tables > repunit > base10

Base 10 Repunits

Table

Viewing: 0 – 99 next >>

(available: 0-999)

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

0: \[{10^{0}-1\over9}\] 0
1: \[{10^{1}-1\over9}\] 1
2: \[{10^{2}-1\over9}\] 11
3: \[{10^{3}-1\over9}\] 3 × 37
4: \[{10^{4}-1\over9}\] 11 × 101
5: \[{10^{5}-1\over9}\] 41 × 271
6: \[{10^{6}-1\over9}\] 3 × 7 × 11 × 13 × 37
7: \[{10^{7}-1\over9}\] 239 × 4649
8: \[{10^{8}-1\over9}\] 11 × 73 × 101 × 137
9: \[{10^{9}-1\over9}\] 32 × 37 × 333667
10: \[{10^{10}-1\over9}\] 11 × 41 × 271 × 9091
11: \[{10^{11}-1\over9}\] 21649 × 513239
12: \[{10^{12}-1\over9}\] 3 × 7 × 11 × 13 × 37 × 101 × 9901
13: \[{10^{13}-1\over9}\] 53 × 79 × 265371653
14: \[{10^{14}-1\over9}\] 11 × 239 × 4649 × 909091
15: \[{10^{15}-1\over9}\] 3 × 31 × 37 × 41 × 271 × 2906161
16: \[{10^{16}-1\over9}\] 11 × 17 × 73 × 101 × 137 × 5882353
17: \[{10^{17}-1\over9}\] 2071723 × 5363222357<10>
18: \[{10^{18}-1\over9}\] 32 × 7 × 11 × 13 × 19 × 37 × 52579 × 333667
19: \[{10^{19}-1\over9}\] 1111111111111111111<19>
20: \[{10^{20}-1\over9}\] 11 × 41 × 101 × 271 × 3541 × 9091 × 27961
21: \[{10^{21}-1\over9}\] 3 × 37 × 43 × 239 × 1933 × 4649 × 10838689
22: \[{10^{22}-1\over9}\] 112 × 23 × 4093 × 8779 × 21649 × 513239
23: \[{10^{23}-1\over9}\] 11111111111111111111111<23>
24: \[{10^{24}-1\over9}\] 3 × 7 × 11 × 13 × 37 × 73 × 101 × 137 × 9901 × 99990001
25: \[{10^{25}-1\over9}\] 41 × 271 × 21401 × 25601 × 182521213001<12>
26: \[{10^{26}-1\over9}\] 11 × 53 × 79 × 859 × 265371653 × 1058313049
27: \[{10^{27}-1\over9}\] 33 × 37 × 757 × 333667 × 440334654777631<15>
28: \[{10^{28}-1\over9}\] 11 × 29 × 101 × 239 × 281 × 4649 × 909091 × 121499449
29: \[{10^{29}-1\over9}\] 3191 × 16763 × 43037 × 62003 × 77843839397<11>
30: \[{10^{30}-1\over9}\] 3 × 7 × 11 × 13 × 31 × 37 × 41 × 211 × 241 × 271 × 2161 × 9091 × 2906161
31: \[{10^{31}-1\over9}\] 2791 × 6943319 × 57336415063790604359<20>
32: \[{10^{32}-1\over9}\] 11 × 17 × 73 × 101 × 137 × 353 × 449 × 641 × 1409 × 69857 × 5882353
33: \[{10^{33}-1\over9}\] 3 × 37 × 67 × 21649 × 513239 × 1344628210313298373<19>
34: \[{10^{34}-1\over9}\] 11 × 103 × 4013 × 2071723 × 5363222357<10> × 21993833369<11>
35: \[{10^{35}-1\over9}\] 41 × 71 × 239 × 271 × 4649 × 123551 × 102598800232111471<18>
36: \[{10^{36}-1\over9}\] 32 × 7 × 11 × 13 × 19 × 37 × 101 × 9901 × 52579 × 333667 × 999999000001<12>
37: \[{10^{37}-1\over9}\] 2028119 × 247629013 × 2212394296770203368013<22>
38: \[{10^{38}-1\over9}\] 11 × 909090909090909091<18> × 1111111111111111111<19>
39: \[{10^{39}-1\over9}\] 3 × 37 × 53 × 79 × 265371653 × 900900900900990990990991<24>
40: \[{10^{40}-1\over9}\] 11 × 41 × 73 × 101 × 137 × 271 × 3541 × 9091 × 27961 × 1676321 × 5964848081<10>
41: \[{10^{41}-1\over9}\] 83 × 1231 × 538987 × 201763709900322803748657942361<30>
42: \[{10^{42}-1\over9}\] 3 × 72 × 11 × 13 × 37 × 43 × 127 × 239 × 1933 × 2689 × 4649 × 459691 × 909091 × 10838689
43: \[{10^{43}-1\over9}\] 173 × 1527791 × 1963506722254397<16> × 2140992015395526641<19>
44: \[{10^{44}-1\over9}\] 112 × 23 × 89 × 101 × 4093 × 8779 × 21649 × 513239 × 1052788969 × 1056689261
45: \[{10^{45}-1\over9}\] 32 × 31 × 37 × 41 × 271 × 238681 × 333667 × 2906161 × 4185502830133110721<19>
46: \[{10^{46}-1\over9}\] 11 × 47 × 139 × 2531 × 549797184491917<15> × 11111111111111111111111<23>
47: \[{10^{47}-1\over9}\] 35121409 × 316362908763458525001406154038726382279<39>
48: \[{10^{48}-1\over9}\] 3 × 7 × 11 × 13 × 17 × 37 × 73 × 101 × 137 × 9901 × 5882353 × 99990001 × 9999999900000001<16>
49: \[{10^{49}-1\over9}\] 239 × 4649 × 505885997 × 1976730144598190963568023014679333<34>
50: \[{10^{50}-1\over9}\] 11 × 41 × 251 × 271 × 5051 × 9091 × 21401 × 25601 × 182521213001<12> × 78875943472201<14>
51: \[{10^{51}-1\over9}\] 3 × 37 × 613 × 210631 × 2071723 × 52986961 × 5363222357<10> × 13168164561429877<17>
52: \[{10^{52}-1\over9}\] 11 × 53 × 79 × 101 × 521 × 859 × 265371653 × 1058313049 × 1900381976777332243781<22>
53: \[{10^{53}-1\over9}\] 107 × 1659431 × 1325815267337711173<19> × 47198858799491425660200071<26>
54: \[{10^{54}-1\over9}\] 33 × 7 × 11 × 13 × 19 × 37 × 757 × 52579 × 333667 × 70541929 × 14175966169<11> × 440334654777631<15>
55: \[{10^{55}-1\over9}\] 41 × 271 × 1321 × 21649 × 62921 × 513239 × 83251631 × 1300635692678058358830121<25>
56: \[{10^{56}-1\over9}\] 11 × 29 × 73 × 101 × 137 × 239 × 281 × 4649 × 7841 × 909091 × 121499449 × 127522001020150503761<21>
57: \[{10^{57}-1\over9}\] 3 × 37 × 21319 × 10749631 × 1111111111111111111<19> × 3931123022305129377976519<25>
58: \[{10^{58}-1\over9}\] 11 × 59 × 3191 × 16763 × 43037 × 62003 × 77843839397<11> × 154083204930662557781201849<27>
59: \[{10^{59}-1\over9}\] 2559647034361<13> × 4340876285657460212144534289928559826755746751<46>
60: \[{10^{60}-1\over9}\] 3 × 7 × 11 × 13 × 31 × 37 × 41 × 61 × 101 × 211 × 241 × 271 × 2161 × 3541 × 9091 × 9901 × 27961 × 2906161 × 4188901 × 39526741
61: \[{10^{61}-1\over9}\] 733 × 4637 × 329401 × 974293 × 1360682471 × 106007173861643<15> × 7061709990156159479<19>
62: \[{10^{62}-1\over9}\] 11 × 2791 × 6943319 × 57336415063790604359<20> × 909090909090909090909090909091<30>
63: \[{10^{63}-1\over9}\] 32 × 37 × 43 × 239 × 1933 × 4649 × 10837 × 23311 × 45613 × 333667 × 10838689 × 45121231 × 1921436048294281<16>
64: \[{10^{64}-1\over9}\] 11 × 17 × 73 × 101 × 137 × 353 × 449 × 641 × 1409 × 19841 × 69857 × 976193 × 5882353 × 6187457 × 834427406578561<15>
65: \[{10^{65}-1\over9}\] 41 × 53 × 79 × 271 × 265371653 × 162503518711<12> × 5538396997364024056286510640780600481<37>
66: \[{10^{66}-1\over9}\] 3 × 7 × 112 × 13 × 23 × 37 × 67 × 4093 × 8779 × 21649 × 513239 × 599144041 × 183411838171<12> × 1344628210313298373<19>
67: \[{10^{67}-1\over9}\] 493121 × 79863595778924342083<20> × 28213380943176667001263153660999177245677<41>
68: \[{10^{68}-1\over9}\] 11 × 101 × 103 × 4013 × 2071723 × 28559389 × 1491383821 × 5363222357<10> × 21993833369<11> × 2324557465671829<16>
69: \[{10^{69}-1\over9}\] 3 × 37 × 277 × 203864078068831<15> × 11111111111111111111111<23> × 1595352086329224644348978893<28>
70: \[{10^{70}-1\over9}\] 11 × 41 × 71 × 239 × 271 × 4649 × 9091 × 123551 × 909091 × 4147571 × 102598800232111471<18> × 265212793249617641<18>
71: \[{10^{71}-1\over9}\] 241573142393627673576957439049<30> × 45994811347886846310221728895223034301839<41>
72: \[{10^{72}-1\over9}\] 32 × 7 × 11 × 13 × 19 × 37 × 73 × 101 × 137 × 3169 × 9901 × 52579 × 98641 × 333667 × 99990001 × 999999000001<12> × 3199044596370769<16>
73: \[{10^{73}-1\over9}\] 12171337159<11> × 1855193842151350117<19> × 49207341634646326934001739482502131487446637<44>
74: \[{10^{74}-1\over9}\] 11 × 7253 × 2028119 × 247629013 × 422650073734453<15> × 296557347313446299<18> × 2212394296770203368013<22>
75: \[{10^{75}-1\over9}\] 3 × 31 × 37 × 41 × 151 × 271 × 4201 × 21401 × 25601 × 2906161 × 182521213001<12> × 15763985553739191709164170940063151<35>
76: \[{10^{76}-1\over9}\] 11 × 101 × 722817036322379041<18> × 909090909090909091<18> × 1111111111111111111<19> × 1369778187490592461<19>
77: \[{10^{77}-1\over9}\] 239 × 4649 × 5237 × 21649 × 42043 × 513239 × 29920507 × 136614668576002329371496447555915740910181043<45>
78: \[{10^{78}-1\over9}\] 3 × 7 × 11 × 132 × 37 × 53 × 79 × 157 × 859 × 6397 × 216451 × 265371653 × 1058313049 × 388847808493<12> × 900900900900990990990991<24>
79: \[{10^{79}-1\over9}\] 317 × 6163 × 10271 × 307627 × 49172195536083790769<20> × 3660574762725521461527140564875080461079917<43>
80: \[{10^{80}-1\over9}\] 11 × 17 × 41 × 73 × 101 × 137 × 271 × 3541 × 9091 × 27961 × 1676321 × 5070721 × 5882353 × 5964848081<10> × 19721061166646717498359681<26>
81: \[{10^{81}-1\over9}\] 34 × 37 × 163 × 757 × 9397 × 333667 × 2462401 × 440334654777631<15> × 676421558270641<15> × 130654897808007778425046117<27>
82: \[{10^{82}-1\over9}\] 11 × 83 × 1231 × 538987 × 2670502781396266997<19> × 3404193829806058997303<22> × 201763709900322803748657942361<30>
83: \[{10^{83}-1\over9}\] 3367147378267<13> × 9512538508624154373682136329<28> × 346895716385857804544741137394505425384477<42>
84: \[{10^{84}-1\over9}\] 3 × 72 × 11 × 13 × 29 × 37 × 43 × 101 × 127 × 239 × 281 × 1933 × 2689 × 4649 × 9901 × 226549 × 459691 × 909091 × 10838689 × 121499449 × 4458192223320340849<19>
85: \[{10^{85}-1\over9}\] 41 × 271 × 2071723 × 262533041 × 5363222357<10> × 8119594779271<13> × 4222100119405530170179331190291488789678081<43>
86: \[{10^{86}-1\over9}\] 11 × 173 × 1527791 × 57009401 × 2182600451 × 1963506722254397<16> × 2140992015395526641<19> × 7306116556571817748755241<25>
87: \[{10^{87}-1\over9}\] 3 × 37 × 3191 × 4003 × 16763 × 43037 × 62003 × 72559 × 77843839397<11> × 310170251658029759045157793237339498342763245483<48>
88: \[{10^{88}-1\over9}\] 112 × 23 × 73 × 89 × 101 × 137 × 617 × 4093 × 8779 × 21649 × 513239 × 1052788969 × 1056689261 × 16205834846012967584927082656402106953<38>
89: \[{10^{89}-1\over9}\] 497867 × 103733951 × 104984505733<12> × 5078554966026315671444089<25> × 403513310222809053284932818475878953159<39>
90: \[{10^{90}-1\over9}\] 32 × 7 × 11 × 13 × 19 × 31 × 37 × 41 × 211 × 241 × 271 × 2161 × 9091 × 29611 × 52579 × 238681 × 333667 × 2906161 × 3762091 × 8985695684401<13> × 4185502830133110721<19>
91: \[{10^{91}-1\over9}\] 53 × 79 × 239 × 547 × 4649 × 14197 × 17837 × 4262077 × 265371653 × 43442141653<11> × 316877365766624209<18> × 110742186470530054291318013<27>
92: \[{10^{92}-1\over9}\] 11 × 47 × 101 × 139 × 1289 × 2531 × 18371524594609<14> × 549797184491917<15> × 11111111111111111111111<23> × 4181003300071669867932658901<28>
93: \[{10^{93}-1\over9}\] 3 × 37 × 2791 × 6943319 × 57336415063790604359<20> × 900900900900900900900900900900990990990990990990990990990991<60>
94: \[{10^{94}-1\over9}\] 11 × 6299 × 35121409 × 4855067598095567<16> × 297262705009139006771611927<27> × 316362908763458525001406154038726382279<39>
95: \[{10^{95}-1\over9}\] 41 × 191 × 271 × 59281 × 63841 × 1111111111111111111<19> × 1289981231950849543985493631<28> × 965194617121640791456070347951751<33>
96: \[{10^{96}-1\over9}\] 3 × 7 × 11 × 13 × 17 × 37 × 73 × 97 × 101 × 137 × 353 × 449 × 641 × 1409 × 9901 × 69857 × 206209 × 5882353 × 99990001 × 66554101249<11> × 75118313082913<14> × 9999999900000001<16>
97: \[{10^{97}-1\over9}\] 12004721 × 846035731396919233767211537899097169<36> × 109399846855370537540339266842070119107662296580348039<54>
98: \[{10^{98}-1\over9}\] 11 × 197 × 239 × 4649 × 909091 × 505885997 × 1976730144598190963568023014679333<34> × 5076141624365532994918781726395939035533<40>
99: \[{10^{99}-1\over9}\] 32 × 37 × 67 × 199 × 397 × 21649 × 34849 × 333667 × 513239 × 1344628210313298373<19> × 362853724342990469324766235474268869786311886053883<51>

Index range: 0 – 99 next >>