Φ196801(10) = 9000000000...
<178900> = [
9000000000...<178900>]
(0.00%)
Φ196802(10) = 1099999999...
<93205> = 158622413 × [
6934707266...<93196>]
(0.01%)
Φ196803(10) = 1000000001...
<127009> = 34243723 × [
2920243225...<127001>]
(0.01%)
Φ196804(10) = 9900990099...
<98400> = 180110494309
<12> × 37399307669081
<14> × [
1469860250...<98376>]
(0.03%)
Φ196805(10) = 1111099888...
<134929> = 9602509561
<10> × [
1157093238...<134919>]
(0.01%)
Φ196806(10) = 1098901098...
<65601> = 112703514379
<12> × 186918466561
<12> × 161551535647939
<15> × [
3228924192...<65564>]
(0.06%)
Φ196807(10) = 9000000000...
<181656> = 5510597 × 1260745643
<10> × [
1295437253...<181641>]
(0.01%)
Φ196808(10) = 1000099999...
<96769> = 39361601 × [
2540801122...<96761>]
(0.01%)
Φ196809(10) = 1000000000...
<122945> = [
1000000000...<122945>]
(0.00%)
Φ196810(10) = 1099989000...
<78721> = 71638841 × 1219434761
<10> × 1407781931
<10> × 54140456011651
<14> × [
1652052803...<78681>]
(0.05%)
Φ196811(10) = 1111111111...
<182953> = [
1111111111...<182953>]
(0.00%)
Φ196812(10) = 1000000999...
<50401> = 20916946137781
<14> × [
4780817397...<50387>]
(0.03%)
Φ196813(10) = 9000000000...
<194688> = [
9000000000...<194688>]
(0.00%)
Φ196814(10) = 9090909090...
<98406> = 363515459 × [
2500831495...<98398>]
(0.01%)
Φ196815(10) = 1109988900...
<104961> = 649560480936121
<15> × [
1708830713...<104946>]
(0.01%)
Φ196816(10) = 9999999900...
<98400> = 196817 × 6101297 × 29784109678673128796449
<23> × [
2795957716...<98366>]
(0.04%)
Φ196817(10) = 1111111111...
<196817> = 26182479177403853
<17> × [
4243720022...<196800>]
(0.01%)
Φ196818(10) = 1098901098...
<65605> = 4133179 × [
2658730964...<65598>]
(0.01%)
Φ196819(10) = 1111110999...
<163081> = 15351883 × [
7237620297...<163073>]
(0.00%)
Φ196820L(10) = 3541003541...
<36288> = 19485181 × 95016232741
<11> × [
1912599814...<36270>]
(0.05%)
Φ196820M(10) = 2796097203...
<36289> = 1265700411821
<13> × [
2209130358...<36277>]
(0.03%)
Φ196821(10) = 1001000999...
<124201> = 1574569 × 196385238307
<12> × 376235544403
<12> × [
8604074295...<124171>]
(0.02%)
Φ196822(10) = 9090909090...
<98410> = 70462277 × 16291547407
<11> × [
7919327528...<98392>]
(0.02%)
Φ196823(10) = 1111111111...
<172481> = [
1111111111...<172481>]
(0.00%)
Φ196824(10) = 9999000100...
<64032> = 393649 × [
2540080147...<64027>]
(0.01%)
Φ196825(10) = 9999900000...
<157440> = 888074401 × 3647954551
<10> × [
3086717516...<157422>]
(0.01%)
Φ196826(10) = 9090910000...
<79296> = [
9090910000...<79296>]
(0.00%)
Φ196827(10) = 9009009009...
<131216> = 395573850559
<12> × 12219508290961
<14> × [
1863784587...<131192>]
(0.02%)
Φ196828(10) = 9900990099...
<98412> = 72916658854583189
<17> × 50241095527096924529
<20> × [
2702668407...<98376>]
(0.04%)
Φ196829(10) = 9000000000...
<195360> = 3542923 × [
2540275360...<195354>]
(0.00%)
Φ196830(10) = 1000000000...
<52489> = 1377811 × 23422771 × [
3098646828...<52475>]
(0.03%)
Φ196831(10) = 1111111111...
<196831> = 1180987 × 44995566601
<11> × [
2090945188...<196814>]
(0.01%)
Φ196832(10) = 9999999999...
<98400> = [
9999999999...<98400>]
(0.00%)
Φ196833(10) = 9999999000...
<102816> = 393667 × 8171325163
<10> × [
3108697422...<102801>]
(0.02%)
Φ196834(10) = 9090909091...
<85360> = 2515538521
<10> × [
3613901761...<85351>]
(0.01%)
Φ196835(10) = 9000090000...
<157464> = 393671 × 42910031 × [
5327882037...<157451>]
(0.01%)
Φ196836(10) = 9901000000...
<64032> = 297812869 × [
3324570906...<64024>]
(0.01%)
Φ196837(10) = 1111111111...
<196837> = 7086133 × 28037462281
<11> × 539641678706969
<15> × [
1036344159...<196805>]
(0.02%)
Φ196838(10) = 9090909090...
<98418> = 1771543 × [
5131633322...<98412>]
(0.01%)
Φ196839(10) = 9990000009...
<131220> = [
9990000009...<131220>]
(0.00%)
Φ196840(10) = 1000099999...
<62209> = 1968401 × [
5080773683...<62202>]
(0.01%)
Φ196841(10) = 9000000000...
<192000> = 393683 × [
2286103286...<191995>]
(0.00%)
Φ196842(10) = 9100000000...
<64272> = [
9100000000...<64272>]
(0.00%)
Φ196843(10) = 9000000000...
<185248> = 277548631 × 3373101649
<10> × 140655569927963
<15> × [
6834662224...<185216>]
(0.02%)
Φ196844(10) = 9900990099...
<98420> = 3346349 × 11296877161
<11> × 206305685784701
<15> × [
1269514862...<98390>]
(0.03%)
Φ196845(10) = 9009099100...
<95360> = 160194377089231
<15> × 896838761377681
<15> × [
6270753452...<95331>]
(0.03%)
Φ196846(10) = 9090909090...
<88704> = [
9090909090...<88704>]
(0.00%)
Φ196847(10) = 1111110999...
<165601> = [
1111110999...<165601>]
(0.00%)
Φ196848(10) = 1000000000...
<65569> = 85492578507841
<14> × [
1169692173...<65555>]
(0.02%)
Φ196849(10) = 9000000000...
<194800> = [
9000000000...<194800>]
(0.00%)
Φ196850(10) = 9999900000...
<75600> = [
9999900000...<75600>]
(0.00%)
Φ196851(10) = 9009009009...
<131232> = 102362521 × 334970716747
<12> × [
2627418209...<131213>]
(0.01%)
Φ196852(10) = 1009999999...
<94977> = [
1009999999...<94977>]
(0.00%)
Φ196853(10) = 1111111111...
<196853> = [
1111111111...<196853>]
(0.00%)
Φ196854(10) = 1098900989...
<54433> = [
1098900989...<54433>]
(0.00%)
Φ196855(10) = 9000090000...
<157480> = 2508720121
<10> × 7738763761
<10> × [
4635782482...<157461>]
(0.01%)
Φ196856(10) = 1000099999...
<89441> = 1574849 × [
6350450106...<89434>]
(0.01%)
Φ196857(10) = 1000000001...
<125137> = 5511997 × [
1814224501...<125130>]
(0.01%)
Φ196858(10) = 9090909090...
<98428> = [
9090909090...<98428>]
(0.00%)
Φ196859(10) = 1111111111...
<171937> = [
1111111111...<171937>]
(0.00%)
Φ196860L(10) = 2555229635...
<24577> = 51675553141
<11> × 1040732407433037709799654821
<28> × [
4751226378...<24539>]
(0.15%)
Φ196860M(10) = 3952674060...
<24576> = 2559181 × 1646841596003341
<16> × [
9378603445...<24554>]
(0.09%)
Φ196861(10) = 9000000900...
<168732> = 126369888757729
<15> × [
7121950480...<168718>]
(0.01%)
Φ196862(10) = 1099999999...
<97793> = 896312687 × 20443811792143
<14> × [
6003040415...<97770>]
(0.02%)
Φ196863(10) = 1109999999...
<130201> = [
1109999999...<130201>]
(0.00%)
Φ196864(10) = 9999999999...
<98304> = 590593 × [
1693213431...<98299>]
(0.01%)
Φ196865(10) = 9000090000...
<157488> = 169770131048471
<15> × 232189794133601
<15> × [
2283192041...<157460>]
(0.02%)
Φ196866(10) = 1000999998...
<65617> = 745531543 × 320268105379
<12> × 401621011219
<12> × 458235735499
<12> × [
2277975157...<65573>]
(0.07%)
Φ196867(10) = 9999999999...
<178860> = 1181203 × [
8465945311...<178854>]
(0.00%)
Φ196868(10) = 9900990099...
<82368> = 45168499154941
<14> × 126246037483021
<15> × [
1736301779...<82341>]
(0.03%)
Φ196869(10) = 1109999999...
<130017> = 787477 × 1247391908089
<13> × 2528402741569
<13> × [
4469263139...<129986>]
(0.02%)
Φ196870(10) = 1099989000...
<78745> = [
1099989000...<78745>]
(0.00%)
Φ196871(10) = 1111111111...
<196871> = [
1111111111...<196871>]
(0.00%)
Φ196872(10) = 9999000100...
<60480> = 196873 × [
5078908788...<60475>]
(0.01%)
Φ196873(10) = 1111111111...
<196873> = 330746641 × 1269299110496378009
<19> × [
2646659505...<196846>]
(0.01%)
Φ196874(10) = 1099999999...
<97697> = 2054183317
<10> × 48446753921
<11> × [
1105321974...<97677>]
(0.02%)
Φ196875(10) = 1000000000...
<90001> = [
1000000000...<90001>]
(0.00%)
Φ196876(10) = 1009999999...
<97089> = 11812561 × [
8550220396...<97081>]
(0.01%)
Φ196877(10) = 1111111111...
<179713> = [
1111111111...<179713>]
(0.00%)
Φ196878(10) = 1098901098...
<56161> = [
1098901098...<56161>]
(0.00%)
Φ196879(10) = 1111111111...
<196879> = 787517 × [
1410904286...<196873>]
(0.00%)
Φ196880(10) = 9999999900...
<74624> = 31904010241
<11> × 53593843160161
<14> × [
5848437035...<74600>]
(0.03%)
Φ196881(10) = 9009009009...
<120960> = 1391948671
<10> × 5361069631
<10> × 230821315591
<12> × [
5230298080...<120930>]
(0.02%)
Φ196882(10) = 1000000000...
<82321> = 787529 × [
1269794509...<82315>]
(0.01%)
Φ196883(10) = 1111111111...
<186761> = 953701253 × [
1165051537...<186752>]
(0.00%)
Φ196884(10) = 1000000000...
<65593> = [
1000000000...<65593>]
(0.00%)
Φ196885(10) = 1000000000...
<144769> = [
1000000000...<144769>]
(0.00%)
Φ196886(10) = 9090909090...
<98442> = 590659 × 6891011 × 148183688383
<12> × [
1507256430...<98419>]
(0.02%)
Φ196887(10) = 9009009009...
<131256> = [
9009009009...<131256>]
(0.00%)
Φ196888(10) = 9999000099...
<98440> = 106991409006277102721
<21> × [
9345610262...<98420>]
(0.02%)
Φ196889(10) = 1111110999...
<153361> = 10480007693
<11> × [
1060219641...<153351>]
(0.01%)
Φ196890(10) = 9100090999...
<52496> = 189801961 × 12621436561
<11> × 98177426491
<11> × [
3869230544...<52467>]
(0.06%)
Φ196891(10) = 9000000000...
<196000> = [
9000000000...<196000>]
(0.00%)
Φ196892(10) = 9900990099...
<98444> = 3911111911001
<13> × [
2531502632...<98432>]
(0.01%)
Φ196893(10) = 1001000999...
<129481> = [
1001000999...<129481>]
(0.00%)
Φ196894(10) = 1099999999...
<92641> = [
1099999999...<92641>]
(0.00%)
Φ196895(10) = 1111099999...
<154337> = 151921002145751
<15> × [
7313669501...<154322>]
(0.01%)
Φ196896(10) = 9999999999...
<56064> = 10110609601
<11> × 1658944688353
<13> × [
5961983261...<56042>]
(0.04%)
Φ196897(10) = 1111111111...
<181441> = 2173742881
<10> × [
5111511213...<181431>]
(0.01%)
Φ196898(10) = 1099999999...
<90865> = 393797 × 135583765903
<12> × [
2060215211...<90848>]
(0.02%)
Φ196899(10) = 9009009009...
<131264> = [
9009009009...<131264>]
(0.00%)
Φ196900L(10) = 9900498006...
<35600> = 196901 × 787601 × 127230479804286101
<18> × [
5017780911...<35572>]
(0.08%)
Φ196900M(10) = 1010050200...
<35601> = [
1010050200...<35601>]
(0.00%)