Φ198201(10) = 9009009009...
<132132> = 7135237 × 42242182729
<11> × [
2988974895...<132115>]
(0.01%)
Φ198202(10) = 1099999999...
<98113> = [
1099999999...<98113>]
(0.00%)
Φ198203(10) = 1111111111...
<183041> = 28248863151107
<14> × [
3933294961...<183027>]
(0.01%)
Φ198204(10) = 9901000000...
<64944> = 1046913529
<10> × [
9457323576...<64935>]
(0.01%)
Φ198205(10) = 1000000100...
<135745> = 1189231 × [
8408796104...<135738>]
(0.00%)
Φ198206(10) = 9090909090...
<99102> = 396413 × 9753664735411
<13> × 804225489358829790148717
<24> × [
2923571835...<99060>]
(0.04%)
Φ198207(10) = 9999999999...
<132084> = 15063733 × 1589048907427
<13> × [
4177631475...<132065>]
(0.01%)
Φ198208(10) = 1000000000...
<93313> = 518710337 × 3148732289
<10> × [
6122648952...<93294>]
(0.02%)
Φ198209(10) = 1111111111...
<174961> = [
1111111111...<174961>]
(0.00%)
Φ198210(10) = 9100090999...
<52848> = 1595434310521
<13> × [
5703833081...<52836>]
(0.02%)
Φ198211(10) = 1111111111...
<179713> = [
1111111111...<179713>]
(0.00%)
Φ198212(10) = 1009999999...
<84937> = 132603829 × 311985689 × [
2441353317...<84920>]
(0.02%)
Φ198213(10) = 9009009009...
<132140> = 396427 × 8056565599
<10> × [
2820745134...<132125>]
(0.01%)
Φ198214(10) = 9090909090...
<91080> = 16731640169
<11> × [
5433363973...<91070>]
(0.01%)
Φ198215(10) = 1111099999...
<152993> = 1223952253481
<13> × [
9077968497...<152980>]
(0.01%)
Φ198216(10) = 1000000000...
<66049> = 225364140664129
<15> × [
4437263164...<66034>]
(0.02%)
Φ198217(10) = 9000000000...
<197316> = 7135813 × 469724339317
<12> × [
2685072302...<197298>]
(0.01%)
Φ198218(10) = 9090909090...
<99108> = 991091 × [
9172628034...<99102>]
(0.01%)
Φ198219(10) = 1109999889...
<113257> = 854694163093
<12> × [
1298710037...<113245>]
(0.01%)
Φ198220L(10) = 2824089268...
<33281> = 198221 × 2641940901625301
<16> × [
5392692529...<33260>]
(0.06%)
Φ198220M(10) = 3576374199...
<33280> = [
3576374199...<33280>]
(0.00%)
Φ198221(10) = 1111111111...
<198221> = 396443 × 2378653 × 5153747 × 68558688944719
<14> × [
3334725160...<198188>]
(0.02%)
Φ198222(10) = 1098901098...
<66073> = 198223 × 1189333 × 10505767 × 14866651 × 4114371949249
<13> × [
7253650601...<66034>]
(0.06%)
Φ198223(10) = 1111111111...
<198223> = 792893 × 157106792449
<12> × 2433803005639
<13> × 531916014608441
<15> × [
6890003709...<198178>]
(0.02%)
Φ198224(10) = 1000000009...
<91393> = 2143871651377
<13> × 124338263555377
<15> × [
3751426352...<91366>]
(0.03%)
Φ198225(10) = 1000000000...
<105601> = [
1000000000...<105601>]
(0.00%)
Φ198226(10) = 1099999890...
<84949> = [
1099999890...<84949>]
(0.00%)
Φ198227(10) = 9000000000...
<187776> = 7698740227
<10> × [
1169022428...<187767>]
(0.01%)
Φ198228(10) = 1009998990...
<66073> = 94158301 × 389518021 × [
2753815061...<66056>]
(0.03%)
Φ198229(10) = 9000000000...
<196876> = 1362626147
<10> × [
6604893073...<196867>]
(0.00%)
Φ198230(10) = 9091000000...
<77280> = 66605281 × [
1364906785...<77273>]
(0.01%)
Φ198231(10) = 1109999999...
<120121> = 1189387 × [
9332538526...<120114>]
(0.01%)
Φ198232(10) = 1000099999...
<97441> = 11854868297
<11> × 1080461731913
<13> × [
7807955046...<97418>]
(0.02%)
Φ198233(10) = 9000000900...
<169908> = [
9000000900...<169908>]
(0.00%)
Φ198234(10) = 1000000000...
<66061> = 7731127 × 10795427173
<11> × 17880587264899
<14> × [
6700937733...<66030>]
(0.05%)
Φ198235(10) = 1111099999...
<154561> = 4180379681
<10> × [
2657892547...<154551>]
(0.01%)
Φ198236(10) = 9900990099...
<99116> = 1099122475541
<13> × [
9008086286...<99104>]
(0.01%)
Φ198237(10) = 9999999999...
<109824> = [
9999999999...<109824>]
(0.00%)
Φ198238(10) = 9090909090...
<99118> = 79684038727958722121
<20> × 302591631379253281943
<21> × [
3770327399...<99078>]
(0.04%)
Φ198239(10) = 9000000000...
<196656> = 396479 × [
2269981512...<196651>]
(0.00%)
Φ198240(10) = 1000000000...
<44545> = [
1000000000...<44545>]
(0.00%)
Φ198241(10) = 1111111111...
<198241> = [
1111111111...<198241>]
(0.00%)
Φ198242(10) = 1099999999...
<90101> = [
1099999999...<90101>]
(0.00%)
Φ198243(10) = 9990000009...
<132156> = 792973 × 17880313282561
<14> × [
7045826822...<132137>]
(0.01%)
Φ198244(10) = 1009999999...
<95649> = [
1009999999...<95649>]
(0.00%)
Φ198245(10) = 1111099999...
<153361> = 4757881 × 183638214828361
<15> × [
1271676101...<153340>]
(0.01%)
Φ198246(10) = 1098901098...
<59617> = 594739 × [
1847703108...<59611>]
(0.01%)
Φ198247(10) = 1111110999...
<167833> = 1189483 × [
9341125514...<167826>]
(0.00%)
Φ198248(10) = 9999000099...
<99120> = 9912401 × 316998553 × 271716528073
<12> × [
1171128024...<99094>]
(0.03%)
Φ198249(10) = 9009009009...
<132164> = 5292033826627
<13> × [
1702371773...<132152>]
(0.01%)
Φ198250(10) = 9999999999...
<72000> = [
9999999999...<72000>]
(0.00%)
Φ198251(10) = 1111111111...
<198251> = [
1111111111...<198251>]
(0.00%)
Φ198252(10) = 1000000999...
<66073> = 991261 × 83102083849
<11> × [
1213949164...<66056>]
(0.03%)
Φ198253(10) = 1111111111...
<176881> = [
1111111111...<176881>]
(0.00%)
Φ198254(10) = 1000000000...
<79969> = 27436965823
<11> × [
3644717883...<79958>]
(0.01%)
Φ198255(10) = 1109988900...
<105729> = [
1109988900...<105729>]
(0.00%)
Φ198256(10) = 9999999900...
<99120> = 198257 × 5352913 × 57692497 × 14924116913
<11> × 2261348583438580817
<19> × [
4839558996...<99072>]
(0.05%)
Φ198257(10) = 1111111111...
<198257> = 1455380053133
<13> × 2911694689763
<13> × [
2622015398...<198232>]
(0.01%)
Φ198258(10) = 9100000000...
<65360> = 198259 × 5352967 × 162968077 × [
5261521798...<65340>]
(0.03%)
Φ198259(10) = 1111111111...
<198259> = 45996089 × [
2415664321...<198251>]
(0.00%)
Φ198260L(10) = 2796100000...
<37841> = 599901620325164549861761
<24> × [
4660930901...<37817>]
(0.06%)
Φ198260M(10) = 3540999999...
<37840> = 1335875881
<10> × 668738513881
<12> × 21779221110938821
<17> × [
1819957046...<37803>]
(0.10%)
Φ198261(10) = 1000000001...
<113185> = 174469681 × 8493992134237
<13> × [
6747892867...<113163>]
(0.02%)
Φ198262(10) = 9090909090...
<99130> = 431247551630287582721
<21> × [
2108048858...<99110>]
(0.02%)
Φ198263(10) = 1111111111...
<180001> = [
1111111111...<180001>]
(0.00%)
Φ198264(10) = 9999000100...
<60000> = 594793 × [
1681089067...<59995>]
(0.01%)
Φ198265(10) = 1111099999...
<150193> = 56703791 × 49628108681
<11> × [
3948328946...<150174>]
(0.01%)
Φ198266(10) = 9090909090...
<99132> = 396533 × [
2292598369...<99127>]
(0.01%)
Φ198267(10) = 9009009009...
<132176> = [
9009009009...<132176>]
(0.00%)
Φ198268(10) = 9900990099...
<82944> = 1029010921
<10> × [
9621851330...<82935>]
(0.01%)
Φ198269(10) = 9000000000...
<197340> = 915708152267
<12> × [
9828458966...<197328>]
(0.01%)
Φ198270(10) = 9990010000...
<52848> = [
9990010000...<52848>]
(0.00%)
Φ198271(10) = 1111111111...
<183169> = [
1111111111...<183169>]
(0.00%)
Φ198272(10) = 9999999999...
<99072> = 3113300848513
<13> × 12005552585427073
<17> × 16878636418608757249
<20> × [
1585109969...<99025>]
(0.05%)
Φ198273(10) = 9009009009...
<122304> = 396547 × [
2271864119...<122299>]
(0.00%)
Φ198274(10) = 9090909090...
<99136> = 58887379 × 5281384049958610443527
<22> × [
2923057378...<99107>]
(0.03%)
Φ198275(10) = 9999900000...
<122400> = 3568951 × [
2801915744...<122394>]
(0.01%)
Φ198276(10) = 1009998990...
<57601> = [
1009998990...<57601>]
(0.00%)
Φ198277(10) = 1111111111...
<198277> = 19450761171015462350519
<23> × [
5712429973...<198254>]
(0.01%)
Φ198278(10) = 9090909090...
<99138> = 49767779 × 2742568804487
<13> × 840716845820510489
<18> × [
7922308928...<99100>]
(0.04%)
Φ198279(10) = 9990000009...
<132180> = 2712060163
<10> × 263105227325827
<15> × [
1400027906...<132157>]
(0.02%)
Φ198280(10) = 1000099999...
<79297> = 70253130483761
<14> × [
1423566456...<79283>]
(0.02%)
Φ198281(10) = 1111111111...
<198281> = 396563 × 5948431 × 710206805418809
<15> × [
6632206522...<198253>]
(0.01%)
Φ198282(10) = 9100000909...
<56640> = 203040769 × 1365171571
<10> × 17699246167
<11> × 15803924840089
<14> × 895897790210557
<15> × [
1310064745...<56585>]
(0.10%)
Φ198283(10) = 1111111111...
<183745> = 13269891493
<11> × 239477628487723
<15> × [
3496432674...<183720>]
(0.01%)
Φ198284(10) = 1009999999...
<93889> = 2927338470809
<13> × 652513383173149
<15> × [
5287605065...<93861>]
(0.03%)
Φ198285(10) = 1109988900...
<105745> = 129678391 × [
8559551760...<105736>]
(0.01%)
Φ198286(10) = 1099999999...
<90121> = 57106369 × [
1926229979...<90113>]
(0.01%)
Φ198287(10) = 9000000000...
<195816> = [
9000000000...<195816>]
(0.00%)
Φ198288(10) = 1000000000...
<62209> = 1982881 × [
5043166987...<62202>]
(0.01%)
Φ198289(10) = 1111110999...
<156817> = 22604947 × 75746399 × 912239252107
<12> × [
7113497898...<156789>]
(0.02%)
Φ198290(10) = 9091000000...
<78000> = [
9091000000...<78000>]
(0.00%)
Φ198291(10) = 1109999999...
<131041> = 2462450609089
<13> × [
4507704625...<131028>]
(0.01%)
Φ198292(10) = 1009999999...
<97857> = 12729354941
<11> × 225502027798381
<15> × [
3518556472...<97832>]
(0.02%)
Φ198293(10) = 9000000000...
<194028> = 20376985267
<11> × 1764205682453
<13> × [
2503533236...<194006>]
(0.01%)
Φ198294(10) = 1098901098...
<66097> = 304182997 × 3534606413521
<13> × 92941834836619
<14> × [
1099692770...<66062>]
(0.05%)
Φ198295(10) = 9000090000...
<158632> = [
9000090000...<158632>]
(0.00%)
Φ198296(10) = 1000099999...
<84961> = [
1000099999...<84961>]
(0.00%)
Φ198297(10) = 1001000999...
<120121> = [
1001000999...<120121>]
(0.00%)
Φ198298(10) = 9090909090...
<99148> = [
9090909090...<99148>]
(0.00%)
Φ198299(10) = 9000000000...
<194880> = 7011852641
<10> × 11765079671
<11> × 19145371853
<11> × [
5698375322...<194850>]
(0.02%)
Φ198300L(10) = 1010050099...
<26401> = 393182101201
<12> × [
2568911699...<26389>]
(0.04%)
Φ198300M(10) = 9900498997...
<26400> = 13682701 × 29348401 × 25781577901
<11> × 468582387053343886801
<21> × [
2040823040...<26355>]
(0.17%)