-- May 31, 2016 (Alfred Reich) -- n=14198: c6841(1099999999......) = 284070291527468019579529 * c6817(3872281026......) n=14348: c6694(1408406128......) = 225507005306473819169 * c6673(6245509433......) n=14350: c4791(2631327687......) = 1843745270547105538201 * c4770(1427164440......) n=17364: c5765(2858890960......) = 32287503462773749669 * c5745(8854481312......) n=17624: c8787(1289788585......) = 27155251610963624209 * c8767(4749683797......) n=17850: c3841(1000009999......) = 82634488926680036851 * c3821(1210160567......) n=18212: c8737(1009999999......) = 3731807677484186879269 * c8715(2706463160......) # ECM # 138548 of 200000 Phi_n(10) factorizations were cracked. -- May 30, 2016 (Alfred Reich) -- n=16280: c5744(1672323785......) = 69872374128903104881 * c5724(2393397685......) # ECM -- May 29, 2016 (Alfred Reich) -- n=15874: c7932(1908932467......) = 6855501342565849489 * c7913(2784526429......) # ECM -- May 12, 2016 (Kurt Beschorner) -- n=5685: c3011(7430374261......) = 384514396466713736537371759951 * c2982(1932404697......) # ECM B1=1e6, sigma=1979618104 -- May 11, 2016 (Makoto Kamada) -- n=188500L: c33573(2153511530......) = 10255230553762254002455501 * c33548(2099915276......) n=193340L: c33100(1594622228......) = 32681032606060441 * c33083(4879350807......) n=193900L: c33096(9673424062......) = 8055959563740901 * c33081(1200778626......) n=196460L: c33105(2453234309......) = 1396941724794729961 * c33087(1756146492......) n=198220L: c33276(1424717496......) = 2641940901625301 * c33260(5392692529......) # P-1 B1=1e6 -- May 10, 2016 (Makoto Kamada) -- n=174340L: c33256(1513478888......) = 1775458804857089573448881 * c33231(8524438215......) n=175180M: c33101(2929757601......) = 135685469799959154134201 * c33078(2159227223......) n=177140L: c33281(2796100027......) = 593280228052984741 * c33263(4712949961......) n=179660M: c33110(3534126646......) = 2940132633622871148554206921 * c33083(1202029665......) n=182260M: c33577(3174207434......) = 13905898692661 * c33564(2282633797......) n=183700M: c33188(1789901501......) = 22486295759918101 * c33171(7959966020......) n=184580L: c33521(2796127961......) = 496381031219321488901 * 16383839967545638063961 * c33478(3438160671......) # P-1 B1=1e6 # 138545 of 200000 Phi_n(10) factorizations were cracked. -- May 9, 2016 (Makoto Kamada) -- n=167260M: c33443(2138221103......) = 116800957036241 * c33429(1830653752......) n=167380M: c33444(2008855922......) = 334618872716101 * 1586616559163571941 * c33411(3783784339......) n=167540M: c33494(8879778926......) = 13997259261584202481 * c33475(6343941167......) n=167780M: c33536(2653980664......) = 291435188612740621 * c33518(9106589623......) n=168380M: c33637(2443910918......) = 5915020704803921461 * c33618(4131703067......) n=168500L: c33586(3467238546......) = 3250456227066862501 * c33568(1066692889......) n=168580L: c33695(2981273393......) = 41921195656134280922850341 * c33669(7111613461......) n=168620L: c33721(2824060999......) = 8217679419399730321061 * c33699(3436567497......) n=169060M: c33062(5310081532......) = 54338364793832434211401 * c33039(9772251248......) n=169300M: c33811(3156772291......) = 8428458669602201 * c33795(3745373164......) n=170180M: c33254(2268971955......) = 194253894755341 * c33240(1168044511......) # P-1 B1=1e6 -- May 8, 2016 (Makoto Kamada) -- n=147210: c33593(3149695356......) = 219107196531695851 * c33576(1437513420......) n=148050: c33110(6052342576......) = 2149951420338750001 * c33092(2815106666......) n=148680: c33389(1407602773......) = 6044028620122234395361 * c33367(2328914805......) n=149520: c33793(1000000009......) = 1251841533450837420001 * c33771(7988231603......) n=165260M: c33049(2824060999......) = 57870061834297698843041 * c33026(4880003425......) n=165380M: c33056(4529608703......) = 40018618000961 * c33043(1131875344......) n=165460L: c33082(7204969569......) = 10593023618987028124091161 * c33057(6801617581......) n=165460M: c33076(9227545886......) = 537524201245237596241 * c33056(1716675428......) n=165700M: c33115(6095619222......) = 64536091534423601 * c33098(9445287245......) n=165740M: c33117(7893945893......) = 69015703654110361 * c33101(1143789815......) n=165860M: c33162(1078140878......) = 2333313218133130861 * c33143(4620643597......) n=166580L: c33296(2278682378......) = 51019774171006621 * c33279(4466272960......) n=167060L: c33390(9087173542......) = 20027390363830621 * 1269863572414703674201 * c33353(3573118290......) # P-1 B1=1e6 # 138543 of 200000 Phi_n(10) factorizations were cracked. -- May 7, 2016 (Makoto Kamada) -- n=139590: c33112(5298695946......) = 477758688771988801 * c33095(1109073695......) n=140760: c33793(1000000000......) = 8948161198315441 * c33777(1117548039......) # P-1 B1=1e6 # 138542 of 200000 Phi_n(10) factorizations were cracked. -- May 6, 2016 (Makoto Kamada) -- n=127290: c33936(9100090999......) = 1489795944811171 * c33921(6108280151......) n=127440: c33408(9999999999......) = 153476508521966401 * c33391(6515655129......) n=127800: c33578(2879939208......) = 345897096914491201 * c33560(8325999940......) n=128160: c33781(1421296897......) = 68496194322478081 * c33764(2075001262......) n=128400: c33913(1158952664......) = 142574826638162210401 * c33892(8128732761......) n=129822: c33584(2149939035......) = 496908149519183895345800179 * c33557(4326632673......) n=130284: c33094(7476626114......) = 13940767653532334584865281 * c33069(5363138028......) n=130746: c33826(4166457023......) = 8204757376358446459249 * c33804(5078099000......) n=131130: c33121(1000999998......) = 102070432286281 * 1117764429041971 * c33091(8773721367......) n=133950: c33108(2605643912......) = 24404349278777851 * c33092(1067696533......) n=135090: c33686(6599225971......) = 8912886769148104554481 * c33664(7404139806......) n=135330: c33190(7048060284......) = 31104037709161 * c33177(2265963136......) n=138270: c33406(1012246672......) = 19785743029368691 * c33389(5116040732......) # P-1 B1=1e6 # 138541 of 200000 Phi_n(10) factorizations were cracked. -- May 5, 2016 (Makoto Kamada) -- n=126378: c33409(1000999998......) = 1843322921665517881 * c33390(5430410413......) n=127080: c33787(3934513949......) = 408631596608881 * 451882161388081 * c33758(2130757116......) n=127092: c33774(5618594156......) = 26690814474829 * c33761(2105066580......) # P-1 B1=1e6 # 138538 of 200000 Phi_n(10) factorizations were cracked. -- May 5, 2016 (Alfred Eichhorn) -- # via Kurt Beschorner n=46877: c46877(1111111111......) = 1810380864301035324119 * c46855(6137443965......) # ECM B1=11e3, sigma=3418097178 # 138537 of 200000 Phi_n(10) factorizations were cracked. # 13676 of 17984 R_prime factorizations were cracked. -- May 4, 2016 (Makoto Kamada) -- n=121836: c33595(2763267087......) = 14669722630415552701 * c33576(1883653261......) n=122388: c33098(3617421918......) = 31659715809961 * c33085(1142594564......) n=122766: c33689(5057165565......) = 57170360824921 * 690909996784729 * 24984072422060042173 * 303185578112714363973103 * c33618(1690219054......) n=124290: c33109(8083503467......) = 452367376598611 * 306951556733111287171 * c33074(5821548384......) n=124560: c33008(1425158939......) = 21527618271435783270721 * c32985(6620142189......) n=124590: c33209(1710545639......) = 32164417284046807681 * c33189(5318130356......) n=124650: c33101(5678726711......) = 24553534935815685001 * c33082(2312793952......) n=124680: c33216(9999000100......) = 111238650420241 * c33202(8988782282......) n=125040: c33274(3332265864......) = 2660233102309092615841 * c33253(1252621757......) n=125310: c33408(9100090999......) = 838031206916881 * c33394(1085889275......) n=125520: c33377(1762226698......) = 19804945616191514881 * c33357(8897912331......) n=125910: c33546(5289494988......) = 11835460229337614971 * c33527(4469192482......) # P-1 B1=1e6 # 138536 of 200000 Phi_n(10) factorizations were cracked. -- May 3, 2016 (Makoto Kamada) -- n=116046: c33043(8617198195......) = 437185176001095943 * c33026(1971063674......) n=116634: c33286(4009657299......) = 66390191970149503 * c33269(6039532619......) n=116754: c33601(1098901098......) = 709649453527411 * c33586(1548512569......) n=117264: c33399(4674541642......) = 153266554755928657 * c33382(3049942402......) n=117558: c33480(9999999990......) = 709716312699897259 * c33463(1409013687......) n=117642: c33569(1516507617......) = 28307442168349933 * c33552(5357275334......) n=117768: c33591(2565159651......) = 332587208420713 * c33576(7712742962......) n=117978: c33067(8476084726......) = 10335052546561681 * c33051(8201298144......) n=118014: c33793(1098901098......) = 757931070918653954253035449333 * c33763(1449869442......) n=118356: c33754(2303528153......) = 231251759561761 * c33739(9961127033......) n=118398: c33816(9100000909......) = 42839456832986569183 * c33797(2124210151......) n=118692: c33690(3510485292......) = 602228740513429 * c33675(5829156027......) n=118776: c33567(6823446373......) = 19384872920964821666716321 * c33542(3519985094......) n=119112: c33976(9327355772......) = 47697815679193 * c33963(1955510045......) n=119448: c33678(1138057998......) = 69899247597274622285977 * c33655(1628140556......) # P-1 B1=1e6 # 138534 of 200000 Phi_n(10) factorizations were cracked. -- May 2, 2016 (Makoto Kamada) -- n=108936: c33792(9999999999......) = 469410991005171169 * c33775(2130329325......) n=109428: c33120(9901000000......) = 1962066700459669 * c33105(5046209691......) n=109480: c33782(6069929982......) = 1858648486905507361 * c33764(3265776194......) n=109758: c33235(4145464815......) = 799542201158775272838306481 * c33208(5184798013......) n=109902: c33787(8280028752......) = 36417114568685371 * c33771(2273664141......) n=110088: c33112(8684170266......) = 105039129392209 * c33098(8267557353......) n=110154: c33360(9100000000......) = 5599923992623357 * 983716470313509251089 * c33324(1651921163......) n=110214: c33685(2311779875......) = 5716837953864649 * c33669(4043808647......) n=110448: c33403(1509003469......) = 515416685397121 * c33388(2927734999......) n=110526: c33658(1915696802......) = 131202265493209 * c33644(1460109545......) n=111072: c33786(4287221550......) = 37181520051937 * c33773(1153051716......) n=111408: c33566(7748218033......) = 568287808720450369 * c33549(1363432034......) n=111618: c33661(2326334538......) = 11210761325552491 * c33645(2075090594......) n=112134: c33955(1159325756......) = 677852793383679653521 * c33934(1710291331......) n=112464: c33590(8297624340......) = 10943683778393629548913 * c33568(7582112667......) n=114342: c33398(2273956882......) = 1293880527732733 * c33383(1757470519......) n=115596: c33696(9999999999......) = 24169510804609 * c33683(4137444105......) # P-1 B1=1e6 # 138530 of 200000 Phi_n(10) factorizations were cracked. -- May 1, 2016 (Makoto Kamada) -- n=107796: c33084(3679348850......) = 20682193010253051421 * c33065(1778993576......) n=108018: c33792(9990010000......) = 8827337991519133921 * c33774(1131712641......) # P-1 B1=1e6 # 138526 of 200000 Phi_n(10) factorizations were cracked.