Factores primos de Gúgolplex − 10 con 32 dígitos
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Alpertron
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Teoría de números
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Factores primos de Gúgolplex − 10 con 32 digitos
Esta es una lista de factores primos de
32 dígitos de gúgolplex − 10, es decir, 1010^100 − 10.
Estos números tienen la forma 1 + 2k ∏i piei,
donde pi es un factor primo de 10100 − 1
y ei es cero o uno.
La lista de factores primos de 10100 − 1 es: 3, 3, 11,
41, 101, 251, 271, 3541, 5051, 9091, 21401, 25601, 27961, 60101, 7019801,
18 2521213001, 1410 3673319201, 7887 5943472201 y 168058 8011350901.
En esta lista se pueden ver los factores primos, sus descubridores y los valores de k.
- 10 0705539276 5072165141 4222295573 (Phil Carmody, k=14)
- 10 0936683391 5998744778 3633554719 (Phil Carmody, k=1)
- 10 0993108986 4773090025 2348182123 (Phil Carmody, k=1)
- 10 1195145843 6943594816 4093233321 (Dario Alpern, k=2540)
- 10 1391977558 1283500117 1104998483 (Phil Carmody, k=1)
- 10 1531736468 9342085186 7548817107 (Phil Carmody, k=161)
- 10 2015435628 1255956316 6249179507 (Phil Carmody, k=1)
- 10 2878737380 9806860212 7437403627 (Dario Alpern, k=1541)
- 10 3078418273 3955691675 0877273413 (Phil Carmody, k=2)
- 10 6249674985 2501474985 2502537483 (Phil Carmody, k=19)
- 10 7001963530 8184488304 3912827081 (Dario Alpern, k=2780)
- 10 7066523823 2648888977 8909979947 (Phil Carmody, k=497)
- 10 7332399805 6585365842 9252966049 (Phil Carmody, k=16)
- 10 9291506917 9201000030 8372980253 (Phil Carmody, k=2)
- 11 0865315614 7837738633 6870853471 (Phil Carmody, k=65)
- 11 1118648058 8902287575 8176809969 (Phil Carmody, k=8)
- 11 1176837600 3043157421 8996739467 (Phil Carmody, k=1)
- 11 1524952825 7455706040 4000611311 (Dario Alpern, k=2595)
- 11 1656116507 0461515016 7695466597 (Phil Carmody, k=866)
- 11 1811885506 0442620851 2602240187 (Phil Carmody, k=17)
- 11 1848510076 3363401175 1118851507 (Phil Carmody, k=1)
- 11 2422402823 3972421078 1550018267 (Phil Carmody, k=37)
- 11 2538400808 0922554817 0983488809 (Phil Carmody, k=4)
- 11 2878128538 1840301573 2267088641 (Phil Carmody, k=640)
- 11 3315307376 3684673910 2331225391 (Phil Carmody, k=5)
- 11 3612231123 9899535557 9821566641 (Phil Carmody, k=40)
- 11 4495278410 8804206089 6033618093 (Phil Carmody, k=2)
- 11 5161337518 4105647680 1895935511 (Dario Alpern, k=1135)
- 11 5203376678 9427225466 6084904999 (Phil Carmody, k=1)
- 11 5661454940 8936554165 3275099237 (Phil Carmody, k=2)
- 11 5869994005 9400594005 9399435307 (Phil Carmody, k=917)
- 11 7377285659 4106533634 7081000951 (Phil Carmody, k=25)
- 11 7389292828 1155435457 5977326483 (Phil Carmody, k=479)
- 11 7479194791 0350178794 9211324083 (Phil Carmody, k=1)
- 11 7885409065 8427664552 6266934717 (Phil Carmody, k=2)
- 11 7954825379 4863443672 1463073751 (Phil Carmody, k=625)
- 11 8230680308 0715358445 3629486991 (Phil Carmody, k=65)
- 11 8896466253 1026275307 7331002443 (Phil Carmody, k=1)
- 11 9132073043 3157329096 7710597849 (Phil Carmody, k=36)
- 11 9519546581 6402007765 6969010319 (Phil Carmody, k=601)
- 11 9715819198 5655976396 4554018597 (Phil Carmody, k=266)
- 12 0214520670 8345518545 2144422363 (Phil Carmody, k=389)
- 12 0446143366 6603457850 6521534483 (Phil Carmody, k=41)
- 12 0486649971 7010077411 9295704681 (Phil Carmody, k=60)
- 12 0587747462 7559882226 3826690043 (Phil Carmody, k=37)
- 12 0685480160 3804929162 6239923471 (Phil Carmody, k=35)
- 12 1041355928 7301398247 8323912479 (Phil Carmody, k=383)
- 12 1584414817 2416310289 5584370733 (Phil Carmody, k=74)
- 12 2536856392 9623392326 7596312471 (Dario Alpern, k=1145)
- 12 2819785311 6021744302 3170001479 (Phil Carmody, k=201)
- 12 3818774346 6337438351 2431285893 (Phil Carmody, k=2)
- 12 3984212470 7198780318 6709028279 (Dario Alpern, k=1211)
- 12 4889208894 4813956860 2634848523 (Phil Carmody, k=1)
- 12 5064428536 2853628536 2852377893 (Phil Carmody, k=2)
- 12 5088011700 2305986683 7217974997 (Phil Carmody, k=2)
- 12 5090260485 3314016660 6303315373 (Phil Carmody, k=2)
- 12 5233991940 6556886940 1322895013 (Phil Carmody, k=2)
- 12 6668248285 3662851215 4792607307 (Phil Carmody, k=11)
- 12 6812188612 2907460912 2014504169 (Phil Carmody, k=76)
- 12 7655317458 4548064751 6892747307 (Phil Carmody, k=1)
- 12 7736426862 7346132191 1415342277 (Phil Carmody, k=2)
- 12 8385872768 3920197821 7246269053 (Dario Alpern, k=1042)
- 12 9099426272 4089018799 8210471431 (Phil Carmody, k=205)
- 12 9402084061 5594156410 2956637243 (Phil Carmody, k=7)
- 13 0936839263 6835375918 5440621631 (Phil Carmody, k=65)
- 13 1347883431 1426167026 0078283609 (Dario Alpern, k=1628)
- 13 1885790475 0260720275 7853489237 (Phil Carmody, k=2)
- 13 2399454960 6559928552 9395406563 (Phil Carmody, k=1)
- 13 2683629766 0315979824 4399508837 (Phil Carmody, k=2)
- 13 3899174268 4426989106 8857872089 (Dario Alpern, k=1196)
- 13 4240983797 4829727283 3797317587 (Dario Alpern, k=1031)
- 13 4447065545 4372878009 5858952733 (Phil Carmody, k=2)
- 13 4612461652 4105953218 9114955563 (Phil Carmody, k=99)
- 13 4938760105 2032705380 3633656079 (Phil Carmody, k=89)
- 13 5007767911 0551354329 4949527027 (Phil Carmody, k=31)
- 13 5165193014 6254060357 8866284347 (Phil Carmody, k=1)
- 13 5440722729 4929785647 9489062933 (Phil Carmody, k=2)
- 13 5584654577 5515279027 2887276467 (Phil Carmody, k=701)
- 13 5711587709 5533581795 7217315107 (Phil Carmody, k=1)
- 13 5893600706 3685328813 0460381883 (Phil Carmody, k=259)
- 13 7282072945 8289788321 7534815241 (Dario Alpern, k=1420)
- 13 7342930885 8340322274 0997391403 (Phil Carmody, k=7)
- 13 7465451249 4664758812 7559368639 (Phil Carmody, k=31)
- 13 7636846122 6841716008 9726409627 (Phil Carmody, k=1)
- 13 8017295248 6041804826 8352824031 (Phil Carmody, k=365)
- 13 8853900182 8809354598 3320647763 (Phil Carmody, k=7)
- 13 9512505613 4921088490 3002016603 (Phil Carmody, k=31)
- 13 9529813552 6984728715 3485457719 (Phil Carmody, k=1)
- 13 9973062124 4256885879 9041359107 (Dario Alpern, k=1141)
- 14 0383384231 8423184231 8421780399 (Phil Carmody, k=1)
- 14 0685674797 2407766151 4834206591 (Phil Carmody, k=55)
- 14 1315353115 5029273720 6450435729 (Phil Carmody, k=8)
- 14 1318694465 0599585953 6735433031 (Phil Carmody, k=85)
- 14 2154088282 9267133976 8488511963 (Phil Carmody, k=7)
- 14 3734982750 9359110840 1726358191 (Phil Carmody, k=205)
- 14 4189732760 4122412226 8051491363 (Phil Carmody, k=9)
- 14 4717414700 7940596328 8531043733 (Phil Carmody, k=2)
- 14 4737899183 6250014887 2345419249 (Phil Carmody, k=8)
- 14 4888138722 6532814017 9087542161 (Phil Carmody, k=120)
- 14 4911208714 2794342596 0808861093 (Phil Carmody, k=14)
- 14 4929677921 8758461925 8324480111 (Phil Carmody, k=35)
- 14 5395061409 0837808715 7535376523 (Phil Carmody, k=1)
- 14 5602502510 4606474949 9840305773 (Phil Carmody, k=622)
- 14 6932259943 7861851984 0668942689 (Phil Carmody, k=16)
- 14 7456860976 9182484632 3324042197 (Phil Carmody, k=2)
- 14 7625247524 7818826673 4451004907 (Phil Carmody, k=1)
- 14 7870680609 3384944630 2750287533 (Phil Carmody, k=2)
- 14 8632594710 3819305838 8533260317 (Phil Carmody, k=2)
- 14 9848525918 3249900333 3841927947 (Phil Carmody, k=77)
- 14 9985020038 5520736236 6312425529 (Dario Alpern, k=2996)
- 15 0115171488 8110083042 5960189773 (Dario Alpern, k=1042)
- 15 0324747253 4811969115 5378310987 (Phil Carmody, k=1)
- 15 0607575727 4842439363 5762106107 (Phil Carmody, k=1)
- 15 1058308944 9724865571 8666556643 (Phil Carmody, k=7)
- 15 1299842305 2794528846 9943569213 (Phil Carmody, k=346)
- 15 1599535026 6674027234 0029020751 (Phil Carmody, k=875)
- 15 2120244047 9223474346 5261447643 (Dario Alpern, k=1209)
- 15 2162993994 6952442171 4991692121 (Dario Alpern, k=1740)
- 15 2716699622 0354122518 3292814209 (Dario Alpern, k=1216)
- 15 3324471954 4761167700 7358751679 (Phil Carmody, k=1)
- 15 4594635297 8333307367 6204365997 (Phil Carmody, k=2)
- 15 5634250927 5371302785 4908787129 (Phil Carmody, k=36)
- 15 5647789098 5723651418 8658789547 (Phil Carmody, k=1)
- 15 5814160265 6197168100 0054693413 (Phil Carmody, k=34)
- 15 6129594592 5616565854 6740924409 (Phil Carmody, k=116)
- 15 6172806346 8945110533 2772304203 (Phil Carmody, k=9)
- 15 6611681920 6255362894 8261852489 (Phil Carmody, k=4)
- 15 6626559142 0961637306 6677560879 (Phil Carmody, k=1)
- 15 7018115322 6498159571 4429434523 (Phil Carmody, k=1)
- 15 7268777124 3641181123 8981640653 (Phil Carmody, k=946)
- 15 8649505682 0431597703 4252229933 (Phil Carmody, k=2)
- 15 9939577348 5770894416 6227356689 (Phil Carmody, k=8)
- 16 0732675648 7564875648 7563268323 (Phil Carmody, k=347)
- 16 0773138525 8412006300 6735314363 (Phil Carmody, k=1)
- 16 0863300408 4719827228 8962326893 (Phil Carmody, k=194)
- 16 0991708943 0894308943 0892699027 (Phil Carmody, k=1)
- 16 1363292864 3689423296 1912414173 (Phil Carmody, k=914)
- 16 1499000000 0000000000 0001614991 (Phil Carmody, k=65)
- 16 1869211378 5292556894 2688750919 (Phil Carmody, k=11)
- 16 2346567083 8086452033 6151310347 (Phil Carmody, k=1)
- 16 2608081832 2469612782 5802125027 (Phil Carmody, k=1)
- 16 2993492440 5553573782 5485591809 (Phil Carmody, k=128)
- 16 3019199935 8981834326 8896945631 (Phil Carmody, k=265)
- 16 3657746145 1937370842 4913288081 (Phil Carmody, k=440)
- 16 3951062591 6005990385 6315296479 (Phil Carmody, k=1)
- 16 4764069023 6033375404 2644436043 (Phil Carmody, k=1)
- 16 5110748584 4761102394 6491785369 (Phil Carmody, k=36)
- 16 5179964415 8537597401 1404389387 (Phil Carmody, k=17)
- 16 5273942325 8327703358 1904433893 (Phil Carmody, k=2)
- 16 6146000028 6447143991 7709886267 (Phil Carmody, k=1)
- 16 6313769865 9905831220 5724227427 (Phil Carmody, k=1)
- 16 6485185645 3888925624 5080434169 (Phil Carmody, k=476)
- 16 6937757084 2043779545 5106022479 (Phil Carmody, k=1)
- 16 7058761431 8217811864 5812515797 (Phil Carmody, k=2)
- 16 8338857223 6204877640 6871950963 (Dario Alpern, k=1389)
- 16 9123907210 5004083477 7538766883 (Phil Carmody, k=1)
- 17 0069150648 4290780423 9199277231 (Phil Carmody, k=785)
- 17 0674286178 8617886178 8616179437 (Phil Carmody, k=46)
- 17 0702306827 1813363830 4138450413 (Phil Carmody, k=2)
- 17 1995749133 0456503480 9731452839 (Phil Carmody, k=1)
- 17 2165389522 7881013016 3820890479 (Dario Alpern, k=1491)
- 17 3245280387 9653808401 9477834963 (Phil Carmody, k=9)
- 17 4493570731 7073170731 7071425797 (Phil Carmody, k=2)
- 17 5051211866 2064220775 3335026921 (Phil Carmody, k=20)
- 17 6262648829 2590426122 9055904121 (Phil Carmody, k=20)
- 17 6514192543 8720814300 8345235637 (Phil Carmody, k=2)
- 17 7004855798 2228942650 8127127043 (Phil Carmody, k=19)
- 17 7379666824 9918986452 3172105959 (Phil Carmody, k=103)
- 17 8464457996 0116449947 1219910637 (Phil Carmody, k=2)
- 17 8883543428 4940019125 7053361747 (Phil Carmody, k=1)
- 17 9329669608 3588630865 2261451307 (Dario Alpern, k=2983)
- 17 9506098339 4523199759 5017101439 (Phil Carmody, k=1)
- 18 0042314301 0816250052 9808489203 (Phil Carmody, k=1)
- 18 0615845989 2726268095 2657826637 (Phil Carmody, k=2)
- 18 0682683566 9997536320 9314852773 (Phil Carmody, k=26)
- 18 1773260191 7725842661 8922879519 (Phil Carmody, k=1)
- 18 2049169741 5075119385 0525323791 (Phil Carmody, k=565)
- 18 2335073062 6461106957 9742755711 (Dario Alpern, k=1735)
- 18 3263216637 5313531334 8089918677 (Phil Carmody, k=86)
- 18 3545683819 6456354850 0778553507 (Phil Carmody, k=17)
- 18 3815782263 4895603756 9188381787 (Phil Carmody, k=373)
- 18 3938730287 8821715134 7155729683 (Phil Carmody, k=1)
- 18 4637446626 4184866553 6785488289 (Phil Carmody, k=16)
- 18 4851398196 0180398196 0182246711 (Phil Carmody, k=5)
- 18 6918192991 9939999381 3021806409 (Phil Carmody, k=68)
- 18 7573106095 2433858406 2432059871 (Phil Carmody, k=15)
- 18 9557162818 7702229010 8254146717 (Dario Alpern, k=1382)
- 18 9671110797 2020693654 1235024799 (Dario Alpern, k=1001)
- 18 9970818311 4788105447 3279487517 (Phil Carmody, k=26)
- 19 0219754161 9729687579 3474612889 (Phil Carmody, k=4)
- 19 2155641126 4180381755 2782939569 (Phil Carmody, k=56)
- 19 2258305470 5878685410 2927310653 (Phil Carmody, k=674)
- 19 2869421829 0080662593 4581327237 (Phil Carmody, k=46)
- 19 3882261549 0653371796 7444686439 (Phil Carmody, k=103)
- 19 4199471598 7656732158 8998487677 (Phil Carmody, k=322)
- 19 4277715753 1309291648 7288437809 (Phil Carmody, k=8)
- 19 5019298061 4545451977 7323264277 (Phil Carmody, k=2)
- 19 5140379333 2644788529 0962541813 (Phil Carmody, k=2)
- 19 5682015855 8414415855 8416372677 (Phil Carmody, k=46)
- 19 6543012368 4632727795 1222935831 (Phil Carmody, k=85)
- 19 6935822689 9646362215 8966753559 (Phil Carmody, k=373)
- 19 7422358151 4377390261 6594813283 (Dario Alpern, k=1097)
- 19 8176792947 1759074451 8044347089 (Phil Carmody, k=8)
- 19 8970807792 1384000866 3547630347 (Dario Alpern, k=1077)
- 19 9181873589 2213835460 1617946161 (Phil Carmody, k=520)
- 19 9625234266 9316630679 4877882323 (Phil Carmody, k=7)
- 20 0875861246 1835089381 4102408049 (Phil Carmody, k=696)
- 20 1767029358 0984098389 6642811627 (Dario Alpern, k=1871)
- 20 2589763451 5686263750 9673714557 (Phil Carmody, k=22)
- 20 2819194119 0300296976 7481102879 (Phil Carmody, k=1)
- 20 3540371077 1554131654 0332314679 (Dario Alpern, k=1103)
- 20 3641931931 9358326053 7056397107 (Phil Carmody, k=833)
- 20 6982665610 7919544144 9830825279 (Phil Carmody, k=29)
- 20 7187718045 1627889018 4815854991 (Phil Carmody, k=5)
- 20 7322907230 5083127463 2075119933 (Phil Carmody, k=46)
- 20 7757518991 5511203453 7027225253 (Dario Alpern, k=1246)
- 21 0433007885 9109230314 7691771563 (Dario Alpern, k=2971)
- 21 0507823005 1897508086 3335211483 (Phil Carmody, k=69)
- 21 0805385930 2840114497 4647182479 (Phil Carmody, k=1)
- 21 1158002001 4462087513 7306739733 (Dario Alpern, k=2194)
- 21 2110292146 6461160007 0983916107 (Phil Carmody, k=1)
- 21 2843209919 4021460744 4818828969 (Phil Carmody, k=356)
- 21 3757927115 7532369144 8709703719 (Phil Carmody, k=1)
- 21 4321658197 9298953959 8139824689 (Phil Carmody, k=8)
- 21 5050465700 6570065700 6567915197 (Dario Alpern, k=1222)
- 21 5649326703 7978146884 3424555871 (Phil Carmody, k=15)
- 21 5762362230 9116881178 6241960601 (Phil Carmody, k=100)
- 21 6661716196 4709175090 9740219803 (Phil Carmody, k=1)
- 21 9949993269 2906852100 6059143769 (Phil Carmody, k=4)
- 21 9973374220 1886382529 2079637169 (Phil Carmody, k=8)
- 22 0626024096 5410315123 3963660759 (Phil Carmody, k=81)
- 22 4992495929 9778574170 8223475399 (Dario Alpern, k=1859)
- 22 7401391514 5591048113 9104652387 (Phil Carmody, k=1)
- 23 0182402095 4024220953 5921026803 (Phil Carmody, k=197)
- 23 0729893381 4553525062 2654860917 (Phil Carmody, k=38)
- 23 1551546986 2909838000 5599518933 (Phil Carmody, k=22)
- 23 1861339610 4432300822 1195643529 (Phil Carmody, k=4)
- 23 1941870757 1880805870 1623577813 (Phil Carmody, k=2)
- 23 2298634091 8648661277 5101644119 (Phil Carmody, k=1)
- 23 2370687670 3020369042 4827285917 (Phil Carmody, k=86)
- 23 3335666666 6666666666 6664333311 (Phil Carmody, k=35)
- 23 4218237635 0989379688 7380999449 (Phil Carmody, k=388)
- 23 4476508001 8023683342 5666672493 (Phil Carmody, k=22)
- 23 6836984324 5746272814 7748846159 (Phil Carmody, k=1)
- 23 9982403383 2728383648 5066990723 (Phil Carmody, k=1)
- 24 0393792733 0243902414 9850109707 (Phil Carmody, k=27)
- 24 0943597420 9335450799 3944587569 (Phil Carmody, k=456)
- 24 2161473357 6628530463 0850492561 (Phil Carmody, k=280)
- 24 2844050536 2939304146 0006674009 (Phil Carmody, k=4)
- 24 2866542030 2631797694 8480853547 (Phil Carmody, k=1)
- 24 3110824835 9672244882 0617362921 (Dario Alpern, k=1420)
- 24 4942121362 8702046170 4946618351 (Dario Alpern, k=1925)
- 24 5848404469 1920929838 0593631117 (Phil Carmody, k=2)
- 24 5983215947 2615645011 9580720813 (Phil Carmody, k=2)
- 24 6485537254 9012398452 2043330591 (Dario Alpern, k=1295)
- 24 9365546605 3703715786 1215316961 (Phil Carmody, k=80)
- 25 3662497525 4535782900 0610776907 (Phil Carmody, k=1)
- 25 5771392696 8878020547 1244145667 (Phil Carmody, k=1)
- 25 6760545603 4560345603 4557777999 (Phil Carmody, k=1)
- 25 7285941254 0491007767 5152343883 (Phil Carmody, k=1)
- 25 7700740043 4780023607 7079283591 (Dario Alpern, k=1205)
- 25 9573806770 8378927367 0515959031 (Phil Carmody, k=5)
- 26 0841722703 8820108505 7238537769 (Phil Carmody, k=76)
- 26 3201648817 9958665153 6808516667 (Phil Carmody, k=523)
- 26 3602239583 8353972530 8936823169 (Phil Carmody, k=64)
- 26 4060534007 0887550875 0359603479 (Phil Carmody, k=1)
- 26 7248521403 9457036285 4967259013 (Phil Carmody, k=2)
- 26 8469388594 3137911021 3017110239 (Phil Carmody, k=1)
- 26 9299398406 3745019920 3189943991 (Phil Carmody, k=105)
- 26 9529591366 4142977540 6361535883 (Phil Carmody, k=9)
- 26 9613931129 5327341570 6145440797 (Phil Carmody, k=2)
- 27 4575286986 8469967183 7531733391 (Phil Carmody, k=5)
- 27 5095836762 8439613212 5422984399 (Phil Carmody, k=321)
- 27 8203861260 6278400583 3102695613 (Phil Carmody, k=2)
- 27 8721427131 1562241207 5170877089 (Dario Alpern, k=2576)
- 27 9195104618 9283029280 2253573391 (Phil Carmody, k=5)
- 28 0632578260 4926384350 4257135523 (Phil Carmody, k=307)
- 28 1490374761 7501920977 5161276213 (Phil Carmody, k=2)
- 28 4807026916 5655205455 4689928403 (Phil Carmody, k=17)
- 28 6756825051 7888761510 5541941547 (Phil Carmody, k=1)
- 28 6984394984 2942158067 3709810557 (Phil Carmody, k=122)
- 28 7114141326 8116576469 0223827631 (Phil Carmody, k=285)
- 28 7730112218 5920471832 6349415921 (Phil Carmody, k=40)
- 28 9657363261 2821790106 8205302409 (Phil Carmody, k=956)
- 29 0044369680 4987130248 2770091523 (Phil Carmody, k=7)
- 29 0159732983 2656551187 8772189347 (Phil Carmody, k=1)
- 29 1129013991 8000924283 0256877043 (Phil Carmody, k=1)
- 29 2477879525 4074293036 5381183107 (Phil Carmody, k=71)
- 29 3589627141 8207072858 3231307133 (Phil Carmody, k=142)
- 29 3995102323 0811720294 2037227613 (Phil Carmody, k=2)
- 29 4893299900 9990099900 9987150969 (Phil Carmody, k=116)
- 29 5375508425 4600992945 5957361093 (Phil Carmody, k=2)
- 29 7007962465 8198687750 2794791963 (Phil Carmody, k=1)
- 29 9396764946 8790305562 0074139347 (Phil Carmody, k=1)
- 29 9874496733 6124756486 8480664277 (Phil Carmody, k=2)
- 30 2820255220 4228183693 9778417347 (Dario Alpern, k=1223)
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- 95 1872771227 7761641205 4756421613 (Phil Carmody, k=74)
- 95 3210614994 5596875528 8997387431 (Dario Alpern, k=1835)
- 95 6584067110 2152595938 2682896507 (Dario Alpern, k=1187)
- 95 8804549858 9341962450 5011815791 (Phil Carmody, k=355)
- 95 9714639024 3902439024 3892841879 (Phil Carmody, k=1)
- 96 3431999618 7484887792 1973641399 (Phil Carmody, k=943)
- 96 6756061346 1471799853 3744385649 (Phil Carmody, k=8)
- 97 4868607421 5243640928 5581728439 (Phil Carmody, k=203)
- 97 6249558173 9303015826 1032791757 (Phil Carmody, k=102)
- 97 7722050062 2444976487 9226912747 (Phil Carmody, k=791)
- 98 2382575088 4479195917 9008427759 (Dario Alpern, k=1181)
- 98 6379077986 4030656462 9590265453 (Phil Carmody, k=714)
- 99 9517760772 8503679356 6721675809 (Phil Carmody, k=16)