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 2006-12-02, 15:00 #7 ValerieVonck     Mar 2004 Belgium 34D16 Posts k=104 to 1000T Code: 104 done to 1000T n=104, 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 27825706636665 104 79781808318765 104 10231939639845 104 84627394336485 104 39687570117825 104 4999977005415 104 194029471721085 104 51391703105295 104 174773214927465 104 58466872775325 104 124123106300655 104 182665358255625 104 135817424941275 104 14961101987895 104 119761436517555 104 172157701462215 104 95382078932595 104 187986147217785 104 141324489294975 104 128342494718445 104 126513356528475 104 189721153233675 104 78414097618395 104 42490346888745 104 55256841833655 104 47616359413245 104 174146619049935 104 59005269991605 104 103206217312275 104 137677635797625 104 172315482477075 104 146269393228875 104 159696684669585 104 164715834681405 104 67835308963485 104 72155067717285 104 184409832072165 104 126306190481625 104 85662244931655 104 126517029492945 104 186623387737395 104 165260464297845 104 147556710931875 104 88695676670055 104 88066778565675 104 53466638398005 104 49621633538085 104 24829776518715 104 135050594908215 104 3951185992215 104 75437735665215 104 140238629368845 104 48551476436085 104 The sieving is complete. Number of Prp tests=8498112 Time=3060 sec. n=104, 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 378050951136705 104 252362214624975 104 311702023085985 104 350772723762615 104 367593036307875 104 293038751357415 104 320345991301245 104 329048398514745 104 384969985418865 104 204302017924305 104 239394974150955 104 215845069831545 104 223939996880145 104 393223096390215 104 321176370548565 104 302358266178045 104 336450428303745 104 311010928486335 104 294802121658345 104 255187746828315 104 282647137086405 104 223801041505965 104 277189174337985 104 290069444506905 104 334831023646035 104 380153469483165 104 222102883214835 104 338702819324625 104 249378889925865 104 365605162973295 104 296467125919965 104 347499620202735 104 345943773157815 104 265473289379235 104 387993665926335 104 278020036389795 104 368732950304565 104 386901414147255 104 246747113232375 104 332344959190545 104 206130837661665 104 296957536408995 104 305164903018605 104 216579856156755 104 244294461810315 104 221140106027295 104 282817701420555 104 374449308700635 104 382196433540075 104 219243825913035 104 332716229052375 104 218532839854875 104 253819887762525 104 270419336815635 104 The sieving is complete. Number of Prp tests=8495040 Time=3005 sec. n=104, 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 544711808129475 104 571290878129895 104 402364958352525 104 435469716233475 104 564717681787245 104 510942485208855 104 536685620495115 104 552869895581535 104 483915235878375 104 554319782812425 104 422481939191235 104 567532464621675 104 430924901057805 104 426529971886935 104 459705009446235 104 518061423587715 104 548941498266315 104 436459858965585 104 509696341881195 104 405699593514915 104 524219020149195 104 549469566178995 104 590202089787555 104 462843293539095 104 565424975280795 104 484403894782815 104 461348367592665 104 438979753917705 104 441323353308915 104 527245789442925 104 511343730083655 104 521985037549605 104 527683062192825 104 548437615971945 104 432381137391735 104 592728697087905 104 447527814146805 104 428906255161755 104 581831743846185 104 599541079165875 104 424663267157115 104 426293862093015 104 424948849853535 104 428648403602265 104 413035918462335 104 463278664104165 104 596483182941555 104 The sieving is complete. Number of Prp tests=8496140 Time=3203 sec. n=104, 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 623223992321385 104 638454772574535 104 696876780115425 104 683149879424565 104 792842195179335 104 659873490656835 104 652886669786505 104 677695718372295 104 730707953766945 104 607549536183135 104 656011118345205 104 744833545408785 104 674564648048445 104 616992861567075 104 682230571244145 104 697709203685025 104 682753284607485 104 777574448421015 104 602270752861155 104 678811244189085 104 785705525425905 104 728188616177085 104 723542038170105 104 756914947051095 104 648106531929465 104 645037895787285 104 721807056692715 104 771420234828705 104 636481639075905 104 644067690451185 104 797364400941045 104 771508608175305 104 757754495838795 104 735020887096125 104 682210343160045 104 752946862687005 104 744132024331395 104 699215850810855 104 741684711130755 104 757460950127805 104 710273914026285 104 799960380858555 104 783946556528835 104 The sieving is complete. Number of Prp tests=8498984 Time=3043 sec. n=104, 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 917298986468865 104 944450506326495 104 999258625311555 104 835358540613975 104 978952051277445 104 987831374092185 104 895249842819255 104 905077084573725 104 878820173758695 104 879136090468545 104 842347189132365 104 920619550174695 104 886555279146075 104 959158852778595 104 845893935162885 104 802473817120605 104 969646232897895 104 870745602590955 104 951671653272795 104 957294712437525 104 959084143692045 104 802169547448815 104 836027906567385 104 956415959266215 104 897831107135025 104 911325328142985 104 958193578162275 104 835053906334725 104 986635249707555 104 834402701565825 104 861337598353155 104 828140715708915 104 897769119819495 104 891899776619775 104 986368231682295 104 893696138638695 104 857149960742775 104 921756094643475 104 938320076493345 104 825046687406865 104 804426884214345 104 822794795449095 104 943820226681885 104 966652002910965 104 991239519762555 104 855909603594675 104 909397697457795 104 987861915370785 104 914592864110835 104 881049960418635 104 The sieving is complete. Number of Prp tests=8494414 Time=2961 sec.