t 4 \t 895 \t 1 \t 0\n", + "1 \t 9577 \t 895 \t 10 \t 627 \t 0 \t 1\n", + "2 \t 895 \t 627 \t 1 \t 268 \t 1 \t -4\n", + "3 \t 627 \t 268 \t 2 \t 91 \t -10 \t 41\n", + "4 \t 268 \t 91 \t 2 \t 86 \t 11 \t -45\n", + "5 \t 91 \t 86 \t 1 \t 5 \t -32 \t 131\n", + "6 \t 86 \t 5 \t 17 \t 1 \t 75 \t -307\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -107 \t 438\n", + "\t\t\t\t\t 1894 \t -7753\n", + "GCD(39203, 9577) = 1, with coefficients 1894 and -7753 such that 1 = (1894)*39203 + (-7753)*9577\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9578 \t 4 \t 891 \t 1 \t 0\n", + "1 \t 9578 \t 891 \t 10 \t 668 \t 0 \t 1\n", + "2 \t 891 \t 668 \t 1 \t 223 \t 1 \t -4\n", + "3 \t 668 \t 223 \t 2 \t 222 \t -10 \t 41\n", + "4 \t 223 \t 222 \t 1 \t 1 \t 11 \t -45\n", + "5 \t 222 \t 1 \t 222 \t 0 \t -32 \t 131\n", + "\t\t\t\t\t 43 \t -176\n", + "GCD(39203, 9578) = 1, with coefficients 43 and -176 such that 1 = (43)*39203 + (-176)*9578\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9579 \t 4 \t 887 \t 1 \t 0\n", + "1 \t 9579 \t 887 \t 10 \t 709 \t 0 \t 1\n", + "2 \t 887 \t 709 \t 1 \t 178 \t 1 \t -4\n", + "3 \t 709 \t 178 \t 3 \t 175 \t -10 \t 41\n", + "4 \t 178 \t 175 \t 1 \t 3 \t 11 \t -45\n", + "5 \t 175 \t 3 \t 58 \t 1 \t -43 \t 176\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 54 \t -221\n", + "\t\t\t\t\t -3175 \t 12994\n", + "GCD(39203, 9579) = 1, with coefficients -3175 and 12994 such that 1 = (-3175)*39203 + (12994)*9579\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9580 \t 4 \t 883 \t 1 \t 0\n", + "1 \t 9580 \t 883 \t 10 \t 750 \t 0 \t 1\n", + "2 \t 883 \t 750 \t 1 \t 133 \t 1 \t -4\n", + "3 \t 750 \t 133 \t 5 \t 85 \t -10 \t 41\n", + "4 \t 133 \t 85 \t 1 \t 48 \t 11 \t -45\n", + "5 \t 85 \t 48 \t 1 \t 37 \t -65 \t 266\n", + "6 \t 48 \t 37 \t 1 \t 11 \t 76 \t -311\n", + "7 \t 37 \t 11 \t 3 \t 4 \t -141 \t 577\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 217 \t -888\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -792 \t 3241\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1801 \t -7370\n", + "\t\t\t\t\t -2593 \t 10611\n", + "GCD(39203, 9580) = 1, with coefficients -2593 and 10611 such that 1 = (-2593)*39203 + (10611)*9580\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9581 \t 4 \t 879 \t 1 \t 0\n", + "1 \t 9581 \t 879 \t 10 \t 791 \t 0 \t 1\n", + "2 \t 879 \t 791 \t 1 \t 88 \t 1 \t -4\n", + "3 \t 791 \t 88 \t 8 \t 87 \t -10 \t 41\n", + "4 \t 88 \t 87 \t 1 \t 1 \t 11 \t -45\n", + "5 \t 87 \t 1 \t 87 \t 0 \t -98 \t 401\n", + "\t\t\t\t\t 109 \t -446\n", + "GCD(39203, 9581) = 1, with coefficients 109 and -446 such that 1 = (109)*39203 + (-446)*9581\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9582 \t 4 \t 875 \t 1 \t 0\n", + "1 \t 9582 \t 875 \t 10 \t 832 \t 0 \t 1\n", + "2 \t 875 \t 832 \t 1 \t 43 \t 1 \t -4\n", + "3 \t 832 \t 43 \t 19 \t 15 \t -10 \t 41\n", + "4 \t 43 \t 15 \t 2 \t 13 \t 11 \t -45\n", + "5 \t 15 \t 13 \t 1 \t 2 \t -219 \t 896\n", + "6 \t 13 \t 2 \t 6 \t 1 \t 449 \t -1837\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -668 \t 2733\n", + "\t\t\t\t\t 4457 \t -18235\n", + "GCD(39203, 9582) = 1, with coefficients 4457 and -18235 such that 1 = (4457)*39203 + (-18235)*9582\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9583 \t 4 \t 871 \t 1 \t 0\n", + "1 \t 9583 \t 871 \t 11 \t 2 \t 0 \t 1\n", + "2 \t 871 \t 2 \t 435 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -11 \t 45\n", + "\t\t\t\t\t 4786 \t -19579\n", + "GCD(39203, 9583) = 1, with coefficients 4786 and -19579 such that 1 = (4786)*39203 + (-19579)*9583\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9584 \t 4 \t 867 \t 1 \t 0\n", + "1 \t 9584 \t 867 \t 11 \t 47 \t 0 \t 1\n", + "2 \t 867 \t 47 \t 18 \t 21 \t 1 \t -4\n", + "3 \t 47 \t 21 \t 2 \t 5 \t -11 \t 45\n", + "4 \t 21 \t 5 \t 4 \t 1 \t 199 \t -814\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -409 \t 1673\n", + "\t\t\t\t\t 1835 \t -7506\n", + "GCD(39203, 9584) = 1, with coefficients 1835 and -7506 such that 1 = (1835)*39203 + (-7506)*9584\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9585 \t 4 \t 863 \t 1 \t 0\n", + "1 \t 9585 \t 863 \t 11 \t 92 \t 0 \t 1\n", + "2 \t 863 \t 92 \t 9 \t 35 \t 1 \t -4\n", + "3 \t 92 \t 35 \t 2 \t 22 \t -11 \t 45\n", + "4 \t 35 \t 22 \t 1 \t 13 \t 100 \t -409\n", + "5 \t 22 \t 13 \t 1 \t 9 \t -211 \t 863\n", + "6 \t 13 \t 9 \t 1 \t 4 \t 311 \t -1272\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -522 \t 2135\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 833 \t -3407\n", + "\t\t\t\t\t -2188 \t 8949\n", + "GCD(39203, 9585) = 1, with coefficients -2188 and 8949 such that 1 = (-2188)*39203 + (8949)*9585\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9586 \t 4 \t 859 \t 1 \t 0\n", + "1 \t 9586 \t 859 \t 11 \t 137 \t 0 \t 1\n", + "2 \t 859 \t 137 \t 6 \t 37 \t 1 \t -4\n", + "3 \t 137 \t 37 \t 3 \t 26 \t -11 \t 45\n", + "4 \t 37 \t 26 \t 1 \t 11 \t 67 \t -274\n", + "5 \t 26 \t 11 \t 2 \t 4 \t -212 \t 867\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 279 \t -1141\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -770 \t 3149\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1819 \t -7439\n", + "\t\t\t\t\t -2589 \t 10588\n", + "GCD(39203, 9586) = 1, with coefficients -2589 and 10588 such that 1 = (-2589)*39203 + (10588)*9586\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9587 \t 4 \t 855 \t 1 \t 0\n", + "1 \t 9587 \t 855 \t 11 \t 182 \t 0 \t 1\n", + "2 \t 855 \t 182 \t 4 \t 127 \t 1 \t -4\n", + "3 \t 182 \t 127 \t 1 \t 55 \t -11 \t 45\n", + "4 \t 127 \t 55 \t 2 \t 17 \t 45 \t -184\n", + "5 \t 55 \t 17 \t 3 \t 4 \t -56 \t 229\n", + "6 \t 17 \t 4 \t 4 \t 1 \t 157 \t -642\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -527 \t 2155\n", + "\t\t\t\t\t 2265 \t -9262\n", + "GCD(39203, 9587) = 1, with coefficients 2265 and -9262 such that 1 = (2265)*39203 + (-9262)*9587\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9588 \t 4 \t 851 \t 1 \t 0\n", + "1 \t 9588 \t 851 \t 11 \t 227 \t 0 \t 1\n", + "2 \t 851 \t 227 \t 3 \t 170 \t 1 \t -4\n", + "3 \t 227 \t 170 \t 1 \t 57 \t -11 \t 45\n", + "4 \t 170 \t 57 \t 2 \t 56 \t 34 \t -139\n", + "5 \t 57 \t 56 \t 1 \t 1 \t -45 \t 184\n", + "6 \t 56 \t 1 \t 56 \t 0 \t 124 \t -507\n", + "\t\t\t\t\t -169 \t 691\n", + "GCD(39203, 9588) = 1, with coefficients -169 and 691 such that 1 = (-169)*39203 + (691)*9588\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9589 \t 4 \t 847 \t 1 \t 0\n", + "1 \t 9589 \t 847 \t 11 \t 272 \t 0 \t 1\n", + "2 \t 847 \t 272 \t 3 \t 31 \t 1 \t -4\n", + "3 \t 272 \t 31 \t 8 \t 24 \t -11 \t 45\n", + "4 \t 31 \t 24 \t 1 \t 7 \t 34 \t -139\n", + "5 \t 24 \t 7 \t 3 \t 3 \t -283 \t 1157\n", + "6 \t 7 \t 3 \t 2 \t 1 \t 317 \t -1296\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1234 \t 5045\n", + "\t\t\t\t\t 2785 \t -11386\n", + "GCD(39203, 9589) = 1, with coefficients 2785 and -11386 such that 1 = (2785)*39203 + (-11386)*9589\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9590 \t 4 \t 843 \t 1 \t 0\n", + "1 \t 9590 \t 843 \t 11 \t 317 \t 0 \t 1\n", + "2 \t 843 \t 317 \t 2 \t 209 \t 1 \t -4\n", + "3 \t 317 \t 209 \t 1 \t 108 \t -11 \t 45\n", + "4 \t 209 \t 108 \t 1 \t 101 \t 23 \t -94\n", + "5 \t 108 \t 101 \t 1 \t 7 \t -34 \t 139\n", + "6 \t 101 \t 7 \t 14 \t 3 \t 57 \t -233\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -91 \t 372\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1331 \t -5441\n", + "\t\t\t\t\t -2753 \t 11254\n", + "GCD(39203, 9590) = 1, with coefficients -2753 and 11254 such that 1 = (-2753)*39203 + (11254)*9590\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9591 \t 4 \t 839 \t 1 \t 0\n", + "1 \t 9591 \t 839 \t 11 \t 362 \t 0 \t 1\n", + "2 \t 839 \t 362 \t 2 \t 115 \t 1 \t -4\n", + "3 \t 362 \t 115 \t 3 \t 17 \t -11 \t 45\n", + "4 \t 115 \t 17 \t 6 \t 13 \t 23 \t -94\n", + "5 \t 17 \t 13 \t 1 \t 4 \t -80 \t 327\n", + "6 \t 13 \t 4 \t 3 \t 1 \t 503 \t -2056\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -583 \t 2383\n", + "\t\t\t\t\t 2252 \t -9205\n", + "GCD(39203, 9591) = 1, with coefficients 2252 and -9205 such that 1 = (2252)*39203 + (-9205)*9591\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9592 \t 4 \t 835 \t 1 \t 0\n", + "1 \t 9592 \t 835 \t 11 \t 407 \t 0 \t 1\n", + "2 \t 835 \t 407 \t 2 \t 21 \t 1 \t -4\n", + "3 \t 407 \t 21 \t 19 \t 8 \t -11 \t 45\n", + "4 \t 21 \t 8 \t 2 \t 5 \t 23 \t -94\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -448 \t 1831\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 919 \t -3756\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1367 \t 5587\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2286 \t -9343\n", + "\t\t\t\t\t -3653 \t 14930\n", + "GCD(39203, 9592) = 1, with coefficients -3653 and 14930 such that 1 = (-3653)*39203 + (14930)*9592\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9593 \t 4 \t 831 \t 1 \t 0\n", + "1 \t 9593 \t 831 \t 11 \t 452 \t 0 \t 1\n", + "2 \t 831 \t 452 \t 1 \t 379 \t 1 \t -4\n", + "3 \t 452 \t 379 \t 1 \t 73 \t -11 \t 45\n", + "4 \t 379 \t 73 \t 5 \t 14 \t 12 \t -49\n", + "5 \t 73 \t 14 \t 5 \t 3 \t -23 \t 94\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 127 \t -519\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -658 \t 2689\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2759 \t -11275\n", + "\t\t\t\t\t -3417 \t 13964\n", + "GCD(39203, 9593) = 1, with coefficients -3417 and 13964 such that 1 = (-3417)*39203 + (13964)*9593\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9594 \t 4 \t 827 \t 1 \t 0\n", + "1 \t 9594 \t 827 \t 11 \t 497 \t 0 \t 1\n", + "2 \t 827 \t 497 \t 1 \t 330 \t 1 \t -4\n", + "3 \t 497 \t 330 \t 1 \t 167 \t -11 \t 45\n", + "4 \t 330 \t 167 \t 1 \t 163 \t 12 \t -49\n", + "5 \t 167 \t 163 \t 1 \t 4 \t -23 \t 94\n", + "6 \t 163 \t 4 \t 40 \t 3 \t 35 \t -143\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -58 \t 237\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 2355 \t -9623\n", + "\t\t\t\t\t -2413 \t 9860\n", + "GCD(39203, 9594) = 1, with coefficients -2413 and 9860 such that 1 = (-2413)*39203 + (9860)*9594\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9595 \t 4 \t 823 \t 1 \t 0\n", + "1 \t 9595 \t 823 \t 11 \t 542 \t 0 \t 1\n", + "2 \t 823 \t 542 \t 1 \t 281 \t 1 \t -4\n", + "3 \t 542 \t 281 \t 1 \t 261 \t -11 \t 45\n", + "4 \t 281 \t 261 \t 1 \t 20 \t 12 \t -49\n", + "5 \t 261 \t 20 \t 13 \t 1 \t -23 \t 94\n", + "6 \t 20 \t 1 \t 20 \t 0 \t 35 \t -143\n", + "\t\t\t\t\t -478 \t 1953\n", + "GCD(39203, 9595) = 1, with coefficients -478 and 1953 such that 1 = (-478)*39203 + (1953)*9595\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9596 \t 4 \t 819 \t 1 \t 0\n", + "1 \t 9596 \t 819 \t 11 \t 587 \t 0 \t 1\n", + "2 \t 819 \t 587 \t 1 \t 232 \t 1 \t -4\n", + "3 \t 587 \t 232 \t 2 \t 123 \t -11 \t 45\n", + "4 \t 232 \t 123 \t 1 \t 109 \t 12 \t -49\n", + "5 \t 123 \t 109 \t 1 \t 14 \t -35 \t 143\n", + "6 \t 109 \t 14 \t 7 \t 11 \t 47 \t -192\n", + "7 \t 14 \t 11 \t 1 \t 3 \t -82 \t 335\n", + "8 \t 11 \t 3 \t 3 \t 2 \t 621 \t -2537\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -703 \t 2872\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2730 \t -11153\n", + "\t\t\t\t\t -3433 \t 14025\n", + "GCD(39203, 9596) = 1, with coefficients -3433 and 14025 such that 1 = (-3433)*39203 + (14025)*9596\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9597 \t 4 \t 815 \t 1 \t 0\n", + "1 \t 9597 \t 815 \t 11 \t 632 \t 0 \t 1\n", + "2 \t 815 \t 632 \t 1 \t 183 \t 1 \t -4\n", + "3 \t 632 \t 183 \t 3 \t 83 \t -11 \t 45\n", + "4 \t 183 \t 83 \t 2 \t 17 \t 12 \t -49\n", + "5 \t 83 \t 17 \t 4 \t 15 \t -47 \t 192\n", + "6 \t 17 \t 15 \t 1 \t 2 \t 106 \t -433\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -471 \t 1924\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 577 \t -2357\n", + "\t\t\t\t\t -4510 \t 18423\n", + "GCD(39203, 9597) = 1, with coefficients -4510 and 18423 such that 1 = (-4510)*39203 + (18423)*9597\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9598 \t 4 \t 811 \t 1 \t 0\n", + "1 \t 9598 \t 811 \t 11 \t 677 \t 0 \t 1\n", + "2 \t 811 \t 677 \t 1 \t 134 \t 1 \t -4\n", + "3 \t 677 \t 134 \t 5 \t 7 \t -11 \t 45\n", + "4 \t 134 \t 7 \t 19 \t 1 \t 12 \t -49\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -71 \t 290\n", + "\t\t\t\t\t 1361 \t -5559\n", + "GCD(39203, 9598) = 1, with coefficients 1361 and -5559 such that 1 = (1361)*39203 + (-5559)*9598\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9599 \t 4 \t 807 \t 1 \t 0\n", + "1 \t 9599 \t 807 \t 11 \t 722 \t 0 \t 1\n", + "2 \t 807 \t 722 \t 1 \t 85 \t 1 \t -4\n", + "3 \t 722 \t 85 \t 8 \t 42 \t -11 \t 45\n", + "4 \t 85 \t 42 \t 2 \t 1 \t 12 \t -49\n", + "5 \t 42 \t 1 \t 42 \t 0 \t -107 \t 437\n", + "\t\t\t\t\t 226 \t -923\n", + "GCD(39203, 9599) = 1, with coefficients 226 and -923 such that 1 = (226)*39203 + (-923)*9599\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9600 \t 4 \t 803 \t 1 \t 0\n", + "1 \t 9600 \t 803 \t 11 \t 767 \t 0 \t 1\n", + "2 \t 803 \t 767 \t 1 \t 36 \t 1 \t -4\n", + "3 \t 767 \t 36 \t 21 \t 11 \t -11 \t 45\n", + "4 \t 36 \t 11 \t 3 \t 3 \t 12 \t -49\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -263 \t 1074\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 801 \t -3271\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2666 \t 10887\n", + "\t\t\t\t\t 3467 \t -14158\n", + "GCD(39203, 9600) = 1, with coefficients 3467 and -14158 such that 1 = (3467)*39203 + (-14158)*9600\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9601 \t 4 \t 799 \t 1 \t 0\n", + "1 \t 9601 \t 799 \t 12 \t 13 \t 0 \t 1\n", + "2 \t 799 \t 13 \t 61 \t 6 \t 1 \t -4\n", + "3 \t 13 \t 6 \t 2 \t 1 \t -12 \t 49\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 733 \t -2993\n", + "\t\t\t\t\t -1478 \t 6035\n", + "GCD(39203, 9601) = 1, with coefficients -1478 and 6035 such that 1 = (-1478)*39203 + (6035)*9601\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9602 \t 4 \t 795 \t 1 \t 0\n", + "1 \t 9602 \t 795 \t 12 \t 62 \t 0 \t 1\n", + "2 \t 795 \t 62 \t 12 \t 51 \t 1 \t -4\n", + "3 \t 62 \t 51 \t 1 \t 11 \t -12 \t 49\n", + "4 \t 51 \t 11 \t 4 \t 7 \t 145 \t -592\n", + "5 \t 11 \t 7 \t 1 \t 4 \t -157 \t 641\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 773 \t -3156\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -930 \t 3797\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1703 \t -6953\n", + "\t\t\t\t\t -2633 \t 10750\n", + "GCD(39203, 9602) = 1, with coefficients -2633 and 10750 such that 1 = (-2633)*39203 + (10750)*9602\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9603 \t 4 \t 791 \t 1 \t 0\n", + "1 \t 9603 \t 791 \t 12 \t 111 \t 0 \t 1\n", + "2 \t 791 \t 111 \t 7 \t 14 \t 1 \t -4\n", + "3 \t 111 \t 14 \t 7 \t 13 \t -12 \t 49\n", + "4 \t 14 \t 13 \t 1 \t 1 \t 85 \t -347\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -607 \t 2478\n", + "\t\t\t\t\t 692 \t -2825\n", + "GCD(39203, 9603) = 1, with coefficients 692 and -2825 such that 1 = (692)*39203 + (-2825)*9603\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9604 \t 4 \t 787 \t 1 \t 0\n", + "1 \t 9604 \t 787 \t 12 \t 160 \t 0 \t 1\n", + "2 \t 787 \t 160 \t 4 \t 147 \t 1 \t -4\n", + "3 \t 160 \t 147 \t 1 \t 13 \t -12 \t 49\n", + "4 \t 147 \t 13 \t 11 \t 4 \t 49 \t -200\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -61 \t 249\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 720 \t -2939\n", + "\t\t\t\t\t -2221 \t 9066\n", + "GCD(39203, 9604) = 1, with coefficients -2221 and 9066 such that 1 = (-2221)*39203 + (9066)*9604\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9605 \t 4 \t 783 \t 1 \t 0\n", + "1 \t 9605 \t 783 \t 12 \t 209 \t 0 \t 1\n", + "2 \t 783 \t 209 \t 3 \t 156 \t 1 \t -4\n", + "3 \t 209 \t 156 \t 1 \t 53 \t -12 \t 49\n", + "4 \t 156 \t 53 \t 2 \t 50 \t 37 \t -151\n", + "5 \t 53 \t 50 \t 1 \t 3 \t -49 \t 200\n", + "6 \t 50 \t 3 \t 16 \t 2 \t 135 \t -551\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -184 \t 751\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 3079 \t -12567\n", + "\t\t\t\t\t -3263 \t 13318\n", + "GCD(39203, 9605) = 1, with coefficients -3263 and 13318 such that 1 = (-3263)*39203 + (13318)*9605\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9606 \t 4 \t 779 \t 1 \t 0\n", + "1 \t 9606 \t 779 \t 12 \t 258 \t 0 \t 1\n", + "2 \t 779 \t 258 \t 3 \t 5 \t 1 \t -4\n", + "3 \t 258 \t 5 \t 51 \t 3 \t -12 \t 49\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 37 \t -151\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1899 \t 7750\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1936 \t -7901\n", + "\t\t\t\t\t -3835 \t 15651\n", + "GCD(39203, 9606) = 1, with coefficients -3835 and 15651 such that 1 = (-3835)*39203 + (15651)*9606\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9607 \t 4 \t 775 \t 1 \t 0\n", + "1 \t 9607 \t 775 \t 12 \t 307 \t 0 \t 1\n", + "2 \t 775 \t 307 \t 2 \t 161 \t 1 \t -4\n", + "3 \t 307 \t 161 \t 1 \t 146 \t -12 \t 49\n", + "4 \t 161 \t 146 \t 1 \t 15 \t 25 \t -102\n", + "5 \t 146 \t 15 \t 9 \t 11 \t -37 \t 151\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 62 \t -253\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -595 \t 2428\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 657 \t -2681\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1909 \t 7790\n", + "\t\t\t\t\t 2566 \t -10471\n", + "GCD(39203, 9607) = 1, with coefficients 2566 and -10471 such that 1 = (2566)*39203 + (-10471)*9607\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9608 \t 4 \t 771 \t 1 \t 0\n", + "1 \t 9608 \t 771 \t 12 \t 356 \t 0 \t 1\n", + "2 \t 771 \t 356 \t 2 \t 59 \t 1 \t -4\n", + "3 \t 356 \t 59 \t 6 \t 2 \t -12 \t 49\n", + "4 \t 59 \t 2 \t 29 \t 1 \t 25 \t -102\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -162 \t 661\n", + "\t\t\t\t\t 4723 \t -19271\n", + "GCD(39203, 9608) = 1, with coefficients 4723 and -19271 such that 1 = (4723)*39203 + (-19271)*9608\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9609 \t 4 \t 767 \t 1 \t 0\n", + "1 \t 9609 \t 767 \t 12 \t 405 \t 0 \t 1\n", + "2 \t 767 \t 405 \t 1 \t 362 \t 1 \t -4\n", + "3 \t 405 \t 362 \t 1 \t 43 \t -12 \t 49\n", + "4 \t 362 \t 43 \t 8 \t 18 \t 13 \t -53\n", + "5 \t 43 \t 18 \t 2 \t 7 \t -25 \t 102\n", + "6 \t 18 \t 7 \t 2 \t 4 \t 213 \t -869\n", + "7 \t 7 \t 4 \t 1 \t 3 \t -451 \t 1840\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 1115 \t -4549\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1566 \t 6389\n", + "\t\t\t\t\t 2681 \t -10938\n", + "GCD(39203, 9609) = 1, with coefficients 2681 and -10938 such that 1 = (2681)*39203 + (-10938)*9609\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9610 \t 4 \t 763 \t 1 \t 0\n", + "1 \t 9610 \t 763 \t 12 \t 454 \t 0 \t 1\n", + "2 \t 763 \t 454 \t 1 \t 309 \t 1 \t -4\n", + "3 \t 454 \t 309 \t 1 \t 145 \t -12 \t 49\n", + "4 \t 309 \t 145 \t 2 \t 19 \t 13 \t -53\n", + "5 \t 145 \t 19 \t 7 \t 12 \t -25 \t 102\n", + "6 \t 19 \t 12 \t 1 \t 7 \t 63 \t -257\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -466 \t 1901\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 529 \t -2158\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -995 \t 4059\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1524 \t -6217\n", + "\t\t\t\t\t -4043 \t 16493\n", + "GCD(39203, 9610) = 1, with coefficients -4043 and 16493 such that 1 = (-4043)*39203 + (16493)*9610\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9611 \t 4 \t 759 \t 1 \t 0\n", + "1 \t 9611 \t 759 \t 12 \t 503 \t 0 \t 1\n", + "2 \t 759 \t 503 \t 1 \t 256 \t 1 \t -4\n", + "3 \t 503 \t 256 \t 1 \t 247 \t -12 \t 49\n", + "4 \t 256 \t 247 \t 1 \t 9 \t 13 \t -53\n", + "5 \t 247 \t 9 \t 27 \t 4 \t -25 \t 102\n", + "6 \t 9 \t 4 \t 2 \t 1 \t 38 \t -155\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1051 \t 4287\n", + "\t\t\t\t\t 2140 \t -8729\n", + "GCD(39203, 9611) = 1, with coefficients 2140 and -8729 such that 1 = (2140)*39203 + (-8729)*9611\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9612 \t 4 \t 755 \t 1 \t 0\n", + "1 \t 9612 \t 755 \t 12 \t 552 \t 0 \t 1\n", + "2 \t 755 \t 552 \t 1 \t 203 \t 1 \t -4\n", + "3 \t 552 \t 203 \t 2 \t 146 \t -12 \t 49\n", + "4 \t 203 \t 146 \t 1 \t 57 \t 13 \t -53\n", + "5 \t 146 \t 57 \t 2 \t 32 \t -38 \t 155\n", + "6 \t 57 \t 32 \t 1 \t 25 \t 51 \t -208\n", + "7 \t 32 \t 25 \t 1 \t 7 \t -140 \t 571\n", + "8 \t 25 \t 7 \t 3 \t 4 \t 191 \t -779\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -331 \t 1350\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 1184 \t -4829\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1515 \t 6179\n", + "\t\t\t\t\t 2699 \t -11008\n", + "GCD(39203, 9612) = 1, with coefficients 2699 and -11008 such that 1 = (2699)*39203 + (-11008)*9612\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9613 \t 4 \t 751 \t 1 \t 0\n", + "1 \t 9613 \t 751 \t 12 \t 601 \t 0 \t 1\n", + "2 \t 751 \t 601 \t 1 \t 150 \t 1 \t -4\n", + "3 \t 601 \t 150 \t 4 \t 1 \t -12 \t 49\n", + "4 \t 150 \t 1 \t 150 \t 0 \t 13 \t -53\n", + "\t\t\t\t\t -64 \t 261\n", + "GCD(39203, 9613) = 1, with coefficients -64 and 261 such that 1 = (-64)*39203 + (261)*9613\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9614 \t 4 \t 747 \t 1 \t 0\n", + "1 \t 9614 \t 747 \t 12 \t 650 \t 0 \t 1\n", + "2 \t 747 \t 650 \t 1 \t 97 \t 1 \t -4\n", + "3 \t 650 \t 97 \t 6 \t 68 \t -12 \t 49\n", + "4 \t 97 \t 68 \t 1 \t 29 \t 13 \t -53\n", + "5 \t 68 \t 29 \t 2 \t 10 \t -90 \t 367\n", + "6 \t 29 \t 10 \t 2 \t 9 \t 103 \t -420\n", + "7 \t 10 \t 9 \t 1 \t 1 \t -296 \t 1207\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 695 \t -2834\n", + "\t\t\t\t\t -991 \t 4041\n", + "GCD(39203, 9614) = 1, with coefficients -991 and 4041 such that 1 = (-991)*39203 + (4041)*9614\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9615 \t 4 \t 743 \t 1 \t 0\n", + "1 \t 9615 \t 743 \t 12 \t 699 \t 0 \t 1\n", + "2 \t 743 \t 699 \t 1 \t 44 \t 1 \t -4\n", + "3 \t 699 \t 44 \t 15 \t 39 \t -12 \t 49\n", + "4 \t 44 \t 39 \t 1 \t 5 \t 13 \t -53\n", + "5 \t 39 \t 5 \t 7 \t 4 \t -207 \t 844\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 220 \t -897\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1747 \t 7123\n", + "\t\t\t\t\t 1967 \t -8020\n", + "GCD(39203, 9615) = 1, with coefficients 1967 and -8020 such that 1 = (1967)*39203 + (-8020)*9615\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9616 \t 4 \t 739 \t 1 \t 0\n", + "1 \t 9616 \t 739 \t 13 \t 9 \t 0 \t 1\n", + "2 \t 739 \t 9 \t 82 \t 1 \t 1 \t -4\n", + "3 \t 9 \t 1 \t 9 \t 0 \t -13 \t 53\n", + "\t\t\t\t\t 1067 \t -4350\n", + "GCD(39203, 9616) = 1, with coefficients 1067 and -4350 such that 1 = (1067)*39203 + (-4350)*9616\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9617 \t 4 \t 735 \t 1 \t 0\n", + "1 \t 9617 \t 735 \t 13 \t 62 \t 0 \t 1\n", + "2 \t 735 \t 62 \t 11 \t 53 \t 1 \t -4\n", + "3 \t 62 \t 53 \t 1 \t 9 \t -13 \t 53\n", + "4 \t 53 \t 9 \t 5 \t 8 \t 144 \t -587\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -157 \t 640\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 929 \t -3787\n", + "\t\t\t\t\t -1086 \t 4427\n", + "GCD(39203, 9617) = 1, with coefficients -1086 and 4427 such that 1 = (-1086)*39203 + (4427)*9617\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9618 \t 4 \t 731 \t 1 \t 0\n", + "1 \t 9618 \t 731 \t 13 \t 115 \t 0 \t 1\n", + "2 \t 731 \t 115 \t 6 \t 41 \t 1 \t -4\n", + "3 \t 115 \t 41 \t 2 \t 33 \t -13 \t 53\n", + "4 \t 41 \t 33 \t 1 \t 8 \t 79 \t -322\n", + "5 \t 33 \t 8 \t 4 \t 1 \t -171 \t 697\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 250 \t -1019\n", + "\t\t\t\t\t -1171 \t 4773\n", + "GCD(39203, 9618) = 1, with coefficients -1171 and 4773 such that 1 = (-1171)*39203 + (4773)*9618\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9619 \t 4 \t 727 \t 1 \t 0\n", + "1 \t 9619 \t 727 \t 13 \t 168 \t 0 \t 1\n", + "2 \t 727 \t 168 \t 4 \t 55 \t 1 \t -4\n", + "3 \t 168 \t 55 \t 3 \t 3 \t -13 \t 53\n", + "4 \t 55 \t 3 \t 18 \t 1 \t 53 \t -216\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -172 \t 701\n", + "\t\t\t\t\t 3149 \t -12834\n", + "GCD(39203, 9619) = 1, with coefficients 3149 and -12834 such that 1 = (3149)*39203 + (-12834)*9619\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9620 \t 4 \t 723 \t 1 \t 0\n", + "1 \t 9620 \t 723 \t 13 \t 221 \t 0 \t 1\n", + "2 \t 723 \t 221 \t 3 \t 60 \t 1 \t -4\n", + "3 \t 221 \t 60 \t 3 \t 41 \t -13 \t 53\n", + "4 \t 60 \t 41 \t 1 \t 19 \t 40 \t -163\n", + "5 \t 41 \t 19 \t 2 \t 3 \t -133 \t 542\n", + "6 \t 19 \t 3 \t 6 \t 1 \t 173 \t -705\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -479 \t 1952\n", + "\t\t\t\t\t 3047 \t -12417\n", + "GCD(39203, 9620) = 1, with coefficients 3047 and -12417 such that 1 = (3047)*39203 + (-12417)*9620\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9621 \t 4 \t 719 \t 1 \t 0\n", + "1 \t 9621 \t 719 \t 13 \t 274 \t 0 \t 1\n", + "2 \t 719 \t 274 \t 2 \t 171 \t 1 \t -4\n", + "3 \t 274 \t 171 \t 1 \t 103 \t -13 \t 53\n", + "4 \t 171 \t 103 \t 1 \t 68 \t 27 \t -110\n", + "5 \t 103 \t 68 \t 1 \t 35 \t -40 \t 163\n", + "6 \t 68 \t 35 \t 1 \t 33 \t 67 \t -273\n", + "7 \t 35 \t 33 \t 1 \t 2 \t -107 \t 436\n", + "8 \t 33 \t 2 \t 16 \t 1 \t 174 \t -709\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -281 \t 1145\n", + "\t\t\t\t\t 4670 \t -19029\n", + "GCD(39203, 9621) = 1, with coefficients 4670 and -19029 such that 1 = (4670)*39203 + (-19029)*9621\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9622 \t 4 \t 715 \t 1 \t 0\n", + "1 \t 9622 \t 715 \t 13 \t 327 \t 0 \t 1\n", + "2 \t 715 \t 327 \t 2 \t 61 \t 1 \t -4\n", + "3 \t 327 \t 61 \t 5 \t 22 \t -13 \t 53\n", + "4 \t 61 \t 22 \t 2 \t 17 \t 27 \t -110\n", + "5 \t 22 \t 17 \t 1 \t 5 \t -148 \t 603\n", + "6 \t 17 \t 5 \t 3 \t 2 \t 323 \t -1316\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -471 \t 1919\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1736 \t -7073\n", + "\t\t\t\t\t -3943 \t 16065\n", + "GCD(39203, 9622) = 1, with coefficients -3943 and 16065 such that 1 = (-3943)*39203 + (16065)*9622\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9623 \t 4 \t 711 \t 1 \t 0\n", + "1 \t 9623 \t 711 \t 13 \t 380 \t 0 \t 1\n", + "2 \t 711 \t 380 \t 1 \t 331 \t 1 \t -4\n", + "3 \t 380 \t 331 \t 1 \t 49 \t -13 \t 53\n", + "4 \t 331 \t 49 \t 6 \t 37 \t 14 \t -57\n", + "5 \t 49 \t 37 \t 1 \t 12 \t -27 \t 110\n", + "6 \t 37 \t 12 \t 3 \t 1 \t 176 \t -717\n", + "7 \t 12 \t 1 \t 12 \t 0 \t -203 \t 827\n", + "\t\t\t\t\t 785 \t -3198\n", + "GCD(39203, 9623) = 1, with coefficients 785 and -3198 such that 1 = (785)*39203 + (-3198)*9623\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9624 \t 4 \t 707 \t 1 \t 0\n", + "1 \t 9624 \t 707 \t 13 \t 433 \t 0 \t 1\n", + "2 \t 707 \t 433 \t 1 \t 274 \t 1 \t -4\n", + "3 \t 433 \t 274 \t 1 \t 159 \t -13 \t 53\n", + "4 \t 274 \t 159 \t 1 \t 115 \t 14 \t -57\n", + "5 \t 159 \t 115 \t 1 \t 44 \t -27 \t 110\n", + "6 \t 115 \t 44 \t 2 \t 27 \t 41 \t -167\n", + "7 \t 44 \t 27 \t 1 \t 17 \t -68 \t 277\n", + "8 \t 27 \t 17 \t 1 \t 10 \t 177 \t -721\n", + "9 \t 17 \t 10 \t 1 \t 7 \t -245 \t 998\n", + "10 \t 10 \t 7 \t 1 \t 3 \t 422 \t -1719\n", + "11 \t 7 \t 3 \t 2 \t 1 \t -667 \t 2717\n", + "12 \t 3 \t 1 \t 3 \t 0 \t 1089 \t -4436\n", + "\t\t\t\t\t -2845 \t 11589\n", + "GCD(39203, 9624) = 1, with coefficients -2845 and 11589 such that 1 = (-2845)*39203 + (11589)*9624\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9625 \t 4 \t 703 \t 1 \t 0\n", + "1 \t 9625 \t 703 \t 13 \t 486 \t 0 \t 1\n", + "2 \t 703 \t 486 \t 1 \t 217 \t 1 \t -4\n", + "3 \t 486 \t 217 \t 2 \t 52 \t -13 \t 53\n", + "4 \t 217 \t 52 \t 4 \t 9 \t 14 \t -57\n", + "5 \t 52 \t 9 \t 5 \t 7 \t -41 \t 167\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 178 \t -725\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -931 \t 3792\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1109 \t -4517\n", + "\t\t\t\t\t -4258 \t 17343\n", + "GCD(39203, 9625) = 1, with coefficients -4258 and 17343 such that 1 = (-4258)*39203 + (17343)*9625\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9626 \t 4 \t 699 \t 1 \t 0\n", + "1 \t 9626 \t 699 \t 13 \t 539 \t 0 \t 1\n", + "2 \t 699 \t 539 \t 1 \t 160 \t 1 \t -4\n", + "3 \t 539 \t 160 \t 3 \t 59 \t -13 \t 53\n", + "4 \t 160 \t 59 \t 2 \t 42 \t 14 \t -57\n", + "5 \t 59 \t 42 \t 1 \t 17 \t -55 \t 224\n", + "6 \t 42 \t 17 \t 2 \t 8 \t 124 \t -505\n", + "7 \t 17 \t 8 \t 2 \t 1 \t -179 \t 729\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 482 \t -1963\n", + "\t\t\t\t\t -1143 \t 4655\n", + "GCD(39203, 9626) = 1, with coefficients -1143 and 4655 such that 1 = (-1143)*39203 + (4655)*9626\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9627 \t 4 \t 695 \t 1 \t 0\n", + "1 \t 9627 \t 695 \t 13 \t 592 \t 0 \t 1\n", + "2 \t 695 \t 592 \t 1 \t 103 \t 1 \t -4\n", + "3 \t 592 \t 103 \t 5 \t 77 \t -13 \t 53\n", + "4 \t 103 \t 77 \t 1 \t 26 \t 14 \t -57\n", + "5 \t 77 \t 26 \t 2 \t 25 \t -83 \t 338\n", + "6 \t 26 \t 25 \t 1 \t 1 \t 97 \t -395\n", + "7 \t 25 \t 1 \t 25 \t 0 \t -277 \t 1128\n", + "\t\t\t\t\t 374 \t -1523\n", + "GCD(39203, 9627) = 1, with coefficients 374 and -1523 such that 1 = (374)*39203 + (-1523)*9627\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9628 \t 4 \t 691 \t 1 \t 0\n", + "1 \t 9628 \t 691 \t 13 \t 645 \t 0 \t 1\n", + "2 \t 691 \t 645 \t 1 \t 46 \t 1 \t -4\n", + "3 \t 645 \t 46 \t 14 \t 1 \t -13 \t 53\n", + "4 \t 46 \t 1 \t 46 \t 0 \t 14 \t -57\n", + "\t\t\t\t\t -209 \t 851\n", + "GCD(39203, 9628) = 1, with coefficients -209 and 851 such that 1 = (-209)*39203 + (851)*9628\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9629 \t 4 \t 687 \t 1 \t 0\n", + "1 \t 9629 \t 687 \t 14 \t 11 \t 0 \t 1\n", + "2 \t 687 \t 11 \t 62 \t 5 \t 1 \t -4\n", + "3 \t 11 \t 5 \t 2 \t 1 \t -14 \t 57\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 869 \t -3538\n", + "\t\t\t\t\t -1752 \t 7133\n", + "GCD(39203, 9629) = 1, with coefficients -1752 and 7133 such that 1 = (-1752)*39203 + (7133)*9629\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9630 \t 4 \t 683 \t 1 \t 0\n", + "1 \t 9630 \t 683 \t 14 \t 68 \t 0 \t 1\n", + "2 \t 683 \t 68 \t 10 \t 3 \t 1 \t -4\n", + "3 \t 68 \t 3 \t 22 \t 2 \t -14 \t 57\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 141 \t -574\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -3116 \t 12685\n", + "\t\t\t\t\t 3257 \t -13259\n", + "GCD(39203, 9630) = 1, with coefficients 3257 and -13259 such that 1 = (3257)*39203 + (-13259)*9630\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9631 \t 4 \t 679 \t 1 \t 0\n", + "1 \t 9631 \t 679 \t 14 \t 125 \t 0 \t 1\n", + "2 \t 679 \t 125 \t 5 \t 54 \t 1 \t -4\n", + "3 \t 125 \t 54 \t 2 \t 17 \t -14 \t 57\n", + "4 \t 54 \t 17 \t 3 \t 3 \t 71 \t -289\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -156 \t 635\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 539 \t -2194\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2851 \t 11605\n", + "\t\t\t\t\t 3390 \t -13799\n", + "GCD(39203, 9631) = 1, with coefficients 3390 and -13799 such that 1 = (3390)*39203 + (-13799)*9631\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9632 \t 4 \t 675 \t 1 \t 0\n", + "1 \t 9632 \t 675 \t 14 \t 182 \t 0 \t 1\n", + "2 \t 675 \t 182 \t 3 \t 129 \t 1 \t -4\n", + "3 \t 182 \t 129 \t 1 \t 53 \t -14 \t 57\n", + "4 \t 129 \t 53 \t 2 \t 23 \t 43 \t -175\n", + "5 \t 53 \t 23 \t 2 \t 7 \t -57 \t 232\n", + "6 \t 23 \t 7 \t 3 \t 2 \t 157 \t -639\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -371 \t 1510\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1270 \t -5169\n", + "\t\t\t\t\t -4181 \t 17017\n", + "GCD(39203, 9632) = 1, with coefficients -4181 and 17017 such that 1 = (-4181)*39203 + (17017)*9632\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9633 \t 4 \t 671 \t 1 \t 0\n", + "1 \t 9633 \t 671 \t 14 \t 239 \t 0 \t 1\n", + "2 \t 671 \t 239 \t 2 \t 193 \t 1 \t -4\n", + "3 \t 239 \t 193 \t 1 \t 46 \t -14 \t 57\n", + "4 \t 193 \t 46 \t 4 \t 9 \t 29 \t -118\n", + "5 \t 46 \t 9 \t 5 \t 1 \t -43 \t 175\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 201 \t -818\n", + "\t\t\t\t\t -1048 \t 4265\n", + "GCD(39203, 9633) = 1, with coefficients -1048 and 4265 such that 1 = (-1048)*39203 + (4265)*9633\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9634 \t 4 \t 667 \t 1 \t 0\n", + "1 \t 9634 \t 667 \t 14 \t 296 \t 0 \t 1\n", + "2 \t 667 \t 296 \t 2 \t 75 \t 1 \t -4\n", + "3 \t 296 \t 75 \t 3 \t 71 \t -14 \t 57\n", + "4 \t 75 \t 71 \t 1 \t 4 \t 29 \t -118\n", + "5 \t 71 \t 4 \t 17 \t 3 \t -101 \t 411\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 130 \t -529\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -2311 \t 9404\n", + "\t\t\t\t\t 2441 \t -9933\n", + "GCD(39203, 9634) = 1, with coefficients 2441 and -9933 such that 1 = (2441)*39203 + (-9933)*9634\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9635 \t 4 \t 663 \t 1 \t 0\n", + "1 \t 9635 \t 663 \t 14 \t 353 \t 0 \t 1\n", + "2 \t 663 \t 353 \t 1 \t 310 \t 1 \t -4\n", + "3 \t 353 \t 310 \t 1 \t 43 \t -14 \t 57\n", + "4 \t 310 \t 43 \t 7 \t 9 \t 15 \t -61\n", + "5 \t 43 \t 9 \t 4 \t 7 \t -29 \t 118\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 218 \t -887\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -901 \t 3666\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1119 \t -4553\n", + "\t\t\t\t\t -4258 \t 17325\n", + "GCD(39203, 9635) = 1, with coefficients -4258 and 17325 such that 1 = (-4258)*39203 + (17325)*9635\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9636 \t 4 \t 659 \t 1 \t 0\n", + "1 \t 9636 \t 659 \t 14 \t 410 \t 0 \t 1\n", + "2 \t 659 \t 410 \t 1 \t 249 \t 1 \t -4\n", + "3 \t 410 \t 249 \t 1 \t 161 \t -14 \t 57\n", + "4 \t 249 \t 161 \t 1 \t 88 \t 15 \t -61\n", + "5 \t 161 \t 88 \t 1 \t 73 \t -29 \t 118\n", + "6 \t 88 \t 73 \t 1 \t 15 \t 44 \t -179\n", + "7 \t 73 \t 15 \t 4 \t 13 \t -73 \t 297\n", + "8 \t 15 \t 13 \t 1 \t 2 \t 117 \t -476\n", + "9 \t 13 \t 2 \t 6 \t 1 \t -541 \t 2201\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 658 \t -2677\n", + "\t\t\t\t\t -4489 \t 18263\n", + "GCD(39203, 9636) = 1, with coefficients -4489 and 18263 such that 1 = (-4489)*39203 + (18263)*9636\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9637 \t 4 \t 655 \t 1 \t 0\n", + "1 \t 9637 \t 655 \t 14 \t 467 \t 0 \t 1\n", + "2 \t 655 \t 467 \t 1 \t 188 \t 1 \t -4\n", + "3 \t 467 \t 188 \t 2 \t 91 \t -14 \t 57\n", + "4 \t 188 \t 91 \t 2 \t 6 \t 15 \t -61\n", + "5 \t 91 \t 6 \t 15 \t 1 \t -44 \t 179\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 103 \t -419\n", + "\t\t\t\t\t -1589 \t 6464\n", + "GCD(39203, 9637) = 1, with coefficients -1589 and 6464 such that 1 = (-1589)*39203 + (6464)*9637\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9638 \t 4 \t 651 \t 1 \t 0\n", + "1 \t 9638 \t 651 \t 14 \t 524 \t 0 \t 1\n", + "2 \t 651 \t 524 \t 1 \t 127 \t 1 \t -4\n", + "3 \t 524 \t 127 \t 4 \t 16 \t -14 \t 57\n", + "4 \t 127 \t 16 \t 7 \t 15 \t 15 \t -61\n", + "5 \t 16 \t 15 \t 1 \t 1 \t -74 \t 301\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 533 \t -2168\n", + "\t\t\t\t\t -607 \t 2469\n", + "GCD(39203, 9638) = 1, with coefficients -607 and 2469 such that 1 = (-607)*39203 + (2469)*9638\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9639 \t 4 \t 647 \t 1 \t 0\n", + "1 \t 9639 \t 647 \t 14 \t 581 \t 0 \t 1\n", + "2 \t 647 \t 581 \t 1 \t 66 \t 1 \t -4\n", + "3 \t 581 \t 66 \t 8 \t 53 \t -14 \t 57\n", + "4 \t 66 \t 53 \t 1 \t 13 \t 15 \t -61\n", + "5 \t 53 \t 13 \t 4 \t 1 \t -134 \t 545\n", + "6 \t 13 \t 1 \t 13 \t 0 \t 149 \t -606\n", + "\t\t\t\t\t -730 \t 2969\n", + "GCD(39203, 9639) = 1, with coefficients -730 and 2969 such that 1 = (-730)*39203 + (2969)*9639\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9640 \t 4 \t 643 \t 1 \t 0\n", + "1 \t 9640 \t 643 \t 14 \t 638 \t 0 \t 1\n", + "2 \t 643 \t 638 \t 1 \t 5 \t 1 \t -4\n", + "3 \t 638 \t 5 \t 127 \t 3 \t -14 \t 57\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 15 \t -61\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1919 \t 7804\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1934 \t -7865\n", + "\t\t\t\t\t -3853 \t 15669\n", + "GCD(39203, 9640) = 1, with coefficients -3853 and 15669 such that 1 = (-3853)*39203 + (15669)*9640\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9641 \t 4 \t 639 \t 1 \t 0\n", + "1 \t 9641 \t 639 \t 15 \t 56 \t 0 \t 1\n", + "2 \t 639 \t 56 \t 11 \t 23 \t 1 \t -4\n", + "3 \t 56 \t 23 \t 2 \t 10 \t -15 \t 61\n", + "4 \t 23 \t 10 \t 2 \t 3 \t 166 \t -675\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -347 \t 1411\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 860 \t -3497\n", + "\t\t\t\t\t -2927 \t 11902\n", + "GCD(39203, 9641) = 1, with coefficients -2927 and 11902 such that 1 = (-2927)*39203 + (11902)*9641\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9642 \t 4 \t 635 \t 1 \t 0\n", + "1 \t 9642 \t 635 \t 15 \t 117 \t 0 \t 1\n", + "2 \t 635 \t 117 \t 5 \t 50 \t 1 \t -4\n", + "3 \t 117 \t 50 \t 2 \t 17 \t -15 \t 61\n", + "4 \t 50 \t 17 \t 2 \t 16 \t 76 \t -309\n", + "5 \t 17 \t 16 \t 1 \t 1 \t -167 \t 679\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 410 \t -1667\n", + "\t\t\t\t\t -577 \t 2346\n", + "GCD(39203, 9642) = 1, with coefficients -577 and 2346 such that 1 = (-577)*39203 + (2346)*9642\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9643 \t 4 \t 631 \t 1 \t 0\n", + "1 \t 9643 \t 631 \t 15 \t 178 \t 0 \t 1\n", + "2 \t 631 \t 178 \t 3 \t 97 \t 1 \t -4\n", + "3 \t 178 \t 97 \t 1 \t 81 \t -15 \t 61\n", + "4 \t 97 \t 81 \t 1 \t 16 \t 46 \t -187\n", + "5 \t 81 \t 16 \t 5 \t 1 \t -61 \t 248\n", + "6 \t 16 \t 1 \t 16 \t 0 \t 107 \t -435\n", + "\t\t\t\t\t -596 \t 2423\n", + "GCD(39203, 9643) = 1, with coefficients -596 and 2423 such that 1 = (-596)*39203 + (2423)*9643\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9644 \t 4 \t 627 \t 1 \t 0\n", + "1 \t 9644 \t 627 \t 15 \t 239 \t 0 \t 1\n", + "2 \t 627 \t 239 \t 2 \t 149 \t 1 \t -4\n", + "3 \t 239 \t 149 \t 1 \t 90 \t -15 \t 61\n", + "4 \t 149 \t 90 \t 1 \t 59 \t 31 \t -126\n", + "5 \t 90 \t 59 \t 1 \t 31 \t -46 \t 187\n", + "6 \t 59 \t 31 \t 1 \t 28 \t 77 \t -313\n", + "7 \t 31 \t 28 \t 1 \t 3 \t -123 \t 500\n", + "8 \t 28 \t 3 \t 9 \t 1 \t 200 \t -813\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -323 \t 1313\n", + "\t\t\t\t\t 3107 \t -12630\n", + "GCD(39203, 9644) = 1, with coefficients 3107 and -12630 such that 1 = (3107)*39203 + (-12630)*9644\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9645 \t 4 \t 623 \t 1 \t 0\n", + "1 \t 9645 \t 623 \t 15 \t 300 \t 0 \t 1\n", + "2 \t 623 \t 300 \t 2 \t 23 \t 1 \t -4\n", + "3 \t 300 \t 23 \t 13 \t 1 \t -15 \t 61\n", + "4 \t 23 \t 1 \t 23 \t 0 \t 31 \t -126\n", + "\t\t\t\t\t -418 \t 1699\n", + "GCD(39203, 9645) = 1, with coefficients -418 and 1699 such that 1 = (-418)*39203 + (1699)*9645\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9646 \t 4 \t 619 \t 1 \t 0\n", + "1 \t 9646 \t 619 \t 15 \t 361 \t 0 \t 1\n", + "2 \t 619 \t 361 \t 1 \t 258 \t 1 \t -4\n", + "3 \t 361 \t 258 \t 1 \t 103 \t -15 \t 61\n", + "4 \t 258 \t 103 \t 2 \t 52 \t 16 \t -65\n", + "5 \t 103 \t 52 \t 1 \t 51 \t -31 \t 126\n", + "6 \t 52 \t 51 \t 1 \t 1 \t 78 \t -317\n", + "7 \t 51 \t 1 \t 51 \t 0 \t -109 \t 443\n", + "\t\t\t\t\t 187 \t -760\n", + "GCD(39203, 9646) = 1, with coefficients 187 and -760 such that 1 = (187)*39203 + (-760)*9646\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9647 \t 4 \t 615 \t 1 \t 0\n", + "1 \t 9647 \t 615 \t 15 \t 422 \t 0 \t 1\n", + "2 \t 615 \t 422 \t 1 \t 193 \t 1 \t -4\n", + "3 \t 422 \t 193 \t 2 \t 36 \t -15 \t 61\n", + "4 \t 193 \t 36 \t 5 \t 13 \t 16 \t -65\n", + "5 \t 36 \t 13 \t 2 \t 10 \t -47 \t 191\n", + "6 \t 13 \t 10 \t 1 \t 3 \t 251 \t -1020\n", + "7 \t 10 \t 3 \t 3 \t 1 \t -549 \t 2231\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 800 \t -3251\n", + "\t\t\t\t\t -2949 \t 11984\n", + "GCD(39203, 9647) = 1, with coefficients -2949 and 11984 such that 1 = (-2949)*39203 + (11984)*9647\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9648 \t 4 \t 611 \t 1 \t 0\n", + "1 \t 9648 \t 611 \t 15 \t 483 \t 0 \t 1\n", + "2 \t 611 \t 483 \t 1 \t 128 \t 1 \t -4\n", + "3 \t 483 \t 128 \t 3 \t 99 \t -15 \t 61\n", + "4 \t 128 \t 99 \t 1 \t 29 \t 16 \t -65\n", + "5 \t 99 \t 29 \t 3 \t 12 \t -63 \t 256\n", + "6 \t 29 \t 12 \t 2 \t 5 \t 79 \t -321\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -300 \t 1219\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 679 \t -2759\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1658 \t 6737\n", + "\t\t\t\t\t 3995 \t -16233\n", + "GCD(39203, 9648) = 1, with coefficients 3995 and -16233 such that 1 = (3995)*39203 + (-16233)*9648\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9649 \t 4 \t 607 \t 1 \t 0\n", + "1 \t 9649 \t 607 \t 15 \t 544 \t 0 \t 1\n", + "2 \t 607 \t 544 \t 1 \t 63 \t 1 \t -4\n", + "3 \t 544 \t 63 \t 8 \t 40 \t -15 \t 61\n", + "4 \t 63 \t 40 \t 1 \t 23 \t 16 \t -65\n", + "5 \t 40 \t 23 \t 1 \t 17 \t -143 \t 581\n", + "6 \t 23 \t 17 \t 1 \t 6 \t 159 \t -646\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -302 \t 1227\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 461 \t -1873\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1224 \t 4973\n", + "\t\t\t\t\t 1685 \t -6846\n", + "GCD(39203, 9649) = 1, with coefficients 1685 and -6846 such that 1 = (1685)*39203 + (-6846)*9649\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9650 \t 4 \t 603 \t 1 \t 0\n", + "1 \t 9650 \t 603 \t 16 \t 2 \t 0 \t 1\n", + "2 \t 603 \t 2 \t 301 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -16 \t 65\n", + "\t\t\t\t\t 4817 \t -19569\n", + "GCD(39203, 9650) = 1, with coefficients 4817 and -19569 such that 1 = (4817)*39203 + (-19569)*9650\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9651 \t 4 \t 599 \t 1 \t 0\n", + "1 \t 9651 \t 599 \t 16 \t 67 \t 0 \t 1\n", + "2 \t 599 \t 67 \t 8 \t 63 \t 1 \t -4\n", + "3 \t 67 \t 63 \t 1 \t 4 \t -16 \t 65\n", + "4 \t 63 \t 4 \t 15 \t 3 \t 129 \t -524\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -145 \t 589\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 2304 \t -9359\n", + "\t\t\t\t\t -2449 \t 9948\n", + "GCD(39203, 9651) = 1, with coefficients -2449 and 9948 such that 1 = (-2449)*39203 + (9948)*9651\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9652 \t 4 \t 595 \t 1 \t 0\n", + "1 \t 9652 \t 595 \t 16 \t 132 \t 0 \t 1\n", + "2 \t 595 \t 132 \t 4 \t 67 \t 1 \t -4\n", + "3 \t 132 \t 67 \t 1 \t 65 \t -16 \t 65\n", + "4 \t 67 \t 65 \t 1 \t 2 \t 65 \t -264\n", + "5 \t 65 \t 2 \t 32 \t 1 \t -81 \t 329\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 146 \t -593\n", + "\t\t\t\t\t -4753 \t 19305\n", + "GCD(39203, 9652) = 1, with coefficients -4753 and 19305 such that 1 = (-4753)*39203 + (19305)*9652\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9653 \t 4 \t 591 \t 1 \t 0\n", + "1 \t 9653 \t 591 \t 16 \t 197 \t 0 \t 1\n", + "2 \t 591 \t 197 \t 3 \t 0 \t 1 \t -4\n", + "\t\t\t\t\t -16 \t 65\n", + "GCD(39203, 9653) = 197, with coefficients -16 and 65 such that 197 = (-16)*39203 + (65)*9653\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9654 \t 4 \t 587 \t 1 \t 0\n", + "1 \t 9654 \t 587 \t 16 \t 262 \t 0 \t 1\n", + "2 \t 587 \t 262 \t 2 \t 63 \t 1 \t -4\n", + "3 \t 262 \t 63 \t 4 \t 10 \t -16 \t 65\n", + "4 \t 63 \t 10 \t 6 \t 3 \t 33 \t -134\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -148 \t 601\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 921 \t -3740\n", + "\t\t\t\t\t -2911 \t 11821\n", + "GCD(39203, 9654) = 1, with coefficients -2911 and 11821 such that 1 = (-2911)*39203 + (11821)*9654\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9655 \t 4 \t 583 \t 1 \t 0\n", + "1 \t 9655 \t 583 \t 16 \t 327 \t 0 \t 1\n", + "2 \t 583 \t 327 \t 1 \t 256 \t 1 \t -4\n", + "3 \t 327 \t 256 \t 1 \t 71 \t -16 \t 65\n", + "4 \t 256 \t 71 \t 3 \t 43 \t 17 \t -69\n", + "5 \t 71 \t 43 \t 1 \t 28 \t -33 \t 134\n", + "6 \t 43 \t 28 \t 1 \t 15 \t 116 \t -471\n", + "7 \t 28 \t 15 \t 1 \t 13 \t -149 \t 605\n", + "8 \t 15 \t 13 \t 1 \t 2 \t 265 \t -1076\n", + "9 \t 13 \t 2 \t 6 \t 1 \t -414 \t 1681\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 679 \t -2757\n", + "\t\t\t\t\t -4488 \t 18223\n", + "GCD(39203, 9655) = 1, with coefficients -4488 and 18223 such that 1 = (-4488)*39203 + (18223)*9655\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9656 \t 4 \t 579 \t 1 \t 0\n", + "1 \t 9656 \t 579 \t 16 \t 392 \t 0 \t 1\n", + "2 \t 579 \t 392 \t 1 \t 187 \t 1 \t -4\n", + "3 \t 392 \t 187 \t 2 \t 18 \t -16 \t 65\n", + "4 \t 187 \t 18 \t 10 \t 7 \t 17 \t -69\n", + "5 \t 18 \t 7 \t 2 \t 4 \t -50 \t 203\n", + "6 \t 7 \t 4 \t 1 \t 3 \t 517 \t -2099\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -1084 \t 4401\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1601 \t -6500\n", + "\t\t\t\t\t -2685 \t 10901\n", + "GCD(39203, 9656) = 1, with coefficients -2685 and 10901 such that 1 = (-2685)*39203 + (10901)*9656\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9657 \t 4 \t 575 \t 1 \t 0\n", + "1 \t 9657 \t 575 \t 16 \t 457 \t 0 \t 1\n", + "2 \t 575 \t 457 \t 1 \t 118 \t 1 \t -4\n", + "3 \t 457 \t 118 \t 3 \t 103 \t -16 \t 65\n", + "4 \t 118 \t 103 \t 1 \t 15 \t 17 \t -69\n", + "5 \t 103 \t 15 \t 6 \t 13 \t -67 \t 272\n", + "6 \t 15 \t 13 \t 1 \t 2 \t 84 \t -341\n", + "7 \t 13 \t 2 \t 6 \t 1 \t -571 \t 2318\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 655 \t -2659\n", + "\t\t\t\t\t -4501 \t 18272\n", + "GCD(39203, 9657) = 1, with coefficients -4501 and 18272 such that 1 = (-4501)*39203 + (18272)*9657\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9658 \t 4 \t 571 \t 1 \t 0\n", + "1 \t 9658 \t 571 \t 16 \t 522 \t 0 \t 1\n", + "2 \t 571 \t 522 \t 1 \t 49 \t 1 \t -4\n", + "3 \t 522 \t 49 \t 10 \t 32 \t -16 \t 65\n", + "4 \t 49 \t 32 \t 1 \t 17 \t 17 \t -69\n", + "5 \t 32 \t 17 \t 1 \t 15 \t -186 \t 755\n", + "6 \t 17 \t 15 \t 1 \t 2 \t 203 \t -824\n", + "7 \t 15 \t 2 \t 7 \t 1 \t -389 \t 1579\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 592 \t -2403\n", + "\t\t\t\t\t -4533 \t 18400\n", + "GCD(39203, 9658) = 1, with coefficients -4533 and 18400 such that 1 = (-4533)*39203 + (18400)*9658\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9659 \t 4 \t 567 \t 1 \t 0\n", + "1 \t 9659 \t 567 \t 17 \t 20 \t 0 \t 1\n", + "2 \t 567 \t 20 \t 28 \t 7 \t 1 \t -4\n", + "3 \t 20 \t 7 \t 2 \t 6 \t -17 \t 69\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 477 \t -1936\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -971 \t 3941\n", + "\t\t\t\t\t 1448 \t -5877\n", + "GCD(39203, 9659) = 1, with coefficients 1448 and -5877 such that 1 = (1448)*39203 + (-5877)*9659\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9660 \t 4 \t 563 \t 1 \t 0\n", + "1 \t 9660 \t 563 \t 17 \t 89 \t 0 \t 1\n", + "2 \t 563 \t 89 \t 6 \t 29 \t 1 \t -4\n", + "3 \t 89 \t 29 \t 3 \t 2 \t -17 \t 69\n", + "4 \t 29 \t 2 \t 14 \t 1 \t 103 \t -418\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -326 \t 1323\n", + "\t\t\t\t\t 4667 \t -18940\n", + "GCD(39203, 9660) = 1, with coefficients 4667 and -18940 such that 1 = (4667)*39203 + (-18940)*9660\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9661 \t 4 \t 559 \t 1 \t 0\n", + "1 \t 9661 \t 559 \t 17 \t 158 \t 0 \t 1\n", + "2 \t 559 \t 158 \t 3 \t 85 \t 1 \t -4\n", + "3 \t 158 \t 85 \t 1 \t 73 \t -17 \t 69\n", + "4 \t 85 \t 73 \t 1 \t 12 \t 52 \t -211\n", + "5 \t 73 \t 12 \t 6 \t 1 \t -69 \t 280\n", + "6 \t 12 \t 1 \t 12 \t 0 \t 121 \t -491\n", + "\t\t\t\t\t -795 \t 3226\n", + "GCD(39203, 9661) = 1, with coefficients -795 and 3226 such that 1 = (-795)*39203 + (3226)*9661\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9662 \t 4 \t 555 \t 1 \t 0\n", + "1 \t 9662 \t 555 \t 17 \t 227 \t 0 \t 1\n", + "2 \t 555 \t 227 \t 2 \t 101 \t 1 \t -4\n", + "3 \t 227 \t 101 \t 2 \t 25 \t -17 \t 69\n", + "4 \t 101 \t 25 \t 4 \t 1 \t 35 \t -142\n", + "5 \t 25 \t 1 \t 25 \t 0 \t -87 \t 353\n", + "\t\t\t\t\t 383 \t -1554\n", + "GCD(39203, 9662) = 1, with coefficients 383 and -1554 such that 1 = (383)*39203 + (-1554)*9662\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9663 \t 4 \t 551 \t 1 \t 0\n", + "1 \t 9663 \t 551 \t 17 \t 296 \t 0 \t 1\n", + "2 \t 551 \t 296 \t 1 \t 255 \t 1 \t -4\n", + "3 \t 296 \t 255 \t 1 \t 41 \t -17 \t 69\n", + "4 \t 255 \t 41 \t 6 \t 9 \t 18 \t -73\n", + "5 \t 41 \t 9 \t 4 \t 5 \t -35 \t 142\n", + "6 \t 9 \t 5 \t 1 \t 4 \t 228 \t -925\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -947 \t 3842\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1175 \t -4767\n", + "\t\t\t\t\t -2122 \t 8609\n", + "GCD(39203, 9663) = 1, with coefficients -2122 and 8609 such that 1 = (-2122)*39203 + (8609)*9663\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9664 \t 4 \t 547 \t 1 \t 0\n", + "1 \t 9664 \t 547 \t 17 \t 365 \t 0 \t 1\n", + "2 \t 547 \t 365 \t 1 \t 182 \t 1 \t -4\n", + "3 \t 365 \t 182 \t 2 \t 1 \t -17 \t 69\n", + "4 \t 182 \t 1 \t 182 \t 0 \t 18 \t -73\n", + "\t\t\t\t\t -53 \t 215\n", + "GCD(39203, 9664) = 1, with coefficients -53 and 215 such that 1 = (-53)*39203 + (215)*9664\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9665 \t 4 \t 543 \t 1 \t 0\n", + "1 \t 9665 \t 543 \t 17 \t 434 \t 0 \t 1\n", + "2 \t 543 \t 434 \t 1 \t 109 \t 1 \t -4\n", + "3 \t 434 \t 109 \t 3 \t 107 \t -17 \t 69\n", + "4 \t 109 \t 107 \t 1 \t 2 \t 18 \t -73\n", + "5 \t 107 \t 2 \t 53 \t 1 \t -71 \t 288\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 89 \t -361\n", + "\t\t\t\t\t -4788 \t 19421\n", + "GCD(39203, 9665) = 1, with coefficients -4788 and 19421 such that 1 = (-4788)*39203 + (19421)*9665\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9666 \t 4 \t 539 \t 1 \t 0\n", + "1 \t 9666 \t 539 \t 17 \t 503 \t 0 \t 1\n", + "2 \t 539 \t 503 \t 1 \t 36 \t 1 \t -4\n", + "3 \t 503 \t 36 \t 13 \t 35 \t -17 \t 69\n", + "4 \t 36 \t 35 \t 1 \t 1 \t 18 \t -73\n", + "5 \t 35 \t 1 \t 35 \t 0 \t -251 \t 1018\n", + "\t\t\t\t\t 269 \t -1091\n", + "GCD(39203, 9666) = 1, with coefficients 269 and -1091 such that 1 = (269)*39203 + (-1091)*9666\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9667 \t 4 \t 535 \t 1 \t 0\n", + "1 \t 9667 \t 535 \t 18 \t 37 \t 0 \t 1\n", + "2 \t 535 \t 37 \t 14 \t 17 \t 1 \t -4\n", + "3 \t 37 \t 17 \t 2 \t 3 \t -18 \t 73\n", + "4 \t 17 \t 3 \t 5 \t 2 \t 253 \t -1026\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -524 \t 2125\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2873 \t -11651\n", + "\t\t\t\t\t -3397 \t 13776\n", + "GCD(39203, 9667) = 1, with coefficients -3397 and 13776 such that 1 = (-3397)*39203 + (13776)*9667\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9668 \t 4 \t 531 \t 1 \t 0\n", + "1 \t 9668 \t 531 \t 18 \t 110 \t 0 \t 1\n", + "2 \t 531 \t 110 \t 4 \t 91 \t 1 \t -4\n", + "3 \t 110 \t 91 \t 1 \t 19 \t -18 \t 73\n", + "4 \t 91 \t 19 \t 4 \t 15 \t 73 \t -296\n", + "5 \t 19 \t 15 \t 1 \t 4 \t -91 \t 369\n", + "6 \t 15 \t 4 \t 3 \t 3 \t 437 \t -1772\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -528 \t 2141\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 2021 \t -8195\n", + "\t\t\t\t\t -2549 \t 10336\n", + "GCD(39203, 9668) = 1, with coefficients -2549 and 10336 such that 1 = (-2549)*39203 + (10336)*9668\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9669 \t 4 \t 527 \t 1 \t 0\n", + "1 \t 9669 \t 527 \t 18 \t 183 \t 0 \t 1\n", + "2 \t 527 \t 183 \t 2 \t 161 \t 1 \t -4\n", + "3 \t 183 \t 161 \t 1 \t 22 \t -18 \t 73\n", + "4 \t 161 \t 22 \t 7 \t 7 \t 37 \t -150\n", + "5 \t 22 \t 7 \t 3 \t 1 \t -55 \t 223\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 422 \t -1711\n", + "\t\t\t\t\t -1321 \t 5356\n", + "GCD(39203, 9669) = 1, with coefficients -1321 and 5356 such that 1 = (-1321)*39203 + (5356)*9669\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9670 \t 4 \t 523 \t 1 \t 0\n", + "1 \t 9670 \t 523 \t 18 \t 256 \t 0 \t 1\n", + "2 \t 523 \t 256 \t 2 \t 11 \t 1 \t -4\n", + "3 \t 256 \t 11 \t 23 \t 3 \t -18 \t 73\n", + "4 \t 11 \t 3 \t 3 \t 2 \t 37 \t -150\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -869 \t 3523\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2644 \t -10719\n", + "\t\t\t\t\t -3513 \t 14242\n", + "GCD(39203, 9670) = 1, with coefficients -3513 and 14242 such that 1 = (-3513)*39203 + (14242)*9670\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9671 \t 4 \t 519 \t 1 \t 0\n", + "1 \t 9671 \t 519 \t 18 \t 329 \t 0 \t 1\n", + "2 \t 519 \t 329 \t 1 \t 190 \t 1 \t -4\n", + "3 \t 329 \t 190 \t 1 \t 139 \t -18 \t 73\n", + "4 \t 190 \t 139 \t 1 \t 51 \t 19 \t -77\n", + "5 \t 139 \t 51 \t 2 \t 37 \t -37 \t 150\n", + "6 \t 51 \t 37 \t 1 \t 14 \t 56 \t -227\n", + "7 \t 37 \t 14 \t 2 \t 9 \t -149 \t 604\n", + "8 \t 14 \t 9 \t 1 \t 5 \t 205 \t -831\n", + "9 \t 9 \t 5 \t 1 \t 4 \t -559 \t 2266\n", + "10 \t 5 \t 4 \t 1 \t 1 \t 764 \t -3097\n", + "11 \t 4 \t 1 \t 4 \t 0 \t -1323 \t 5363\n", + "\t\t\t\t\t 2087 \t -8460\n", + "GCD(39203, 9671) = 1, with coefficients 2087 and -8460 such that 1 = (2087)*39203 + (-8460)*9671\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9672 \t 4 \t 515 \t 1 \t 0\n", + "1 \t 9672 \t 515 \t 18 \t 402 \t 0 \t 1\n", + "2 \t 515 \t 402 \t 1 \t 113 \t 1 \t -4\n", + "3 \t 402 \t 113 \t 3 \t 63 \t -18 \t 73\n", + "4 \t 113 \t 63 \t 1 \t 50 \t 19 \t -77\n", + "5 \t 63 \t 50 \t 1 \t 13 \t -75 \t 304\n", + "6 \t 50 \t 13 \t 3 \t 11 \t 94 \t -381\n", + "7 \t 13 \t 11 \t 1 \t 2 \t -169 \t 685\n", + "8 \t 11 \t 2 \t 5 \t 1 \t 601 \t -2436\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -770 \t 3121\n", + "\t\t\t\t\t 4451 \t -18041\n", + "GCD(39203, 9672) = 1, with coefficients 4451 and -18041 such that 1 = (4451)*39203 + (-18041)*9672\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9673 \t 4 \t 511 \t 1 \t 0\n", + "1 \t 9673 \t 511 \t 18 \t 475 \t 0 \t 1\n", + "2 \t 511 \t 475 \t 1 \t 36 \t 1 \t -4\n", + "3 \t 475 \t 36 \t 13 \t 7 \t -18 \t 73\n", + "4 \t 36 \t 7 \t 5 \t 1 \t 19 \t -77\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -265 \t 1074\n", + "\t\t\t\t\t 1344 \t -5447\n", + "GCD(39203, 9673) = 1, with coefficients 1344 and -5447 such that 1 = (1344)*39203 + (-5447)*9673\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9674 \t 4 \t 507 \t 1 \t 0\n", + "1 \t 9674 \t 507 \t 19 \t 41 \t 0 \t 1\n", + "2 \t 507 \t 41 \t 12 \t 15 \t 1 \t -4\n", + "3 \t 41 \t 15 \t 2 \t 11 \t -19 \t 77\n", + "4 \t 15 \t 11 \t 1 \t 4 \t 229 \t -928\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -477 \t 1933\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 706 \t -2861\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1889 \t 7655\n", + "\t\t\t\t\t 2595 \t -10516\n", + "GCD(39203, 9674) = 1, with coefficients 2595 and -10516 such that 1 = (2595)*39203 + (-10516)*9674\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9675 \t 4 \t 503 \t 1 \t 0\n", + "1 \t 9675 \t 503 \t 19 \t 118 \t 0 \t 1\n", + "2 \t 503 \t 118 \t 4 \t 31 \t 1 \t -4\n", + "3 \t 118 \t 31 \t 3 \t 25 \t -19 \t 77\n", + "4 \t 31 \t 25 \t 1 \t 6 \t 77 \t -312\n", + "5 \t 25 \t 6 \t 4 \t 1 \t -250 \t 1013\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 327 \t -1325\n", + "\t\t\t\t\t -1558 \t 6313\n", + "GCD(39203, 9675) = 1, with coefficients -1558 and 6313 such that 1 = (-1558)*39203 + (6313)*9675\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9676 \t 4 \t 499 \t 1 \t 0\n", + "1 \t 9676 \t 499 \t 19 \t 195 \t 0 \t 1\n", + "2 \t 499 \t 195 \t 2 \t 109 \t 1 \t -4\n", + "3 \t 195 \t 109 \t 1 \t 86 \t -19 \t 77\n", + "4 \t 109 \t 86 \t 1 \t 23 \t 39 \t -158\n", + "5 \t 86 \t 23 \t 3 \t 17 \t -58 \t 235\n", + "6 \t 23 \t 17 \t 1 \t 6 \t 97 \t -393\n", + "7 \t 17 \t 6 \t 2 \t 5 \t -349 \t 1414\n", + "8 \t 6 \t 5 \t 1 \t 1 \t 446 \t -1807\n", + "9 \t 5 \t 1 \t 5 \t 0 \t -1241 \t 5028\n", + "\t\t\t\t\t 1687 \t -6835\n", + "GCD(39203, 9676) = 1, with coefficients 1687 and -6835 such that 1 = (1687)*39203 + (-6835)*9676\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9677 \t 4 \t 495 \t 1 \t 0\n", + "1 \t 9677 \t 495 \t 19 \t 272 \t 0 \t 1\n", + "2 \t 495 \t 272 \t 1 \t 223 \t 1 \t -4\n", + "3 \t 272 \t 223 \t 1 \t 49 \t -19 \t 77\n", + "4 \t 223 \t 49 \t 4 \t 27 \t 20 \t -81\n", + "5 \t 49 \t 27 \t 1 \t 22 \t -39 \t 158\n", + "6 \t 27 \t 22 \t 1 \t 5 \t 176 \t -713\n", + "7 \t 22 \t 5 \t 4 \t 2 \t -215 \t 871\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 391 \t -1584\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1779 \t 7207\n", + "\t\t\t\t\t 3949 \t -15998\n", + "GCD(39203, 9677) = 1, with coefficients 3949 and -15998 such that 1 = (3949)*39203 + (-15998)*9677\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9678 \t 4 \t 491 \t 1 \t 0\n", + "1 \t 9678 \t 491 \t 19 \t 349 \t 0 \t 1\n", + "2 \t 491 \t 349 \t 1 \t 142 \t 1 \t -4\n", + "3 \t 349 \t 142 \t 2 \t 65 \t -19 \t 77\n", + "4 \t 142 \t 65 \t 2 \t 12 \t 20 \t -81\n", + "5 \t 65 \t 12 \t 5 \t 5 \t -59 \t 239\n", + "6 \t 12 \t 5 \t 2 \t 2 \t 138 \t -559\n", + "7 \t 5 \t 2 \t 2 \t 1 \t -749 \t 3034\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1636 \t -6627\n", + "\t\t\t\t\t -4021 \t 16288\n", + "GCD(39203, 9678) = 1, with coefficients -4021 and 16288 such that 1 = (-4021)*39203 + (16288)*9678\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9679 \t 4 \t 487 \t 1 \t 0\n", + "1 \t 9679 \t 487 \t 19 \t 426 \t 0 \t 1\n", + "2 \t 487 \t 426 \t 1 \t 61 \t 1 \t -4\n", + "3 \t 426 \t 61 \t 6 \t 60 \t -19 \t 77\n", + "4 \t 61 \t 60 \t 1 \t 1 \t 20 \t -81\n", + "5 \t 60 \t 1 \t 60 \t 0 \t -139 \t 563\n", + "\t\t\t\t\t 159 \t -644\n", + "GCD(39203, 9679) = 1, with coefficients 159 and -644 such that 1 = (159)*39203 + (-644)*9679\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9680 \t 4 \t 483 \t 1 \t 0\n", + "1 \t 9680 \t 483 \t 20 \t 20 \t 0 \t 1\n", + "2 \t 483 \t 20 \t 24 \t 3 \t 1 \t -4\n", + "3 \t 20 \t 3 \t 6 \t 2 \t -20 \t 81\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 481 \t -1948\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2906 \t 11769\n", + "\t\t\t\t\t 3387 \t -13717\n", + "GCD(39203, 9680) = 1, with coefficients 3387 and -13717 such that 1 = (3387)*39203 + (-13717)*9680\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9681 \t 4 \t 479 \t 1 \t 0\n", + "1 \t 9681 \t 479 \t 20 \t 101 \t 0 \t 1\n", + "2 \t 479 \t 101 \t 4 \t 75 \t 1 \t -4\n", + "3 \t 101 \t 75 \t 1 \t 26 \t -20 \t 81\n", + "4 \t 75 \t 26 \t 2 \t 23 \t 81 \t -328\n", + "5 \t 26 \t 23 \t 1 \t 3 \t -101 \t 409\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 283 \t -1146\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -384 \t 1555\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2971 \t -12031\n", + "\t\t\t\t\t -3355 \t 13586\n", + "GCD(39203, 9681) = 1, with coefficients -3355 and 13586 such that 1 = (-3355)*39203 + (13586)*9681\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9682 \t 4 \t 475 \t 1 \t 0\n", + "1 \t 9682 \t 475 \t 20 \t 182 \t 0 \t 1\n", + "2 \t 475 \t 182 \t 2 \t 111 \t 1 \t -4\n", + "3 \t 182 \t 111 \t 1 \t 71 \t -20 \t 81\n", + "4 \t 111 \t 71 \t 1 \t 40 \t 41 \t -166\n", + "5 \t 71 \t 40 \t 1 \t 31 \t -61 \t 247\n", + "6 \t 40 \t 31 \t 1 \t 9 \t 102 \t -413\n", + "7 \t 31 \t 9 \t 3 \t 4 \t -163 \t 660\n", + "8 \t 9 \t 4 \t 2 \t 1 \t 265 \t -1073\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -958 \t 3879\n", + "\t\t\t\t\t 2181 \t -8831\n", + "GCD(39203, 9682) = 1, with coefficients 2181 and -8831 such that 1 = (2181)*39203 + (-8831)*9682\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9683 \t 4 \t 471 \t 1 \t 0\n", + "1 \t 9683 \t 471 \t 20 \t 263 \t 0 \t 1\n", + "2 \t 471 \t 263 \t 1 \t 208 \t 1 \t -4\n", + "3 \t 263 \t 208 \t 1 \t 55 \t -20 \t 81\n", + "4 \t 208 \t 55 \t 3 \t 43 \t 21 \t -85\n", + "5 \t 55 \t 43 \t 1 \t 12 \t -41 \t 166\n", + "6 \t 43 \t 12 \t 3 \t 7 \t 144 \t -583\n", + "7 \t 12 \t 7 \t 1 \t 5 \t -185 \t 749\n", + "8 \t 7 \t 5 \t 1 \t 2 \t 699 \t -2830\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -884 \t 3579\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1583 \t -6409\n", + "\t\t\t\t\t -4050 \t 16397\n", + "GCD(39203, 9683) = 1, with coefficients -4050 and 16397 such that 1 = (-4050)*39203 + (16397)*9683\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9684 \t 4 \t 467 \t 1 \t 0\n", + "1 \t 9684 \t 467 \t 20 \t 344 \t 0 \t 1\n", + "2 \t 467 \t 344 \t 1 \t 123 \t 1 \t -4\n", + "3 \t 344 \t 123 \t 2 \t 98 \t -20 \t 81\n", + "4 \t 123 \t 98 \t 1 \t 25 \t 21 \t -85\n", + "5 \t 98 \t 25 \t 3 \t 23 \t -62 \t 251\n", + "6 \t 25 \t 23 \t 1 \t 2 \t 83 \t -336\n", + "7 \t 23 \t 2 \t 11 \t 1 \t -311 \t 1259\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 394 \t -1595\n", + "\t\t\t\t\t -4645 \t 18804\n", + "GCD(39203, 9684) = 1, with coefficients -4645 and 18804 such that 1 = (-4645)*39203 + (18804)*9684\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9685 \t 4 \t 463 \t 1 \t 0\n", + "1 \t 9685 \t 463 \t 20 \t 425 \t 0 \t 1\n", + "2 \t 463 \t 425 \t 1 \t 38 \t 1 \t -4\n", + "3 \t 425 \t 38 \t 11 \t 7 \t -20 \t 81\n", + "4 \t 38 \t 7 \t 5 \t 3 \t 21 \t -85\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -251 \t 1016\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1276 \t -5165\n", + "\t\t\t\t\t -2803 \t 11346\n", + "GCD(39203, 9685) = 1, with coefficients -2803 and 11346 such that 1 = (-2803)*39203 + (11346)*9685\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9686 \t 4 \t 459 \t 1 \t 0\n", + "1 \t 9686 \t 459 \t 21 \t 47 \t 0 \t 1\n", + "2 \t 459 \t 47 \t 9 \t 36 \t 1 \t -4\n", + "3 \t 47 \t 36 \t 1 \t 11 \t -21 \t 85\n", + "4 \t 36 \t 11 \t 3 \t 3 \t 190 \t -769\n", + "5 \t 11 \t 3 \t 3 \t 2 \t -211 \t 854\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 823 \t -3331\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2680 \t 10847\n", + "\t\t\t\t\t 3503 \t -14178\n", + "GCD(39203, 9686) = 1, with coefficients 3503 and -14178 such that 1 = (3503)*39203 + (-14178)*9686\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9687 \t 4 \t 455 \t 1 \t 0\n", + "1 \t 9687 \t 455 \t 21 \t 132 \t 0 \t 1\n", + "2 \t 455 \t 132 \t 3 \t 59 \t 1 \t -4\n", + "3 \t 132 \t 59 \t 2 \t 14 \t -21 \t 85\n", + "4 \t 59 \t 14 \t 4 \t 3 \t 64 \t -259\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -149 \t 603\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 660 \t -2671\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2789 \t 11287\n", + "\t\t\t\t\t 3449 \t -13958\n", + "GCD(39203, 9687) = 1, with coefficients 3449 and -13958 such that 1 = (3449)*39203 + (-13958)*9687\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9688 \t 4 \t 451 \t 1 \t 0\n", + "1 \t 9688 \t 451 \t 21 \t 217 \t 0 \t 1\n", + "2 \t 451 \t 217 \t 2 \t 17 \t 1 \t -4\n", + "3 \t 217 \t 17 \t 12 \t 13 \t -21 \t 85\n", + "4 \t 17 \t 13 \t 1 \t 4 \t 43 \t -174\n", + "5 \t 13 \t 4 \t 3 \t 1 \t -537 \t 2173\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 580 \t -2347\n", + "\t\t\t\t\t -2277 \t 9214\n", + "GCD(39203, 9688) = 1, with coefficients -2277 and 9214 such that 1 = (-2277)*39203 + (9214)*9688\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9689 \t 4 \t 447 \t 1 \t 0\n", + "1 \t 9689 \t 447 \t 21 \t 302 \t 0 \t 1\n", + "2 \t 447 \t 302 \t 1 \t 145 \t 1 \t -4\n", + "3 \t 302 \t 145 \t 2 \t 12 \t -21 \t 85\n", + "4 \t 145 \t 12 \t 12 \t 1 \t 22 \t -89\n", + "5 \t 12 \t 1 \t 12 \t 0 \t -65 \t 263\n", + "\t\t\t\t\t 802 \t -3245\n", + "GCD(39203, 9689) = 1, with coefficients 802 and -3245 such that 1 = (802)*39203 + (-3245)*9689\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9690 \t 4 \t 443 \t 1 \t 0\n", + "1 \t 9690 \t 443 \t 21 \t 387 \t 0 \t 1\n", + "2 \t 443 \t 387 \t 1 \t 56 \t 1 \t -4\n", + "3 \t 387 \t 56 \t 6 \t 51 \t -21 \t 85\n", + "4 \t 56 \t 51 \t 1 \t 5 \t 22 \t -89\n", + "5 \t 51 \t 5 \t 10 \t 1 \t -153 \t 619\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 175 \t -708\n", + "\t\t\t\t\t -1903 \t 7699\n", + "GCD(39203, 9690) = 1, with coefficients -1903 and 7699 such that 1 = (-1903)*39203 + (7699)*9690\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9691 \t 4 \t 439 \t 1 \t 0\n", + "1 \t 9691 \t 439 \t 22 \t 33 \t 0 \t 1\n", + "2 \t 439 \t 33 \t 13 \t 10 \t 1 \t -4\n", + "3 \t 33 \t 10 \t 3 \t 3 \t -22 \t 89\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 287 \t -1161\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -883 \t 3572\n", + "\t\t\t\t\t 2936 \t -11877\n", + "GCD(39203, 9691) = 1, with coefficients 2936 and -11877 such that 1 = (2936)*39203 + (-11877)*9691\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9692 \t 4 \t 435 \t 1 \t 0\n", + "1 \t 9692 \t 435 \t 22 \t 122 \t 0 \t 1\n", + "2 \t 435 \t 122 \t 3 \t 69 \t 1 \t -4\n", + "3 \t 122 \t 69 \t 1 \t 53 \t -22 \t 89\n", + "4 \t 69 \t 53 \t 1 \t 16 \t 67 \t -271\n", + "5 \t 53 \t 16 \t 3 \t 5 \t -89 \t 360\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 156 \t -631\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -557 \t 2253\n", + "\t\t\t\t\t 1827 \t -7390\n", + "GCD(39203, 9692) = 1, with coefficients 1827 and -7390 such that 1 = (1827)*39203 + (-7390)*9692\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9693 \t 4 \t 431 \t 1 \t 0\n", + "1 \t 9693 \t 431 \t 22 \t 211 \t 0 \t 1\n", + "2 \t 431 \t 211 \t 2 \t 9 \t 1 \t -4\n", + "3 \t 211 \t 9 \t 23 \t 4 \t -22 \t 89\n", + "4 \t 9 \t 4 \t 2 \t 1 \t 45 \t -182\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -1057 \t 4275\n", + "\t\t\t\t\t 2159 \t -8732\n", + "GCD(39203, 9693) = 1, with coefficients 2159 and -8732 such that 1 = (2159)*39203 + (-8732)*9693\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9694 \t 4 \t 427 \t 1 \t 0\n", + "1 \t 9694 \t 427 \t 22 \t 300 \t 0 \t 1\n", + "2 \t 427 \t 300 \t 1 \t 127 \t 1 \t -4\n", + "3 \t 300 \t 127 \t 2 \t 46 \t -22 \t 89\n", + "4 \t 127 \t 46 \t 2 \t 35 \t 23 \t -93\n", + "5 \t 46 \t 35 \t 1 \t 11 \t -68 \t 275\n", + "6 \t 35 \t 11 \t 3 \t 2 \t 159 \t -643\n", + "7 \t 11 \t 2 \t 5 \t 1 \t -227 \t 918\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 840 \t -3397\n", + "\t\t\t\t\t -4427 \t 17903\n", + "GCD(39203, 9694) = 1, with coefficients -4427 and 17903 such that 1 = (-4427)*39203 + (17903)*9694\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9695 \t 4 \t 423 \t 1 \t 0\n", + "1 \t 9695 \t 423 \t 22 \t 389 \t 0 \t 1\n", + "2 \t 423 \t 389 \t 1 \t 34 \t 1 \t -4\n", + "3 \t 389 \t 34 \t 11 \t 15 \t -22 \t 89\n", + "4 \t 34 \t 15 \t 2 \t 4 \t 23 \t -93\n", + "5 \t 15 \t 4 \t 3 \t 3 \t -275 \t 1112\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 573 \t -2317\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1994 \t 8063\n", + "\t\t\t\t\t 2567 \t -10380\n", + "GCD(39203, 9695) = 1, with coefficients 2567 and -10380 such that 1 = (2567)*39203 + (-10380)*9695\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9696 \t 4 \t 419 \t 1 \t 0\n", + "1 \t 9696 \t 419 \t 23 \t 59 \t 0 \t 1\n", + "2 \t 419 \t 59 \t 7 \t 6 \t 1 \t -4\n", + "3 \t 59 \t 6 \t 9 \t 5 \t -23 \t 93\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 162 \t -655\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -1481 \t 5988\n", + "\t\t\t\t\t 1643 \t -6643\n", + "GCD(39203, 9696) = 1, with coefficients 1643 and -6643 such that 1 = (1643)*39203 + (-6643)*9696\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9697 \t 4 \t 415 \t 1 \t 0\n", + "1 \t 9697 \t 415 \t 23 \t 152 \t 0 \t 1\n", + "2 \t 415 \t 152 \t 2 \t 111 \t 1 \t -4\n", + "3 \t 152 \t 111 \t 1 \t 41 \t -23 \t 93\n", + "4 \t 111 \t 41 \t 2 \t 29 \t 47 \t -190\n", + "5 \t 41 \t 29 \t 1 \t 12 \t -70 \t 283\n", + "6 \t 29 \t 12 \t 2 \t 5 \t 187 \t -756\n", + "7 \t 12 \t 5 \t 2 \t 2 \t -257 \t 1039\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 701 \t -2834\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1659 \t 6707\n", + "\t\t\t\t\t 4019 \t -16248\n", + "GCD(39203, 9697) = 1, with coefficients 4019 and -16248 such that 1 = (4019)*39203 + (-16248)*9697\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9698 \t 4 \t 411 \t 1 \t 0\n", + "1 \t 9698 \t 411 \t 23 \t 245 \t 0 \t 1\n", + "2 \t 411 \t 245 \t 1 \t 166 \t 1 \t -4\n", + "3 \t 245 \t 166 \t 1 \t 79 \t -23 \t 93\n", + "4 \t 166 \t 79 \t 2 \t 8 \t 24 \t -97\n", + "5 \t 79 \t 8 \t 9 \t 7 \t -47 \t 190\n", + "6 \t 8 \t 7 \t 1 \t 1 \t 118 \t -477\n", + "7 \t 7 \t 1 \t 7 \t 0 \t -1109 \t 4483\n", + "\t\t\t\t\t 1227 \t -4960\n", + "GCD(39203, 9698) = 1, with coefficients 1227 and -4960 such that 1 = (1227)*39203 + (-4960)*9698\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9699 \t 4 \t 407 \t 1 \t 0\n", + "1 \t 9699 \t 407 \t 23 \t 338 \t 0 \t 1\n", + "2 \t 407 \t 338 \t 1 \t 69 \t 1 \t -4\n", + "3 \t 338 \t 69 \t 4 \t 62 \t -23 \t 93\n", + "4 \t 69 \t 62 \t 1 \t 7 \t 24 \t -97\n", + "5 \t 62 \t 7 \t 8 \t 6 \t -119 \t 481\n", + "6 \t 7 \t 6 \t 1 \t 1 \t 143 \t -578\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -1263 \t 5105\n", + "\t\t\t\t\t 1406 \t -5683\n", + "GCD(39203, 9699) = 1, with coefficients 1406 and -5683 such that 1 = (1406)*39203 + (-5683)*9699\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9700 \t 4 \t 403 \t 1 \t 0\n", + "1 \t 9700 \t 403 \t 24 \t 28 \t 0 \t 1\n", + "2 \t 403 \t 28 \t 14 \t 11 \t 1 \t -4\n", + "3 \t 28 \t 11 \t 2 \t 6 \t -24 \t 97\n", + "4 \t 11 \t 6 \t 1 \t 5 \t 337 \t -1362\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -698 \t 2821\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 1035 \t -4183\n", + "\t\t\t\t\t -1733 \t 7004\n", + "GCD(39203, 9700) = 1, with coefficients -1733 and 7004 such that 1 = (-1733)*39203 + (7004)*9700\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9701 \t 4 \t 399 \t 1 \t 0\n", + "1 \t 9701 \t 399 \t 24 \t 125 \t 0 \t 1\n", + "2 \t 399 \t 125 \t 3 \t 24 \t 1 \t -4\n", + "3 \t 125 \t 24 \t 5 \t 5 \t -24 \t 97\n", + "4 \t 24 \t 5 \t 4 \t 4 \t 73 \t -295\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -389 \t 1572\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1629 \t -6583\n", + "\t\t\t\t\t -2018 \t 8155\n", + "GCD(39203, 9701) = 1, with coefficients -2018 and 8155 such that 1 = (-2018)*39203 + (8155)*9701\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9702 \t 4 \t 395 \t 1 \t 0\n", + "1 \t 9702 \t 395 \t 24 \t 222 \t 0 \t 1\n", + "2 \t 395 \t 222 \t 1 \t 173 \t 1 \t -4\n", + "3 \t 222 \t 173 \t 1 \t 49 \t -24 \t 97\n", + "4 \t 173 \t 49 \t 3 \t 26 \t 25 \t -101\n", + "5 \t 49 \t 26 \t 1 \t 23 \t -49 \t 198\n", + "6 \t 26 \t 23 \t 1 \t 3 \t 172 \t -695\n", + "7 \t 23 \t 3 \t 7 \t 2 \t -221 \t 893\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 393 \t -1588\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2972 \t 12009\n", + "\t\t\t\t\t 3365 \t -13597\n", + "GCD(39203, 9702) = 1, with coefficients 3365 and -13597 such that 1 = (3365)*39203 + (-13597)*9702\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9703 \t 4 \t 391 \t 1 \t 0\n", + "1 \t 9703 \t 391 \t 24 \t 319 \t 0 \t 1\n", + "2 \t 391 \t 319 \t 1 \t 72 \t 1 \t -4\n", + "3 \t 319 \t 72 \t 4 \t 31 \t -24 \t 97\n", + "4 \t 72 \t 31 \t 2 \t 10 \t 25 \t -101\n", + "5 \t 31 \t 10 \t 3 \t 1 \t -124 \t 501\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 273 \t -1103\n", + "\t\t\t\t\t -943 \t 3810\n", + "GCD(39203, 9703) = 1, with coefficients -943 and 3810 such that 1 = (-943)*39203 + (3810)*9703\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9704 \t 4 \t 387 \t 1 \t 0\n", + "1 \t 9704 \t 387 \t 25 \t 29 \t 0 \t 1\n", + "2 \t 387 \t 29 \t 13 \t 10 \t 1 \t -4\n", + "3 \t 29 \t 10 \t 2 \t 9 \t -25 \t 101\n", + "4 \t 10 \t 9 \t 1 \t 1 \t 326 \t -1317\n", + "5 \t 9 \t 1 \t 9 \t 0 \t -677 \t 2735\n", + "\t\t\t\t\t 1003 \t -4052\n", + "GCD(39203, 9704) = 1, with coefficients 1003 and -4052 such that 1 = (1003)*39203 + (-4052)*9704\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9705 \t 4 \t 383 \t 1 \t 0\n", + "1 \t 9705 \t 383 \t 25 \t 130 \t 0 \t 1\n", + "2 \t 383 \t 130 \t 2 \t 123 \t 1 \t -4\n", + "3 \t 130 \t 123 \t 1 \t 7 \t -25 \t 101\n", + "4 \t 123 \t 7 \t 17 \t 4 \t 51 \t -206\n", + "5 \t 7 \t 4 \t 1 \t 3 \t -76 \t 307\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 1343 \t -5425\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1419 \t 5732\n", + "\t\t\t\t\t 2762 \t -11157\n", + "GCD(39203, 9705) = 1, with coefficients 2762 and -11157 such that 1 = (2762)*39203 + (-11157)*9705\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9706 \t 4 \t 379 \t 1 \t 0\n", + "1 \t 9706 \t 379 \t 25 \t 231 \t 0 \t 1\n", + "2 \t 379 \t 231 \t 1 \t 148 \t 1 \t -4\n", + "3 \t 231 \t 148 \t 1 \t 83 \t -25 \t 101\n", + "4 \t 148 \t 83 \t 1 \t 65 \t 26 \t -105\n", + "5 \t 83 \t 65 \t 1 \t 18 \t -51 \t 206\n", + "6 \t 65 \t 18 \t 3 \t 11 \t 77 \t -311\n", + "7 \t 18 \t 11 \t 1 \t 7 \t -128 \t 517\n", + "8 \t 11 \t 7 \t 1 \t 4 \t 461 \t -1862\n", + "9 \t 7 \t 4 \t 1 \t 3 \t -589 \t 2379\n", + "10 \t 4 \t 3 \t 1 \t 1 \t 1050 \t -4241\n", + "11 \t 3 \t 1 \t 3 \t 0 \t -1639 \t 6620\n", + "\t\t\t\t\t 2689 \t -10861\n", + "GCD(39203, 9706) = 1, with coefficients 2689 and -10861 such that 1 = (2689)*39203 + (-10861)*9706\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9707 \t 4 \t 375 \t 1 \t 0\n", + "1 \t 9707 \t 375 \t 25 \t 332 \t 0 \t 1\n", + "2 \t 375 \t 332 \t 1 \t 43 \t 1 \t -4\n", + "3 \t 332 \t 43 \t 7 \t 31 \t -25 \t 101\n", + "4 \t 43 \t 31 \t 1 \t 12 \t 26 \t -105\n", + "5 \t 31 \t 12 \t 2 \t 7 \t -207 \t 836\n", + "6 \t 12 \t 7 \t 1 \t 5 \t 233 \t -941\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -673 \t 2718\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 906 \t -3659\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1579 \t 6377\n", + "\t\t\t\t\t 4064 \t -16413\n", + "GCD(39203, 9707) = 1, with coefficients 4064 and -16413 such that 1 = (4064)*39203 + (-16413)*9707\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9708 \t 4 \t 371 \t 1 \t 0\n", + "1 \t 9708 \t 371 \t 26 \t 62 \t 0 \t 1\n", + "2 \t 371 \t 62 \t 5 \t 61 \t 1 \t -4\n", + "3 \t 62 \t 61 \t 1 \t 1 \t -26 \t 105\n", + "4 \t 61 \t 1 \t 61 \t 0 \t 131 \t -529\n", + "\t\t\t\t\t -157 \t 634\n", + "GCD(39203, 9708) = 1, with coefficients -157 and 634 such that 1 = (-157)*39203 + (634)*9708\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9709 \t 4 \t 367 \t 1 \t 0\n", + "1 \t 9709 \t 367 \t 26 \t 167 \t 0 \t 1\n", + "2 \t 367 \t 167 \t 2 \t 33 \t 1 \t -4\n", + "3 \t 167 \t 33 \t 5 \t 2 \t -26 \t 105\n", + "4 \t 33 \t 2 \t 16 \t 1 \t 53 \t -214\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -291 \t 1175\n", + "\t\t\t\t\t 4709 \t -19014\n", + "GCD(39203, 9709) = 1, with coefficients 4709 and -19014 such that 1 = (4709)*39203 + (-19014)*9709\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9710 \t 4 \t 363 \t 1 \t 0\n", + "1 \t 9710 \t 363 \t 26 \t 272 \t 0 \t 1\n", + "2 \t 363 \t 272 \t 1 \t 91 \t 1 \t -4\n", + "3 \t 272 \t 91 \t 2 \t 90 \t -26 \t 105\n", + "4 \t 91 \t 90 \t 1 \t 1 \t 27 \t -109\n", + "5 \t 90 \t 1 \t 90 \t 0 \t -80 \t 323\n", + "\t\t\t\t\t 107 \t -432\n", + "GCD(39203, 9710) = 1, with coefficients 107 and -432 such that 1 = (107)*39203 + (-432)*9710\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9711 \t 4 \t 359 \t 1 \t 0\n", + "1 \t 9711 \t 359 \t 27 \t 18 \t 0 \t 1\n", + "2 \t 359 \t 18 \t 19 \t 17 \t 1 \t -4\n", + "3 \t 18 \t 17 \t 1 \t 1 \t -27 \t 109\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 514 \t -2075\n", + "\t\t\t\t\t -541 \t 2184\n", + "GCD(39203, 9711) = 1, with coefficients -541 and 2184 such that 1 = (-541)*39203 + (2184)*9711\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9712 \t 4 \t 355 \t 1 \t 0\n", + "1 \t 9712 \t 355 \t 27 \t 127 \t 0 \t 1\n", + "2 \t 355 \t 127 \t 2 \t 101 \t 1 \t -4\n", + "3 \t 127 \t 101 \t 1 \t 26 \t -27 \t 109\n", + "4 \t 101 \t 26 \t 3 \t 23 \t 55 \t -222\n", + "5 \t 26 \t 23 \t 1 \t 3 \t -82 \t 331\n", + "6 \t 23 \t 3 \t 7 \t 2 \t 301 \t -1215\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -383 \t 1546\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2982 \t -12037\n", + "\t\t\t\t\t -3365 \t 13583\n", + "GCD(39203, 9712) = 1, with coefficients -3365 and 13583 such that 1 = (-3365)*39203 + (13583)*9712\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9713 \t 4 \t 351 \t 1 \t 0\n", + "1 \t 9713 \t 351 \t 27 \t 236 \t 0 \t 1\n", + "2 \t 351 \t 236 \t 1 \t 115 \t 1 \t -4\n", + "3 \t 236 \t 115 \t 2 \t 6 \t -27 \t 109\n", + "4 \t 115 \t 6 \t 19 \t 1 \t 28 \t -113\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -83 \t 335\n", + "\t\t\t\t\t 1605 \t -6478\n", + "GCD(39203, 9713) = 1, with coefficients 1605 and -6478 such that 1 = (1605)*39203 + (-6478)*9713\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9714 \t 4 \t 347 \t 1 \t 0\n", + "1 \t 9714 \t 347 \t 27 \t 345 \t 0 \t 1\n", + "2 \t 347 \t 345 \t 1 \t 2 \t 1 \t -4\n", + "3 \t 345 \t 2 \t 172 \t 1 \t -27 \t 109\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 28 \t -113\n", + "\t\t\t\t\t -4843 \t 19545\n", + "GCD(39203, 9714) = 1, with coefficients -4843 and 19545 such that 1 = (-4843)*39203 + (19545)*9714\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9715 \t 4 \t 343 \t 1 \t 0\n", + "1 \t 9715 \t 343 \t 28 \t 111 \t 0 \t 1\n", + "2 \t 343 \t 111 \t 3 \t 10 \t 1 \t -4\n", + "3 \t 111 \t 10 \t 11 \t 1 \t -28 \t 113\n", + "4 \t 10 \t 1 \t 10 \t 0 \t 85 \t -343\n", + "\t\t\t\t\t -963 \t 3886\n", + "GCD(39203, 9715) = 1, with coefficients -963 and 3886 such that 1 = (-963)*39203 + (3886)*9715\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9716 \t 4 \t 339 \t 1 \t 0\n", + "1 \t 9716 \t 339 \t 28 \t 224 \t 0 \t 1\n", + "2 \t 339 \t 224 \t 1 \t 115 \t 1 \t -4\n", + "3 \t 224 \t 115 \t 1 \t 109 \t -28 \t 113\n", + "4 \t 115 \t 109 \t 1 \t 6 \t 29 \t -117\n", + "5 \t 109 \t 6 \t 18 \t 1 \t -57 \t 230\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 86 \t -347\n", + "\t\t\t\t\t -1605 \t 6476\n", + "GCD(39203, 9716) = 1, with coefficients -1605 and 6476 such that 1 = (-1605)*39203 + (6476)*9716\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9717 \t 4 \t 335 \t 1 \t 0\n", + "1 \t 9717 \t 335 \t 29 \t 2 \t 0 \t 1\n", + "2 \t 335 \t 2 \t 167 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -29 \t 117\n", + "\t\t\t\t\t 4844 \t -19543\n", + "GCD(39203, 9717) = 1, with coefficients 4844 and -19543 such that 1 = (4844)*39203 + (-19543)*9717\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9718 \t 4 \t 331 \t 1 \t 0\n", + "1 \t 9718 \t 331 \t 29 \t 119 \t 0 \t 1\n", + "2 \t 331 \t 119 \t 2 \t 93 \t 1 \t -4\n", + "3 \t 119 \t 93 \t 1 \t 26 \t -29 \t 117\n", + "4 \t 93 \t 26 \t 3 \t 15 \t 59 \t -238\n", + "5 \t 26 \t 15 \t 1 \t 11 \t -88 \t 355\n", + "6 \t 15 \t 11 \t 1 \t 4 \t 323 \t -1303\n", + "7 \t 11 \t 4 \t 2 \t 3 \t -411 \t 1658\n", + "8 \t 4 \t 3 \t 1 \t 1 \t 734 \t -2961\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1879 \t 7580\n", + "\t\t\t\t\t 2613 \t -10541\n", + "GCD(39203, 9718) = 1, with coefficients 2613 and -10541 such that 1 = (2613)*39203 + (-10541)*9718\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9719 \t 4 \t 327 \t 1 \t 0\n", + "1 \t 9719 \t 327 \t 29 \t 236 \t 0 \t 1\n", + "2 \t 327 \t 236 \t 1 \t 91 \t 1 \t -4\n", + "3 \t 236 \t 91 \t 2 \t 54 \t -29 \t 117\n", + "4 \t 91 \t 54 \t 1 \t 37 \t 30 \t -121\n", + "5 \t 54 \t 37 \t 1 \t 17 \t -89 \t 359\n", + "6 \t 37 \t 17 \t 2 \t 3 \t 119 \t -480\n", + "7 \t 17 \t 3 \t 5 \t 2 \t -208 \t 839\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 535 \t -2158\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2883 \t 11629\n", + "\t\t\t\t\t 3418 \t -13787\n", + "GCD(39203, 9719) = 1, with coefficients 3418 and -13787 such that 1 = (3418)*39203 + (-13787)*9719\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9720 \t 4 \t 323 \t 1 \t 0\n", + "1 \t 9720 \t 323 \t 30 \t 30 \t 0 \t 1\n", + "2 \t 323 \t 30 \t 10 \t 23 \t 1 \t -4\n", + "3 \t 30 \t 23 \t 1 \t 7 \t -30 \t 121\n", + "4 \t 23 \t 7 \t 3 \t 2 \t 301 \t -1214\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -331 \t 1335\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1294 \t -5219\n", + "\t\t\t\t\t -4213 \t 16992\n", + "GCD(39203, 9720) = 1, with coefficients -4213 and 16992 such that 1 = (-4213)*39203 + (16992)*9720\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9721 \t 4 \t 319 \t 1 \t 0\n", + "1 \t 9721 \t 319 \t 30 \t 151 \t 0 \t 1\n", + "2 \t 319 \t 151 \t 2 \t 17 \t 1 \t -4\n", + "3 \t 151 \t 17 \t 8 \t 15 \t -30 \t 121\n", + "4 \t 17 \t 15 \t 1 \t 2 \t 61 \t -246\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -518 \t 2089\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 579 \t -2335\n", + "\t\t\t\t\t -4571 \t 18434\n", + "GCD(39203, 9721) = 1, with coefficients -4571 and 18434 such that 1 = (-4571)*39203 + (18434)*9721\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9722 \t 4 \t 315 \t 1 \t 0\n", + "1 \t 9722 \t 315 \t 30 \t 272 \t 0 \t 1\n", + "2 \t 315 \t 272 \t 1 \t 43 \t 1 \t -4\n", + "3 \t 272 \t 43 \t 6 \t 14 \t -30 \t 121\n", + "4 \t 43 \t 14 \t 3 \t 1 \t 31 \t -125\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -216 \t 871\n", + "\t\t\t\t\t 679 \t -2738\n", + "GCD(39203, 9722) = 1, with coefficients 679 and -2738 such that 1 = (679)*39203 + (-2738)*9722\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9723 \t 4 \t 311 \t 1 \t 0\n", + "1 \t 9723 \t 311 \t 31 \t 82 \t 0 \t 1\n", + "2 \t 311 \t 82 \t 3 \t 65 \t 1 \t -4\n", + "3 \t 82 \t 65 \t 1 \t 17 \t -31 \t 125\n", + "4 \t 65 \t 17 \t 3 \t 14 \t 94 \t -379\n", + "5 \t 17 \t 14 \t 1 \t 3 \t -125 \t 504\n", + "6 \t 14 \t 3 \t 4 \t 2 \t 469 \t -1891\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -594 \t 2395\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2845 \t -11471\n", + "\t\t\t\t\t -3439 \t 13866\n", + "GCD(39203, 9723) = 1, with coefficients -3439 and 13866 such that 1 = (-3439)*39203 + (13866)*9723\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9724 \t 4 \t 307 \t 1 \t 0\n", + "1 \t 9724 \t 307 \t 31 \t 207 \t 0 \t 1\n", + "2 \t 307 \t 207 \t 1 \t 100 \t 1 \t -4\n", + "3 \t 207 \t 100 \t 2 \t 7 \t -31 \t 125\n", + "4 \t 100 \t 7 \t 14 \t 2 \t 32 \t -129\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -95 \t 383\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1362 \t -5491\n", + "\t\t\t\t\t -4181 \t 16856\n", + "GCD(39203, 9724) = 1, with coefficients -4181 and 16856 such that 1 = (-4181)*39203 + (16856)*9724\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9725 \t 4 \t 303 \t 1 \t 0\n", + "1 \t 9725 \t 303 \t 32 \t 29 \t 0 \t 1\n", + "2 \t 303 \t 29 \t 10 \t 13 \t 1 \t -4\n", + "3 \t 29 \t 13 \t 2 \t 3 \t -32 \t 129\n", + "4 \t 13 \t 3 \t 4 \t 1 \t 321 \t -1294\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -674 \t 2717\n", + "\t\t\t\t\t 3017 \t -12162\n", + "GCD(39203, 9725) = 1, with coefficients 3017 and -12162 such that 1 = (3017)*39203 + (-12162)*9725\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9726 \t 4 \t 299 \t 1 \t 0\n", + "1 \t 9726 \t 299 \t 32 \t 158 \t 0 \t 1\n", + "2 \t 299 \t 158 \t 1 \t 141 \t 1 \t -4\n", + "3 \t 158 \t 141 \t 1 \t 17 \t -32 \t 129\n", + "4 \t 141 \t 17 \t 8 \t 5 \t 33 \t -133\n", + "5 \t 17 \t 5 \t 3 \t 2 \t -65 \t 262\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 553 \t -2229\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1724 \t 6949\n", + "\t\t\t\t\t 4001 \t -16127\n", + "GCD(39203, 9726) = 1, with coefficients 4001 and -16127 such that 1 = (4001)*39203 + (-16127)*9726\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9727 \t 4 \t 295 \t 1 \t 0\n", + "1 \t 9727 \t 295 \t 32 \t 287 \t 0 \t 1\n", + "2 \t 295 \t 287 \t 1 \t 8 \t 1 \t -4\n", + "3 \t 287 \t 8 \t 35 \t 7 \t -32 \t 129\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 33 \t -133\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -1187 \t 4784\n", + "\t\t\t\t\t 1220 \t -4917\n", + "GCD(39203, 9727) = 1, with coefficients 1220 and -4917 such that 1 = (1220)*39203 + (-4917)*9727\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9728 \t 4 \t 291 \t 1 \t 0\n", + "1 \t 9728 \t 291 \t 33 \t 125 \t 0 \t 1\n", + "2 \t 291 \t 125 \t 2 \t 41 \t 1 \t -4\n", + "3 \t 125 \t 41 \t 3 \t 2 \t -33 \t 133\n", + "4 \t 41 \t 2 \t 20 \t 1 \t 67 \t -270\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -234 \t 943\n", + "\t\t\t\t\t 4747 \t -19130\n", + "GCD(39203, 9728) = 1, with coefficients 4747 and -19130 such that 1 = (4747)*39203 + (-19130)*9728\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9729 \t 4 \t 287 \t 1 \t 0\n", + "1 \t 9729 \t 287 \t 33 \t 258 \t 0 \t 1\n", + "2 \t 287 \t 258 \t 1 \t 29 \t 1 \t -4\n", + "3 \t 258 \t 29 \t 8 \t 26 \t -33 \t 133\n", + "4 \t 29 \t 26 \t 1 \t 3 \t 34 \t -137\n", + "5 \t 26 \t 3 \t 8 \t 2 \t -305 \t 1229\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 339 \t -1366\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -3017 \t 12157\n", + "\t\t\t\t\t 3356 \t -13523\n", + "GCD(39203, 9729) = 1, with coefficients 3356 and -13523 such that 1 = (3356)*39203 + (-13523)*9729\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9730 \t 4 \t 283 \t 1 \t 0\n", + "1 \t 9730 \t 283 \t 34 \t 108 \t 0 \t 1\n", + "2 \t 283 \t 108 \t 2 \t 67 \t 1 \t -4\n", + "3 \t 108 \t 67 \t 1 \t 41 \t -34 \t 137\n", + "4 \t 67 \t 41 \t 1 \t 26 \t 69 \t -278\n", + "5 \t 41 \t 26 \t 1 \t 15 \t -103 \t 415\n", + "6 \t 26 \t 15 \t 1 \t 11 \t 172 \t -693\n", + "7 \t 15 \t 11 \t 1 \t 4 \t -275 \t 1108\n", + "8 \t 11 \t 4 \t 2 \t 3 \t 447 \t -1801\n", + "9 \t 4 \t 3 \t 1 \t 1 \t -722 \t 2909\n", + "10 \t 3 \t 1 \t 3 \t 0 \t 1891 \t -7619\n", + "\t\t\t\t\t -2613 \t 10528\n", + "GCD(39203, 9730) = 1, with coefficients -2613 and 10528 such that 1 = (-2613)*39203 + (10528)*9730\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9731 \t 4 \t 279 \t 1 \t 0\n", + "1 \t 9731 \t 279 \t 34 \t 245 \t 0 \t 1\n", + "2 \t 279 \t 245 \t 1 \t 34 \t 1 \t -4\n", + "3 \t 245 \t 34 \t 7 \t 7 \t -34 \t 137\n", + "4 \t 34 \t 7 \t 4 \t 6 \t 35 \t -141\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -279 \t 1124\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 1151 \t -4637\n", + "\t\t\t\t\t -1430 \t 5761\n", + "GCD(39203, 9731) = 1, with coefficients -1430 and 5761 such that 1 = (-1430)*39203 + (5761)*9731\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9732 \t 4 \t 275 \t 1 \t 0\n", + "1 \t 9732 \t 275 \t 35 \t 107 \t 0 \t 1\n", + "2 \t 275 \t 107 \t 2 \t 61 \t 1 \t -4\n", + "3 \t 107 \t 61 \t 1 \t 46 \t -35 \t 141\n", + "4 \t 61 \t 46 \t 1 \t 15 \t 71 \t -286\n", + "5 \t 46 \t 15 \t 3 \t 1 \t -106 \t 427\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 177 \t -713\n", + "\t\t\t\t\t -637 \t 2566\n", + "GCD(39203, 9732) = 1, with coefficients -637 and 2566 such that 1 = (-637)*39203 + (2566)*9732\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9733 \t 4 \t 271 \t 1 \t 0\n", + "1 \t 9733 \t 271 \t 35 \t 248 \t 0 \t 1\n", + "2 \t 271 \t 248 \t 1 \t 23 \t 1 \t -4\n", + "3 \t 248 \t 23 \t 10 \t 18 \t -35 \t 141\n", + "4 \t 23 \t 18 \t 1 \t 5 \t 36 \t -145\n", + "5 \t 18 \t 5 \t 3 \t 3 \t -395 \t 1591\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 431 \t -1736\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1688 \t 6799\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2119 \t -8535\n", + "\t\t\t\t\t -3807 \t 15334\n", + "GCD(39203, 9733) = 1, with coefficients -3807 and 15334 such that 1 = (-3807)*39203 + (15334)*9733\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9734 \t 4 \t 267 \t 1 \t 0\n", + "1 \t 9734 \t 267 \t 36 \t 122 \t 0 \t 1\n", + "2 \t 267 \t 122 \t 2 \t 23 \t 1 \t -4\n", + "3 \t 122 \t 23 \t 5 \t 7 \t -36 \t 145\n", + "4 \t 23 \t 7 \t 3 \t 2 \t 73 \t -294\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -401 \t 1615\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1276 \t -5139\n", + "\t\t\t\t\t -4229 \t 17032\n", + "GCD(39203, 9734) = 1, with coefficients -4229 and 17032 such that 1 = (-4229)*39203 + (17032)*9734\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9735 \t 4 \t 263 \t 1 \t 0\n", + "1 \t 9735 \t 263 \t 37 \t 4 \t 0 \t 1\n", + "2 \t 263 \t 4 \t 65 \t 3 \t 1 \t -4\n", + "3 \t 4 \t 3 \t 1 \t 1 \t -37 \t 149\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 2406 \t -9689\n", + "\t\t\t\t\t -2443 \t 9838\n", + "GCD(39203, 9735) = 1, with coefficients -2443 and 9838 such that 1 = (-2443)*39203 + (9838)*9735\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9736 \t 4 \t 259 \t 1 \t 0\n", + "1 \t 9736 \t 259 \t 37 \t 153 \t 0 \t 1\n", + "2 \t 259 \t 153 \t 1 \t 106 \t 1 \t -4\n", + "3 \t 153 \t 106 \t 1 \t 47 \t -37 \t 149\n", + "4 \t 106 \t 47 \t 2 \t 12 \t 38 \t -153\n", + "5 \t 47 \t 12 \t 3 \t 11 \t -75 \t 302\n", + "6 \t 12 \t 11 \t 1 \t 1 \t 188 \t -757\n", + "7 \t 11 \t 1 \t 11 \t 0 \t -639 \t 2573\n", + "\t\t\t\t\t 827 \t -3330\n", + "GCD(39203, 9736) = 1, with coefficients 827 and -3330 such that 1 = (827)*39203 + (-3330)*9736\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9737 \t 4 \t 255 \t 1 \t 0\n", + "1 \t 9737 \t 255 \t 38 \t 47 \t 0 \t 1\n", + "2 \t 255 \t 47 \t 5 \t 20 \t 1 \t -4\n", + "3 \t 47 \t 20 \t 2 \t 7 \t -38 \t 153\n", + "4 \t 20 \t 7 \t 2 \t 6 \t 191 \t -769\n", + "5 \t 7 \t 6 \t 1 \t 1 \t -420 \t 1691\n", + "6 \t 6 \t 1 \t 6 \t 0 \t 1031 \t -4151\n", + "\t\t\t\t\t -1451 \t 5842\n", + "GCD(39203, 9737) = 1, with coefficients -1451 and 5842 such that 1 = (-1451)*39203 + (5842)*9737\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9738 \t 4 \t 251 \t 1 \t 0\n", + "1 \t 9738 \t 251 \t 38 \t 200 \t 0 \t 1\n", + "2 \t 251 \t 200 \t 1 \t 51 \t 1 \t -4\n", + "3 \t 200 \t 51 \t 3 \t 47 \t -38 \t 153\n", + "4 \t 51 \t 47 \t 1 \t 4 \t 39 \t -157\n", + "5 \t 47 \t 4 \t 11 \t 3 \t -155 \t 624\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 194 \t -781\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -2289 \t 9215\n", + "\t\t\t\t\t 2483 \t -9996\n", + "GCD(39203, 9738) = 1, with coefficients 2483 and -9996 such that 1 = (2483)*39203 + (-9996)*9738\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9739 \t 4 \t 247 \t 1 \t 0\n", + "1 \t 9739 \t 247 \t 39 \t 106 \t 0 \t 1\n", + "2 \t 247 \t 106 \t 2 \t 35 \t 1 \t -4\n", + "3 \t 106 \t 35 \t 3 \t 1 \t -39 \t 157\n", + "4 \t 35 \t 1 \t 35 \t 0 \t 79 \t -318\n", + "\t\t\t\t\t -276 \t 1111\n", + "GCD(39203, 9739) = 1, with coefficients -276 and 1111 such that 1 = (-276)*39203 + (1111)*9739\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9740 \t 4 \t 243 \t 1 \t 0\n", + "1 \t 9740 \t 243 \t 40 \t 20 \t 0 \t 1\n", + "2 \t 243 \t 20 \t 12 \t 3 \t 1 \t -4\n", + "3 \t 20 \t 3 \t 6 \t 2 \t -40 \t 161\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 481 \t -1936\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2926 \t 11777\n", + "\t\t\t\t\t 3407 \t -13713\n", + "GCD(39203, 9740) = 1, with coefficients 3407 and -13713 such that 1 = (3407)*39203 + (-13713)*9740\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9741 \t 4 \t 239 \t 1 \t 0\n", + "1 \t 9741 \t 239 \t 40 \t 181 \t 0 \t 1\n", + "2 \t 239 \t 181 \t 1 \t 58 \t 1 \t -4\n", + "3 \t 181 \t 58 \t 3 \t 7 \t -40 \t 161\n", + "4 \t 58 \t 7 \t 8 \t 2 \t 41 \t -165\n", + "5 \t 7 \t 2 \t 3 \t 1 \t -163 \t 656\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1345 \t -5413\n", + "\t\t\t\t\t -4198 \t 16895\n", + "GCD(39203, 9741) = 1, with coefficients -4198 and 16895 such that 1 = (-4198)*39203 + (16895)*9741\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9742 \t 4 \t 235 \t 1 \t 0\n", + "1 \t 9742 \t 235 \t 41 \t 107 \t 0 \t 1\n", + "2 \t 235 \t 107 \t 2 \t 21 \t 1 \t -4\n", + "3 \t 107 \t 21 \t 5 \t 2 \t -41 \t 165\n", + "4 \t 21 \t 2 \t 10 \t 1 \t 83 \t -334\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -456 \t 1835\n", + "\t\t\t\t\t 4643 \t -18684\n", + "GCD(39203, 9742) = 1, with coefficients 4643 and -18684 such that 1 = (4643)*39203 + (-18684)*9742\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9743 \t 4 \t 231 \t 1 \t 0\n", + "1 \t 9743 \t 231 \t 42 \t 41 \t 0 \t 1\n", + "2 \t 231 \t 41 \t 5 \t 26 \t 1 \t -4\n", + "3 \t 41 \t 26 \t 1 \t 15 \t -42 \t 169\n", + "4 \t 26 \t 15 \t 1 \t 11 \t 211 \t -849\n", + "5 \t 15 \t 11 \t 1 \t 4 \t -253 \t 1018\n", + "6 \t 11 \t 4 \t 2 \t 3 \t 464 \t -1867\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -717 \t 2885\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1898 \t -7637\n", + "\t\t\t\t\t -2615 \t 10522\n", + "GCD(39203, 9743) = 1, with coefficients -2615 and 10522 such that 1 = (-2615)*39203 + (10522)*9743\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9744 \t 4 \t 227 \t 1 \t 0\n", + "1 \t 9744 \t 227 \t 42 \t 210 \t 0 \t 1\n", + "2 \t 227 \t 210 \t 1 \t 17 \t 1 \t -4\n", + "3 \t 210 \t 17 \t 12 \t 6 \t -42 \t 169\n", + "4 \t 17 \t 6 \t 2 \t 5 \t 43 \t -173\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -558 \t 2245\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 1159 \t -4663\n", + "\t\t\t\t\t -1717 \t 6908\n", + "GCD(39203, 9744) = 1, with coefficients -1717 and 6908 such that 1 = (-1717)*39203 + (6908)*9744\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9745 \t 4 \t 223 \t 1 \t 0\n", + "1 \t 9745 \t 223 \t 43 \t 156 \t 0 \t 1\n", + "2 \t 223 \t 156 \t 1 \t 67 \t 1 \t -4\n", + "3 \t 156 \t 67 \t 2 \t 22 \t -43 \t 173\n", + "4 \t 67 \t 22 \t 3 \t 1 \t 44 \t -177\n", + "5 \t 22 \t 1 \t 22 \t 0 \t -131 \t 527\n", + "\t\t\t\t\t 437 \t -1758\n", + "GCD(39203, 9745) = 1, with coefficients 437 and -1758 such that 1 = (437)*39203 + (-1758)*9745\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9746 \t 4 \t 219 \t 1 \t 0\n", + "1 \t 9746 \t 219 \t 44 \t 110 \t 0 \t 1\n", + "2 \t 219 \t 110 \t 1 \t 109 \t 1 \t -4\n", + "3 \t 110 \t 109 \t 1 \t 1 \t -44 \t 177\n", + "4 \t 109 \t 1 \t 109 \t 0 \t 45 \t -181\n", + "\t\t\t\t\t -89 \t 358\n", + "GCD(39203, 9746) = 1, with coefficients -89 and 358 such that 1 = (-89)*39203 + (358)*9746\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9747 \t 4 \t 215 \t 1 \t 0\n", + "1 \t 9747 \t 215 \t 45 \t 72 \t 0 \t 1\n", + "2 \t 215 \t 72 \t 2 \t 71 \t 1 \t -4\n", + "3 \t 72 \t 71 \t 1 \t 1 \t -45 \t 181\n", + "4 \t 71 \t 1 \t 71 \t 0 \t 91 \t -366\n", + "\t\t\t\t\t -136 \t 547\n", + "GCD(39203, 9747) = 1, with coefficients -136 and 547 such that 1 = (-136)*39203 + (547)*9747\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9748 \t 4 \t 211 \t 1 \t 0\n", + "1 \t 9748 \t 211 \t 46 \t 42 \t 0 \t 1\n", + "2 \t 211 \t 42 \t 5 \t 1 \t 1 \t -4\n", + "3 \t 42 \t 1 \t 42 \t 0 \t -46 \t 185\n", + "\t\t\t\t\t 231 \t -929\n", + "GCD(39203, 9748) = 1, with coefficients 231 and -929 such that 1 = (231)*39203 + (-929)*9748\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9749 \t 4 \t 207 \t 1 \t 0\n", + "1 \t 9749 \t 207 \t 47 \t 20 \t 0 \t 1\n", + "2 \t 207 \t 20 \t 10 \t 7 \t 1 \t -4\n", + "3 \t 20 \t 7 \t 2 \t 6 \t -47 \t 189\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 471 \t -1894\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -989 \t 3977\n", + "\t\t\t\t\t 1460 \t -5871\n", + "GCD(39203, 9749) = 1, with coefficients 1460 and -5871 such that 1 = (1460)*39203 + (-5871)*9749\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9750 \t 4 \t 203 \t 1 \t 0\n", + "1 \t 9750 \t 203 \t 48 \t 6 \t 0 \t 1\n", + "2 \t 203 \t 6 \t 33 \t 5 \t 1 \t -4\n", + "3 \t 6 \t 5 \t 1 \t 1 \t -48 \t 193\n", + "4 \t 5 \t 1 \t 5 \t 0 \t 1585 \t -6373\n", + "\t\t\t\t\t -1633 \t 6566\n", + "GCD(39203, 9750) = 1, with coefficients -1633 and 6566 such that 1 = (-1633)*39203 + (6566)*9750\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9751 \t 4 \t 199 \t 1 \t 0\n", + "1 \t 9751 \t 199 \t 49 \t 0 \t 0 \t 1\n", + "\t\t\t\t\t 1 \t -4\n", + "GCD(39203, 9751) = 199, with coefficients 1 and -4 such that 199 = (1)*39203 + (-4)*9751\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9752 \t 4 \t 195 \t 1 \t 0\n", + "1 \t 9752 \t 195 \t 50 \t 2 \t 0 \t 1\n", + "2 \t 195 \t 2 \t 97 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -50 \t 201\n", + "\t\t\t\t\t 4851 \t -19501\n", + "GCD(39203, 9752) = 1, with coefficients 4851 and -19501 such that 1 = (4851)*39203 + (-19501)*9752\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9753 \t 4 \t 191 \t 1 \t 0\n", + "1 \t 9753 \t 191 \t 51 \t 12 \t 0 \t 1\n", + "2 \t 191 \t 12 \t 15 \t 11 \t 1 \t -4\n", + "3 \t 12 \t 11 \t 1 \t 1 \t -51 \t 205\n", + "4 \t 11 \t 1 \t 11 \t 0 \t 766 \t -3079\n", + "\t\t\t\t\t -817 \t 3284\n", + "GCD(39203, 9753) = 1, with coefficients -817 and 3284 such that 1 = (-817)*39203 + (3284)*9753\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9754 \t 4 \t 187 \t 1 \t 0\n", + "1 \t 9754 \t 187 \t 52 \t 30 \t 0 \t 1\n", + "2 \t 187 \t 30 \t 6 \t 7 \t 1 \t -4\n", + "3 \t 30 \t 7 \t 4 \t 2 \t -52 \t 209\n", + "4 \t 7 \t 2 \t 3 \t 1 \t 313 \t -1258\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1304 \t 5241\n", + "\t\t\t\t\t 4225 \t -16981\n", + "GCD(39203, 9754) = 1, with coefficients 4225 and -16981 such that 1 = (4225)*39203 + (-16981)*9754\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9755 \t 4 \t 183 \t 1 \t 0\n", + "1 \t 9755 \t 183 \t 53 \t 56 \t 0 \t 1\n", + "2 \t 183 \t 56 \t 3 \t 15 \t 1 \t -4\n", + "3 \t 56 \t 15 \t 3 \t 11 \t -53 \t 213\n", + "4 \t 15 \t 11 \t 1 \t 4 \t 160 \t -643\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -533 \t 2142\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 693 \t -2785\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1919 \t 7712\n", + "\t\t\t\t\t 2612 \t -10497\n", + "GCD(39203, 9755) = 1, with coefficients 2612 and -10497 such that 1 = (2612)*39203 + (-10497)*9755\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9756 \t 4 \t 179 \t 1 \t 0\n", + "1 \t 9756 \t 179 \t 54 \t 90 \t 0 \t 1\n", + "2 \t 179 \t 90 \t 1 \t 89 \t 1 \t -4\n", + "3 \t 90 \t 89 \t 1 \t 1 \t -54 \t 217\n", + "4 \t 89 \t 1 \t 89 \t 0 \t 55 \t -221\n", + "\t\t\t\t\t -109 \t 438\n", + "GCD(39203, 9756) = 1, with coefficients -109 and 438 such that 1 = (-109)*39203 + (438)*9756\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9757 \t 4 \t 175 \t 1 \t 0\n", + "1 \t 9757 \t 175 \t 55 \t 132 \t 0 \t 1\n", + "2 \t 175 \t 132 \t 1 \t 43 \t 1 \t -4\n", + "3 \t 132 \t 43 \t 3 \t 3 \t -55 \t 221\n", + "4 \t 43 \t 3 \t 14 \t 1 \t 56 \t -225\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -223 \t 896\n", + "\t\t\t\t\t 3178 \t -12769\n", + "GCD(39203, 9757) = 1, with coefficients 3178 and -12769 such that 1 = (3178)*39203 + (-12769)*9757\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9758 \t 4 \t 171 \t 1 \t 0\n", + "1 \t 9758 \t 171 \t 57 \t 11 \t 0 \t 1\n", + "2 \t 171 \t 11 \t 15 \t 6 \t 1 \t -4\n", + "3 \t 11 \t 6 \t 1 \t 5 \t -57 \t 229\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 856 \t -3439\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -913 \t 3668\n", + "\t\t\t\t\t 1769 \t -7107\n", + "GCD(39203, 9758) = 1, with coefficients 1769 and -7107 such that 1 = (1769)*39203 + (-7107)*9758\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9759 \t 4 \t 167 \t 1 \t 0\n", + "1 \t 9759 \t 167 \t 58 \t 73 \t 0 \t 1\n", + "2 \t 167 \t 73 \t 2 \t 21 \t 1 \t -4\n", + "3 \t 73 \t 21 \t 3 \t 10 \t -58 \t 233\n", + "4 \t 21 \t 10 \t 2 \t 1 \t 117 \t -470\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -409 \t 1643\n", + "\t\t\t\t\t 935 \t -3756\n", + "GCD(39203, 9759) = 1, with coefficients 935 and -3756 such that 1 = (935)*39203 + (-3756)*9759\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9760 \t 4 \t 163 \t 1 \t 0\n", + "1 \t 9760 \t 163 \t 59 \t 143 \t 0 \t 1\n", + "2 \t 163 \t 143 \t 1 \t 20 \t 1 \t -4\n", + "3 \t 143 \t 20 \t 7 \t 3 \t -59 \t 237\n", + "4 \t 20 \t 3 \t 6 \t 2 \t 60 \t -241\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -479 \t 1924\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2934 \t -11785\n", + "\t\t\t\t\t -3413 \t 13709\n", + "GCD(39203, 9760) = 1, with coefficients -3413 and 13709 such that 1 = (-3413)*39203 + (13709)*9760\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9761 \t 4 \t 159 \t 1 \t 0\n", + "1 \t 9761 \t 159 \t 61 \t 62 \t 0 \t 1\n", + "2 \t 159 \t 62 \t 2 \t 35 \t 1 \t -4\n", + "3 \t 62 \t 35 \t 1 \t 27 \t -61 \t 245\n", + "4 \t 35 \t 27 \t 1 \t 8 \t 123 \t -494\n", + "5 \t 27 \t 8 \t 3 \t 3 \t -184 \t 739\n", + "6 \t 8 \t 3 \t 2 \t 2 \t 307 \t -1233\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1105 \t 4438\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2517 \t -10109\n", + "\t\t\t\t\t -3622 \t 14547\n", + "GCD(39203, 9761) = 1, with coefficients -3622 and 14547 such that 1 = (-3622)*39203 + (14547)*9761\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9762 \t 4 \t 155 \t 1 \t 0\n", + "1 \t 9762 \t 155 \t 62 \t 152 \t 0 \t 1\n", + "2 \t 155 \t 152 \t 1 \t 3 \t 1 \t -4\n", + "3 \t 152 \t 3 \t 50 \t 2 \t -62 \t 249\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 63 \t -253\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -3212 \t 12899\n", + "\t\t\t\t\t 3275 \t -13152\n", + "GCD(39203, 9762) = 1, with coefficients 3275 and -13152 such that 1 = (3275)*39203 + (-13152)*9762\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9763 \t 4 \t 151 \t 1 \t 0\n", + "1 \t 9763 \t 151 \t 64 \t 99 \t 0 \t 1\n", + "2 \t 151 \t 99 \t 1 \t 52 \t 1 \t -4\n", + "3 \t 99 \t 52 \t 1 \t 47 \t -64 \t 257\n", + "4 \t 52 \t 47 \t 1 \t 5 \t 65 \t -261\n", + "5 \t 47 \t 5 \t 9 \t 2 \t -129 \t 518\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 194 \t -779\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1875 \t 7529\n", + "\t\t\t\t\t 3944 \t -15837\n", + "GCD(39203, 9763) = 1, with coefficients 3944 and -15837 such that 1 = (3944)*39203 + (-15837)*9763\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9764 \t 4 \t 147 \t 1 \t 0\n", + "1 \t 9764 \t 147 \t 66 \t 62 \t 0 \t 1\n", + "2 \t 147 \t 62 \t 2 \t 23 \t 1 \t -4\n", + "3 \t 62 \t 23 \t 2 \t 16 \t -66 \t 265\n", + "4 \t 23 \t 16 \t 1 \t 7 \t 133 \t -534\n", + "5 \t 16 \t 7 \t 2 \t 2 \t -332 \t 1333\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 465 \t -1867\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1262 \t 5067\n", + "\t\t\t\t\t 4251 \t -17068\n", + "GCD(39203, 9764) = 1, with coefficients 4251 and -17068 such that 1 = (4251)*39203 + (-17068)*9764\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9765 \t 4 \t 143 \t 1 \t 0\n", + "1 \t 9765 \t 143 \t 68 \t 41 \t 0 \t 1\n", + "2 \t 143 \t 41 \t 3 \t 20 \t 1 \t -4\n", + "3 \t 41 \t 20 \t 2 \t 1 \t -68 \t 273\n", + "4 \t 20 \t 1 \t 20 \t 0 \t 205 \t -823\n", + "\t\t\t\t\t -478 \t 1919\n", + "GCD(39203, 9765) = 1, with coefficients -478 and 1919 such that 1 = (-478)*39203 + (1919)*9765\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9766 \t 4 \t 139 \t 1 \t 0\n", + "1 \t 9766 \t 139 \t 70 \t 36 \t 0 \t 1\n", + "2 \t 139 \t 36 \t 3 \t 31 \t 1 \t -4\n", + "3 \t 36 \t 31 \t 1 \t 5 \t -70 \t 281\n", + "4 \t 31 \t 5 \t 6 \t 1 \t 211 \t -847\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -281 \t 1128\n", + "\t\t\t\t\t 1897 \t -7615\n", + "GCD(39203, 9766) = 1, with coefficients 1897 and -7615 such that 1 = (1897)*39203 + (-7615)*9766\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9767 \t 4 \t 135 \t 1 \t 0\n", + "1 \t 9767 \t 135 \t 72 \t 47 \t 0 \t 1\n", + "2 \t 135 \t 47 \t 2 \t 41 \t 1 \t -4\n", + "3 \t 47 \t 41 \t 1 \t 6 \t -72 \t 289\n", + "4 \t 41 \t 6 \t 6 \t 5 \t 145 \t -582\n", + "5 \t 6 \t 5 \t 1 \t 1 \t -217 \t 871\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 1447 \t -5808\n", + "\t\t\t\t\t -1664 \t 6679\n", + "GCD(39203, 9767) = 1, with coefficients -1664 and 6679 such that 1 = (-1664)*39203 + (6679)*9767\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9768 \t 4 \t 131 \t 1 \t 0\n", + "1 \t 9768 \t 131 \t 74 \t 74 \t 0 \t 1\n", + "2 \t 131 \t 74 \t 1 \t 57 \t 1 \t -4\n", + "3 \t 74 \t 57 \t 1 \t 17 \t -74 \t 297\n", + "4 \t 57 \t 17 \t 3 \t 6 \t 75 \t -301\n", + "5 \t 17 \t 6 \t 2 \t 5 \t -149 \t 598\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 522 \t -2095\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1193 \t 4788\n", + "\t\t\t\t\t 1715 \t -6883\n", + "GCD(39203, 9768) = 1, with coefficients 1715 and -6883 such that 1 = (1715)*39203 + (-6883)*9768\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9769 \t 4 \t 127 \t 1 \t 0\n", + "1 \t 9769 \t 127 \t 76 \t 117 \t 0 \t 1\n", + "2 \t 127 \t 117 \t 1 \t 10 \t 1 \t -4\n", + "3 \t 117 \t 10 \t 11 \t 7 \t -76 \t 305\n", + "4 \t 10 \t 7 \t 1 \t 3 \t 77 \t -309\n", + "5 \t 7 \t 3 \t 2 \t 1 \t -923 \t 3704\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1000 \t -4013\n", + "\t\t\t\t\t -2923 \t 11730\n", + "GCD(39203, 9769) = 1, with coefficients -2923 and 11730 such that 1 = (-2923)*39203 + (11730)*9769\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9770 \t 4 \t 123 \t 1 \t 0\n", + "1 \t 9770 \t 123 \t 79 \t 53 \t 0 \t 1\n", + "2 \t 123 \t 53 \t 2 \t 17 \t 1 \t -4\n", + "3 \t 53 \t 17 \t 3 \t 2 \t -79 \t 317\n", + "4 \t 17 \t 2 \t 8 \t 1 \t 159 \t -638\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -556 \t 2231\n", + "\t\t\t\t\t 4607 \t -18486\n", + "GCD(39203, 9770) = 1, with coefficients 4607 and -18486 such that 1 = (4607)*39203 + (-18486)*9770\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9771 \t 4 \t 119 \t 1 \t 0\n", + "1 \t 9771 \t 119 \t 82 \t 13 \t 0 \t 1\n", + "2 \t 119 \t 13 \t 9 \t 2 \t 1 \t -4\n", + "3 \t 13 \t 2 \t 6 \t 1 \t -82 \t 329\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 739 \t -2965\n", + "\t\t\t\t\t -4516 \t 18119\n", + "GCD(39203, 9771) = 1, with coefficients -4516 and 18119 such that 1 = (-4516)*39203 + (18119)*9771\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9772 \t 4 \t 115 \t 1 \t 0\n", + "1 \t 9772 \t 115 \t 84 \t 112 \t 0 \t 1\n", + "2 \t 115 \t 112 \t 1 \t 3 \t 1 \t -4\n", + "3 \t 112 \t 3 \t 37 \t 1 \t -84 \t 337\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 85 \t -341\n", + "\t\t\t\t\t -3229 \t 12954\n", + "GCD(39203, 9772) = 1, with coefficients -3229 and 12954 such that 1 = (-3229)*39203 + (12954)*9772\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9773 \t 4 \t 111 \t 1 \t 0\n", + "1 \t 9773 \t 111 \t 88 \t 5 \t 0 \t 1\n", + "2 \t 111 \t 5 \t 22 \t 1 \t 1 \t -4\n", + "3 \t 5 \t 1 \t 5 \t 0 \t -88 \t 353\n", + "\t\t\t\t\t 1937 \t -7770\n", + "GCD(39203, 9773) = 1, with coefficients 1937 and -7770 such that 1 = (1937)*39203 + (-7770)*9773\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9774 \t 4 \t 107 \t 1 \t 0\n", + "1 \t 9774 \t 107 \t 91 \t 37 \t 0 \t 1\n", + "2 \t 107 \t 37 \t 2 \t 33 \t 1 \t -4\n", + "3 \t 37 \t 33 \t 1 \t 4 \t -91 \t 365\n", + "4 \t 33 \t 4 \t 8 \t 1 \t 183 \t -734\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -274 \t 1099\n", + "\t\t\t\t\t 2375 \t -9526\n", + "GCD(39203, 9774) = 1, with coefficients 2375 and -9526 such that 1 = (2375)*39203 + (-9526)*9774\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9775 \t 4 \t 103 \t 1 \t 0\n", + "1 \t 9775 \t 103 \t 94 \t 93 \t 0 \t 1\n", + "2 \t 103 \t 93 \t 1 \t 10 \t 1 \t -4\n", + "3 \t 93 \t 10 \t 9 \t 3 \t -94 \t 377\n", + "4 \t 10 \t 3 \t 3 \t 1 \t 95 \t -381\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -949 \t 3806\n", + "\t\t\t\t\t 2942 \t -11799\n", + "GCD(39203, 9775) = 1, with coefficients 2942 and -11799 such that 1 = (2942)*39203 + (-11799)*9775\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9776 \t 4 \t 99 \t 1 \t 0\n", + "1 \t 9776 \t 99 \t 98 \t 74 \t 0 \t 1\n", + "2 \t 99 \t 74 \t 1 \t 25 \t 1 \t -4\n", + "3 \t 74 \t 25 \t 2 \t 24 \t -98 \t 393\n", + "4 \t 25 \t 24 \t 1 \t 1 \t 99 \t -397\n", + "5 \t 24 \t 1 \t 24 \t 0 \t -296 \t 1187\n", + "\t\t\t\t\t 395 \t -1584\n", + "GCD(39203, 9776) = 1, with coefficients 395 and -1584 such that 1 = (395)*39203 + (-1584)*9776\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9777 \t 4 \t 95 \t 1 \t 0\n", + "1 \t 9777 \t 95 \t 102 \t 87 \t 0 \t 1\n", + "2 \t 95 \t 87 \t 1 \t 8 \t 1 \t -4\n", + "3 \t 87 \t 8 \t 10 \t 7 \t -102 \t 409\n", + "4 \t 8 \t 7 \t 1 \t 1 \t 103 \t -413\n", + "5 \t 7 \t 1 \t 7 \t 0 \t -1132 \t 4539\n", + "\t\t\t\t\t 1235 \t -4952\n", + "GCD(39203, 9777) = 1, with coefficients 1235 and -4952 such that 1 = (1235)*39203 + (-4952)*9777\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9778 \t 4 \t 91 \t 1 \t 0\n", + "1 \t 9778 \t 91 \t 107 \t 41 \t 0 \t 1\n", + "2 \t 91 \t 41 \t 2 \t 9 \t 1 \t -4\n", + "3 \t 41 \t 9 \t 4 \t 5 \t -107 \t 429\n", + "4 \t 9 \t 5 \t 1 \t 4 \t 215 \t -862\n", + "5 \t 5 \t 4 \t 1 \t 1 \t -967 \t 3877\n", + "6 \t 4 \t 1 \t 4 \t 0 \t 1182 \t -4739\n", + "\t\t\t\t\t -2149 \t 8616\n", + "GCD(39203, 9778) = 1, with coefficients -2149 and 8616 such that 1 = (-2149)*39203 + (8616)*9778\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9779 \t 4 \t 87 \t 1 \t 0\n", + "1 \t 9779 \t 87 \t 112 \t 35 \t 0 \t 1\n", + "2 \t 87 \t 35 \t 2 \t 17 \t 1 \t -4\n", + "3 \t 35 \t 17 \t 2 \t 1 \t -112 \t 449\n", + "4 \t 17 \t 1 \t 17 \t 0 \t 225 \t -902\n", + "\t\t\t\t\t -562 \t 2253\n", + "GCD(39203, 9779) = 1, with coefficients -562 and 2253 such that 1 = (-562)*39203 + (2253)*9779\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9780 \t 4 \t 83 \t 1 \t 0\n", + "1 \t 9780 \t 83 \t 117 \t 69 \t 0 \t 1\n", + "2 \t 83 \t 69 \t 1 \t 14 \t 1 \t -4\n", + "3 \t 69 \t 14 \t 4 \t 13 \t -117 \t 469\n", + "4 \t 14 \t 13 \t 1 \t 1 \t 118 \t -473\n", + "5 \t 13 \t 1 \t 13 \t 0 \t -589 \t 2361\n", + "\t\t\t\t\t 707 \t -2834\n", + "GCD(39203, 9780) = 1, with coefficients 707 and -2834 such that 1 = (707)*39203 + (-2834)*9780\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9781 \t 4 \t 79 \t 1 \t 0\n", + "1 \t 9781 \t 79 \t 123 \t 64 \t 0 \t 1\n", + "2 \t 79 \t 64 \t 1 \t 15 \t 1 \t -4\n", + "3 \t 64 \t 15 \t 4 \t 4 \t -123 \t 493\n", + "4 \t 15 \t 4 \t 3 \t 3 \t 124 \t -497\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -619 \t 2481\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1981 \t -7940\n", + "\t\t\t\t\t -2600 \t 10421\n", + "GCD(39203, 9781) = 1, with coefficients -2600 and 10421 such that 1 = (-2600)*39203 + (10421)*9781\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9782 \t 4 \t 75 \t 1 \t 0\n", + "1 \t 9782 \t 75 \t 130 \t 32 \t 0 \t 1\n", + "2 \t 75 \t 32 \t 2 \t 11 \t 1 \t -4\n", + "3 \t 32 \t 11 \t 2 \t 10 \t -130 \t 521\n", + "4 \t 11 \t 10 \t 1 \t 1 \t 261 \t -1046\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -652 \t 2613\n", + "\t\t\t\t\t 913 \t -3659\n", + "GCD(39203, 9782) = 1, with coefficients 913 and -3659 such that 1 = (913)*39203 + (-3659)*9782\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9783 \t 4 \t 71 \t 1 \t 0\n", + "1 \t 9783 \t 71 \t 137 \t 56 \t 0 \t 1\n", + "2 \t 71 \t 56 \t 1 \t 15 \t 1 \t -4\n", + "3 \t 56 \t 15 \t 3 \t 11 \t -137 \t 549\n", + "4 \t 15 \t 11 \t 1 \t 4 \t 138 \t -553\n", + "5 \t 11 \t 4 \t 2 \t 3 \t -551 \t 2208\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 689 \t -2761\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -1929 \t 7730\n", + "\t\t\t\t\t 2618 \t -10491\n", + "GCD(39203, 9783) = 1, with coefficients 2618 and -10491 such that 1 = (2618)*39203 + (-10491)*9783\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9784 \t 4 \t 67 \t 1 \t 0\n", + "1 \t 9784 \t 67 \t 146 \t 2 \t 0 \t 1\n", + "2 \t 67 \t 2 \t 33 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -146 \t 585\n", + "\t\t\t\t\t 4819 \t -19309\n", + "GCD(39203, 9784) = 1, with coefficients 4819 and -19309 such that 1 = (4819)*39203 + (-19309)*9784\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9785 \t 4 \t 63 \t 1 \t 0\n", + "1 \t 9785 \t 63 \t 155 \t 20 \t 0 \t 1\n", + "2 \t 63 \t 20 \t 3 \t 3 \t 1 \t -4\n", + "3 \t 20 \t 3 \t 6 \t 2 \t -155 \t 621\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 466 \t -1867\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2951 \t 11823\n", + "\t\t\t\t\t 3417 \t -13690\n", + "GCD(39203, 9785) = 1, with coefficients 3417 and -13690 such that 1 = (3417)*39203 + (-13690)*9785\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9786 \t 4 \t 59 \t 1 \t 0\n", + "1 \t 9786 \t 59 \t 165 \t 51 \t 0 \t 1\n", + "2 \t 59 \t 51 \t 1 \t 8 \t 1 \t -4\n", + "3 \t 51 \t 8 \t 6 \t 3 \t -165 \t 661\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 166 \t -665\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1161 \t 4651\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2488 \t -9967\n", + "\t\t\t\t\t -3649 \t 14618\n", + "GCD(39203, 9786) = 1, with coefficients -3649 and 14618 such that 1 = (-3649)*39203 + (14618)*9786\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9787 \t 4 \t 55 \t 1 \t 0\n", + "1 \t 9787 \t 55 \t 177 \t 52 \t 0 \t 1\n", + "2 \t 55 \t 52 \t 1 \t 3 \t 1 \t -4\n", + "3 \t 52 \t 3 \t 17 \t 1 \t -177 \t 709\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 178 \t -713\n", + "\t\t\t\t\t -3203 \t 12830\n", + "GCD(39203, 9787) = 1, with coefficients -3203 and 12830 such that 1 = (-3203)*39203 + (12830)*9787\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9788 \t 4 \t 51 \t 1 \t 0\n", + "1 \t 9788 \t 51 \t 191 \t 47 \t 0 \t 1\n", + "2 \t 51 \t 47 \t 1 \t 4 \t 1 \t -4\n", + "3 \t 47 \t 4 \t 11 \t 3 \t -191 \t 765\n", + "4 \t 4 \t 3 \t 1 \t 1 \t 192 \t -769\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -2303 \t 9224\n", + "\t\t\t\t\t 2495 \t -9993\n", + "GCD(39203, 9788) = 1, with coefficients 2495 and -9993 such that 1 = (2495)*39203 + (-9993)*9788\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9789 \t 4 \t 47 \t 1 \t 0\n", + "1 \t 9789 \t 47 \t 208 \t 13 \t 0 \t 1\n", + "2 \t 47 \t 13 \t 3 \t 8 \t 1 \t -4\n", + "3 \t 13 \t 8 \t 1 \t 5 \t -208 \t 833\n", + "4 \t 8 \t 5 \t 1 \t 3 \t 625 \t -2503\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -833 \t 3336\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1458 \t -5839\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2291 \t 9175\n", + "\t\t\t\t\t 3749 \t -15014\n", + "GCD(39203, 9789) = 1, with coefficients 3749 and -15014 such that 1 = (3749)*39203 + (-15014)*9789\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9790 \t 4 \t 43 \t 1 \t 0\n", + "1 \t 9790 \t 43 \t 227 \t 29 \t 0 \t 1\n", + "2 \t 43 \t 29 \t 1 \t 14 \t 1 \t -4\n", + "3 \t 29 \t 14 \t 2 \t 1 \t -227 \t 909\n", + "4 \t 14 \t 1 \t 14 \t 0 \t 228 \t -913\n", + "\t\t\t\t\t -683 \t 2735\n", + "GCD(39203, 9790) = 1, with coefficients -683 and 2735 such that 1 = (-683)*39203 + (2735)*9790\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9791 \t 4 \t 39 \t 1 \t 0\n", + "1 \t 9791 \t 39 \t 251 \t 2 \t 0 \t 1\n", + "2 \t 39 \t 2 \t 19 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -251 \t 1005\n", + "\t\t\t\t\t 4770 \t -19099\n", + "GCD(39203, 9791) = 1, with coefficients 4770 and -19099 such that 1 = (4770)*39203 + (-19099)*9791\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9792 \t 4 \t 35 \t 1 \t 0\n", + "1 \t 9792 \t 35 \t 279 \t 27 \t 0 \t 1\n", + "2 \t 35 \t 27 \t 1 \t 8 \t 1 \t -4\n", + "3 \t 27 \t 8 \t 3 \t 3 \t -279 \t 1117\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 280 \t -1121\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1119 \t 4480\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2518 \t -10081\n", + "\t\t\t\t\t -3637 \t 14561\n", + "GCD(39203, 9792) = 1, with coefficients -3637 and 14561 such that 1 = (-3637)*39203 + (14561)*9792\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9793 \t 4 \t 31 \t 1 \t 0\n", + "1 \t 9793 \t 31 \t 315 \t 28 \t 0 \t 1\n", + "2 \t 31 \t 28 \t 1 \t 3 \t 1 \t -4\n", + "3 \t 28 \t 3 \t 9 \t 1 \t -315 \t 1261\n", + "4 \t 3 \t 1 \t 3 \t 0 \t 316 \t -1265\n", + "\t\t\t\t\t -3159 \t 12646\n", + "GCD(39203, 9793) = 1, with coefficients -3159 and 12646 such that 1 = (-3159)*39203 + (12646)*9793\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9794 \t 4 \t 27 \t 1 \t 0\n", + "1 \t 9794 \t 27 \t 362 \t 20 \t 0 \t 1\n", + "2 \t 27 \t 20 \t 1 \t 7 \t 1 \t -4\n", + "3 \t 20 \t 7 \t 2 \t 6 \t -362 \t 1449\n", + "4 \t 7 \t 6 \t 1 \t 1 \t 363 \t -1453\n", + "5 \t 6 \t 1 \t 6 \t 0 \t -1088 \t 4355\n", + "\t\t\t\t\t 1451 \t -5808\n", + "GCD(39203, 9794) = 1, with coefficients 1451 and -5808 such that 1 = (1451)*39203 + (-5808)*9794\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9795 \t 4 \t 23 \t 1 \t 0\n", + "1 \t 9795 \t 23 \t 425 \t 20 \t 0 \t 1\n", + "2 \t 23 \t 20 \t 1 \t 3 \t 1 \t -4\n", + "3 \t 20 \t 3 \t 6 \t 2 \t -425 \t 1701\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 426 \t -1705\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2981 \t 11931\n", + "\t\t\t\t\t 3407 \t -13636\n", + "GCD(39203, 9795) = 1, with coefficients 3407 and -13636 such that 1 = (3407)*39203 + (-13636)*9795\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9796 \t 4 \t 19 \t 1 \t 0\n", + "1 \t 9796 \t 19 \t 515 \t 11 \t 0 \t 1\n", + "2 \t 19 \t 11 \t 1 \t 8 \t 1 \t -4\n", + "3 \t 11 \t 8 \t 1 \t 3 \t -515 \t 2061\n", + "4 \t 8 \t 3 \t 2 \t 2 \t 516 \t -2065\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1031 \t 4126\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 2578 \t -10317\n", + "\t\t\t\t\t -3609 \t 14443\n", + "GCD(39203, 9796) = 1, with coefficients -3609 and 14443 such that 1 = (-3609)*39203 + (14443)*9796\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9797 \t 4 \t 15 \t 1 \t 0\n", + "1 \t 9797 \t 15 \t 653 \t 2 \t 0 \t 1\n", + "2 \t 15 \t 2 \t 7 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -653 \t 2613\n", + "\t\t\t\t\t 4572 \t -18295\n", + "GCD(39203, 9797) = 1, with coefficients 4572 and -18295 such that 1 = (4572)*39203 + (-18295)*9797\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9798 \t 4 \t 11 \t 1 \t 0\n", + "1 \t 9798 \t 11 \t 890 \t 8 \t 0 \t 1\n", + "2 \t 11 \t 8 \t 1 \t 3 \t 1 \t -4\n", + "3 \t 8 \t 3 \t 2 \t 2 \t -890 \t 3561\n", + "4 \t 3 \t 2 \t 1 \t 1 \t 891 \t -3565\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -2672 \t 10691\n", + "\t\t\t\t\t 3563 \t -14256\n", + "GCD(39203, 9798) = 1, with coefficients 3563 and -14256 such that 1 = (3563)*39203 + (-14256)*9798\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9799 \t 4 \t 7 \t 1 \t 0\n", + "1 \t 9799 \t 7 \t 1399 \t 6 \t 0 \t 1\n", + "2 \t 7 \t 6 \t 1 \t 1 \t 1 \t -4\n", + "3 \t 6 \t 1 \t 6 \t 0 \t -1399 \t 5597\n", + "\t\t\t\t\t 1400 \t -5601\n", + "GCD(39203, 9799) = 1, with coefficients 1400 and -5601 such that 1 = (1400)*39203 + (-5601)*9799\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9800 \t 4 \t 3 \t 1 \t 0\n", + "1 \t 9800 \t 3 \t 3266 \t 2 \t 0 \t 1\n", + "2 \t 3 \t 2 \t 1 \t 1 \t 1 \t -4\n", + "3 \t 2 \t 1 \t 2 \t 0 \t -3266 \t 13065\n", + "\t\t\t\t\t 3267 \t -13069\n", + "GCD(39203, 9800) = 1, with coefficients 3267 and -13069 such that 1 = (3267)*39203 + (-13069)*9800\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9801 \t 3 \t 9800 \t 1 \t 0\n", + "1 \t 9801 \t 9800 \t 1 \t 1 \t 0 \t 1\n", + "2 \t 9800 \t 1 \t 9800 \t 0 \t 1 \t -3\n", + "\t\t\t\t\t -1 \t 4\n", + "GCD(39203, 9801) = 1, with coefficients -1 and 4 such that 1 = (-1)*39203 + (4)*9801\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9802 \t 3 \t 9797 \t 1 \t 0\n", + "1 \t 9802 \t 9797 \t 1 \t 5 \t 0 \t 1\n", + "2 \t 9797 \t 5 \t 1959 \t 2 \t 1 \t -3\n", + "3 \t 5 \t 2 \t 2 \t 1 \t -1 \t 4\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1960 \t -7839\n", + "\t\t\t\t\t -3921 \t 15682\n", + "GCD(39203, 9802) = 1, with coefficients -3921 and 15682 such that 1 = (-3921)*39203 + (15682)*9802\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9803 \t 3 \t 9794 \t 1 \t 0\n", + "1 \t 9803 \t 9794 \t 1 \t 9 \t 0 \t 1\n", + "2 \t 9794 \t 9 \t 1088 \t 2 \t 1 \t -3\n", + "3 \t 9 \t 2 \t 4 \t 1 \t -1 \t 4\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 1089 \t -4355\n", + "\t\t\t\t\t -4357 \t 17424\n", + "GCD(39203, 9803) = 1, with coefficients -4357 and 17424 such that 1 = (-4357)*39203 + (17424)*9803\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9804 \t 3 \t 9791 \t 1 \t 0\n", + "1 \t 9804 \t 9791 \t 1 \t 13 \t 0 \t 1\n", + "2 \t 9791 \t 13 \t 753 \t 2 \t 1 \t -3\n", + "3 \t 13 \t 2 \t 6 \t 1 \t -1 \t 4\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 754 \t -3015\n", + "\t\t\t\t\t -4525 \t 18094\n", + "GCD(39203, 9804) = 1, with coefficients -4525 and 18094 such that 1 = (-4525)*39203 + (18094)*9804\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9805 \t 3 \t 9788 \t 1 \t 0\n", + "1 \t 9805 \t 9788 \t 1 \t 17 \t 0 \t 1\n", + "2 \t 9788 \t 17 \t 575 \t 13 \t 1 \t -3\n", + "3 \t 17 \t 13 \t 1 \t 4 \t -1 \t 4\n", + "4 \t 13 \t 4 \t 3 \t 1 \t 576 \t -2303\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -577 \t 2307\n", + "\t\t\t\t\t 2307 \t -9224\n", + "GCD(39203, 9805) = 1, with coefficients 2307 and -9224 such that 1 = (2307)*39203 + (-9224)*9805\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9806 \t 3 \t 9785 \t 1 \t 0\n", + "1 \t 9806 \t 9785 \t 1 \t 21 \t 0 \t 1\n", + "2 \t 9785 \t 21 \t 465 \t 20 \t 1 \t -3\n", + "3 \t 21 \t 20 \t 1 \t 1 \t -1 \t 4\n", + "4 \t 20 \t 1 \t 20 \t 0 \t 466 \t -1863\n", + "\t\t\t\t\t -467 \t 1867\n", + "GCD(39203, 9806) = 1, with coefficients -467 and 1867 such that 1 = (-467)*39203 + (1867)*9806\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9807 \t 3 \t 9782 \t 1 \t 0\n", + "1 \t 9807 \t 9782 \t 1 \t 25 \t 0 \t 1\n", + "2 \t 9782 \t 25 \t 391 \t 7 \t 1 \t -3\n", + "3 \t 25 \t 7 \t 3 \t 4 \t -1 \t 4\n", + "4 \t 7 \t 4 \t 1 \t 3 \t 392 \t -1567\n", + "5 \t 4 \t 3 \t 1 \t 1 \t -1177 \t 4705\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 1569 \t -6272\n", + "\t\t\t\t\t -2746 \t 10977\n", + "GCD(39203, 9807) = 1, with coefficients -2746 and 10977 such that 1 = (-2746)*39203 + (10977)*9807\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9808 \t 3 \t 9779 \t 1 \t 0\n", + "1 \t 9808 \t 9779 \t 1 \t 29 \t 0 \t 1\n", + "2 \t 9779 \t 29 \t 337 \t 6 \t 1 \t -3\n", + "3 \t 29 \t 6 \t 4 \t 5 \t -1 \t 4\n", + "4 \t 6 \t 5 \t 1 \t 1 \t 338 \t -1351\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -1353 \t 5408\n", + "\t\t\t\t\t 1691 \t -6759\n", + "GCD(39203, 9808) = 1, with coefficients 1691 and -6759 such that 1 = (1691)*39203 + (-6759)*9808\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9809 \t 3 \t 9776 \t 1 \t 0\n", + "1 \t 9809 \t 9776 \t 1 \t 33 \t 0 \t 1\n", + "2 \t 9776 \t 33 \t 296 \t 8 \t 1 \t -3\n", + "3 \t 33 \t 8 \t 4 \t 1 \t -1 \t 4\n", + "4 \t 8 \t 1 \t 8 \t 0 \t 297 \t -1187\n", + "\t\t\t\t\t -1189 \t 4752\n", + "GCD(39203, 9809) = 1, with coefficients -1189 and 4752 such that 1 = (-1189)*39203 + (4752)*9809\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9810 \t 3 \t 9773 \t 1 \t 0\n", + "1 \t 9810 \t 9773 \t 1 \t 37 \t 0 \t 1\n", + "2 \t 9773 \t 37 \t 264 \t 5 \t 1 \t -3\n", + "3 \t 37 \t 5 \t 7 \t 2 \t -1 \t 4\n", + "4 \t 5 \t 2 \t 2 \t 1 \t 265 \t -1059\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -1856 \t 7417\n", + "\t\t\t\t\t 3977 \t -15893\n", + "GCD(39203, 9810) = 1, with coefficients 3977 and -15893 such that 1 = (3977)*39203 + (-15893)*9810\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9811 \t 3 \t 9770 \t 1 \t 0\n", + "1 \t 9811 \t 9770 \t 1 \t 41 \t 0 \t 1\n", + "2 \t 9770 \t 41 \t 238 \t 12 \t 1 \t -3\n", + "3 \t 41 \t 12 \t 3 \t 5 \t -1 \t 4\n", + "4 \t 12 \t 5 \t 2 \t 2 \t 239 \t -955\n", + "5 \t 5 \t 2 \t 2 \t 1 \t -718 \t 2869\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1675 \t -6693\n", + "\t\t\t\t\t -4068 \t 16255\n", + "GCD(39203, 9811) = 1, with coefficients -4068 and 16255 such that 1 = (-4068)*39203 + (16255)*9811\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9812 \t 3 \t 9767 \t 1 \t 0\n", + "1 \t 9812 \t 9767 \t 1 \t 45 \t 0 \t 1\n", + "2 \t 9767 \t 45 \t 217 \t 2 \t 1 \t -3\n", + "3 \t 45 \t 2 \t 22 \t 1 \t -1 \t 4\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 218 \t -871\n", + "\t\t\t\t\t -4797 \t 19166\n", + "GCD(39203, 9812) = 1, with coefficients -4797 and 19166 such that 1 = (-4797)*39203 + (19166)*9812\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9813 \t 3 \t 9764 \t 1 \t 0\n", + "1 \t 9813 \t 9764 \t 1 \t 49 \t 0 \t 1\n", + "2 \t 9764 \t 49 \t 199 \t 13 \t 1 \t -3\n", + "3 \t 49 \t 13 \t 3 \t 10 \t -1 \t 4\n", + "4 \t 13 \t 10 \t 1 \t 3 \t 200 \t -799\n", + "5 \t 10 \t 3 \t 3 \t 1 \t -601 \t 2401\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 801 \t -3200\n", + "\t\t\t\t\t -3004 \t 12001\n", + "GCD(39203, 9813) = 1, with coefficients -3004 and 12001 such that 1 = (-3004)*39203 + (12001)*9813\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9814 \t 3 \t 9761 \t 1 \t 0\n", + "1 \t 9814 \t 9761 \t 1 \t 53 \t 0 \t 1\n", + "2 \t 9761 \t 53 \t 184 \t 9 \t 1 \t -3\n", + "3 \t 53 \t 9 \t 5 \t 8 \t -1 \t 4\n", + "4 \t 9 \t 8 \t 1 \t 1 \t 185 \t -739\n", + "5 \t 8 \t 1 \t 8 \t 0 \t -926 \t 3699\n", + "\t\t\t\t\t 1111 \t -4438\n", + "GCD(39203, 9814) = 1, with coefficients 1111 and -4438 such that 1 = (1111)*39203 + (-4438)*9814\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9815 \t 3 \t 9758 \t 1 \t 0\n", + "1 \t 9815 \t 9758 \t 1 \t 57 \t 0 \t 1\n", + "2 \t 9758 \t 57 \t 171 \t 11 \t 1 \t -3\n", + "3 \t 57 \t 11 \t 5 \t 2 \t -1 \t 4\n", + "4 \t 11 \t 2 \t 5 \t 1 \t 172 \t -687\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -861 \t 3439\n", + "\t\t\t\t\t 4477 \t -17882\n", + "GCD(39203, 9815) = 1, with coefficients 4477 and -17882 such that 1 = (4477)*39203 + (-17882)*9815\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9816 \t 3 \t 9755 \t 1 \t 0\n", + "1 \t 9816 \t 9755 \t 1 \t 61 \t 0 \t 1\n", + "2 \t 9755 \t 61 \t 159 \t 56 \t 1 \t -3\n", + "3 \t 61 \t 56 \t 1 \t 5 \t -1 \t 4\n", + "4 \t 56 \t 5 \t 11 \t 1 \t 160 \t -639\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -161 \t 643\n", + "\t\t\t\t\t 1931 \t -7712\n", + "GCD(39203, 9816) = 1, with coefficients 1931 and -7712 such that 1 = (1931)*39203 + (-7712)*9816\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9817 \t 3 \t 9752 \t 1 \t 0\n", + "1 \t 9817 \t 9752 \t 1 \t 65 \t 0 \t 1\n", + "2 \t 9752 \t 65 \t 150 \t 2 \t 1 \t -3\n", + "3 \t 65 \t 2 \t 32 \t 1 \t -1 \t 4\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 151 \t -603\n", + "\t\t\t\t\t -4833 \t 19300\n", + "GCD(39203, 9817) = 1, with coefficients -4833 and 19300 such that 1 = (-4833)*39203 + (19300)*9817\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9818 \t 3 \t 9749 \t 1 \t 0\n", + "1 \t 9818 \t 9749 \t 1 \t 69 \t 0 \t 1\n", + "2 \t 9749 \t 69 \t 141 \t 20 \t 1 \t -3\n", + "3 \t 69 \t 20 \t 3 \t 9 \t -1 \t 4\n", + "4 \t 20 \t 9 \t 2 \t 2 \t 142 \t -567\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -427 \t 1705\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 996 \t -3977\n", + "\t\t\t\t\t -4411 \t 17613\n", + "GCD(39203, 9818) = 1, with coefficients -4411 and 17613 such that 1 = (-4411)*39203 + (17613)*9818\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9819 \t 3 \t 9746 \t 1 \t 0\n", + "1 \t 9819 \t 9746 \t 1 \t 73 \t 0 \t 1\n", + "2 \t 9746 \t 73 \t 133 \t 37 \t 1 \t -3\n", + "3 \t 73 \t 37 \t 1 \t 36 \t -1 \t 4\n", + "4 \t 37 \t 36 \t 1 \t 1 \t 134 \t -535\n", + "5 \t 36 \t 1 \t 36 \t 0 \t -135 \t 539\n", + "\t\t\t\t\t 269 \t -1074\n", + "GCD(39203, 9819) = 1, with coefficients 269 and -1074 such that 1 = (269)*39203 + (-1074)*9819\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9820 \t 3 \t 9743 \t 1 \t 0\n", + "1 \t 9820 \t 9743 \t 1 \t 77 \t 0 \t 1\n", + "2 \t 9743 \t 77 \t 126 \t 41 \t 1 \t -3\n", + "3 \t 77 \t 41 \t 1 \t 36 \t -1 \t 4\n", + "4 \t 41 \t 36 \t 1 \t 5 \t 127 \t -507\n", + "5 \t 36 \t 5 \t 7 \t 1 \t -128 \t 511\n", + "6 \t 5 \t 1 \t 5 \t 0 \t 255 \t -1018\n", + "\t\t\t\t\t -1913 \t 7637\n", + "GCD(39203, 9820) = 1, with coefficients -1913 and 7637 such that 1 = (-1913)*39203 + (7637)*9820\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9821 \t 3 \t 9740 \t 1 \t 0\n", + "1 \t 9821 \t 9740 \t 1 \t 81 \t 0 \t 1\n", + "2 \t 9740 \t 81 \t 120 \t 20 \t 1 \t -3\n", + "3 \t 81 \t 20 \t 4 \t 1 \t -1 \t 4\n", + "4 \t 20 \t 1 \t 20 \t 0 \t 121 \t -483\n", + "\t\t\t\t\t -485 \t 1936\n", + "GCD(39203, 9821) = 1, with coefficients -485 and 1936 such that 1 = (-485)*39203 + (1936)*9821\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9822 \t 3 \t 9737 \t 1 \t 0\n", + "1 \t 9822 \t 9737 \t 1 \t 85 \t 0 \t 1\n", + "2 \t 9737 \t 85 \t 114 \t 47 \t 1 \t -3\n", + "3 \t 85 \t 47 \t 1 \t 38 \t -1 \t 4\n", + "4 \t 47 \t 38 \t 1 \t 9 \t 115 \t -459\n", + "5 \t 38 \t 9 \t 4 \t 2 \t -116 \t 463\n", + "6 \t 9 \t 2 \t 4 \t 1 \t 231 \t -922\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1040 \t 4151\n", + "\t\t\t\t\t 4391 \t -17526\n", + "GCD(39203, 9822) = 1, with coefficients 4391 and -17526 such that 1 = (4391)*39203 + (-17526)*9822\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9823 \t 3 \t 9734 \t 1 \t 0\n", + "1 \t 9823 \t 9734 \t 1 \t 89 \t 0 \t 1\n", + "2 \t 9734 \t 89 \t 109 \t 33 \t 1 \t -3\n", + "3 \t 89 \t 33 \t 2 \t 23 \t -1 \t 4\n", + "4 \t 33 \t 23 \t 1 \t 10 \t 110 \t -439\n", + "5 \t 23 \t 10 \t 2 \t 3 \t -221 \t 882\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 331 \t -1321\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -883 \t 3524\n", + "\t\t\t\t\t 2980 \t -11893\n", + "GCD(39203, 9823) = 1, with coefficients 2980 and -11893 such that 1 = (2980)*39203 + (-11893)*9823\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9824 \t 3 \t 9731 \t 1 \t 0\n", + "1 \t 9824 \t 9731 \t 1 \t 93 \t 0 \t 1\n", + "2 \t 9731 \t 93 \t 104 \t 59 \t 1 \t -3\n", + "3 \t 93 \t 59 \t 1 \t 34 \t -1 \t 4\n", + "4 \t 59 \t 34 \t 1 \t 25 \t 105 \t -419\n", + "5 \t 34 \t 25 \t 1 \t 9 \t -106 \t 423\n", + "6 \t 25 \t 9 \t 2 \t 7 \t 211 \t -842\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -317 \t 1265\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 845 \t -3372\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1162 \t 4637\n", + "\t\t\t\t\t 4331 \t -17283\n", + "GCD(39203, 9824) = 1, with coefficients 4331 and -17283 such that 1 = (4331)*39203 + (-17283)*9824\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9825 \t 3 \t 9728 \t 1 \t 0\n", + "1 \t 9825 \t 9728 \t 1 \t 97 \t 0 \t 1\n", + "2 \t 9728 \t 97 \t 100 \t 28 \t 1 \t -3\n", + "3 \t 97 \t 28 \t 3 \t 13 \t -1 \t 4\n", + "4 \t 28 \t 13 \t 2 \t 2 \t 101 \t -403\n", + "5 \t 13 \t 2 \t 6 \t 1 \t -304 \t 1213\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 709 \t -2829\n", + "\t\t\t\t\t -4558 \t 18187\n", + "GCD(39203, 9825) = 1, with coefficients -4558 and 18187 such that 1 = (-4558)*39203 + (18187)*9825\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9826 \t 3 \t 9725 \t 1 \t 0\n", + "1 \t 9826 \t 9725 \t 1 \t 101 \t 0 \t 1\n", + "2 \t 9725 \t 101 \t 96 \t 29 \t 1 \t -3\n", + "3 \t 101 \t 29 \t 3 \t 14 \t -1 \t 4\n", + "4 \t 29 \t 14 \t 2 \t 1 \t 97 \t -387\n", + "5 \t 14 \t 1 \t 14 \t 0 \t -292 \t 1165\n", + "\t\t\t\t\t 681 \t -2717\n", + "GCD(39203, 9826) = 1, with coefficients 681 and -2717 such that 1 = (681)*39203 + (-2717)*9826\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9827 \t 3 \t 9722 \t 1 \t 0\n", + "1 \t 9827 \t 9722 \t 1 \t 105 \t 0 \t 1\n", + "2 \t 9722 \t 105 \t 92 \t 62 \t 1 \t -3\n", + "3 \t 105 \t 62 \t 1 \t 43 \t -1 \t 4\n", + "4 \t 62 \t 43 \t 1 \t 19 \t 93 \t -371\n", + "5 \t 43 \t 19 \t 2 \t 5 \t -94 \t 375\n", + "6 \t 19 \t 5 \t 3 \t 4 \t 187 \t -746\n", + "7 \t 5 \t 4 \t 1 \t 1 \t -468 \t 1867\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1591 \t -6347\n", + "\t\t\t\t\t -2059 \t 8214\n", + "GCD(39203, 9827) = 1, with coefficients -2059 and 8214 such that 1 = (-2059)*39203 + (8214)*9827\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9828 \t 3 \t 9719 \t 1 \t 0\n", + "1 \t 9828 \t 9719 \t 1 \t 109 \t 0 \t 1\n", + "2 \t 9719 \t 109 \t 89 \t 18 \t 1 \t -3\n", + "3 \t 109 \t 18 \t 6 \t 1 \t -1 \t 4\n", + "4 \t 18 \t 1 \t 18 \t 0 \t 90 \t -359\n", + "\t\t\t\t\t -541 \t 2158\n", + "GCD(39203, 9828) = 1, with coefficients -541 and 2158 such that 1 = (-541)*39203 + (2158)*9828\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9829 \t 3 \t 9716 \t 1 \t 0\n", + "1 \t 9829 \t 9716 \t 1 \t 113 \t 0 \t 1\n", + "2 \t 9716 \t 113 \t 85 \t 111 \t 1 \t -3\n", + "3 \t 113 \t 111 \t 1 \t 2 \t -1 \t 4\n", + "4 \t 111 \t 2 \t 55 \t 1 \t 86 \t -343\n", + "5 \t 2 \t 1 \t 2 \t 0 \t -87 \t 347\n", + "\t\t\t\t\t 4871 \t -19428\n", + "GCD(39203, 9829) = 1, with coefficients 4871 and -19428 such that 1 = (4871)*39203 + (-19428)*9829\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9830 \t 3 \t 9713 \t 1 \t 0\n", + "1 \t 9830 \t 9713 \t 1 \t 117 \t 0 \t 1\n", + "2 \t 9713 \t 117 \t 83 \t 2 \t 1 \t -3\n", + "3 \t 117 \t 2 \t 58 \t 1 \t -1 \t 4\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 84 \t -335\n", + "\t\t\t\t\t -4873 \t 19434\n", + "GCD(39203, 9830) = 1, with coefficients -4873 and 19434 such that 1 = (-4873)*39203 + (19434)*9830\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9831 \t 3 \t 9710 \t 1 \t 0\n", + "1 \t 9831 \t 9710 \t 1 \t 121 \t 0 \t 1\n", + "2 \t 9710 \t 121 \t 80 \t 30 \t 1 \t -3\n", + "3 \t 121 \t 30 \t 4 \t 1 \t -1 \t 4\n", + "4 \t 30 \t 1 \t 30 \t 0 \t 81 \t -323\n", + "\t\t\t\t\t -325 \t 1296\n", + "GCD(39203, 9831) = 1, with coefficients -325 and 1296 such that 1 = (-325)*39203 + (1296)*9831\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9832 \t 3 \t 9707 \t 1 \t 0\n", + "1 \t 9832 \t 9707 \t 1 \t 125 \t 0 \t 1\n", + "2 \t 9707 \t 125 \t 77 \t 82 \t 1 \t -3\n", + "3 \t 125 \t 82 \t 1 \t 43 \t -1 \t 4\n", + "4 \t 82 \t 43 \t 1 \t 39 \t 78 \t -311\n", + "5 \t 43 \t 39 \t 1 \t 4 \t -79 \t 315\n", + "6 \t 39 \t 4 \t 9 \t 3 \t 157 \t -626\n", + "7 \t 4 \t 3 \t 1 \t 1 \t -236 \t 941\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 2281 \t -9095\n", + "\t\t\t\t\t -2517 \t 10036\n", + "GCD(39203, 9832) = 1, with coefficients -2517 and 10036 such that 1 = (-2517)*39203 + (10036)*9832\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9833 \t 3 \t 9704 \t 1 \t 0\n", + "1 \t 9833 \t 9704 \t 1 \t 129 \t 0 \t 1\n", + "2 \t 9704 \t 129 \t 75 \t 29 \t 1 \t -3\n", + "3 \t 129 \t 29 \t 4 \t 13 \t -1 \t 4\n", + "4 \t 29 \t 13 \t 2 \t 3 \t 76 \t -303\n", + "5 \t 13 \t 3 \t 4 \t 1 \t -305 \t 1216\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 686 \t -2735\n", + "\t\t\t\t\t -3049 \t 12156\n", + "GCD(39203, 9833) = 1, with coefficients -3049 and 12156 such that 1 = (-3049)*39203 + (12156)*9833\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9834 \t 3 \t 9701 \t 1 \t 0\n", + "1 \t 9834 \t 9701 \t 1 \t 133 \t 0 \t 1\n", + "2 \t 9701 \t 133 \t 72 \t 125 \t 1 \t -3\n", + "3 \t 133 \t 125 \t 1 \t 8 \t -1 \t 4\n", + "4 \t 125 \t 8 \t 15 \t 5 \t 73 \t -291\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -74 \t 295\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 1183 \t -4716\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1257 \t 5011\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2440 \t -9727\n", + "\t\t\t\t\t -3697 \t 14738\n", + "GCD(39203, 9834) = 1, with coefficients -3697 and 14738 such that 1 = (-3697)*39203 + (14738)*9834\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9835 \t 3 \t 9698 \t 1 \t 0\n", + "1 \t 9835 \t 9698 \t 1 \t 137 \t 0 \t 1\n", + "2 \t 9698 \t 137 \t 70 \t 108 \t 1 \t -3\n", + "3 \t 137 \t 108 \t 1 \t 29 \t -1 \t 4\n", + "4 \t 108 \t 29 \t 3 \t 21 \t 71 \t -283\n", + "5 \t 29 \t 21 \t 1 \t 8 \t -72 \t 287\n", + "6 \t 21 \t 8 \t 2 \t 5 \t 287 \t -1144\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -359 \t 1431\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 1005 \t -4006\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1364 \t 5437\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2369 \t -9443\n", + "\t\t\t\t\t -3733 \t 14880\n", + "GCD(39203, 9835) = 1, with coefficients -3733 and 14880 such that 1 = (-3733)*39203 + (14880)*9835\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9836 \t 3 \t 9695 \t 1 \t 0\n", + "1 \t 9836 \t 9695 \t 1 \t 141 \t 0 \t 1\n", + "2 \t 9695 \t 141 \t 68 \t 107 \t 1 \t -3\n", + "3 \t 141 \t 107 \t 1 \t 34 \t -1 \t 4\n", + "4 \t 107 \t 34 \t 3 \t 5 \t 69 \t -275\n", + "5 \t 34 \t 5 \t 6 \t 4 \t -70 \t 279\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 279 \t -1112\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1744 \t 6951\n", + "\t\t\t\t\t 2023 \t -8063\n", + "GCD(39203, 9836) = 1, with coefficients 2023 and -8063 such that 1 = (2023)*39203 + (-8063)*9836\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9837 \t 3 \t 9692 \t 1 \t 0\n", + "1 \t 9837 \t 9692 \t 1 \t 145 \t 0 \t 1\n", + "2 \t 9692 \t 145 \t 66 \t 122 \t 1 \t -3\n", + "3 \t 145 \t 122 \t 1 \t 23 \t -1 \t 4\n", + "4 \t 122 \t 23 \t 5 \t 7 \t 67 \t -267\n", + "5 \t 23 \t 7 \t 3 \t 2 \t -68 \t 271\n", + "6 \t 7 \t 2 \t 3 \t 1 \t 407 \t -1622\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1289 \t 5137\n", + "\t\t\t\t\t 4274 \t -17033\n", + "GCD(39203, 9837) = 1, with coefficients 4274 and -17033 such that 1 = (4274)*39203 + (-17033)*9837\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9838 \t 3 \t 9689 \t 1 \t 0\n", + "1 \t 9838 \t 9689 \t 1 \t 149 \t 0 \t 1\n", + "2 \t 9689 \t 149 \t 65 \t 4 \t 1 \t -3\n", + "3 \t 149 \t 4 \t 37 \t 1 \t -1 \t 4\n", + "4 \t 4 \t 1 \t 4 \t 0 \t 66 \t -263\n", + "\t\t\t\t\t -2443 \t 9735\n", + "GCD(39203, 9838) = 1, with coefficients -2443 and 9735 such that 1 = (-2443)*39203 + (9735)*9838\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9839 \t 3 \t 9686 \t 1 \t 0\n", + "1 \t 9839 \t 9686 \t 1 \t 153 \t 0 \t 1\n", + "2 \t 9686 \t 153 \t 63 \t 47 \t 1 \t -3\n", + "3 \t 153 \t 47 \t 3 \t 12 \t -1 \t 4\n", + "4 \t 47 \t 12 \t 3 \t 11 \t 64 \t -255\n", + "5 \t 12 \t 11 \t 1 \t 1 \t -193 \t 769\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 643 \t -2562\n", + "\t\t\t\t\t -836 \t 3331\n", + "GCD(39203, 9839) = 1, with coefficients -836 and 3331 such that 1 = (-836)*39203 + (3331)*9839\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9840 \t 3 \t 9683 \t 1 \t 0\n", + "1 \t 9840 \t 9683 \t 1 \t 157 \t 0 \t 1\n", + "2 \t 9683 \t 157 \t 61 \t 106 \t 1 \t -3\n", + "3 \t 157 \t 106 \t 1 \t 51 \t -1 \t 4\n", + "4 \t 106 \t 51 \t 2 \t 4 \t 62 \t -247\n", + "5 \t 51 \t 4 \t 12 \t 3 \t -63 \t 251\n", + "6 \t 4 \t 3 \t 1 \t 1 \t 188 \t -749\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -2319 \t 9239\n", + "\t\t\t\t\t 2507 \t -9988\n", + "GCD(39203, 9840) = 1, with coefficients 2507 and -9988 such that 1 = (2507)*39203 + (-9988)*9840\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9841 \t 3 \t 9680 \t 1 \t 0\n", + "1 \t 9841 \t 9680 \t 1 \t 161 \t 0 \t 1\n", + "2 \t 9680 \t 161 \t 60 \t 20 \t 1 \t -3\n", + "3 \t 161 \t 20 \t 8 \t 1 \t -1 \t 4\n", + "4 \t 20 \t 1 \t 20 \t 0 \t 61 \t -243\n", + "\t\t\t\t\t -489 \t 1948\n", + "GCD(39203, 9841) = 1, with coefficients -489 and 1948 such that 1 = (-489)*39203 + (1948)*9841\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9842 \t 3 \t 9677 \t 1 \t 0\n", + "1 \t 9842 \t 9677 \t 1 \t 165 \t 0 \t 1\n", + "2 \t 9677 \t 165 \t 58 \t 107 \t 1 \t -3\n", + "3 \t 165 \t 107 \t 1 \t 58 \t -1 \t 4\n", + "4 \t 107 \t 58 \t 1 \t 49 \t 59 \t -235\n", + "5 \t 58 \t 49 \t 1 \t 9 \t -60 \t 239\n", + "6 \t 49 \t 9 \t 5 \t 4 \t 119 \t -474\n", + "7 \t 9 \t 4 \t 2 \t 1 \t -179 \t 713\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 1014 \t -4039\n", + "\t\t\t\t\t -2207 \t 8791\n", + "GCD(39203, 9842) = 1, with coefficients -2207 and 8791 such that 1 = (-2207)*39203 + (8791)*9842\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9843 \t 3 \t 9674 \t 1 \t 0\n", + "1 \t 9843 \t 9674 \t 1 \t 169 \t 0 \t 1\n", + "2 \t 9674 \t 169 \t 57 \t 41 \t 1 \t -3\n", + "3 \t 169 \t 41 \t 4 \t 5 \t -1 \t 4\n", + "4 \t 41 \t 5 \t 8 \t 1 \t 58 \t -231\n", + "5 \t 5 \t 1 \t 5 \t 0 \t -233 \t 928\n", + "\t\t\t\t\t 1922 \t -7655\n", + "GCD(39203, 9843) = 1, with coefficients 1922 and -7655 such that 1 = (1922)*39203 + (-7655)*9843\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9844 \t 3 \t 9671 \t 1 \t 0\n", + "1 \t 9844 \t 9671 \t 1 \t 173 \t 0 \t 1\n", + "2 \t 9671 \t 173 \t 55 \t 156 \t 1 \t -3\n", + "3 \t 173 \t 156 \t 1 \t 17 \t -1 \t 4\n", + "4 \t 156 \t 17 \t 9 \t 3 \t 56 \t -223\n", + "5 \t 17 \t 3 \t 5 \t 2 \t -57 \t 227\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 569 \t -2266\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2902 \t 11557\n", + "\t\t\t\t\t 3471 \t -13823\n", + "GCD(39203, 9844) = 1, with coefficients 3471 and -13823 such that 1 = (3471)*39203 + (-13823)*9844\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9845 \t 3 \t 9668 \t 1 \t 0\n", + "1 \t 9845 \t 9668 \t 1 \t 177 \t 0 \t 1\n", + "2 \t 9668 \t 177 \t 54 \t 110 \t 1 \t -3\n", + "3 \t 177 \t 110 \t 1 \t 67 \t -1 \t 4\n", + "4 \t 110 \t 67 \t 1 \t 43 \t 55 \t -219\n", + "5 \t 67 \t 43 \t 1 \t 24 \t -56 \t 223\n", + "6 \t 43 \t 24 \t 1 \t 19 \t 111 \t -442\n", + "7 \t 24 \t 19 \t 1 \t 5 \t -167 \t 665\n", + "8 \t 19 \t 5 \t 3 \t 4 \t 278 \t -1107\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -445 \t 1772\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1613 \t -6423\n", + "\t\t\t\t\t -2058 \t 8195\n", + "GCD(39203, 9845) = 1, with coefficients -2058 and 8195 such that 1 = (-2058)*39203 + (8195)*9845\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9846 \t 3 \t 9665 \t 1 \t 0\n", + "1 \t 9846 \t 9665 \t 1 \t 181 \t 0 \t 1\n", + "2 \t 9665 \t 181 \t 53 \t 72 \t 1 \t -3\n", + "3 \t 181 \t 72 \t 2 \t 37 \t -1 \t 4\n", + "4 \t 72 \t 37 \t 1 \t 35 \t 54 \t -215\n", + "5 \t 37 \t 35 \t 1 \t 2 \t -109 \t 434\n", + "6 \t 35 \t 2 \t 17 \t 1 \t 163 \t -649\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -272 \t 1083\n", + "\t\t\t\t\t 4787 \t -19060\n", + "GCD(39203, 9846) = 1, with coefficients 4787 and -19060 such that 1 = (4787)*39203 + (-19060)*9846\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9847 \t 3 \t 9662 \t 1 \t 0\n", + "1 \t 9847 \t 9662 \t 1 \t 185 \t 0 \t 1\n", + "2 \t 9662 \t 185 \t 52 \t 42 \t 1 \t -3\n", + "3 \t 185 \t 42 \t 4 \t 17 \t -1 \t 4\n", + "4 \t 42 \t 17 \t 2 \t 8 \t 53 \t -211\n", + "5 \t 17 \t 8 \t 2 \t 1 \t -213 \t 848\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 479 \t -1907\n", + "\t\t\t\t\t -1171 \t 4662\n", + "GCD(39203, 9847) = 1, with coefficients -1171 and 4662 such that 1 = (-1171)*39203 + (4662)*9847\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9848 \t 3 \t 9659 \t 1 \t 0\n", + "1 \t 9848 \t 9659 \t 1 \t 189 \t 0 \t 1\n", + "2 \t 9659 \t 189 \t 51 \t 20 \t 1 \t -3\n", + "3 \t 189 \t 20 \t 9 \t 9 \t -1 \t 4\n", + "4 \t 20 \t 9 \t 2 \t 2 \t 52 \t -207\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -469 \t 1867\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 990 \t -3941\n", + "\t\t\t\t\t -4429 \t 17631\n", + "GCD(39203, 9848) = 1, with coefficients -4429 and 17631 such that 1 = (-4429)*39203 + (17631)*9848\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9849 \t 3 \t 9656 \t 1 \t 0\n", + "1 \t 9849 \t 9656 \t 1 \t 193 \t 0 \t 1\n", + "2 \t 9656 \t 193 \t 50 \t 6 \t 1 \t -3\n", + "3 \t 193 \t 6 \t 32 \t 1 \t -1 \t 4\n", + "4 \t 6 \t 1 \t 6 \t 0 \t 51 \t -203\n", + "\t\t\t\t\t -1633 \t 6500\n", + "GCD(39203, 9849) = 1, with coefficients -1633 and 6500 such that 1 = (-1633)*39203 + (6500)*9849\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9850 \t 3 \t 9653 \t 1 \t 0\n", + "1 \t 9850 \t 9653 \t 1 \t 197 \t 0 \t 1\n", + "2 \t 9653 \t 197 \t 49 \t 0 \t 1 \t -3\n", + "\t\t\t\t\t -1 \t 4\n", + "GCD(39203, 9850) = 197, with coefficients -1 and 4 such that 197 = (-1)*39203 + (4)*9850\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9851 \t 3 \t 9650 \t 1 \t 0\n", + "1 \t 9851 \t 9650 \t 1 \t 201 \t 0 \t 1\n", + "2 \t 9650 \t 201 \t 48 \t 2 \t 1 \t -3\n", + "3 \t 201 \t 2 \t 100 \t 1 \t -1 \t 4\n", + "4 \t 2 \t 1 \t 2 \t 0 \t 49 \t -195\n", + "\t\t\t\t\t -4901 \t 19504\n", + "GCD(39203, 9851) = 1, with coefficients -4901 and 19504 such that 1 = (-4901)*39203 + (19504)*9851\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9852 \t 3 \t 9647 \t 1 \t 0\n", + "1 \t 9852 \t 9647 \t 1 \t 205 \t 0 \t 1\n", + "2 \t 9647 \t 205 \t 47 \t 12 \t 1 \t -3\n", + "3 \t 205 \t 12 \t 17 \t 1 \t -1 \t 4\n", + "4 \t 12 \t 1 \t 12 \t 0 \t 48 \t -191\n", + "\t\t\t\t\t -817 \t 3251\n", + "GCD(39203, 9852) = 1, with coefficients -817 and 3251 such that 1 = (-817)*39203 + (3251)*9852\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9853 \t 3 \t 9644 \t 1 \t 0\n", + "1 \t 9853 \t 9644 \t 1 \t 209 \t 0 \t 1\n", + "2 \t 9644 \t 209 \t 46 \t 30 \t 1 \t -3\n", + "3 \t 209 \t 30 \t 6 \t 29 \t -1 \t 4\n", + "4 \t 30 \t 29 \t 1 \t 1 \t 47 \t -187\n", + "5 \t 29 \t 1 \t 29 \t 0 \t -283 \t 1126\n", + "\t\t\t\t\t 330 \t -1313\n", + "GCD(39203, 9853) = 1, with coefficients 330 and -1313 such that 1 = (330)*39203 + (-1313)*9853\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9854 \t 3 \t 9641 \t 1 \t 0\n", + "1 \t 9854 \t 9641 \t 1 \t 213 \t 0 \t 1\n", + "2 \t 9641 \t 213 \t 45 \t 56 \t 1 \t -3\n", + "3 \t 213 \t 56 \t 3 \t 45 \t -1 \t 4\n", + "4 \t 56 \t 45 \t 1 \t 11 \t 46 \t -183\n", + "5 \t 45 \t 11 \t 4 \t 1 \t -139 \t 553\n", + "6 \t 11 \t 1 \t 11 \t 0 \t 185 \t -736\n", + "\t\t\t\t\t -879 \t 3497\n", + "GCD(39203, 9854) = 1, with coefficients -879 and 3497 such that 1 = (-879)*39203 + (3497)*9854\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9855 \t 3 \t 9638 \t 1 \t 0\n", + "1 \t 9855 \t 9638 \t 1 \t 217 \t 0 \t 1\n", + "2 \t 9638 \t 217 \t 44 \t 90 \t 1 \t -3\n", + "3 \t 217 \t 90 \t 2 \t 37 \t -1 \t 4\n", + "4 \t 90 \t 37 \t 2 \t 16 \t 45 \t -179\n", + "5 \t 37 \t 16 \t 2 \t 5 \t -91 \t 362\n", + "6 \t 16 \t 5 \t 3 \t 1 \t 227 \t -903\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -545 \t 2168\n", + "\t\t\t\t\t 1862 \t -7407\n", + "GCD(39203, 9855) = 1, with coefficients 1862 and -7407 such that 1 = (1862)*39203 + (-7407)*9855\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9856 \t 3 \t 9635 \t 1 \t 0\n", + "1 \t 9856 \t 9635 \t 1 \t 221 \t 0 \t 1\n", + "2 \t 9635 \t 221 \t 43 \t 132 \t 1 \t -3\n", + "3 \t 221 \t 132 \t 1 \t 89 \t -1 \t 4\n", + "4 \t 132 \t 89 \t 1 \t 43 \t 44 \t -175\n", + "5 \t 89 \t 43 \t 2 \t 3 \t -45 \t 179\n", + "6 \t 43 \t 3 \t 14 \t 1 \t 89 \t -354\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -223 \t 887\n", + "\t\t\t\t\t 3211 \t -12772\n", + "GCD(39203, 9856) = 1, with coefficients 3211 and -12772 such that 1 = (3211)*39203 + (-12772)*9856\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9857 \t 3 \t 9632 \t 1 \t 0\n", + "1 \t 9857 \t 9632 \t 1 \t 225 \t 0 \t 1\n", + "2 \t 9632 \t 225 \t 42 \t 182 \t 1 \t -3\n", + "3 \t 225 \t 182 \t 1 \t 43 \t -1 \t 4\n", + "4 \t 182 \t 43 \t 4 \t 10 \t 43 \t -171\n", + "5 \t 43 \t 10 \t 4 \t 3 \t -44 \t 175\n", + "6 \t 10 \t 3 \t 3 \t 1 \t 219 \t -871\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -920 \t 3659\n", + "\t\t\t\t\t 2979 \t -11848\n", + "GCD(39203, 9857) = 1, with coefficients 2979 and -11848 such that 1 = (2979)*39203 + (-11848)*9857\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9858 \t 3 \t 9629 \t 1 \t 0\n", + "1 \t 9858 \t 9629 \t 1 \t 229 \t 0 \t 1\n", + "2 \t 9629 \t 229 \t 42 \t 11 \t 1 \t -3\n", + "3 \t 229 \t 11 \t 20 \t 9 \t -1 \t 4\n", + "4 \t 11 \t 9 \t 1 \t 2 \t 43 \t -171\n", + "5 \t 9 \t 2 \t 4 \t 1 \t -861 \t 3424\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 904 \t -3595\n", + "\t\t\t\t\t -4477 \t 17804\n", + "GCD(39203, 9858) = 1, with coefficients -4477 and 17804 such that 1 = (-4477)*39203 + (17804)*9858\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9859 \t 3 \t 9626 \t 1 \t 0\n", + "1 \t 9859 \t 9626 \t 1 \t 233 \t 0 \t 1\n", + "2 \t 9626 \t 233 \t 41 \t 73 \t 1 \t -3\n", + "3 \t 233 \t 73 \t 3 \t 14 \t -1 \t 4\n", + "4 \t 73 \t 14 \t 5 \t 3 \t 42 \t -167\n", + "5 \t 14 \t 3 \t 4 \t 2 \t -127 \t 505\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 677 \t -2692\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2835 \t 11273\n", + "\t\t\t\t\t 3512 \t -13965\n", + "GCD(39203, 9859) = 1, with coefficients 3512 and -13965 such that 1 = (3512)*39203 + (-13965)*9859\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9860 \t 3 \t 9623 \t 1 \t 0\n", + "1 \t 9860 \t 9623 \t 1 \t 237 \t 0 \t 1\n", + "2 \t 9623 \t 237 \t 40 \t 143 \t 1 \t -3\n", + "3 \t 237 \t 143 \t 1 \t 94 \t -1 \t 4\n", + "4 \t 143 \t 94 \t 1 \t 49 \t 41 \t -163\n", + "5 \t 94 \t 49 \t 1 \t 45 \t -42 \t 167\n", + "6 \t 49 \t 45 \t 1 \t 4 \t 83 \t -330\n", + "7 \t 45 \t 4 \t 11 \t 1 \t -125 \t 497\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 208 \t -827\n", + "\t\t\t\t\t -2413 \t 9594\n", + "GCD(39203, 9860) = 1, with coefficients -2413 and 9594 such that 1 = (-2413)*39203 + (9594)*9860\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9861 \t 3 \t 9620 \t 1 \t 0\n", + "1 \t 9861 \t 9620 \t 1 \t 241 \t 0 \t 1\n", + "2 \t 9620 \t 241 \t 39 \t 221 \t 1 \t -3\n", + "3 \t 241 \t 221 \t 1 \t 20 \t -1 \t 4\n", + "4 \t 221 \t 20 \t 11 \t 1 \t 40 \t -159\n", + "5 \t 20 \t 1 \t 20 \t 0 \t -41 \t 163\n", + "\t\t\t\t\t 491 \t -1952\n", + "GCD(39203, 9861) = 1, with coefficients 491 and -1952 such that 1 = (491)*39203 + (-1952)*9861\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9862 \t 3 \t 9617 \t 1 \t 0\n", + "1 \t 9862 \t 9617 \t 1 \t 245 \t 0 \t 1\n", + "2 \t 9617 \t 245 \t 39 \t 62 \t 1 \t -3\n", + "3 \t 245 \t 62 \t 3 \t 59 \t -1 \t 4\n", + "4 \t 62 \t 59 \t 1 \t 3 \t 40 \t -159\n", + "5 \t 59 \t 3 \t 19 \t 2 \t -121 \t 481\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 161 \t -640\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -3180 \t 12641\n", + "\t\t\t\t\t 3341 \t -13281\n", + "GCD(39203, 9862) = 1, with coefficients 3341 and -13281 such that 1 = (3341)*39203 + (-13281)*9862\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9863 \t 3 \t 9614 \t 1 \t 0\n", + "1 \t 9863 \t 9614 \t 1 \t 249 \t 0 \t 1\n", + "2 \t 9614 \t 249 \t 38 \t 152 \t 1 \t -3\n", + "3 \t 249 \t 152 \t 1 \t 97 \t -1 \t 4\n", + "4 \t 152 \t 97 \t 1 \t 55 \t 39 \t -155\n", + "5 \t 97 \t 55 \t 1 \t 42 \t -40 \t 159\n", + "6 \t 55 \t 42 \t 1 \t 13 \t 79 \t -314\n", + "7 \t 42 \t 13 \t 3 \t 3 \t -119 \t 473\n", + "8 \t 13 \t 3 \t 4 \t 1 \t 198 \t -787\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -713 \t 2834\n", + "\t\t\t\t\t 3050 \t -12123\n", + "GCD(39203, 9863) = 1, with coefficients 3050 and -12123 such that 1 = (3050)*39203 + (-12123)*9863\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9864 \t 3 \t 9611 \t 1 \t 0\n", + "1 \t 9864 \t 9611 \t 1 \t 253 \t 0 \t 1\n", + "2 \t 9611 \t 253 \t 37 \t 250 \t 1 \t -3\n", + "3 \t 253 \t 250 \t 1 \t 3 \t -1 \t 4\n", + "4 \t 250 \t 3 \t 83 \t 1 \t 38 \t -151\n", + "5 \t 3 \t 1 \t 3 \t 0 \t -39 \t 155\n", + "\t\t\t\t\t 3275 \t -13016\n", + "GCD(39203, 9864) = 1, with coefficients 3275 and -13016 such that 1 = (3275)*39203 + (-13016)*9864\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9865 \t 3 \t 9608 \t 1 \t 0\n", + "1 \t 9865 \t 9608 \t 1 \t 257 \t 0 \t 1\n", + "2 \t 9608 \t 257 \t 37 \t 99 \t 1 \t -3\n", + "3 \t 257 \t 99 \t 2 \t 59 \t -1 \t 4\n", + "4 \t 99 \t 59 \t 1 \t 40 \t 38 \t -151\n", + "5 \t 59 \t 40 \t 1 \t 19 \t -77 \t 306\n", + "6 \t 40 \t 19 \t 2 \t 2 \t 115 \t -457\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -192 \t 763\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 499 \t -1983\n", + "\t\t\t\t\t -4683 \t 18610\n", + "GCD(39203, 9865) = 1, with coefficients -4683 and 18610 such that 1 = (-4683)*39203 + (18610)*9865\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9866 \t 3 \t 9605 \t 1 \t 0\n", + "1 \t 9866 \t 9605 \t 1 \t 261 \t 0 \t 1\n", + "2 \t 9605 \t 261 \t 36 \t 209 \t 1 \t -3\n", + "3 \t 261 \t 209 \t 1 \t 52 \t -1 \t 4\n", + "4 \t 209 \t 52 \t 4 \t 1 \t 37 \t -147\n", + "5 \t 52 \t 1 \t 52 \t 0 \t -38 \t 151\n", + "\t\t\t\t\t 189 \t -751\n", + "GCD(39203, 9866) = 1, with coefficients 189 and -751 such that 1 = (189)*39203 + (-751)*9866\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9867 \t 3 \t 9602 \t 1 \t 0\n", + "1 \t 9867 \t 9602 \t 1 \t 265 \t 0 \t 1\n", + "2 \t 9602 \t 265 \t 36 \t 62 \t 1 \t -3\n", + "3 \t 265 \t 62 \t 4 \t 17 \t -1 \t 4\n", + "4 \t 62 \t 17 \t 3 \t 11 \t 37 \t -147\n", + "5 \t 17 \t 11 \t 1 \t 6 \t -149 \t 592\n", + "6 \t 11 \t 6 \t 1 \t 5 \t 484 \t -1923\n", + "7 \t 6 \t 5 \t 1 \t 1 \t -633 \t 2515\n", + "8 \t 5 \t 1 \t 5 \t 0 \t 1117 \t -4438\n", + "\t\t\t\t\t -1750 \t 6953\n", + "GCD(39203, 9867) = 1, with coefficients -1750 and 6953 such that 1 = (-1750)*39203 + (6953)*9867\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9868 \t 3 \t 9599 \t 1 \t 0\n", + "1 \t 9868 \t 9599 \t 1 \t 269 \t 0 \t 1\n", + "2 \t 9599 \t 269 \t 35 \t 184 \t 1 \t -3\n", + "3 \t 269 \t 184 \t 1 \t 85 \t -1 \t 4\n", + "4 \t 184 \t 85 \t 2 \t 14 \t 36 \t -143\n", + "5 \t 85 \t 14 \t 6 \t 1 \t -37 \t 147\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 110 \t -437\n", + "\t\t\t\t\t -697 \t 2769\n", + "GCD(39203, 9868) = 1, with coefficients -697 and 2769 such that 1 = (-697)*39203 + (2769)*9868\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9869 \t 3 \t 9596 \t 1 \t 0\n", + "1 \t 9869 \t 9596 \t 1 \t 273 \t 0 \t 1\n", + "2 \t 9596 \t 273 \t 35 \t 41 \t 1 \t -3\n", + "3 \t 273 \t 41 \t 6 \t 27 \t -1 \t 4\n", + "4 \t 41 \t 27 \t 1 \t 14 \t 36 \t -143\n", + "5 \t 27 \t 14 \t 1 \t 13 \t -217 \t 862\n", + "6 \t 14 \t 13 \t 1 \t 1 \t 253 \t -1005\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -470 \t 1867\n", + "\t\t\t\t\t 723 \t -2872\n", + "GCD(39203, 9869) = 1, with coefficients 723 and -2872 such that 1 = (723)*39203 + (-2872)*9869\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9870 \t 3 \t 9593 \t 1 \t 0\n", + "1 \t 9870 \t 9593 \t 1 \t 277 \t 0 \t 1\n", + "2 \t 9593 \t 277 \t 34 \t 175 \t 1 \t -3\n", + "3 \t 277 \t 175 \t 1 \t 102 \t -1 \t 4\n", + "4 \t 175 \t 102 \t 1 \t 73 \t 35 \t -139\n", + "5 \t 102 \t 73 \t 1 \t 29 \t -36 \t 143\n", + "6 \t 73 \t 29 \t 2 \t 15 \t 71 \t -282\n", + "7 \t 29 \t 15 \t 1 \t 14 \t -107 \t 425\n", + "8 \t 15 \t 14 \t 1 \t 1 \t 285 \t -1132\n", + "9 \t 14 \t 1 \t 14 \t 0 \t -392 \t 1557\n", + "\t\t\t\t\t 677 \t -2689\n", + "GCD(39203, 9870) = 1, with coefficients 677 and -2689 such that 1 = (677)*39203 + (-2689)*9870\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9871 \t 3 \t 9590 \t 1 \t 0\n", + "1 \t 9871 \t 9590 \t 1 \t 281 \t 0 \t 1\n", + "2 \t 9590 \t 281 \t 34 \t 36 \t 1 \t -3\n", + "3 \t 281 \t 36 \t 7 \t 29 \t -1 \t 4\n", + "4 \t 36 \t 29 \t 1 \t 7 \t 35 \t -139\n", + "5 \t 29 \t 7 \t 4 \t 1 \t -246 \t 977\n", + "6 \t 7 \t 1 \t 7 \t 0 \t 281 \t -1116\n", + "\t\t\t\t\t -1370 \t 5441\n", + "GCD(39203, 9871) = 1, with coefficients -1370 and 5441 such that 1 = (-1370)*39203 + (5441)*9871\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9872 \t 3 \t 9587 \t 1 \t 0\n", + "1 \t 9872 \t 9587 \t 1 \t 285 \t 0 \t 1\n", + "2 \t 9587 \t 285 \t 33 \t 182 \t 1 \t -3\n", + "3 \t 285 \t 182 \t 1 \t 103 \t -1 \t 4\n", + "4 \t 182 \t 103 \t 1 \t 79 \t 34 \t -135\n", + "5 \t 103 \t 79 \t 1 \t 24 \t -35 \t 139\n", + "6 \t 79 \t 24 \t 3 \t 7 \t 69 \t -274\n", + "7 \t 24 \t 7 \t 3 \t 3 \t -104 \t 413\n", + "8 \t 7 \t 3 \t 2 \t 1 \t 381 \t -1513\n", + "9 \t 3 \t 1 \t 3 \t 0 \t -1247 \t 4952\n", + "\t\t\t\t\t 2875 \t -11417\n", + "GCD(39203, 9872) = 1, with coefficients 2875 and -11417 such that 1 = (2875)*39203 + (-11417)*9872\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9873 \t 3 \t 9584 \t 1 \t 0\n", + "1 \t 9873 \t 9584 \t 1 \t 289 \t 0 \t 1\n", + "2 \t 9584 \t 289 \t 33 \t 47 \t 1 \t -3\n", + "3 \t 289 \t 47 \t 6 \t 7 \t -1 \t 4\n", + "4 \t 47 \t 7 \t 6 \t 5 \t 34 \t -135\n", + "5 \t 7 \t 5 \t 1 \t 2 \t -205 \t 814\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 1264 \t -5019\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1469 \t 5833\n", + "\t\t\t\t\t 4202 \t -16685\n", + "GCD(39203, 9873) = 1, with coefficients 4202 and -16685 such that 1 = (4202)*39203 + (-16685)*9873\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9874 \t 3 \t 9581 \t 1 \t 0\n", + "1 \t 9874 \t 9581 \t 1 \t 293 \t 0 \t 1\n", + "2 \t 9581 \t 293 \t 32 \t 205 \t 1 \t -3\n", + "3 \t 293 \t 205 \t 1 \t 88 \t -1 \t 4\n", + "4 \t 205 \t 88 \t 2 \t 29 \t 33 \t -131\n", + "5 \t 88 \t 29 \t 3 \t 1 \t -34 \t 135\n", + "6 \t 29 \t 1 \t 29 \t 0 \t 101 \t -401\n", + "\t\t\t\t\t -337 \t 1338\n", + "GCD(39203, 9874) = 1, with coefficients -337 and 1338 such that 1 = (-337)*39203 + (1338)*9874\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9875 \t 3 \t 9578 \t 1 \t 0\n", + "1 \t 9875 \t 9578 \t 1 \t 297 \t 0 \t 1\n", + "2 \t 9578 \t 297 \t 32 \t 74 \t 1 \t -3\n", + "3 \t 297 \t 74 \t 4 \t 1 \t -1 \t 4\n", + "4 \t 74 \t 1 \t 74 \t 0 \t 33 \t -131\n", + "\t\t\t\t\t -133 \t 528\n", + "GCD(39203, 9875) = 1, with coefficients -133 and 528 such that 1 = (-133)*39203 + (528)*9875\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9876 \t 3 \t 9575 \t 1 \t 0\n", + "1 \t 9876 \t 9575 \t 1 \t 301 \t 0 \t 1\n", + "2 \t 9575 \t 301 \t 31 \t 244 \t 1 \t -3\n", + "3 \t 301 \t 244 \t 1 \t 57 \t -1 \t 4\n", + "4 \t 244 \t 57 \t 4 \t 16 \t 32 \t -127\n", + "5 \t 57 \t 16 \t 3 \t 9 \t -33 \t 131\n", + "6 \t 16 \t 9 \t 1 \t 7 \t 164 \t -651\n", + "7 \t 9 \t 7 \t 1 \t 2 \t -525 \t 2084\n", + "8 \t 7 \t 2 \t 3 \t 1 \t 689 \t -2735\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1214 \t 4819\n", + "\t\t\t\t\t 4331 \t -17192\n", + "GCD(39203, 9876) = 1, with coefficients 4331 and -17192 such that 1 = (4331)*39203 + (-17192)*9876\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9877 \t 3 \t 9572 \t 1 \t 0\n", + "1 \t 9877 \t 9572 \t 1 \t 305 \t 0 \t 1\n", + "2 \t 9572 \t 305 \t 31 \t 117 \t 1 \t -3\n", + "3 \t 305 \t 117 \t 2 \t 71 \t -1 \t 4\n", + "4 \t 117 \t 71 \t 1 \t 46 \t 32 \t -127\n", + "5 \t 71 \t 46 \t 1 \t 25 \t -65 \t 258\n", + "6 \t 46 \t 25 \t 1 \t 21 \t 97 \t -385\n", + "7 \t 25 \t 21 \t 1 \t 4 \t -162 \t 643\n", + "8 \t 21 \t 4 \t 5 \t 1 \t 259 \t -1028\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -421 \t 1671\n", + "\t\t\t\t\t 2364 \t -9383\n", + "GCD(39203, 9877) = 1, with coefficients 2364 and -9383 such that 1 = (2364)*39203 + (-9383)*9877\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9878 \t 3 \t 9569 \t 1 \t 0\n", + "1 \t 9878 \t 9569 \t 1 \t 309 \t 0 \t 1\n", + "2 \t 9569 \t 309 \t 30 \t 299 \t 1 \t -3\n", + "3 \t 309 \t 299 \t 1 \t 10 \t -1 \t 4\n", + "4 \t 299 \t 10 \t 29 \t 9 \t 31 \t -123\n", + "5 \t 10 \t 9 \t 1 \t 1 \t -32 \t 127\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 959 \t -3806\n", + "\t\t\t\t\t -991 \t 3933\n", + "GCD(39203, 9878) = 1, with coefficients -991 and 3933 such that 1 = (-991)*39203 + (3933)*9878\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9879 \t 3 \t 9566 \t 1 \t 0\n", + "1 \t 9879 \t 9566 \t 1 \t 313 \t 0 \t 1\n", + "2 \t 9566 \t 313 \t 30 \t 176 \t 1 \t -3\n", + "3 \t 313 \t 176 \t 1 \t 137 \t -1 \t 4\n", + "4 \t 176 \t 137 \t 1 \t 39 \t 31 \t -123\n", + "5 \t 137 \t 39 \t 3 \t 20 \t -32 \t 127\n", + "6 \t 39 \t 20 \t 1 \t 19 \t 63 \t -250\n", + "7 \t 20 \t 19 \t 1 \t 1 \t -221 \t 877\n", + "8 \t 19 \t 1 \t 19 \t 0 \t 284 \t -1127\n", + "\t\t\t\t\t -505 \t 2004\n", + "GCD(39203, 9879) = 1, with coefficients -505 and 2004 such that 1 = (-505)*39203 + (2004)*9879\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9880 \t 3 \t 9563 \t 1 \t 0\n", + "1 \t 9880 \t 9563 \t 1 \t 317 \t 0 \t 1\n", + "2 \t 9563 \t 317 \t 30 \t 53 \t 1 \t -3\n", + "3 \t 317 \t 53 \t 5 \t 52 \t -1 \t 4\n", + "4 \t 53 \t 52 \t 1 \t 1 \t 31 \t -123\n", + "5 \t 52 \t 1 \t 52 \t 0 \t -156 \t 619\n", + "\t\t\t\t\t 187 \t -742\n", + "GCD(39203, 9880) = 1, with coefficients 187 and -742 such that 1 = (187)*39203 + (-742)*9880\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9881 \t 3 \t 9560 \t 1 \t 0\n", + "1 \t 9881 \t 9560 \t 1 \t 321 \t 0 \t 1\n", + "2 \t 9560 \t 321 \t 29 \t 251 \t 1 \t -3\n", + "3 \t 321 \t 251 \t 1 \t 70 \t -1 \t 4\n", + "4 \t 251 \t 70 \t 3 \t 41 \t 30 \t -119\n", + "5 \t 70 \t 41 \t 1 \t 29 \t -31 \t 123\n", + "6 \t 41 \t 29 \t 1 \t 12 \t 123 \t -488\n", + "7 \t 29 \t 12 \t 2 \t 5 \t -154 \t 611\n", + "8 \t 12 \t 5 \t 2 \t 2 \t 277 \t -1099\n", + "9 \t 5 \t 2 \t 2 \t 1 \t -708 \t 2809\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 1693 \t -6717\n", + "\t\t\t\t\t -4094 \t 16243\n", + "GCD(39203, 9881) = 1, with coefficients -4094 and 16243 such that 1 = (-4094)*39203 + (16243)*9881\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9882 \t 3 \t 9557 \t 1 \t 0\n", + "1 \t 9882 \t 9557 \t 1 \t 325 \t 0 \t 1\n", + "2 \t 9557 \t 325 \t 29 \t 132 \t 1 \t -3\n", + "3 \t 325 \t 132 \t 2 \t 61 \t -1 \t 4\n", + "4 \t 132 \t 61 \t 2 \t 10 \t 30 \t -119\n", + "5 \t 61 \t 10 \t 6 \t 1 \t -61 \t 242\n", + "6 \t 10 \t 1 \t 10 \t 0 \t 152 \t -603\n", + "\t\t\t\t\t -973 \t 3860\n", + "GCD(39203, 9882) = 1, with coefficients -973 and 3860 such that 1 = (-973)*39203 + (3860)*9882\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9883 \t 3 \t 9554 \t 1 \t 0\n", + "1 \t 9883 \t 9554 \t 1 \t 329 \t 0 \t 1\n", + "2 \t 9554 \t 329 \t 29 \t 13 \t 1 \t -3\n", + "3 \t 329 \t 13 \t 25 \t 4 \t -1 \t 4\n", + "4 \t 13 \t 4 \t 3 \t 1 \t 30 \t -119\n", + "5 \t 4 \t 1 \t 4 \t 0 \t -751 \t 2979\n", + "\t\t\t\t\t 2283 \t -9056\n", + "GCD(39203, 9883) = 1, with coefficients 2283 and -9056 such that 1 = (2283)*39203 + (-9056)*9883\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9884 \t 3 \t 9551 \t 1 \t 0\n", + "1 \t 9884 \t 9551 \t 1 \t 333 \t 0 \t 1\n", + "2 \t 9551 \t 333 \t 28 \t 227 \t 1 \t -3\n", + "3 \t 333 \t 227 \t 1 \t 106 \t -1 \t 4\n", + "4 \t 227 \t 106 \t 2 \t 15 \t 29 \t -115\n", + "5 \t 106 \t 15 \t 7 \t 1 \t -30 \t 119\n", + "6 \t 15 \t 1 \t 15 \t 0 \t 89 \t -353\n", + "\t\t\t\t\t -653 \t 2590\n", + "GCD(39203, 9884) = 1, with coefficients -653 and 2590 such that 1 = (-653)*39203 + (2590)*9884\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9885 \t 3 \t 9548 \t 1 \t 0\n", + "1 \t 9885 \t 9548 \t 1 \t 337 \t 0 \t 1\n", + "2 \t 9548 \t 337 \t 28 \t 112 \t 1 \t -3\n", + "3 \t 337 \t 112 \t 3 \t 1 \t -1 \t 4\n", + "4 \t 112 \t 1 \t 112 \t 0 \t 29 \t -115\n", + "\t\t\t\t\t -88 \t 349\n", + "GCD(39203, 9885) = 1, with coefficients -88 and 349 such that 1 = (-88)*39203 + (349)*9885\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9886 \t 3 \t 9545 \t 1 \t 0\n", + "1 \t 9886 \t 9545 \t 1 \t 341 \t 0 \t 1\n", + "2 \t 9545 \t 341 \t 27 \t 338 \t 1 \t -3\n", + "3 \t 341 \t 338 \t 1 \t 3 \t -1 \t 4\n", + "4 \t 338 \t 3 \t 112 \t 2 \t 28 \t -111\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -29 \t 115\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 3276 \t -12991\n", + "\t\t\t\t\t -3305 \t 13106\n", + "GCD(39203, 9886) = 1, with coefficients -3305 and 13106 such that 1 = (-3305)*39203 + (13106)*9886\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9887 \t 3 \t 9542 \t 1 \t 0\n", + "1 \t 9887 \t 9542 \t 1 \t 345 \t 0 \t 1\n", + "2 \t 9542 \t 345 \t 27 \t 227 \t 1 \t -3\n", + "3 \t 345 \t 227 \t 1 \t 118 \t -1 \t 4\n", + "4 \t 227 \t 118 \t 1 \t 109 \t 28 \t -111\n", + "5 \t 118 \t 109 \t 1 \t 9 \t -29 \t 115\n", + "6 \t 109 \t 9 \t 12 \t 1 \t 57 \t -226\n", + "7 \t 9 \t 1 \t 9 \t 0 \t -86 \t 341\n", + "\t\t\t\t\t 1089 \t -4318\n", + "GCD(39203, 9887) = 1, with coefficients 1089 and -4318 such that 1 = (1089)*39203 + (-4318)*9887\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9888 \t 3 \t 9539 \t 1 \t 0\n", + "1 \t 9888 \t 9539 \t 1 \t 349 \t 0 \t 1\n", + "2 \t 9539 \t 349 \t 27 \t 116 \t 1 \t -3\n", + "3 \t 349 \t 116 \t 3 \t 1 \t -1 \t 4\n", + "4 \t 116 \t 1 \t 116 \t 0 \t 28 \t -111\n", + "\t\t\t\t\t -85 \t 337\n", + "GCD(39203, 9888) = 1, with coefficients -85 and 337 such that 1 = (-85)*39203 + (337)*9888\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9889 \t 3 \t 9536 \t 1 \t 0\n", + "1 \t 9889 \t 9536 \t 1 \t 353 \t 0 \t 1\n", + "2 \t 9536 \t 353 \t 27 \t 5 \t 1 \t -3\n", + "3 \t 353 \t 5 \t 70 \t 3 \t -1 \t 4\n", + "4 \t 5 \t 3 \t 1 \t 2 \t 28 \t -111\n", + "5 \t 3 \t 2 \t 1 \t 1 \t -1961 \t 7774\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 1989 \t -7885\n", + "\t\t\t\t\t -3950 \t 15659\n", + "GCD(39203, 9889) = 1, with coefficients -3950 and 15659 such that 1 = (-3950)*39203 + (15659)*9889\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9890 \t 3 \t 9533 \t 1 \t 0\n", + "1 \t 9890 \t 9533 \t 1 \t 357 \t 0 \t 1\n", + "2 \t 9533 \t 357 \t 26 \t 251 \t 1 \t -3\n", + "3 \t 357 \t 251 \t 1 \t 106 \t -1 \t 4\n", + "4 \t 251 \t 106 \t 2 \t 39 \t 27 \t -107\n", + "5 \t 106 \t 39 \t 2 \t 28 \t -28 \t 111\n", + "6 \t 39 \t 28 \t 1 \t 11 \t 83 \t -329\n", + "7 \t 28 \t 11 \t 2 \t 6 \t -194 \t 769\n", + "8 \t 11 \t 6 \t 1 \t 5 \t 277 \t -1098\n", + "9 \t 6 \t 5 \t 1 \t 1 \t -748 \t 2965\n", + "10 \t 5 \t 1 \t 5 \t 0 \t 1025 \t -4063\n", + "\t\t\t\t\t -1773 \t 7028\n", + "GCD(39203, 9890) = 1, with coefficients -1773 and 7028 such that 1 = (-1773)*39203 + (7028)*9890\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9891 \t 3 \t 9530 \t 1 \t 0\n", + "1 \t 9891 \t 9530 \t 1 \t 361 \t 0 \t 1\n", + "2 \t 9530 \t 361 \t 26 \t 144 \t 1 \t -3\n", + "3 \t 361 \t 144 \t 2 \t 73 \t -1 \t 4\n", + "4 \t 144 \t 73 \t 1 \t 71 \t 27 \t -107\n", + "5 \t 73 \t 71 \t 1 \t 2 \t -55 \t 218\n", + "6 \t 71 \t 2 \t 35 \t 1 \t 82 \t -325\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -137 \t 543\n", + "\t\t\t\t\t 4877 \t -19330\n", + "GCD(39203, 9891) = 1, with coefficients 4877 and -19330 such that 1 = (4877)*39203 + (-19330)*9891\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9892 \t 3 \t 9527 \t 1 \t 0\n", + "1 \t 9892 \t 9527 \t 1 \t 365 \t 0 \t 1\n", + "2 \t 9527 \t 365 \t 26 \t 37 \t 1 \t -3\n", + "3 \t 365 \t 37 \t 9 \t 32 \t -1 \t 4\n", + "4 \t 37 \t 32 \t 1 \t 5 \t 27 \t -107\n", + "5 \t 32 \t 5 \t 6 \t 2 \t -244 \t 967\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 271 \t -1074\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1870 \t 7411\n", + "\t\t\t\t\t 4011 \t -15896\n", + "GCD(39203, 9892) = 1, with coefficients 4011 and -15896 such that 1 = (4011)*39203 + (-15896)*9892\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9893 \t 3 \t 9524 \t 1 \t 0\n", + "1 \t 9893 \t 9524 \t 1 \t 369 \t 0 \t 1\n", + "2 \t 9524 \t 369 \t 25 \t 299 \t 1 \t -3\n", + "3 \t 369 \t 299 \t 1 \t 70 \t -1 \t 4\n", + "4 \t 299 \t 70 \t 4 \t 19 \t 26 \t -103\n", + "5 \t 70 \t 19 \t 3 \t 13 \t -27 \t 107\n", + "6 \t 19 \t 13 \t 1 \t 6 \t 134 \t -531\n", + "7 \t 13 \t 6 \t 2 \t 1 \t -429 \t 1700\n", + "8 \t 6 \t 1 \t 6 \t 0 \t 563 \t -2231\n", + "\t\t\t\t\t -1555 \t 6162\n", + "GCD(39203, 9893) = 1, with coefficients -1555 and 6162 such that 1 = (-1555)*39203 + (6162)*9893\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9894 \t 3 \t 9521 \t 1 \t 0\n", + "1 \t 9894 \t 9521 \t 1 \t 373 \t 0 \t 1\n", + "2 \t 9521 \t 373 \t 25 \t 196 \t 1 \t -3\n", + "3 \t 373 \t 196 \t 1 \t 177 \t -1 \t 4\n", + "4 \t 196 \t 177 \t 1 \t 19 \t 26 \t -103\n", + "5 \t 177 \t 19 \t 9 \t 6 \t -27 \t 107\n", + "6 \t 19 \t 6 \t 3 \t 1 \t 53 \t -210\n", + "7 \t 6 \t 1 \t 6 \t 0 \t -504 \t 1997\n", + "\t\t\t\t\t 1565 \t -6201\n", + "GCD(39203, 9894) = 1, with coefficients 1565 and -6201 such that 1 = (1565)*39203 + (-6201)*9894\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9895 \t 3 \t 9518 \t 1 \t 0\n", + "1 \t 9895 \t 9518 \t 1 \t 377 \t 0 \t 1\n", + "2 \t 9518 \t 377 \t 25 \t 93 \t 1 \t -3\n", + "3 \t 377 \t 93 \t 4 \t 5 \t -1 \t 4\n", + "4 \t 93 \t 5 \t 18 \t 3 \t 26 \t -103\n", + "5 \t 5 \t 3 \t 1 \t 2 \t -105 \t 416\n", + "6 \t 3 \t 2 \t 1 \t 1 \t 1916 \t -7591\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -2021 \t 8007\n", + "\t\t\t\t\t 3937 \t -15598\n", + "GCD(39203, 9895) = 1, with coefficients 3937 and -15598 such that 1 = (3937)*39203 + (-15598)*9895\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9896 \t 3 \t 9515 \t 1 \t 0\n", + "1 \t 9896 \t 9515 \t 1 \t 381 \t 0 \t 1\n", + "2 \t 9515 \t 381 \t 24 \t 371 \t 1 \t -3\n", + "3 \t 381 \t 371 \t 1 \t 10 \t -1 \t 4\n", + "4 \t 371 \t 10 \t 37 \t 1 \t 25 \t -99\n", + "5 \t 10 \t 1 \t 10 \t 0 \t -26 \t 103\n", + "\t\t\t\t\t 987 \t -3910\n", + "GCD(39203, 9896) = 1, with coefficients 987 and -3910 such that 1 = (987)*39203 + (-3910)*9896\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9897 \t 3 \t 9512 \t 1 \t 0\n", + "1 \t 9897 \t 9512 \t 1 \t 385 \t 0 \t 1\n", + "2 \t 9512 \t 385 \t 24 \t 272 \t 1 \t -3\n", + "3 \t 385 \t 272 \t 1 \t 113 \t -1 \t 4\n", + "4 \t 272 \t 113 \t 2 \t 46 \t 25 \t -99\n", + "5 \t 113 \t 46 \t 2 \t 21 \t -26 \t 103\n", + "6 \t 46 \t 21 \t 2 \t 4 \t 77 \t -305\n", + "7 \t 21 \t 4 \t 5 \t 1 \t -180 \t 713\n", + "8 \t 4 \t 1 \t 4 \t 0 \t 437 \t -1731\n", + "\t\t\t\t\t -2365 \t 9368\n", + "GCD(39203, 9897) = 1, with coefficients -2365 and 9368 such that 1 = (-2365)*39203 + (9368)*9897\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9898 \t 3 \t 9509 \t 1 \t 0\n", + "1 \t 9898 \t 9509 \t 1 \t 389 \t 0 \t 1\n", + "2 \t 9509 \t 389 \t 24 \t 173 \t 1 \t -3\n", + "3 \t 389 \t 173 \t 2 \t 43 \t -1 \t 4\n", + "4 \t 173 \t 43 \t 4 \t 1 \t 25 \t -99\n", + "5 \t 43 \t 1 \t 43 \t 0 \t -51 \t 202\n", + "\t\t\t\t\t 229 \t -907\n", + "GCD(39203, 9898) = 1, with coefficients 229 and -907 such that 1 = (229)*39203 + (-907)*9898\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9899 \t 3 \t 9506 \t 1 \t 0\n", + "1 \t 9899 \t 9506 \t 1 \t 393 \t 0 \t 1\n", + "2 \t 9506 \t 393 \t 24 \t 74 \t 1 \t -3\n", + "3 \t 393 \t 74 \t 5 \t 23 \t -1 \t 4\n", + "4 \t 74 \t 23 \t 3 \t 5 \t 25 \t -99\n", + "5 \t 23 \t 5 \t 4 \t 3 \t -126 \t 499\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 403 \t -1596\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1738 \t 6883\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2141 \t -8479\n", + "\t\t\t\t\t -3879 \t 15362\n", + "GCD(39203, 9899) = 1, with coefficients -3879 and 15362 such that 1 = (-3879)*39203 + (15362)*9899\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9900 \t 3 \t 9503 \t 1 \t 0\n", + "1 \t 9900 \t 9503 \t 1 \t 397 \t 0 \t 1\n", + "2 \t 9503 \t 397 \t 23 \t 372 \t 1 \t -3\n", + "3 \t 397 \t 372 \t 1 \t 25 \t -1 \t 4\n", + "4 \t 372 \t 25 \t 14 \t 22 \t 24 \t -95\n", + "5 \t 25 \t 22 \t 1 \t 3 \t -25 \t 99\n", + "6 \t 22 \t 3 \t 7 \t 1 \t 374 \t -1481\n", + "7 \t 3 \t 1 \t 3 \t 0 \t -399 \t 1580\n", + "\t\t\t\t\t 3167 \t -12541\n", + "GCD(39203, 9900) = 1, with coefficients 3167 and -12541 such that 1 = (3167)*39203 + (-12541)*9900\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9901 \t 3 \t 9500 \t 1 \t 0\n", + "1 \t 9901 \t 9500 \t 1 \t 401 \t 0 \t 1\n", + "2 \t 9500 \t 401 \t 23 \t 277 \t 1 \t -3\n", + "3 \t 401 \t 277 \t 1 \t 124 \t -1 \t 4\n", + "4 \t 277 \t 124 \t 2 \t 29 \t 24 \t -95\n", + "5 \t 124 \t 29 \t 4 \t 8 \t -25 \t 99\n", + "6 \t 29 \t 8 \t 3 \t 5 \t 74 \t -293\n", + "7 \t 8 \t 5 \t 1 \t 3 \t -321 \t 1271\n", + "8 \t 5 \t 3 \t 1 \t 2 \t 1037 \t -4106\n", + "9 \t 3 \t 2 \t 1 \t 1 \t -1358 \t 5377\n", + "10 \t 2 \t 1 \t 2 \t 0 \t 2395 \t -9483\n", + "\t\t\t\t\t -3753 \t 14860\n", + "GCD(39203, 9901) = 1, with coefficients -3753 and 14860 such that 1 = (-3753)*39203 + (14860)*9901\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9902 \t 3 \t 9497 \t 1 \t 0\n", + "1 \t 9902 \t 9497 \t 1 \t 405 \t 0 \t 1\n", + "2 \t 9497 \t 405 \t 23 \t 182 \t 1 \t -3\n", + "3 \t 405 \t 182 \t 2 \t 41 \t -1 \t 4\n", + "4 \t 182 \t 41 \t 4 \t 18 \t 24 \t -95\n", + "5 \t 41 \t 18 \t 2 \t 5 \t -49 \t 194\n", + "6 \t 18 \t 5 \t 3 \t 3 \t 220 \t -871\n", + "7 \t 5 \t 3 \t 1 \t 2 \t -489 \t 1936\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 1687 \t -6679\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -2176 \t 8615\n", + "\t\t\t\t\t 3863 \t -15294\n", + "GCD(39203, 9902) = 1, with coefficients 3863 and -15294 such that 1 = (3863)*39203 + (-15294)*9902\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9903 \t 3 \t 9494 \t 1 \t 0\n", + "1 \t 9903 \t 9494 \t 1 \t 409 \t 0 \t 1\n", + "2 \t 9494 \t 409 \t 23 \t 87 \t 1 \t -3\n", + "3 \t 409 \t 87 \t 4 \t 61 \t -1 \t 4\n", + "4 \t 87 \t 61 \t 1 \t 26 \t 24 \t -95\n", + "5 \t 61 \t 26 \t 2 \t 9 \t -97 \t 384\n", + "6 \t 26 \t 9 \t 2 \t 8 \t 121 \t -479\n", + "7 \t 9 \t 8 \t 1 \t 1 \t -339 \t 1342\n", + "8 \t 8 \t 1 \t 8 \t 0 \t 799 \t -3163\n", + "\t\t\t\t\t -1138 \t 4505\n", + "GCD(39203, 9903) = 1, with coefficients -1138 and 4505 such that 1 = (-1138)*39203 + (4505)*9903\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9904 \t 3 \t 9491 \t 1 \t 0\n", + "1 \t 9904 \t 9491 \t 1 \t 413 \t 0 \t 1\n", + "2 \t 9491 \t 413 \t 22 \t 405 \t 1 \t -3\n", + "3 \t 413 \t 405 \t 1 \t 8 \t -1 \t 4\n", + "4 \t 405 \t 8 \t 50 \t 5 \t 23 \t -91\n", + "5 \t 8 \t 5 \t 1 \t 3 \t -24 \t 95\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 1223 \t -4841\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1247 \t 4936\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2470 \t -9777\n", + "\t\t\t\t\t -3717 \t 14713\n", + "GCD(39203, 9904) = 1, with coefficients -3717 and 14713 such that 1 = (-3717)*39203 + (14713)*9904\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9905 \t 3 \t 9488 \t 1 \t 0\n", + "1 \t 9905 \t 9488 \t 1 \t 417 \t 0 \t 1\n", + "2 \t 9488 \t 417 \t 22 \t 314 \t 1 \t -3\n", + "3 \t 417 \t 314 \t 1 \t 103 \t -1 \t 4\n", + "4 \t 314 \t 103 \t 3 \t 5 \t 23 \t -91\n", + "5 \t 103 \t 5 \t 20 \t 3 \t -24 \t 95\n", + "6 \t 5 \t 3 \t 1 \t 2 \t 95 \t -376\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -1924 \t 7615\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2019 \t -7991\n", + "\t\t\t\t\t -3943 \t 15606\n", + "GCD(39203, 9905) = 1, with coefficients -3943 and 15606 such that 1 = (-3943)*39203 + (15606)*9905\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9906 \t 3 \t 9485 \t 1 \t 0\n", + "1 \t 9906 \t 9485 \t 1 \t 421 \t 0 \t 1\n", + "2 \t 9485 \t 421 \t 22 \t 223 \t 1 \t -3\n", + "3 \t 421 \t 223 \t 1 \t 198 \t -1 \t 4\n", + "4 \t 223 \t 198 \t 1 \t 25 \t 23 \t -91\n", + "5 \t 198 \t 25 \t 7 \t 23 \t -24 \t 95\n", + "6 \t 25 \t 23 \t 1 \t 2 \t 47 \t -186\n", + "7 \t 23 \t 2 \t 11 \t 1 \t -353 \t 1397\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 400 \t -1583\n", + "\t\t\t\t\t -4753 \t 18810\n", + "GCD(39203, 9906) = 1, with coefficients -4753 and 18810 such that 1 = (-4753)*39203 + (18810)*9906\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9907 \t 3 \t 9482 \t 1 \t 0\n", + "1 \t 9907 \t 9482 \t 1 \t 425 \t 0 \t 1\n", + "2 \t 9482 \t 425 \t 22 \t 132 \t 1 \t -3\n", + "3 \t 425 \t 132 \t 3 \t 29 \t -1 \t 4\n", + "4 \t 132 \t 29 \t 4 \t 16 \t 23 \t -91\n", + "5 \t 29 \t 16 \t 1 \t 13 \t -70 \t 277\n", + "6 \t 16 \t 13 \t 1 \t 3 \t 303 \t -1199\n", + "7 \t 13 \t 3 \t 4 \t 1 \t -373 \t 1476\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 676 \t -2675\n", + "\t\t\t\t\t -3077 \t 12176\n", + "GCD(39203, 9907) = 1, with coefficients -3077 and 12176 such that 1 = (-3077)*39203 + (12176)*9907\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9908 \t 3 \t 9479 \t 1 \t 0\n", + "1 \t 9908 \t 9479 \t 1 \t 429 \t 0 \t 1\n", + "2 \t 9479 \t 429 \t 22 \t 41 \t 1 \t -3\n", + "3 \t 429 \t 41 \t 10 \t 19 \t -1 \t 4\n", + "4 \t 41 \t 19 \t 2 \t 3 \t 23 \t -91\n", + "5 \t 19 \t 3 \t 6 \t 1 \t -231 \t 914\n", + "6 \t 3 \t 1 \t 3 \t 0 \t 485 \t -1919\n", + "\t\t\t\t\t -3141 \t 12428\n", + "GCD(39203, 9908) = 1, with coefficients -3141 and 12428 such that 1 = (-3141)*39203 + (12428)*9908\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9909 \t 3 \t 9476 \t 1 \t 0\n", + "1 \t 9909 \t 9476 \t 1 \t 433 \t 0 \t 1\n", + "2 \t 9476 \t 433 \t 21 \t 383 \t 1 \t -3\n", + "3 \t 433 \t 383 \t 1 \t 50 \t -1 \t 4\n", + "4 \t 383 \t 50 \t 7 \t 33 \t 22 \t -87\n", + "5 \t 50 \t 33 \t 1 \t 17 \t -23 \t 91\n", + "6 \t 33 \t 17 \t 1 \t 16 \t 183 \t -724\n", + "7 \t 17 \t 16 \t 1 \t 1 \t -206 \t 815\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 389 \t -1539\n", + "\t\t\t\t\t -595 \t 2354\n", + "GCD(39203, 9909) = 1, with coefficients -595 and 2354 such that 1 = (-595)*39203 + (2354)*9909\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9910 \t 3 \t 9473 \t 1 \t 0\n", + "1 \t 9910 \t 9473 \t 1 \t 437 \t 0 \t 1\n", + "2 \t 9473 \t 437 \t 21 \t 296 \t 1 \t -3\n", + "3 \t 437 \t 296 \t 1 \t 141 \t -1 \t 4\n", + "4 \t 296 \t 141 \t 2 \t 14 \t 22 \t -87\n", + "5 \t 141 \t 14 \t 10 \t 1 \t -23 \t 91\n", + "6 \t 14 \t 1 \t 14 \t 0 \t 68 \t -269\n", + "\t\t\t\t\t -703 \t 2781\n", + "GCD(39203, 9910) = 1, with coefficients -703 and 2781 such that 1 = (-703)*39203 + (2781)*9910\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9911 \t 3 \t 9470 \t 1 \t 0\n", + "1 \t 9911 \t 9470 \t 1 \t 441 \t 0 \t 1\n", + "2 \t 9470 \t 441 \t 21 \t 209 \t 1 \t -3\n", + "3 \t 441 \t 209 \t 2 \t 23 \t -1 \t 4\n", + "4 \t 209 \t 23 \t 9 \t 2 \t 22 \t -87\n", + "5 \t 23 \t 2 \t 11 \t 1 \t -45 \t 178\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 427 \t -1689\n", + "\t\t\t\t\t -4742 \t 18757\n", + "GCD(39203, 9911) = 1, with coefficients -4742 and 18757 such that 1 = (-4742)*39203 + (18757)*9911\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9912 \t 3 \t 9467 \t 1 \t 0\n", + "1 \t 9912 \t 9467 \t 1 \t 445 \t 0 \t 1\n", + "2 \t 9467 \t 445 \t 21 \t 122 \t 1 \t -3\n", + "3 \t 445 \t 122 \t 3 \t 79 \t -1 \t 4\n", + "4 \t 122 \t 79 \t 1 \t 43 \t 22 \t -87\n", + "5 \t 79 \t 43 \t 1 \t 36 \t -67 \t 265\n", + "6 \t 43 \t 36 \t 1 \t 7 \t 89 \t -352\n", + "7 \t 36 \t 7 \t 5 \t 1 \t -156 \t 617\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 245 \t -969\n", + "\t\t\t\t\t -1381 \t 5462\n", + "GCD(39203, 9912) = 1, with coefficients -1381 and 5462 such that 1 = (-1381)*39203 + (5462)*9912\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9913 \t 3 \t 9464 \t 1 \t 0\n", + "1 \t 9913 \t 9464 \t 1 \t 449 \t 0 \t 1\n", + "2 \t 9464 \t 449 \t 21 \t 35 \t 1 \t -3\n", + "3 \t 449 \t 35 \t 12 \t 29 \t -1 \t 4\n", + "4 \t 35 \t 29 \t 1 \t 6 \t 22 \t -87\n", + "5 \t 29 \t 6 \t 4 \t 5 \t -265 \t 1048\n", + "6 \t 6 \t 5 \t 1 \t 1 \t 287 \t -1135\n", + "7 \t 5 \t 1 \t 5 \t 0 \t -1413 \t 5588\n", + "\t\t\t\t\t 1700 \t -6723\n", + "GCD(39203, 9913) = 1, with coefficients 1700 and -6723 such that 1 = (1700)*39203 + (-6723)*9913\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9914 \t 3 \t 9461 \t 1 \t 0\n", + "1 \t 9914 \t 9461 \t 1 \t 453 \t 0 \t 1\n", + "2 \t 9461 \t 453 \t 20 \t 401 \t 1 \t -3\n", + "3 \t 453 \t 401 \t 1 \t 52 \t -1 \t 4\n", + "4 \t 401 \t 52 \t 7 \t 37 \t 21 \t -83\n", + "5 \t 52 \t 37 \t 1 \t 15 \t -22 \t 87\n", + "6 \t 37 \t 15 \t 2 \t 7 \t 175 \t -692\n", + "7 \t 15 \t 7 \t 2 \t 1 \t -197 \t 779\n", + "8 \t 7 \t 1 \t 7 \t 0 \t 569 \t -2250\n", + "\t\t\t\t\t -1335 \t 5279\n", + "GCD(39203, 9914) = 1, with coefficients -1335 and 5279 such that 1 = (-1335)*39203 + (5279)*9914\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9915 \t 3 \t 9458 \t 1 \t 0\n", + "1 \t 9915 \t 9458 \t 1 \t 457 \t 0 \t 1\n", + "2 \t 9458 \t 457 \t 20 \t 318 \t 1 \t -3\n", + "3 \t 457 \t 318 \t 1 \t 139 \t -1 \t 4\n", + "4 \t 318 \t 139 \t 2 \t 40 \t 21 \t -83\n", + "5 \t 139 \t 40 \t 3 \t 19 \t -22 \t 87\n", + "6 \t 40 \t 19 \t 2 \t 2 \t 65 \t -257\n", + "7 \t 19 \t 2 \t 9 \t 1 \t -217 \t 858\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 499 \t -1973\n", + "\t\t\t\t\t -4708 \t 18615\n", + "GCD(39203, 9915) = 1, with coefficients -4708 and 18615 such that 1 = (-4708)*39203 + (18615)*9915\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9916 \t 3 \t 9455 \t 1 \t 0\n", + "1 \t 9916 \t 9455 \t 1 \t 461 \t 0 \t 1\n", + "2 \t 9455 \t 461 \t 20 \t 235 \t 1 \t -3\n", + "3 \t 461 \t 235 \t 1 \t 226 \t -1 \t 4\n", + "4 \t 235 \t 226 \t 1 \t 9 \t 21 \t -83\n", + "5 \t 226 \t 9 \t 25 \t 1 \t -22 \t 87\n", + "6 \t 9 \t 1 \t 9 \t 0 \t 43 \t -170\n", + "\t\t\t\t\t -1097 \t 4337\n", + "GCD(39203, 9916) = 1, with coefficients -1097 and 4337 such that 1 = (-1097)*39203 + (4337)*9916\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9917 \t 3 \t 9452 \t 1 \t 0\n", + "1 \t 9917 \t 9452 \t 1 \t 465 \t 0 \t 1\n", + "2 \t 9452 \t 465 \t 20 \t 152 \t 1 \t -3\n", + "3 \t 465 \t 152 \t 3 \t 9 \t -1 \t 4\n", + "4 \t 152 \t 9 \t 16 \t 8 \t 21 \t -83\n", + "5 \t 9 \t 8 \t 1 \t 1 \t -64 \t 253\n", + "6 \t 8 \t 1 \t 8 \t 0 \t 1045 \t -4131\n", + "\t\t\t\t\t -1109 \t 4384\n", + "GCD(39203, 9917) = 1, with coefficients -1109 and 4384 such that 1 = (-1109)*39203 + (4384)*9917\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9918 \t 3 \t 9449 \t 1 \t 0\n", + "1 \t 9918 \t 9449 \t 1 \t 469 \t 0 \t 1\n", + "2 \t 9449 \t 469 \t 20 \t 69 \t 1 \t -3\n", + "3 \t 469 \t 69 \t 6 \t 55 \t -1 \t 4\n", + "4 \t 69 \t 55 \t 1 \t 14 \t 21 \t -83\n", + "5 \t 55 \t 14 \t 3 \t 13 \t -127 \t 502\n", + "6 \t 14 \t 13 \t 1 \t 1 \t 148 \t -585\n", + "7 \t 13 \t 1 \t 13 \t 0 \t -571 \t 2257\n", + "\t\t\t\t\t 719 \t -2842\n", + "GCD(39203, 9918) = 1, with coefficients 719 and -2842 such that 1 = (719)*39203 + (-2842)*9918\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9919 \t 3 \t 9446 \t 1 \t 0\n", + "1 \t 9919 \t 9446 \t 1 \t 473 \t 0 \t 1\n", + "2 \t 9446 \t 473 \t 19 \t 459 \t 1 \t -3\n", + "3 \t 473 \t 459 \t 1 \t 14 \t -1 \t 4\n", + "4 \t 459 \t 14 \t 32 \t 11 \t 20 \t -79\n", + "5 \t 14 \t 11 \t 1 \t 3 \t -21 \t 83\n", + "6 \t 11 \t 3 \t 3 \t 2 \t 692 \t -2735\n", + "7 \t 3 \t 2 \t 1 \t 1 \t -713 \t 2818\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 2831 \t -11189\n", + "\t\t\t\t\t -3544 \t 14007\n", + "GCD(39203, 9919) = 1, with coefficients -3544 and 14007 such that 1 = (-3544)*39203 + (14007)*9919\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9920 \t 3 \t 9443 \t 1 \t 0\n", + "1 \t 9920 \t 9443 \t 1 \t 477 \t 0 \t 1\n", + "2 \t 9443 \t 477 \t 19 \t 380 \t 1 \t -3\n", + "3 \t 477 \t 380 \t 1 \t 97 \t -1 \t 4\n", + "4 \t 380 \t 97 \t 3 \t 89 \t 20 \t -79\n", + "5 \t 97 \t 89 \t 1 \t 8 \t -21 \t 83\n", + "6 \t 89 \t 8 \t 11 \t 1 \t 83 \t -328\n", + "7 \t 8 \t 1 \t 8 \t 0 \t -104 \t 411\n", + "\t\t\t\t\t 1227 \t -4849\n", + "GCD(39203, 9920) = 1, with coefficients 1227 and -4849 such that 1 = (1227)*39203 + (-4849)*9920\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9921 \t 3 \t 9440 \t 1 \t 0\n", + "1 \t 9921 \t 9440 \t 1 \t 481 \t 0 \t 1\n", + "2 \t 9440 \t 481 \t 19 \t 301 \t 1 \t -3\n", + "3 \t 481 \t 301 \t 1 \t 180 \t -1 \t 4\n", + "4 \t 301 \t 180 \t 1 \t 121 \t 20 \t -79\n", + "5 \t 180 \t 121 \t 1 \t 59 \t -21 \t 83\n", + "6 \t 121 \t 59 \t 2 \t 3 \t 41 \t -162\n", + "7 \t 59 \t 3 \t 19 \t 2 \t -62 \t 245\n", + "8 \t 3 \t 2 \t 1 \t 1 \t 165 \t -652\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -3197 \t 12633\n", + "\t\t\t\t\t 3362 \t -13285\n", + "GCD(39203, 9921) = 1, with coefficients 3362 and -13285 such that 1 = (3362)*39203 + (-13285)*9921\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9922 \t 3 \t 9437 \t 1 \t 0\n", + "1 \t 9922 \t 9437 \t 1 \t 485 \t 0 \t 1\n", + "2 \t 9437 \t 485 \t 19 \t 222 \t 1 \t -3\n", + "3 \t 485 \t 222 \t 2 \t 41 \t -1 \t 4\n", + "4 \t 222 \t 41 \t 5 \t 17 \t 20 \t -79\n", + "5 \t 41 \t 17 \t 2 \t 7 \t -41 \t 162\n", + "6 \t 17 \t 7 \t 2 \t 3 \t 225 \t -889\n", + "7 \t 7 \t 3 \t 2 \t 1 \t -491 \t 1940\n", + "8 \t 3 \t 1 \t 3 \t 0 \t 1207 \t -4769\n", + "\t\t\t\t\t -2905 \t 11478\n", + "GCD(39203, 9922) = 1, with coefficients -2905 and 11478 such that 1 = (-2905)*39203 + (11478)*9922\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9923 \t 3 \t 9434 \t 1 \t 0\n", + "1 \t 9923 \t 9434 \t 1 \t 489 \t 0 \t 1\n", + "2 \t 9434 \t 489 \t 19 \t 143 \t 1 \t -3\n", + "3 \t 489 \t 143 \t 3 \t 60 \t -1 \t 4\n", + "4 \t 143 \t 60 \t 2 \t 23 \t 20 \t -79\n", + "5 \t 60 \t 23 \t 2 \t 14 \t -61 \t 241\n", + "6 \t 23 \t 14 \t 1 \t 9 \t 142 \t -561\n", + "7 \t 14 \t 9 \t 1 \t 5 \t -345 \t 1363\n", + "8 \t 9 \t 5 \t 1 \t 4 \t 487 \t -1924\n", + "9 \t 5 \t 4 \t 1 \t 1 \t -832 \t 3287\n", + "10 \t 4 \t 1 \t 4 \t 0 \t 1319 \t -5211\n", + "\t\t\t\t\t -2151 \t 8498\n", + "GCD(39203, 9923) = 1, with coefficients -2151 and 8498 such that 1 = (-2151)*39203 + (8498)*9923\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9924 \t 3 \t 9431 \t 1 \t 0\n", + "1 \t 9924 \t 9431 \t 1 \t 493 \t 0 \t 1\n", + "2 \t 9431 \t 493 \t 19 \t 64 \t 1 \t -3\n", + "3 \t 493 \t 64 \t 7 \t 45 \t -1 \t 4\n", + "4 \t 64 \t 45 \t 1 \t 19 \t 20 \t -79\n", + "5 \t 45 \t 19 \t 2 \t 7 \t -141 \t 557\n", + "6 \t 19 \t 7 \t 2 \t 5 \t 161 \t -636\n", + "7 \t 7 \t 5 \t 1 \t 2 \t -463 \t 1829\n", + "8 \t 5 \t 2 \t 2 \t 1 \t 1087 \t -4294\n", + "9 \t 2 \t 1 \t 2 \t 0 \t -1550 \t 6123\n", + "\t\t\t\t\t 4187 \t -16540\n", + "GCD(39203, 9924) = 1, with coefficients 4187 and -16540 such that 1 = (4187)*39203 + (-16540)*9924\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9925 \t 3 \t 9428 \t 1 \t 0\n", + "1 \t 9925 \t 9428 \t 1 \t 497 \t 0 \t 1\n", + "2 \t 9428 \t 497 \t 18 \t 482 \t 1 \t -3\n", + "3 \t 497 \t 482 \t 1 \t 15 \t -1 \t 4\n", + "4 \t 482 \t 15 \t 32 \t 2 \t 19 \t -75\n", + "5 \t 15 \t 2 \t 7 \t 1 \t -20 \t 79\n", + "6 \t 2 \t 1 \t 2 \t 0 \t 659 \t -2603\n", + "\t\t\t\t\t -4633 \t 18300\n", + "GCD(39203, 9925) = 1, with coefficients -4633 and 18300 such that 1 = (-4633)*39203 + (18300)*9925\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9926 \t 3 \t 9425 \t 1 \t 0\n", + "1 \t 9926 \t 9425 \t 1 \t 501 \t 0 \t 1\n", + "2 \t 9425 \t 501 \t 18 \t 407 \t 1 \t -3\n", + "3 \t 501 \t 407 \t 1 \t 94 \t -1 \t 4\n", + "4 \t 407 \t 94 \t 4 \t 31 \t 19 \t -75\n", + "5 \t 94 \t 31 \t 3 \t 1 \t -20 \t 79\n", + "6 \t 31 \t 1 \t 31 \t 0 \t 99 \t -391\n", + "\t\t\t\t\t -317 \t 1252\n", + "GCD(39203, 9926) = 1, with coefficients -317 and 1252 such that 1 = (-317)*39203 + (1252)*9926\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9927 \t 3 \t 9422 \t 1 \t 0\n", + "1 \t 9927 \t 9422 \t 1 \t 505 \t 0 \t 1\n", + "2 \t 9422 \t 505 \t 18 \t 332 \t 1 \t -3\n", + "3 \t 505 \t 332 \t 1 \t 173 \t -1 \t 4\n", + "4 \t 332 \t 173 \t 1 \t 159 \t 19 \t -75\n", + "5 \t 173 \t 159 \t 1 \t 14 \t -20 \t 79\n", + "6 \t 159 \t 14 \t 11 \t 5 \t 39 \t -154\n", + "7 \t 14 \t 5 \t 2 \t 4 \t -59 \t 233\n", + "8 \t 5 \t 4 \t 1 \t 1 \t 688 \t -2717\n", + "9 \t 4 \t 1 \t 4 \t 0 \t -1435 \t 5667\n", + "\t\t\t\t\t 2123 \t -8384\n", + "GCD(39203, 9927) = 1, with coefficients 2123 and -8384 such that 1 = (2123)*39203 + (-8384)*9927\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9928 \t 3 \t 9419 \t 1 \t 0\n", + "1 \t 9928 \t 9419 \t 1 \t 509 \t 0 \t 1\n", + "2 \t 9419 \t 509 \t 18 \t 257 \t 1 \t -3\n", + "3 \t 509 \t 257 \t 1 \t 252 \t -1 \t 4\n", + "4 \t 257 \t 252 \t 1 \t 5 \t 19 \t -75\n", + "5 \t 252 \t 5 \t 50 \t 2 \t -20 \t 79\n", + "6 \t 5 \t 2 \t 2 \t 1 \t 39 \t -154\n", + "7 \t 2 \t 1 \t 2 \t 0 \t -1970 \t 7779\n", + "\t\t\t\t\t 3979 \t -15712\n", + "GCD(39203, 9928) = 1, with coefficients 3979 and -15712 such that 1 = (3979)*39203 + (-15712)*9928\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9929 \t 3 \t 9416 \t 1 \t 0\n", + "1 \t 9929 \t 9416 \t 1 \t 513 \t 0 \t 1\n", + "2 \t 9416 \t 513 \t 18 \t 182 \t 1 \t -3\n", + "3 \t 513 \t 182 \t 2 \t 149 \t -1 \t 4\n", + "4 \t 182 \t 149 \t 1 \t 33 \t 19 \t -75\n", + "5 \t 149 \t 33 \t 4 \t 17 \t -39 \t 154\n", + "6 \t 33 \t 17 \t 1 \t 16 \t 58 \t -229\n", + "7 \t 17 \t 16 \t 1 \t 1 \t -271 \t 1070\n", + "8 \t 16 \t 1 \t 16 \t 0 \t 329 \t -1299\n", + "\t\t\t\t\t -600 \t 2369\n", + "GCD(39203, 9929) = 1, with coefficients -600 and 2369 such that 1 = (-600)*39203 + (2369)*9929\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9930 \t 3 \t 9413 \t 1 \t 0\n", + "1 \t 9930 \t 9413 \t 1 \t 517 \t 0 \t 1\n", + "2 \t 9413 \t 517 \t 18 \t 107 \t 1 \t -3\n", + "3 \t 517 \t 107 \t 4 \t 89 \t -1 \t 4\n", + "4 \t 107 \t 89 \t 1 \t 18 \t 19 \t -75\n", + "5 \t 89 \t 18 \t 4 \t 17 \t -77 \t 304\n", + "6 \t 18 \t 17 \t 1 \t 1 \t 96 \t -379\n", + "7 \t 17 \t 1 \t 17 \t 0 \t -461 \t 1820\n", + "\t\t\t\t\t 557 \t -2199\n", + "GCD(39203, 9930) = 1, with coefficients 557 and -2199 such that 1 = (557)*39203 + (-2199)*9930\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9931 \t 3 \t 9410 \t 1 \t 0\n", + "1 \t 9931 \t 9410 \t 1 \t 521 \t 0 \t 1\n", + "2 \t 9410 \t 521 \t 18 \t 32 \t 1 \t -3\n", + "3 \t 521 \t 32 \t 16 \t 9 \t -1 \t 4\n", + "4 \t 32 \t 9 \t 3 \t 5 \t 19 \t -75\n", + "5 \t 9 \t 5 \t 1 \t 4 \t -305 \t 1204\n", + "6 \t 5 \t 4 \t 1 \t 1 \t 934 \t -3687\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -1239 \t 4891\n", + "\t\t\t\t\t 2173 \t -8578\n", + "GCD(39203, 9931) = 1, with coefficients 2173 and -8578 such that 1 = (2173)*39203 + (-8578)*9931\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9932 \t 3 \t 9407 \t 1 \t 0\n", + "1 \t 9932 \t 9407 \t 1 \t 525 \t 0 \t 1\n", + "2 \t 9407 \t 525 \t 17 \t 482 \t 1 \t -3\n", + "3 \t 525 \t 482 \t 1 \t 43 \t -1 \t 4\n", + "4 \t 482 \t 43 \t 11 \t 9 \t 18 \t -71\n", + "5 \t 43 \t 9 \t 4 \t 7 \t -19 \t 75\n", + "6 \t 9 \t 7 \t 1 \t 2 \t 227 \t -896\n", + "7 \t 7 \t 2 \t 3 \t 1 \t -927 \t 3659\n", + "8 \t 2 \t 1 \t 2 \t 0 \t 1154 \t -4555\n", + "\t\t\t\t\t -4389 \t 17324\n", + "GCD(39203, 9932) = 1, with coefficients -4389 and 17324 such that 1 = (-4389)*39203 + (17324)*9932\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9933 \t 3 \t 9404 \t 1 \t 0\n", + "1 \t 9933 \t 9404 \t 1 \t 529 \t 0 \t 1\n", + "2 \t 9404 \t 529 \t 17 \t 411 \t 1 \t -3\n", + "3 \t 529 \t 411 \t 1 \t 118 \t -1 \t 4\n", + "4 \t 411 \t 118 \t 3 \t 57 \t 18 \t -71\n", + "5 \t 118 \t 57 \t 2 \t 4 \t -19 \t 75\n", + "6 \t 57 \t 4 \t 14 \t 1 \t 75 \t -296\n", + "7 \t 4 \t 1 \t 4 \t 0 \t -169 \t 667\n", + "\t\t\t\t\t 2441 \t -9634\n", + "GCD(39203, 9933) = 1, with coefficients 2441 and -9634 such that 1 = (2441)*39203 + (-9634)*9933\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9934 \t 3 \t 9401 \t 1 \t 0\n", + "1 \t 9934 \t 9401 \t 1 \t 533 \t 0 \t 1\n", + "2 \t 9401 \t 533 \t 17 \t 340 \t 1 \t -3\n", + "3 \t 533 \t 340 \t 1 \t 193 \t -1 \t 4\n", + "4 \t 340 \t 193 \t 1 \t 147 \t 18 \t -71\n", + "5 \t 193 \t 147 \t 1 \t 46 \t -19 \t 75\n", + "6 \t 147 \t 46 \t 3 \t 9 \t 37 \t -146\n", + "7 \t 46 \t 9 \t 5 \t 1 \t -56 \t 221\n", + "8 \t 9 \t 1 \t 9 \t 0 \t 205 \t -809\n", + "\t\t\t\t\t -1081 \t 4266\n", + "GCD(39203, 9934) = 1, with coefficients -1081 and 4266 such that 1 = (-1081)*39203 + (4266)*9934\n", + "i \t r_i \t r_i+1 \t q_i+1 \t r_i+2 \t s_i \t t_i\n", + "0 \t 39203 \t 9935 \t 3 \t 9398 \t 1 \t 0\n" + ] + }, + { + "ename": "KeyboardInterrupt", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mKeyboardInterrupt\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[47]\u001b[39m\u001b[32m, line 7\u001b[39m\n\u001b[32m 5\u001b[39m \u001b[38;5;28mprint\u001b[39m(primes_below(\u001b[32m200\u001b[39m))\n\u001b[32m 6\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[32m1\u001b[39m,a*b):\n\u001b[32m----> \u001b[39m\u001b[32m7\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[43mgcd\u001b[49m\u001b[43m(\u001b[49m\u001b[43ma\u001b[49m\u001b[43m*\u001b[49m\u001b[43mb\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mi\u001b[49m\u001b[43m)\u001b[49m == \u001b[32m1\u001b[39m:\n\u001b[32m 8\u001b[39m count += \u001b[32m1\u001b[39m\n\u001b[32m 9\u001b[39m \u001b[38;5;28mprint\u001b[39m()\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Dokumenter/DTU Noter/Diskret Mat/ipynb filer/tools.py:64\u001b[39m, in \u001b[36mgcd\u001b[39m\u001b[34m(a, b)\u001b[39m\n\u001b[32m 62\u001b[39m \u001b[38;5;28mprint\u001b[39m(\u001b[33m'\u001b[39m\u001b[33mi \u001b[39m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[33m r_i \u001b[39m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[33m r_i+1 \u001b[39m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[33m q_i+1 \u001b[39m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[33m r_i+2 \u001b[39m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[33m s_i \u001b[39m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[33m t_i\u001b[39m\u001b[33m'\u001b[39m)\n\u001b[32m 63\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m r1, r2, r3, q, s, t \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mzip\u001b[39m(rlist, rlist[\u001b[32m1\u001b[39m:], rlist[\u001b[32m2\u001b[39m:], qlist, slist, tlist):\n\u001b[32m---> \u001b[39m\u001b[32m64\u001b[39m \u001b[38;5;28;43mprint\u001b[39;49m\u001b[43m(\u001b[49m\u001b[33;43mf\u001b[39;49m\u001b[33;43m'\u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43mi\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;130;43;01m\\t\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43mr1\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;130;43;01m\\t\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43mr2\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;130;43;01m\\t\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43mq\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;130;43;01m\\t\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43mr3\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;130;43;01m\\t\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43ms\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;130;43;01m\\t\u001b[39;49;00m\u001b[33;43m \u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43mt\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[33;43m'\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[32m 65\u001b[39m i += \u001b[32m1\u001b[39m\n\u001b[32m 66\u001b[39m \u001b[38;5;28mprint\u001b[39m(\u001b[33mf\u001b[39m\u001b[33m'\u001b[39m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[33m \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mslist[-\u001b[32m2\u001b[39m]\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m \u001b[39m\u001b[38;5;130;01m\\t\u001b[39;00m\u001b[33m \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mtlist[-\u001b[32m2\u001b[39m]\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m'\u001b[39m)\n", + "\u001b[36mFile \u001b[39m\u001b[32m/usr/lib/python3.13/site-packages/IPython/core/interactiveshell.py:3046\u001b[39m, in \u001b[36mInteractiveShell._tee..write\u001b[39m\u001b[34m(data, *args, **kwargs)\u001b[39m\n\u001b[32m 3044\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"Write data to both the original destination and the capture dictionary.\"\"\"\u001b[39;00m\n\u001b[32m 3045\u001b[39m result = original_write(data, *args, **kwargs)\n\u001b[32m-> \u001b[39m\u001b[32m3046\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28;43many\u001b[39;49m\u001b[43m(\u001b[49m\n\u001b[32m 3047\u001b[39m \u001b[43m \u001b[49m\u001b[43m[\u001b[49m\n\u001b[32m 3048\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mdisplay_pub\u001b[49m\u001b[43m.\u001b[49m\u001b[43mis_publishing\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3049\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mdisplayhook\u001b[49m\u001b[43m.\u001b[49m\u001b[43mis_active\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3050\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mshowing_traceback\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3051\u001b[39m \u001b[43m \u001b[49m\u001b[43m]\u001b[49m\n\u001b[32m 3052\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m:\n\u001b[32m 3053\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m result\n\u001b[32m 3054\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m data:\n", + "\u001b[31mKeyboardInterrupt\u001b[39m: " + ] + } + ], + "source": [ + "199,197\n", + "count = 0\n", + "a = 199\n", + "b = 197\n", + "print(primes_below(200))\n", + "for i in range(1,a*b):\n", + " if gcd(a*b, i) == 1:\n", + " count += 1\n", + "print()\n", + "print(count)\n", + "print(a*b-a-b)" + ] + }, { "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "37\n" + ] + } + ], + "source": [ + "\n", + "\n", + "def opgave(n):\n", + " if n == 0:\n", + " return 2\n", + " elif n == 1:\n", + " return 3\n", + " elif n % 2 == 0:\n", + " return opgave(n-1) + n\n", + " else:\n", + " return opgave(n-1) + 2* opgave(n-2)\n", + "\n", + "print(opgave(5))\n", + "\n" + ] } ], "metadata": {