tables > repunit > 6

Base 6 Repunits

Table

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(available: 0-999)

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

0: \[{6^{0}-1\over5}\] 0
1: \[{6^{1}-1\over5}\] 1
2: \[{6^{2}-1\over5}\] 7
3: \[{6^{3}-1\over5}\] 43
4: \[{6^{4}-1\over5}\] 7 × 37
5: \[{6^{5}-1\over5}\] 5 × 311
6: \[{6^{6}-1\over5}\] 7 × 31 × 43
7: \[{6^{7}-1\over5}\] 55987
8: \[{6^{8}-1\over5}\] 7 × 37 × 1297
9: \[{6^{9}-1\over5}\] 19 × 43 × 2467
10: \[{6^{10}-1\over5}\] 5 × 7 × 11 × 101 × 311
11: \[{6^{11}-1\over5}\] 23 × 3154757
12: \[{6^{12}-1\over5}\] 7 × 13 × 31 × 37 × 43 × 97
13: \[{6^{13}-1\over5}\] 3433 × 760891
14: \[{6^{14}-1\over5}\] 72 × 29 × 197 × 55987
15: \[{6^{15}-1\over5}\] 5 × 43 × 311 × 1171 × 1201
16: \[{6^{16}-1\over5}\] 7 × 17 × 37 × 1297 × 98801
17: \[{6^{17}-1\over5}\] 239 × 409 × 1123 × 30839
18: \[{6^{18}-1\over5}\] 7 × 19 × 31 × 43 × 2467 × 46441
19: \[{6^{19}-1\over5}\] 191 × 638073026189<12>
20: \[{6^{20}-1\over5}\] 5 × 7 × 11 × 37 × 101 × 241 × 311 × 6781
21: \[{6^{21}-1\over5}\] 43 × 55987 × 1822428931
22: \[{6^{22}-1\over5}\] 7 × 23 × 3154757 × 51828151
23: \[{6^{23}-1\over5}\] 47 × 139 × 3221 × 7505944891<10>
24: \[{6^{24}-1\over5}\] 7 × 13 × 31 × 37 × 43 × 97 × 1297 × 1678321
25: \[{6^{25}-1\over5}\] 52 × 311 × 18198701 × 40185601
26: \[{6^{26}-1\over5}\] 7 × 53 × 937 × 3433 × 37571 × 760891
27: \[{6^{27}-1\over5}\] 19 × 43 × 163 × 2467 × 623067280651<12>
28: \[{6^{28}-1\over5}\] 72 × 29 × 37 × 197 × 421 × 55987 × 5030761
29: \[{6^{29}-1\over5}\] 7369130657357778596659<22>
30: \[{6^{30}-1\over5}\] 5 × 7 × 11 × 31 × 43 × 101 × 311 × 1171 × 1201 × 1950271
31: \[{6^{31}-1\over5}\] 5333 × 49744740983476472807<20>
32: \[{6^{32}-1\over5}\] 7 × 17 × 37 × 353 × 1297 × 1697 × 98801 × 4709377
33: \[{6^{33}-1\over5}\] 23 × 43 × 67 × 3154757 × 45686117391553<14>
34: \[{6^{34}-1\over5}\] 7 × 239 × 409 × 1123 × 30839 × 190537 × 12690943
35: \[{6^{35}-1\over5}\] 5 × 71 × 311 × 55987 × 37863211 × 1469029031
36: \[{6^{36}-1\over5}\] 7 × 13 × 19 × 31 × 37 × 43 × 73 × 97 × 541 × 2467 × 46441 × 55117
37: \[{6^{37}-1\over5}\] 149 × 7919 × 12211 × 2569799 × 334286825813<12>
38: \[{6^{38}-1\over5}\] 7 × 191 × 1787 × 48713705333<11> × 638073026189<12>
39: \[{6^{39}-1\over5}\] 43 × 3433 × 760891 × 3143401 × 1262014275211<13>
40: \[{6^{40}-1\over5}\] 5 × 7 × 11 × 37 × 41 × 101 × 241 × 311 × 1297 × 6781 × 68754507401<11>
41: \[{6^{41}-1\over5}\] 8648131 × 1854850885886497427178961<25>
42: \[{6^{42}-1\over5}\] 72 × 29 × 31 × 43 × 197 × 55987 × 1822428931 × 2527867231
43: \[{6^{43}-1\over5}\] 173 × 431 × 7383359 × 1048953903129961695599<22>
44: \[{6^{44}-1\over5}\] 7 × 23 × 37 × 58477 × 70489 × 863017 × 3154757 × 51828151
45: \[{6^{45}-1\over5}\] 5 × 19 × 43 × 311 × 1171 × 1201 × 2161 × 2467 × 112771 × 19353635731<11>
46: \[{6^{46}-1\over5}\] 7 × 47 × 139 × 3221 × 113958101 × 990000731 × 7505944891<10>
47: \[{6^{47}-1\over5}\] 930911329 × 45110836129<11> × 17821718159716147<17>
48: \[{6^{48}-1\over5}\] 7 × 13 × 17 × 31 × 37 × 43 × 97 × 1297 × 5953 × 98801 × 1678321 × 473896897
49: \[{6^{49}-1\over5}\] 55987 × 6527977 × 122694573317<12> × 600827908214213<15>
50: \[{6^{50}-1\over5}\] 52 × 7 × 11 × 101 × 311 × 18198701 × 40185601 × 3655688315536801<16>
51: \[{6^{51}-1\over5}\] 43 × 239 × 307 × 409 × 1123 × 30839 × 927037099 × 23412002806867<14>
52: \[{6^{52}-1\over5}\] 7 × 37 × 53 × 313 × 937 × 2341 × 3433 × 37571 × 760891 × 6291946695217<13>
53: \[{6^{53}-1\over5}\] 13781 × 357293834576449<15> × 7091531088740602980647<22>
54: \[{6^{54}-1\over5}\] 7 × 19 × 31 × 43 × 163 × 2467 × 46441 × 114967 × 883383463 × 623067280651<12>
55: \[{6^{55}-1\over5}\] 5 × 23 × 311 × 3154757 × 3675127061 × 3031462959351050977391<22>
56: \[{6^{56}-1\over5}\] 72 × 29 × 37 × 197 × 281 × 337 × 421 × 617 × 1297 × 55987 × 5030761 × 81035189089<11>
57: \[{6^{57}-1\over5}\] 43 × 191 × 47881 × 820459 × 638073026189<12> × 219815829325921729<18>
58: \[{6^{58}-1\over5}\] 7 × 59 × 32713 × 2727192763388813<16> × 7369130657357778596659<22>
59: \[{6^{59}-1\over5}\] 4866979762781<13> × 29050941569087<14> × 11522163007228653937<20>
60: \[{6^{60}-1\over5}\] 5 × 7 × 11 × 13 × 31 × 37 × 43 × 61 × 97 × 101 × 181 × 241 × 311 × 1171 × 1201 × 3541 × 6781 × 74161 × 1950271
61: \[{6^{61}-1\over5}\] 42461491 × 80057377 × 17252803354297421346943980322273<32>
62: \[{6^{62}-1\over5}\] 7 × 5333 × 49744740983476472807<20> × 189491931189200021056951<24>
63: \[{6^{63}-1\over5}\] 19 × 43 × 379 × 2467 × 55987 × 8387947 × 616332907 × 1822428931 × 5239858051<10>
64: \[{6^{64}-1\over5}\] 7 × 17 × 37 × 353 × 1297 × 1697 × 2753 × 98801 × 145601 × 4709377 × 19854979505843329<17>
65: \[{6^{65}-1\over5}\] 5 × 311 × 3433 × 11831 × 760891 × 1420901 × 49398961 × 22533649654910414281<20>
66: \[{6^{66}-1\over5}\] 7 × 23 × 31 × 43 × 67 × 463 × 72073 × 3154757 × 51828151 × 127236649 × 45686117391553<14>
67: \[{6^{67}-1\over5}\] 904949028329910415467529<24> × 3023706637809542222940030043<28>
68: \[{6^{68}-1\over5}\] 7 × 37 × 239 × 409 × 1123 × 30839 × 190537 × 934117 × 12690943 × 8289713345361373993<19>
69: \[{6^{69}-1\over5}\] 43 × 47 × 139 × 3221 × 11731 × 7505944891<10> × 1236385853432057889667843739281<31>
70: \[{6^{70}-1\over5}\] 5 × 72 × 11 × 29 × 71 × 101 × 197 × 311 × 631 × 701 × 2311 × 9241 × 55987 × 585131 × 37863211 × 1469029031
71: \[{6^{71}-1\over5}\] 3546245297457217493590449191748546458005595187661976371<55>
72: \[{6^{72}-1\over5}\] 7 × 13 × 19 × 31 × 37 × 43 × 73 × 97 × 541 × 577 × 1297 × 2467 × 3313 × 46441 × 55117 × 1678321 × 2478750186961<13>
73: \[{6^{73}-1\over5}\] 44764549877<11> × 2436094907761<13> × 8439148071138817<16> × 138721648424756087<18>
74: \[{6^{74}-1\over5}\] 7 × 149 × 3923 × 7919 × 12211 × 2569799 × 334286825813<12> × 1096762734443<13> × 2054788991719<13>
75: \[{6^{75}-1\over5}\] 52 × 43 × 311 × 601 × 1171 × 1201 × 82051 × 18198701 × 40185601 × 271041511600591342728451<24>
76: \[{6^{76}-1\over5}\] 7 × 37 × 191 × 1787 × 48713705333<11> × 638073026189<12> × 1030762781149<13> × 9736145643041809<16>
77: \[{6^{77}-1\over5}\] 23 × 55987 × 3154757 × 484847574510970082567<21> × 84002092056248016278479853<26>
78: \[{6^{78}-1\over5}\] 7 × 31 × 43 × 53 × 79 × 937 × 3433 × 9049 × 37571 × 760891 × 868999 × 3143401 × 8857759 × 1262014275211<13>
79: \[{6^{79}-1\over5}\] 1147240288157<13> × 26283825237209622143<20> × 197531251446059329471533015409<30>
80: \[{6^{80}-1\over5}\] 5 × 7 × 11 × 17 × 37 × 41 × 101 × 241 × 311 × 1297 × 6781 × 17761 × 98801 × 3696985841 × 68754507401<11> × 121206120881<12>
81: \[{6^{81}-1\over5}\] 19 × 43 × 163 × 2467 × 27767002339<11> × 623067280651<12> × 37725805717350619429950429139147<32>
82: \[{6^{82}-1\over5}\] 7 × 83 × 28537 × 8648131 × 1854850885886497427178961<25> × 4837453663777044375040181<25>
83: \[{6^{83}-1\over5}\] 167 × 499 × 17597 × 41580677 × 80781507941<11> × 605274844997<12> × 2589238104153304205575487<25>
84: \[{6^{84}-1\over5}\] 72 × 13 × 29 × 31 × 37 × 43 × 97 × 197 × 421 × 55987 × 5030761 × 804146449 × 1822428931 × 2527867231 × 6055984789<10>
85: \[{6^{85}-1\over5}\] 5 × 239 × 311 × 409 × 1123 × 30839 × 26807981 × 20891158391<11> × 94260123386979283872547675418641<32>
86: \[{6^{86}-1\over5}\] 7 × 173 × 431 × 7383359 × 1048953903129961695599<22> × 412482688627178079807598675848631<33>
87: \[{6^{87}-1\over5}\] 43 × 2694217 × 1833921547 × 4706691035521<13> × 1357610070580129<16> × 7369130657357778596659<22>
88: \[{6^{88}-1\over5}\] 7 × 23 × 37 × 89 × 1297 × 58477 × 70489 × 863017 × 3154757 × 51828151 × 150080764792922988676714149209<30>
89: \[{6^{89}-1\over5}\] 8011 × 2064441331 × 21777198152670085407545228412531133078179560879352228259<56>
90: \[{6^{90}-1\over5}\] 5 × 7 × 11 × 19 × 31 × 43 × 101 × 311 × 1171 × 1201 × 2161 × 2467 × 46441 × 112771 × 1950271 × 19353635731<11> × 4760317816590150361<19>
91: \[{6^{91}-1\over5}\] 3433 × 55987 × 760891 × 48215910563832798697<20> × 1838738460168896001275668872592841923<37>
92: \[{6^{92}-1\over5}\] 7 × 37 × 47 × 139 × 3221 × 6073 × 2259889 × 9564781 × 113958101 × 990000731 × 7505944891<10> × 128407494947883673<18>
93: \[{6^{93}-1\over5}\] 43 × 5333 × 186187 × 290869963 × 659988451 × 842660004553<12> × 1358539033057<13> × 49744740983476472807<20>
94: \[{6^{94}-1\over5}\] 7 × 930911329 × 45110836129<11> × 17821718159716147<17> × 534577564460822791430647883899825591<36>
95: \[{6^{95}-1\over5}\] 5 × 191 × 311 × 571 × 1901 × 825838991 × 638073026189<12> × 1298704628041<13> × 25425408247171<14> × 2995523312517361<16>
96: \[{6^{96}-1\over5}\] 7 × 13 × 17 × 31 × 37 × 43 × 97 × 193 × 353 × 1297 × 1697 × 5953 × 8641 × 98801 × 1678321 × 4709377 × 473896897 × 688490113 × 6931400449<10>
97: \[{6^{97}-1\over5}\] 389 × 1747 × 1586365166597<13> × 18969653181299397175271<23> × 29579867253585988507046633033646287<35>
98: \[{6^{98}-1\over5}\] 73 × 29 × 197 × 55987 × 6527977 × 122694573317<12> × 600827908214213<15> × 762332681442053<15> × 90179616936384011<17>
99: \[{6^{99}-1\over5}\] 19 × 23 × 43 × 67 × 2467 × 16633 × 3154757 × 18380539 × 18414001 × 226407819331<12> × 45686117391553<14> × 38167293140100433<17>

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