tables > repunit > base17

Base 17 Repunits

Table

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(available: 0-999)

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

0: \[{17^{0}-1\over16}\] 0
1: \[{17^{1}-1\over16}\] 1
2: \[{17^{2}-1\over16}\] 2 × 32
3: \[{17^{3}-1\over16}\] 307
4: \[{17^{4}-1\over16}\] 22 × 32 × 5 × 29
5: \[{17^{5}-1\over16}\] 88741
6: \[{17^{6}-1\over16}\] 2 × 33 × 7 × 13 × 307
7: \[{17^{7}-1\over16}\] 25646167
8: \[{17^{8}-1\over16}\] 23 × 32 × 5 × 29 × 41761
9: \[{17^{9}-1\over16}\] 19 × 307 × 1270657
10: \[{17^{10}-1\over16}\] 2 × 32 × 11 × 71 × 101 × 88741
11: \[{17^{11}-1\over16}\] 2141993519227<13>
12: \[{17^{12}-1\over16}\] 22 × 33 × 5 × 7 × 13 × 29 × 307 × 83233
13: \[{17^{13}-1\over16}\] 212057 × 2919196853
14: \[{17^{14}-1\over16}\] 2 × 32 × 22796593 × 25646167
15: \[{17^{15}-1\over16}\] 307 × 88741 × 6566760001<10>
16: \[{17^{16}-1\over16}\] 24 × 32 × 5 × 29 × 18913 × 41761 × 184417
17: \[{17^{17}-1\over16}\] 10949 × 1749233 × 2699538733
18: \[{17^{18}-1\over16}\] 2 × 34 × 7 × 13 × 19 × 307 × 1423 × 5653 × 1270657
19: \[{17^{19}-1\over16}\] 229 × 1103 × 202607147 × 291973723
20: \[{17^{20}-1\over16}\] 22 × 32 × 52 × 11 × 29 × 71 × 101 × 21881 × 63541 × 88741
21: \[{17^{21}-1\over16}\] 43 × 307 × 13567 × 25646167 × 940143709
22: \[{17^{22}-1\over16}\] 2 × 32 × 23 × 947 × 87415373 × 2141993519227<13>
23: \[{17^{23}-1\over16}\] 47 × 26552618219228090162977481<26>
24: \[{17^{24}-1\over16}\] 23 × 33 × 5 × 7 × 13 × 29 × 73 × 307 × 1321 × 41761 × 72337 × 83233
25: \[{17^{25}-1\over16}\] 2551 × 5351 × 88741 × 26278001 × 11330289301<11>
26: \[{17^{26}-1\over16}\] 2 × 32 × 53 × 79 × 65651 × 212057 × 2001793 × 2919196853
27: \[{17^{27}-1\over16}\] 19 × 307 × 433 × 24733 × 1270657 × 1313154695584063<16>
28: \[{17^{28}-1\over16}\] 22 × 32 × 5 × 29 × 5766433 × 22796593 × 25646167 × 100688449
29: \[{17^{29}-1\over16}\] 59 × 7193 × 6088087 × 11658852700685942029849<23>
30: \[{17^{30}-1\over16}\] 2 × 33 × 7 × 11 × 13 × 31 × 71 × 101 × 307 × 88741 × 238212511 × 6566760001<10>
31: \[{17^{31}-1\over16}\] 4093 × 6123493 × 347340647626008901939025023<27>
32: \[{17^{32}-1\over16}\] 25 × 32 × 5 × 29 × 257 × 18913 × 41761 × 184417 × 1801601 × 52548582913<11>
33: \[{17^{33}-1\over16}\] 67 × 307 × 3697 × 976669 × 2141993519227<13> × 15814892288119<14>
34: \[{17^{34}-1\over16}\] 2 × 32 × 10949 × 1749233 × 2699538733 × 45957792327018709121<20>
35: \[{17^{35}-1\over16}\] 88741 × 966211 × 21998621 × 25646167 × 15030659834591591<17>
36: \[{17^{36}-1\over16}\] 22 × 34 × 5 × 7 × 13 × 19 × 29 × 37 × 109 × 181 × 307 × 1423 × 2089 × 5653 × 83233 × 382069 × 1270657
37: \[{17^{37}-1\over16}\] 149 × 223 × 1016919604559540581<19> × 6218882581209875638403<22>
38: \[{17^{38}-1\over16}\] 2 × 32 × 229 × 457 × 1103 × 1559 × 2927 × 312931 × 20352763 × 202607147 × 291973723
39: \[{17^{39}-1\over16}\] 157 × 307 × 212057 × 2919196853 × 2035325753852213746064248693<28>
40: \[{17^{40}-1\over16}\] 23 × 32 × 52 × 11 × 29 × 41 × 71 × 101 × 21881 × 41761 × 63541 × 88741 × 1186844128302568601<19>
41: \[{17^{41}-1\over16}\] 83 × 892079 × 13365673 × 960217114820653<15> × 18469031047049514697<20>
42: \[{17^{42}-1\over16}\] 2 × 33 × 72 × 13 × 43 × 307 × 13567 × 22796593 × 25646167 × 940143709 × 88109799136087<14>
43: \[{17^{43}-1\over16}\] 1549 × 3075877724153666279633<22> × 1064542861270580708122635671<28>
44: \[{17^{44}-1\over16}\] 22 × 32 × 5 × 23 × 29 × 89 × 947 × 25741 × 87415373 × 256152733 × 6901823633<10> × 2141993519227<13>
45: \[{17^{45}-1\over16}\] 19 × 307 × 3691 × 33931 × 88741 × 316531 × 1270657 × 1674271 × 5113320301<10> × 6566760001<10>
46: \[{17^{46}-1\over16}\] 2 × 32 × 47 × 26552618219228090162977481<26> × 1109309383381084655697725873<28>
47: \[{17^{47}-1\over16}\] 423622795798733187216959754496018087627393990881167960767<57>
48: \[{17^{48}-1\over16}\] 24 × 33 × 5 × 7 × 13 × 29 × 73 × 307 × 1321 × 18913 × 41761 × 72337 × 83233 × 184417 × 48661191868691111041<20>
49: \[{17^{49}-1\over16}\] 491 × 883 × 25646167 × 474969439337<12> × 1094794793219<13> × 21174546269742403551077<23>
50: \[{17^{50}-1\over16}\] 2 × 32 × 11 × 71 × 101 × 2551 × 5351 × 88741 × 26278001 × 11330289301<11> × 4064228544226537005066401<25>
51: \[{17^{51}-1\over16}\] 103 × 307 × 409 × 10949 × 1749233 × 2699538733 × 162260934541944127<18> × 326099734864828369<18>
52: \[{17^{52}-1\over16}\] 22 × 32 × 5 × 29 × 53 × 79 × 65651 × 212057 × 2001793 × 19825313 × 1224199237 × 2919196853 × 13938043025453<14>
53: \[{17^{53}-1\over16}\] 4375997670680275555605273053<28> × 2336661313161818672990011193252900057<37>
54: \[{17^{54}-1\over16}\] 2 × 35 × 7 × 13 × 19 × 163 × 307 × 433 × 1423 × 5653 × 24733 × 1270657 × 1313154695584063<16> × 28758863909916435817<20>
55: \[{17^{55}-1\over16}\] 88741 × 15357101 × 3332897591 × 2141993519227<13> × 962619789378941<15> × 315531140147973311<18>
56: \[{17^{56}-1\over16}\] 23 × 32 × 5 × 29 × 2801 × 15121 × 41761 × 5766433 × 22796593 × 25646167 × 100688449 × 12876020081<11> × 622434484561<12>
57: \[{17^{57}-1\over16}\] 229 × 307 × 1103 × 202607147 × 291973723 × 6162410920417<13> × 30211339578587520100541032742977<32>
58: \[{17^{58}-1\over16}\] 2 × 32 × 59 × 349 × 7193 × 23549 × 2919779 × 6088087 × 18032534719<11> × 61878754061<11> × 11658852700685942029849<23>
59: \[{17^{59}-1\over16}\] 1063 × 1889 × 1365581260423071390161<22> × 90008517325328860435221505121015340220148461<44>
60: \[{17^{60}-1\over16}\] 22 × 33 × 52 × 7 × 11 × 13 × 29 × 31 × 61 × 71 × 101 × 307 × 541 × 21881 × 63541 × 83233 × 88741 × 238212511 × 6566760001<10> × 1479639031521241<16>
61: \[{17^{61}-1\over16}\] 15103230859721<14> × 4722743517602912319810923441122498349478034813612513477513781<61>
62: \[{17^{62}-1\over16}\] 2 × 32 × 373 × 4093 × 6123493 × 36845423 × 347340647626008901939025023<27> × 563056114507738352440487747<27>
63: \[{17^{63}-1\over16}\] 19 × 43 × 127 × 307 × 13567 × 1270657 × 25646167 × 940143709 × 41643373496311819<17> × 37387216988215606147063933<26>
64: \[{17^{64}-1\over16}\] 26 × 32 × 5 × 29 × 257 × 1409 × 18913 × 41761 × 165569 × 184417 × 1801601 × 52548582913<11> × 5075110114734021328723863149761<31>
65: \[{17^{65}-1\over16}\] 88741 × 212057 × 9882731 × 2919196853 × 42774218980741<14> × 256543213498592579101758761102741785511<39>
66: \[{17^{66}-1\over16}\] 2 × 33 × 7 × 13 × 23 × 67 × 199 × 307 × 947 × 991 × 3697 × 48973 × 976669 × 11372329 × 39172453 × 87415373 × 2141993519227<13> × 15814892288119<14>
67: \[{17^{67}-1\over16}\] 436171 × 3947307526766022401589857104042951617118791047554203106309872173198737769977<76>
68: \[{17^{68}-1\over16}\] 22 × 32 × 5 × 29 × 137 × 1361 × 10949 × 1749233 × 2698649 × 2699538733 × 1002402000793<13> × 4678410332263673<16> × 45957792327018709121<20>
69: \[{17^{69}-1\over16}\] 47 × 307 × 25225573 × 9559382330644273<16> × 26552618219228090162977481<26> × 5385687325711213602812791946461<31>
70: \[{17^{70}-1\over16}\] 2 × 32 × 11 × 71 × 101 × 701 × 88741 × 966211 × 21998621 × 22796593 × 25646167 × 15030659834591591<17> × 512718953215732865581052501<27>
71: \[{17^{71}-1\over16}\] 143798195172461138521036839345269251740737334259640879028155379795667047030720519999127<87>
72: \[{17^{72}-1\over16}\] 23 × 34 × 5 × 7 × 13 × 19 × 29 × 37 × 73 × 109 × 181 × 307 × 1321 × 1423 × 2089 × 5653 × 41761 × 72337 × 83233 × 382069 × 1270657 × 28639368230833<14> × 11852519531110417<17>
73: \[{17^{73}-1\over16}\] 293 × 1621745371 × 3038535503 × 319344640907<12> × 596137412912777<15> × 151192644932534555018760925054337887684171<42>
74: \[{17^{74}-1\over16}\] 2 × 32 × 149 × 223 × 1481 × 2591 × 172683287783<12> × 1016919604559540581<19> × 6218882581209875638403<22> × 281880352305551730895009697<27>
75: \[{17^{75}-1\over16}\] 151 × 307 × 2551 × 5101 × 5351 × 88741 × 26278001 × 6566760001<10> × 11330289301<11> × 1995937064371951<16> × 10744282911799904868353724301<29>
76: \[{17^{76}-1\over16}\] 22 × 32 × 5 × 29 × 229 × 457 × 1103 × 1559 × 2927 × 247381 × 312931 × 20352763 × 202607147 × 291973723 × 796699736849174247608318245316124490909<39>
77: \[{17^{77}-1\over16}\] 25646167 × 2141993519227<13> × 63183887777606431620036734659574373415341987361849452469359581232953058529<74>
78: \[{17^{78}-1\over16}\] 2 × 33 × 7 × 132 × 53 × 79 × 157 × 307 × 1249 × 65651 × 212057 × 2001793 × 2919196853 × 1837708051687<13> × 12042786858259<14> × 2035325753852213746064248693<28>
79: \[{17^{79}-1\over16}\] 2371 × 8849 × 32233 × 95294351981<11> × 15565073214383744299753594766453955551010962009527408014734638227062006641<74>
80: \[{17^{80}-1\over16}\] 24 × 32 × 52 × 11 × 29 × 41 × 71 × 101 × 241 × 18913 × 21881 × 41761 × 63541 × 88741 × 184417 × 3583912721 × 1186844128302568601<19> × 2741517463686662290741112321<28>
81: \[{17^{81}-1\over16}\] 19 × 307 × 433 × 24733 × 1270657 × 6770748529<10> × 454194717025663<15> × 1313154695584063<16> × 904405077653173242898527606595551272070589<42>
82: \[{17^{82}-1\over16}\] 2 × 32 × 83 × 1231 × 892079 × 13365673 × 62919257 × 18798033503<11> × 76203249126187<14> × 140606605811723<15> × 960217114820653<15> × 18469031047049514697<20>
83: \[{17^{83}-1\over16}\] 186917 × 1441585450365875501<19> × 859764623611313847689900219<27> × 361636059093059401270170190932275191488900255093209<51>
84: \[{17^{84}-1\over16}\] 22 × 33 × 5 × 72 × 13 × 29 × 43 × 307 × 1093 × 13567 × 83233 × 5766433 × 22796593 × 25646167 × 100688449 × 940143709 × 88109799136087<14> × 311640640511791392291238477<27>
85: \[{17^{85}-1\over16}\] 5441 × 10949 × 88741 × 208931 × 1749233 × 22296011 × 24543581 × 2699538733 × 4939937011021<13> × 7517339434046845421<19> × 228438898023070765592141<24>
86: \[{17^{86}-1\over16}\] 2 × 32 × 1549 × 8171 × 279119267104661<15> × 3075877724153666279633<22> × 1064542861270580708122635671<28> × 1976815271971094795525780184146983<34>
87: \[{17^{87}-1\over16}\] 59 × 307 × 523 × 7193 × 8179 × 16879 × 6088087 × 37286983 × 52627759112497<14> × 11658852700685942029849<23> × 5340455877669348272609426509595308057<37>
88: \[{17^{88}-1\over16}\] 23 × 32 × 5 × 23 × 29 × 89 × 353 × 947 × 25741 × 41761 × 4578289 × 87415373 × 256152733 × 6901823633<10> × 2141993519227<13> × 10220537742525964173135803376631640231153<41>
89: \[{17^{89}-1\over16}\] 179 × 7121 × 10859 × 1391124231325187854601158067<28> × 79943735756244327721739740331<29> × 1313710937719382635079196676302169528587113<43>
90: \[{17^{90}-1\over16}\] 2 × 34 × 7 × 11 × 13 × 19 × 31 × 71 × 101 × 307 × 1423 × 3691 × 5653 × 33931 × 88741 × 316531 × 1270657 × 1674271 × 238212511 × 2220161311 × 5113320301<10> × 6566760001<10> × 152924817473166888991<21>
91: \[{17^{91}-1\over16}\] 212057 × 513059 × 25646167 × 2919196853 × 986802324691<12> × 1128882253376333<16> × 633917591815554047<18> × 101604859007816647702158801323372000819<39>
92: \[{17^{92}-1\over16}\] 22 × 32 × 5 × 29 × 47 × 1511845630837<13> × 26552618219228090162977481<26> × 1109309383381084655697725873<28> × 909379032187982366535129290548012827355069<42>
93: \[{17^{93}-1\over16}\] 307 × 4093 × 6123493 × 23125381 × 32914090064285401<17> × 4083338668402072819<19> × 347340647626008901939025023<27> × 20333334196989020875813546533751<32>
94: \[{17^{94}-1\over16}\] 2 × 32 × 376553596265540610859519781774238300113239103005482631793<57> × 423622795798733187216959754496018087627393990881167960767<57>
95: \[{17^{95}-1\over16}\] 191 × 229 × 1103 × 88741 × 202607147 × 243888371 × 291973723 × 790258628122415702756879695009414803659288068090984593801128670245440884276421<78>
96: \[{17^{96}-1\over16}\] 25 × 33 × 5 × 7 × 13 × 29 × 73 × 97 × 257 × 307 × 1321 × 18913 × 41761 × 72337 × 83233 × 184417 × 1120513 × 1801601 × 53160769 × 80592097 × 52548582913<11> × 5085025550848897<16> × 48661191868691111041<20>
97: \[{17^{97}-1\over16}\] 389 × 90976939813<11> × 438263590967631109<18> × 65888627940954399173<20> × 13803798418776916198818932565461346902705841274674397535895798620689<68>
98: \[{17^{98}-1\over16}\] 2 × 32 × 491 × 883 × 22796593 × 25646167 × 711954517 × 474969439337<12> × 1094794793219<13> × 1465198716273377<16> × 21174546269742403551077<23> × 4576209702754960230170484653<28>
99: \[{17^{99}-1\over16}\] 19 × 67 × 307 × 3697 × 48907 × 976669 × 1270657 × 7298280793<10> × 53203926799<11> × 2141993519227<13> × 15814892288119<14> × 3534366624825269090846591317571377816092437915221<49>

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