mersenneforum.org  

Go Back   mersenneforum.org > Other Stuff > Archived Projects > Octoproth Search

 
 
Thread Tools
Old 2006-12-08, 17:37   #56
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

34916 Posts
Default k=137 from 0 to 1000T

Code:
137 done up to 1000T

n=137, 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
29809232735625 137
70580371827945 137
140888550636855 137
25978779917475 137
16328957487255 137
39852102131205 137
170474818812795 137
146398192156965 137
The sieving is complete.
Number of Prp tests=8542119
Time=4125 sec.
n=137, 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
201614216415885 137
290656664611425 137
345844049456325 137
274982626189635 137
324103051322085 137
The sieving is complete.
Number of Prp tests=8537224
Time=4131 sec.
n=137, 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
524619175459785 137
525561091053495 137
473696916999285 137
523227814478775 137
474755123867535 137
507410574260205 137
596839388192775 137
462827074861095 137
589938923108955 137
561146566788675 137
490728203622405 137
525009771454035 137
447331753456245 137
575958403180755 137
571084050821865 137
The sieving is complete.
Number of Prp tests=8537145
Time=4123 sec.
n=137, 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
649703133452625 137
637465387269585 137
605712133377855 137
780918362070735 137
795014273889255 137
710255940006795 137
643758224512515 137
709518893244525 137
798427459994115 137
656856537348375 137
The sieving is complete.
Number of Prp tests=8538508
Time=4138 sec.
n=137, 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
881600796179775 137
901268891101635 137
806518233203865 137
847414965443025 137
994303336797645 137
898862458894365 137
857012033996685 137
945113220663885 137
801937371035745 137
910722586495995 137
839473884989355 137
982448761888545 137
957769346032065 137
939287893051305 137
The sieving is complete.
Number of Prp tests=8541065
Time=4123 sec.
ValerieVonck is offline  
Old 2006-12-08, 17:38   #57
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

34916 Posts
Default k=89 from 0 to 1000T

Code:
89 done up to 1000T

n=89, 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
187815195648465 89
55566860349525 89
74271636195435 89
32000000902485 89
42942485727435 89
99505898907345 89
41737563422415 89
153023428127115 89
170545589214315 89
176169091963095 89
162190991703195 89
152962978937475 89
105053562519045 89
133175091526785 89
79003682450385 89
130373716419345 89
30666153780045 89
28287984518955 89
76677052610865 89
50415675961875 89
15331423935135 89
7559315623545 89
125140189786395 89
77204449228305 89
42687075342135 89
110282656113945 89
188969970965685 89
105745622177265 89
137024138734245 89
61148028084465 89
153008752088955 89
8509047215445 89
11364636401265 89
77393433339915 89
33529362850305 89
66773324633925 89
34636127494185 89
130317537274155 89
143065512690555 89
74637129657405 89
106408680125895 89
123857667148215 89
71469663525645 89
129502367778945 89
78082362867285 89
48627190010175 89
14647022980065 89
61177502889825 89
185613128726025 89
31268112202005 89
164947151728065 89
140228909697555 89
168190031514645 89
996429454335 89
119978328690675 89
105818848174725 89
83533209174345 89
171945142444005 89
148840756006635 89
172584313079955 89
153133738753065 89
57573917179485 89
125065757221545 89
118682624214315 89
70376997535005 89
189217008272145 89
112921701486195 89
57016859695635 89
72844858257465 89
35733583978785 89
8763671266875 89
177683346495585 89
23572354069425 89
184884564636555 89
169524174890385 89
165780899702565 89
156692994747975 89
105171705243465 89
30446749278855 89
137264289443505 89
170345841517635 89
62301970213245 89
96413095795695 89
23034728880765 89
112881591382875 89
181998218495415 89
86923846096395 89
74904496049145 89
96683045220615 89
131784033326715 89
45162651008475 89
121144068441165 89
67519461077775 89
150382400528745 89
141500407514235 89
96505254010305 89
44266279741005 89
41878963105665 89
165610062369045 89
64620386160645 89
16988946247035 89
166794469943955 89
59346921297825 89
121912647821895 89
41620411678755 89
46776088546425 89
150736250669865 89
71775876933075 89
47470131946545 89
129624973883475 89
33616734255195 89
10325616577185 89
36513374431695 89
70525667843085 89
65517907754775 89
178850870922885 89
75259927820385 89
168776666729895 89
94192035602805 89
21394158741795 89
The sieving is complete.
Number of Prp tests=6935269
Time=2701 sec.
n=89, 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
235676200919775 89
261563675575965 89
251854899451155 89
349612856718195 89
273709970249625 89
204408624467355 89
277264286549565 89
352501688314545 89
264572980843395 89
236912366540325 89
339199109931465 89
371718912609975 89
206608995714975 89
257112760970835 89
243218092084275 89
336722785108395 89
294336039370065 89
301595928306435 89
289357278535395 89
287052286436055 89
229563487474545 89
387477767860785 89
290360534683695 89
281155500505425 89
347483243481465 89
308363017167345 89
210683592974085 89
298724294481375 89
357857513795565 89
281607048701685 89
328775800321185 89
293693108158905 89
284350652195295 89
342929486080965 89
214901173376505 89
205669815241275 89
298240643253315 89
343468039035975 89
216900539607045 89
345307887941415 89
327464921017395 89
328283448850665 89
314041425403545 89
348627959568105 89
241249794029475 89
272293168038675 89
354665082378915 89
303659359597755 89
290104238971785 89
270236481228945 89
394255817113305 89
396756020812935 89
207294848172195 89
277300498694835 89
289112155685115 89
319637063831925 89
209710729423125 89
316310972429235 89
212203348387485 89
368479682822475 89
289289077441455 89
205468179055755 89
261649436742015 89
313751884602555 89
292521029267775 89
307947009249495 89
377986346904075 89
387701150222295 89
327404947878225 89
290445376658115 89
219407481446475 89
224764835285445 89
225012470199195 89
318385537989225 89
355182701350785 89
244015972195905 89
201637920673665 89
303043449405375 89
229971164887065 89
331046743193565 89
220800942314715 89
317514155925645 89
288603999965505 89
277168929757335 89
261921426089925 89
355176035983545 89
275392900318305 89
239869823221245 89
364504229021625 89
236915632238145 89
209188536361035 89
279731617369365 89
290293508499855 89
335477849501655 89
386490714603315 89
226893647872185 89
356797953518685 89
210477587851755 89
239704761937935 89
212465345816325 89
296331091177905 89
343247746686705 89
326444841184245 89
341497586619735 89
275009219216025 89
236323582268865 89
306415793213985 89
314266878272655 89
304900325994495 89
284414824547175 89
308062223228235 89
313414000357605 89
253508880567705 89
388865348761575 89
254913475921335 89
295948513759605 89
324088779899955 89
258007780681035 89
289785353960865 89
260121141537495 89
314867462919555 89
210800885815905 89
349937216677755 89
257318207381235 89
370741976084025 89
311333461818855 89
The sieving is complete.
Number of Prp tests=6934670
Time=2714 sec.
n=89, 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
545070762629715 89
452417394257535 89
544545156807435 89
507990497900655 89
453041832988605 89
580406891839005 89
417382223920515 89
548634676471665 89
431513821933425 89
516394415334945 89
464079587169975 89
579521893345395 89
443940994687575 89
436364315358825 89
483471492740145 89
509122045874295 89
447161793860565 89
544187561839215 89
448721661607695 89
400182230941185 89
420478107088515 89
416820277261605 89
442747685444925 89
495662415419955 89
595402775934645 89
504998406952725 89
488908058119005 89
540207595442655 89
572380488868965 89
505468023306015 89
543377973213915 89
549450116590305 89
497353917815685 89
586147111303845 89
576260974033815 89
504236557075545 89
567729459944955 89
430466443677585 89
416315667362595 89
553399546454685 89
453391474797555 89
522762203657295 89
512032554229035 89
430195397148195 89
557265081953265 89
580929215419245 89
422044486881255 89
499844781214485 89
567189603145095 89
403324990141395 89
486414815605425 89
556553431248045 89
553918928349465 89
405403998744675 89
463011710397075 89
407451994013925 89
567335964844425 89
489379061861235 89
455133415556505 89
432706113470085 89
403358915718465 89
547326323893965 89
566991516407715 89
401845457982675 89
559652430831585 89
547313167355115 89
555158458335705 89
481652707790415 89
481552539738795 89
556511522557305 89
532937969445735 89
462184289106225 89
558196098511905 89
421302521557155 89
546874362365625 89
441844248146595 89
467611698335565 89
469369673037195 89
548145330095685 89
554670355250235 89
574461817395375 89
551171368966365 89
416104259281095 89
583502444530005 89
427255565580165 89
506371884156915 89
443524168831905 89
409661572003845 89
577619941458945 89
465397981729065 89
581398465944135 89
428930552425305 89
490530957137445 89
479508385499745 89
486497668735785 89
424087217922585 89
475920616005975 89
596204038377255 89
467213303415075 89
469908265637265 89
457671845487255 89
555126844994505 89
459231267556845 89
500064626097435 89
427116165690375 89
551877065329275 89
491881146344805 89
491780980842375 89
573435425913735 89
440504647922955 89
471086889256305 89
468869124349395 89
499960239198105 89
538987660531005 89
507770054721405 89
463911116117925 89
438136305871425 89
418107700425555 89
446320025648175 89
535531744360305 89
558409697159475 89
550885890213435 89
589254743579355 89
436414265006265 89
590674953533595 89
518464030719705 89
509941438809495 89
474309271922325 89
The sieving is complete.
Number of Prp tests=6926098
Time=2706 sec.
n=89, 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
649675886308155 89
608247094326165 89
602907589704105 89
648893054049555 89
774819386462415 89
765948991293885 89
659014784276625 89
600737797093665 89
645852535461735 89
668721785566695 89
730199934415245 89
671052438994245 89
632991237235035 89
792713690469015 89
767105530874445 89
731323889331945 89
769972278063135 89
610840357514625 89
745611207139575 89
794218682321295 89
627054749113485 89
789991965534555 89
635791290275925 89
774028780259595 89
615634181230845 89
776853810016515 89
754378543128735 89
671803174966245 89
607743396579795 89
643595313292155 89
661511902516605 89
726060925854495 89
655852038243255 89
618387392233065 89
715073613206715 89
706132944451935 89
611645976626685 89
709265839862055 89
778055411837865 89
665708972328855 89
674794430029335 89
655944424384935 89
719216910732705 89
716613640884435 89
720914649565635 89
754570217435895 89
758562465176355 89
611976397572855 89
735525006024585 89
753854986863195 89
639889780212375 89
672924482064975 89
656033235707325 89
762625448231955 89
766464878264085 89
607057661314965 89
636320530451445 89
712358837375325 89
666001033044585 89
780642218197065 89
773112835490835 89
740563813860255 89
657823801909365 89
776259791841765 89
676116752278275 89
728100292319925 89
738730669963965 89
615220656860355 89
650320307079135 89
634626170136735 89
705625699815435 89
666881830410705 89
797586366792075 89
745550179383555 89
606942805686525 89
731829971737095 89
651116310769785 89
736110459042735 89
739914416066595 89
612389847440595 89
797625866269995 89
640807866128115 89
671044537028775 89
681161799407775 89
774991985967885 89
642046039970475 89
768210412369785 89
711824582203665 89
764472492168525 89
768560446277715 89
611220854550705 89
704793813919335 89
751831609776555 89
696255608212395 89
655073113468935 89
704246802762825 89
751974623639925 89
671710498396245 89
705463784751495 89
654861636997785 89
636342029713005 89
775043778394725 89
764686915502895 89
670651933417305 89
713074160710695 89
713525480460555 89
775978098929355 89
727537278041805 89
717661403735955 89
675064945208745 89
723455798054535 89
676898102110545 89
728502829644975 89
693414115739205 89
701618133980925 89
604351656050835 89
754007263530045 89
685055727957825 89
714963112162845 89
694202314184925 89
730989884514435 89
736818856723635 89
797741727446895 89
667711825806165 89
727520348124045 89
The sieving is complete.
Number of Prp tests=6929813
Time=2709 sec.
n=89, 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
818933769930045 89
846351663602445 89
995294265466725 89
905110984065435 89
867452684724465 89
895470249669135 89
910957356986985 89
974583446010405 89
817362092563695 89
947005822921305 89
813960152872545 89
835633849010415 89
834636847711905 89
842217100942455 89
846662896133985 89
889559416580835 89
898958546103765 89
953848765711695 89
805436012425905 89
908366156950035 89
896094711289995 89
820327689426315 89
872924957120895 89
828354797217255 89
951975911336835 89
854828782662015 89
951482878557435 89
902196086780205 89
941254740994785 89
860604438502515 89
871618757051805 89
972176532485865 89
998819175905775 89
877456655867085 89
923084280614895 89
967155385456785 89
839178608638755 89
929615996558025 89
999787851341895 89
819123007813425 89
880432945885185 89
847306556782455 89
990598661252655 89
884436126654465 89
960623237548905 89
841213895277525 89
827948796372915 89
970531243649205 89
801357691170435 89
844619194732635 89
921447027450495 89
850844384254935 89
803139767719905 89
821623904666565 89
980178909850455 89
823399949707335 89
979723132563105 89
925478102010315 89
968683607507385 89
928272346897665 89
906146221611015 89
820654360511055 89
878577078174705 89
886479254263365 89
906232575798165 89
858818208758895 89
910637774784885 89
968421952008735 89
995445193723365 89
947349941717655 89
952016600745525 89
811727104816845 89
856130619293565 89
946903315593375 89
872863924378845 89
809823684776505 89
804908952887655 89
830634907198005 89
928568884569165 89
910024290148575 89
973265544456345 89
848500188182955 89
934762620049965 89
862654098679695 89
978633170478285 89
868450282205415 89
969526969326825 89
805217956354665 89
949521340706715 89
918500277813825 89
919576924090965 89
929046333853785 89
953607300821175 89
826608786252795 89
951619327982085 89
972944110322415 89
940690017202005 89
905312622783345 89
865079163880785 89
983717505045345 89
968782107057765 89
809676522349695 89
878357006620695 89
890334418088955 89
954666594227115 89
The sieving is complete.
Number of Prp tests=6933209
Time=2698 sec.
ValerieVonck is offline  
Old 2006-12-08, 17:42   #58
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

292 Posts
Default k=133 from 0 to 1000

Code:
133 done up to 1000T

n=133, 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
8866435688265 133
191371804547715 133
194183225408535 133
140231187748365 133
119919260206305 133
46694616739035 133
107533616842365 133
The sieving is complete.
Number of Prp tests=5629116
Time=3033 sec.
n=133, 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
317358314389095 133
276741389921205 133
328217211277515 133
331423521256905 133
282653418899565 133
208307100959595 133
322903703197635 133
308293598165805 133
The sieving is complete.
Number of Prp tests=5636154
Time=3032 sec.
n=133, 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
546632472275175 133
492560119552215 133
599687317744845 133
573715533803775 133
499261004460855 133
427060124793765 133
509416467551355 133
The sieving is complete.
Number of Prp tests=5628162
Time=3019 sec.
n=133, 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
703919366176005 133
618641079133155 133
618010056822795 133
795639281731965 133
618950401136145 133
The sieving is complete.
Number of Prp tests=5628359
Time=3025 sec.
n=133, kmin=600T, 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
909551869141245 133
703919366176005 133
913404694077975 133
971794571229195 133
934253204599155 133
808640783181945 133
850783257960285 133
618641079133155 133
843118077813375 133
881211855866055 133
925124129121765 133
803909747479125 133
618010056822795 133
795639281731965 133
618950401136145 133
The sieving is complete.
Number of Prp tests=11264155
Time=5966 sec.
ValerieVonck is offline  
Old 2006-12-08, 17:43   #59
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

292 Posts
Default k=132 from 0 to 1000T

Code:
132 done up to 1000T

n=132, 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
107475681560835 132
48471906455385 132
8247597994965 132
132628591793565 132
151924151523375 132
160521706912875 132
56704108944525 132
20087892891885 132
91068480953835 132
78647591251845 132
The sieving is complete.
Number of Prp tests=9239661
Time=3775 sec.
n=132, 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
264101602106685 132
320762062262775 132
211351297139325 132
294849608245395 132
304894613517165 132
359924529464535 132
218430109765455 132
243878992707945 132
377804109669945 132
299452140325905 132
293784260370195 132
304024927785075 132
The sieving is complete.
Number of Prp tests=9235500
Time=3777 sec.
n=132, 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
500663929621275 132
488582799790575 132
517410903767625 132
411062357968605 132
423065648871285 132
453773293856925 132
587105899948365 132
504957085586625 132
426441572534565 132
The sieving is complete.
Number of Prp tests=9238333
Time=3791 sec.
n=132, 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
670039810567785 132
627420826614015 132
730218473267325 132
693116366205375 132
768709162271085 132
758972507970495 132
687953351422155 132
677308486340535 132
641044312772115 132
617869662921105 132
735825781135935 132
744074204623785 132
756245064447915 132
694025161696755 132
The sieving is complete.
Number of Prp tests=9235298
Time=3778 sec.
n=132, kmin=600T, 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
831731495494305 132
670039810567785 132
809616086060145 132
876718630163355 132
627420826614015 132
730218473267325 132
811891661627025 132
693116366205375 132
768709162271085 132
971656973635005 132
758972507970495 132
687953351422155 132
832023391577175 132
677308486340535 132
850288228877955 132
875215069751715 132
641044312772115 132
988620330359025 132
990392133998925 132
907024564040175 132
617869662921105 132
735825781135935 132
744074204623785 132
962707678082535 132
834301447360815 132
933235109945775 132
924284853078405 132
756245064447915 132
914516532662775 132
903314157455325 132
694025161696755 132
The sieving is complete.
Number of Prp tests=18470612
Time=7468 sec.
ValerieVonck is offline  
Old 2006-12-08, 17:55   #60
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

84110 Posts
Default k=131 from 0 to 1000T

Code:
131 done up to 1000T

n=131, 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
188395026521835 131
169010781392145 131
29423194631775 131
178317232115715 131
The sieving is complete.
Number of Prp tests=2694374
Time=1578 sec.
n=131, 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
376181291719485 131
374935127297115 131
The sieving is complete.
Number of Prp tests=2698312
Time=1577 sec.
n=131, 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
501779882554335 131
570088913231145 131
562414887170115 131
The sieving is complete.
Number of Prp tests=2694680
Time=1581 sec.
n=131, 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
703962420582015 131
785383551216495 131
The sieving is complete.
Number of Prp tests=2693678
Time=1578 sec.
n=131, kmin=600T, 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
703962420582015 131
861592061198505 131
785383551216495 131
897836645455365 131
The sieving is complete.
Number of Prp tests=5390840
Time=3127 sec.
ValerieVonck is offline  
Old 2006-12-08, 17:55   #61
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

292 Posts
Default k=100 from 0 to 1000T

Code:
100 done up to 1000T

n=100, 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
132315714057255 100
178086123328905 100
4978552990125 100
48161306443635 100
194729530145865 100
35446352549685 100
30237367956705 100
30566876568675 100
1628831757825 100
48474543580455 100
64894848456885 100
176055112487955 100
110224422665265 100
148697234458605 100
170105226525135 100
11193949930995 100
152239064473965 100
76082966995365 100
173983482043155 100
80543047219635 100
36251975729445 100
49362477573885 100
112337581742295 100
173170992825585 100
81366715914015 100
126072743278845 100
122105261068545 100
79791463573485 100
192205060672695 100
191661612692355 100
68501413010745 100
169873032277395 100
120929804283105 100
161965731712455 100
143410652522775 100
118203835601145 100
142112698482825 100
49551692827545 100
58736429424555 100
161610352911015 100
111852169882545 100
63091878345405 100
88531158954615 100
92348504299605 100
184654295034825 100
1072738814055 100
97208147975925 100
6446830288605 100
69165380889345 100
112964535180615 100
63653426491395 100
46732281943725 100
114488933855535 100
195599924270505 100
148972622397045 100
122471423549175 100
33093957448215 100
68711630394135 100
81223349311845 100
62168988116535 100
164320090077975 100
151362858529065 100
93787720693785 100
36194736574095 100
193360544130915 100
84847954200885 100
165603782113575 100
44572108661835 100
13851338064465 100
183779838683085 100
2644491536805 100
146089414792035 100
129585679592355 100
188516330547285 100
59592078014685 100
162754238967705 100
199472427193515 100
199395461545665 100
88642345547085 100
28536890452785 100
87497440203705 100
105881185646445 100
185565050801325 100
76964786293695 100
121168186042995 100
135527112942885 100
73844169161595 100
21721880160735 100
188297520939975 100
The sieving is complete.
Number of Prp tests=10024300
Time=4915 sec.
n=100, 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
318665187358965 100
392661746800155 100
328605984619095 100
354048165155685 100
320863326005145 100
253758552693885 100
359571282174195 100
363811162647555 100
329399533737435 100
309354641427495 100
373501428850095 100
303670684656045 100
291432257654985 100
246379323841365 100
363456231268005 100
391171285142715 100
388637619740175 100
270219704455155 100
287944662151245 100
216928192792935 100
279696710883465 100
376550476516005 100
264390097433085 100
371457722840295 100
341212133626125 100
288761886624225 100
263753623794675 100
395907593680845 100
239370467371875 100
253483993021545 100
319689481490085 100
230428242600135 100
343230024428745 100
385814884892445 100
224124536677965 100
237145131119805 100
288867206850585 100
224146404649545 100
291573553903815 100
231558228219135 100
303181973105025 100
257054404046055 100
248171292347685 100
325856247567045 100
237996030545265 100
241420958639385 100
316585632038775 100
330076955249595 100
275632479458805 100
312714090955995 100
288283637282025 100
276081349852125 100
221509487735775 100
398931908075715 100
353186493909495 100
235270987306095 100
287828546449605 100
203150080315545 100
392208573536325 100
364542387018615 100
362727529497165 100
211963606764195 100
283155219050535 100
287185169952435 100
317871597775395 100
378111136847865 100
328505773469145 100
339909390603405 100
204929283109335 100
374981377797195 100
275419716627315 100
254753285787645 100
316471707322485 100
311230145329935 100
298617373775505 100
376329546495525 100
220614295125315 100
383463615570615 100
264510499037715 100
350508342992625 100
385419257313735 100
397597451030655 100
The sieving is complete.
Number of Prp tests=10024070
Time=4945 sec.
n=100, 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
519220998351315 100
483040692589455 100
546648040287705 100
454985205594135 100
573417184880085 100
531679632673665 100
403349928492225 100
485791445591115 100
422036188926975 100
487194036638595 100
570893574927915 100
582868086406815 100
566641433567685 100
446449704323505 100
470914069761975 100
575283608308695 100
462303137479275 100
467569917449895 100
476753982379485 100
447806567688285 100
408076628582895 100
497033129305335 100
531170800927005 100
500808085431555 100
563075316913095 100
575689658077065 100
426414649417875 100
510030532886295 100
571246325603745 100
481295284133565 100
556932927003075 100
517758938770065 100
410710954516485 100
579554782536345 100
456558106409475 100
523726461687135 100
499239343404255 100
545752871824545 100
479360660597265 100
443560724681235 100
554185117026255 100
477312445310715 100
484611601558785 100
452183491608555 100
546570741361575 100
481243795087635 100
535912703048715 100
545199613531845 100
513489641066025 100
497374530863925 100
500572568582295 100
409765076108025 100
592568492003565 100
579472943943165 100
465342424311465 100
565671081136785 100
429233283134565 100
452846772531945 100
464095118207475 100
405068763101625 100
427741694537325 100
428792685291495 100
446219591541555 100
471143973362685 100
489696604321665 100
437143747707135 100
585695946020445 100
589470901045755 100
591772109312805 100
409751976061245 100
427737054813615 100
418638882732195 100
558490018036665 100
413279317641945 100
453191970685215 100
The sieving is complete.
Number of Prp tests=10020468
Time=4981 sec.
n=100, 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
682305899962155 100
696659919034695 100
627970079957745 100
686487340519695 100
692668129017795 100
796606657845075 100
660795527486835 100
638411504739555 100
656480243382495 100
708602548995795 100
621297613136325 100
769310809175895 100
648711937697985 100
784547162771295 100
690046585132605 100
641500463197425 100
700467256407465 100
608454610973685 100
611340094275105 100
671439096193125 100
625517213960085 100
752573959652445 100
749762101176165 100
684678995268645 100
774245874721305 100
752559465961575 100
779897489412495 100
727447244087655 100
671015906084685 100
619500195664875 100
667921611800325 100
790461171612735 100
721537969445565 100
621131237927325 100
723838513938345 100
695097905861835 100
765422581165425 100
788136565828275 100
716800390530015 100
611011765259805 100
756146617602615 100
678314874434835 100
655853438888025 100
662597986141545 100
752102187862215 100
691159247939805 100
719983739533395 100
765418389984585 100
662306874129615 100
757354256501205 100
652303174868535 100
755923126671705 100
724489567076535 100
718110004937655 100
778669680886215 100
779871259338465 100
634620401640225 100
672586125192645 100
665652177225945 100
775899543934815 100
729390711125175 100
744743519689455 100
696805550359365 100
774084477365445 100
756432925946775 100
733194011238135 100
628598705145165 100
778239140550795 100
615753018381795 100
794700052435275 100
641941895931435 100
752571865496235 100
639797305776915 100
750152648404965 100
715319821943895 100
767198066005155 100
799132026884205 100
784272258026895 100
653087631370875 100
730106875516095 100
732798275449365 100
734125009687425 100
704419080594585 100
607582943736315 100
683323196380245 100
The sieving is complete.
Number of Prp tests=10023163
Time=5215 sec.
n=100, 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
815055077143425 100
888800210764635 100
861389906371995 100
983732256828615 100
869716410251025 100
888078751143345 100
932689744200915 100
929744250215565 100
853668693617025 100
929886143404035 100
921138895081665 100
918339527787135 100
975000210209865 100
927794208995415 100
984501523268535 100
866275466721405 100
802562378034795 100
963075691773195 100
963116966467755 100
832963248885585 100
964895915900085 100
929866989609375 100
957047959089585 100
823386330291825 100
888882831585735 100
918960662599785 100
912337036612455 100
831625160020845 100
865314421423005 100
925969358688795 100
931791413765835 100
941542134624105 100
839304029882655 100
903605421975165 100
849009245709045 100
916062931398945 100
939417417372525 100
975188801271615 100
955910454043545 100
829676254940805 100
927962719441575 100
840411714958725 100
888693929650695 100
912066701543115 100
947726317794465 100
866147948450595 100
829808573969565 100
941265104460435 100
923953768138185 100
828037227996315 100
869956602524295 100
885544104080475 100
852370418789505 100
890017126977525 100
922113052547595 100
989402326702005 100
899530930010805 100
818240574926445 100
978563142829455 100
941073060456885 100
963536284139715 100
903839979615195 100
866789831629275 100
930727801988985 100
899055312020775 100
830723752580385 100
943030936138845 100
991403272054125 100
980685902725815 100
819719716059945 100
897484762188825 100
991609875742695 100
The sieving is complete.
Number of Prp tests=10018355
Time=4945 sec.
ValerieVonck is offline  
Old 2006-12-08, 17:56   #62
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

292 Posts
Default k=88 from 0 to 1000T

Code:
88 done up to 1000T

n=88, 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
69220141762695 88
141544843678965 88
77518083385665 88
91564012019865 88
126246033397485 88
132444449501805 88
157258624310865 88
40386070298925 88
87681538704045 88
117168840529455 88
191119666139325 88
2232065722095 88
66187215214275 88
31920596574945 88
79407478965255 88
132656624678655 88
191854099135665 88
158231326888305 88
58078468256775 88
31190204870265 88
172960147772775 88
128292717647115 88
165204106846065 88
165125579564595 88
182191294747155 88
153468761225625 88
104246001693735 88
135422565493215 88
23650584188595 88
130265998594005 88
94276880237925 88
106027851152145 88
55060058329275 88
45097178276415 88
10756273005555 88
159272771159865 88
73784700279675 88
59841173717325 88
3851335013085 88
137419942160865 88
107755286616405 88
37583435460285 88
118052812952745 88
134785231492605 88
81303401834985 88
14726918739105 88
35048896904055 88
131407839417855 88
145712554365015 88
155857480184385 88
167793397497705 88
122053782294465 88
124598604778185 88
64374015638295 88
119078398161975 88
174045581443755 88
177462252388785 88
137931983302035 88
79880543284905 88
160833142614495 88
77472265797675 88
65062279314495 88
62721366015615 88
157716988292115 88
59204085724035 88
102745568262765 88
77935190367705 88
32189107213515 88
61175788954665 88
141797313784875 88
160679453019645 88
71021555664795 88
118353166165905 88
152452913193615 88
14553857993025 88
5333206735935 88
169208752044795 88
23127764022285 88
77602581030975 88
175872091535295 88
195384909529095 88
12612508081425 88
51570326397435 88
107259217756965 88
58262446462605 88
121518645687165 88
183786989359875 88
165407930065665 88
47035976271285 88
141872533388235 88
199206285670965 88
165834939405135 88
94585548905385 88
199380524965545 88
2148136610235 88
153192941659185 88
129167625540975 88
82044835016145 88
3991112156955 88
108137784159075 88
55051275520515 88
182755212221295 88
128170410846765 88
132304548290265 88
198221575912515 88
31993294380585 88
89505744642105 88
30852175109085 88
144990057801555 88
28196034478305 88
89114890029165 88
75207949826295 88
5283059524995 88
128057760169065 88
36423480272145 88
The sieving is complete.
Number of Prp tests=6293394
Time=3266 sec.
n=88, 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
324893495317665 88
365239172746755 88
213424262845815 88
293249346238485 88
264678736569675 88
259479338155575 88
319209113108865 88
388713474879345 88
266430921197715 88
272753150046915 88
377339758112745 88
358387573188645 88
282295058904585 88
370940788928445 88
398138487346215 88
336534737730555 88
336375004261275 88
390068105282835 88
369265364507325 88
250274544182235 88
281919155100045 88
210632729204535 88
361512670382655 88
246616498657815 88
207007699890915 88
333668456117745 88
269301925233375 88
208596797581635 88
384078972130755 88
244676046158985 88
377984075292825 88
372299893711845 88
383540653427625 88
320188748904045 88
318569764614375 88
345900659937405 88
302263249306095 88
381498697825575 88
384976047399735 88
203345657129055 88
205312446203535 88
387656960251275 88
322451378558925 88
393975179077215 88
382090577739585 88
274562268802515 88
368528093503185 88
377070767082855 88
210532610233275 88
331710414151095 88
221154736057905 88
330001972126035 88
270277782571545 88
351557435798535 88
348532742762205 88
285152282320905 88
253992455805375 88
248261648883555 88
207808665001365 88
396496824295935 88
228581514371925 88
234520694299605 88
272355683429445 88
309165561294855 88
327386448419295 88
389566447604775 88
289801325037015 88
308341235611695 88
395303953255905 88
302367486372315 88
234758746865895 88
269166360210285 88
313940657231565 88
360304487148705 88
247900483675515 88
350595040685625 88
390116842002525 88
327420606601815 88
211032164452725 88
287313418754055 88
359175648848115 88
313990419124845 88
354509661739485 88
386017515101505 88
222277611628995 88
215983940958435 88
226254027916665 88
333110609327145 88
265118376130035 88
396381313947585 88
209657490111915 88
388886289665775 88
325489988893035 88
316883290264575 88
205870716578955 88
337901763453045 88
268195727776725 88
206334307263105 88
293437351206615 88
324532261421655 88
354103891048545 88
280793572891545 88
217864655698845 88
300362391281415 88
316842484743225 88
231794351604795 88
259108731305775 88
250963611051075 88
297237757392675 88
387292765173315 88
227499820137855 88
309779594598915 88
380508072673695 88
340397318391285 88
314500921281975 88
305945757106605 88
387404552630745 88
245709570816975 88
222992919902115 88
266729831411295 88
The sieving is complete.
Number of Prp tests=6297772
Time=3281 sec.
n=88, 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
590964536574105 88
442478607266025 88
485448525367785 88
567872203842195 88
434381018701785 88
581939106312585 88
438186542888535 88
455010646738185 88
566758758335385 88
486781304693475 88
402099938656515 88
414735474916335 88
549352836970575 88
413157317201265 88
543530565943035 88
582808744153635 88
542711148657105 88
437608528280715 88
463191480948195 88
495741400343475 88
458785181779275 88
501747516001425 88
497587506674895 88
524235950313405 88
496561281489195 88
513904968909255 88
577931731881945 88
481286339873625 88
509493536337885 88
503783028684495 88
441531199376805 88
419473338212895 88
405840133114065 88
475266859575045 88
585172892704245 88
499451466044805 88
504574124740785 88
468955786543245 88
551630435783175 88
498333327890685 88
402427045630995 88
461109171624135 88
421898815408785 88
492607877841045 88
470867259486525 88
414616185591915 88
506114826087255 88
582033108260625 88
407513804970195 88
459565166095365 88
518063240191245 88
525529712615985 88
561142697176755 88
406681448810385 88
546188560448565 88
460882087030695 88
501452655815145 88
588093449119275 88
513855508138545 88
465158353650255 88
492476080453785 88
508655669152665 88
551350513404405 88
562877057012535 88
580411933721235 88
404356413542115 88
469224012121305 88
435159962913885 88
510368809562325 88
401795094620535 88
478833972758175 88
487210219201035 88
465260781736785 88
403714814100675 88
516467066411295 88
476065396478385 88
531068053606245 88
543682396445265 88
573725645466975 88
497966876508375 88
554831913096825 88
545212151210805 88
513328164949335 88
500033842205535 88
530332758858825 88
458307448956435 88
548935583287125 88
473097397979955 88
550254068614635 88
439716014162985 88
531320848084125 88
454761626938905 88
581454507534285 88
495659240502525 88
585906778046325 88
486338423283075 88
481578068667345 88
554736244303605 88
588466328408595 88
554435296290975 88
589641136414485 88
454467829797255 88
584087467645605 88
423658707822615 88
424732901738475 88
597973885459215 88
492088879018485 88
425137817172795 88
458611787212305 88
413384615985375 88
The sieving is complete.
Number of Prp tests=6294717
Time=3284 sec.
n=88, 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
718498475801085 88
775730720783325 88
767109744251115 88
792192300140955 88
755087940921315 88
768644405112375 88
737096619326145 88
781126007723985 88
650518295647935 88
662478750751245 88
768817975804605 88
793671194166885 88
731986017007575 88
719925617836095 88
704284353730035 88
725276503861755 88
761824921696125 88
628755603783735 88
689533017789615 88
764071027569135 88
742665490231995 88
603057771031695 88
734099177356875 88
767925414974355 88
773563195425735 88
774987868138275 88
636981504578055 88
781164644779245 88
720544961193135 88
659153153074515 88
791478012177315 88
724808717838855 88
653871209913195 88
713394624187575 88
697249170743775 88
744503811648345 88
620513927114115 88
733990116649635 88
772694056858725 88
709114374140745 88
793523570974485 88
735143513625885 88
798928443434835 88
690522041968485 88
734708039741325 88
773841210858045 88
676246336249485 88
742197499965285 88
693471341058705 88
699441753337755 88
601019877303495 88
709561474516335 88
669777323095035 88
717316630434405 88
697113787070085 88
782385014231535 88
794588866189425 88
693121767362025 88
611386793106705 88
626017223657805 88
670108189593765 88
665887050853695 88
634908827602335 88
647538564897225 88
723032077234215 88
740007661425495 88
629305858160265 88
646712903640705 88
681146844598485 88
622908227873205 88
628285660335585 88
610634106747015 88
788576326736505 88
776773153280475 88
676790737319445 88
666068003955375 88
769252696910985 88
627708748727325 88
616583776965255 88
708896706419595 88
766776367206465 88
674753235764685 88
740917450067145 88
762650267853915 88
799865728397385 88
660560740763925 88
741546576365925 88
742798128424065 88
659558832490095 88
627037473584445 88
783712030536765 88
758703989171205 88
645747609322815 88
750691611233565 88
744367822560075 88
765795224149605 88
681376441583265 88
702427708427445 88
786013471046595 88
717533554703295 88
616284420115155 88
792341282995725 88
633270936300465 88
742348417053495 88
677697443157735 88
762141665509575 88
650218873586205 88
603765807489285 88
608215172773515 88
737751147841995 88
774718307206845 88
672684557849205 88
665068390475775 88
638911199832555 88
697657576295415 88
650977847590785 88
620754341847795 88
696966884958345 88
750521001782265 88
The sieving is complete.
Number of Prp tests=6298445
Time=3280 sec.
n=88, 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
924107111866905 88
823570087864545 88
820604071445235 88
834738128274315 88
962139331280205 88
845469123708495 88
996489168717615 88
932398380766425 88
904777479773805 88
988677359008065 88
927237139903095 88
847764991546725 88
838942561309215 88
979673783181345 88
915141716837655 88
979889962769145 88
921878016017595 88
834275470139805 88
862096491600135 88
918663254048805 88
912523073815605 88
932850627180165 88
829385735756655 88
925408927425555 88
917224990336005 88
886702541377575 88
896662524811845 88
899291453643045 88
913574753983815 88
823974412595235 88
806980093115295 88
982418989262985 88
976661638182075 88
944844584947185 88
871590482194125 88
890348803892085 88
973260155415855 88
931255118479665 88
863262663705135 88
874341680856645 88
942441226851795 88
933658731425265 88
964757654937825 88
825925402852935 88
977811048432945 88
882573818728965 88
854464341759315 88
985915793571435 88
812643131224365 88
889264378785705 88
840923054718825 88
980641211821545 88
922891393181835 88
953444192074395 88
850856498561355 88
818463191530425 88
913286818000635 88
843860989890885 88
933558155746425 88
829046291954265 88
928285140500355 88
908770990899465 88
963796626894465 88
946479491030865 88
895021112807745 88
857950886699655 88
927473321443305 88
994691426549535 88
886092495679665 88
911511476638125 88
920196930706845 88
816914082895065 88
934161433463985 88
920276579742255 88
869106663443745 88
891347016944175 88
893675885698575 88
949913806420545 88
886478910603495 88
901053571975635 88
815333260642935 88
944092649541075 88
888169292450595 88
917221564169625 88
873985499692635 88
997885257307665 88
901046890629885 88
986046836115615 88
869317507746765 88
The sieving is complete.
Number of Prp tests=6303917
Time=3286 sec.
ValerieVonck is offline  
Old 2006-12-08, 17:58   #63
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

292 Posts
Default k=84 from 0 to 1000T

Code:
84 done up to 1000T

n=84, 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
171254119677165 84
6659770973625 84
3684158320605 84
135697357191165 84
131618552670465 84
72566317476975 84
118315527760815 84
108801515822685 84
110183353139475 84
154672757584485 84
62212364062065 84
8897631698025 84
182508726558375 84
186828253266585 84
195156310307175 84
62390620478025 84
72832706492385 84
109367064992325 84
190519106998605 84
129496292739975 84
195736581963615 84
12756482509995 84
81083584406895 84
173608231611045 84
1758680912205 84
3698028308205 84
15128861795355 84
29569217818455 84
80263727261865 84
118180814551275 84
193514370980385 84
68253527031165 84
74602304173635 84
89333795676195 84
82495330108485 84
113790354132315 84
29689027303845 84
67435005299445 84
144685150314705 84
145285047838245 84
83578234944435 84
20984623711275 84
182397000671025 84
1609231784475 84
178703698988745 84
121222928832915 84
166021762381545 84
121434422583075 84
15424038671895 84
84401677354155 84
99806687286705 84
23026154339895 84
7907373755505 84
120030505906605 84
16670241348075 84
187043812456725 84
114801210445215 84
43160296827795 84
28841306613735 84
152991150566415 84
9932402086845 84
186573767374995 84
186838581461385 84
70700900365095 84
118508366161185 84
98262466611855 84
144790941045975 84
53562913690965 84
135380442325905 84
182872676089425 84
27821793741525 84
188512245677595 84
47245825499565 84
106599461503605 84
116835632539395 84
57806376533745 84
146916139826295 84
40639383595125 84
13963276800795 84
43317837317895 84
166139386413315 84
111401992038015 84
191836118934915 84
178320707521635 84
131620900686135 84
81386856892635 84
187898309711805 84
103036460482095 84
6853094056515 84
183114310909845 84
158241690050535 84
48533764183065 84
179223129219225 84
71370669408255 84
112773136655865 84
199811258633385 84
143922702930405 84
173559921540915 84
169322720900655 84
189453060386205 84
188541284017485 84
11552119580295 84
47965116695895 84
130170600965475 84
53636362532445 84
27622619275545 84
79273750227525 84
185101646639595 84
74610664068465 84
71178380773815 84
111545032929015 84
181668478499655 84
21966110689845 84
182339991403185 84
159554624910135 84
42286977706575 84
66971089893015 84
141212827735455 84
122283175765065 84
32968168643025 84
81616696729785 84
197155379871765 84
39101667626805 84
126527970999885 84
12717144466425 84
137040331362795 84
153321203775285 84
63352088672565 84
178456186507305 84
108592208177145 84
165744365533425 84
54730230974895 84
178408458794475 84
101545827006855 84
105988500679845 84
89590059323625 84
175059392948055 84
138958504800255 84
166621575014055 84
124229467996725 84
138788511812475 84
168462763944615 84
164641630733055 84
189043532423655 84
68538137034675 84
26010613289955 84
85153872400275 84
184421276758425 84
71203206935175 84
44533124524665 84
39392619872445 84
3059938736715 84
155806719628245 84
56949585347655 84
75769923444075 84
The sieving is complete.
Number of Prp tests=6198352
Time=2264 sec.
n=84, 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
325380506726205 84
347831905660785 84
335734472653965 84
272057744513415 84
225163846637205 84
309703551851925 84
316740348075375 84
204134222175975 84
293687493478155 84
255538389767955 84
256319885086125 84
305346105969975 84
361024956363855 84
319228953666315 84
251701197120135 84
275793442790775 84
297161949401625 84
369922356077505 84
329442158580675 84
346767556499595 84
279947003987175 84
310441569111765 84
395036823852195 84
371591995470465 84
374760806716695 84
205423951944435 84
269872582524615 84
228055388436645 84
381664199543865 84
310632324984765 84
221088202921425 84
385629682514475 84
225743039356695 84
390878166714105 84
253000082263635 84
352504859249865 84
322731777554025 84
396267651027465 84
339570384987435 84
301737850050945 84
268300246443705 84
259455953422575 84
316577545426905 84
387244667595555 84
203116082951565 84
258544622461125 84
377765231395335 84
287013953501415 84
241884721964655 84
373386596463405 84
303202029165945 84
267315533315355 84
369724536761895 84
268996994611485 84
333297714413265 84
291731943708135 84
239998493532105 84
268984505691195 84
293857353213585 84
264090518131965 84
304353427828065 84
306715759010955 84
243739770373575 84
210396314822295 84
359262398359725 84
253467744626775 84
279342057239385 84
299072390782305 84
333287475998715 84
384668441763375 84
381198459747105 84
303440779516035 84
356828911888995 84
262155214112085 84
365776277646465 84
313301711892855 84
355560409972005 84
267157855102845 84
384232309082475 84
374929559524905 84
230742409107735 84
357370146965685 84
334515844876815 84
381762007377975 84
278608552285665 84
379852782799035 84
318934151598825 84
303634667217105 84
207441930227385 84
324255141784665 84
203614776254505 84
375108720994245 84
241512903093315 84
275597478835455 84
399619715218815 84
389066088647145 84
216332418608145 84
236085061617405 84
372652033582605 84
295298153254965 84
336795659345985 84
357871466409765 84
318026856751695 84
335122463767875 84
223519140415095 84
330198360076725 84
318757714034235 84
353901088240245 84
353192993381445 84
329488707502815 84
363983327198715 84
393120595924455 84
330213985148355 84
378484812561765 84
379686837173805 84
320560980208245 84
324510618242265 84
341128360597185 84
399497263782855 84
350065019590125 84
306722760253455 84
386260723147005 84
290705585346855 84
215370916404735 84
237151701641085 84
369490840120185 84
219555253700475 84
333961516239645 84
218355237382065 84
389900938626885 84
386910156737265 84
346887296670075 84
251423628265425 84
284954265542625 84
378814345128765 84
208728120257055 84
384187540610475 84
396561163977195 84
399651001094205 84
335385307784835 84
258178889177685 84
252757956101175 84
204094041556335 84
389504742545625 84
299625980482605 84
370502586204135 84
281136936794805 84
228286460087595 84
263716955614875 84
384963694488135 84
302160993371475 84
225701267835645 84
329188919459715 84
304142063220135 84
The sieving is complete.
Number of Prp tests=6192226
Time=2271 sec.
n=84, 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
542675861758485 84
452039923768125 84
485063024846925 84
556781805966225 84
400264757416125 84
445987198045095 84
563397629133885 84
447357658029135 84
542063482408665 84
492454321804305 84
500321695366815 84
505536941175945 84
589226216383035 84
526721843449095 84
593341390479075 84
522326694228885 84
521453286660075 84
445874333038995 84
490268253154995 84
415566506811225 84
536193714658455 84
427918270146675 84
564662821816695 84
509126752343895 84
431716652897145 84
481935307724325 84
501210531887835 84
530068265221425 84
448144993966215 84
552024174631545 84
559512510398625 84
557371042646565 84
419948066724585 84
420551979137745 84
435413758742655 84
585490564152585 84
407092568396115 84
440409035643885 84
483948955634235 84
458272977498105 84
427640096046765 84
474264498449595 84
551145872257365 84
518464328681775 84
519891231215265 84
537479426974875 84
464343342743595 84
427048239633015 84
467447236203255 84
432589644564315 84
417543369056415 84
441514921053045 84
474677009452485 84
575550682692825 84
455202790812315 84
495367095957825 84
472197340273365 84
473521176839235 84
456888936613725 84
514942610116095 84
548194156210995 84
406627678126215 84
434249253349695 84
539831078712765 84
478789525118835 84
567697611917835 84
443244139398585 84
472648449040005 84
589205550888885 84
582017725883685 84
420808141778955 84
469396877694675 84
516814823087325 84
417852165502065 84
480951530063865 84
595994053920405 84
417046802441745 84
559861934246475 84
413409051119925 84
598808373580725 84
502369567862925 84
418702382297745 84
424036534635945 84
467112421854225 84
466193057728545 84
539379790194315 84
513641566863495 84
585524992502835 84
431255604823365 84
522225962128185 84
426445724995605 84
448873477559745 84
554133379546425 84
563028761912925 84
490916001280845 84
460170457588695 84
519149520135015 84
402012603650805 84
496747430069205 84
465548338584945 84
475419752331615 84
590315258494815 84
468593113786035 84
570777234172215 84
525470196821115 84
534957445287195 84
556010274246735 84
553711973840025 84
421255268263515 84
528395842484895 84
447391268937375 84
430408101250365 84
441842058959595 84
588901311126345 84
526939725995445 84
599411222990055 84
480069923983965 84
437653500477795 84
497358955057125 84
512730502916415 84
444683836446465 84
510289202946285 84
489229905410085 84
426081015044685 84
599238786123285 84
454511748573645 84
484030282386945 84
489623221494645 84
440407596117195 84
529679100542445 84
415884560112315 84
495437475624945 84
530070635878875 84
513313016146455 84
438585828723735 84
516063529422735 84
555518173405125 84
597647033432925 84
466188667584255 84
527290461099255 84
547509591400065 84
417914721918015 84
554504670995415 84
423833823443415 84
527629789649655 84
524775766790415 84
523424716687635 84
418584007534455 84
476936625111345 84
455279440065975 84
592194434646885 84
462130176447555 84
456758548268715 84
496167681187395 84
404231556111705 84
538234297970145 84
465035520094215 84
550754272970685 84
518930076228795 84
447952858540425 84
The sieving is complete.
Number of Prp tests=6197075
Time=2270 sec.
n=84, 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
762318600499365 84
739436861062515 84
652803880502865 84
779692635797145 84
629369091251355 84
622572122454135 84
750657771008145 84
634120972496865 84
773419940458305 84
719429460905925 84
684827088835575 84
783101063900925 84
747097221430035 84
734129056187835 84
618469904438295 84
640787893127235 84
797073153531585 84
731828974622655 84
797445273314235 84
799932089858685 84
773072602827525 84
617991379505955 84
685291359727065 84
635175331352415 84
647267412071595 84
712854710964165 84
720832737270555 84
670242860908005 84
609203537147205 84
713648034847965 84
607421696367885 84
664965826179585 84
631782770699535 84
649460872832625 84
796972342006365 84
659010150551445 84
770584473518475 84
652551167824395 84
606095649254025 84
790650565160295 84
741030030398805 84
701138127204375 84
687319532356695 84
767599724863755 84
658977594908325 84
716422227751545 84
780188417377845 84
707390314857135 84
694336481934165 84
763714799092245 84
799750321558335 84
762697946866695 84
771525955543665 84
652382094088725 84
730440059167035 84
735222055257375 84
712423303630815 84
646755025576275 84
705239714760105 84
723209630519145 84
720303850264215 84
675270101039625 84
649399583407575 84
602074447853025 84
744755057768505 84
671637709080555 84
760654887790035 84
697382851661265 84
692351663299695 84
723929121588435 84
726110301685545 84
664708456125945 84
619724011146555 84
758093795996775 84
674317069603485 84
753632163107145 84
675867343850475 84
663738677359065 84
637999338733155 84
728766011766555 84
614329409012865 84
722788466616615 84
771349092896235 84
741113316380115 84
617845582046385 84
758340547925415 84
661631797429365 84
730486065865395 84
700111972507185 84
770356332622275 84
650910405131385 84
755051272466715 84
710566558221135 84
621546926012775 84
780359601532035 84
690501810584985 84
625884300115305 84
788073267415035 84
700885673644065 84
734442411664185 84
636937666445535 84
603320695123545 84
648860866374945 84
756068592424215 84
664801077734955 84
727608637682325 84
617831552560005 84
758672758552485 84
674258432727495 84
673932052269315 84
796069822650795 84
799888281252585 84
620859155821905 84
639017354456775 84
730612371178305 84
672904048423005 84
623430750576795 84
744238663111545 84
714699605851455 84
703088515329585 84
600410918880465 84
785308284456465 84
653269655713605 84
640471042032045 84
604655713923555 84
673257666338565 84
790356661569615 84
707007606842775 84
739211955567225 84
717382764484155 84
747668068661115 84
702902477127375 84
621462425511165 84
710480274583695 84
651231940791285 84
602395352962725 84
626172814931895 84
730509783406725 84
746441291857485 84
674830490505465 84
664918922162355 84
718705499226645 84
714598136468895 84
663689905719225 84
646092117179985 84
751093008289785 84
702801212170365 84
687551476336725 84
781558573108635 84
660533592143565 84
The sieving is complete.
Number of Prp tests=6194449
Time=2272 sec.
n=84, 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
876606400385625 84
976831765468335 84
925633737212415 84
971539781370375 84
828061171894635 84
823654419961695 84
895439460599775 84
835763233378395 84
983476593635445 84
871951130681925 84
843538471488405 84
953930177860275 84
878413245684975 84
979651006869675 84
974212226118915 84
918969082210725 84
811678367091375 84
987362664339345 84
924896437908765 84
834620797681965 84
909546315311865 84
876633425297175 84
811236874841085 84
889207612135605 84
828776662591185 84
906178066703595 84
944065929865275 84
971625708442935 84
840793565819445 84
923667659870025 84
933678729605475 84
943832801631405 84
912846764267655 84
994735902710235 84
863420093340735 84
960985748155755 84
842395155836325 84
821716010335605 84
936190316987835 84
953312026522695 84
953277001610535 84
853675852378965 84
832314934764075 84
892525249347585 84
988350107128545 84
992456132077095 84
873687065822865 84
868681533630225 84
938014558916295 84
813422769196275 84
883638573293385 84
885802351440405 84
996820725684105 84
934031463169035 84
952149282919905 84
972374436328365 84
974587072179105 84
863725756682565 84
886807168787925 84
882907285224195 84
894173921755275 84
858397187998665 84
862996697700375 84
966496396987905 84
904965156484095 84
801641930468925 84
835693937543535 84
864808451491845 84
919241107418235 84
802955511923565 84
835866841700415 84
874778924331165 84
867382057456845 84
821291293863495 84
949193783027175 84
995281647889305 84
996407597695965 84
912333042103245 84
817119682783635 84
946893479232225 84
886880159290125 84
923120039542155 84
933759340115385 84
928882532462745 84
805949217462165 84
875643879771885 84
933656288372115 84
859833520646415 84
940770721809135 84
852022148350065 84
828363149863935 84
997348415223615 84
859485054212925 84
819729682266495 84
946116255724185 84
852336045807645 84
811176086086275 84
958832556597825 84
875274907421985 84
944354278612815 84
868635668689005 84
816872325242295 84
900916540524315 84
802629853415775 84
951348025803105 84
963162132516675 84
906926444208015 84
901916448112155 84
807442420516515 84
986518622738355 84
873235187630715 84
876469142683995 84
975145796882565 84
821397554246955 84
872758443546675 84
918634369271325 84
947322774312915 84
872006403342165 84
933077853707685 84
996956928950745 84
979569520178865 84
962144631813225 84
870283467053385 84
868444289968395 84
961425833325195 84
847403068331295 84
960567819714195 84
898199307793095 84
853459818786645 84
802962078454935 84
947344215590535 84
816172078412985 84
856780337356545 84
862691854327905 84
949299855279615 84
852496515795855 84
837716613573525 84
803839963469235 84
925292837658735 84
986518446091395 84
810060019022415 84
956028346643685 84
874748033073915 84
835223338801635 84
979925613276225 84
998580640456875 84
817738437449535 84
The sieving is complete.
Number of Prp tests=6196309
Time=2273 sec.
ValerieVonck is offline  
Old 2006-12-08, 17:59   #64
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

11010010012 Posts
Default k=83 from 0 to 1000T

Code:
83 done up to 1000T

n=83, 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
167757590612745 83
43691184265785 83
101441228527275 83
95878631625525 83
46232215898505 83
152639930553495 83
59089953995205 83
44306928819405 83
31046066938635 83
64098844063275 83
86662903665975 83
53207007849765 83
107939721197175 83
163235075733135 83
138536914489995 83
59578325916165 83
173109174433965 83
117281977484805 83
22973710515525 83
17440117594305 83
164832892049595 83
143526407677905 83
38521503616575 83
197435017005975 83
35144547568515 83
24532689591795 83
133895494144545 83
33558808001775 83
108018288577605 83
113097667556895 83
196357265939835 83
114718217736255 83
88047019701585 83
112267545760965 83
116771345715255 83
80757021073365 83
120718309451355 83
184772738630865 83
6434976349935 83
150400379547285 83
183221356904355 83
51968016570855 83
46931476347525 83
187316234507535 83
121598207187765 83
51251902144695 83
108705232651785 83
68158105303155 83
162653776268655 83
6479843620845 83
100323637940295 83
6991850024775 83
133489077410745 83
29504379951375 83
15713450899125 83
190924791436785 83
74127649162875 83
179782874983845 83
98165688735135 83
34878038303745 83
20663902640325 83
40284251901915 83
81676908571125 83
164079618758055 83
114981119905785 83
125713895446545 83
26910976501815 83
185761354768605 83
174201576915135 83
197107193619105 83
183915713791425 83
125454674488815 83
11323932837525 83
157721044585335 83
50217276510345 83
167070872930325 83
3564996976905 83
167263631771565 83
5502563805375 83
177987708892665 83
3870641778675 83
165247775358435 83
602560932645 83
154947805889625 83
142618803512955 83
1016409474465 83
The sieving is complete.
Number of Prp tests=3239086
Time=1346 sec.
n=83, 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
355000768892385 83
274116890148045 83
390592115957295 83
377541634060185 83
302087387035665 83
307048526641185 83
251106876618465 83
342883046635185 83
241550252534535 83
392505374959005 83
385267132194945 83
292611315996405 83
265486802991795 83
371565901155855 83
358327347869085 83
208715028211095 83
267093302549325 83
361156844452635 83
357519541215585 83
394013073227445 83
311356273287675 83
311262131177865 83
241283922136005 83
270468486732465 83
348982235134785 83
237587949816525 83
395412104214435 83
385455472339245 83
229394871499815 83
216241316044005 83
336985871513655 83
270291812069685 83
272983441290945 83
268689795940545 83
324497818838445 83
304987458790035 83
271979530483605 83
216606765678975 83
284901964317915 83
295765251377925 83
386226287798295 83
396885219745035 83
253960326978225 83
235287234510195 83
365334542563935 83
300449097752055 83
352248812159265 83
337357365724995 83
388413514851495 83
239126459109405 83
292931108185485 83
278893884156195 83
393403662067185 83
396560651150895 83
343763495433225 83
343433543153295 83
369421632644295 83
231527044025025 83
244978432668375 83
278887214502225 83
255710097739425 83
291082365675465 83
256795893142425 83
287620423302345 83
331934255222955 83
228727035833625 83
257934131445375 83
219821615127345 83
327011271506535 83
252118998960885 83
248349399593295 83
275999087644665 83
236326038295095 83
283676831373915 83
226269691001025 83
294260149494255 83
334284128414985 83
243108751234755 83
232516524964395 83
342368123629665 83
392248566617775 83
302842316604135 83
302932893602955 83
233106610527735 83
203606151721665 83
The sieving is complete.
Number of Prp tests=3238195
Time=1354 sec.
n=83, 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
568690053451905 83
465204857311425 83
418113077745615 83
555624401338335 83
452258114594265 83
404440612309965 83
586910503208085 83
518653678225935 83
550731756725535 83
511449121348935 83
539472041314185 83
539524469177925 83
537810004528545 83
502137232007355 83
596938763329965 83
543924313551255 83
487930682400105 83
420920059914585 83
462770721089985 83
450196985754495 83
533237062563975 83
421530001482975 83
537954139911825 83
509779303808775 83
537294249657165 83
528495915942015 83
485244907996485 83
520003670757165 83
536421529792785 83
565032301212435 83
570835839557235 83
530620228960185 83
424555187145495 83
489506225767965 83
490201829673885 83
466735806272505 83
530888838335625 83
452386696592775 83
592655228791395 83
451766282914695 83
475548652534935 83
515260301728305 83
402100906430475 83
547573074340425 83
595012883414355 83
414044187220335 83
545112589464135 83
583881899334405 83
498230524130745 83
461480435824275 83
505010317411215 83
500750136811155 83
501596997696795 83
498136831963365 83
407070100262595 83
409526584008675 83
495803737384725 83
488029400719245 83
596438263234485 83
410539441145085 83
432773992779765 83
502127774960175 83
471712189246935 83
467196571759785 83
543709175655975 83
408648083357535 83
585880869931665 83
557271441278685 83
461839679766465 83
518355574336005 83
419345620830465 83
532607194360185 83
492830852291085 83
590678493457185 83
527618847209685 83
564623486356335 83
577686244490355 83
427528237949505 83
487709770773225 83
408717048393675 83
505605613496655 83
418743512753895 83
521955422254245 83
448638633455145 83
582241153878405 83
535468172875965 83
564472479875535 83
The sieving is complete.
Number of Prp tests=3238363
Time=1346 sec.
n=83, 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
779295748008645 83
688434263772255 83
738292845232635 83
652804551705075 83
630082766159175 83
640520397338955 83
712204600921065 83
770232400541835 83
746359456821615 83
715613467270065 83
772277049850635 83
630056020119855 83
620045397499395 83
725792533346265 83
753316396526925 83
750441845180895 83
671350741821375 83
605364781487445 83
684188402085825 83
657184795373085 83
619049746550235 83
720825163397745 83
731780586360495 83
726398024893905 83
645160764343095 83
726928987642725 83
747812939374095 83
629912155283775 83
693423802310295 83
629863754899995 83
749260605923445 83
698729179374555 83
617784170294235 83
652524863893035 83
685754325237345 83
760850065248525 83
789487160418285 83
728839366511235 83
728906294722935 83
772632051960405 83
709359346141425 83
734627070827055 83
707833398376335 83
731689165220265 83
605491998777645 83
620184457677015 83
781930136370075 83
687327828553695 83
674746731227625 83
765292321998435 83
759586508993445 83
785890051793595 83
670386177308715 83
692396524593795 83
743053785267465 83
746822270249055 83
680126208072675 83
631338036516495 83
632004863680575 83
711636079916895 83
694780969132845 83
697808564458005 83
722108063963265 83
713840693196225 83
649495135665705 83
611517145228605 83
772127283373215 83
754144437431385 83
776828075754675 83
622880837676405 83
793650402487635 83
786804129500445 83
693447356731185 83
672836480979915 83
679952700622965 83
660750207219795 83
688881107591985 83
726355803580155 83
732325546062495 83
The sieving is complete.
Number of Prp tests=3236889
Time=1352 sec.
n=83, 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
837703241786775 83
954515784855885 83
828161114530365 83
981897759351915 83
949244109164715 83
911157473268735 83
830240574816345 83
917840221534005 83
946926847518015 83
850111904420835 83
829837457388345 83
976476183447765 83
978397014841575 83
896843414062575 83
868099687045185 83
940527011538345 83
945212855951385 83
962974396930875 83
955799513886525 83
811550568003945 83
950900400148335 83
837143561773575 83
925836810247965 83
903196900011735 83
917291248370805 83
924719801746125 83
982283116652145 83
888123425152635 83
996480082462095 83
893286245048505 83
999264953125845 83
968674905095205 83
903457276020705 83
986428192816815 83
801481750498065 83
887517751122135 83
835641969890595 83
982472779541925 83
842633261178765 83
855826083908775 83
959353669815135 83
942870468656445 83
856686793237275 83
811636313649105 83
825282015088125 83
831120357694935 83
837416040942075 83
962267740707945 83
973265328127785 83
975314661677685 83
853989623086215 83
832459822950525 83
817623031631385 83
975063685897665 83
882353874375645 83
903609271445265 83
909340530262395 83
940013794576185 83
976832599683885 83
806019763869915 83
808758681817065 83
841965168873465 83
979522671369375 83
858021609862725 83
818977463404485 83
898013468378355 83
852706877399685 83
999707011951515 83
966254460770235 83
803733090561345 83
845809968683085 83
810726161433825 83
878191677295065 83
859306868949165 83
845852808654525 83
992729569314735 83
811525956647175 83
924767451665925 83
910105788432435 83
894482154429885 83
921434450973015 83
822743522872215 83
936294001862835 83
The sieving is complete.
Number of Prp tests=3236288
Time=1351 sec.
ValerieVonck is offline  
Old 2006-12-08, 17:59   #65
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

292 Posts
Default k=99 from 0 to 1000T

Code:
99 done up to 1000T

n=99, 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
86250614682225 99
47367542509665 99
116117404293345 99
128615736859155 99
73934336562555 99
66152188377975 99
198033985099965 99
128836155591675 99
73396909817385 99
38866372781775 99
92673697809525 99
122318948903235 99
6140885220225 99
147817574953965 99
82591913614455 99
58143165993465 99
110113768381785 99
195959237756835 99
136966352387235 99
150877978957335 99
15233499621795 99
75836901253575 99
43544658884265 99
164391395544915 99
49905937959885 99
184846115307315 99
6842991744435 99
4139777373795 99
160130553158205 99
50162948615535 99
192885054379395 99
33205889475675 99
191129324828505 99
195961530022335 99
95864891004435 99
139947596791065 99
46381555643955 99
17463817349055 99
149312152783185 99
172940811733935 99
100633067959725 99
106723726509855 99
109576194521325 99
60623379210765 99
64508988159315 99
47701624684245 99
122566687083855 99
165653953086615 99
117897810424485 99
119289464761005 99
1074563936145 99
196663655541885 99
73980871247115 99
199224098794875 99
46274752154715 99
58738514465085 99
65518980665145 99
64809992316615 99
37986646832505 99
160254479962185 99
79729558449555 99
46028258287935 99
199968812041005 99
117477773764365 99
39256288343895 99
164916471087375 99
51552724372695 99
38663759627325 99
25849083927135 99
129972550131795 99
109552194380475 99
61997721413565 99
96323239479915 99
The sieving is complete.
Number of Prp tests=7580501
Time=3195 sec.
n=99, 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
373898078135505 99
384167716970205 99
246911839794165 99
208891243123185 99
342256610340645 99
237946641789465 99
360373764672075 99
205481278553565 99
244086161508945 99
331186530827985 99
258171582178755 99
388538137050525 99
294598637566695 99
214509870845025 99
260077931820315 99
239359074079755 99
351269602317165 99
250552096670505 99
291137600397105 99
355484949260595 99
319754172253425 99
359083218677715 99
267854748924315 99
299309953380375 99
260448295024365 99
359773036654185 99
243554368180515 99
375445987210665 99
333318915657735 99
279539257063605 99
327093065605005 99
274318890136305 99
363833342900475 99
343985886390615 99
323889457672935 99
396968439557235 99
344047911552975 99
371666368864035 99
388619196903105 99
392713397329785 99
373015860168105 99
284589437760705 99
229302568939815 99
265698388043025 99
200795989890405 99
229721769667635 99
328872496555155 99
279497807440845 99
214267463334225 99
235620797582625 99
370837613417355 99
306161211276165 99
332410990276365 99
339482142371925 99
368156715544065 99
234143714377125 99
262242934996665 99
374354910777855 99
222023767624575 99
307959366183315 99
397665680238435 99
297456159525525 99
220544006630115 99
211153359254775 99
398553826673625 99
203237137977405 99
345540942123825 99
328942833366315 99
387908734021725 99
214154860150245 99
369067430019225 99
262647230082615 99
318421787575815 99
230038415999385 99
255510492405105 99
264087967334205 99
380857007855415 99
360021918649785 99
The sieving is complete.
Number of Prp tests=7589538
Time=3117 sec.
n=99, 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
562462639225935 99
598084110718185 99
423436527727605 99
517782950502825 99
403111655058945 99
530907285190275 99
594120873107685 99
438104671675125 99
486461169792045 99
598928534300565 99
447730913977515 99
440870362560705 99
503307810604515 99
418030120445385 99
521737518368535 99
507873638223105 99
568536608919195 99
452596806882675 99
557581859075325 99
464033670256695 99
480305172574605 99
410800812035145 99
467174608109055 99
565727894140395 99
595328750133495 99
584498708656485 99
405537629263305 99
587582528388765 99
571964244080985 99
419374745551755 99
425152629599145 99
477305281130055 99
500432654501325 99
430332877333905 99
514954914746265 99
459484663928535 99
406581091621005 99
475726945973265 99
543814670222355 99
546092003482725 99
424487655279765 99
552251826607635 99
527880941984025 99
575135584634625 99
422405319124635 99
435481467314355 99
409357515414225 99
451032827173005 99
504236238082185 99
586934319765255 99
409503875973255 99
512196870880695 99
405275601692115 99
476835988182015 99
499848468832335 99
438175784961285 99
424027012185945 99
420983358045495 99
574360158213765 99
507135145341195 99
400087603587735 99
458518081651875 99
The sieving is complete.
Number of Prp tests=7580949
Time=3098 sec.
n=99, 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
698918065877955 99
767547686599155 99
681611428128645 99
674763825178905 99
720688834261305 99
662396898348885 99
784632613953195 99
656838548578275 99
643760625640965 99
682922794327305 99
692180036272725 99
798546260315265 99
703072107314955 99
601046607638085 99
799325527704165 99
651344239638645 99
795113766415815 99
793190709261195 99
692155970256765 99
679930712047125 99
671941310636295 99
699035943051915 99
669495993450375 99
698313345842175 99
714616749711165 99
794718024054255 99
702223051003845 99
795412084279365 99
701408335344255 99
689660935243035 99
705526190421045 99
603151999509045 99
731723990328345 99
649949524217385 99
724376206406475 99
737373379013355 99
747803645243655 99
732782133395235 99
766043050301445 99
681950201169615 99
645482777831955 99
755940297874755 99
738087068605425 99
679638747762975 99
656888856561315 99
642867029426685 99
732000216823575 99
742962331657455 99
693849552016635 99
699309305137905 99
601649734022715 99
661503323038005 99
751065525901845 99
668674652666265 99
764591202551085 99
657369427305675 99
740094718850865 99
697595753120175 99
658583508530325 99
745009471188045 99
736018384798305 99
667085368106535 99
790818706789125 99
640017747637275 99
645587484243765 99
The sieving is complete.
Number of Prp tests=7583707
Time=3098 sec.
n=99, 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
916645105932255 99
899870313682095 99
840281316244125 99
889507427454555 99
802654473779235 99
998918425282785 99
979321725588675 99
913656794038905 99
914727201591735 99
841385643855225 99
943684437559395 99
896200237128735 99
842805427827825 99
807818669606025 99
832673227490475 99
922116962641245 99
848708702519055 99
893647194854505 99
941846634359715 99
949643968207935 99
863041104883125 99
934796920366155 99
959376626445615 99
811624246091505 99
819146492313135 99
929985277433835 99
878021148802875 99
931472867645565 99
933188455845555 99
962046412265925 99
966610446543735 99
987137893308735 99
835114162466955 99
818585662865985 99
808209837258285 99
897617229441765 99
874583789548455 99
936541816985775 99
926436158931675 99
955207777957965 99
985647693529485 99
947644049317875 99
881453511220905 99
882962070312945 99
808986938787405 99
880004544466215 99
891884463920205 99
The sieving is complete.
Number of Prp tests=7587592
Time=3097 sec.
ValerieVonck is offline  
Old 2006-12-08, 18:00   #66
ValerieVonck
 
ValerieVonck's Avatar
 
Mar 2004
Belgium

15118 Posts
Default k=87 from 0 to 1000T

Code:
87 done up to 1000T

n=87, 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
193299709928325 87
17654008778595 87
55705844580645 87
17260699998465 87
80484997276425 87
86125677837465 87
97216740199425 87
14932281897015 87
174430747364685 87
112955947247955 87
195728756420925 87
45926356650825 87
10843887607455 87
66372820047345 87
191059425996075 87
158521555562265 87
117871581300375 87
23123594112465 87
40407491240235 87
182107605903405 87
48999469003485 87
185303636009415 87
30256768842405 87
162441302614395 87
187235399700615 87
141519210842835 87
13803229158075 87
126613262606565 87
147688847175765 87
153621333045285 87
15981732903675 87
141399636913815 87
5641825372365 87
196278475581825 87
94429888020195 87
103801574527455 87
19432536259395 87
180352993734375 87
20517884009595 87
60462217165245 87
44789722043325 87
14132301350265 87
64660828798755 87
45153812188485 87
90465312722505 87
145490055469395 87
137413870540485 87
158427881593695 87
93695924579355 87
160455128282715 87
97685719853085 87
47544929628735 87
71383297614825 87
109467035507655 87
5114676561645 87
52625649647235 87
89713948810605 87
163211453281065 87
41657741730045 87
124862459438745 87
183494389146495 87
23857163176665 87
104873117375565 87
89243454420015 87
46708570660395 87
8437662129015 87
52050534044355 87
90954588446085 87
99828778916685 87
166553179778265 87
95179302269415 87
194154677751825 87
33293787499455 87
22319629313625 87
46443330688755 87
76591209762165 87
40422501912975 87
189423999512265 87
16641472487535 87
106920242545935 87
49023181555425 87
156808271065635 87
164436262565295 87
61803726372675 87
33080968017825 87
9936422527605 87
26480766948825 87
40163498873925 87
115058676755505 87
123668500094475 87
166157877917955 87
26060687077425 87
84248440576125 87
130078632498465 87
159515290578105 87
193279282381395 87
13026713665245 87
56543211262965 87
182080247648565 87
103597738104525 87
127955464216755 87
99692944689975 87
81401338004805 87
72949911974205 87
157329212737515 87
115875882492195 87
149369484399345 87
190122083384205 87
51273543914775 87
85878372949005 87
144237687402165 87
156016544926515 87
98443414214355 87
70049939535135 87
50499421584885 87
53335155121605 87
120453985031205 87
123435175352685 87
103434231706155 87
177858906164205 87
42492846015795 87
92244341622615 87
168316333870125 87
84296883527955 87
43105685379015 87
191848394918985 87
146220550355145 87
11206307858025 87
92980778285745 87
123158550886035 87
165911400930555 87
182613251051805 87
181955797606485 87
18196930457265 87
170293841159085 87
146119943975355 87
148244905163565 87
65111355248205 87
23647986848745 87
128729636958825 87
46727395395345 87
30966553446255 87
143091022884915 87
180222377734035 87
158794308862035 87
25905696943245 87
88017430917675 87
82494321662025 87
86462698449855 87
55057916174415 87
196963722420675 87
197876174281065 87
86301183721725 87
147950892334455 87
115102698321765 87
31242536628765 87
76889348569005 87
39512815939695 87
12549366084045 87
96329216678415 87
94069955749665 87
22463391266505 87
34602767439975 87
174926621337825 87
4358737887315 87
17995736437875 87
38994354003255 87
98011342366035 87
161772178559565 87
179390492097915 87
136793585945835 87
199982857024755 87
3534638226945 87
45683797967535 87
17002310760435 87
79836194650485 87
161690976640935 87
38610642230895 87
100876086575145 87
26036460074835 87
77012959048305 87
134471197971915 87
46253138402625 87
47432853857235 87
40930815316965 87
190571027662575 87
69958321737045 87
30628612306215 87
87691976488305 87
187384371904065 87
16779456159585 87
115859685334365 87
57814044311835 87
82896376311945 87
192870675878055 87
11934996414495 87
167417119719675 87
79934822868075 87
27486358939935 87
136731591504795 87
159580986495105 87
37930006696155 87
136300577579985 87
29243442035325 87
114062237117115 87
94302010421955 87
121584037816605 87
199391915057685 87
82092584779485 87
68052235113135 87
165252906977445 87
31289432779395 87
22481504269035 87
188693055055785 87
90953837784915 87
196013178708375 87
61242999222615 87
162003341162565 87
71942088509025 87
13101791632755 87
186248407326345 87
199550989029315 87
180416313598185 87
88056312829275 87
23082523817325 87
152131711170285 87
106965221220585 87
74021320503795 87
The sieving is complete.
Number of Prp tests=10810830
Time=3610 sec.
n=87, 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
278785553014395 87
327223923773565 87
347700951426465 87
398391221273325 87
248265336442935 87
362157147593955 87
215720105262375 87
386685095937315 87
336776545476945 87
280174984892985 87
290761189787145 87
223242581059575 87
200749912295835 87
236428487591415 87
384104367125325 87
314809713927345 87
231084744660945 87
222059522683635 87
279574872576195 87
284782530829335 87
205203521374425 87
299543919266865 87
290247416952675 87
262607772376845 87
268707802407765 87
324568026146805 87
241135532239875 87
315246092668605 87
260138808360585 87
392435559274185 87
399466555551945 87
301116734217495 87
215060444830035 87
273502523825265 87
327497691879645 87
256989859968555 87
228052707001455 87
299893743530955 87
278619385479225 87
377008472390655 87
277251158252355 87
289119699897315 87
203290965012345 87
353061017187165 87
352024083380235 87
250425360595305 87
234498986751855 87
248004141303345 87
214596877823685 87
351825987238845 87
385102073665155 87
275293756356885 87
392257558867965 87
395284483094655 87
297947506243485 87
393221547538995 87
295211719457445 87
272720611983645 87
368284897058505 87
295173347983395 87
341373205382055 87
293276617553745 87
263311675870215 87
338556885969225 87
397537733465145 87
376150712854035 87
302241383779335 87
316490549389455 87
395171389367475 87
258339611948145 87
242976991124595 87
382980930189375 87
377314371392805 87
373350462162195 87
397217164230075 87
328289276119245 87
330779885464875 87
346700685282525 87
289552323347805 87
330248926042035 87
263632726338135 87
224585674505115 87
304765698339375 87
291063111822945 87
226654193849055 87
395662213359315 87
305328341591175 87
347631884635035 87
276886016104215 87
356997550367535 87
334296067370475 87
376875127692525 87
293458919782875 87
208458083693685 87
371397531146355 87
311870999560785 87
223571511317595 87
370751456253465 87
385050148191975 87
266705181838305 87
392818020010605 87
207235316686125 87
315285664013985 87
293197908304035 87
243839503491465 87
321994292164755 87
305704274447145 87
212059927758945 87
275197220557455 87
282037694217615 87
376774304957715 87
241878301669725 87
213828615518805 87
391284493000065 87
203518602160755 87
366937698934065 87
236174044287825 87
276233270349855 87
324824906030415 87
210627013912665 87
258223878203655 87
299821329807825 87
308019547823505 87
390743945742885 87
208905186324555 87
329171429805645 87
208597765528425 87
379404136834905 87
208612044285855 87
392573532783705 87
262876485169935 87
286651938658365 87
359571184065555 87
285460405860735 87
269105692450245 87
363718040209965 87
219653588515725 87
374764261253655 87
288177014651715 87
283576842009825 87
308708256330915 87
212751998349555 87
381765152469855 87
242884041987405 87
356855498534535 87
201156084651165 87
273979844126625 87
374603430913635 87
252026839718535 87
209901774849585 87
379447449922695 87
288679663707645 87
387740483341575 87
265514816271915 87
267766716346395 87
210540272274255 87
359875293343125 87
221511980020695 87
397070899872675 87
282125201002365 87
357861214906545 87
243706379191065 87
211792945514955 87
366531722111835 87
293672046362415 87
276190043891475 87
323318190223665 87
341421508026795 87
380081049141675 87
390722356250415 87
387804748667595 87
368454344226045 87
387431739943605 87
207001366319265 87
396355905259755 87
357027309808365 87
221588745040845 87
222810624846705 87
347898797399895 87
358281318124065 87
295088033662905 87
396863448236535 87
319632489998535 87
210395290252875 87
285047298104835 87
208394819006115 87
334438944330645 87
303877229120745 87
373353256929555 87
219938761487445 87
293456562790755 87
342711230735685 87
279745053503265 87
220643067314775 87
338326342857405 87
215562576344325 87
352806633576915 87
318686365302585 87
228476310270285 87
226228203913635 87
269397343853715 87
244581832943805 87
298796747875815 87
332802125521215 87
380064127157505 87
209275605873075 87
277948053704685 87
343897878119355 87
293451449765355 87
382082232561855 87
348655558910085 87
311673678415995 87
The sieving is complete.
Number of Prp tests=10815662
Time=3617 sec.
n=87, 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
473646242534115 87
466310057835195 87
532690002792465 87
480922643629785 87
475023845810325 87
418485197792025 87
487853695531125 87
508850973378825 87
573578024403825 87
552326643871275 87
442486200143085 87
577435970796405 87
437130633995265 87
418921348114605 87
402081629871285 87
580415600961735 87
592194682393125 87
588014592315255 87
480553434556755 87
496765820838105 87
585342839370555 87
407864879687055 87
409752246013005 87
547732062829875 87
576878477648445 87
464420710732335 87
433772435715045 87
467234359898565 87
420111124683075 87
546707628847485 87
408513866686485 87
444717824446245 87
416851963572765 87
498325705045245 87
457462231602915 87
551963925646035 87
473645836242915 87
544213905348855 87
584121428715615 87
577894684028025 87
542988013549695 87
565386761122365 87
486255497296905 87
490923493011315 87
464296243640565 87
488016148127025 87
526693090812735 87
440009911173735 87
500804950128945 87
572800589143755 87
467223227101995 87
413910724556595 87
420073669763265 87
570374014218435 87
416236027137735 87
490868400423135 87
556239296824575 87
503838797470365 87
418403598612825 87
406036222490535 87
408419301129735 87
556211861277345 87
491723521472085 87
467706459561075 87
581994929752425 87
566258407949115 87
420626505962565 87
527704167916485 87
575486200018065 87
557119188947895 87
598173408427035 87
589137702056085 87
444076919753985 87
417200253199905 87
460803085443435 87
550306383403875 87
462025412629935 87
478252297031775 87
543872834405565 87
407787745483965 87
520533532101555 87
436462100563755 87
429158713230975 87
560095041997155 87
422865041716635 87
568442286716115 87
481625027509815 87
508738619723145 87
543033125217765 87
463374247739865 87
499157900690715 87
537285810768525 87
547313835337605 87
567099276728775 87
519414961195305 87
515662763302785 87
411888660934905 87
479268955164195 87
491085515255055 87
523381778393355 87
419294900548965 87
518043393320355 87
457442001838185 87
575941349729865 87
545588451824535 87
446987649960495 87
503532100060815 87
420906532923975 87
479610969253605 87
403953486901755 87
481213448148405 87
478120042793295 87
592928764903125 87
553074789023295 87
581618183252925 87
471178068631095 87
516427995696585 87
547293787107165 87
513030517064625 87
530004984629925 87
599900874936825 87
580500272861355 87
446172712804245 87
505656412284765 87
518395461347505 87
570293111555895 87
512064980529375 87
581405592999945 87
595030097941125 87
556545910725525 87
472448826750075 87
436003709472135 87
550450799086545 87
560330245765185 87
481411589432655 87
451966900473375 87
563438822862195 87
598053467202555 87
469279132342125 87
416263121274105 87
440718562086285 87
407507618952315 87
442650325090785 87
527525116077225 87
446653060169505 87
555882231918195 87
581021898555945 87
587792991200415 87
559169283957165 87
498349036670205 87
508201042061685 87
452338364933175 87
487187479825305 87
555078432898815 87
535550222200455 87
567692551224645 87
444396931949775 87
427947626259615 87
509869782878715 87
416876866932645 87
449894165921865 87
554837276239785 87
521487348220125 87
466428251031225 87
506793560929215 87
489856128109635 87
444858744282225 87
422484761321805 87
482944937538945 87
488520029408775 87
445217034943485 87
513408495125085 87
572852483648235 87
477410454831975 87
406853765874675 87
515979199627815 87
421100479706445 87
410008079553975 87
595956879738885 87
529279553757675 87
597588360115005 87
475050808853775 87
459898118159655 87
519491580349455 87
424175152443945 87
512873981410455 87
464994684592725 87
515120083234575 87
597010783871145 87
556303028016015 87
534284431189845 87
498279696428955 87
527643180631665 87
522659957099385 87
439515698715555 87
488230038175215 87
405343899777075 87
492384922101975 87
591393538267455 87
530275464992175 87
The sieving is complete.
Number of Prp tests=10814055
Time=3607 sec.
n=87, 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
753946147509765 87
749461982098095 87
719395980785055 87
632935447141095 87
722511250323345 87
610619693896695 87
629873726246415 87
624690165038205 87
738016658858325 87
600955315519755 87
642540050000205 87
701042585750325 87
619430976968685 87
749930490483825 87
731466209823195 87
693411697430025 87
677248396058955 87
672731211963615 87
616999043875935 87
683548986685005 87
751029896180025 87
697580414455365 87
744542133553575 87
635756919166005 87
781826084316795 87
738397490068875 87
757908969431355 87
735064709364195 87
697035630782295 87
772196957273385 87
662085012755985 87
730699679196585 87
670678997087925 87
739592162516235 87
670467729519945 87
634664449245855 87
733778812088805 87
787161366872055 87
767800029291015 87
729103681450935 87
795383685429795 87
765523151068935 87
642879854363565 87
601201646260005 87
799145480641935 87
680471005623255 87
631883610062145 87
630253025161095 87
742283126558715 87
626632898752035 87
616205092971195 87
621912032321685 87
613058369384265 87
623225830075275 87
722543652873525 87
715841497915425 87
764195985179445 87
661231932922365 87
607285623562905 87
620372028755115 87
780799004907285 87
756023427198375 87
778871040737685 87
664881516560415 87
765248768359425 87
708128517161415 87
735098217528885 87
650614509315435 87
799211316960315 87
607168290331785 87
784855291901835 87
613269657853755 87
606832090704945 87
745801548504495 87
748417089432285 87
782280802381155 87
616713770162595 87
706949706518055 87
655772651115225 87
753860567322765 87
667519613166945 87
714523720795605 87
681870063773535 87
663951245110335 87
727262993937585 87
688981150325895 87
697192308375465 87
702578887179435 87
796614539724885 87
611389902111345 87
745918026851025 87
724110475961145 87
785478417161865 87
658133884301355 87
677124666932175 87
734749333400355 87
664637937518835 87
646994638672305 87
645182681316915 87
745557518071905 87
759621962547525 87
698572375917675 87
663265476695745 87
767529270975495 87
708100008032445 87
754246099670805 87
786762332357925 87
630264469963485 87
677094120492615 87
745876775816655 87
607875542212575 87
715895103693105 87
629244495613545 87
754373940399345 87
684778781976555 87
613091680991685 87
758714659634295 87
679783956481455 87
669241480203555 87
649533903202065 87
671803705036275 87
621676299133155 87
795644788701945 87
788773082535795 87
608744944960635 87
646320480974595 87
723186906894375 87
690730244435385 87
786836199583245 87
749801892647325 87
710935992771795 87
653469502078575 87
637473299512875 87
646494954272685 87
632235752034915 87
708824650653945 87
691506845941485 87
673778102509155 87
668330621891415 87
767699533212885 87
739034779026285 87
741883898207025 87
744906584580795 87
783873993423675 87
620833040608515 87
657853741850025 87
746747997616425 87
715488001890375 87
614080469205105 87
709462046766375 87
724724946121995 87
784771732217445 87
647256171947595 87
786083072813325 87
689704276204755 87
773286914524845 87
730451076382545 87
703980216444855 87
742950302141565 87
799703790735675 87
664122222834735 87
767179531922265 87
726596042408775 87
689574230910915 87
608841832126815 87
713017056166065 87
791760140089275 87
706564102161015 87
669874249445205 87
663108513046245 87
619610535877515 87
690839857790985 87
744787953848295 87
646478511589575 87
605066006768685 87
661993285611945 87
794673086352705 87
787168688960535 87
698928096921705 87
759261779031315 87
777197331312675 87
The sieving is complete.
Number of Prp tests=10812324
Time=3617 sec.
n=87, 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
899479218905295 87
991159235354925 87
887379109462965 87
887546430023715 87
902688859857225 87
865478754731745 87
820028492953845 87
882614520628995 87
914386739341635 87
986126491722645 87
857125047481185 87
987179936327025 87
903214697372505 87
810535672640505 87
936964858033995 87
996177498553335 87
809754626956275 87
869958919596585 87
869996176758345 87
969292362682455 87
897999467284815 87
843071994941295 87
800105202533175 87
912472842481305 87
929438387228925 87
902180902858515 87
857337451549845 87
914772042110955 87
883274006551965 87
927600998288685 87
868532925783705 87
977611284454245 87
962899426172565 87
806962642111185 87
889792116768765 87
877191832289745 87
900663656296845 87
945626239602765 87
898612763878935 87
965816368408605 87
845290224119145 87
895498836626205 87
950424528794475 87
989490546214905 87
846838496257635 87
999806140390155 87
981709740415845 87
963483722418945 87
935993997440145 87
994780307436195 87
924330035307525 87
812277180017205 87
844421516862105 87
962434076542575 87
950491469926845 87
875918220282315 87
890700577204515 87
916760057413095 87
885723823768665 87
906020813198865 87
907405328854815 87
854298741862755 87
957599664764925 87
996913313649435 87
909577809472605 87
906877716595515 87
824025710981445 87
812158956669165 87
903787883417685 87
838568247408465 87
900755833314435 87
937311608405445 87
993819471957795 87
932722143434445 87
909172683827835 87
980918235364095 87
966460925660895 87
806472329094705 87
894024681206685 87
871270325491125 87
847584555737115 87
966742250550615 87
930180453820905 87
922181683883355 87
824291656445985 87
806215112232705 87
813716387063475 87
826834694831145 87
805014428025885 87
898591402618245 87
872939515323435 87
854774626931505 87
811577601340695 87
900995008494735 87
969214578934875 87
815641463036505 87
961420606734945 87
878880040433115 87
865170984916875 87
958696425009225 87
833389398882705 87
932559087788685 87
883177038539355 87
874536205773405 87
813147295275525 87
943488859269075 87
838745641985895 87
922318908709275 87
805161245855505 87
920008120096065 87
837173292099795 87
995724503411715 87
966014556801105 87
937389066435465 87
923854023267525 87
981579528413925 87
879848734981755 87
984737186734455 87
809611516784805 87
851740599279465 87
999325679784075 87
945097381373145 87
953166428942805 87
824590200349125 87
860106139222155 87
899802839264175 87
818870769873975 87
996236964544395 87
899312929351935 87
955051567591275 87
956024252682765 87
815409487716705 87
924740164482855 87
987157311116235 87
888771571166115 87
883346845691205 87
962938127969895 87
955699436416515 87
968602459371645 87
908976875682225 87
875263304804175 87
801437189972685 87
878957503939515 87
985338224133165 87
988105915737045 87
932557800160245 87
869470260331155 87
937820338560315 87
912999696055965 87
981854187460335 87
860734839000855 87
812837915700615 87
852550677507375 87
848855144679465 87
883563934399335 87
995717632489755 87
931008878329635 87
806545143559365 87
965625307142055 87
880861173769395 87
984297738396945 87
963650716527345 87
968057916273735 87
838136214063435 87
810335942289615 87
928483472876295 87
865295318547765 87
955558248273825 87
955417701660135 87
939194834725875 87
907953805049865 87
845524611903615 87
805226454771165 87
832177413704175 87
871769928845025 87
980939979478095 87
905020807306875 87
989554265790195 87
900912106667055 87
865146751127085 87
843523475057445 87
871817899116045 87
922592725887105 87
912334469880015 87
972556606196175 87
943118386581105 87
825490217354775 87
906029866760865 87
904217014393875 87
975743042744295 87
961869790486605 87
947328374593965 87
846303004248345 87
917597462392275 87
956523822464385 87
987830668251525 87
859571454769125 87
870249572308935 87
865624857288345 87
823981676568855 87
865484981818485 87
923277413701125 87
955941110592195 87
823090198952595 87
990815211262695 87
947400226771635 87
917840646832935 87
893396807317455 87
885580079395725 87
905217160011885 87
936843700148895 87
861297762333645 87
879724343374065 87
834934657842495 87
891618094665375 87
874937440900005 87
841159395766515 87
The sieving is complete.
Number of Prp tests=10801657
Time=3612 sec.
ValerieVonck is offline  
 

Thread Tools


Similar Threads
Thread Thread Starter Forum Replies Last Post
Sieving with powers of small primes in the Small Prime variation of the Quadratic Sieve mickfrancis Factoring 2 2016-05-06 08:13
Small primes kar_bon Riesel Prime Data Collecting (k*2^n-1) 3 2013-05-11 04:56
Small Primes Housemouse Math 2 2008-06-04 05:23
k's with consecutive small primes gd_barnes Riesel Prime Search 1 2007-07-30 23:26
Generating Small Primes wblipp Software 2 2005-01-05 13:29

All times are UTC. The time now is 13:05.

Sun May 9 13:05:50 UTC 2021 up 31 days, 7:46, 0 users, load averages: 1.34, 1.53, 1.58

Powered by vBulletin® Version 3.8.11
Copyright ©2000 - 2021, Jelsoft Enterprises Ltd.

This forum has received and complied with 0 (zero) government requests for information.

Permission is granted to copy, distribute and/or modify this document under the terms of the GNU Free Documentation License, Version 1.2 or any later version published by the Free Software Foundation.
A copy of the license is included in the FAQ.