tables > repunit > 22

Base 22 Repunits

Table

Viewing: 0 – 99 next >>

(available: 0-999)

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

0: \[{22^{0}-1\over21}\] 0
1: \[{22^{1}-1\over21}\] 1
2: \[{22^{2}-1\over21}\] 23
3: \[{22^{3}-1\over21}\] 3 × 132
4: \[{22^{4}-1\over21}\] 5 × 23 × 97
5: \[{22^{5}-1\over21}\] 245411
6: \[{22^{6}-1\over21}\] 3 × 132 × 23 × 463
7: \[{22^{7}-1\over21}\] 7 × 16968421
8: \[{22^{8}-1\over21}\] 5 × 23 × 73 × 97 × 3209
9: \[{22^{9}-1\over21}\] 32 × 132 × 127 × 297613
10: \[{22^{10}-1\over21}\] 23 × 224071 × 245411
11: \[{22^{11}-1\over21}\] 67 × 353 × 1176469537
12: \[{22^{12}-1\over21}\] 3 × 5 × 132 × 23 × 97 × 157 × 463 × 1489
13: \[{22^{13}-1\over21}\] 79 × 2003 × 85107437663<11>
14: \[{22^{14}-1\over21}\] 7 × 23 × 29 × 43 × 86969 × 16968421
15: \[{22^{15}-1\over21}\] 3 × 132 × 61 × 245411 × 858794191
16: \[{22^{16}-1\over21}\] 5 × 17 × 23 × 73 × 97 × 3209 × 3227992561
17: \[{22^{17}-1\over21}\] 239 × 74729519 × 176634767651<12>
18: \[{22^{18}-1\over21}\] 32 × 132 × 19 × 23 × 127 × 463 × 297613 × 5966803
19: \[{22^{19}-1\over21}\] 45943 × 341203 × 97404596002423<14>
20: \[{22^{20}-1\over21}\] 52 × 23 × 97 × 181 × 401 × 150901 × 224071 × 245411
21: \[{22^{21}-1\over21}\] 3 × 7 × 132 × 16968421 × 12271836836138419<17>
22: \[{22^{22}-1\over21}\] 23 × 67 × 89 × 353 × 1176469537 × 285451051007<12>
23: \[{22^{23}-1\over21}\] 4463 × 1323064018651<13> × 60575166785239<14>
24: \[{22^{24}-1\over21}\] 3 × 5 × 132 × 23 × 73 × 97 × 157 × 463 × 1489 × 3209 × 191353 × 286777
25: \[{22^{25}-1\over21}\] 245411 × 705429635566498619547944801<27>
26: \[{22^{26}-1\over21}\] 23 × 79 × 2003 × 85107437663<11> × 12296089473177511<17>
27: \[{22^{27}-1\over21}\] 33 × 132 × 109 × 127 × 163 × 433 × 297613 × 2558953 × 24678723493<11>
28: \[{22^{28}-1\over21}\] 5 × 7 × 23 × 29 × 43 × 97 × 4481 × 83273 × 86969 × 16968421 × 34379269
29: \[{22^{29}-1\over21}\] 59 × 88987603 × 120593021 × 64052303668365610463<20>
30: \[{22^{30}-1\over21}\] 3 × 132 × 23 × 31 × 61 × 463 × 224071 × 245411 × 858794191 × 1850478481
31: \[{22^{31}-1\over21}\] 3592159411 × 5464220413673727340561927632817<31>
32: \[{22^{32}-1\over21}\] 5 × 17 × 23 × 73 × 97 × 449 × 3209 × 2310689 × 3227992561 × 2902518892577<13>
33: \[{22^{33}-1\over21}\] 3 × 132 × 67 × 353 × 121758187 × 1176469537 × 5530862298437303257<19>
34: \[{22^{34}-1\over21}\] 23 × 103 × 137 × 239 × 74729519 × 128000923 × 1594728827 × 176634767651<12>
35: \[{22^{35}-1\over21}\] 7 × 245411 × 16968421 × 57036911 × 2765572455580426279379621<25>
36: \[{22^{36}-1\over21}\] 32 × 5 × 132 × 19 × 23 × 37 × 97 × 127 × 157 × 463 × 1489 × 18973 × 297613 × 5966803 × 18311943313<11>
37: \[{22^{37}-1\over21}\] 310727 × 1886989139768881<16> × 3795521911775341204317584693<28>
38: \[{22^{38}-1\over21}\] 23 × 45943 × 341203 × 23967703 × 97404596002423<14> × 58167002655376561<17>
39: \[{22^{39}-1\over21}\] 3 × 133 × 79 × 2003 × 1421317 × 85107437663<11> × 8537828742536325458236531<25>
40: \[{22^{40}-1\over21}\] 52 × 23 × 41 × 73 × 97 × 181 × 401 × 3209 × 150901 × 224071 × 245411 × 305490121 × 240425214401<12>
41: \[{22^{41}-1\over21}\] 1298408911 × 91902256249183<14> × 4368908587718560589674037478227<31>
42: \[{22^{42}-1\over21}\] 3 × 7 × 132 × 23 × 29 × 43 × 463 × 3571 × 86969 × 404671 × 9299179 × 16968421 × 12271836836138419<17>
43: \[{22^{43}-1\over21}\] 173 × 947 × 259799207 × 5928189493969854971555424440437874917187171<43>
44: \[{22^{44}-1\over21}\] 5 × 23 × 67 × 89 × 97 × 353 × 1176469537 × 285451051007<12> × 9617835527609<13> × 73194743542229<14>
45: \[{22^{45}-1\over21}\] 32 × 132 × 61 × 127 × 13591 × 245411 × 297613 × 396091 × 858794191 × 30694259777925236834701<23>
46: \[{22^{46}-1\over21}\] 232 × 47 × 461 × 1381 × 1933 × 4463 × 1323064018651<13> × 60575166785239<14> × 245494445849562491<18>
47: \[{22^{47}-1\over21}\] 24643699 × 40597567 × 10804373165265881<17> × 5468160148358852918908244833639<31>
48: \[{22^{48}-1\over21}\] 3 × 5 × 132 × 17 × 23 × 73 × 97 × 157 × 241 × 463 × 1489 × 3209 × 191353 × 286777 × 940993 × 3227992561 × 13278819202897<14>
49: \[{22^{49}-1\over21}\] 72 × 51647 × 737353 × 16968421 × 1545133367 × 1987506739 × 294211349582600267301405853<27>
50: \[{22^{50}-1\over21}\] 23 × 101 × 154001 × 224071 × 245411 × 727351 × 62354037124651<14> × 705429635566498619547944801<27>
51: \[{22^{51}-1\over21}\] 3 × 132 × 239 × 613 × 74729519 × 176634767651<12> × 29084130008763268099<20> × 485564174838252486973<21>
52: \[{22^{52}-1\over21}\] 5 × 23 × 53 × 79 × 97 × 2003 × 498733 × 85107437663<11> × 2468996151857<13> × 2526873929581<13> × 12296089473177511<17>
53: \[{22^{53}-1\over21}\] 8432873783478996906159449<25> × 794707274884890838322656596210406344305917819<45>
54: \[{22^{54}-1\over21}\] 33 × 132 × 19 × 23 × 109 × 127 × 163 × 433 × 463 × 3187 × 144667 × 297613 × 1066231 × 2558953 × 5966803 × 2964868327 × 24678723493<11>
55: \[{22^{55}-1\over21}\] 67 × 331 × 353 × 118361 × 245411 × 1176469537 × 12124596978055103279634838475418155930577319721<47>
56: \[{22^{56}-1\over21}\] 5 × 7 × 23 × 29 × 43 × 73 × 97 × 113 × 3209 × 4481 × 83273 × 86969 × 3096409 × 16968421 × 34379269 × 472286706064064294087273<24>
57: \[{22^{57}-1\over21}\] 3 × 132 × 2281 × 30097 × 45943 × 200983 × 341203 × 734186407417<12> × 97404596002423<14> × 200188789766890632521557<24>
58: \[{22^{58}-1\over21}\] 23 × 59 × 428041 × 88987603 × 120593021 × 2283673499 × 15141642169<11> × 2501713355621<13> × 64052303668365610463<20>
59: \[{22^{59}-1\over21}\] 2288129166742313<16> × 332076648067531277428380418301349195312522623622779384422542859<63>
60: \[{22^{60}-1\over21}\] 3 × 52 × 132 × 23 × 31 × 61 × 97 × 157 × 181 × 401 × 463 × 1489 × 150901 × 224071 × 245411 × 468241 × 858794191 × 1850478481 × 6444508898190421<16>
61: \[{22^{61}-1\over21}\] 733 × 188369 × 13531997 × 1078645984686904783<19> × 182477786660053773085442131722484638881547011413<48>
62: \[{22^{62}-1\over21}\] 23 × 373 × 3592159411 × 24368768938283491<17> × 1971663731022770459161<22> × 5464220413673727340561927632817<31>
63: \[{22^{63}-1\over21}\] 32 × 7 × 132 × 127 × 65899 × 297613 × 16968421 × 274392421115023<15> × 12271836836138419<17> × 117469409367089501611451181397<30>
64: \[{22^{64}-1\over21}\] 5 × 17 × 23 × 73 × 97 × 257 × 449 × 3209 × 2310689 × 3227992561 × 2902518892577<13> × 29571562823949828673<20> × 1193214125190655970497<22>
65: \[{22^{65}-1\over21}\] 79 × 521 × 2003 × 245411 × 330331 × 85107437663<11> × 37987538607331<14> × 3198633375097421<16> × 1246501206961265681019957871<28>
66: \[{22^{66}-1\over21}\] 3 × 132 × 23 × 67 × 89 × 353 × 463 × 9967 × 121758187 × 1176469537 × 285451051007<12> × 5530862298437303257<19> × 73986678146786983022017<23>
67: \[{22^{67}-1\over21}\] 1609 × 3159310638577<13> × 149975938430081<15> × 772984350552229340405744597<27> × 70755410793125394866207615998447<32>
68: \[{22^{68}-1\over21}\] 5 × 23 × 97 × 103 × 137 × 239 × 108461 × 74729519 × 128000923 × 1594728827 × 176634767651<12> × 83436447569696846137157887090522121537<38>
69: \[{22^{69}-1\over21}\] 3 × 132 × 4463 × 1323064018651<13> × 60575166785239<14> × 111284674149221479321933039375712865638979268198676574953779<60>
70: \[{22^{70}-1\over21}\] 7 × 23 × 29 × 43 × 71 × 86969 × 224071 × 245411 × 882701 × 16968421 × 57036911 × 108635136821<12> × 25375062902561<14> × 2765572455580426279379621<25>
71: \[{22^{71}-1\over21}\] 853 × 1333807 × 22769098493537073593<20> × 377053680512007141568376667202052487341211277952201406148840465729<66>
72: \[{22^{72}-1\over21}\] 32 × 5 × 132 × 19 × 23 × 37 × 73 × 97 × 127 × 157 × 463 × 1489 × 2161 × 3209 × 18973 × 191353 × 286777 × 297613 × 5966803 × 514642753 × 18311943313<11> × 148587991152333066577<21>
73: \[{22^{73}-1\over21}\] 293 × 1585760683434492728054623403870583591611<40> × 10174923178868967884983015175295518086105255580386628197<56>
74: \[{22^{74}-1\over21}\] 23 × 149 × 2221 × 48397 × 310727 × 1886989139768881<16> × 9748223441962188353<19> × 13014653514302412979<20> × 3795521911775341204317584693<28>
75: \[{22^{75}-1\over21}\] 3 × 132 × 61 × 151 × 245411 × 452701 × 210499351 × 858794191 × 503676620401<12> × 6474393278401<13> × 10605157372501<14> × 705429635566498619547944801<27>
76: \[{22^{76}-1\over21}\] 5 × 23 × 97 × 229 × 4789 × 45943 × 341203 × 23967703 × 97404596002423<14> × 654963203993173<15> × 58167002655376561<17> × 2951364922875749801318096593<28>
77: \[{22^{77}-1\over21}\] 7 × 67 × 353 × 16968421 × 61303243 × 1176469537 × 6294765596659<13> × 868349285220418699859316590919190638269067911418676413837787<60>
78: \[{22^{78}-1\over21}\] 3 × 133 × 23 × 79 × 463 × 2003 × 1283881 × 1421317 × 21821513533<11> × 85107437663<11> × 6165936796469347<16> × 12296089473177511<17> × 8537828742536325458236531<25>
79: \[{22^{79}-1\over21}\] 536009503964613991286957683005287140685493324523698332668846831791767500295593367113600925667991227216067<105>
80: \[{22^{80}-1\over21}\] 52 × 17 × 23 × 41 × 73 × 97 × 181 × 401 × 3209 × 150901 × 224071 × 245411 × 305490121 × 3227992561 × 240425214401<12> × 117040234821177281<18> × 77480176584773759239954241<26>
81: \[{22^{81}-1\over21}\] 34 × 132 × 109 × 127 × 163 × 433 × 297613 × 2558953 × 5499494353<10> × 24678723493<11> × 59780311093<11> × 3139225969774205123643416380334201526882277541645359<52>
82: \[{22^{82}-1\over21}\] 23 × 83 × 1298408911 × 183594641609<12> × 91902256249183<14> × 4368908587718560589674037478227<31> × 31236616349405598842487992724899573007733<41>
83: \[{22^{83}-1\over21}\] 167 × 4265375977 × 317071557863727460379<21> × 207261370941530694105151<24> × 2682339659054597999251067065468909966475494424622654137<55>
84: \[{22^{84}-1\over21}\] 3 × 5 × 7 × 132 × 23 × 29 × 43 × 97 × 157 × 463 × 1489 × 3529 × 3571 × 4481 × 83273 × 86969 × 404671 × 9299179 × 16968421 × 34379269 × 1267338829 × 12271836836138419<17> × 37025106244928012401<20>
85: \[{22^{85}-1\over21}\] 239 × 245411 × 4363561 × 74729519 × 176634767651<12> × 17989008180100667691087044555772784535535736604655195356475970322558365768588051<80>
86: \[{22^{86}-1\over21}\] 23 × 173 × 947 × 259799207 × 5928189493969854971555424440437874917187171<43> × 230381413915882509131006643270338220142016774517632612263<57>
87: \[{22^{87}-1\over21}\] 3 × 132 × 59 × 88987603 × 120593021 × 64052303668365610463<20> × 60536291009092703182715791630441<32> × 23631523424003997231317417084891139384426811<44>
88: \[{22^{88}-1\over21}\] 5 × 23 × 67 × 73 × 89 × 97 × 353 × 881 × 3209 × 3697 × 11617 × 486817 × 465308273 × 1176469537 × 2598415601 × 285451051007<12> × 9617835527609<13> × 73194743542229<14> × 22344513618134504369<20>
89: \[{22^{89}-1\over21}\] 179 × 2137 × 4273 × 15338922318626702817971349667<29> × 567824339553055499078449689237387185186257286551690947477369394576296193830962947<81>
90: \[{22^{90}-1\over21}\] 32 × 132 × 19 × 23 × 31 × 61 × 127 × 463 × 631 × 13591 × 19801 × 224071 × 245411 × 297613 × 396091 × 2581921 × 5966803 × 858794191 × 1850478481 × 5123015754307222951<19> × 30694259777925236834701<23>
91: \[{22^{91}-1\over21}\] 7 × 79 × 2003 × 16968421 × 5617662779<10> × 85107437663<11> × 399038729570101851770821842995700631<36> × 1921581985509898771770887927247768403190704175924759<52>
92: \[{22^{92}-1\over21}\] 5 × 232 × 47 × 97 × 461 × 1013 × 1381 × 1933 × 4463 × 1323064018651<13> × 52961256859009<14> × 60575166785239<14> × 245494445849562491<18> × 913037865796506522713<21> × 2374898546350534746433<22>
93: \[{22^{93}-1\over21}\] 3 × 132 × 3592159411 × 5464220413673727340561927632817<31> × 335118382865604875193283790839361313490894864399683961900756600088302048239870259<81>
94: \[{22^{94}-1\over21}\] 23 × 195709 × 24643699 × 40597567 × 85735897693<11> × 10804373165265881<17> × 5468160148358852918908244833639<31> × 3216360095420440000647920981755917426620881039<46>
95: \[{22^{95}-1\over21}\] 45943 × 245411 × 341203 × 50218172111<11> × 97404596002423<14> × 9624357919068403555091512367414261<34> × 8912448863225548229728954117986445590222909587221201<52>
96: \[{22^{96}-1\over21}\] 3 × 5 × 132 × 17 × 23 × 73 × 97 × 157 × 241 × 449 × 463 × 1489 × 3209 × 174337 × 191353 × 286777 × 940993 × 2310689 × 3227992561 × 2902518892577<13> × 13278819202897<14> × 52015912064756497188930334189150885633<38>
97: \[{22^{97}-1\over21}\] 31790035689729138497759<23> × 24574785145562161268612633946857000537795161196332530280482299809359831604354977876365777043959148426760349<107>
98: \[{22^{98}-1\over21}\] 72 × 23 × 29 × 43 × 197 × 51647 × 86969 × 737353 × 16968421 × 1545133367 × 1987506739 × 58402513986319469<17> × 294211349582600267301405853<27> × 20934125628717874030514639631784975009<38>
99: \[{22^{99}-1\over21}\] 32 × 132 × 67 × 127 × 353 × 297613 × 121758187 × 443115289 × 1176469537 × 29217739123<11> × 1859337702393290857<19> × 5530862298437303257<19> × 14581373792385915415722541934840427059661811<44>

Index range: 0 – 99 next >>