| Jason Moxham on Sun, 05 Jul 2009 16:50:21 +0200 |
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| Re: Re: Some bugs? |
----- Original Message ----- From: "Jason Moxham" <jason@njkfrudils.plus.com>
To: <pari-dev@list.cr.yp.to> Sent: Sunday, July 05, 2009 3:23 PM Subject: Re: Re: Some bugs?
----- Original Message ----- From: "Jason Moxham" <jason@njkfrudils.plus.com>To: <jason@njkfrudils.plus.com> Sent: Sunday, July 05, 2009 3:13 PM Subject: Fwd: Re: Some bugs?---------- Forwarded Message ---------- Subject: Re: Some bugs? Date: Sunday 05 Jul 2009 From: Bill Allombert <Bill.Allombert@math.u-bordeaux1.fr> To: pari-dev@list.cr.yp.to On Sat, Jul 04, 2009 at 09:32:14PM +0100, Jason Moxham wrote:On Sat, Jul 04, 2009 at 08:31:40PM +0100, Jason Moxham wrote:this fixes polred,rnf,rnfkummer tests for Win32 MSVCGood! Bill.[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0] *** at top-level: ...Mod(1,10007)*(x^30+9557*x^29+7812*x^28+7090*x *** ^-------------------- *** _^s: degree overflow in pow_monome.This is very wrong: x^29 is absolutly safe. There are some corruption going on.
I've put some printing in the code to try to see what is happening see out.txt
/* assume x != 0 */
static GEN
pow_monome(GEN x, long n)
{
long i, d, dx = degpol(x);
GEN A, b, y;
printf("here %d %d %d %d\n",__LINE__,n,d,dx);
if (n < 0) { n = -n; y = cgetg(3, t_RFRAC); } else y = NULL;
printf("here %d %d %d %d\n",__LINE__,n,d,dx);
if (HIGHWORD(dx) || HIGHWORD(n))
{
LOCAL_HIREMAINDER;
printf("here %d %d %d %d\n",__LINE__,n,d,dx);
d = (long)mulll((ulong)dx, (ulong)n);
printf("here %d %d %d %d\n",__LINE__,n,d,dx);
if (hiremainder || (d &~ LGBITS)) d = LGBITS; /* overflow */
printf("here %d %d %d %d\n",__LINE__,n,d,dx);
d += 2; printf("here %d %d %d %d\n",__LINE__,n,d,dx);
}
else
{d = dx*n + 2; printf("here %d %d %d %d\n",__LINE__,n,d,dx);}
printf("here %d %d %d %d\n",__LINE__,n,d,dx);
if ((d + 1) & ~LGBITS) pari_err(talker,"degree overflow in pow_monome");
printf("here %d %d %d %d\n",__LINE__,n,d,dx);
A = cgetg(d+1, t_POL); A[1] = x[1];
for (i=2; i < d; i++) gel(A,i) = gen_0;
b = gpowgs(gel(x,dx+2), n); /* not memory clean if (n < 0) */
if (!y) y = A;
else {
GEN c = denom(b);
gel(y,1) = c; if (c != gen_1) b = gmul(b,c);
gel(y,2) = A;
}
gel(A,d) = b; return y;
}
GP/PARI CALCULATOR Version 2.4.3 (development svn-11782)
ix86 running Windows 3.2 (ix86 kernel) 32-bit version
compiled: Jul 4 2009, MSVC-1500
(readline not compiled in, extended help not enabled)
Copyright (C) 2000-2008 The PARI Group
PARI/GP is free software, covered by the GNU General Public License, and comes
WITHOUT ANY WARRANTY WHATSOEVER.
Type ? for help, \q to quit. Type ?12 for how to get moral (and possibly technical) support. parisize = 4000000, primelimit = 500509 debug = 4 *** Warning: compiler generates copy for `a'. *** Warning: compiler generates copy for `l'. *** Warning: compiler generates copy for `P'. *** Warning: compiler generates copy for `Q'. -------------e=0-------------- Time FpM_ker: 0 Time Fp_sqrtn: 0 here 537 4 3938068 1 here 540 4 3938068 1 here 552 4 6 1 here 554 4 6 1 here 556 4 6 1 here 537 2 3938068 1 here 540 2 3938068 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 4 3938068 1 here 540 4 3938068 1 here 552 4 6 1 here 554 4 6 1 here 556 4 6 1 here 537 3 3938068 1 here 540 3 3938068 1 here 552 3 5 1 here 554 3 5 1 here 556 3 5 1 here 537 2 3938068 1 here 540 2 3938068 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 3963012 1 here 540 2 3963012 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 [0, 0, 0, 0] Time FpM_ker: 0 Time Fp_sqrtn: 0 here 537 10 3963416 1 here 540 10 3963416 1 here 552 10 12 1 here 554 10 12 1 here 556 10 12 1 here 537 5 3963416 1 here 540 5 3963416 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 10 3963416 1 here 540 10 3963416 1 here 552 10 12 1 here 554 10 12 1 here 556 10 12 1 here 537 5 3963416 1 here 540 5 3963416 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 5 3963012 1 here 540 5 3963012 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 5 3963012 1 here 540 5 3963012 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 7 3963480 1 here 540 7 3963480 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 5 3963480 1 here 540 5 3963480 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 2 3963480 1 here 540 2 3963480 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 7 3963480 1 here 540 7 3963480 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 5 3963480 1 here 540 5 3963480 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 2 3963480 1 here 540 2 3963480 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 7 3963480 1 here 540 7 3963480 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 5 3963480 1 here 540 5 3963480 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 2 3963480 1 here 540 2 3963480 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 7 3963480 1 here 540 7 3963480 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 5 3963480 1 here 540 5 3963480 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 2 3963480 1 here 540 2 3963480 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 7 3963480 1 here 540 7 3963480 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 5 3963480 1 here 540 5 3963480 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 2 3963480 1 here 540 2 3963480 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 [0, 0, 0, 0, 0, 0, 0, 0, 0, 0] Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pows [P,Q]: 0 Time FpXQ_sqrtn: 0 here 537 3 3963480 1 here 540 3 3963480 1 here 552 3 5 1 here 554 3 5 1 here 556 3 5 1 here 537 2 3963480 1 here 540 2 3963480 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 3 3963480 1 here 540 3 3963480 1 here 552 3 5 1 here 554 3 5 1 here 556 3 5 1 here 537 2 3963480 1 here 540 2 3963480 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 [0, 0, 0] Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pows [P,Q]: 0 Time FpXQ_sqrtn: 0 here 537 17 3963416 1 here 540 17 3963416 1 here 552 17 19 1 here 554 17 19 1 here 556 17 19 1 here 537 17 3963416 1 here 540 17 3963416 1 here 552 17 19 1 here 554 17 19 1 here 556 17 19 1 here 537 16 3963416 1 here 540 16 3963416 1 here 552 16 18 1 here 554 16 18 1 here 556 16 18 1 here 537 15 3963416 1 here 540 15 3963416 1 here 552 15 17 1 here 554 15 17 1 here 556 15 17 1 here 537 14 3963416 1 here 540 14 3963416 1 here 552 14 16 1 here 554 14 16 1 here 556 14 16 1 here 537 13 3963416 1 here 540 13 3963416 1 here 552 13 15 1 here 554 13 15 1 here 556 13 15 1 here 537 12 3963416 1 here 540 12 3963416 1 here 552 12 14 1 here 554 12 14 1 here 556 12 14 1 here 537 11 3963416 1 here 540 11 3963416 1 here 552 11 13 1 here 554 11 13 1 here 556 11 13 1 here 537 10 3963416 1 here 540 10 3963416 1 here 552 10 12 1 here 554 10 12 1 here 556 10 12 1 here 537 9 3963416 1 here 540 9 3963416 1 here 552 9 11 1 here 554 9 11 1 here 556 9 11 1 here 537 8 3963416 1 here 540 8 3963416 1 here 552 8 10 1 here 554 8 10 1 here 556 8 10 1 here 537 7 3963416 1 here 540 7 3963416 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 6 3963416 1 here 540 6 3963416 1 here 552 6 8 1 here 554 6 8 1 here 556 6 8 1 here 537 5 3963416 1 here 540 5 3963416 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 4 3963416 1 here 540 4 3963416 1 here 552 4 6 1 here 554 4 6 1 here 556 4 6 1 here 537 3 3963416 1 here 540 3 3963416 1 here 552 3 5 1 here 554 3 5 1 here 556 3 5 1 here 537 2 3963416 1 here 540 2 3963416 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0] Time FpM_ker: 0 Time Fp_sqrtn: 0 here 537 16 14841176 1 here 540 16 14841176 1 here 552 16 18 1 here 554 16 18 1 here 556 16 18 1 here 537 15 14841176 1 here 540 15 14841176 1 here 552 15 17 1 here 554 15 17 1 here 556 15 17 1 here 537 14 14841176 1 here 540 14 14841176 1 here 552 14 16 1 here 554 14 16 1 here 556 14 16 1 here 537 13 14841176 1 here 540 13 14841176 1 here 552 13 15 1 here 554 13 15 1 here 556 13 15 1 here 537 12 14841176 1 here 540 12 14841176 1 here 552 12 14 1 here 554 12 14 1 here 556 12 14 1 here 537 11 14841176 1 here 540 11 14841176 1 here 552 11 13 1 here 554 11 13 1 here 556 11 13 1 here 537 10 14841176 1 here 540 10 14841176 1 here 552 10 12 1 here 554 10 12 1 here 556 10 12 1 here 537 9 14841176 1 here 540 9 14841176 1 here 552 9 11 1 here 554 9 11 1 here 556 9 11 1 here 537 8 14841176 1 here 540 8 14841176 1 here 552 8 10 1 here 554 8 10 1 here 556 8 10 1 here 537 7 14841176 1 here 540 7 14841176 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 6 14841176 1 here 540 6 14841176 1 here 552 6 8 1 here 554 6 8 1 here 556 6 8 1 here 537 5 14841176 1 here 540 5 14841176 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 4 14841176 1 here 540 4 14841176 1 here 552 4 6 1 here 554 4 6 1 here 556 4 6 1 here 537 3 14841176 1 here 540 3 14841176 1 here 552 3 5 1 here 554 3 5 1 here 556 3 5 1 here 537 2 14841176 1 here 540 2 14841176 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 16 14841176 1 here 540 16 14841176 1 here 552 16 18 1 here 554 16 18 1 here 556 16 18 1 here 537 16 3963012 1 here 540 16 3963012 1 here 552 16 18 1 here 554 16 18 1 here 556 16 18 1 [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0] Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pows [P,Q]: 0 Time FpXQ_sqrtn: 0 here 537 20 14841240 1 here 540 20 14841240 1 here 552 20 22 1 here 554 20 22 1 here 556 20 22 1 here 537 19 14841240 1 here 540 19 14841240 1 here 552 19 21 1 here 554 19 21 1 here 556 19 21 1 here 537 18 14841240 1 here 540 18 14841240 1 here 552 18 20 1 here 554 18 20 1 here 556 18 20 1 here 537 17 14841240 1 here 540 17 14841240 1 here 552 17 19 1 here 554 17 19 1 here 556 17 19 1 here 537 16 14841240 1 here 540 16 14841240 1 here 552 16 18 1 here 554 16 18 1 here 556 16 18 1 here 537 15 14841240 1 here 540 15 14841240 1 here 552 15 17 1 here 554 15 17 1 here 556 15 17 1 here 537 14 14841240 1 here 540 14 14841240 1 here 552 14 16 1 here 554 14 16 1 here 556 14 16 1 here 537 13 14841240 1 here 540 13 14841240 1 here 552 13 15 1 here 554 13 15 1 here 556 13 15 1 here 537 12 14841240 1 here 540 12 14841240 1 here 552 12 14 1 here 554 12 14 1 here 556 12 14 1 here 537 11 14841240 1 here 540 11 14841240 1 here 552 11 13 1 here 554 11 13 1 here 556 11 13 1 here 537 10 14841240 1 here 540 10 14841240 1 here 552 10 12 1 here 554 10 12 1 here 556 10 12 1 here 537 9 14841240 1 here 540 9 14841240 1 here 552 9 11 1 here 554 9 11 1 here 556 9 11 1 here 537 8 14841240 1 here 540 8 14841240 1 here 552 8 10 1 here 554 8 10 1 here 556 8 10 1 here 537 7 14841240 1 here 540 7 14841240 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 6 14841240 1 here 540 6 14841240 1 here 552 6 8 1 here 554 6 8 1 here 556 6 8 1 here 537 5 14841240 1 here 540 5 14841240 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 4 14841240 1 here 540 4 14841240 1 here 552 4 6 1 here 554 4 6 1 here 556 4 6 1 here 537 3 14841240 1 here 540 3 14841240 1 here 552 3 5 1 here 554 3 5 1 here 556 3 5 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 20 14841240 1 here 540 20 14841240 1 here 552 20 22 1 here 554 20 22 1 here 556 20 22 1 here 537 19 14841240 1 here 540 19 14841240 1 here 552 19 21 1 here 554 19 21 1 here 556 19 21 1 here 537 18 14841240 1 here 540 18 14841240 1 here 552 18 20 1 here 554 18 20 1 here 556 18 20 1 here 537 17 14841240 1 here 540 17 14841240 1 here 552 17 19 1 here 554 17 19 1 here 556 17 19 1 here 537 16 14841240 1 here 540 16 14841240 1 here 552 16 18 1 here 554 16 18 1 here 556 16 18 1 here 537 15 14841240 1 here 540 15 14841240 1 here 552 15 17 1 here 554 15 17 1 here 556 15 17 1 here 537 14 14841240 1 here 540 14 14841240 1 here 552 14 16 1 here 554 14 16 1 here 556 14 16 1 here 537 13 14841240 1 here 540 13 14841240 1 here 552 13 15 1 here 554 13 15 1 here 556 13 15 1 here 537 12 14841240 1 here 540 12 14841240 1 here 552 12 14 1 here 554 12 14 1 here 556 12 14 1 here 537 11 14841240 1 here 540 11 14841240 1 here 552 11 13 1 here 554 11 13 1 here 556 11 13 1 here 537 10 14841240 1 here 540 10 14841240 1 here 552 10 12 1 here 554 10 12 1 here 556 10 12 1 here 537 9 14841240 1 here 540 9 14841240 1 here 552 9 11 1 here 554 9 11 1 here 556 9 11 1 here 537 8 14841240 1 here 540 8 14841240 1 here 552 8 10 1 here 554 8 10 1 here 556 8 10 1 here 537 7 14841240 1 here 540 7 14841240 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 6 14841240 1 here 540 6 14841240 1 here 552 6 8 1 here 554 6 8 1 here 556 6 8 1 here 537 5 14841240 1 here 540 5 14841240 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 4 14841240 1 here 540 4 14841240 1 here 552 4 6 1 here 554 4 6 1 here 556 4 6 1 here 537 3 14841240 1 here 540 3 14841240 1 here 552 3 5 1 here 554 3 5 1 here 556 3 5 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 17 14841176 1 here 540 17 14841176 1 here 552 17 19 1 here 554 17 19 1 here 556 17 19 1 here 537 2 14841176 1 here 540 2 14841176 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0] Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pows [P,Q]: 0 Time FpXQ_sqrtn: 0 here 537 20 14841176 1 here 540 20 14841176 1 here 552 20 22 1 here 554 20 22 1 here 556 20 22 1 here 537 20 14841176 1 here 540 20 14841176 1 here 552 20 22 1 here 554 20 22 1 here 556 20 22 1 here 537 19 14841176 1 here 540 19 14841176 1 here 552 19 21 1 here 554 19 21 1 here 556 19 21 1 here 537 18 14841176 1 here 540 18 14841176 1 here 552 18 20 1 here 554 18 20 1 here 556 18 20 1 here 537 17 14841176 1 here 540 17 14841176 1 here 552 17 19 1 here 554 17 19 1 here 556 17 19 1 here 537 16 14841176 1 here 540 16 14841176 1 here 552 16 18 1 here 554 16 18 1 here 556 16 18 1 here 537 15 14841176 1 here 540 15 14841176 1 here 552 15 17 1 here 554 15 17 1 here 556 15 17 1 here 537 14 14841176 1 here 540 14 14841176 1 here 552 14 16 1 here 554 14 16 1 here 556 14 16 1 here 537 13 14841176 1 here 540 13 14841176 1 here 552 13 15 1 here 554 13 15 1 here 556 13 15 1 here 537 12 14841176 1 here 540 12 14841176 1 here 552 12 14 1 here 554 12 14 1 here 556 12 14 1 here 537 11 14841176 1 here 540 11 14841176 1 here 552 11 13 1 here 554 11 13 1 here 556 11 13 1 here 537 10 14841176 1 here 540 10 14841176 1 here 552 10 12 1 here 554 10 12 1 here 556 10 12 1 here 537 9 14841176 1 here 540 9 14841176 1 here 552 9 11 1 here 554 9 11 1 here 556 9 11 1 here 537 8 14841176 1 here 540 8 14841176 1 here 552 8 10 1 here 554 8 10 1 here 556 8 10 1 here 537 7 14841176 1 here 540 7 14841176 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 6 14841176 1 here 540 6 14841176 1 here 552 6 8 1 here 554 6 8 1 here 556 6 8 1 here 537 5 14841176 1 here 540 5 14841176 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 4 14841176 1 here 540 4 14841176 1 here 552 4 6 1 here 554 4 6 1 here 556 4 6 1 here 537 3 14841176 1 here 540 3 14841176 1 here 552 3 5 1 here 554 3 5 1 here 556 3 5 1 here 537 2 14841176 1 here 540 2 14841176 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0] here 537 30 14841240 1 here 540 30 14841240 1 here 552 30 32 1 here 554 30 32 1 here 556 30 32 1 here 537 100925962 14841240 1 here 540 100925962 14841240 1 here 544 100925962 14841240 1 here 546 100925962 100925962 1 here 548 100925962 16777215 1 here 549 100925962 16777217 1 here 554 100925962 16777217 1 *** at top-level: ...Mod(1,10007)*(x^30+9557*x^29+7812*x^28+7090*x *** ^-------------------- *** _^s: degree overflow in pow_monome. here 537 30 14841240 1 here 540 30 14841240 1 here 552 30 32 1 here 554 30 32 1 here 556 30 32 1 here 537 29 14841240 1 here 540 29 14841240 1 here 552 29 31 1 here 554 29 31 1 here 556 29 31 1 here 537 28 14841240 1 here 540 28 14841240 1 here 552 28 30 1 here 554 28 30 1 here 556 28 30 1 here 537 27 14841240 1 here 540 27 14841240 1 here 552 27 29 1 here 554 27 29 1 here 556 27 29 1 here 537 26 14841240 1 here 540 26 14841240 1 here 552 26 28 1 here 554 26 28 1 here 556 26 28 1 here 537 25 14841240 1 here 540 25 14841240 1 here 552 25 27 1 here 554 25 27 1 here 556 25 27 1 here 537 24 14841240 1 here 540 24 14841240 1 here 552 24 26 1 here 554 24 26 1 here 556 24 26 1 here 537 23 14841240 1 here 540 23 14841240 1 here 552 23 25 1 here 554 23 25 1 here 556 23 25 1 here 537 22 14841240 1 here 540 22 14841240 1 here 552 22 24 1 here 554 22 24 1 here 556 22 24 1 here 537 21 14841240 1 here 540 21 14841240 1 here 552 21 23 1 here 554 21 23 1 here 556 21 23 1 here 537 20 14841240 1 here 540 20 14841240 1 here 552 20 22 1 here 554 20 22 1 here 556 20 22 1 here 537 19 14841240 1 here 540 19 14841240 1 here 552 19 21 1 here 554 19 21 1 here 556 19 21 1 here 537 18 14841240 1 here 540 18 14841240 1 here 552 18 20 1 here 554 18 20 1 here 556 18 20 1 here 537 17 14841240 1 here 540 17 14841240 1 here 552 17 19 1 here 554 17 19 1 here 556 17 19 1 here 537 16 14841240 1 here 540 16 14841240 1 here 552 16 18 1 here 554 16 18 1 here 556 16 18 1 here 537 15 14841240 1 here 540 15 14841240 1 here 552 15 17 1 here 554 15 17 1 here 556 15 17 1 here 537 14 14841240 1 here 540 14 14841240 1 here 552 14 16 1 here 554 14 16 1 here 556 14 16 1 here 537 13 14841240 1 here 540 13 14841240 1 here 552 13 15 1 here 554 13 15 1 here 556 13 15 1 here 537 12 14841240 1 here 540 12 14841240 1 here 552 12 14 1 here 554 12 14 1 here 556 12 14 1 here 537 11 14841240 1 here 540 11 14841240 1 here 552 11 13 1 here 554 11 13 1 here 556 11 13 1 here 537 10 14841240 1 here 540 10 14841240 1 here 552 10 12 1 here 554 10 12 1 here 556 10 12 1 here 537 9 14841240 1 here 540 9 14841240 1 here 552 9 11 1 here 554 9 11 1 here 556 9 11 1 here 537 8 14841240 1 here 540 8 14841240 1 here 552 8 10 1 here 554 8 10 1 here 556 8 10 1 here 537 7 14841240 1 here 540 7 14841240 1 here 552 7 9 1 here 554 7 9 1 here 556 7 9 1 here 537 6 14841240 1 here 540 6 14841240 1 here 552 6 8 1 here 554 6 8 1 here 556 6 8 1 here 537 5 14841240 1 here 540 5 14841240 1 here 552 5 7 1 here 554 5 7 1 here 556 5 7 1 here 537 4 14841240 1 here 540 4 14841240 1 here 552 4 6 1 here 554 4 6 1 here 556 4 6 1 here 537 3 14841240 1 here 540 3 14841240 1 here 552 3 5 1 here 554 3 5 1 here 556 3 5 1 here 537 2 14841240 1 here 540 2 14841240 1 here 552 2 4 1 here 554 2 4 1 here 556 2 4 1 here 537 30 14841240 1 here 540 30 14841240 1 here 552 30 32 1 here 554 30 32 1 here 556 30 32 1 here 537 29 14841240 1 here 540 29 14841240 1 here 552 29 31 1 here 554 29 31 1 here 556 29 31 1 here 537 28 14841240 1 here 540 28 14841240 1 here 552 28 30 1 here 554 28 30 1 here 556 28 30 1 here 537 27 14841240 1 here 540 27 14841240 1 here 552 27 29 1 here 554 27 29 1 here 556 27 29 1 here 537 26 14841240 1 here 540 26 14841240 1 here 552 26 28 1 here 554 26 28 1 here 556 26 28 1 here 537 25 14841240 1 here 540 25 14841240 1 here 552 25 27 1 here 554 25 27 1 here 556 25 27 1 here 537 24 14841240 1 here 540 24 14841240 1 here 552 24 26 1 here 554 24 26 1 here 556 24 26 1 here 537 23 14841240 1 here 540 23 14841240 1 here 552 23 25 1 here 554 23 25 1 here 556 23 25 1 here 537 22 14841240 1 here 540 22 14841240 1 here 552 22 24 1 here 554 22 24 1 here 556 22 24 1 here 537 21 14841240 1 here 540 21 14841240 1 here 552 21 23 1 here 554 21 23 1 here 556 21 23 1 here 537 20 14841240 1 here 540 20 14841240 1 here 552 20 22 1 here 554 20 22 1 here 556 20 22 1 here 537 19 14841240 1 here 540 19 14841240 1 here 552 19 21 1 here 554 19 21 1 here 556 19 21 1 here 537 18 14841240 1 here 540 18 14841240 1 here 552 18 20 1 here 554 18 20 1 here 556 18 20 1 here 537 17 14841240 1 here 540 17 14841240 1 here 552 17 19 1 here 554 17 19 1 Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pol[Frobenius]: 0 Time U[Frobenius]: 0 Time matrix polcyclo: 0 Time pows [P,Q]: 16 Time FpXQ_sqrtn: 0