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#16
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Quote:
For example let's factor number Code:
E7C8A74C73FD2FBAC4F42216DFA687C1 Code:
308093519617663552837864268966148868033 Code:
Input number ( input 0 to exit ) E7C8A74C73FD2FBAC4F42216DFA687C1 unkown function E7C8A74C73FD2FBAC4F42216DFA687C1 Code:
Input number ( input 0 to exit ) 308093519617663552837864268966148868033 PPSIQS Ver 1.1 by S.Tomabechi 2001 C39=308093519617663552837864268966148868033 #FactorBase 512 max FactorBase 7867 max LargePrime 288950 Upper Bound 5251270668 SieveWidth 12288 SieveUnit 12288 CutOff 71 multiplier 1 To stop sieving, press Ctrl + Pause 458(640)/544 search cycles 102 duplicated data merged in Large Prime 56 duplicated data merged (f) type 458 total 631 (p) type 1523( p_p 229, p_p_pp 0, p_p_p_p_pp_pp 0) (pp) type 0( pp_pp 0, pp_pp_pp 0, others 0) block Lanczos method #singleton 29 : zero-weight columns 6 477*515 matrix 16.1363 entries / row nonzero entry 7697 memory 31K #iteration 16 gained 32 solutions 0:00:00:07 found factor 18014544488287572347 cputime 0:00:08:73 t et 60 6814407600 Jacobi Sum Test ( APR-CL ) for P=2 Q=3 5 7 13 11 31 61 for P=3 Q=7 13 31 61 for P=5 Q=11 31 61 final test t et 60 6814407600 Jacobi Sum Test ( APR-CL ) for P=2 Q=3 5 7 13 11 31 61 for P=3 Q=7 13 31 61 for P=5 Q=11 31 61 final test
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