-- Jan 31, 2017 (Makoto Kamada) --

n=175900M: c35137(6017576289......) = 14590839071448701 * c35121(4124215379......)
n=176140L: c35215(3762156780......) = 1539652693966150903921 * c35194(2443510017......)
n=176140M: c35212(1342161001......) = 329900977758061 * c35197(4068375336......)
n=176500L: c35181(1456139352......) = 77090253890727001 * c35164(1888876062......)
n=176740M: c35334(6276887700......) = 55974584525016757001 * c35315(1121381740......)
n=177450: c37431(3243016774......) = 225025592071753201 * c37414(1441176865......)
n=177700L: c35520(9900498007......) = 506885128553900486494901 * c35497(1953203487......)
n=177860L: c35556(7925691745......) = 1774701592612269161 * c35538(4465929245......)
# P-1 B1=1e6

-- Jan 30, 2017 (Makoto Kamada) --

n=168210: c38017(1000000000......) = 262417969810081 * c38002(3810714646......)
n=169290: c38863(2200171646......) = 26510202693811 * c38849(8299339209......)
n=170310: c38859(2752325449......) = 5845018925616361 * c38843(4708839244......)
n=170430: c38016(9100091000......) = 7661842373753881 * c38001(1187715768......)
n=170730: c38881(1000999998......) = 630629467276411 * c38866(1587302926......)
n=171150: c38870(2745252850......) = 28858575408783298370851 * c38847(9512780210......)
n=171570: c36277(2576197105......) = 5063592206551380298441 * c36255(5087686764......)
n=171600: c38401(1000000000......) = 72144430335120001 * c38384(1386108387......)
n=173250: c35986(3410062973......) = 68931619391251 * c35972(4947022866......)
n=173880: c37999(7129800029......) = 97375770218161 * c37985(7321944682......)
n=173910: c38393(2515694111......) = 746380015841356301663861131 * c38366(3370527155......)
n=174510: c39745(1000999998......) = 2970846882911537281 * c39726(3369409594......)
n=174930: c37633(1000000000......) = 285311392725494731 * c37615(3504942408......)
n=175580L: c35091(7359527766......) = 86536811445241 * c35077(8504505358......)
n=175770: c38855(6315431850......) = 533205396712648801 * c38838(1184427593......)
# P-1 B1=1e6
# 139248 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 29, 2017 (Makoto Kamada) --

n=161910: c36848(2845331849......) = 121511600806681 * c36834(2341613336......)
n=162030: c39201(1098890109......) = 70499707980241 * c39187(1558715832......)
n=162360: c38385(3874571841......) = 9833950054645201 * c38369(3939995444......)
n=162630: c39745(1000999998......) = 2355960524847931 * c39729(4248797840......)
n=162960: c36852(7845052361......) = 71854687749601 * c36839(1091794092......)
n=164430: c36289(1000000000......) = 2253674175006943097011 * c36267(4437198646......)
n=164730: c39149(3743892653......) = 1291685037058879291 * c39131(2898456315......)
n=165000: c39984(3101207130......) = 816182043341576670001 * c39963(3799651261......)
n=165690: c37729(1000999998......) = 7218945470776411 * c37713(1386629117......)
n=165750: c38401(1000000000......) = 652940719870918859251 * c38380(1531532602......)
n=166110: c37627(1505024674......) = 77081884396441 * c37613(1952501144......)
n=167790: c35328(9100091910......) = 7645725794590971361 * c35310(1190219497......)
# P-1 B1=1e6
# 139242 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 28, 2017 (Makoto Kamada) --

n=160230: c36277(5394898638......) = 182888807360491 * c36263(2949824385......)
n=161160: c39915(6480880884......) = 1879288526363881921 * c39897(3448582159......)
# P-1 B1=1e6

-- Jan 27, 2017 (Makoto Kamada) --

n=155760: c37121(1000000009......) = 597275361445792355139960961 * c37094(1674269649......)
n=156630: c39767(1853686903......) = 433878854168359081 * c39749(4272360559......)
n=157290: c35604(1387976819......) = 2863227358756215256051 * c35582(4847595547......)
n=157410: c37433(9342405815......) = 74193857329681 * c37420(1259188583......)
n=157590: c39169(1000999998......) = 7072747467083917398361 * c39147(1415291587......)
n=157950: c38872(3186269462......) = 51888573225451 * c38858(6140599489......)
n=158070: c38241(1098890109......) = 16323461484252451 * 978545255158593287881 * c38203(6879566776......)
n=159030: c38819(1947510377......) = 875391164294410841131 * c38798(2224731590......)
n=159720: c38720(9999999999......) = 47320174775374453921 * c38701(2113263538......)
# P-1 B1=1e6
# 139236 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 26, 2017 (Makoto Kamada) --

n=152640: c39925(1693606036......) = 204427264491354241 * c39907(8284638749......)
n=152760: c37991(1033716538......) = 511094618665694716321 * c37970(2022554142......)
n=153330: c38581(5706506806......) = 4103556204790411 * c38566(1390624746......)
n=153750: c40000(9999999999......) = 418398010941150001 * c39983(2390068723......)
n=153930: c35114(4640519304......) = 687460206961921 * c35099(6750236969......)
n=153972: c39731(3044385145......) = 77354971691388301 * c39714(3935603722......)
n=154530: c38367(2275731202......) = 47191088815747004971 * c38347(4822374857......)
n=154830: c38017(1098890109......) = 1412276218942291 * c38001(7780985725......)
n=155190: c35418(3540465384......) = 186945715107691 * c35404(1893846768......)
n=155250: c39588(3546095231......) = 2789387075988001 * c39573(1271281157......)
n=155430: c37435(1610046948......) = 527908212235801 * c37420(3049861531......)
# P-1 B1=1e6
# 139232 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 25, 2017 (Makoto Kamada) --

n=150240: c39929(1869667672......) = 4462179989600079361 * c39910(4190031950......)
n=150600: c39988(7383510573......) = 1485863652547515130801 * c39967(4969171001......)
n=150870: c38985(1694665347......) = 119327138838211 * c38971(1420184347......)
n=151230: c39752(1007533843......) = 417520796630260201 * c39734(2413134510......)
n=151290: c39344(2887470419......) = 752636275345336411 * c39326(3836475219......)
n=151680: c39918(3469052099......) = 10664882172245761 * c39902(3252780521......)
# P-1 B1=1e6

-- Jan 24, 2017 (Makoto Kamada) --

n=149010: c39723(6106992772......) = 33334275014343841 * c39707(1832046075......)
n=149040: c38016(9999999999......) = 60325737845971681 * c38000(1657667250......)
n=149070: c39738(3052286827......) = 1409604403659961 * 81581148500427931 * c39706(2654228325......)
n=149688: c38880(9999999999......) = 39520996387489 * c38867(2530300577......)
n=149760: c36864(9999999999......) = 84743352645121 * c36851(1180033558......)
# P-1 B1=1e6
# 139230 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 23, 2017 (Makoto Kamada) --

n=147600: c38380(1052416981......) = 1282711691198210401 * c38361(8204626099......)
n=147690: c39312(9999999990......) = 42937853920404841 * c39296(2328947321......)
n=147720: c39348(2603537297......) = 2692890737436001 * 140416000357059054692881 * c39309(6885388862......)
n=148080: c39424(9999999900......) = 7987023523927477441 * c39406(1252030856......)
n=148290: c39523(7837685100......) = 58096053314731 * c39510(1349090799......)
n=148320: c39168(9999999999......) = 111036434656321 * c39154(9006052860......)
n=148512: c36856(1059720272......) = 7874311570603538586839041 * c36831(1345794184......)
n=148530: c39600(9100090999......) = 261990398859571 * c39586(3473444461......)
n=148770: c36289(1000000000......) = 663832961891731 * c36274(1506403053......)
# P-1 B1=1e6
# 139227 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 22, 2017 (Makoto Kamada) --

n=146328: c38017(1000099999......) = 11139743177039569 * c38000(8977765322......)
n=146430: c39009(1422425387......) = 701753099243560291 * c38991(2026959894......)
n=146454: c37921(1098900989......) = 4379040793986013 * c37905(2509455930......)
n=146550: c39040(9999900001......) = 906629708336374801 * c39023(1102975107......)
n=146670: c39076(2131484114......) = 24458393894192550241 * c39056(8714734596......)
n=146718: c38881(1000000000......) = 3349931290822117 * c38865(2985135855......)
n=146910: c38021(6751890935......) = 13487645201654161 * c38005(5005982018......)
# P-1 B1=1e6
# 139222 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 21, 2017 (Makoto Kamada) --

n=145068: c37441(1009998990......) = 1395402164422729 * 429618520698136309 * c37408(1684761974......)
n=145200: c35200(9999999999......) = 4331643753892191026401 * c35179(2308592434......)
n=145230: c37511(3305848826......) = 86890394415154486400570881 * c37485(3804619427......)
n=145410: c37441(1098890109......) = 369460874204761441 * c37423(2974307123......)
n=145590: c36946(1443215562......) = 257601455946691 * c36931(5602513220......)
n=145800: c38874(8573380852......) = 1139378319421201 * c38859(7524612946......)
n=145830: c38862(5282601750......) = 355642450364731 * c38848(1485368730......)
n=145992: c37441(1000099999......) = 3504011819354408209 * c37422(2854157039......)
# P-1 B1=1e6
# 139218 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 20, 2017 (Makoto Kamada) --

n=143682: c37177(1491603344......) = 5512973567516647 * c37161(2705623972......)
n=143724: c38967(4585547119......) = 25669200319742618176432189 * c38942(1786400457......)
n=143970: c38338(5462660014......) = 38267650018716361 * c38322(1427487711......)
n=144090: c38400(9990010000......) = 855803964506615011 * c38383(1167324575......)
n=144102: c39745(1098900989......) = 1713277816670204947891 * c39723(6414026833......)
n=144240: c38377(3391009331......) = 1252271190996481 * c38362(2707887361......)
n=144390: c38489(1358284146......) = 855128214685201 * c38474(1588398234......)
n=144510: c38528(9100090999......) = 1012510285962691 * c38513(8987652892......)
n=144570: c37427(8144751590......) = 12787373661955053481 * c37408(6369370134......)
n=144810: c38592(9990010000......) = 2149785308672359558800211 * c38568(4646980309......)
n=144840: c35841(1000099999......) = 288851451694032961 * c35823(3462333300......)
# P-1 B1=1e6
# 139214 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 19, 2017 (Makoto Kamada) --

n=142428: c39339(4314080233......) = 974218678521661 * c39324(4428246274......)
n=142530: c38000(9100090999......) = 40726550848531 * 17341210355516251 * c37971(1288512683......)
n=142758: c36703(3322317707......) = 1012325577205653019 * c36685(3281866804......)
n=142920: c38010(6996916458......) = 3685426524876171601 * c37992(1898536414......)
n=143040: c37881(3530833943......) = 11292717258326401 * c37865(3126646901......)
n=143130: c35094(9952368714......) = 25938299558022814561 * c35075(3836939538......)
n=143250: c37993(5453751884......) = 8827888091150251 * c37977(6177867036......)
n=143280: c38016(9999999999......) = 23639569765891201 * c38000(4230195430......)
n=143490: c38242(3735096771......) = 30760013846899128811 * c38223(1214270185......)
n=143514: c38017(1000999998......) = 308465742299527 * c38002(3245092928......)
n=143610: c38288(9100090999......) = 12705422703931 * c38275(7162367763......)
n=143670: c38304(9100090999......) = 2109413969065402116211 * c38283(4314037516......)
# P-1 B1=1e6
# 139209 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 18, 2017 (Makoto Kamada) --

n=140868: c36283(7098801013......) = 932522132619546922909 * c36262(7612474562......)
n=141174: c39586(2167229197......) = 335484097019677 * c39571(6460005755......)
n=141246: c37577(1879821277......) = 18656559550470493 * c37561(1007592676......)
n=141450: c35192(5557945417......) = 6205937623982251 * c35176(8955851241......)
n=141720: c37730(4503856555......) = 3716162184002881 * c37715(1211964476......)
n=142002: c38808(9999999999......) = 16313369486961331 * c38792(6129941461......)
# P-1 B1=1e6
# 139204 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 17, 2017 (Makoto Kamada) --

n=139692: c39878(6102016181......) = 5466771523128565434077681656381 * c39848(1116201062......)
n=139776: c36854(5411850517......) = 4173226184907093490177 * c36833(1296802588......)
n=139818: c39936(9100000909......) = 7561043125861462441 * c39918(1203537760......)
n=139854: c38856(5444129636......) = 31581482463103 * c38843(1723835998......)
n=139944: c37613(4940102993......) = 1490425173915597553201 * c37592(3314559549......)
n=140130: c37132(4132088157......) = 44075955764498851 * c37115(9374925821......)
n=140310: c37392(9990010000......) = 267735523521601 * c37378(3731297912......)
n=140556: c39928(2400848922......) = 3277015801126257209449 * c39906(7326326965......)
# P-1 B1=1e6
# 139203 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 16, 2017 (Makoto Kamada) --

n=139050: c36713(8172337601......) = 7811671563026379001 * c36695(1046170148......)
n=139104: c38006(1125317515......) = 1890691070896811233 * c37987(5951884646......)
n=139146: c39744(9100000909......) = 1693870327570849 * c39729(5372312603......)
n=139170: c37104(9100090999......) = 151330791280608286803601 * c37081(6013377002......)
n=139194: c38867(2614604258......) = 452194341292196073451 * c38846(5782036658......)
n=139272: c39721(5194497684......) = 614230882391281 * c39706(8456913896......)
n=139350: c37104(7560631447......) = 32386426988724463105066576801 * c37076(2334506195......)
n=139470: c37173(9417760728......) = 15615209284085611 * 26941165962546872131 * c37138(2238635857......)
n=139566: c39845(1022127686......) = 3828756135237139 * c39829(2669607701......)
n=139608: c39744(9999999999......) = 1126735802764299594721 * c39723(8875195032......)
# P-1 B1=1e6
# 139201 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 15, 2017 (dhh) --

# via yoyo@home
n=1177: c910(3557249990......) = 6359360365417756994923166837207234903703751 * c867(5593722931......)
# ECM B1=43000000, sigma=1:3185349667

-- Jan 15, 2017 (GrafZahl) --

# via yoyo@home
n=1177: c950(3538937333......) = 9948520184173999048162412672041617521453 * c910(3557249990......)
# ECM B1=43000000, sigma=1:369386076

-- Jan 15, 2017 (Makoto Kamada) --

n=137904: c39898(1816766411......) = 1048877982372481 * c39883(1732104631......)
n=137928: c39345(1026046811......) = 3473049385163569 * c39329(2954311033......)
n=138006: c38395(7253255262......) = 14846498814041530676569 * c38373(4885498832......)
n=138012: c37441(1009998990......) = 76646102108941 * c37427(1317743449......)
n=138030: c35610(2274639845......) = 346983037690651 * c35595(6555478505......)
n=138090: c36816(9100090999......) = 58634264681131 * c36803(1552009059......)
n=138222: c39445(3202234634......) = 2790025281847819 * c39430(1147743948......)
n=138306: c38005(4208595402......) = 153052529548717 * c37991(2749771869......)
n=138516: c36858(1620348436......) = 15782474255521 * c36845(1026675798......)
n=138570: c35514(3965106853......) = 3016115676041971 * c35499(1314640179......)
n=138630: c36960(9100090999......) = 6311103896121331 * c36945(1441917475......)
n=138684: c36289(1009998990......) = 188410340076728435652169 * c36265(5360634610......)
n=138936: c39643(7196787104......) = 11513231789970793 * c39627(6250883536......)
# P-1 B1=1e6
# 139198 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 15, 2017 (olddirt) --

# via yoyo@home
n=3580M: c694(1896215946......) = 5405154679453439736564215753259035387646069983401 * c645(3508162224......)
# ECM B1=43000000, sigma=1:3738343012

-- Jan 14, 2017 (Makoto Kamada) --

n=136962: c39096(9990010000......) = 115395776780680993339 * c39076(8657171240......)
n=137070: c36504(1264121934......) = 1330191468008486731 * c36485(9503308091......)
n=137172: c36939(2921978761......) = 4381581694270453376929 * c36917(6668776174......)
n=137250: c35990(1327123523......) = 150561358832251 * 74261910516381001 * c35959(1186948028......)
n=137256: c36289(1000099999......) = 764676238435327678514041681 * c36262(1307873776......)
n=137382: c39235(6623818747......) = 1143508160835223 * c39220(5792541736......)
n=137400: c36480(9999999999......) = 2107803323745601 * c36465(4744275657......)
n=137466: c39232(2293957953......) = 2097762789964339 * c39217(1093525905......)
n=137508: c39248(1628212693......) = 343157559546760246171708861 * c39221(4744796225......)
n=137730: c36704(4339227525......) = 568916982249005933611 * c36683(7627171733......)
n=137790: c36710(3492240447......) = 14771541961280521 * c36694(2364167841......)
n=137850: c36704(3841318583......) = 159398861232136651 * c36687(2409878310......)
# P-1 B1=1e6
# 139194 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 13, 2017 (Makoto Kamada) --

n=136410: c36353(1097442847......) = 1850251810299091 * c36337(5931316168......)
n=136458: c36931(1465650287......) = 54964657725979499765569 * c36908(2666532182......)
n=136650: c36376(4487651360......) = 18031941881868451 * 144427464585750503401 * c36340(1723164835......)
# P-1 B1=1e6

-- Jan 12, 2017 (Makoto Kamada) --

n=136068: c39403(3617528442......) = 2288027631488056681 * c39385(1581068512......)
# P-1 B1=1e6

-- Jan 11, 2017 (Makoto Kamada) --

n=135156: c38592(9901000000......) = 598288900368567241 * c38575(1654886125......)
n=135270: c35848(8982529886......) = 61480692789620526042571 * c35826(1461032639......)
n=135324: c38448(9999999999......) = 74258512500061 * c38435(1346646958......)
n=135492: c38688(9901000000......) = 76967866733510509 * c38672(1286380982......)
n=135576: c38592(9999999999......) = 17717365610066818081 * c38573(5644179964......)
n=135744: c38400(9999999999......) = 1840796069937835689369601 * c38376(5432432284......)
n=135786: c37426(1002258583......) = 32094996949514773 * c37409(3122787596......)
n=135828: c35268(2125582655......) = 4263159319414381 * c35252(4985932958......)
n=135954: c35425(1000999998......) = 26224393770119075077 * c35405(3817056774......)
n=136050: c36231(1167508320......) = 8282361605222022601 * c36212(1409632150......)
# P-1 B1=1e6
# 139191 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 10, 2017 (Makoto Kamada) --

n=134568: c38011(1238529667......) = 83912457049808190553 * c37991(1475978311......)
n=134694: c38439(1125585246......) = 34817856532672407517 * c38419(3232781561......)
n=134730: c35824(4869741868......) = 646485813887433571 * c35806(7532635309......)
n=134988: c38525(1208109618......) = 4858346625086020249 * c38506(2486668226......)
# P-1 B1=1e6

-- Jan 9, 2017 (Makoto Kamada) --

n=133530: c35600(9100090999......) = 1531006596552840591426841 * c35576(5943861391......)
n=133680: c35584(9999999900......) = 142364184326401 * c35570(7024238538......)
n=133728: c38002(1077596033......) = 10695469022113 * 255032494808077599072769 * c37965(3950577906......)
n=133848: c37414(1292954249......) = 705029014097488081 * c37396(1833902184......)
n=133926: c38392(6137087285......) = 371449618280695494368167 * c38369(1652199109......)
n=133938: c38232(9990010000......) = 11332859039970049 * c38216(8815083611......)
n=134022: c38254(3617997401......) = 942570699700771 * c38239(3838436100......)
n=134274: c36405(8788065255......) = 250527139404103927 * c36388(3507829641......)
# P-1 B1=1e6
# 139185 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 8, 2017 (Makoto Kamada) --

n=132552: c37700(1273420214......) = 79655025653235669077281 * c37677(1598669016......)
n=132636: c37862(8882426053......) = 426559840539093829 * c37845(2082339969......)
n=132756: c38017(1009998990......) = 30723778379215429 * c38000(3287352803......)
n=132846: c37933(1150289555......) = 259384150217602327 * c37915(4434694851......)
n=132858: c39587(3724706819......) = 13518113771647 * c39574(2755345074......)
n=133080: c35443(8385259722......) = 15283994729761 * c35430(5486301108......)
n=133098: c38016(9100000909......) = 15213619311603091 * c38000(5981483251......)
n=133290: c35491(1120053098......) = 4213746374800265371 * c35472(2658093294......)
n=133308: c36425(3641468445......) = 37805883829332127489 * c36405(9632015116......)
n=133386: c38641(1098901098......) = 53014576594354783 * c38624(2072828209......)
n=133392: c37994(1397026958......) = 162054145797601 * 38698581471230353 * c37963(2227663529......)
n=133470: c35551(1292859080......) = 2010745749750211 * c35535(6429749164......)
# P-1 B1=1e6
# 139182 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 7, 2017 (Makoto Kamada) --

n=132360: c35237(2682703556......) = 1948163335814004956161 * c35216(1377042420......)
# P-1 B1=1e6

-- Jan 6, 2017 (Makoto Kamada) --

n=131640: c35055(1117046174......) = 980263000514205361 * c35037(1139537220......)
n=131736: c39840(9999000100......) = 393121035379269121 * 3295119972295240701047041 * c39798(7718964761......)
n=131784: c39168(9999999999......) = 167460850194564769 * c39151(5971544984......)
n=131802: c39906(8168378365......) = 3474226168175731 * c39891(2351136042......)
# P-1 B1=1e6
# 139179 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 5, 2017 (Makoto Kamada) --

n=130368: c36854(2250318749......) = 54810234827713 * c36840(4105654274......)
n=130482: c39480(9990010000......) = 9090502968791421363625561 * c39456(1098950193......)
n=130614: c39560(9100000000......) = 14364762572372727967 * c39541(6334946334......)
n=130788: c37152(9999999999......) = 2235506837309191194589 * c37131(4473258517......)
n=130956: c37392(9901000000......) = 255637948606433149 * c37375(3873055645......)
n=130998: c37404(1338486380......) = 91409958613807 * c37390(1464267571......)
n=131142: c39720(9100000000......) = 438524506161246979 * c39703(2075140584......)
n=131166: c37360(8461628035......) = 2615101290200728857529 * c37339(3235678888......)
n=131292: c37440(9999990000......) = 3371015171046860098139044764405001 * c37407(2966462472......)
n=131472: c39354(1086597354......) = 336927823372895991607009 * c39330(3225015207......)
# P-1 B1=1e6
# 139177 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 4, 2017 (Alfred Eichhorn) --

# via Kurt Beschorner
n=58403: c58403(1111111111......) = 349901976019410187871 * c58382(3175492530......)
# ECM B1=11e3, sigma=850129479292211410
# 139171 of 200000 Phi_n(10) factorizations were cracked.
# 13802 of 17984 R_prime factorizations were cracked.

-- Jan 4, 2017 (Makoto Kamada) --

n=129096: c38868(7590722230......) = 67975099506073 * c38855(1116691595......)
n=129162: c36705(5383487195......) = 7443365082314359241614957 * c36680(7232598610......)
n=129168: c38004(8473318146......) = 144518377691377 * c37990(5863142308......)
n=129426: c37441(1098901098......) = 525231995065025491 * c37423(2092220407......)
n=129624: c39189(2314432772......) = 88668370549133761 * c39172(2610212365......)
n=129654: c37025(1356753790......) = 95300538003438517 * c37008(1423658060......)
n=130026: c39960(1734646336......) = 1642890850363581060373 * c39939(1055850019......)
n=130116: c37132(1957556761......) = 80381247904503426721 * c37112(2435340098......)
# P-1 B1=1e6
# 139170 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 3, 2017 (Makoto Kamada) --

n=128142: c36288(9999999999......) = 100002706332103 * c36274(9999729374......)
n=128172: c38767(8786963050......) = 53938002723463981 * c38751(1629085729......)
n=128232: c39157(6987150322......) = 113073187852329550561 * c39137(6179316649......)
n=128304: c38875(3896979451......) = 396554392181059201 * c38857(9827099454......)
n=128466: c38854(2011061505......) = 627809947428679194583 * c38833(3203296656......)
n=128562: c36707(5456917118......) = 234135047204897061094327 * c36684(2330670774......)
n=128590: c39831(1306967583......) = 79907455363891 * c39817(1635601556......)
n=128604: c36715(1539763087......) = 565962384046914280861 * c36694(2720610292......)
n=128772: c36283(1941412066......) = 13752477964009 * 115789076127649 * c36256(1219183785......)
n=128832: c38395(7761986447......) = 53158913767873 * c38382(1460147677......)
n=128928: c39919(5033293326......) = 78437351947228513 * c39902(6416959780......)
n=128934: c36280(1896814562......) = 51006329411059468573453 * c36257(3718782717......)
n=128964: c39015(2040323050......) = 2579942188871521 * c38999(7908406083......)
# P-1 B1=1e6
# 139169 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 2, 2017 (Makoto Kamada) --

n=127182: c36789(6026716057......) = 3218106283504286659 * c36771(1872752335......)
n=127314: c38513(5855782479......) = 460664134751503 * c38499(1271160925......)
n=127554: c36432(9100000909......) = 22631452000207 * c36419(4020953189......)
n=127644: c38628(2346269568......) = 17381748102362610151295881 * c38603(1349846721......)
n=127686: c39255(2141805581......) = 173129473192573 * 19637499701291894761 * c39221(6299743208......)
n=127704: c39926(9184222606......) = 16033846331682123183601 * c39904(5728022095......)
n=127776: c38713(7314201187......) = 94448292996289 * c38699(7744132747......)
n=127848: c36474(1303500875......) = 96197564656755128098830745824217 * c36442(1355024818......)
n=127932: c36518(1612649816......) = 1507857983222641 * c36503(1069497150......)
n=128058: c36576(9100000909......) = 12927606080383 * c36563(7039200338......)
# P-1 B1=1e6
# 139168 of 200000 Phi_n(10) factorizations were cracked.

-- Jan 1, 2017 (Makoto Kamada) --

n=126168: c35993(4774185014......) = 11215522010525113 * c35977(4256765765......)
n=126192: c38069(9622237924......) = 34582865491916017 * c38053(2782371497......)
n=126258: c38232(1082039344......) = 55462700979247 * c38218(1950931572......)
n=126324: c36948(1059332155......) = 618469847821981 * c36933(1712827486......)
n=126426: c39888(9100000000......) = 19115725247251063 * c39872(4760478549......)
n=126438: c38871(1388831648......) = 42816857418567571 * c38854(3243656196......)
n=126456: c38224(4255461692......) = 12016156600040209 * c38208(3541449927......)
n=126654: c35987(6205616767......) = 12896451345889 * c35974(4811879331......)
n=126684: c37978(4529434349......) = 137630875541869 * c37964(3291001624......)
n=126768: c39744(9999999900......) = 14019391285016449 * c39728(7132977243......)
n=126966: c36259(7167217395......) = 974803068899731 * c36244(7352477257......)
# P-1 B1=1e6
# 139166 of 200000 Phi_n(10) factorizations were cracked.