https://gitlab.inria.fr/cado-nfs/cado-nfs
Revision af0cc1693a5534be85dcddbdb0855b839f9a29aa authored by Pierrick Gaudry on 23 January 2013, 08:13:09 UTC, committed by Pierrick Gaudry on 23 January 2013, 08:13:09 UTC
Large prime bounds larger than an unsigned long are now working more or less correctly. This assumes that all the primes found by ECM fit in an unsigned long: the very large primes just come from a cofactor that happens to be a prime. On 32-bit machines, this will reach the limit.
1 parent 3f27e6e
Tip revision: af0cc1693a5534be85dcddbdb0855b839f9a29aa authored by Pierrick Gaudry on 23 January 2013, 08:13:09 UTC
Fix problem with very large prime bounds.
Fix problem with very large prime bounds.
Tip revision: af0cc16
analyze-descent-step-data.cochon.txt
36a 0.016 0.95 I=10 400000,35,70,2.0 400000,36,70,2.0
36r 0.051 1.00 I=11 2000000,36,63,1.8 1000000,36,64,1.8
37a 0.021 1.00 I=11 400000,36,72,2.0 400000,37,72,2.0
37r 0.052 1.00 I=11 2000000,37,64,1.8 1000000,37,66,1.8
38a 0.022 1.00 I=11 400000,37,74,2.0 400000,38,74,2.0
38r 0.052 1.00 I=11 2000000,38,66,1.8 1000000,38,68,1.8
39a 0.025 1.00 I=11 400000,38,76,2.0 400000,39,76,2.0
39r 0.051 1.00 I=11 2000000,39,68,1.8 1000000,39,70,1.8
40a 0.022 1.00 I=11 400000,39,78,2.0 400000,40,78,2.0
40r 0.053 1.00 I=11 2000000,40,70,1.8 1000000,40,72,1.8
41a 0.020 1.00 I=10 400000,40,72,1.8 400000,41,80,2.0
41r 0.053 1.00 I=11 2000000,41,72,1.8 1000000,41,73,1.8
42a 0.021 1.00 I=10 400000,41,73,1.8 400000,42,82,2.0
42r 0.055 1.00 I=11 2000000,42,73,1.8 1000000,42,75,1.8
43a 0.023 1.00 I=10 400000,42,75,1.8 400000,43,84,2.0
43r 0.055 1.00 I=11 2000000,43,75,1.8 1000000,43,77,1.8
44a 0.023 1.00 I=10 400000,43,77,1.8 400000,44,86,2.0
44r 0.058 1.00 I=11 2000000,44,77,1.8 1000000,44,79,1.8
45a 0.026 1.00 I=10 400000,44,79,1.8 400000,45,88,2.0
45r 0.058 1.00 I=11 2000000,45,79,1.8 1000000,45,81,1.8
46a 0.030 1.00 I=10 400000,45,81,1.8 400000,46,90,2.0
46r 0.059 1.00 I=11 2000000,46,81,1.8 1000000,46,82,1.8
47a 0.024 1.00 I=10 400000,46,64,1.4 400000,47,92,2.0
47r 0.055 1.00 I=10 1800000,47,82,1.8 1000000,47,84,1.8
48a 0.032 1.00 I=10 400000,47,65,1.4 400000,48,94,2.0
48r 0.056 1.00 I=10 1800000,48,84,1.8 1000000,48,86,1.8
49a 0.028 1.00 I=10 400000,48,67,1.4 400000,49,96,2.0
49r 0.058 1.00 I=10 1800000,49,86,1.8 1000000,49,88,1.8
50a 0.031 1.00 I=10 400000,49,68,1.4 400000,50,98,2.0
50r 0.062 1.00 I=10 1800000,50,88,1.8 1000000,50,90,1.8
51a 0.037 1.00 I=10 400000,50,70,1.4 400000,51,100,2.0
51r 0.062 1.00 I=10 1800000,51,90,1.8 1000000,51,91,1.8
52a 0.043 1.00 I=10 400000,51,71,1.4 400000,52,102,2.0
52r 0.061 1.00 I=10 1800000,52,91,1.8 1000000,52,93,1.8
53a 0.046 1.00 I=10 400000,52,72,1.4 400000,53,104,2.0
53r 0.069 1.00 I=10 1800000,53,93,1.8 1000000,53,95,1.8
54a 0.035 1.00 I=10 600000,53,74,1.4 600000,54,74,1.4
54r 0.151 1.00 I=10 1800000,54,95,1.8 1000000,54,97,1.8
55a 0.075 1.00 I=10 600000,54,75,1.4 600000,55,75,1.4
55r 0.110 1.00 I=10 1800000,55,97,1.8 1000000,55,99,1.8
56a 0.047 1.00 I=10 600000,55,77,1.4 600000,56,77,1.4
56r 0.075 1.00 I=10 1800000,56,99,1.8 1000000,56,100,1.8
57a 0.046 1.00 I=10 600000,56,78,1.4 600000,57,78,1.4
57r 0.075 1.00 I=10 1800000,57,100,1.8 1000000,57,102,1.8
58a 0.048 1.00 I=10 600000,57,79,1.4 600000,58,79,1.4
58r 0.079 1.00 I=10 1800000,58,102,1.8 1000000,58,104,1.8
59a 0.050 1.00 I=10 600000,58,81,1.4 600000,59,81,1.4
59r 0.082 1.00 I=10 1800000,59,104,1.8 1000000,59,106,1.8
60a 0.052 1.00 I=10 600000,59,82,1.4 600000,60,82,1.4
60r 0.098 1.00 I=10 1800000,60,106,1.8 1000000,60,108,1.8
61a 0.045 1.00 I=10 600000,60,84,1.4 600000,61,84,1.4
61r 0.102 1.00 I=10 1800000,61,108,1.8 1000000,61,109,1.8
62a 0.045 1.00 I=10 600000,61,85,1.4 600000,62,85,1.4
62r 0.100 1.00 I=10 1800000,62,109,1.8 1000000,62,111,1.8
63a 0.053 1.00 I=10 600000,62,86,1.4 600000,63,86,1.4
63r 0.103 1.00 I=10 1800000,63,111,1.8 1000000,63,113,1.8
64a 0.057 1.00 I=10 600000,63,88,1.4 600000,64,88,1.4
Computing file changes ...
