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Old 2013-02-20, 20:33   #38
Ralf Recker
 
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Oct 2010

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Quote:
Originally Posted by Ralf Recker View Post
Thanks. 'make check' (gmp-ecm 6.4.4 / gmp 5.1.1) reports no errors.
A Windows 64 build with gmp 5.1.1 seems to work too (I have not fixed the t-printf failure that occurs when I run make check...):

Code:
[ralf@quadriga ecm-6.4.4]$ wine64 ecm.exe -sigma 140642477 3e6 < /home/ralf/Faktorisierung/ECM-Testdaten/GMP-ECM-Testcase-GW_7_583_C463-3M-Sigma-140642477 
GMP-ECM 6.4.4 [configured with GMP 5.1.1, --enable-asm-redc] [ECM]
Input number is 9419637902294591003764706452592267326726375972060771118922019946663693693759112212705454606413445474942262035668813026111589665589874842002549018009614917617850511946725729554590232906577559784190618314709182818510846516594338093150279244690919895977755275618920780071836272126626961841307419703986612506790743382751292313153100490267482670046132843485368016968530438763568389772557863007216523390523643415365284374260407190171241424198205553658590574339011923219 (463 digits)
Using B1=3000000, B2=5706890290, polynomial Dickson(6), sigma=140642477
Step 1 took 49010ms
********** Factor found in step 1: 42321464520869757241201743459403331
Found probable prime factor of 35 digits: 42321464520869757241201743459403331
Composite cofactor 222573533523385878832599590459915258046775784943734419539381430321379898782949341682812266134738709057771160360470984257143995778652743149018805829131494371987980298855763262475628671509742419862342168285190063614897010489539602346091397983156734239156958618013872470635038096122817820916014065416816906367560357164340632712253032080746508364371439786893163857329678155871342808426289249050108727758398954187629188336892442360049 has 429 digits

Last fiddled with by Ralf Recker on 2013-02-20 at 20:55 Reason: ./test.ecm ./test.pm1 and ./test.pp1 worked for a win64 build with gmp 5.1.1
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