-- Jul 31, 2017 (NeuralMiner) -- # via yoyo@home n=833: c626(7953357747......) = 3432940252618824434327096124443716640606301456841302413201 * c569(2316777212......) # ECM B1=110000000, sigma=0:16155500098072674487 -- Jul 31, 2017 (Makoto Kamada) -- n=105110: c40128(9091000000......) = 1415523392173632743401 * c40107(6422359425......) n=105112: c45016(1821675850......) = 35122218070751537041 * c44996(5186676555......) n=105116: c47761(1009999999......) = 36043062830524201 * 712582095643741173181 * c47723(3932464210......) n=105152: c49921(1000000000......) = 21760730365329281 * c49904(4595433991......) # P-1 B1=1e6 # 139359 of 200000 Phi_n(10) factorizations were cracked. -- Jul 30, 2017 (Makoto Kamada) -- n=104902: c43848(9090910000......) = 3785076540070021841 * c43830(2401777058......) n=104918: c44995(4332367071......) = 112214906987837398562587727 * c44969(3860776778......) n=104944: c44917(3116564124......) = 271958241954860609 * c44900(1145971566......) n=104956: c49681(1009999999......) = 37732345523486213749 * c49661(2676748519......) n=104984: c47681(1000099999......) = 1523175577351121761 * c47662(6565887839......) n=104990: c41971(6116562685......) = 100222509072361681 * c41954(6102982994......) n=104992: c49139(7492057600......) = 1377390183836549761 * c49121(5439313920......) n=105014: c41440(3940415237......) = 475235846493481529 * c41422(8291494142......) n=105056: c44345(3204960458......) = 1194915566786369 * c44330(2682164788......) # P-1 B1=1e6 # 139356 of 200000 Phi_n(10) factorizations were cracked. -- Jul 29, 2017 (Makoto Kamada) -- n=104686: c49243(3502526595......) = 85229061137393502491 * c49223(4109544970......) n=104702: c48286(1793913714......) = 536171443871076703 * c48268(3345783768......) n=104750: c41777(5247159968......) = 26131149842251 * c41764(2008009597......) n=104770: c41891(2889581883......) = 17579998692064218034644707761 * c41863(1643675824......) n=104786: c47501(2919073678......) = 964293327732659 * 6056698068944491 * c47470(4998042800......) n=104822: c49313(1099999999......) = 365174934099912481 * c49295(3012254942......) # P-1 B1=1e6 # 139353 of 200000 Phi_n(10) factorizations were cracked. -- Jul 28, 2017 (Makoto Kamada) -- n=104512: c49265(1703868911......) = 21660133607377335041 * c49245(7866382277......) n=104516: c46592(9900990099......) = 96785272802736209 * c46576(1022985193......) n=104524: c44778(2415712559......) = 5799268252613455957839349 * c44753(4165547194......) n=104546: c48241(1099999999......) = 787579678969316782771 * c48220(1396684080......) n=104558: c49963(1982319882......) = 697501565975135969 * c49945(2842029292......) n=104590: c41824(1016444639......) = 24484584577931 * 190815599789230811 * c41793(2175590296......) n=104594: c43200(9090910000......) = 23291109662185302127 * c43181(3903167402......) n=104608: c44737(1000000000......) = 199117996862849 * c44722(5022147750......) n=104630: c41849(1099989000......) = 1160396044077187201 * c41830(9479427353......) # P-1 B1=1e6 # 139352 of 200000 Phi_n(10) factorizations were cracked. -- Jul 27, 2017 (Alfred Eichhorn) -- # via Kurt Beschorner n=67783: c67783(1111111111......) = 4697195943330820726079 * c67761(2365477456......) # ECM B1=11e3, sigma=2796044459679236971 # 139347 of 200000 Phi_n(10) factorizations were cracked. # 13829 of 17984 R_prime factorizations were cracked. -- Jul 27, 2017 (Makoto Kamada) -- n=104342: c43008(9090910000......) = 682996949396896009 * c42991(1331032299......) n=104384: c44545(1000000000......) = 26119331137463873 * c44528(3828581959......) n=104426: c44736(8770388372......) = 114876116550272533 * c44719(7634649077......) n=104470: c40307(6935824053......) = 12981520051074505241 * c40288(5342844309......) n=104482: c42040(6305024689......) = 131171685442099 * c42026(4806696405......) # P-1 B1=1e6 # 139346 of 200000 Phi_n(10) factorizations were cracked. -- Jul 26, 2017 (Makoto Kamada) -- n=104216: c44619(6173200622......) = 12916501558012481969 * c44600(4779313186......) n=104236: c44870(5907731667......) = 268922610204601 * c44856(2196814787......) n=104240: c41665(1000000009......) = 12521736199479107125121 * c41642(7986113060......) n=104282: c49853(1099999999......) = 3702518423337593618263 * c49831(2970950780......) n=104284: c48721(1000000000......) = 119541457415065061 * c48703(8365298714......) n=104302: c47287(2136811440......) = 4732886548543517453 * c47268(4514816525......) n=104312: c44544(9999000099......) = 10374677916929 * c44531(9637889657......) # P-1 B1=1e6 # 139344 of 200000 Phi_n(10) factorizations were cracked. -- Jul 25, 2017 (Makoto Kamada) -- n=103970: c40305(3713889149......) = 89120380278864601 * c40288(4167272556......) n=104030: c40786(1926227892......) = 8095176149724925889270081 * c40761(2379476192......) n=104038: c47252(1302169380......) = 44514233979047140969 * c47232(2925287630......) n=104050: c41601(1000009999......) = 1363885989685123744001 * c41579(7332064465......) n=104055: c47520(9009100000......) = 15213071962804045471 * c47501(5921946614......) n=104144: c49633(1000000009......) = 1001371262488904189386033 * c49608(9986306252......) # P-1 B1=1e6 # 139340 of 200000 Phi_n(10) factorizations were cracked. -- Jul 24, 2017 (Makoto Kamada) -- n=103766: c47722(4819510545......) = 4400079867536350531 * c47704(1095323423......) n=103778: c49141(1099999999......) = 5058889773271660129 * c49122(2174390131......) n=103892: c49168(3230852101......) = 678918296724474749 * c49150(4758823141......) n=103906: c47221(1099999999......) = 6103636068125974489 * c47202(1802204436......) # P-1 B1=1e6 # 139337 of 200000 Phi_n(10) factorizations were cracked. -- Jul 23, 2017 (Maksym Voznyy) -- n=16493: c16488(3368330284......) = 11067127971310003296427 * c16466(3043545076......) # ECM B1=250000, sigma=7096167339078724 n=18899: c18894(2939525149......) = 28561984898607991373 * c18875(1029173973......) # ECM B1=250000, sigma=8803957736658383 n=19301: c19296(2878302492......) = 16138683834109428372373 * c19274(1783480314......) # ECM B1=250000, sigma=638639282023558 -- Jul 23, 2017 (Makoto Kamada) -- n=103558: c40882(4829162038......) = 405926583779809 * c40868(1189663902......) n=103564: c48686(4450955637......) = 7823433910436318381 * c48667(5689260865......) n=103592: c49448(7542359633......) = 431207238903983177 * c49431(1749126395......) n=103598: c44139(8158434489......) = 11740589014672409 * c44123(6948914129......) n=103628: c44401(1009999999......) = 79847085392067421 * c44384(1264917805......) n=103630: c40320(9091000000......) = 4827693430949585835053251 * c40296(1883093889......) n=103636: c47798(6184061620......) = 19438275566657741 * c47782(3181383862......) n=103684: c42495(1998071189......) = 13206795410802919381 * c42476(1512911442......) n=103712: c44337(8077875908......) = 2442536869049147648737 * c44316(3307166418......) # P-1 B1=1e6 # 139335 of 200000 Phi_n(10) factorizations were cracked. -- Jul 22, 2017 (Maksym Voznyy) -- n=18919: c18882(1950556777......) = 166733343885279222871 * c18862(1169866046......) # ECM B1=250000, sigma=2067716287570918 n=18211: c18175(1427721171......) = 50603957308957747151 * c18155(2821362691......) # ECM B1=250000, sigma=6534487738812435 -- Jul 22, 2017 (Makoto Kamada) -- n=103402: c46069(6922299350......) = 37941083472293 * c46056(1824486471......) n=103432: c44293(1070500161......) = 361801365283009 * c44278(2958806306......) n=103462: c48407(6334633887......) = 134309830593441979304383 * c48384(4716433532......) n=103472: c49707(6250607550......) = 15504370819313 * c49694(4031513192......) # P-1 B1=1e6 -- Jul 21, 2017 (Maksym Voznyy) -- n=18181: c18146(2752565680......) = 17429644551087654709933 * c18124(1579243725......) # ECM B1=250000, sigma=1221297947700025 -- Jul 21, 2017 (Makoto Kamada) -- n=103246: c41029(4449579902......) = 5575434021526582357 * c41010(7980687933......) n=103264: c44135(1835528202......) = 5133062863911172513 * c44116(3575892699......) n=103280: c41272(2475055420......) = 22575119289895804235041 * c41250(1096364270......) n=103298: c45675(2587394827......) = 43253375891649603863 * c45655(5981948862......) n=103310: c41295(1464133156......) = 67691697142451 * c41281(2162943489......) n=103312: c46867(2783830218......) = 16256309521058993 * c46851(1712461376......) n=103330: c41329(1099989000......) = 169381443785557441 * c41311(6494152933......) n=103370: c41332(1125664930......) = 50251866432451 * c41318(2240046012......) n=103378: c45344(1635464023......) = 1312399492178994063263 * c45323(1246163255......) # P-1 B1=1e6 # 139333 of 200000 Phi_n(10) factorizations were cracked. -- Jul 20, 2017 (Maksym Voznyy) -- n=17383: c17348(9756472683......) = 95676647163954368773201 * x17326(1019733965......) # ECM B1=250000, sigma=6848084722994488 n=17383: x17326(1019733965......) = 967708965959757752681 * c17305(1053760997......) # ECM B1=250000, sigma=962043022299698 n=18439: c18419(2420944773......) = 10888935066754540205681 * c18397(2223307200......) # ECM B1=250000, sigma=91898458043177 -- Jul 20, 2017 (Makoto Kamada) -- n=103030: c41203(3558786894......) = 255270109997291 * c41189(1394125969......) n=103048: c46801(1000099999......) = 98778439008481 * c46787(1012467913......) n=103124: c42322(2087011281......) = 2551680975596341429 * c42303(8178966342......) n=103136: c46699(2724619889......) = 7672354914758805217 * c46680(3551217220......) n=103155: c48568(1035699740......) = 267125049436831 * c48553(3877209354......) # P-1 B1=1e6 # 139332 of 200000 Phi_n(10) factorizations were cracked. -- Jul 19, 2017 (Alfred Eichhorn) -- # via Kurt Beschorner n=18917: c18917(1111111111......) = 23804677265339797421816437 * c18891(4667616782......) # ECM B1=5e4, sigma=3449289100892796519 n=67579: c67563(2062062694......) = 81376586347554751637 * c67543(2533975418......) # ECM B1=11e3, sigma=10368654149114041945 n=67589: c67589(1111111111......) = 1427490294222230833547 * x67567(7783668411......) # ECM B1=11e3, sigma=14405740484299038573 n=67589: x67567(7783668411......) = 193970010166543534511963 * c67544(4012820541......) # ECM B1=11e3, sigma=18257096447838522086 n=67631: c67631(1111111111......) = 12288780393345628792003 * c67608(9041671146......) # ECM B1=11e3, sigma=16252894969633873995 # 139331 of 200000 Phi_n(10) factorizations were cracked. # 13828 of 17984 R_prime factorizations were cracked. -- Jul 19, 2017 (Makoto Kamada) -- n=102802: c44001(2298304381......) = 27705705137898960929 * c43981(8295419192......) n=102844: c44048(2019498537......) = 2681458119659789 * c44032(7531344690......) n=102886: c44065(2481319660......) = 7287953671629779 * c44049(3404686380......) n=102908: c47473(1009999999......) = 287310319460009 * c47458(3515362768......) n=102916: c46747(3851191565......) = 174455859114241 * c46733(2207544983......) n=102928: c44057(5488999359......) = 1168242500634527473 * c44039(4698510246......) n=102986: c44536(9370833408......) = 6996951583895729 * c44521(1339273724......) n=103000: c40801(1000000000......) = 453627254397232001 * c40783(2204453084......) # P-1 B1=1e6 # 139328 of 200000 Phi_n(10) factorizations were cracked. -- Jul 18, 2017 (Maksym Voznyy) -- n=17713: c17696(1297297348......) = 142250173342713088137536399563 * c17666(9119829649......) # ECM B1=250000, sigma=6282675453478770 n=17123: c17093(1772111622......) = 5470163977444901440969 * c17071(3239595064......) # ECM B1=250000, sigma=5469218132330847 -- Jul 18, 2017 (Makoto Kamada) -- n=102650: c41025(5132373367......) = 389952653891128651 * c41008(1316152952......) n=102670: c41053(3839197891......) = 2540717477205159331 * c41035(1511068399......) n=102674: c42960(9090909091......) = 551039547005141767 * c42943(1649774347......) n=102704: c43674(1947343443......) = 7063893870795217 * c43658(2756756371......) n=102734: c49681(1099999999......) = 8972531118027203653 * c49662(1225963984......) n=102746: c42702(2255240488......) = 1580407760720692227647527 * c42678(1426999122......) n=102778: c45927(2165073118......) = 14385978825754362529 * c45908(1504988395......) # P-1 B1=1e6 # 139326 of 200000 Phi_n(10) factorizations were cracked. -- Jul 17, 2017 (Maksym Voznyy) -- n=18797: c18779(1547473991......) = 1306796681763237038963 * c18758(1184173493......) # ECM B1=250000, sigma=2838750580082213 -- Jul 17, 2017 (Makoto Kamada) -- n=102488: c48929(1000099999......) = 266149933185121 * c48914(3757656400......) n=102544: c42971(6747905088......) = 653815885928985513761 * c42951(1032080320......) n=102562: c48548(6262993269......) = 278688706149019 * c48534(2247307885......) n=102586: c46621(1099999999......) = 713495674503019 * c46606(1541705211......) n=102590: c41033(1099989000......) = 14176176324521 * c41019(7759419570......) n=102602: c48714(5414663015......) = 201916920334223 * 1905558798689944123036419976717 * c48670(1407266552......) n=102634: c43961(7597796602......) = 17736586528302331691 * c43942(4283685922......) # P-1 B1=1e6 # 139324 of 200000 Phi_n(10) factorizations were cracked. -- Jul 16, 2017 (Maksym Voznyy) -- n=18341: c18326(4767511512......) = 1363623300895250763175271 * c18302(3496208600......) # ECM B1=250000, sigma=976395690844845 n=18041: c18015(3902527965......) = 295936853731680833293 * x17995(1318702931......) # ECM B1=250000, sigma=2606351075509203 n=18041: x17995(1318702931......) = 134910496411361851723129 * c17971(9774650355......) # ECM B1=250000, sigma=2009747703342750 n=18493: c18465(9693338094......) = 8844365286266485819056853 * c18441(1095990247......) # ECM B1=250000, sigma=394399265184303 n=19001: c18974(8943598875......) = 5896332450134326576037 * c18953(1516807091......) # ECM B1=250000, sigma=4067793932583379 n=17053: c17037(3737340632......) = 761113862809488493360889 * c17013(4910356800......) # ECM B1=250000, sigma=641561387294366 -- Jul 16, 2017 (Makoto Kamada) -- n=102322: c46501(1099999999......) = 1439591061904722661573 * c46479(7641058833......) n=102362: c45353(7400946600......) = 39585868497397 * c45340(1869593084......) n=102368: c43763(5545568705......) = 470776806636106233089 * c43743(1177961324......) n=102375: c43188(5300752137......) = 116083258753469757751 * c43168(4566336433......) n=102382: c42840(9090910000......) = 60767988786569 * c42827(1496003106......) n=102416: c49537(1000000009......) = 55060038535793 * c49523(1816199255......) # P-1 B1=1e6 # 139321 of 200000 Phi_n(10) factorizations were cracked. -- Jul 15, 2017 (Makoto Kamada) -- n=102178: c49949(6524561325......) = 131730087778970137121449 * c49926(4952977285......) n=102182: c48385(1099999999......) = 412651630455480725460773 * c48361(2665686789......) n=102184: c49913(7041184062......) = 33365516660625216553 * c49894(2110317707......) n=102196: c49253(4942168370......) = 322419594823056001 * c49236(1532837473......) n=102254: c47023(2906436518......) = 3094132516849655503 * c47004(9393380867......) n=102280: c40897(1000099999......) = 988589335220845979646809521 * c40870(1011643525......) # P-1 B1=1e6 # 139318 of 200000 Phi_n(10) factorizations were cracked. -- Jul 14, 2017 (Makoto Kamada) -- n=102082: c49813(1099999999......) = 164664366689050763836739 * c49789(6680255249......) n=102116: c43681(1000000000......) = 816537367102085228839009 * c43657(1224683695......) # P-1 B1=1e6 # 139316 of 200000 Phi_n(10) factorizations were cracked. -- Jul 13, 2017 (Makoto Kamada) -- n=101866: c48348(9199092661......) = 10544890367251260368423 * c48326(8723744240......) n=101962: c43675(6589150242......) = 20268450169079743 * c43659(3250939360......) n=101996: c49729(1009999999......) = 75080322258664609 * c49712(1345225978......) n=101998: c47052(2042725041......) = 22164001591213 * c47038(9216409019......) # P-1 B1=1e6 # 139314 of 200000 Phi_n(10) factorizations were cracked. -- Jul 12, 2017 (Makoto Kamada) -- n=101690: c40673(1099989000......) = 2244807982889561 * c40657(4900147400......) n=101696: c43393(1000000000......) = 2799892232995201 * c43377(3571566034......) n=101716: c49869(2257476607......) = 121131104055341 * c49855(1863663858......) n=101728: c43521(1000000000......) = 451664495498923584769 * c43500(2214032783......) n=101732: c49048(1841938074......) = 32286573668972376361 * c49028(5704966074......) n=101764: c44064(9900990099......) = 16371591048729149221 * c44045(6047665171......) n=101836: c43621(3463382099......) = 5734914978523487849 * c43602(6039116731......) # P-1 B1=1e6 # 139313 of 200000 Phi_n(10) factorizations were cracked. -- Jul 11, 2017 (Alfred Eichhorn) -- # via Kurt Beschorner n=67369: c67369(1111111111......) = 98597788467374587 * c67352(1126912812......) # ECM B1=11e3 # 139309 of 200000 Phi_n(10) factorizations were cracked. # 13825 of 17984 R_prime factorizations were cracked. -- Jul 11, 2017 (Makoto Kamada) -- n=101560: c40597(1616015984......) = 1146321667641041 * c40582(1409740415......) n=101566: c49561(1099999999......) = 6921843552282721 * c49545(1589172005......) n=101572: c49883(9885934210......) = 324928712888393852907476469812621 * c49851(3042493266......) n=101582: c46866(1093806974......) = 1459120485266161183597 * c46844(7496344444......) n=101595: c49920(9009099100......) = 512698669481311 * c49906(1757191823......) n=101626: c40320(9999999000......) = 19261306383840893 * c40304(5191755325......) n=101656: c49914(3643732514......) = 216814224897141913 * c49897(1680578161......) n=101686: c46921(1099999999......) = 245638517835987240277 * c46900(4478125050......) # P-1 B1=1e6 # 139308 of 200000 Phi_n(10) factorizations were cracked. -- Jul 10, 2017 (Makoto Kamada) -- n=101432: c48952(1060992956......) = 61038270758517872081 * c48932(1738242160......) n=101438: c49897(1099999999......) = 5603859801852371 * c49881(1962932762......) n=101444: c43465(1009999999......) = 4705510756117022627189 * c43443(2146419490......) n=101450: c40513(1513622821......) = 5180641465578451 * c40497(2921689970......) n=101452: c46782(2182475461......) = 32430119435221 * c46768(6729779290......) n=101464: c46048(1159372353......) = 2945583889756517226954617 * c46023(3935967865......) n=101476: c48471(4830921176......) = 159254599510969 * c48457(3033457866......) n=101494: c49081(1099999999......) = 246961612683451 * c49066(4454133531......) n=101522: c48517(4008263392......) = 61774616028360211 * c48500(6488528217......) n=101536: c47803(9848626609......) = 263178279758138369 * c47786(3742188229......) # P-1 B1=1e6 # 139304 of 200000 Phi_n(10) factorizations were cracked. -- Jul 9, 2017 (Makoto Kamada) -- n=101282: c49972(8047179075......) = 217250722538041 * c49958(3704097726......) n=101308: c45354(2124598936......) = 1069774062588089 * c45339(1986025844......) n=101318: c43417(1099999890......) = 14116045702863721 * c43400(7792549791......) n=101402: c43445(3545068900......) = 1752804103507367 * c43430(2022512894......) n=101410: c40561(1099989000......) = 1457826216268873051 * c40542(7545405534......) n=101422: c44906(1042199446......) = 94636817118752903681 * c44886(1101262149......) # P-1 B1=1e6 # 139301 of 200000 Phi_n(10) factorizations were cracked. -- Jul 8, 2017 (Makoto Kamada) -- n=101116: c47530(5904345371......) = 64078984042129061 * c47513(9214168202......) n=101122: c41702(1418595717......) = 255296543353092739 * c41684(5556658539......) n=101145: c48939(1616439538......) = 1507637860871209917631 * c48918(1072166984......) n=101156: c43561(1000000000......) = 376905292902660575681 * c43540(2653186407......) n=101158: c49166(2223583263......) = 10366996011252528761 * c49147(2144867481......) n=101194: c47917(1099999999......) = 9200130616792963389889886041 * c47889(1195635198......) n=101206: c43361(1292380451......) = 27644009159614933 * c43344(4675083286......) n=101240: c40468(7174605695......) = 1002843576137295521 * c40450(7154262007......) # P-1 B1=1e6 # 139299 of 200000 Phi_n(10) factorizations were cracked. -- Jul 7, 2017 (Makoto Kamada) -- n=100982: c43264(9032362572......) = 13346328656016931 * c43248(6767675819......) n=100990: c40393(1099989000......) = 83105489422961 * c40379(1323605706......) n=101030: c40374(5293436471......) = 188530236979841 * c40360(2807738724......) n=101066: c43309(1099999890......) = 93971531345063 * c43295(1170567164......) n=101068: c45910(8189125595......) = 51552835234267070689658641 * c45885(1588491798......) n=101104: c49267(9326757011......) = 1145711062031329 * c49252(8140583887......) # P-1 B1=1e6 # 139297 of 200000 Phi_n(10) factorizations were cracked. -- Jul 6, 2017 (Makoto Kamada) -- n=100868: c49788(1639724183......) = 282698195562749 * 11231791539079027421 * c49754(5164148605......) n=100892: c45832(3423633543......) = 21396606732689 * c45819(1600082474......) n=100906: c46552(6239974098......) = 30136734977586145029811 * c46530(2070554127......) n=100910: c40332(8192179769......) = 551179823096531 * c40318(1486298922......) n=100924: c48209(1024330204......) = 72438336829574641 * c48192(1414071953......) n=100946: c47469(8605778483......) = 1107552509550677 * c47454(7770086211......) n=100947: c47513(6624016484......) = 4041621237265321249 * c47495(1638950335......) n=100958: c42228(2707999516......) = 785776831832244382703 * c42207(3446270501......) n=100960: c40321(1000000000......) = 2371077619210186561 * c40302(4217491624......) # P-1 B1=1e6 # 139295 of 200000 Phi_n(10) factorizations were cracked. -- Jul 5, 2017 (Makoto Kamada) -- n=100738: c43195(1289185269......) = 31871390824985224719784931 * c43169(4044960813......) n=100744: c42990(1479421268......) = 347385235877132209 * c42972(4258733865......) n=100762: c49682(2036859611......) = 11721303207497985539 * 37158198469830322697339 * c49640(4676603454......) n=100778: c49115(5457513259......) = 1273106498550877 * c49100(4286768833......) n=100790: c40299(1195448561......) = 128756343514691 * c40284(9284579917......) n=100804: c43662(7032731473......) = 16041556130029 * c43649(4384070608......) # P-1 B1=1e6 -- Jul 4, 2017 (Makoto Kamada) -- n=100610: c40241(1099989000......) = 327261611588416051 * c40223(3361191661......) n=100618: c43103(3826835749......) = 50197293722618728099 * c43083(7623589770......) n=100634: c49501(1099999999......) = 142440480637517 * c49486(7722523787......) n=100654: c49417(1099999999......) = 474587098264842017569 * c49396(2317804264......) n=100672: c42235(9933149901......) = 214375919224897 * c42221(4633519444......) n=100678: c49561(1099999999......) = 894339418462927 * c49546(1229958086......) # P-1 B1=1e6 # 139294 of 200000 Phi_n(10) factorizations were cracked. -- Jul 3, 2017 (Makoto Kamada) -- n=100472: c47513(8731593132......) = 3611710008220313 * c47498(2417578684......) n=100474: c45639(2254939879......) = 4160861605329273373 * c45620(5419406107......) n=100528: c48950(1164595902......) = 2891946936855297571169 * c48928(4027030673......) n=100576: c43009(1000000000......) = 16763381663729852929 * c42989(5965383477......) n=100586: c47629(1099999999......) = 88532411139886277 * c47612(1242482821......) n=100594: c44898(1798973786......) = 24840018137819 * c44884(7242240230......) n=100604: c43105(1009999999......) = 143368126408406089 * c43087(7044801555......) # P-1 B1=1e6 # 139290 of 200000 Phi_n(10) factorizations were cracked. -- Jul 2, 2017 (Makoto Kamada) -- n=100358: c47165(1079518060......) = 4438306775007240329717 * c47143(2432274548......) n=100390: c40110(4605175838......) = 11170040320961 * c40097(4122792493......) n=100412: c46321(1009999999......) = 872482090239090651841 * c46300(1157616885......) n=100426: c49720(2918555488......) = 290001048347458801 * c49703(1006394806......) # P-1 B1=1e6 # 139287 of 200000 Phi_n(10) factorizations were cracked. -- Jul 1, 2017 (Makoto Kamada) -- n=100192: c47986(8851617980......) = 32736290957835841 * c47970(2703915966......) n=100215: c49913(2769046475......) = 12465747858601 * 101566828757177058511 * c49880(2187056557......) n=100256: c46081(1000000000......) = 19826255710237503073 * c46061(5043816717......) n=100275: c45594(5540261203......) = 195541985128351 * c45580(2833284729......) n=100276: c43654(1433265795......) = 11401874450624681 * c43638(1257044007......) n=100286: c48881(1099999999......) = 5299208685647917 * c48865(2075781621......) n=100322: c49563(7071258660......) = 10719128131709406133 * c49544(6596859906......) n=100324: c42971(3659453185......) = 683682654594821701 * c42953(5352561104......) # P-1 B1=1e6 # 139286 of 200000 Phi_n(10) factorizations were cracked.