Φ201801(10) = 1109999999...
<133281> = 403603 × [
2750227327...<133275>]
(0.00%)
Φ201802(10) = 9090909090...
<93280> = 27779659717
<11> × 136994911197091
<15> × [
2388778920...<93256>]
(0.03%)
Φ201803(10) = 1111110999...
<170857> = 2912721986077
<13> × 366624577512397
<15> × [
1040487429...<170830>]
(0.02%)
Φ201804(10) = 9901000000...
<66000> = 38342761 × [
2582234492...<65993>]
(0.01%)
Φ201805(10) = 9000090000...
<161440> = 1573675391
<10> × [
5719152788...<161431>]
(0.01%)
Φ201806(10) = 1099999999...
<91721> = 40233658609
<11> × [
2734029263...<91710>]
(0.01%)
Φ201807(10) = 1001000999...
<126529> = 20489464711
<11> × [
4885442416...<126518>]
(0.01%)
Φ201808(10) = 9999999900...
<100896> = [
9999999900...<100896>]
(0.00%)
Φ201809(10) = 1111111111...
<201809> = 94606227983923147
<17> × [
1174458737...<201792>]
(0.01%)
Φ201810(10) = 1000000000...
<44641> = [
1000000000...<44641>]
(0.00%)
Φ201811(10) = 9000000000...
<194824> = [
9000000000...<194824>]
(0.00%)
Φ201812(10) = 1009999999...
<93121> = 1009061 × 29096043289
<11> × 38795303584441
<14> × [
8867289014...<93090>]
(0.03%)
Φ201813(10) = 9009009009...
<134540> = [
9009009009...<134540>]
(0.00%)
Φ201814(10) = 9090909090...
<100906> = 1654320820571
<13> × [
5495251572...<100894>]
(0.01%)
Φ201815(10) = 1111099999...
<159841> = [
1111099999...<159841>]
(0.00%)
Φ201816(10) = 1000000000...
<67249> = [
1000000000...<67249>]
(0.00%)
Φ201817(10) = 1111110999...
<157201> = [
1111110999...<157201>]
(0.00%)
Φ201818(10) = 9090909090...
<92736> = 941359071929
<12> × [
9657217274...<92724>]
(0.01%)
Φ201819(10) = 9009009009...
<134544> = [
9009009009...<134544>]
(0.00%)
Φ201820L(10) = 3576409999...
<40360> = 201821 × [
1772070299...<40355>]
(0.01%)
Φ201820M(10) = 2824060999...
<40361> = 807281 × 111585348215261
<15> × [
3135033378...<40341>]
(0.05%)
Φ201821(10) = 1111111111...
<201821> = 48840683 × 2350390413037
<13> × 820966107966523
<15> × [
1178991099...<201786>]
(0.02%)
Φ201822(10) = 1098901098...
<67273> = 201823 × [
5444875454...<67267>]
(0.01%)
Φ201823(10) = 1111111111...
<201823> = [
1111111111...<201823>]
(0.00%)
Φ201824(10) = 9999999999...
<79872> = 403649 × [
2477399919...<79867>]
(0.01%)
Φ201825(10) = 9999999999...
<95040> = 894453678027001
<15> × [
1118000880...<95026>]
(0.02%)
Φ201826(10) = 9090909090...
<100912> = [
9090909090...<100912>]
(0.00%)
Φ201827(10) = 1111111111...
<201827> = [
1111111111...<201827>]
(0.00%)
Φ201828(10) = 9999999999...
<60720> = 201829 × [
4954689365...<60715>]
(0.01%)
Φ201829(10) = 1111111111...
<201829> = [
1111111111...<201829>]
(0.00%)
Φ201830(10) = 1099989000...
<80729> = 19000276201
<11> × [
5789331631...<80718>]
(0.01%)
Φ201831(10) = 1000000100...
<115249> = 1864918441
<10> × 866179937911
<12> × [
6190590535...<115227>]
(0.02%)
Φ201832(10) = 9999000099...
<100912> = 201833 × [
4954095762...<100907>]
(0.01%)
Φ201833(10) = 1111111111...
<201833> = 1210999 × 16953973 × [
5411805988...<201819>]
(0.01%)
Φ201834(10) = 1000999998...
<67273> = [
1000999998...<67273>]
(0.00%)
Φ201835(10) = 1111099999...
<156961> = 13321111 × [
8340895890...<156953>]
(0.00%)
Φ201836(10) = 9900990099...
<100916> = 768966499289
<12> × [
1287571059...<100905>]
(0.01%)
Φ201837(10) = 1109999999...
<127441> = [
1109999999...<127441>]
(0.00%)
Φ201838(10) = 9090910000...
<79776> = 19629552853
<11> × [
4631236415...<79766>]
(0.01%)
Φ201839(10) = 1111111111...
<179801> = 2363131013
<10> × 4222068203
<10> × 30356989279
<11> × [
3668476564...<179771>]
(0.02%)
Φ201840(10) = 9999999999...
<51968> = [
9999999999...<51968>]
(0.00%)
Φ201841(10) = 1111111111...
<183361> = [
1111111111...<183361>]
(0.00%)
Φ201842(10) = 1099999999...
<98533> = 4036841 × 28152518477
<11> × 178960787197
<12> × 1579281241649
<13> × 24712954184251
<14> × [
1385771950...<98479>]
(0.05%)
Φ201843(10) = 1001000999...
<131041> = 43598089 × 2519808013
<10> × [
9111704044...<131023>]
(0.01%)
Φ201844(10) = 9900990099...
<100920> = 5046101 × 1988567089
<10> × 4183620589
<10> × 354904551723721
<15> × [
6645361008...<100880>]
(0.04%)
Φ201845(10) = 9000090900...
<134784> = [
9000090900...<134784>]
(0.00%)
Φ201846(10) = 1098901098...
<67281> = 201847 × 5247997 × 758055865291
<12> × [
1368489653...<67257>]
(0.04%)
Φ201847(10) = 1111111111...
<201847> = 1211083 × 6526562324270893
<16> × 7713690648274213
<16> × [
1822371333...<201809>]
(0.02%)
Φ201848(10) = 1000099999...
<96449> = [
1000099999...<96449>]
(0.00%)
Φ201849(10) = 1109999999...
<132241> = 95776904010013
<14> × [
1158943287...<132227>]
(0.01%)
Φ201850(10) = 9999900000...
<73200> = [
9999900000...<73200>]
(0.00%)
Φ201851(10) = 9000000000...
<186312> = [
9000000000...<186312>]
(0.00%)
Φ201852(10) = 9999999999...
<57024> = [
9999999999...<57024>]
(0.00%)
Φ201853(10) = 9000000000...
<198940> = 2422237 × 4329876035921
<13> × [
8581247202...<198921>]
(0.01%)
Φ201854(10) = 9090909090...
<100926> = 312268139 × [
2911250926...<100918>]
(0.01%)
Φ201855(10) = 1109988900...
<107649> = 3633391 × 541013789551
<12> × [
5646744857...<107630>]
(0.02%)
Φ201856(10) = 1000000000...
<94465> = 1608388609
<10> × [
6217402898...<94455>]
(0.01%)
Φ201857(10) = 9000000000...
<199680> = 5199996998173
<13> × [
1730770229...<199668>]
(0.01%)
Φ201858(10) = 9100000000...
<63296> = 403717 × 59167804683409
<14> × [
3809595798...<63277>]
(0.03%)
Φ201859(10) = 9000000900...
<173016> = 2018591 × [
4458555943...<173010>]
(0.00%)
Φ201860L(10) = 2824060999...
<40369> = 403721 × [
6995080760...<40363>]
(0.01%)
Φ201860M(10) = 3576409999...
<40368> = 44039968386581
<14> × 9280446209933068921
<19> × [
8750471286...<40335>]
(0.08%)
Φ201861(10) = 1001000999...
<122281> = 2562996415519
<13> × [
3905588762...<122268>]
(0.01%)
Φ201862(10) = 9090909090...
<100930> = 13322893 × 507065030419
<12> × [
1345690276...<100912>]
(0.02%)
Φ201863(10) = 9000000000...
<200928> = 75093037 × [
1198513252...<200921>]
(0.00%)
Φ201864(10) = 9999000100...
<62016> = 403729 × 13401185740801
<14> × [
1848091204...<61998>]
(0.03%)
Φ201865(10) = 1111099999...
<157873> = [
1111099999...<157873>]
(0.00%)
Φ201866(10) = 1099999890...
<86509> = 1614929 × [
6811444280...<86502>]
(0.01%)
Φ201867(10) = 9009009009...
<134576> = 9753988560163
<13> × [
9236230854...<134563>]
(0.01%)
Φ201868(10) = 1009999999...
<99793> = [
1009999999...<99793>]
(0.00%)
Φ201869(10) = 9000000000...
<194880> = [
9000000000...<194880>]
(0.00%)
Φ201870(10) = 9990010000...
<53808> = 5083086601
<10> × 92200119619771
<14> × 187434672570811
<15> × [
1137252755...<53771>]
(0.07%)
Φ201871(10) = 1111111111...
<188761> = 1211227 × [
9173434138...<188754>]
(0.00%)
Φ201872(10) = 9999999900...
<86400> = [
9999999900...<86400>]
(0.00%)
Φ201873(10) = 1109999889...
<115345> = 1182922485529
<13> × [
9383538672...<115332>]
(0.01%)
Φ201874(10) = 9090909090...
<100936> = [
9090909090...<100936>]
(0.00%)
Φ201875(10) = 1000000000...
<144001> = 1245911533751
<13> × [
8026252048...<143988>]
(0.01%)
Φ201876(10) = 1009998990...
<67289> = 18405863620981
<14> × [
5487376255...<67275>]
(0.02%)
Φ201877(10) = 1111111111...
<182209> = 11563514561
<11> × [
9608766480...<182198>]
(0.01%)
Φ201878(10) = 1099999999...
<100225> = 3028171 × 300951041647
<12> × [
1207025480...<100207>]
(0.02%)
Φ201879(10) = 9999999990...
<134568> = 1382871151
<10> × 109202407471
<12> × [
6621952635...<134548>]
(0.01%)
Φ201880(10) = 9999999999...
<68544> = 1211281 × 50087887188641
<14> × [
1648247335...<68525>]
(0.03%)
Φ201881(10) = 1111111111...
<201881> = 1615049 × 2123384359
<10> × [
3239986296...<201865>]
(0.01%)
Φ201882(10) = 1098901098...
<67293> = [
1098901098...<67293>]
(0.00%)
Φ201883(10) = 9000000000...
<183520> = [
9000000000...<183520>]
(0.00%)
Φ201884(10) = 1009999999...
<98401> = [
1009999999...<98401>]
(0.00%)
Φ201885(10) = 9009099100...
<104832> = 537359282569231
<15> × [
1676550381...<104818>]
(0.01%)
Φ201886(10) = 9090909090...
<100942> = [
9090909090...<100942>]
(0.00%)
Φ201887(10) = 1111110999...
<171001> = 465147649 × [
2388727541...<170992>]
(0.01%)
Φ201888(10) = 1000000000...
<67201> = [
1000000000...<67201>]
(0.00%)
Φ201889(10) = 1111111111...
<201889> = 6056671 × 27860683 × [
6584635640...<201874>]
(0.01%)
Φ201890(10) = 9091000000...
<74496> = 6615444303521
<13> × 536319943522481
<15> × [
2562292429...<74469>]
(0.04%)
Φ201891(10) = 1109999999...
<133473> = 13194788197
<11> × [
8412412411...<133462>]
(0.01%)
Φ201892(10) = 1009999999...
<94977> = [
1009999999...<94977>]
(0.00%)
Φ201893(10) = 1111111111...
<201893> = 403787 × 2371294137972917
<16> × [
1160432090...<201872>]
(0.01%)
Φ201894(10) = 9100000910...
<47520> = 26650009 × 89448531019
<11> × [
3817428073...<47502>]
(0.04%)
Φ201895(10) = 1111099999...
<159841> = [
1111099999...<159841>]
(0.00%)
Φ201896(10) = 9999000099...
<100944> = [
9999000099...<100944>]
(0.00%)
Φ201897(10) = 9990000009...
<134592> = [
9990000009...<134592>]
(0.00%)
Φ201898(10) = 1000000000...
<95817> = 59 × [
1694915254...<95815>]
(0.00%)
Φ201899(10) = 9000000000...
<199800> = 201114819034627
<15> × [
4475055614...<199786>]
(0.01%)
Φ201900L(10) = 1010050099...
<26881> = [
1010050099...<26881>]
(0.00%)
Φ201900M(10) = 9900498997...
<26880> = 2624701 × 287707501 × 185996942701
<12> × [
7048882268...<26854>]
(0.10%)