tables > repunit > base12

Base 12 Repunits

Table

Viewing: 0 – 99 next >>

(available: 0-999)

Format: small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>

0: \[{12^{0}-1\over11}\] 0
1: \[{12^{1}-1\over11}\] 1
2: \[{12^{2}-1\over11}\] 13
3: \[{12^{3}-1\over11}\] 157
4: \[{12^{4}-1\over11}\] 5 × 13 × 29
5: \[{12^{5}-1\over11}\] 22621
6: \[{12^{6}-1\over11}\] 7 × 13 × 19 × 157
7: \[{12^{7}-1\over11}\] 659 × 4943
8: \[{12^{8}-1\over11}\] 5 × 13 × 29 × 89 × 233
9: \[{12^{9}-1\over11}\] 37 × 157 × 80749
10: \[{12^{10}-1\over11}\] 13 × 19141 × 22621
11: \[{12^{11}-1\over11}\] 11 × 23 × 266981089
12: \[{12^{12}-1\over11}\] 5 × 7 × 13 × 19 × 29 × 157 × 20593
13: \[{12^{13}-1\over11}\] 477517 × 20369233
14: \[{12^{14}-1\over11}\] 13 × 211 × 659 × 4943 × 13063
15: \[{12^{15}-1\over11}\] 61 × 157 × 661 × 9781 × 22621
16: \[{12^{16}-1\over11}\] 5 × 13 × 17 × 29 × 89 × 97 × 233 × 260753
17: \[{12^{17}-1\over11}\] 2693651 × 74876782031<11>
18: \[{12^{18}-1\over11}\] 7 × 13 × 19 × 37 × 157 × 1657 × 1801 × 80749
19: \[{12^{19}-1\over11}\] 29043636306420266077<20>
20: \[{12^{20}-1\over11}\] 52 × 13 × 29 × 19141 × 22621 × 85403261
21: \[{12^{21}-1\over11}\] 157 × 659 × 4943 × 8177824843189<13>
22: \[{12^{22}-1\over11}\] 11 × 13 × 23 × 266981089 × 57154490053<11>
23: \[{12^{23}-1\over11}\] 47 × 39891250417<11> × 321218438243<12>
24: \[{12^{24}-1\over11}\] 5 × 7 × 13 × 19 × 29 × 89 × 157 × 193 × 233 × 20593 × 2227777
25: \[{12^{25}-1\over11}\] 22621 × 303551 × 12629757106815551<17>
26: \[{12^{26}-1\over11}\] 132 × 79 × 36037 × 222379 × 477517 × 20369233
27: \[{12^{27}-1\over11}\] 37 × 157 × 80749 × 306829 × 86769286104133<14>
28: \[{12^{28}-1\over11}\] 5 × 13 × 29 × 211 × 659 × 673 × 4943 × 13063 × 13156924369<11>
29: \[{12^{29}-1\over11}\] 59 × 24767 × 368939 × 3335672988472972523<19>
30: \[{12^{30}-1\over11}\] 7 × 13 × 19 × 31 × 61 × 157 × 421 × 661 × 9781 × 19141 × 22621 × 35671
31: \[{12^{31}-1\over11}\] 373 × 126883621 × 23364027983<11> × 234187563803<12>
32: \[{12^{32}-1\over11}\] 5 × 13 × 17 × 29 × 89 × 97 × 233 × 153953 × 260753 × 1200913648289<13>
33: \[{12^{33}-1\over11}\] 11 × 23 × 157 × 886381 × 5999137 × 266981089 × 661269577
34: \[{12^{34}-1\over11}\] 13 × 2551 × 2693651 × 74876782031<11> × 66900193189411<14>
35: \[{12^{35}-1\over11}\] 71 × 491 × 659 × 4943 × 22621 × 806821 × 6089651 × 425455031
36: \[{12^{36}-1\over11}\] 5 × 7 × 13 × 19 × 29 × 37 × 73 × 157 × 1657 × 1801 × 20593 × 80749 × 122138321401<12>
37: \[{12^{37}-1\over11}\] 3933841 × 196560666553286126588980353347341<33>
38: \[{12^{38}-1\over11}\] 13 × 3307 × 8209 × 905265296671<12> × 29043636306420266077<20>
39: \[{12^{39}-1\over11}\] 157 × 36973 × 477517 × 17654521 × 20369233 × 111704871987697<15>
40: \[{12^{40}-1\over11}\] 52 × 13 × 29 × 41 × 89 × 233 × 521 × 19141 × 22621 × 127921 × 67657441 × 85403261
41: \[{12^{41}-1\over11}\] 83 × 1977898057 × 97668924760419986491370101198871<32>
42: \[{12^{42}-1\over11}\] 72 × 13 × 19 × 43 × 157 × 211 × 659 × 4943 × 13063 × 17011 × 1885339 × 8177824843189<13>
43: \[{12^{43}-1\over11}\] 431 × 12313309 × 13444466603<11> × 32359758358562524963364461<26>
44: \[{12^{44}-1\over11}\] 5 × 11 × 13 × 23 × 29 × 2377 × 3697 × 6337 × 266981089 × 57154490053<11> × 68368660537<11>
45: \[{12^{45}-1\over11}\] 37 × 61 × 157 × 661 × 9781 × 22621 × 30781 × 80749 × 5234401 × 21456901 × 22981681
46: \[{12^{46}-1\over11}\] 13 × 47 × 829 × 12421 × 39891250417<11> × 321218438243<12> × 49489630860836437<17>
47: \[{12^{47}-1\over11}\] 10617249990997021<17> × 4509348865973648037702008076799297<34>
48: \[{12^{48}-1\over11}\] 5 × 7 × 13 × 17 × 19 × 29 × 89 × 97 × 157 × 193 × 233 × 7681 × 20593 × 40609 × 260753 × 2227777 × 592734049
49: \[{12^{49}-1\over11}\] 659 × 4943 × 77617 × 27268138641564464649627762762033543154129<41>
50: \[{12^{50}-1\over11}\] 13 × 1951 × 19141 × 22621 × 60601 × 73951 × 303551 × 438472201 × 12629757106815551<17>
51: \[{12^{51}-1\over11}\] 157 × 2693651 × 20757613 × 74876782031<11> × 1510376787258214230993801577<28>
52: \[{12^{52}-1\over11}\] 5 × 132 × 29 × 53 × 79 × 677 × 36037 × 222379 × 477517 × 20369233 × 2200289654266792155913<22>
53: \[{12^{53}-1\over11}\] 107 × 743 × 1694941 × 29504677 × 3089222210773<13> × 11639817348279944053139101<26>
54: \[{12^{54}-1\over11}\] 7 × 13 × 19 × 37 × 109 × 157 × 271 × 487 × 1657 × 1801 × 39097 × 80749 × 306829 × 47336293 × 86769286104133<14>
55: \[{12^{55}-1\over11}\] 11 × 23 × 5281 × 22621 × 266981089 × 442434513819541<15> × 5766308324790114380136001<25>
56: \[{12^{56}-1\over11}\] 5 × 13 × 29 × 89 × 211 × 233 × 659 × 673 × 4943 × 13063 × 13156924369<11> × 79493013628273739882868481<26>
57: \[{12^{57}-1\over11}\] 157 × 114001 × 129733 × 20526705689989<14> × 2141456811167917<16> × 29043636306420266077<20>
58: \[{12^{58}-1\over11}\] 13 × 59 × 24767 × 368939 × 1402596253 × 3335672988472972523<19> × 1084876017544880450377<22>
59: \[{12^{59}-1\over11}\] 22067 × 33565608845417661253<20> × 576319092656266231937955277485160608227<39>
60: \[{12^{60}-1\over11}\] 52 × 7 × 13 × 19 × 29 × 31 × 61 × 157 × 421 × 661 × 9781 × 19141 × 20593 × 22621 × 35671 × 85403261 × 186168115009253521<18>
61: \[{12^{61}-1\over11}\] 1706293 × 1000831393 × 35995548461449237368649937465097120608531155491049<50>
62: \[{12^{62}-1\over11}\] 13 × 373 × 1263499 × 126883621 × 23364027983<11> × 234187563803<12> × 173420475484059478781201647<27>
63: \[{12^{63}-1\over11}\] 37 × 157 × 659 × 4943 × 80749 × 8177824843189<13> × 708391688852136898302887193094373767489<39>
64: \[{12^{64}-1\over11}\] 5 × 13 × 17 × 29 × 89 × 97 × 233 × 769 × 153953 × 260753 × 1200913648289<13> × 44450180997616192602560262634753<32>
65: \[{12^{65}-1\over11}\] 131 × 22621 × 477517 × 20369233 × 1932288541 × 596827590710414051<18> × 38346067178495390031121<23>
66: \[{12^{66}-1\over11}\] 7 × 11 × 13 × 19 × 23 × 67 × 157 × 199 × 1453 × 5479 × 886381 × 5999137 × 266981089 × 661269577 × 39105782299<11> × 57154490053<11>
67: \[{12^{67}-1\over11}\] 45464593 × 16180787699<11> × 17577834702049211<17> × 14194250210247370482234494581820525581<38>
68: \[{12^{68}-1\over11}\] 5 × 13 × 29 × 2551 × 2693651 × 74876782031<11> × 79471453801<11> × 66900193189411<14> × 427152748915310957418697<24>
69: \[{12^{69}-1\over11}\] 47 × 157 × 39891250417<11> × 321218438243<12> × 6279903241741823809<19> × 44512779475648508632485424501<29>
70: \[{12^{70}-1\over11}\] 13 × 71 × 211 × 491 × 659 × 4943 × 13063 × 19141 × 22621 × 806821 × 6089651 × 425455031 × 86121235964912696227980301<26>
71: \[{12^{71}-1\over11}\] 5113 × 19597 × 37984848524797723599443142193849504165878058073506632204903320475097<68>
72: \[{12^{72}-1\over11}\] 5 × 7 × 13 × 19 × 29 × 37 × 73 × 89 × 157 × 193 × 233 × 1657 × 1801 × 20593 × 80749 × 2227777 × 2231857 × 3684845809 × 9666387937<10> × 122138321401<12>
73: \[{12^{73}-1\over11}\] 50654608967364071<17> × 10819801896323246322047439823759030271173906614865775084804891<62>
74: \[{12^{74}-1\over11}\] 13 × 3933841 × 5250079 × 4150805645839<13> × 30023720899326796981<20> × 196560666553286126588980353347341<33>
75: \[{12^{75}-1\over11}\] 61 × 157 × 601 × 661 × 9781 × 22621 × 303551 × 80342401 × 12629757106815551<17> × 304388904961188288704032230609001<33>
76: \[{12^{76}-1\over11}\] 5 × 13 × 29 × 3307 × 8209 × 1977673 × 905265296671<12> × 176477034940417<15> × 2016864235215616489<19> × 29043636306420266077<20>
77: \[{12^{77}-1\over11}\] 11 × 23 × 659 × 4621 × 4943 × 266981089 × 379101493 × 191199728567<12> × 50565974802015289<17> × 3049643652382570802424251<25>
78: \[{12^{78}-1\over11}\] 7 × 132 × 19 × 79 × 157 × 313 × 859 × 36037 × 36973 × 222379 × 477517 × 17654521 × 20369233 × 17793645013<11> × 17991125491<11> × 111704871987697<15>
79: \[{12^{79}-1\over11}\] 162109 × 130479719 × 77370537348083186697234206796711379983732285083928961107335722804796087<71>
80: \[{12^{80}-1\over11}\] 52 × 13 × 17 × 29 × 41 × 89 × 97 × 233 × 521 × 19141 × 22621 × 127921 × 260753 × 67657441 × 85403261 × 34182189107670005092862256297738241<35>
81: \[{12^{81}-1\over11}\] 37 × 157 × 80749 × 306829 × 5937949 × 86769286104133<14> × 660198074631409<15> × 4813672836681861967666457690352914053<37>
82: \[{12^{82}-1\over11}\] 13 × 83 × 12301 × 1684652527 × 1977898057 × 13657436942593<14> × 47936660465075191<17> × 97668924760419986491370101198871<32>
83: \[{12^{83}-1\over11}\] 167 × 997 × 1993 × 22079 × 557889481 × 35238620437<11> × 2731547200091<13> × 10052468384786123<17> × 8580328460037248736936629989<28>
84: \[{12^{84}-1\over11}\] 5 × 72 × 13 × 19 × 29 × 43 × 157 × 211 × 659 × 673 × 4943 × 13063 × 17011 × 20593 × 1885339 × 13156924369<11> × 8177824843189<13> × 80048881834094656438235281<26>
85: \[{12^{85}-1\over11}\] 1021 × 22271 × 22621 × 2693651 × 4832761 × 74876782031<11> × 204560684821<12> × 5383015065849288291601<22> × 8851245553587646908851<22>
86: \[{12^{86}-1\over11}\] 13 × 431 × 71209 × 12313309 × 372060253 × 10273420681<11> × 13444466603<11> × 7177727914895266742809<22> × 32359758358562524963364461<26>
87: \[{12^{87}-1\over11}\] 59 × 157 × 349 × 1741 × 24767 × 368939 × 74233562929<11> × 936727604123432773<18> × 3335672988472972523<19> × 58989511024900847298035017<26>
88: \[{12^{88}-1\over11}\] 5 × 11 × 13 × 23 × 29 × 89 × 233 × 2377 × 3697 × 6337 × 67651673 × 266981089 × 57154490053<11> × 68368660537<11> × 217245283970973197278039678825711337<36>
89: \[{12^{89}-1\over11}\] 179 × 2137 × 120863 × 3163346581 × 16649789224075621<17> × 35035317869663569<17> × 255053775727906405559<21> × 4656868283889935515079<22>
90: \[{12^{90}-1\over11}\] 7 × 13 × 19 × 31 × 37 × 61 × 157 × 181 × 421 × 661 × 1657 × 1801 × 9781 × 19141 × 22621 × 30781 × 35671 × 80749 × 5234401 × 21456901 × 22981681 × 47263556341<11> × 9298142299081<13>
91: \[{12^{91}-1\over11}\] 659 × 4943 × 477517 × 20369233 × 152705150363039<15> × 1091317880778743355464526983<28> × 2763479267390955155925039281253414013<37>
92: \[{12^{92}-1\over11}\] 5 × 13 × 29 × 47 × 829 × 12421 × 39891250417<11> × 321218438243<12> × 49489630860836437<17> × 302669957628317561107372328495588758678132736113<48>
93: \[{12^{93}-1\over11}\] 157 × 373 × 8929 × 1261081 × 126883621 × 16185865453<11> × 23364027983<11> × 234187563803<12> × 283567119204578007220894586434442536700248177<45>
94: \[{12^{94}-1\over11}\] 13 × 18049 × 12349627 × 21622395121<11> × 10617249990997021<17> × 8405516927437711741762092271<28> × 4509348865973648037702008076799297<34>
95: \[{12^{95}-1\over11}\] 191 × 22621 × 29043636306420266077<20> × 2411179444704156047429462350631072712288681299074776570877408773293550795851<76>
96: \[{12^{96}-1\over11}\] 5 × 7 × 13 × 17 × 19 × 29 × 89 × 97 × 157 × 193 × 233 × 7489 × 7681 × 20593 × 40609 × 153953 × 260753 × 2227777 × 3122881 × 592734049 × 1200913648289<13> × 1461573322938242802306049<25>
97: \[{12^{97}-1\over11}\] 43570062353753446053455610056679740005056966111842089407838902783209959981593077811330507328327968191581<104>
98: \[{12^{98}-1\over11}\] 13 × 211 × 659 × 4943 × 13063 × 77617 × 8356734198817312279063<22> × 253265324522131745115559<24> × 27268138641564464649627762762033543154129<41>
99: \[{12^{99}-1\over11}\] 11 × 23 × 37 × 157 × 397 × 3169 × 80749 × 886381 × 5999137 × 266981089 × 661269577 × 9143902271574719666671109149<28> × 4895296942204991493950514043177<31>

Index range: 0 – 99 next >>