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Old 2006-12-05, 17:25   #24
ValerieVonck
 
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Mar 2004
Belgium

2×32×47 Posts
Default n=117 from 0 to 1000T

Code:
n=117, kmin=0T, kmax=200T, version=6.0, here T=10^12
Starting the sieve...
Using the first 9 primes to reduce the size of the sieve array
101675469892185 117
164507134865535 117
187061407586235 117
55288064058255 117
75152701349985 117
53736022291875 117
166320292485165 117
99296068952745 117
119750793396885 117
19841331779115 117
100185330219975 117
181831529998755 117
156576979134135 117
175333965072525 117
135051658376985 117
14817318083295 117
179485077843435 117
8822382927435 117
182399572394865 117
43176254482515 117
125267524641525 117
157416547794765 117
36104893182645 117
55884756834165 117
71213693101215 117
The sieving is complete.
Number of Prp tests=8893545
Time=3957 sec.
n=117, kmin=200T, kmax=400T, version=6.0, here T=10^12
Starting the sieve...
Using the first 9 primes to reduce the size of the sieve array
269112914496615 117
390469864526385 117
378914100250245 117
227786327232345 117
243000830091915 117
386329523158215 117
307957240131345 117
346747513971285 117
304838627971605 117
256350741575355 117
259637354891355 117
363185259597825 117
234703416138555 117
210699297100215 117
219370695006645 117
361948012020945 117
327436218058215 117
399830535213375 117
353782851080085 117
258524650245225 117
251762041315995 117
330937256470485 117
237730633529025 117
256213452174855 117
The sieving is complete.
Number of Prp tests=8893469
Time=4014 sec.
n=117, kmin=400T, kmax=600T, version=6.0, here T=10^12
Starting the sieve...
Using the first 9 primes to reduce the size of the sieve array
420060896863965 117
590495818964415 117
492247062850725 117
598135421457315 117
542200688578185 117
482870279776605 117
518001616198185 117
521699613015945 117
453918202250415 117
437075811097485 117
520106516995065 117
504500959401285 117
533657196428475 117
527180142173895 117
421749354217905 117
431867287131105 117
495567220037085 117
507234086562105 117
549455093752215 117
425712632334255 117
596320906090245 117
479470441750125 117
547563754769745 117
478602193059795 117
403483271698605 117
529411392276795 117
586725742065435 117
458908487106405 117
580468446739755 117
514095864371985 117
485435570773125 117
The sieving is complete.
Number of Prp tests=8891297
Time=3950 sec.
n=117, kmin=600T, kmax=800T, version=6.0, here T=10^12
Starting the sieve...
Using the first 9 primes to reduce the size of the sieve array
724574189404275 117
660045253293615 117
621414051576045 117
730652371794135 117
753856745962215 117
635582508321915 117
695589823785045 117
693150976819455 117
655273839672165 117
683064077520615 117
690641204637195 117
740777543540475 117
702667706652555 117
690672899578935 117
788579455255305 117
614663169696765 117
752482143538125 117
617726913407415 117
614702454025485 117
617111636226435 117
770731392295515 117
786990401982225 117
781677673898835 117
750771280734195 117
686814796553235 117
612842111872095 117
631638805159635 117
651130876003965 117
739232706375135 117
The sieving is complete.
Number of Prp tests=8891908
Time=4166 sec.
n=117, kmin=800T, kmax=1000T, version=6.0, here T=10^12
Starting the sieve...
Using the first 9 primes to reduce the size of the sieve array
908029253176395 117
982355767729875 117
996397026350985 117
879046619067435 117
813758715508935 117
886527383934675 117
938332241711655 117
843259655985285 117
938037987878355 117
822750303219495 117
961433310975165 117
854320408063605 117
968454947107935 117
989770369050645 117
960983807248815 117
889907767119945 117
961891135794855 117
838485320621025 117
881724977381325 117
953635624266045 117
987660411146745 117
809562919467225 117
963580892254785 117
986577757783695 117
950503866010335 117
817495711632495 117
The sieving is complete.
Number of Prp tests=8898202
Time=3961 sec
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