tables > repunit > base14

Base 14 Repunits

Table

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(available: 0-999)

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

0: \[{14^{0}-1\over13}\] 0
1: \[{14^{1}-1\over13}\] 1
2: \[{14^{2}-1\over13}\] 3 × 5
3: \[{14^{3}-1\over13}\] 211
4: \[{14^{4}-1\over13}\] 3 × 5 × 197
5: \[{14^{5}-1\over13}\] 11 × 3761
6: \[{14^{6}-1\over13}\] 32 × 5 × 61 × 211
7: \[{14^{7}-1\over13}\] 8108731
8: \[{14^{8}-1\over13}\] 3 × 5 × 41 × 197 × 937
9: \[{14^{9}-1\over13}\] 211 × 397 × 18973
10: \[{14^{10}-1\over13}\] 3 × 52 × 11 × 71 × 101 × 3761
11: \[{14^{11}-1\over13}\] 67 × 4027 × 1154539
12: \[{14^{12}-1\over13}\] 32 × 5 × 37 × 61 × 197 × 211 × 1033
13: \[{14^{13}-1\over13}\] 13 × 157 × 29914249171<11>
14: \[{14^{14}-1\over13}\] 3 × 5 × 7027567 × 8108731
15: \[{14^{15}-1\over13}\] 11 × 31 × 211 × 2851 × 3761 × 15511
16: \[{14^{16}-1\over13}\] 3 × 5 × 17 × 41 × 197 × 937 × 5393 × 16097
17: \[{14^{17}-1\over13}\] 103 × 22771730193675277<17>
18: \[{14^{18}-1\over13}\] 33 × 5 × 19 × 61 × 211 × 397 × 18973 × 132049
19: \[{14^{19}-1\over13}\] 459715689149916492091<21>
20: \[{14^{20}-1\over13}\] 3 × 52 × 11 × 71 × 101 × 197 × 1061 × 3761 × 1383881
21: \[{14^{21}-1\over13}\] 43 × 211 × 547 × 8108731 × 2239000891
22: \[{14^{22}-1\over13}\] 3 × 5 × 23 × 67 × 4027 × 1154539 × 11737870057<11>
23: \[{14^{23}-1\over13}\] 47 × 461 × 2347 × 10627 × 2249861 × 14525237
24: \[{14^{24}-1\over13}\] 32 × 5 × 37 × 41 × 61 × 197 × 211 × 937 × 1033 × 1475750641
25: \[{14^{25}-1\over13}\] 11 × 3761 × 110256001 × 758855846709601<15>
26: \[{14^{26}-1\over13}\] 3 × 5 × 13 × 79 × 157 × 911 × 7307 × 100621 × 29914249171<11>
27: \[{14^{27}-1\over13}\] 211 × 397 × 18973 × 1427145211 × 299113818931<12>
28: \[{14^{28}-1\over13}\] 3 × 5 × 292 × 113 × 197 × 3361 × 176597 × 7027567 × 8108731
29: \[{14^{29}-1\over13}\] 13109 × 25581350023<11> × 396530555859061913<18>
30: \[{14^{30}-1\over13}\] 32 × 52 × 11 × 31 × 61 × 71 × 101 × 211 × 811 × 2851 × 3761 × 15511 × 1948981
31: \[{14^{31}-1\over13}\] 26063080998214179685167270877966651<35>
32: \[{14^{32}-1\over13}\] 3 × 5 × 17 × 41 × 193 × 197 × 937 × 5393 × 16097 × 11284732320255809<17>
33: \[{14^{33}-1\over13}\] 67 × 211 × 4027 × 1154539 × 77720275181800334933851<23>
34: \[{14^{34}-1\over13}\] 3 × 5 × 103 × 137 × 14837638311110071<17> × 22771730193675277<17>
35: \[{14^{35}-1\over13}\] 11 × 3761 × 8108731 × 2984619585279628795345143571<28>
36: \[{14^{36}-1\over13}\] 33 × 5 × 19 × 37 × 61 × 197 × 211 × 397 × 1033 × 18973 × 132049 × 56693904845761<14>
37: \[{14^{37}-1\over13}\] 223 × 141405986837<12> × 6223308177932683558580086481<28>
38: \[{14^{38}-1\over13}\] 3 × 5 × 191 × 26981 × 77312552100349<14> × 459715689149916492091<21>
39: \[{14^{39}-1\over13}\] 13 × 157 × 211 × 761437 × 29914249171<11> × 3921141330646275580183<22>
40: \[{14^{40}-1\over13}\] 3 × 52 × 11 × 41 × 71 × 101 × 197 × 937 × 1061 × 3761 × 61001 × 698521 × 1383881 × 51111761
41: \[{14^{41}-1\over13}\] 7538867501749984216983927242653776257689563451<46>
42: \[{14^{42}-1\over13}\] 32 × 5 × 43 × 61 × 211 × 463 × 547 × 7027567 × 8108731 × 2239000891 × 131147620297<12>
43: \[{14^{43}-1\over13}\] 173 × 8541144684063565933692773061041272523162742407<46>
44: \[{14^{44}-1\over13}\] 3 × 5 × 23 × 67 × 197 × 4027 × 88001 × 1154539 × 240159217 × 3938797853 × 11737870057<11>
45: \[{14^{45}-1\over13}\] 11 × 31 × 181 × 211 × 397 × 1171 × 2851 × 3761 × 15511 × 18973 × 302581 × 50099966224441291<17>
46: \[{14^{46}-1\over13}\] 3 × 5 × 47 × 139 × 461 × 967 × 2347 × 10627 × 2249861 × 14525237 × 19922509 × 5715684596759<13>
47: \[{14^{47}-1\over13}\] 659 × 3690629 × 21156769 × 24572071 × 44894941936589578860040808179<29>
48: \[{14^{48}-1\over13}\] 32 × 5 × 17 × 37 × 41 × 61 × 197 × 211 × 937 × 1033 × 5393 × 16097 × 19489 × 722833 × 154604113 × 1475750641
49: \[{14^{49}-1\over13}\] 491 × 50177 × 8108731 × 55691808161414434292580585256766467712323<41>
50: \[{14^{50}-1\over13}\] 3 × 53 × 11 × 71 × 101 × 401 × 3761 × 4001 × 110256001 × 758855846709601<15> × 10429823947688701<17>
51: \[{14^{51}-1\over13}\] 103 × 211 × 136273 × 22771730193675277<17> × 32334112193463066794091099939307<32>
52: \[{14^{52}-1\over13}\] 3 × 5 × 13 × 53 × 79 × 157 × 197 × 911 × 7307 × 100621 × 178616881 × 29914249171<11> × 337803644207780297<18>
53: \[{14^{53}-1\over13}\] 107 × 24593 × 108342165348412451<18> × 212253211670183419<18> × 7063101861270769169<19>
54: \[{14^{54}-1\over13}\] 34 × 5 × 19 × 61 × 211 × 397 × 18973 × 132049 × 1177426963 × 1427145211 × 120850766857<12> × 299113818931<12>
55: \[{14^{55}-1\over13}\] 112 × 67 × 3761 × 4027 × 1154539 × 590942011471566261212035041517359275008998041<45>
56: \[{14^{56}-1\over13}\] 3 × 5 × 292 × 41 × 113 × 197 × 937 × 1009 × 3361 × 176597 × 774929 × 7027567 × 8108731 × 4110630794871608561<19>
57: \[{14^{57}-1\over13}\] 211 × 229 × 428299 × 459715689149916492091<21> × 1725839313594069799295455569880861<34>
58: \[{14^{58}-1\over13}\] 3 × 5 × 59 × 13109 × 25581350023<11> × 114221024581<12> × 396530555859061913<18> × 17101086842968403641<20>
59: \[{14^{59}-1\over13}\] 28439 × 1139110880064821580931661<25> × 99341435535614774169060040354379474929<38>
60: \[{14^{60}-1\over13}\] 32 × 52 × 11 × 31 × 37 × 61 × 71 × 101 × 197 × 211 × 811 × 1033 × 1061 × 2851 × 3761 × 15511 × 1383881 × 1948981 × 2189065053896955781<19>
61: \[{14^{61}-1\over13}\] 977 × 8053 × 21961 × 51238644631619299<17> × 71246710261900509347856740878394240608589<41>
62: \[{14^{62}-1\over13}\] 3 × 5 × 1613 × 3163 × 168269 × 7476844183<10> × 3519020880787<13> × 26063080998214179685167270877966651<35>
63: \[{14^{63}-1\over13}\] 43 × 211 × 379 × 397 × 547 × 18973 × 8108731 × 407364049 × 2239000891 × 1179856192739099325001663965211<31>
64: \[{14^{64}-1\over13}\] 3 × 5 × 17 × 41 × 193 × 197 × 937 × 5393 × 7489 × 16097 × 1204905857 × 1667461121 × 315256811699009<15> × 11284732320255809<17>
65: \[{14^{65}-1\over13}\] 11 × 13 × 157 × 2081 × 3761 × 548055041 × 29914249171<11> × 8411347582936206309444183428167163113285171<43>
66: \[{14^{66}-1\over13}\] 32 × 5 × 23 × 61 × 67 × 211 × 4027 × 1154539 × 424262851 × 11737870057<11> × 211217884795501<15> × 77720275181800334933851<23>
67: \[{14^{67}-1\over13}\] 269 × 12329 × 169913 × 2516066164220253191649971614939<31> × 3349702521889138376311452937393733<34>
68: \[{14^{68}-1\over13}\] 3 × 5 × 103 × 137 × 197 × 2857 × 2774129 × 1253535423961<13> × 475021736393117<15> × 14837638311110071<17> × 22771730193675277<17>
69: \[{14^{69}-1\over13}\] 47 × 211 × 461 × 2347 × 10627 × 2249861 × 14525237 × 812293117 × 2609588427937<13> × 117848048385565517206343907799<30>
70: \[{14^{70}-1\over13}\] 3 × 52 × 11 × 71 × 101 × 3761 × 2985431 × 7027567 × 8108731 × 1153528236782084716841<22> × 2984619585279628795345143571<28>
71: \[{14^{71}-1\over13}\] 4261 × 954519632047180992533553119<27> × 44859123274519397633244020369148461475583526255489<50>
72: \[{14^{72}-1\over13}\] 33 × 5 × 19 × 37 × 41 × 61 × 73 × 197 × 211 × 397 × 937 × 1033 × 18973 × 132049 × 1475750641 × 56693904845761<14> × 44030132882434030723817977<26>
73: \[{14^{73}-1\over13}\] 439 × 7708818770493814043599025468833<31> × 10566980260900333849245254932444354727296796880253<50>
74: \[{14^{74}-1\over13}\] 3 × 5 × 223 × 283051 × 141405986837<12> × 118918748615980063<18> × 5052787535809680019<19> × 6223308177932683558580086481<28>
75: \[{14^{75}-1\over13}\] 11 × 31 × 211 × 1051 × 2851 × 3761 × 15511 × 110256001 × 758855846709601<15> × 6660669790484818762043927493730359492577651<43>
76: \[{14^{76}-1\over13}\] 3 × 5 × 191 × 197 × 26981 × 5363068468501<13> × 77312552100349<14> × 459715689149916492091<21> × 33805377353247040129578560281<29>
77: \[{14^{77}-1\over13}\] 67 × 3851 × 4027 × 59753 × 140449 × 1154539 × 8108731 × 53380217213346395075243<23> × 315257364155953014892026218048531<33>
78: \[{14^{78}-1\over13}\] 32 × 5 × 13 × 61 × 79 × 157 × 211 × 911 × 7307 × 40639 × 100621 × 761437 × 29914249171<11> × 3921141330646275580183<22> × 84710027970100651637689<23>
79: \[{14^{79}-1\over13}\] 11289101 × 38775097 × 615119103307672084324408929574434035093551952429110669871322453424027065503<75>
80: \[{14^{80}-1\over13}\] 3 × 52 × 11 × 17 × 41 × 71 × 101 × 197 × 937 × 1061 × 3761 × 4241 × 5393 × 16097 × 61001 × 698521 × 1383881 × 51111761 × 825039041 × 1355671197066156221653681<25>
81: \[{14^{81}-1\over13}\] 163 × 211 × 397 × 4861 × 18973 × 854582077 × 1427145211 × 299113818931<12> × 114880659731339946558533643832442036970911052211<48>
82: \[{14^{82}-1\over13}\] 3 × 5 × 83 × 5167 × 86501473 × 95263009 × 1848816684520172381645083<25> × 7538867501749984216983927242653776257689563451<46>
83: \[{14^{83}-1\over13}\] 167 × 5479 × 19423 × 2802911 × 8692591 × 116910503156118431205311406881<30> × 204332497732322019738763108910872473544229<42>
84: \[{14^{84}-1\over13}\] 32 × 5 × 292 × 37 × 43 × 61 × 113 × 197 × 211 × 463 × 547 × 1033 × 1597 × 3361 × 10333 × 176597 × 7027567 × 8108731 × 2239000891 × 12471556693<11> × 15697516297<11> × 131147620297<12>
85: \[{14^{85}-1\over13}\] 11 × 103 × 1021 × 3761 × 5135191 × 22771730193675277<17> × 2045945611942276639291<22> × 1947753437069049655833464760961862177994571<43>
86: \[{14^{86}-1\over13}\] 3 × 5 × 173 × 68138548314176704687<20> × 18794094160316772254370452929<29> × 8541144684063565933692773061041272523162742407<46>
87: \[{14^{87}-1\over13}\] 211 × 349 × 13109 × 100577221 × 25581350023<11> × 396530555859061913<18> × 403476788531724813009371807907132693704496994384144939<54>
88: \[{14^{88}-1\over13}\] 3 × 5 × 23 × 41 × 67 × 89 × 197 × 937 × 3697 × 4027 × 88001 × 1154539 × 240159217 × 3938797853 × 11737870057<11> × 2211409011924781241<19> × 9620587412095263092017<22>
89: \[{14^{89}-1\over13}\] 179 × 3264343 × 72284972657<11> × 558880233911<12> × 3299409610497308205563537706817980829888227789572822696222635797832889<70>
90: \[{14^{90}-1\over13}\] 33 × 52 × 11 × 19 × 31 × 61 × 71 × 101 × 181 × 211 × 397 × 811 × 1171 × 2851 × 3761 × 15511 × 18973 × 132049 × 302581 × 1948981 × 4020031 × 50099966224441291<17> × 799837378328194512391<21>
91: \[{14^{91}-1\over13}\] 13 × 157 × 8108731 × 29914249171<11> × 28814088661742931457<20> × 1831232267609932496997868363<28> × 584366847068061307066945129899763321<36>
92: \[{14^{92}-1\over13}\] 3 × 5 × 47 × 139 × 197 × 461 × 967 × 1381 × 2347 × 10627 × 2249861 × 14525237 × 19922509 × 5715684596759<13> × 7258585231384113470369<22> × 26691793464632753298234089<26>
93: \[{14^{93}-1\over13}\] 211 × 244898761 × 2472843559729<13> × 253445952598770930829423<24> × 3544762693352021265837373<25> × 26063080998214179685167270877966651<35>
94: \[{14^{94}-1\over13}\] 3 × 5 × 659 × 1129 × 1693 × 3690629 × 21156769 × 24572071 × 273065677 × 44894941936589578860040808179<29> × 94255869234963126537248029251644017103<38>
95: \[{14^{95}-1\over13}\] 11 × 3761 × 30581071 × 296707130599601<15> × 459715689149916492091<21> × 181492199166802020921871<24> × 18723888886508419552544198894371479971<38>
96: \[{14^{96}-1\over13}\] 32 × 5 × 17 × 37 × 41 × 61 × 97 × 193 × 197 × 211 × 937 × 1033 × 5393 × 16097 × 19489 × 37633 × 722833 × 154604113 × 1475750641 × 11284732320255809<17> × 1299441004337600362404702924961<31>
97: \[{14^{97}-1\over13}\] 73548556381<11> × 1562794793588378476688372771842284031086513638557587005970930009617762744252085402585874631553746551<100>
98: \[{14^{98}-1\over13}\] 3 × 5 × 491 × 50177 × 7027567 × 8108731 × 1766644727 × 776655233127914628990157017486935758151<39> × 55691808161414434292580585256766467712323<41>
99: \[{14^{99}-1\over13}\] 67 × 199 × 211 × 397 × 4027 × 18973 × 1154539 × 1035450464203<13> × 77720275181800334933851<23> × 2841459286777991861559883514350922118721754186163777133<55>

Index range: 0 – 99 next >>