tables > repunit > 24

Base 24 Repunits

Table

Viewing: 0 – 99 next >>

(available: 0-999)

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

0: \[{24^{0}-1\over23}\] 0
1: \[{24^{1}-1\over23}\] 1
2: \[{24^{2}-1\over23}\] 52
3: \[{24^{3}-1\over23}\] 601
4: \[{24^{4}-1\over23}\] 52 × 577
5: \[{24^{5}-1\over23}\] 346201
6: \[{24^{6}-1\over23}\] 52 × 7 × 79 × 601
7: \[{24^{7}-1\over23}\] 29 × 239 × 28771
8: \[{24^{8}-1\over23}\] 52 × 577 × 331777
9: \[{24^{9}-1\over23}\] 19 × 601 × 2017 × 4987
10: \[{24^{10}-1\over23}\] 53 × 11 × 5791 × 346201
11: \[{24^{11}-1\over23}\] 67 × 7349 × 134367047
12: \[{24^{12}-1\over23}\] 52 × 7 × 13 × 73 × 79 × 349 × 577 × 601
13: \[{24^{13}-1\over23}\] 53 × 6553 × 15913 × 6895253
14: \[{24^{14}-1\over23}\] 52 × 29 × 239 × 28771 × 183458857
15: \[{24^{15}-1\over23}\] 241 × 601 × 17881 × 24481 × 346201
16: \[{24^{16}-1\over23}\] 52 × 17 × 577 × 2801 × 331777 × 2311681
17: \[{24^{17}-1\over23}\] 307 × 120574031 × 341563234253<12>
18: \[{24^{18}-1\over23}\] 52 × 7 × 19 × 79 × 127 × 199 × 601 × 2017 × 4987 × 7561
19: \[{24^{19}-1\over23}\] 7282588256957615350925401<25>
20: \[{24^{20}-1\over23}\] 53 × 11 × 61 × 577 × 5791 × 346201 × 1801385941
21: \[{24^{21}-1\over23}\] 29 × 43 × 239 × 601 × 28771 × 10426753 × 78066619
22: \[{24^{22}-1\over23}\] 52 × 67 × 7349 × 134367047 × 60867245726761<14>
23: \[{24^{23}-1\over23}\] 23 × 47 × 124799 × 304751 × 58769065453824529<17>
24: \[{24^{24}-1\over23}\] 52 × 7 × 13 × 73 × 79 × 97 × 349 × 577 × 601 × 331777 × 1134793633
25: \[{24^{25}-1\over23}\] 101 × 346201 × 1661037601 × 23962054482148301<17>
26: \[{24^{26}-1\over23}\] 52 × 53 × 131 × 6553 × 15913 × 33203 × 76831 × 104911 × 6895253
27: \[{24^{27}-1\over23}\] 19 × 379 × 601 × 2017 × 2377 × 4987 × 2400571 × 3227151869857<13>
28: \[{24^{28}-1\over23}\] 52 × 29 × 239 × 577 × 28771 × 97238233 × 183458857 × 374925097
29: \[{24^{29}-1\over23}\] 1973 × 10151 × 1130131 × 20400155254263793825825777<26>
30: \[{24^{30}-1\over23}\] 53 × 7 × 11 × 31 × 79 × 241 × 601 × 3391 × 5791 × 17881 × 24481 × 346201 × 1090681
31: \[{24^{31}-1\over23}\] 311 × 1613 × 9859 × 35279 × 39619 × 4045774723 × 9509803897151<13>
32: \[{24^{32}-1\over23}\] 52 × 17 × 193 × 577 × 2801 × 331777 × 349409 × 2311681 × 2356609 × 76243169
33: \[{24^{33}-1\over23}\] 67 × 601 × 7349 × 134367047 × 690674662129<12> × 5578267309582969<16>
34: \[{24^{34}-1\over23}\] 52 × 103 × 307 × 10133 × 120574031 × 341563234253<12> × 11144891198810483<17>
35: \[{24^{35}-1\over23}\] 29 × 71 × 239 × 28771 × 346201 × 1892603411161<13> × 9511926434738061671<19>
36: \[{24^{36}-1\over23}\] 52 × 7 × 13 × 19 × 37 × 73 × 79 × 127 × 199 × 349 × 577 × 601 × 2017 × 4987 × 7561 × 5273677 × 187162849
37: \[{24^{37}-1\over23}\] 3701 × 48844975391<11> × 281157146581942701610362334290780811<36>
38: \[{24^{38}-1\over23}\] 52 × 6699981196401006122851369<25> × 7282588256957615350925401<25>
39: \[{24^{39}-1\over23}\] 53 × 601 × 6553 × 15913 × 39313 × 6895253 × 32514840364362910380085762777<29>
40: \[{24^{40}-1\over23}\] 53 × 11 × 41 × 61 × 577 × 5791 × 331777 × 346201 × 119179481 × 1801385941 × 2479666140481<13>
41: \[{24^{41}-1\over23}\] 2789 × 40462534363<11> × 5079389540237737<16> × 29418461615149475645830439<26>
42: \[{24^{42}-1\over23}\] 52 × 72 × 29 × 43 × 79 × 239 × 601 × 1009 × 12433 × 28771 × 10426753 × 78066619 × 183458857 × 433178719
43: \[{24^{43}-1\over23}\] 431 × 59083 × 22609057 × 16870707652033108598339890972668587815895141<44>
44: \[{24^{44}-1\over23}\] 52 × 67 × 577 × 1321 × 7349 × 11617 × 134367047 × 60867245726761<14> × 261501808988233731193<21>
45: \[{24^{45}-1\over23}\] 19 × 241 × 601 × 2017 × 4987 × 17881 × 24481 × 346201 × 1333639297121560770726162830707201<34>
46: \[{24^{46}-1\over23}\] 52 × 23 × 47 × 98809 × 124799 × 304751 × 58769065453824529<17> × 22496867303759173834520497<26>
47: \[{24^{47}-1\over23}\] 14759 × 497261 × 439095708625447409048035755792911574463954575182611099<54>
48: \[{24^{48}-1\over23}\] 52 × 7 × 13 × 17 × 73 × 79 × 97 × 349 × 577 × 601 × 2801 × 33409 × 331777 × 2311681 × 13308961 × 1134793633 × 27250359649<11>
49: \[{24^{49}-1\over23}\] 29 × 197 × 239 × 28771 × 125931208613032365313<21> × 375208401495468589864079420661814541<36>
50: \[{24^{50}-1\over23}\] 54 × 11 × 101 × 151 × 5791 × 7951 × 86501 × 346201 × 46739551 × 165634351 × 1661037601 × 23962054482148301<17>
51: \[{24^{51}-1\over23}\] 307 × 601 × 1531 × 2347 × 120574031 × 6166060753<10> × 341563234253<12> × 6350554777870593623521962481<28>
52: \[{24^{52}-1\over23}\] 52 × 53 × 131 × 577 × 6553 × 15913 × 20749 × 33203 × 76831 × 104911 × 6895253 × 30030953107741<14> × 2136732643031689<16>
53: \[{24^{53}-1\over23}\] 615840114784814774501200690134862345946783236130283731411280186824640601<72>
54: \[{24^{54}-1\over23}\] 52 × 7 × 19 × 79 × 127 × 199 × 379 × 601 × 2017 × 2377 × 4987 × 7561 × 2400571 × 3227151869857<13> × 6979147079581739570429953<25>
55: \[{24^{55}-1\over23}\] 67 × 7349 × 346201 × 434501 × 134367047 × 340245936911<12> × 105562680440614871<18> × 992366694093342427421<21>
56: \[{24^{56}-1\over23}\] 52 × 29 × 239 × 577 × 28771 × 331777 × 8006209 × 97238233 × 183458857 × 374925097 × 166587177136355398930519489<27>
57: \[{24^{57}-1\over23}\] 457 × 601 × 4219 × 112950414769<12> × 7282588256957615350925401<25> × 214357734059471372201905235580163<33>
58: \[{24^{58}-1\over23}\] 52 × 59 × 1451 × 1973 × 10151 × 1130131 × 20400155254263793825825777<26> × 4962112164098034915094087263545281<34>
59: \[{24^{59}-1\over23}\] 3156383 × 40322995067713<14> × 20058520782729629621<20> × 46099269535984502131186978763710590316939<41>
60: \[{24^{60}-1\over23}\] 53 × 7 × 11 × 13 × 31 × 61 × 73 × 79 × 241 × 349 × 577 × 601 × 3391 × 5791 × 17881 × 24481 × 182701 × 346201 × 366001 × 1090681 × 1801385941 × 181513946101<12>
61: \[{24^{61}-1\over23}\] 15739 × 1416951311 × 1858425216920537117<19> × 3111460356271636883680109<25> × 525673983970378861903974173<27>
62: \[{24^{62}-1\over23}\] 52 × 311 × 1613 × 9859 × 35279 × 39619 × 4045774723 × 9509803897151<13> × 9289629982951807<16> × 26339654168858637248912983<26>
63: \[{24^{63}-1\over23}\] 19 × 29 × 43 × 239 × 601 × 2017 × 4987 × 28771 × 2585521 × 10426753 × 78066619 × 7851475297<10> × 2399241397782331932329946324825073<34>
64: \[{24^{64}-1\over23}\] 52 × 17 × 193 × 449 × 577 × 2801 × 331777 × 349409 × 2311681 × 2356609 × 76243169 × 12234999233<11> × 1377485825682881<16> × 19400919276088001<17>
65: \[{24^{65}-1\over23}\] 53 × 6553 × 15913 × 346201 × 6895253 × 1679822951 × 1014828698916536781956410701642308245457738081438127323951<58>
66: \[{24^{66}-1\over23}\] 52 × 7 × 67 × 79 × 601 × 991 × 7349 × 9241 × 126127 × 134367047 × 690674662129<12> × 60867245726761<14> × 3625112557571473<16> × 5578267309582969<16>
67: \[{24^{67}-1\over23}\] 269 × 96677174494301<14> × 498137376899788936494633323069245798251857680706400197984743090779833063329<75>
68: \[{24^{68}-1\over23}\] 52 × 103 × 307 × 577 × 613 × 10133 × 391273 × 120574031 × 7409898733<10> × 341563234253<12> × 11144891198810483<17> × 82461983623864028836220953<26>
69: \[{24^{69}-1\over23}\] 23 × 47 × 139 × 601 × 124799 × 304751 × 502514966805721<15> × 58769065453824529<17> × 73566288379664051729120013842941625240756179<44>
70: \[{24^{70}-1\over23}\] 53 × 11 × 29 × 71 × 239 × 5791 × 28771 × 346201 × 183458857 × 1892603411161<13> × 9511926434738061671<19> × 1389307926104143220565076487602201<34>
71: \[{24^{71}-1\over23}\] 4298038738591350241903359894361937263902417766066948735111854394786520954312466554848504069671001<97>
72: \[{24^{72}-1\over23}\] 52 × 7 × 13 × 19 × 37 × 73 × 79 × 97 × 127 × 199 × 349 × 577 × 601 × 2017 × 4987 × 7561 × 114769 × 331777 × 5273677 × 187162849 × 1134793633 × 11621045551065915778030078129<29>
73: \[{24^{73}-1\over23}\] 293 × 3359 × 70373 × 478589 × 74687239330098193808085366703473619466716619782181773280075837874598560720293680459<83>
74: \[{24^{74}-1\over23}\] 52 × 149 × 3701 × 724609 × 48844975391<11> × 3487604250233977<16> × 124182026895295607830445741<27> × 281157146581942701610362334290780811<36>
75: \[{24^{75}-1\over23}\] 101 × 241 × 601 × 14401 × 17881 × 24481 × 33601 × 36451 × 44851 × 346201 × 1661037601 × 23962054482148301<17> × 20427874594207083889265032501976200201<38>
76: \[{24^{76}-1\over23}\] 52 × 577 × 292753 × 22036657 × 6699981196401006122851369<25> × 7282588256957615350925401<25> × 7537100491710250421714794663358628481<37>
77: \[{24^{77}-1\over23}\] 29 × 67 × 239 × 7349 × 28771 × 136753 × 134367047 × 381000640372162273<18> × 3103766366465410644478943<25> × 384981186312760745799170885663528903<36>
78: \[{24^{78}-1\over23}\] 52 × 7 × 53 × 79 × 131 × 601 × 6553 × 15913 × 33203 × 39313 × 76831 × 104911 × 6895253 × 304977817 × 4555110342458729162458753<25> × 32514840364362910380085762777<29>
79: \[{24^{79}-1\over23}\] 317 × 442243 × 19180727 × 413846919804499727099665581797563<33> × 425143201197125112514340954502571913029558915440342793784971<60>
80: \[{24^{80}-1\over23}\] 53 × 11 × 17 × 41 × 61 × 577 × 2801 × 5791 × 331777 × 346201 × 1252721 × 2311681 × 119179481 × 1801385941 × 2479666140481<13> × 117193999831752414892669284292544955281<39>
81: \[{24^{81}-1\over23}\] 19 × 163 × 379 × 601 × 2017 × 2377 × 4987 × 2400571 × 3227151869857<13> × 323640485558628743847259<24> × 6444015909193404598468770866468505820639936987153<49>
82: \[{24^{82}-1\over23}\] 52 × 83 × 2789 × 40462534363<11> × 5079389540237737<16> × 29418461615149475645830439<26> × 186914420721724229289011478834517107267820280958980627<54>
83: \[{24^{83}-1\over23}\] 167 × 499 × 18427 × 2006111 × 94524883 × 539054239125396802031985497580143892036100129167055134538334835029672415041174212547612347<90>
84: \[{24^{84}-1\over23}\] 52 × 72 × 13 × 29 × 43 × 73 × 79 × 239 × 349 × 577 × 601 × 1009 × 12433 × 28771 × 10426753 × 78066619 × 97238233 × 183458857 × 374925097 × 433178719 × 22165394411334301<17> × 60276449792262901<17>
85: \[{24^{85}-1\over23}\] 307 × 2381 × 53381 × 346201 × 120574031 × 341563234253<12> × 34543383674351<14> × 4705462289480379685171<22> × 999822357798706334862600441903291362261868221<45>
86: \[{24^{86}-1\over23}\] 52 × 173 × 431 × 3011 × 20641 × 59083 × 22609057 × 16870707652033108598339890972668587815895141<44> × 831104803596232295006163713627588347048485714991<48>
87: \[{24^{87}-1\over23}\] 523 × 601 × 1973 × 10151 × 1130131 × 2054968537 × 2314958633630081906377<22> × 20400155254263793825825777<26> × 75427106277010022103137632342098693809775163<44>
88: \[{24^{88}-1\over23}\] 52 × 67 × 89 × 577 × 1321 × 5897 × 7349 × 11617 × 168433 × 331777 × 134367047 × 10720347881<11> × 60867245726761<14> × 261501808988233731193<21> × 17052621883550606150941166721970889<35>
89: \[{24^{89}-1\over23}\] 14921174492669807<17> × 261755490695291198774120959505377<33> × 7680223646014782523327724082549879158173509851561123390981074761946148759<73>
90: \[{24^{90}-1\over23}\] 53 × 7 × 11 × 19 × 31 × 79 × 127 × 199 × 241 × 271 × 601 × 2017 × 3391 × 4987 × 5791 × 7561 × 17881 × 24481 × 346201 × 1090681 × 610250671 × 8065358187339042048961<22> × 1333639297121560770726162830707201<34>
91: \[{24^{91}-1\over23}\] 29 × 53 × 239 × 547 × 6553 × 15913 × 28771 × 81173 × 6895253 × 240319171 × 2427296327 × 23045040383<11> × 8576886453409<13> × 15342966686333527854523<23> × 28946721465732077821582026623<29>
92: \[{24^{92}-1\over23}\] 52 × 23 × 47 × 577 × 98809 × 124799 × 304751 × 57162680989<11> × 58769065453824529<17> × 22496867303759173834520497<26> × 93632952077568910761256947741097303472439618798709<50>
93: \[{24^{93}-1\over23}\] 311 × 601 × 1489 × 1613 × 9859 × 35279 × 39619 × 137827 × 4045774723 × 9509803897151<13> × 14757569352866497<17> × 20557896738699941673251578375696808889598288000696118481811<59>
94: \[{24^{94}-1\over23}\] 52 × 659 × 14759 × 22091 × 497261 × 48198971 × 202112597 × 12844652726099<14> × 1627548898476976781051146901<28> × 439095708625447409048035755792911574463954575182611099<54>
95: \[{24^{95}-1\over23}\] 191 × 346201 × 204956205349305191<18> × 7282588256957615350925401<25> × 296965367177701495117200406242831243551<39> × 195580615838923864045830530614035045563471<42>
96: \[{24^{96}-1\over23}\] 52 × 7 × 13 × 17 × 73 × 79 × 97 × 193 × 349 × 577 × 601 × 2801 × 33409 × 331777 × 349409 × 436417 × 2311681 × 2356609 × 13308961 × 76243169 × 1134793633 × 13240554433<11> × 27250359649<11> × 1216141647361<13> × 20891409541764481<17>
97: \[{24^{97}-1\over23}\] 4541347 × 69291447660895432806381824641<29> × 735188076230554847645434565498487568795271<42> × 14272492819814913908781831125492714389203720691217738453<56>
98: \[{24^{98}-1\over23}\] 52 × 29 × 197 × 239 × 28771 × 183458857 × 41006447819<11> × 5010044015761<13> × 125931208613032365313<21> × 45308372275701011755728207408361523<35> × 375208401495468589864079420661814541<36>
99: \[{24^{99}-1\over23}\] 19 × 67 × 601 × 2017 × 4987 × 7349 × 3547963 × 15808321 × 134367047 × 163369391329<12> × 690674662129<12> × 5578267309582969<16> × 7089368748337829643503933079731374572111937978669047782803<58>

Index range: 0 – 99 next >>