tables > repunit > base3

Base 3 Repunits

Table

Viewing: 0 – 99 next >>

(available: 0-999)

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

0: \[{3^{0}-1\over2}\] 0
1: \[{3^{1}-1\over2}\] 1
2: \[{3^{2}-1\over2}\] 22
3: \[{3^{3}-1\over2}\] 13
4: \[{3^{4}-1\over2}\] 23 × 5
5: \[{3^{5}-1\over2}\] 112
6: \[{3^{6}-1\over2}\] 22 × 7 × 13
7: \[{3^{7}-1\over2}\] 1093
8: \[{3^{8}-1\over2}\] 24 × 5 × 41
9: \[{3^{9}-1\over2}\] 13 × 757
10: \[{3^{10}-1\over2}\] 22 × 112 × 61
11: \[{3^{11}-1\over2}\] 23 × 3851
12: \[{3^{12}-1\over2}\] 23 × 5 × 7 × 13 × 73
13: \[{3^{13}-1\over2}\] 797161
14: \[{3^{14}-1\over2}\] 22 × 547 × 1093
15: \[{3^{15}-1\over2}\] 112 × 13 × 4561
16: \[{3^{16}-1\over2}\] 25 × 5 × 17 × 41 × 193
17: \[{3^{17}-1\over2}\] 1871 × 34511
18: \[{3^{18}-1\over2}\] 22 × 7 × 13 × 19 × 37 × 757
19: \[{3^{19}-1\over2}\] 1597 × 363889
20: \[{3^{20}-1\over2}\] 23 × 52 × 112 × 61 × 1181
21: \[{3^{21}-1\over2}\] 13 × 1093 × 368089
22: \[{3^{22}-1\over2}\] 22 × 23 × 67 × 661 × 3851
23: \[{3^{23}-1\over2}\] 47 × 1001523179
24: \[{3^{24}-1\over2}\] 24 × 5 × 7 × 13 × 41 × 73 × 6481
25: \[{3^{25}-1\over2}\] 112 × 8951 × 391151
26: \[{3^{26}-1\over2}\] 22 × 398581 × 797161
27: \[{3^{27}-1\over2}\] 13 × 109 × 433 × 757 × 8209
28: \[{3^{28}-1\over2}\] 23 × 5 × 29 × 547 × 1093 × 16493
29: \[{3^{29}-1\over2}\] 59 × 28537 × 20381027
30: \[{3^{30}-1\over2}\] 22 × 7 × 112 × 13 × 31 × 61 × 271 × 4561
31: \[{3^{31}-1\over2}\] 683 × 102673 × 4404047
32: \[{3^{32}-1\over2}\] 26 × 5 × 17 × 41 × 193 × 21523361
33: \[{3^{33}-1\over2}\] 13 × 23 × 3851 × 2413941289
34: \[{3^{34}-1\over2}\] 22 × 103 × 307 × 1021 × 1871 × 34511
35: \[{3^{35}-1\over2}\] 112 × 71 × 1093 × 2664097031
36: \[{3^{36}-1\over2}\] 23 × 5 × 7 × 13 × 19 × 37 × 73 × 757 × 530713
37: \[{3^{37}-1\over2}\] 13097927 × 17189128703<11>
38: \[{3^{38}-1\over2}\] 22 × 1597 × 2851 × 101917 × 363889
39: \[{3^{39}-1\over2}\] 132 × 313 × 6553 × 7333 × 797161
40: \[{3^{40}-1\over2}\] 24 × 52 × 112 × 41 × 61 × 1181 × 42521761
41: \[{3^{41}-1\over2}\] 83 × 2526913 × 86950696619<11>
42: \[{3^{42}-1\over2}\] 22 × 72 × 13 × 43 × 547 × 1093 × 2269 × 368089
43: \[{3^{43}-1\over2}\] 431 × 380808546861411923<18>
44: \[{3^{44}-1\over2}\] 23 × 5 × 23 × 67 × 661 × 3851 × 5501 × 570461
45: \[{3^{45}-1\over2}\] 112 × 13 × 181 × 757 × 1621 × 4561 × 927001
46: \[{3^{46}-1\over2}\] 22 × 47 × 1001523179 × 23535794707<11>
47: \[{3^{47}-1\over2}\] 1223 × 21997 × 5112661 × 96656723
48: \[{3^{48}-1\over2}\] 25 × 5 × 7 × 13 × 17 × 41 × 73 × 97 × 193 × 577 × 769 × 6481
49: \[{3^{49}-1\over2}\] 491 × 1093 × 4019 × 8233 × 51157 × 131713
50: \[{3^{50}-1\over2}\] 22 × 112 × 61 × 151 × 8951 × 391151 × 22996651
51: \[{3^{51}-1\over2}\] 13 × 1871 × 12853 × 34511 × 99810171997<11>
52: \[{3^{52}-1\over2}\] 23 × 5 × 53 × 398581 × 797161 × 4795973261<10>
53: \[{3^{53}-1\over2}\] 107 × 24169 × 3747607031112307667<19>
54: \[{3^{54}-1\over2}\] 22 × 7 × 13 × 19 × 37 × 109 × 433 × 757 × 8209 × 19441 × 19927
55: \[{3^{55}-1\over2}\] 113 × 23 × 1321 × 3851 × 560088668384411<15>
56: \[{3^{56}-1\over2}\] 24 × 5 × 29 × 41 × 547 × 1093 × 16493 × 430697 × 647753
57: \[{3^{57}-1\over2}\] 13 × 229 × 1597 × 248749 × 363889 × 1824179209
58: \[{3^{58}-1\over2}\] 22 × 59 × 523 × 6091 × 28537 × 5385997 × 20381027
59: \[{3^{59}-1\over2}\] 14425532687<11> × 489769993189671059<18>
60: \[{3^{60}-1\over2}\] 23 × 52 × 7 × 112 × 13 × 31 × 61 × 73 × 271 × 1181 × 4561 × 47763361
61: \[{3^{61}-1\over2}\] 603901 × 105293313660391861035901<24>
62: \[{3^{62}-1\over2}\] 22 × 683 × 6883 × 102673 × 4404047 × 22434744889<11>
63: \[{3^{63}-1\over2}\] 13 × 757 × 1093 × 368089 × 144542918285300809<18>
64: \[{3^{64}-1\over2}\] 27 × 5 × 17 × 41 × 193 × 21523361 × 926510094425921<15>
65: \[{3^{65}-1\over2}\] 112 × 131 × 797161 × 3701101 × 110133112994711<15>
66: \[{3^{66}-1\over2}\] 22 × 7 × 13 × 23 × 67 × 661 × 3851 × 25411 × 176419 × 2413941289
67: \[{3^{67}-1\over2}\] 221101 × 441019876741<12> × 475384700124973<15>
68: \[{3^{68}-1\over2}\] 23 × 5 × 103 × 307 × 1021 × 1871 × 34511 × 956353 × 1743831169
69: \[{3^{69}-1\over2}\] 13 × 47 × 277 × 1001523179 × 2461243576713869557<19>
70: \[{3^{70}-1\over2}\] 22 × 112 × 61 × 71 × 547 × 1093 × 2664097031 × 374857981681<12>
71: \[{3^{71}-1\over2}\] 3754733257489862401973357979128773<34>
72: \[{3^{72}-1\over2}\] 24 × 5 × 7 × 13 × 19 × 37 × 41 × 73 × 757 × 6481 × 530713 × 282429005041<12>
73: \[{3^{73}-1\over2}\] 11243 × 20149 × 15768033143<11> × 9460375336977361<16>
74: \[{3^{74}-1\over2}\] 22 × 18427 × 107671 × 13097927 × 56737873 × 17189128703<11>
75: \[{3^{75}-1\over2}\] 112 × 13 × 601 × 4561 × 8951 × 9601 × 391151 × 2098303812601<13>
76: \[{3^{76}-1\over2}\] 23 × 5 × 1597 × 2851 × 101917 × 363889 × 5301533 × 25480398173<11>
77: \[{3^{77}-1\over2}\] 23 × 1093 × 3851 × 51457561 × 7151459701<10> × 76831835389<11>
78: \[{3^{78}-1\over2}\] 22 × 7 × 132 × 79 × 157 × 313 × 2887 × 6553 × 7333 × 10141 × 398581 × 797161
79: \[{3^{79}-1\over2}\] 432853009 × 392038110671<12> × 145171177264407947<18>
80: \[{3^{80}-1\over2}\] 25 × 52 × 112 × 17 × 41 × 61 × 193 × 1181 × 14401 × 42521761 × 128653413121<12>
81: \[{3^{81}-1\over2}\] 13 × 109 × 433 × 757 × 3889 × 8209 × 1190701 × 12557612956332313<17>
82: \[{3^{82}-1\over2}\] 22 × 83 × 33703 × 2526913 × 86950696619<11> × 270547105429567<15>
83: \[{3^{83}-1\over2}\] 167 × 12119 × 1036745531 × 950996059627210897943351<24>
84: \[{3^{84}-1\over2}\] 23 × 5 × 72 × 13 × 29 × 43 × 73 × 547 × 1093 × 2269 × 2857 × 16493 × 368089 × 109688713
85: \[{3^{85}-1\over2}\] 112 × 1871 × 34511 × 2663568851051<13> × 862970652262943171<18>
86: \[{3^{86}-1\over2}\] 22 × 431 × 380808546861411923<18> × 82064241848634269407<20>
87: \[{3^{87}-1\over2}\] 13 × 59 × 28537 × 74821 × 20381027 × 32234893 × 150224123975857<15>
88: \[{3^{88}-1\over2}\] 24 × 5 × 23 × 41 × 67 × 89 × 661 × 3851 × 5501 × 570461 × 2382953 × 56625998353<11>
89: \[{3^{89}-1\over2}\] 179 × 1611479891519807<16> × 5042939439565996049162197<25>
90: \[{3^{90}-1\over2}\] 22 × 7 × 112 × 13 × 19 × 31 × 37 × 61 × 181 × 271 × 757 × 1621 × 4561 × 387631 × 755551 × 927001
91: \[{3^{91}-1\over2}\] 1093 × 797161 × 4011586307 × 3745603812007166116831643<25>
92: \[{3^{92}-1\over2}\] 23 × 5 × 47 × 12553493 × 1001523179 × 23535794707<11> × 70601370627701<14>
93: \[{3^{93}-1\over2}\] 13 × 683 × 1117 × 102673 × 4404047 × 26273701844015319144827917<26>
94: \[{3^{94}-1\over2}\] 22 × 1223 × 16921 × 21997 × 256057 × 5112661 × 96656723 × 1534179947851<13>
95: \[{3^{95}-1\over2}\] 112 × 191 × 1597 × 363889 × 78958087694609321439660131899631<32>
96: \[{3^{96}-1\over2}\] 26 × 5 × 7 × 13 × 17 × 41 × 73 × 97 × 193 × 577 × 769 × 6481 × 76801 × 21523361 × 24127552321<11>
97: \[{3^{97}-1\over2}\] 76631 × 2549755542947<13> × 48845962828028421155731228333<29>
98: \[{3^{98}-1\over2}\] 22 × 491 × 547 × 1093 × 4019 × 8233 × 51157 × 131713 × 857643277 × 127522693159<12>
99: \[{3^{99}-1\over2}\] 13 × 23 × 757 × 3851 × 3186217 × 2413941289 × 12812432238302009985937<23>

Index range: 0 – 99 next >>