Φ198101(10) = 1111111111...
<181441> = 396203 × 5943031 × 95190700117
<11> × 143337563359
<12> × [
3458415721...<181406>]
(0.02%)
Φ198102(10) = 9100000000...
<65280> = 662453089 × [
1373682174...<65272>]
(0.01%)
Φ198103(10) = 9000000000...
<197208> = 792413 × [
1135771371...<197203>]
(0.00%)
Φ198104(10) = 9999000099...
<99048> = 594313 × [
1682446808...<99043>]
(0.01%)
Φ198105(10) = 9009099100...
<103040> = [
9009099100...<103040>]
(0.00%)
Φ198106(10) = 9090909090...
<99052> = [
9090909090...<99052>]
(0.00%)
Φ198107(10) = 1000000100...
<156241> = [
1000000100...<156241>]
(0.00%)
Φ198108(10) = 1000000999...
<66025> = 138675601 × 3623593429
<10> × [
1990035913...<66007>]
(0.03%)
Φ198109(10) = 1111111111...
<198109> = 104592198210660889
<18> × 6842175572943252587
<19> × [
1552615744...<198073>]
(0.02%)
Φ198110(10) = 9091000000...
<72000> = 2377321 × [
3824052368...<71994>]
(0.01%)
Φ198111(10) = 9009009009...
<132072> = 1188667 × 2973646111
<10> × [
2548751725...<132057>]
(0.01%)
Φ198112(10) = 1000000000...
<96001> = [
1000000000...<96001>]
(0.00%)
Φ198113(10) = 9000000000...
<187668> = [
9000000000...<187668>]
(0.00%)
Φ198114(10) = 1098900989...
<54913> = [
1098900989...<54913>]
(0.00%)
Φ198115(10) = 9000090000...
<158488> = 109548481711
<12> × [
8215622763...<158477>]
(0.01%)
Φ198116(10) = 9900990099...
<99056> = 41604361 × 377646801883871581
<18> × [
6301645365...<99031>]
(0.03%)
Φ198117(10) = 9990000009...
<132072> = 5151043 × 357454182187
<12> × [
5425626963...<132054>]
(0.01%)
Φ198118(10) = 1099999999...
<93217> = [
1099999999...<93217>]
(0.00%)
Φ198119(10) = 9000000000...
<195096> = 396239 × 1892076073801
<13> × [
1200457243...<195079>]
(0.01%)
Φ198120(10) = 1000099999...
<48385> = 9509761 × 1083020907828050881
<19> × [
9710396958...<48359>]
(0.05%)
Φ198121(10) = 9000000900...
<147600> = 317389843 × [
2835629777...<147592>]
(0.01%)
Φ198122(10) = 9090909090...
<91872> = 733843889 × [
1238806948...<91864>]
(0.01%)
Φ198123(10) = 9009009009...
<132080> = [
9009009009...<132080>]
(0.00%)
Φ198124(10) = 9900990099...
<99060> = 52944551676945647236009
<23> × [
1870067794...<99038>]
(0.02%)
Φ198125(10) = 9999999999...
<158000> = [
9999999999...<158000>]
(0.00%)
Φ198126(10) = 1000000000...
<65989> = 198127 × [
5047267661...<65983>]
(0.01%)
Φ198127(10) = 1111111111...
<198127> = 1188763 × [
9346784103...<198120>]
(0.00%)
Φ198128(10) = 9999999900...
<80640> = 485413601 × [
2060098826...<80632>]
(0.01%)
Φ198129(10) = 1109999999...
<131041> = 4664676264529
<13> × [
2379586357...<131028>]
(0.01%)
Φ198130(10) = 1099989000...
<79249> = [
1099989000...<79249>]
(0.00%)
Φ198131(10) = 9000000000...
<197064> = 230675198799547
<15> × [
3901589788...<197050>]
(0.01%)
Φ198132(10) = 1009998990...
<56161> = [
1009998990...<56161>]
(0.00%)
Φ198133(10) = 9000000000...
<182880> = 46363123 × 90348649 × [
2148563355...<182865>]
(0.01%)
Φ198134(10) = 1099999999...
<98281> = 524856967 × [
2095809085...<98272>]
(0.01%)
Φ198135(10) = 1001000999...
<82945> = 8162426919151
<13> × [
1226352174...<82932>]
(0.02%)
Φ198136(10) = 9999000099...
<99064> = 11491889 × 2261044814881
<13> × 8756663713649
<13> × [
4394579326...<99032>]
(0.03%)
Φ198137(10) = 9000000000...
<197220> = [
9000000000...<197220>]
(0.00%)
Φ198138(10) = 1098901098...
<66045> = 198139 × 617001733 × 49135648207
<11> × [
1829386910...<66020>]
(0.04%)
Φ198139(10) = 1111111111...
<198139> = 58059489865283
<14> × [
1913745907...<198125>]
(0.01%)
Φ198140L(10) = 2824060999...
<39625> = 309098401 × [
9136446486...<39616>]
(0.02%)
Φ198140M(10) = 3576409999...
<39624> = 9312581 × 153756641 × 2610494501
<10> × [
9567986895...<39599>]
(0.06%)
Φ198141(10) = 9009009009...
<132092> = [
9009009009...<132092>]
(0.00%)
Φ198142(10) = 1099999890...
<84913> = [
1099999890...<84913>]
(0.00%)
Φ198143(10) = 9000000000...
<180120> = [
9000000000...<180120>]
(0.00%)
Φ198144(10) = 1000000000...
<64513> = 705392641 × 1613054439937
<13> × [
8788607120...<64491>]
(0.03%)
Φ198145(10) = 1111099999...
<151537> = 490086691231
<12> × [
2267149914...<151525>]
(0.01%)
Φ198146(10) = 1099999999...
<91441> = 405803009 × 27574656195451
<14> × [
9830312315...<91418>]
(0.02%)
Φ198147(10) = 9999999999...
<131584> = [
9999999999...<131584>]
(0.00%)
Φ198148(10) = 9900990099...
<99072> = 59574186941
<11> × [
1661959752...<99062>]
(0.01%)
Φ198149(10) = 9000000900...
<169836> = 51340009603
<11> × [
1753018935...<169826>]
(0.01%)
Φ198150(10) = 9999900001...
<52800> = [
9999900001...<52800>]
(0.00%)
Φ198151(10) = 9000000000...
<187704> = [
9000000000...<187704>]
(0.00%)
Φ198152(10) = 9999000099...
<88320> = 1166982518161
<13> × [
8568251832...<88308>]
(0.01%)
Φ198153(10) = 1000000001...
<128161> = 2368961123437
<13> × [
4221259653...<128148>]
(0.01%)
Φ198154(10) = 1099999999...
<90061> = 10304009 × 3253688681
<10> × 113667871637
<12> × [
2886507771...<90033>]
(0.03%)
Φ198155(10) = 9000090000...
<158520> = 396311 × [
2270966488...<158515>]
(0.00%)
Φ198156(10) = 9999999999...
<56448> = 594469 × [
1682173502...<56443>]
(0.01%)
Φ198157(10) = 9000000000...
<191296> = [
9000000000...<191296>]
(0.00%)
Φ198158(10) = 9090909090...
<99078> = [
9090909090...<99078>]
(0.00%)
Φ198159(10) = 1109999999...
<121921> = 792637 × 61716620551
<11> × 710653262203
<12> × [
3192925214...<121892>]
(0.02%)
Φ198160(10) = 1000000009...
<79233> = 109603088641
<12> × [
9123830563...<79221>]
(0.01%)
Φ198161(10) = 9000000000...
<195300> = 396323 × [
2270875018...<195295>]
(0.00%)
Φ198162(10) = 9990010000...
<64800> = [
9990010000...<64800>]
(0.00%)
Φ198163(10) = 9000000900...
<169848> = 16645693 × [
5406804571...<169841>]
(0.00%)
Φ198164(10) = 1009999999...
<97945> = 3368789 × 5944921 × 39038309 × [
1291845207...<97924>]
(0.02%)
Φ198165(10) = 9009099100...
<96000> = 12739235191
<11> × [
7071930900...<95990>]
(0.01%)
Φ198166(10) = 9090909090...
<99082> = 594499 × 2972491 × 9511969 × [
5408355264...<99063>]
(0.02%)
Φ198167(10) = 9000000000...
<194376> = 1189003 × 7961570867357
<13> × [
9507378714...<194357>]
(0.01%)
Φ198168(10) = 9999000100...
<63008> = 69358801 × 2154354875809
<13> × [
6691719865...<62988>]
(0.03%)
Φ198169(10) = 9000000000...
<186496> = [
9000000000...<186496>]
(0.00%)
Φ198170(10) = 1099988890...
<63937> = 153295532276321
<15> × [
7175609580...<63922>]
(0.02%)
Φ198171(10) = 1001000999...
<130177> = [
1001000999...<130177>]
(0.00%)
Φ198172(10) = 9900990099...
<88128> = 114939761 × [
8614068806...<88120>]
(0.01%)
Φ198173(10) = 1111111111...
<198173> = [
1111111111...<198173>]
(0.00%)
Φ198174(10) = 1098901098...
<66057> = 349018698103
<12> × [
3148545063...<66045>]
(0.02%)
Φ198175(10) = 9999900000...
<158520> = 489002361401
<12> × [
2044959449...<158509>]
(0.01%)
Φ198176(10) = 1000000000...
<89921> = 6214403009
<10> × [
1609165029...<89911>]
(0.01%)
Φ198177(10) = 1109999889...
<113233> = [
1109999889...<113233>]
(0.00%)
Φ198178(10) = 9090909090...
<99088> = 198179 × 331749973 × 5726366663191031731
<19> × 236093508066541458779
<21> × [
1022764364...<99036>]
(0.05%)
Φ198179(10) = 1111111111...
<198179> = [
1111111111...<198179>]
(0.00%)
Φ198180L(10) = 1000100005...
<26353> = [
1000100005...<26353>]
(0.00%)
Φ198180M(10) = 9999000049...
<26352> = 52350634261
<11> × [
1910005521...<26342>]
(0.04%)
Φ198181(10) = 9000000000...
<194764> = [
9000000000...<194764>]
(0.00%)
Φ198182(10) = 1099999999...
<98393> = [
1099999999...<98393>]
(0.00%)
Φ198183(10) = 1109999999...
<127801> = [
1109999999...<127801>]
(0.00%)
Φ198184(10) = 1000099999...
<84913> = 317688953 × [
3148047769...<84904>]
(0.01%)
Φ198185(10) = 1111099999...
<146305> = [
1111099999...<146305>]
(0.00%)
Φ198186(10) = 1098901098...
<59137> = 396373 × [
2772391406...<59131>]
(0.01%)
Φ198187(10) = 1111111111...
<175561> = 6738359 × [
1648934274...<175554>]
(0.00%)
Φ198188(10) = 9900990099...
<99092> = 135460705249
<12> × [
7309123395...<99081>]
(0.01%)
Φ198189(10) = 1000000000...
<123121> = [
1000000000...<123121>]
(0.00%)
Φ198190(10) = 1099989000...
<79273> = 594571 × 1002643211
<10> × 98185506091
<11> × 23496738697891
<14> × [
7998033736...<79233>]
(0.05%)
Φ198191(10) = 1111110999...
<162361> = 7134877 × [
1557295241...<162354>]
(0.00%)
Φ198192(10) = 1000000009...
<66049> = 198193 × 7927681 × [
6364518107...<66036>]
(0.02%)
Φ198193(10) = 1111111111...
<198193> = 1189159 × 13873511 × [
6734900448...<198179>]
(0.01%)
Φ198194(10) = 1099999999...
<96641> = [
1099999999...<96641>]
(0.00%)
Φ198195(10) = 9009099100...
<103680> = 6738631 × 8324191 × [
1606081767...<103667>]
(0.01%)
Φ198196(10) = 9900990099...
<99096> = 8522429 × [
1161756830...<99090>]
(0.01%)
Φ198197(10) = 1111111111...
<198197> = 15855761 × [
7007617679...<198189>]
(0.00%)
Φ198198(10) = 1000000000...
<47521> = 35899801939
<11> × 99171119297251
<14> × [
2808812392...<47496>]
(0.05%)
Φ198199(10) = 9000000000...
<193936> = [
9000000000...<193936>]
(0.00%)
Φ198200(10) = 1000000000...
<79201> = 34486801 × 277083601 × 10907738801
<11> × 11827332493201
<14> × [
8111753225...<79161>]
(0.05%)