# via Kurt Beschorner
n=73693: c73674(1647659287......) = 200046209932683892220519 * c73650(8236393422......)
# ECM B1=5e4, sigma=7063252640234059
n=74279: c74279(1111111111......) = 1643398485800760569800597963 * c74251(6761057167......)
# ECM B1=5e4, sigma=0:3190123306072765
# 213236 of 300000 Φn(10) factorizations were cracked. 300000 個中 213236 個の Φn(10) の素因数が見つかりました。
# 20046 of 25997 Rprime factorizations were cracked. 25997 個中 20046 個の Rprime の素因数が見つかりました。
n=433: c402(2896863628......) = 8824028723798902981997215284751342520751929886344438185486188157 * c338(3282926336......)
# ECM
n=13391: c11444(4940834331......) = 1793492413423312326764415268439 * c11414(2754867706......)
# P-1 B1=400e6
n=13403: c12322(4604762632......) = 1273543812643453522963599991 * c12295(3615708063......)
# P-1 B1=150e6
n=13405: c9169(1111099888......) = 369025298556704617267721 * c9145(3010904383......)
# P-1 B1=160e6
n=13409: c11435(1883248747......) = 194192011616958540654680651965361 * c11402(9697869297......)
# P-1 B1=150e6
n=13410: c3524(1031263269......) = 152178270161972061588566451931 * c3494(6776678883......)
# P-1 B1=650e6
n=100135: c68606(1018664509......) = 815970507695643165200161 * c68582(1248408489......)
# P-1 B1=22e6
n=100136: c50050(2551041251......) = 1546658379143032144324057 * x50026(1649388957......)
# P-1 B1=22e6
n=100136: x50026(1649388957......) = 29303671942968558470094241 * c50000(5628608456......)
# P-1 B1=22e6
n=149099: c149085(4462618506......) = 191666476417472557 * c149068(2328325009......)
# gr-mfaktc
n=149197: c149187(2406538858......) = 6018787351196629987 * c149168(3998378275......)
# gr-mfaktc
n=13310: c4832(2573436543......) = 358431625219151747847359198249482811 * c4796(7179713961......)
# P-1 B1=375e6
n=13317: c8416(1335281223......) = 310201028691515049948813827173 * c8386(4304567362......)
# P-1 B1=150e6
n=13335: c6013(2192259696......) = 57025106614551649638121 * c5990(3844376322......)
# P-1 B1=160e6
n=13383: c8897(9185908963......) = 210951149080654081665994312063747 * c8865(4354519519......)
# P-1 B1=160e6
n=13387: c12138(3045445707......) = 10821004067230761918288895517 * c12110(2814383664......)
# P-1 B1=150e6
n=100128: c28416(9999999999......) = 12965255566706017 * c28400(7712921622......)
# P-1 B1=55e6
n=100133: c91004(1629637166......) = 1904718174391121 * c90988(8555791553......)
# P-1 B1=18e6
n=148249: c148231(1153786863......) = 5763577084308138631 * c148212(2001858995......)
# P-1 B1=17e6
n=148853: c148839(3343101674......) = 3201872038854169067 * c148821(1044108457......)
# gr-mfaktc
# 213234 of 300000 Φn(10) factorizations were cracked. 300000 個中 213234 個の Φn(10) の素因数が見つかりました。
# via factordb.com
n=27324: c7882(2660883520......) = 96874085027482072759962995320081 * c7850(2746744415......)
n=29263: c26987(7912237563......) = 472786337233787201 * c26970(1673533463......)
n=31640: c10722(9162255533......) = 3150345436733071921 * c10704(2908333615......)
n=31688: c14837(5046860223......) = 374953127607527657 * c14820(1345997633......)
n=31832: c15118(2964539776......) = 2108806334021560983361 * c15097(1405790436......)
n=31866: c10264(3556399855......) = 3098654567470609089997 * c10243(1147723883......)
n=33428: c16315(5035673508......) = 13117142517248113886281 * c16293(3839001903......)
n=33438: c11106(1814050804......) = 175089451350829396106560321 * c11080(1036070871......)
n=33440: c11514(4041120829......) = 177734229606622117441 * c11494(2273687425......)
n=33466: c16113(3035257921......) = 2911884485884446383 * c16095(1042368931......)
n=33498: c11161(1000999998......) = 54879827977785814687 * c11141(1823985307......)
n=33516: c9025(4458937260......) = 13195080035842029373189 * c9003(3379242299......)
n=33600: c7673(8267195083......) = 1768552141202716801 * c7655(4674555468......)
n=33630: c8335(5480987526......) = 971923310087621131 * c8317(5639320993......)
n=33648: c11175(1771131886......) = 82784146485700698787153 * c11152(2139457808......)
n=33656: c14401(1000099999......) = 700006858028249017 * c14383(1428700288......)
n=33678: c11199(2780617196......) = 37251357736688345611 * c11179(7464472076......)
n=33706: c15908(1364341125......) = 13545925416056949859 * c15889(1007196690......)
n=33710: c13426(6196949534......) = 14776303548772600874161 * c13404(4193842874......)
n=33712: c14108(2966214813......) = 7087363295592348497 * c14089(4185216263......)
n=33728: c15331(6316120669......) = 87144948274964639970689 * c15308(7247833402......)
n=33734: c16562(5460558510......) = 147822221040846594797 * c16542(3694003832......)
n=33774: c10339(1917740740......) = 83142691025288643841 * c10319(2306565637......)
n=33784: c16321(1000099999......) = 5798926971165025361 * c16302(1724629409......)
n=33804: c11197(3862135689......) = 905406797114111848789 * c11176(4265635846......)
n=33830: c12656(8055207776......) = 4910700646201483811 * c12638(1640337775......)
n=33848: c16887(6089352304......) = 113703214944009068903761 * c16864(5355479444......)
n=33850: c13516(2954152019......) = 117985018790088681001 * c13496(2503836545......)
n=33872: c16118(2163731899......) = 1312790800481921 * c16103(1648192460......)
n=33876: c11242(1043491282......) = 118895852319309885760669 * c11218(8776515427......)
n=33904: c15553(1000000009......) = 874073312685504164273 * c15532(1144068804......)
n=33938: c16661(1099999999......) = 3025782777086810459 * x16642(3635422900......)
n=33938: x16642(3635422900......) = 551860315268065562036503 * c16618(6587578051......)
n=33948: c10531(2791837169......) = 119262880314525718211869 * c10508(2340910400......)
n=33954: c11303(1107760251......) = 2372864852439424912434001 * c11278(4668450673......)
n=34018: c16700(3233487168......) = 203155491344191837735303 * c16677(1591631684......)
n=34126: c16774(2664262574......) = 7505994697260627528619 * c16752(3549512998......)
n=34138: c15594(1105391202......) = 23974598921553942637 * c15574(4610676518......)
n=34152: c11334(8354462309......) = 424924048915189627028857 * c11311(1966107197......)
n=34170: c8444(3215855871......) = 54934152464838601 * c8427(5854019271......)
n=34178: c16294(7114846830......) = 2018898039798811989983681 * c16270(3524123898......)
n=34200: c8631(5582238653......) = 66806404965693819637426801 * c8605(8355843509......)
n=34216: c13230(1261242912......) = 870070467849019744217 * c13209(1449587083......)
n=34232: c15511(4909070966......) = 39853327600313431601 * c15492(1231784461......)
n=34306: c16129(1099999999......) = 13892745467570337020371 * c16106(7917801435......)
n=34310: c13192(1709566576......) = 229002742010123010001 * c13171(7465266842......)
n=34314: c9073(1098900989......) = 526843295136746226157 * c9052(2085821342......)
n=34398: c9008(8931296125......) = 4294600922444384917 * c8990(2079656826......)
n=34404: c11014(7899103562......) = 2816609603326149685538821 * c10990(2804472282......)
n=34424: c15841(1000099999......) = 3910683389537142401 * c15822(2557353537......)
n=34430: c12480(9091000000......) = 3656835351608030681 * c12462(2486029346......)
n=34512: c11456(3629884013......) = 1379554620639734401 * c11438(2631199924......)
n=34544: c16129(1000000009......) = 603004339163953295329 * c16108(1658362875......)
n=34592: c16174(2197952023......) = 413941466542441140257 * x16153(5309813587......)
n=34592: x16153(5309813587......) = 17492061700434833827649 * c16131(3035556172......)
n=34622: c14813(9726531165......) = 777397718036232104561 * c14793(1251165386......)
n=34953: c22753(8044195528......) = 565191587658601117 * c22736(1423268800......)
# via factordb.com
n=11694: c3897(1098901098......) = 25265936178377677271923695277 * c3868(4349338536......)
n=13707: c9132(9990000009......) = 95576676845503177333 * c9113(1045234082......)
n=14231: c11449(1111110999......) = 43441833912780650815987 * c11426(2557698190......)
n=14283: c9090(2178758546......) = 2131975342879126676047570627 * c9063(1021943595......)
n=14307: c8952(2331693177......) = 55408763536532975773 * c8932(4208166775......)
n=14465: c10481(1111099999......) = 116903043541710994139111 * c10457(9504457423......)
# 213223 of 300000 Φn(10) factorizations were cracked. 300000 個中 213223 個の Φn(10) の素因数が見つかりました。