Φ196501(10) = 1111111111...
<196501> = 30654157 × 31440161 × 34288607055841
<14> × [
3362277150...<196472>]
(0.01%)
Φ196502(10) = 9090909090...
<98250> = 35483867415281
<14> × [
2561983727...<98237>]
(0.01%)
Φ196503(10) = 1109999999...
<123265> = 378071773 × 8515654009
<10> × [
3447709909...<123246>]
(0.02%)
Φ196504(10) = 9999999999...
<73920> = 1768537 × [
5654391171...<73914>]
(0.01%)
Φ196505(10) = 9000090000...
<157200> = [
9000090000...<157200>]
(0.00%)
Φ196506(10) = 1000000000...
<65449> = [
1000000000...<65449>]
(0.00%)
Φ196507(10) = 1111111111...
<185473> = 6681239 × 334004519957
<12> × [
4979068934...<185454>]
(0.01%)
Φ196508(10) = 1009999999...
<90673> = [
1009999999...<90673>]
(0.00%)
Φ196509(10) = 1109999999...
<126721> = [
1109999999...<126721>]
(0.00%)
Φ196510(10) = 9091000000...
<76608> = [
9091000000...<76608>]
(0.00%)
Φ196511(10) = 1111110999...
<165529> = 1205005453
<10> × [
9220796447...<165519>]
(0.01%)
Φ196512(10) = 9999999999...
<61952> = 4440711951457
<13> × [
2251891162...<61940>]
(0.02%)
Φ196513(10) = 9000000000...
<191680> = 175903109587
<12> × 21633716069533
<14> × [
2365036605...<191656>]
(0.01%)
Φ196514(10) = 9090909090...
<98256> = [
9090909090...<98256>]
(0.00%)
Φ196515(10) = 9990000009...
<95040> = [
9990000009...<95040>]
(0.00%)
Φ196516(10) = 1009999999...
<96769> = [
1009999999...<96769>]
(0.00%)
Φ196517(10) = 9000000000...
<186156> = 13816717237
<11> × 32617920744517
<14> × 82134159881597
<14> × [
2431406354...<186119>]
(0.02%)
Φ196518(10) = 9100000909...
<56136> = [
9100000909...<56136>]
(0.00%)
Φ196519(10) = 1111111111...
<196519> = [
1111111111...<196519>]
(0.00%)
Φ196520(10) = 1000000000...
<73985> = 18167880961
<11> × [
5504219243...<73974>]
(0.01%)
Φ196521(10) = 1109999999...
<120913> = 7860841 × 8452242829603
<13> × [
1670636636...<120893>]
(0.02%)
Φ196522(10) = 1099999999...
<97153> = [
1099999999...<97153>]
(0.00%)
Φ196523(10) = 1111111111...
<196523> = [
1111111111...<196523>]
(0.00%)
Φ196524(10) = 9999990000...
<63648> = 7040328837481
<13> × [
1420386778...<63636>]
(0.02%)
Φ196525(10) = 1000010000...
<134641> = 70749001 × 163508801 × 975531014671151
<15> × [
8861389288...<134609>]
(0.02%)
Φ196526(10) = 1099999999...
<89321> = 589579 × 144839663 × [
1288140317...<89307>]
(0.02%)
Φ196527(10) = 1109999999...
<129601> = [
1109999999...<129601>]
(0.00%)
Φ196528(10) = 1000000009...
<96321> = [
1000000009...<96321>]
(0.00%)
Φ196529(10) = 9000000000...
<193140> = 417955190678357
<15> × [
2153340884...<193126>]
(0.01%)
Φ196530(10) = 9100090999...
<52400> = 7861201 × 1917723428011
<13> × [
6036300623...<52381>]
(0.04%)
Φ196531(10) = 9000000000...
<195064> = [
9000000000...<195064>]
(0.00%)
Φ196532(10) = 1009999999...
<84217> = 17491349 × 26531821 × [
2176361376...<84202>]
(0.02%)
Φ196533(10) = 1000000001...
<126001> = 1901260243
<10> × [
5259669236...<125991>]
(0.01%)
Φ196534(10) = 1099999999...
<90697> = [
1099999999...<90697>]
(0.00%)
Φ196535(10) = 1111099999...
<150305> = 3537631 × 13550995485481
<14> × [
2317765083...<150285>]
(0.01%)
Φ196536(10) = 9999000100...
<61920> = 267439844617921
<15> × [
3738784740...<61906>]
(0.02%)
Φ196537(10) = 1111111111...
<168001> = [
1111111111...<168001>]
(0.00%)
Φ196538(10) = 9090909090...
<98268> = 29586633983
<11> × [
3072640536...<98258>]
(0.01%)
Φ196539(10) = 1000000000...
<111721> = [
1000000000...<111721>]
(0.00%)
Φ196540L(10) = 3541000000...
<37920> = 420535179869741
<15> × [
8420223014...<37905>]
(0.04%)
Φ196540M(10) = 2796099999...
<37921> = 196541 × 29691131258096741
<17> × [
4791514350...<37899>]
(0.06%)
Φ196541(10) = 1111111111...
<196541> = 393083 × [
2826657757...<196535>]
(0.00%)
Φ196542(10) = 9990010000...
<64080> = [
9990010000...<64080>]
(0.00%)
Φ196543(10) = 1111111111...
<196543> = 786173 × 81368803 × [
1736926490...<196529>]
(0.01%)
Φ196544(10) = 1000000000...
<94465> = [
1000000000...<94465>]
(0.00%)
Φ196545(10) = 1109988900...
<104817> = 425716471 × 191202818454751
<15> × [
1363653064...<104794>]
(0.02%)
Φ196546(10) = 9090910000...
<82800> = 114389773 × [
7947310114...<82792>]
(0.01%)
Φ196547(10) = 9999999999...
<181272> = 30661333 × 329412773 × [
9900760002...<181256>]
(0.01%)
Φ196548(10) = 9901000000...
<59520> = 192269795700181
<15> × [
5149534779...<59506>]
(0.02%)
Φ196549(10) = 1111111111...
<196549> = 1484731147
<10> × [
7483584575...<196539>]
(0.00%)
Φ196550(10) = 1000009999...
<78601> = [
1000009999...<78601>]
(0.00%)
Φ196551(10) = 9990000009...
<131028> = 105240481237
<12> × [
9492544971...<131017>]
(0.01%)
Φ196552(10) = 1000099999...
<96721> = [
1000099999...<96721>]
(0.00%)
Φ196553(10) = 1111110999...
<164305> = [
1111110999...<164305>]
(0.00%)
Φ196554(10) = 1098901098...
<58881> = 15331213 × 150150970518331
<15> × [
4773687073...<58859>]
(0.04%)
Φ196555(10) = 1111099999...
<148897> = 4470446921
<10> × 914419318061071
<15> × [
2718046062...<148872>]
(0.02%)
Φ196556(10) = 9900990099...
<98276> = 121127599288416512641
<21> × [
8174016621...<98256>]
(0.02%)
Φ196557(10) = 9009009009...
<131036> = 3538027 × 266412571573
<12> × 5508688398757
<13> × 105466225859551
<15> × [
1645127460...<130992>]
(0.03%)
Φ196558(10) = 1099999999...
<93985> = 228911740654211
<15> × [
4805345487...<93970>]
(0.02%)
Φ196559(10) = 1111111111...
<175961> = 367172213 × [
3026130714...<175952>]
(0.00%)
Φ196560(10) = 1000000000...
<41473> = 3144961 × [
3179689668...<41466>]
(0.02%)
Φ196561(10) = 1111111111...
<196561> = 7862441 × 178870511 × [
7900623084...<196545>]
(0.01%)
Φ196562(10) = 1099999999...
<94865> = [
1099999999...<94865>]
(0.00%)
Φ196563(10) = 9009009009...
<131040> = 1965631 × 308997037 × [
1483271709...<131026>]
(0.01%)
Φ196564(10) = 1009999999...
<97345> = 1965641 × 34791829 × [
1476861983...<97331>]
(0.01%)
Φ196565(10) = 9000090000...
<157248> = 275191001 × [
3270488485...<157240>]
(0.01%)
Φ196566(10) = 1000000000...
<65161> = [
1000000000...<65161>]
(0.00%)
Φ196567(10) = 9000000900...
<168480> = 21229237 × [
4239436820...<168473>]
(0.00%)
Φ196568(10) = 9999000099...
<98280> = [
9999000099...<98280>]
(0.00%)
Φ196569(10) = 9990000009...
<131040> = 477662671 × [
2091434105...<131032>]
(0.01%)
Φ196570(10) = 9091000000...
<71440> = 7862801 × 198724565438851
<15> × [
5818121917...<71419>]
(0.03%)
Φ196571(10) = 1111111111...
<178561> = [
1111111111...<178561>]
(0.00%)
Φ196572(10) = 1009998990...
<65521> = 7995566101
<10> × [
1263198849...<65511>]
(0.02%)
Φ196573(10) = 9000000000...
<181440> = 5623167239
<10> × [
1600521488...<181431>]
(0.01%)
Φ196574(10) = 9090910000...
<79704> = 1769167 × 13162595041
<11> × [
3903884932...<79688>]
(0.02%)
Φ196575(10) = 1000010000...
<104801> = 1993849609951
<13> × [
5015473559...<104788>]
(0.01%)
Φ196576(10) = 9999999999...
<98272> = 17731722911489
<14> × [
5639609895...<98259>]
(0.01%)
Φ196577(10) = 9000000000...
<192816> = 53075791 × 7988889281
<10> × [
2122558320...<192799>]
(0.01%)
Φ196578(10) = 9990010000...
<64152> = 196579 × [
5081931437...<64147>]
(0.01%)
Φ196579(10) = 1111111111...
<196579> = 1197930417015161
<16> × [
9275255852...<196563>]
(0.01%)
Φ196580L(10) = 3576409999...
<39312> = 393161 × 334186001 × 67269282841
<11> × 1742819792928661
<16> × 1642965888211118075581
<22> × [
1413158217...<39251>]
(0.16%)
Φ196580M(10) = 2824060999...
<39313> = 75486721 × [
3741136139...<39305>]
(0.02%)
Φ196581(10) = 1109999888...
<95041> = 1148426203
<10> × 244983307888243
<15> × [
3945330119...<95017>]
(0.02%)
Φ196582(10) = 1099999999...
<97633> = 196583 × 786329 × 790707846961
<12> × [
8999665857...<97609>]
(0.02%)
Φ196583(10) = 1111111111...
<196583> = 108422081615606849
<18> × [
1024801492...<196566>]
(0.01%)
Φ196584(10) = 1000099999...
<65521> = 13760881 × 67231729 × 777096553 × [
1391066606...<65497>]
(0.04%)
Φ196585(10) = 9000090000...
<157264> = 347318121431
<12> × [
2591310227...<157253>]
(0.01%)
Φ196586(10) = 1099999999...
<90721> = 735485825699
<12> × [
1495610060...<90709>]
(0.01%)
Φ196587(10) = 9999999999...
<130896> = [
9999999999...<130896>]
(0.00%)
Φ196588(10) = 9999999999...
<77952> = [
9999999999...<77952>]
(0.00%)
Φ196589(10) = 9000000000...
<193824> = 38138267 × 706361518248479
<15> × [
3340831125...<193802>]
(0.01%)
Φ196590(10) = 9100090999...
<52416> = 123818792210131
<15> × [
7349523313...<52402>]
(0.03%)
Φ196591(10) = 9000000000...
<189784> = 5562617442763
<13> × [
1617943367...<189772>]
(0.01%)
Φ196592(10) = 1000000009...
<89281> = 4292193137
<10> × 31486764497
<11> × 33821687681
<11> × [
2187748717...<89250>]
(0.03%)
Φ196593(10) = 1109999999...
<124129> = 393187 × [
2823084181...<124123>]
(0.00%)
Φ196594(10) = 9090909090...
<98296> = 589783 × [
1541398970...<98291>]
(0.01%)
Φ196595(10) = 9000090900...
<130560> = 393191 × [
2288987006...<130555>]
(0.00%)
Φ196596(10) = 9999990000...
<63504> = [
9999990000...<63504>]
(0.00%)
Φ196597(10) = 1111111111...
<196597> = 6716544741194673751085774525329
<31> × [
1654289748...<196566>]
(0.02%)
Φ196598(10) = 9090909090...
<98298> = [
9090909090...<98298>]
(0.00%)
Φ196599(10) = 1000000000...
<119281> = [
1000000000...<119281>]
(0.00%)
Φ196600(10) = 1000000000...
<78561> = 67237201 × [
1487271904...<78553>]
(0.01%)