(64*10^1+71)/9 = 79
(64*10^2+71)/9 = 719
(64*10^3+71)/9 = 3^2 * 7 * 113
(64*10^4+71)/9 = 71119
(64*10^5+71)/9 = 257 * 2767
(64*10^6+71)/9 = 3 * 29 * 81737
(64*10^7+71)/9 = 17 * 4183007
(64*10^8+71)/9 = 19 * 37426901
(64*10^9+71)/9 = 3 * 7 * 338624339
(64*10^10+71)/9 = 463 * 8861 * 17333
(64*10^11+71)/9 = 33871 * 20994689
(64*10^12+71)/9 = 3^5 * 133717 * 218849
(64*10^13+71)/9 = 578923 * 122833453
(64*10^14+71)/9 = 79 * 9001406469761<13>
(64*10^15+71)/9 = 3 * 7 * 23 * 643 * 22897040951<11>
(64*10^16+71)/9 = 1889561 * 37633667879<11>
(64*10^17+71)/9 = 711111111111111119<18>
(64*10^18+71)/9 = 3 * 5879 * 403192782849187<15>
(64*10^19+71)/9 = 59 * 9661867 * 124745359223<12>
(64*10^20+71)/9 = 43 * 83 * 157 * 1269086616549643<16>
(64*10^21+71)/9 = 3^2 * 7 * 587 * 2969 * 4483 * 42787 * 337651
(64*10^22+71)/9 = 78607 * 1299709 * 696033457813<12>
(64*10^23+71)/9 = 17 * 275309 * 151938604838480123<18>
(64*10^24+71)/9 = 3 * 2370370370370370370370373<25>
(64*10^25+71)/9 = 71111111111111111111111119<26>
(64*10^26+71)/9 = 19^2 * 379 * 30650356207<11> * 169572540443<12>
(64*10^27+71)/9 = 3 * 7^2 * 79 * 3169 * 167611 * 1152837996888257<16>
(64*10^28+71)/9 = 628135723 * 113209786527474908653<21>
(64*10^29+71)/9 = 22640467 * 31408853497196462913557<23>
(64*10^30+71)/9 = 3^2 * 509 * 6551 * 236957016652513483233749<24>
(64*10^31+71)/9 = 23810901623<11> * 2986493843745158843753<22>
(64*10^32+71)/9 = 711111111111111111111111111111119<33>
(64*10^33+71)/9 = 3 * 7 * 6043 * 56035799871642995919017762473<29>
(64*10^34+71)/9 = 29 * 168408716659<12> * 14560453451222487591929<23>
(64*10^35+71)/9 = 951343 * 747481309171467190183888577633<30>
(64*10^36+71)/9 = 3 * 2370370370370370370370370370370370373<37>
(64*10^37+71)/9 = 23 * 97 * 293 * 311 * 5087 * 52780591 * 1302788446350197539<19>
(64*10^38+71)/9 = 5567696117<10> * 127720891400638040804753049907<30>
(64*10^39+71)/9 = 3^3 * 7 * 17 * 89 * 4497719293<10> * 86696367697<11> * 63773974362127<14>
(64*10^40+71)/9 = 79 * 104943929 * 7980347447<10> * 1074808898881450038847<22>
(64*10^41+71)/9 = 43 * 183130729 * 90304165721190341206016481634277<32>
(64*10^42+71)/9 = 3 * 179 * 13242292571901510448996482516035588661287<41>
(64*10^43+71)/9 = 47 * 673 * 207497 * 6749299 * 11058191 * 145167689700524188013<21>
(64*10^44+71)/9 = 19 * 3171431 * 11801265922164260120250732424825046371<38>
(64*10^45+71)/9 = 3 * 7 * 338624338624338624338624338624338624338624339<45>
(64*10^46+71)/9 = 151 * 51977 * 9060440399977105399664307851793223252097<40>
(64*10^47+71)/9 = 107 * 269 * 1733 * 156861742867<12> * 202827286572121<15> * 448083990495703<15>
(64*10^48+71)/9 = 3^2 * 419 * 8333774378660377<16> * 226276365070801212076683668357<30>
(64*10^49+71)/9 = 61 * 15373 * 4917079 * 15422039688213619277014672511448348337<38>
(64*10^50+71)/9 = 711111111111111111111111111111111111111111111111119<51>
(64*10^51+71)/9 = 3 * 7 * 4523 * 89959 * 832236890780641311826991602004542591520927<42>
(64*10^52+71)/9 = 2936117 * 516082498001909<15> * 590943933471583<15> * 79414297288822681<17>
(64*10^53+71)/9 = 79 * 491 * 2860181 * 368651005189<12> * 17386811326313880319827077491019<32>
(64*10^54+71)/9 = 3 * 359 * 4903 * 74861 * 17988884934194745254541703857370233616294409<44>
(64*10^55+71)/9 = 17 * 1123 * 90507589 * 41155112279997117957549653695928426973238481<44>
(64*10^56+71)/9 = 1693 * 475634755935116617697309<24> * 883093980052165588847877097687<30>
(64*10^57+71)/9 = 3^2 * 7 * 169639 * 32175526483<11> * 9652087820839<13> * 2142517040348230363012969691<28>
(64*10^58+71)/9 = 167 * 571 * 794651939443<12> * 295871330654021357<18> * 3171794579279687970049117<25>
(64*10^59+71)/9 = 23 * 49411 * 1208014721<10> * 4088550065363<13> * 126690613222519181162039614496401<33>
(64*10^60+71)/9 = 3 * 4079 * 18061 * 8230037 * 5116867006591<13> * 714088531320757<15> * 1069948161427158193<19>
(64*10^61+71)/9 = 83 * 191 * 779621 * 23917940905223567<17> * 240557381388631934329697635874177089<36>
(64*10^62+71)/9 = 19 * 29 * 43^2 * 3213599079555521399<19> * 217198719334954932984289502493774274919<39>
(64*10^63+71)/9 = 3 * 7 * 967 * 2029483 * 57604169533<11> * 49206166524356089<17> * 60874138214741854264821827<26>
(64*10^64+71)/9 = 277 * 4639073 * 138143048568792895030471<24> * 400587555017462291632625391680309<33>
(64*10^65+71)/9 = 661 * 3454307 * 458789090074549371013<21> * 678831505755975623418800205825064669<36>
(64*10^66+71)/9 = 3^3 * 79 * 217219 * 207568733 * 73941263022895189332427318658276712001945342366309<50>
(64*10^67+71)/9 = 3217633 * 195552812887<12> * 5582317552001<13> * 150805352589323<15> * 134247311039028186538843<24>
(64*10^68+71)/9 = 233 * 317797396519<12> * 169518198788779091061582559<27> * 56651952109022781542895676783<29>
(64*10^69+71)/9 = 3 * 7^2 * 181 * 28387 * 2767829011<10> * 3401596532147385758688386764870178971253504783711881<52>
(64*10^70+71)/9 = 1637 * 21517 * 228181 * 451667 * 96291665678563<14> * 203432588837849404437180390137107671211<39>
(64*10^71+71)/9 = 17 * 2351 * 2031754749181049<16> * 44054069333190934753<20> * 198782706552179385179722309316281<33>
(64*10^72+71)/9 = 3 * 87703719233310630869707561095731<32> * 27027022241379282453285160176804032623783<41> (Makoto Kamada / GGNFS-0.70.1 / 0.07 hours)
(64*10^73+71)/9 = 240881 * 64366264663<11> * 22941770411246508466585081<26> * 199916980265381759780255250737633<33>
(64*10^74+71)/9 = 711111111111111111111111111111111111111111111111111111111111111111111111119<75>
(64*10^75+71)/9 = 3^2 * 7 * 9268400735593<13> * 9207101155107071<16> * 1322723889891758680246080344036552338441167671<46>
(64*10^76+71)/9 = 242813 * 501882127 * 5880249239<10> * 10426655381<11> * 10311099523157<14> * 71742077308723<14> * 12866016960782281<17>
(64*10^77+71)/9 = 59 * 134739383 * 89452173733039087826778160237856493208644569126146402515151826642027<68>
(64*10^78+71)/9 = 3 * 109 * 15496843247<11> * 1403286902548430743537981975548288541520382462496259430544540216151<67>
(64*10^79+71)/9 = 79 * 7786326623<10> * 115605302803143147064034692113815075666509211200730294616368637995807<69>
(64*10^80+71)/9 = 19 * 57000047831<11> * 113021444793841<15> * 5809620830539028968539818833225766771279977292758008931<55>
(64*10^81+71)/9 = 3 * 7 * 23 * 17911 * 53758329499086292693<20> * 15290607311360467386426303214669360538863275528626804791<56>
(64*10^82+71)/9 = 80107 * 346303 * 3839471 * 5751157 * 6662717 * 17423394133163132648134597132296598892152102621747261<53>
(64*10^83+71)/9 = 43 * 89 * 185814243823128066660859971547193914583514792555816856835931829399297389890543797<81>
(64*10^84+71)/9 = 3^2 * 947 * 834343671372886438004354231034977251098335223643213787529169436948388021953667853<81>
(64*10^85+71)/9 = 34501 * 817163 * 1150374608381<13> * 488481317591459240524013<24> * 4488589008808931051106118115620642713521<40>
(64*10^86+71)/9 = 352381 * 3793264075719133<16> * 532000331384874201184219417732765097002595900583826975428716851703<66>
(64*10^87+71)/9 = 3 * 7 * 17 * 743 * 1061 * 6569 * 483894605523289<15> * 8074734169991427447409901269<28> * 984434384838814176326150682997501<33>
(64*10^88+71)/9 = 6094482683<10> * 11668112752123987142865938817060235645780915431819450968667410866299956161695293<80>
(64*10^89+71)/9 = 47 * 1031 * 11159 * 871365115799<12> * 33759256094469629<17> * 44705671874364529909591909187928633620939652531194803<53>
(64*10^90+71)/9 = 3 * 29 * 3767 * 219556835919838255512073<24> * 98827003684063502541405636596243349716397412906838278496996807<62>
(64*10^91+71)/9 = 487 * 2583699379<10> * 10879461250151526516209681601307<32> * 5194683986630539925958659487613618218475404724729<49> (Makoto Kamada / GGNFS-0.71.1 / 0.28 hours)
(64*10^92+71)/9 = 79 * 14369 * 13896049676315482811496623699250269<35> * 45080888865152607597072145124003234578816015971884501<53> (Makoto Kamada / GGNFS-0.71.1 / 0.30 hours)
(64*10^93+71)/9 = 3^4 * 7 * 823 * 15238933379431106806112431421823438384349234445989767532452380119001783193313727493107359<89>
(64*10^94+71)/9 = 1237 * 7021965621167276163120795871<28> * 1583219693533019975539892915893<31> * 5170920760391256592844136077923129<34> (Makoto Kamada / GGNFS-0.71.1)
(64*10^95+71)/9 = 3271 * 11411 * 140893 * 135220892627541663821390269319979950837040762839452295138130376394675390487777131743<84>
(64*10^96+71)/9 = 3 * 39607755551509<14> * 205574129814472863039209688364573<33> * 291116965892459333744819485822216459446738256306789<51> (Makoto Kamada / GGNFS-0.71.1 / 0.32 hours)
(64*10^97+71)/9 = 199 * 252788450588417<15> * 88425693302924147<17> * 4681063332706526554049<22> * 3415105854234709752027285968372596595944931<43>
(64*10^98+71)/9 = 19 * 157^2 * 129737 * 405499 * 28862298904261050030633781462950581676639479626040677350955960886864286491260293823<83>
(64*10^99+71)/9 = 3 * 7 * 3169 * 533899721 * 200141078949037355175787776599076812491130496821562156250889206884781271700374734250011<87>
(64*10^100+71)/9 = 107 * 883409 * 4513933 * 166662065092071664271032662458936330633811242878504579551199605907347870626230387444561<87>
(64*10^101+71)/9 = 3250990037<10> * 10748647274212289142063536058100292177<38> * 20350168736847131287336811282510747218369900720674640931<56> (Dmitry Domanov / GGNFS/msieve snfs / 0.21 hours / Oct 23, 2009)
(64*10^102+71)/9 = 3^2 * 83 * 131 * 4973 * 96661 * 650609 * 95680151929248239126031567439769399<35> * 2428476477077104646930065495576836863352958526729<49> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=3609258157 for P35 / Oct 21, 2009)
(64*10^103+71)/9 = 17 * 23 * 66093789615165752393<20> * 2751693471474050155824534775197428207581503146469249404041999230019503032561582513<82>
(64*10^104+71)/9 = 43 * 2441 * 60779597906197038232477349<26> * 1080599779853960078638957931<28> * 103152208853437019471239535416783555141018846627<48>
(64*10^105+71)/9 = 3 * 7 * 79 * 279553 * 1098113083<10> * 1556874218129<13> * 29588885954311638825010750721<29> * 303108220446453147065753901146894804114229343351<48>
(64*10^106+71)/9 = 27989197 * 236610307 * 10737751934984566242189044138692881120752663176748204400079947779556380287677167752008419161<92>
(64*10^107+71)/9 = 149 * 2339 * 302053 * 7497877613<10> * 94308608747<11> * 3163029226797676571139885307<28> * 3020264170308145724238927614986603646031045922409<49>
(64*10^108+71)/9 = 3 * 2423 * 26501 * 2078564053<10> * 9177060160293301<16> * 31809917339410821647<20> * 60837449959568652037520529452732094553722982199943890161<56>
(64*10^109+71)/9 = 61 * 373 * 557 * 156943 * 3934974216997<13> * 14235652818334183<17> * 425599117867890279241<21> * 1499621487149585041127524629727315322171363114303<49>
(64*10^110+71)/9 = 263 * 26627 * 3263947 * 23369324962650232729<20> * 7510909574716719982765771<25> * 177246504247138370205423047894103765450735254596920803<54>
(64*10^111+71)/9 = 3^2 * 7^2 * 1063 * 219759039920938421747<21> * 69026978170887387251228335307982486280456171199956685946363234205049622997250084157019<86>
(64*10^112+71)/9 = 2089 * 258831403834789<15> * 2055763608564241<16> * 2347246175276098609320788530961<31> * 27255254571196526410558931177234866842025358968139<50> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=1643172022 for P31 / Oct 21, 2009)
(64*10^113+71)/9 = 22184452237<11> * 1016013423673<13> * 5815924172689<13> * 5424635641933721018898084301023601237379868694825668235556645613349287310080371<79>
(64*10^114+71)/9 = 3 * 6043403 * 312207331137311<15> * 1256294785655679033578446330157700795296545612471346770557050826200011280390008101457905656881<94>
(64*10^115+71)/9 = 113 * 2213 * 21211 * 15194735937591494639<20> * 882314275695107060369362713432311583728379761007298543036085648804352494990974714057319<87>
(64*10^116+71)/9 = 19 * 13174363 * 17014199 * 166971646569161923964271517153260566308454507185270322892728141548709636854356895973275597346039440873<102>
(64*10^117+71)/9 = 3 * 7 * 701 * 7515499 * 23743504943<11> * 4516580461486691478502658597295084017<37> * 599359992790028012792514906989104429264325175899011050976531<60> (Sinkiti Sibata / Msieve 1.42 snfs / 0.03 hours, 34 min / Oct 23, 2009)
(64*10^118+71)/9 = 29 * 79 * 132169 * 285724099 * 821932019572174402299264864635126415246051337996670635158413375445438582063914986696404791535136397039<102>
(64*10^119+71)/9 = 17 * 103311831147289688284420593945175543<36> * 404891336209507364975901542183933484748064918129084275135374317142656084838015829849<84> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.42 snfs / 0.86 hours, 0.04 hours / Oct 23, 2009)
(64*10^120+71)/9 = 3^3 * 25056137 * 39405479110031809<17> * 1909784723324945661063074631191<31> * 139674960799589269574939897676758027913533545895886397551579842899<66> (Sinkiti Sibata / Msieve 1.42 snfs / 0.05 hours, 42 min / Oct 23, 2009)
(64*10^121+71)/9 = 151 * 211063 * 15783325583<11> * 243987992499973<15> * 67772355062154933597102403<26> * 8549266670633462043663158436143863695891098912367985732468223519<64>
(64*10^122+71)/9 = 643 * 1105927077933298773112147917746673578710903749783998617591152583376533609815102816658026611370312770001728011059270779333<121>
(64*10^123+71)/9 = 3 * 7 * 15583 * 15881 * 105885567595491756562319<24> * 1136814553249137324245558559567913<34> * 11367444950762975702690695066334498127534988253058760353619<59> (Sinkiti Sibata / Msieve 1.42 snfs / 0.10 hours / Oct 23, 2009)
(64*10^124+71)/9 = 783406759 * 1633240943<10> * 4300286476281171151258495079275806409526889381253159<52> * 12924165284242435730941431622919751804153543973171327793<56> (Erik Branger / GGNFS, Msieve snfs / 1.42 hours / Oct 23, 2009)
(64*10^125+71)/9 = 23 * 43 * 6229581290236951<16> * 115420331045474554762856537788489816294915245920910957839275653315007677406556883131231476584444832113512221<108>
(64*10^126+71)/9 = 3 * 83875743501839534174392033664726057850617<41> * 28260499059759562269210391206123758704930814197669847316807229716561932184297190743469<86> (Sinkiti Sibata / Msieve 1.42 snfs / 0.10 hours / Oct 23, 2009)
(64*10^127+71)/9 = 89 * 1871 * 173407609 * 844198155503<12> * 4562208524902216809121<22> * 214848908287085834204351<24> * 2976136447077946730911215228118396077392175696190490343553<58>
(64*10^128+71)/9 = 4493 * 35149 * 219246084445885541879554806930967<33> * 226366253431612444268772260693243<33> * 90728669742939326666422767939725447916165155744870994707<56> (Sinkiti Sibata / Msieve 1.40 snfs / 3.48 hours / Oct 24, 2009)
(64*10^129+71)/9 = 3^2 * 7 * 112874779541446208112874779541446208112874779541446208112874779541446208112874779541446208112874779541446208112874779541446208113<129>
(64*10^130+71)/9 = 17623 * 1060398727<10> * 529285760455604106923<21> * 7189492176280222305852205295322472380694428342963877925973235128664183904502851270922244309098893<97>
(64*10^131+71)/9 = 79 * 202388962284049<15> * 9888845853679411<16> * 46764360192304194761<20> * 581862092419718718878791<24> * 165288592361523394034408044298367220914063900550358530549<57>
(64*10^132+71)/9 = 3 * 40621759 * 15607242535519221001<20> * 33406633458733228036889158768693<32> * 111917652785707680031519794663165296371462657267249967130393240919514596279<75> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=8392278160 for P32 / Oct 23, 2009)
(64*10^133+71)/9 = 97 * 277 * 28460161 * 8090129964135488682227<22> * 1664789434755203812778700766914906617226821<43> * 6904524884467902638231307540947107049825316235236603917773<58> (Erik Branger / GGNFS, Msieve snfs / 4.57 hours / Oct 24, 2009)
(64*10^134+71)/9 = 19 * 37426900584795321637426900584795321637426900584795321637426900584795321637426900584795321637426900584795321637426900584795321637426901<134>
(64*10^135+71)/9 = 3 * 7 * 17 * 47 * 59 * 71705902740581<14> * 49396726635866252941349225764082311779594253<44> * 2027992294691125275972524809223849871442123743225447567390794349798850103<73> (Erik Branger / GGNFS, Msieve snfs / 4.15 hours / Oct 25, 2009)
(64*10^136+71)/9 = 51687107 * 7764721388077<13> * 177185983145203630336818416417795396555825532853664962624801053099331268885930366046108246795085673477934485111972921<117>
(64*10^137+71)/9 = 4678254969758935869078035834515686537386950155297113<52> * 152003496112943519578771055918308270279589141828614745466191423566662228372256519561063<87> (Sinkiti Sibata / Msieve 1.42 snfs / 0.16 hours, 2 hours / Oct 23, 2009)
(64*10^138+71)/9 = 3^2 * 28036976731<11> * 28181478494309182183203754958030373263861288068567804126488485788447382679040946441984028794681652111049200299388851277572630261<128>
(64*10^139+71)/9 = 5281 * 239412330269029<15> * 603718932378539<15> * 17151539975417566189417<23> * 5431713667106281648079369582893998589007006557290726985410033349833327207000950103137<85>
(64*10^140+71)/9 = 4261 * 290870269 * 605275506321521939515134243439<30> * 4365243825947720194516559610136906553161<40> * 217152578872431638637153816457693436327459716445307037022729<60> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=4216795798 for P30 / Oct 21, 2009) (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=3295075564 for P40 / Oct 23, 2009)
(64*10^141+71)/9 = 3 * 7 * 57847 * 30874858832399<14> * 6510739734848601425260429916535506287<37> * 29120713619885368879626705765668284768909292908607215351267930881138585180884368345349<86> (Erik Branger / GGNFS, Msieve snfs / 10.10 hours / Oct 24, 2009)
(64*10^142+71)/9 = 2751554361959943194224637967034286786872683258385468032588376648693<67> * 25843978259785636875135096179738241197288805889331674506170937558923404767283<77> (Sinkiti Sibata / Msieve 1.42 snfs / 0.35 hours, 3 hours / Oct 23, 2009)
(64*10^143+71)/9 = 83 * 569 * 48029 * 8440735094591<13> * 260544290574278651<18> * 38598386119083561577<20> * 17737038422238173702870803<26> * 208224331793482900332612497824614620817858638843218493642983<60>
(64*10^144+71)/9 = 3 * 79 * 94824291949123036529<20> * 316424068303457826677754891727393376232497022818379144521839253914308783155736208708176631900312387850941965205816148743003<123>
(64*10^145+71)/9 = 195178673 * 13433198376877<14> * 3985975919104421112065980519315938875570010459634054863923<58> * 6804418311733872599573710011672467323159706487887800210790835847993<67> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.42 snfs / 7.17 hours, 0.63 hours / Oct 26, 2009)
(64*10^146+71)/9 = 29 * 43 * 2942688563887<13> * 20922248714492232747363242068574188327<38> * 9262289457946675998505921238040544871349507594919771113867620230027339113642857153369700991273<94> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=5589003022 for P38 / Oct 25, 2009)
(64*10^147+71)/9 = 3^3 * 7 * 23 * 1361 * 34037098252908254717<20> * 9092679240857687203699489343863<31> * 1133692009344949981305377259795459982489171<43> * 3425706994020588576485113095334514017387044260077<49> (Jo Yeong Uk / GMP-ECM v6.2.3/YAFU v1.10 B1=1000000, sigma=7176917761 for P31, Msieve 1.38 for P43 x P49 / Oct 25, 2009)
(64*10^148+71)/9 = 178488573881573<15> * 975169651366129558075327576737355940889743354566764389<54> * 408551555183519006487997988119774128669000839667774060646809837018531358174074727<81> (Erik Branger / GGNFS, Msieve snfs / 16.08 hours / Oct 26, 2009)
(64*10^149+71)/9 = 3371 * 210949602821450937736906292231121658591252183657997956425722667194040673720294011008932397244470813144797125811661557730973334651768350967401694189<147>
(64*10^150+71)/9 = 3 * 37589 * 1608992995552909<16> * 38743674467950353459894799<26> * 60033171818637036837946345942978850104908263861<47> * 16850360145293193596749837297116847910388052640299429895407<59> (Dmitry Domanov / Msieve 1.40 gnfs for P47 x P59 / 7.46 hours / Oct 25, 2009)
(64*10^151+71)/9 = 17 * 358212431 * 11677446604156828991511613941648054726680770822060563851665850514323163323147686189120738133951370836168820583762539219789373449303410872861297<143>
(64*10^152+71)/9 = 19 * 2131 * 5581 * 2583903677<10> * 964660848422868911<18> * 244287028094134326208459<24> * 3928758742686927379474311715139<31> * 1315472132328471305168939778776883400661078541357517237138695553<64> (Sinkiti Sibata / Msieve 1.42 for P31 x P64 / 3.33 hours / Oct 23, 2009)
(64*10^153+71)/9 = 3 * 7^2 * 107 * 5851141 * 28626107 * 28548860107<11> * 5614634034614379921533744369479856200331498912590870991988599<61> * 16839270432055405826800110526516344410089090140539090333981785021<65> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 12.25 hours on Core 2 Quad Q6700 / Nov 9, 2009)
(64*10^154+71)/9 = 1439 * 2459767 * 2121885010361<13> * 2494402352609<13> * 57270251493806848907<20> * 66277368592466783085694466718186996227008170748484058005125841806856783072233478466122305037649308941<101>
(64*10^155+71)/9 = 691 * 7564035385832062021823940691<28> * 168908865277900295698726562237<30> * 805477513859320397954409438472041141664588107263247189040320906823767329888438067868342821814627<96> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=1256300703 for P30 / Oct 21, 2009)
(64*10^156+71)/9 = 3^2 * 191 * 12568412159<11> * 1665303397181<13> * 790909645848014343691<21> * 1509622802506911568366078614272501<34> * 3540605850217335430143189930721214149<37> * 46753583509719466111127548763912412200641<41> (Jo Yeong Uk / GMP-ECM v6.2.3/YAFU v1.10 B1=1000000, sigma=3636675759 for P34, Msieve 1.38 for P37 x P41 / Oct 23, 2009)
(64*10^157+71)/9 = 79 * 270163 * 131876297221<12> * 9964004601390419339148197840705296103238041512903134110631263792189<67> * 2535618074861695477526155884291998519175671403992482425103587424791058763<73> (Erik Branger / GGNFS, Msieve snfs / 24.74 hours / Nov 13, 2009)
(64*10^158+71)/9 = 20101 * 854722403 * 35746022099282295959<20> * 1157889175911948038595289216846967866506274447159779511756673922787519953752975157703025165727408326405548439630830060497389447<127>
(64*10^159+71)/9 = 3 * 7 * 13515917463802804275172361443<29> * 25053744189487240241386288539482537517375726090911978219425935402286516434012797256062417094440605529951605089727300258244966373073<131>
(64*10^160+71)/9 = 409 * 6661 * 1753391088373<13> * 1499573454106792021219<22> * 22437023476854580269147714244063<32> * 442448718735674066576356426651030224417367031247072297310615124493725714251140151237383451<90> (Lionel Debroux / GMP-ECM 6.2.3 B1=3e6, sigma=954209342 for P32 / Oct 22, 2009)
(64*10^161+71)/9 = 3559 * 199806437513658643189410258811776091910961256282975867128719053417002279042177890168898879210764571821048359401829477693484436951703037682245324841559739002841<159>
(64*10^162+71)/9 = 3 * 417553 * 5773517353<10> * 8371720212765295829<19> * 117449026251382651243595735725967207471073902774221378706533303557924466924694218837907899142239070960253092771276014568879787193<129>
(64*10^163+71)/9 = 17317 * 3983219314601855024293<22> * 2926596419775886455696402127<28> * 352263585686417009947625473474361679926964334087427008718519445509886562968615398236573102771656864140272680937<111>
(64*10^164+71)/9 = 463 * 1381 * 26783 * 41524419862167738684671157137297401113733904482546850750498831196449474208975334516214035263358920576197886660041198796651060269304759920817997561596930931<155>
(64*10^165+71)/9 = 3^2 * 7 * 14550255611<11> * 7757580523610377150567762595538240548980743231937316108836211945599627590822450984462379292071584455785008965700896753919315604308855433030935782979268483<154>
(64*10^166+71)/9 = 503 * 20117 * 395429341 * 210228399327928377239219774246468321235282735719<48> * 84536835945892939231027778594787388720995315395727328509256533229038199119074887652958622708169064322511<104> (Sinkiti Sibata / Msieve 1.40 snfs / 45.88 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Dec 18, 2009)
(64*10^167+71)/9 = 17^2 * 43 * 881 * 937 * 299569 * 86607901 * 153596138132883765050497<24> * 17394861994484594105193852938523974548488066371428661114254546057818040539598702275215459886962645722388364284664691918057<122>
(64*10^168+71)/9 = 3 * 15858902404826889065260957<26> * 149466231007822675943383251236548805157308222750952022921320213857133031330997693140539117344781277652936316702834435141211580852151716011103689<144>
(64*10^169+71)/9 = 23 * 61 * 11549 * 23966031393282844036285531597<29> * 42975927797156758306397330649270731187983431<44> * 4261024457333070002753304298392271984643501354942246382861680398744526579464959645375737011<91> (yoshida / GGNFS-0.77.1-20060722-nocona snfs / 149.69 hours / Dec 4, 2009)
(64*10^170+71)/9 = 19 * 79 * 983 * 5333 * 6959 * 2134644643<10> * 11878070467<11> * 121827401943773<15> * 135701332742834958469<21> * 30980202590163772491205688889144228641723667380325039000751146176700039292068525248788817897689622946527<104>
(64*10^171+71)/9 = 3 * 7 * 89 * 3169 * 13007 * 22213393457837291<17> * 503452988613683137082178402917220700045230336683871910367<57> * 8253819197369287234887000689355899294985133951114338357693025048094262494665245608004401<88> (Sinkiti Sibata / Msieve 1.40 snfs / Apr 25, 2010)
(64*10^172+71)/9 = 4021 * 337153 * 158556479 * 188086429328935981<18> * 8071301100515705712881743<25> * 97882710111745450070186029019<29> * 338146457983804408117822558114121347<36> * 6583859148809103810072706544327361794424594066463<49> (Lionel Debroux / YAFU 1.12, Msieve 1.38 for P36 x P49 / Oct 23, 2009)
(64*10^173+71)/9 = 711111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111119<174>
(64*10^174+71)/9 = 3^4 * 29^2 * 313 * 55901 * 95608901194723057602776837<26> * 10793042222066595549460515589537331<35> * 92098003468071905859111381565940987793113<41> * 62776936273569435907428719197579242088430808951832684530486173<62> (Ignacio Santos / GMP-ECM 6.2.3 B1=11000000, sigma=4121582872 for P35 / Jun 7, 2010) (Dmitry Domanov / Msieve 1.40 gnfs for P41 x P62 / Jun 10, 2010)
(64*10^175+71)/9 = 68665812753739<14> * 2027826404804119<16> * 2350793931400910721259277284747837127552458678627160714287351<61> * 217245888002564375562334066028071080701424221346819969867478163927052916825420731140509<87> (Warut Roonguthai / Msieve 1.48 snfs / Oct 16, 2011)
(64*10^176+71)/9 = 157 * 713751051174382672176933462071<30> * 1172638162169536890952854957489216789071588789371952817253046313599321<70> * 5411616690726986127684084782481307658021786364059218118135179090377866221637<76> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=3658695545 for P30 / Oct 21, 2009) (Warut Roonguthai / Msieve 1.49 snfs / Mar 21, 2012)
(64*10^177+71)/9 = 3 * 7 * 24235487 * 13972252285433283199080106730446086119029683151171611461268524895923841940482744936148327629588146449227062131601660764000270526382421720031399589313981543855034740528397<170>
(64*10^178+71)/9 = 229 * 33350205132654546757222414370710831411<38> * 9311153207174220903648886531701264110925845510393319781488890048252156953150920948299831365494816188137632384373019136801433203324125922001<139> (Ignacio Santos / GGNFS, Msieve snfs / 134.74 hours / Nov 17, 2009)
(64*10^179+71)/9 = 1002902200903<13> * 7677598721171<13> * 1331946138355060909<19> * 346543924721496476742161720133526934727494885289613307361592633499<66> * 200082229488231018205978572841792360633901508976929312163237329300408893<72> (Dmitry Domanov / Msieve 1.50 snfs / Jan 13, 2014)
(64*10^180+71)/9 = 3 * 4831 * 8746165547824009<16> * 15331798201103457848648098996141043747<38> * 3659050340951278367684833209518452672986033204604245976932960723371537497604270377883957856875975472260711444414475500913121<124> (Ignacio Santos / GMP-ECM 6.3 B1=3000000, sigma=398045296 for P38 / May 22, 2011)
(64*10^181+71)/9 = 47 * 431 * 25643 * 275593 * 7343587 * 2646738614423591138680379138544004474656395657125477075919<58> * 25556773488788340361548650568676569505560419246408120550096143675708966892817527036185854279298503645561<104> (Dmitry Domanov / Msieve 1.50 snfs / Jan 13, 2014)
(64*10^182+71)/9 = 6692581166227727<16> * 46071223799374333933<20> * 2306290812733721805180175371069239826703544510766709733675250503762243662676998410433655698454090608587954147834970104474058040749404368595856553509<148>
(64*10^183+71)/9 = 3^2 * 7 * 17 * 79 * 193 * 293 * 5011 * 17301463376975847179315279150325763<35> * 17143075290875582464063217144806230401728131829237471188559245402738466206829167056208532345413386033226412355136311495896727090101119163<137> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=238477675 for P35 / Oct 23, 2009)
(64*10^184+71)/9 = 83 * 8269619 * 79421556871814187372313<23> * 1304474142765816191974220902770425013794033967982779679466581532528361045088958872228605590385551909389534864944836567552555736743955099980240410309667119<154>
(64*10^185+71)/9 = 593707 * 594449 * 4422329046727<13> * 40284292656009544724056072361587<32> * 9116432441824664823352631671213357<34> * 13226685334951086277235559910788997247553626789<47> * 93796786332729755561282648937916873301551400163929<50> (Serge Batalov / GMP-ECM B1=1000000, sigma=1330655251 for P32 / Oct 23, 2009) (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=630455973 for P34 / Oct 30, 2009) (Sinkiti Sibata / Msieve 1.40 for P47 x P50 / 4.93 hours / Oct 31, 2009)
(64*10^186+71)/9 = 3 * 109 * 3527800058195301401987694858738253841359278843815495535890073943442102681<73> * 6164328136693197517668216069637997130903302377698948344739122252464657975521632190630163982737623010865444415137<112> (Dmitry Domanov / GGNFS/msieve snfs / 242.25 hours / Dec 7, 2009)
(64*10^187+71)/9 = 7275715586058467200945112931785663485369<40> * 75766108786625484546708685861908815232641584651145493758105899901<65> * 128999125904449912329538317978437608794573352410616638336294325206739215677004456851<84> (Dmitry Domanov / ECMNET, GMP-ECM B1=11000000, sigma=3065088127 for P40 / Oct 26, 2009) (Bob Backstrom /  for P65 x P84 / Nov 20, 2017)
(64*10^188+71)/9 = 19 * 43 * 877 * 1115835163<10> * 816524830960981<15> * 380685919826497581587799227637536783<36> * 72244650595242574184827822036519277494030663<44> * 39607174886711972363359374525557022332218189297656150062712395685086493515767093<80> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2416766300 for P36 / Mar 14, 2014) (Cyp / yafu v1.34.3 / Mar 17, 2014)
(64*10^189+71)/9 = 3 * 7 * 2681370681133667<16> * 8636921565656771<16> * 1237074626843194357129<22> * 450928908437732492672209161083157479915380361<45> * 26211891416111787810122458925620122644033386569791633500209852989052577657078561172699567083<92> (Serge Batalov / GMP-ECM B1=11000000, sigma=1454934736 for P45 / May 27, 2014)
(64*10^190+71)/9 = 3259 * 61283 * 765993579953719752657598626380268711642431<42> * 3935639877233342168094874862265446368970829989977490411<55> * 118106175047403989786770126017144753776537515099194107466677504901292758816309641363747<87> (Ignacio Santos / GGNFS, Msieve snfs / Sep 28, 2010)
(64*10^191+71)/9 = 23 * 4679 * 836879 * 2933921179417<13> * 13091425843102805580829<23> * 182937652835152129282580127640787<33> * 68614992091044015805000923354037097808067994259428309<53> * 16377077369425370118739782037546870591923408508914492661553107<62> (Ignacio Santos / GMP-ECM 6.3 B1=3000000, sigma=362134145 for P33 / May 22, 2011) (Dmitry Domanov / Msieve 1.48 gnfs for P53 x P62 / May 22, 2011)
(64*10^192+71)/9 = 3^2 * 311 * 1031 * 280277 * 4806743 * 99839896217650951145842165249625920643<38> * 138950153645123349540508724537638631163192281<45> * 131848254828538427204051332935299792174746582454905128315150152447749252309431995973685293527<93> (Ignacio Santos / GMP-ECM 6.3 B1=3000000, sigma=3291329789 for P38 / May 22, 2011) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2352443364 for P45 / Mar 5, 2014)
(64*10^193+71)/9 = 59 * 3814081 * 10714885214052715659856253<26> * 29492257561858170893564809977068898259580732967078770543353459891268557042919932067209452903175237366621609225618053699779330894297236922649930343959479457020737<161>
(64*10^194+71)/9 = 42610723 * 11599499337075318630312758466882864636287606842177927799475943478188373221877<77> * 1438730057851605933434235849805193879091216785535776324930267269861697208435289689441436061693329336717039155889<112> (Wataru Sakai / Sep 23, 2010)
(64*10^195+71)/9 = 3 * 7^2 * 7321 * 17939 * 52792765231<11> * 973907532297047396337110577557931793403<39> * 7164062365267739316936604396007432831331534946482837624626158492932069178808798401516293898269350476946639313022381478284849248589360531<136> (Serge Batalov / GMP-ECM B1=11000000, sigma=997102900 for P39 / May 19, 2014)
(64*10^196+71)/9 = 79 * 151 * 199 * 951479 * 1743704344831<13> * 57447508796561943545698197920812739<35> * 1441547467229856384297055789577665003<37> * 218025928505580376202328902971961398577262489907367184399202397991892061728871011536722870768235076633<102> (Ignacio Santos / GMP-ECM 6.3 B1=1000000, sigma=3144630333 for P37, B1=11000000, sigma=2491258838 for P35 / May 22, 2011)
(64*10^197+71)/9 = 2263620241<10> * 5223485676707<13> * 3563823316046691599461370812951596210596724579965644217029<58> * 16875526172287474804314065805503192465709556976082054534341715053031726157242706147130730192280015522602686586474715153<119> (matsui / Msieve 1.49 snfs / Mar 22, 2011)
(64*10^198+71)/9 = 3 * 2179 * 650785158455981940062100473969000731<36> * 1671557573283360183804878381813370410004043685577428419417647214928170607746446482254417566351134107881259634051566957814751822022316355735422517371501836929077<160> (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=68033887 for P36 / Nov 20, 2009)
(64*10^199+71)/9 = 17 * 6961 * 19173529 * 2226842951<10> * 529040147689213<15> * 13626083053215242470986542808138232984521943319069216159<56> * 1952385631261132599161894372677448330362799031883123105899118215098345867225413153348817821223715389429938859<109> (Eric Jeancolas / cado-nfs-3.0.0 for P56 x P109 / Oct 16, 2021)
(64*10^200+71)/9 = 223 * 110729 * 344481398054643711209<21> * 32701018617005931210499271672444336151693187291<47> * 2065795224014946879566467582776702191840996243534346727296721<61> * 1237533313777509065423165256417886815994309794608496173069542231043<67> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs / Oct 13, 2012)
(64*10^201+71)/9 = 3^3 * 7 * 461 * 7663147477025612707<19> * 166735896480013194611742364819209044806650410131<48> * 63876107401552464939738418525830243536020164969961396738676752089566689694295487460340452701953365492774745246552961876747992624383<131> (Bob Backstrom / Msieve 1.54 snfs for P48 x P131 / Oct 7, 2021)
(64*10^202+71)/9 = 29 * 277 * 130750101292381<15> * 466900933955741<15> * 4363969501418135985152251471449314739002254401390788565674967431<64> * 33228536523121436060650104534911901607647432577971841903730672409052955394403418226230557452878626590773393<107> (Bob Backstrom / Msieve 1.54 snfs for P64 x P107 / Dec 23, 2021)
(64*10^203+71)/9 = 3904752105555291523354421<25> * 182114278163628673212544174395269764716016726657928676676221378702699444304382112679823410310286764150617540514416535646203468849679248651157736793880764614482984705556956784314739<180>
(64*10^204+71)/9 = 3 * 677 * 13147124443<11> * 175440943487<12> * 2076948494896907<16> * 22263060101080815649<20> * 2357031016645491690547334022300563<34> * 505372145130580156003097930946751016395486187<45> * 27559962930425309576408336963846432084458235445659308222761047573783<68> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3690690836 for P34 / Oct 31, 2013) (Dmitry Domanov / Msieve 1.50 gnfs for P45 x P68 / Nov 19, 2013)
(64*10^205+71)/9 = 7463744357521<13> * 1752203696997985597<19> * 5437460515969094849198367303401926070602369120703068536101423047296081596304154362958065397386313760587555986574048765094610873535707713183854947517306355472682644715341411787<175>
(64*10^206+71)/9 = 19 * 107 * 8563 * 4370334901<10> * 9346724104609857479074024509144036719545957798473375694844271828687333723410406662870754925423503580392562637702711420827515540922190797610391007816920097024623819658235407249560301788969361<190>
(64*10^207+71)/9 = 3 * 7 * 727 * 48079 * 72551 * 182977158846144769<18> * 1843321118041087012523849<25> * 395901412693336698847020885477957922717299678460247533312115629798482728805280441846548760796951796464041348792709179411214063448809955554315907471591893<153>
(64*10^208+71)/9 = 9929 * 16019257 * 8631627295987447367657<22> * 782760215862304189670541743594544209918243791<45> * 66171070539615361887709843789544746807717371968747136766611293610991571948169944839993798837346709544127907776116255703597743423129<131> (ebina / Msieve 1.53 for P45 x P131 / Jun 17, 2022)
(64*10^209+71)/9 = 43 * 79 * 929 * 15971 * 14378338784423069058185814557450099<35> * 981262905714531342719320913306148233960398586472797742003160832237030944582245712726312626377249591674674719805934400201112194206095591572741573546820481326625306747<165> (Serge Batalov / GMP-ECM B1=2000000, sigma=3911854495 for P35 / Nov 18, 2013)
(64*10^210+71)/9 = 3^2 * 5507 * 143476204247344008859655612273492547083734057888164782420578074594175314470696106190325668565484557252610033918671410348669594477959589030347459014004622623955594114785447029257936588001354056677584309083613<207>
(64*10^211+71)/9 = 16561 * 79669 * 4241983320101201003802952280803726732823031942682141<52> * 101974547848116877698353714367007197944524472278277551275509410054190501<72> * 124595052255547829154399746350770836644926267949691339531584962308062871317594451<81> (Bob Backstrom / Msieve 1.54 snfs for P52 x P72 x P81 / Aug 18, 2020)
(64*10^212+71)/9 = 45875637291539711185287107299476512738138753563960806703<56> * 15500844306358066241290086378133484314061673421371983176056718123241741729225194228014772365325776082935532676173535093224134518240510521170587500970169400673<158> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P56 x P158 / Dec 20, 2014)
(64*10^213+71)/9 = 3 * 7 * 23 * 2657801 * 1665459954247<13> * 3326087565873269241767267238767793747425126453313044373214425518484520253498911774872189720649568233534112407290473272000546866880716845244388085654592958135639362314425919837475083353080208219<193>
(64*10^214+71)/9 = 1825847388929<13> * 284594986906421<15> * 460715351367743<15> * 84040262649306109<17> * [3534481065473806766703961769117012438039701526736749078261138129181735136719596676135189034636558305064299401281478539136776180746201119395949961455199557393<157>]
(64*10^215+71)/9 = 17 * 89 * 42103524473<11> * 8670426257807645497<19> * 1287477463152651334407240888888717505287162419095936440125144535812268567584420501642202227241887548120095465688072232643562472107754807837187518430982226150786525065664805469770366823<184>
(64*10^216+71)/9 = 3 * 273112152743381292134168615016520894781358817869309314827931480581782285553444187<81> * 8679109832939555498743956658313084846527168839276222593731304817696645649138482086498374285139707223186951216578607036769875356180390879<136> (Bob Backstrom / Msieve 1.53 snfs for P81 x P136 / Nov 21, 2017)
(64*10^217+71)/9 = 5683 * 12512952861360392593896025182317633487790095215750679414237394177566621698242321152755782352826167712671319921011985062662521751031341036619938608325023950573836197626449254110700529845347723229123897784816313762293<215>
(64*10^218+71)/9 = 1523 * 466914715109068359232508937039468884511563434741373021084117604143868096592981688188516816225286350040125483329685562121543736776829357262712482673086743999416356606113664550959363828700663894360545706573283723644853<216>
(64*10^219+71)/9 = 3^2 * 7 * 397721265219033199<18> * 417933393335891956181<21> * 2568851488605888821550750224758844412018132028024963822770259709746283<70> * 264345567268337254756860474431804557650876519554566634057701597666151010903783505577769787501060726725760931369<111> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P70 x P111 / Apr 18, 2021)
(64*10^220+71)/9 = 179 * 3491 * 16703 * 128159 * 1312937 * 847041501284301946477434820561<30> * 651002790353298735692825222930759997289<39> * 2307422613834914413452397945853834276524747<43> * 3590169621836697546208930638801785908718563<43> * 8863749101440807074481612098205168829273982791<46> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2623417538 for P30 / Nov 1, 2013) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1249821623 for P39 / Mar 7, 2014) (Erik Branger / GGNFS, Msieve gnfs for P43 x P43 x P46 / Mar 18, 2014)
(64*10^221+71)/9 = 12071 * 18667508641469<14> * 7091517218814961<16> * 33430366119293230367296507481258151872480467225490837722939909780556216625253<77> * 13311517240032863208171662383517776167099625600584614211237374820555906863719283892251430564200357287325364687257<113> (Erik Branger / GGNFS, NFS_facotry, Msieve snfs for P77 x P113 / May 22, 2022)
(64*10^222+71)/9 = 3 * 79 * 6133 * 17539 * 24684677 * 120395237 * 369503321402920185717227591573865031391196820646063<51> * 254013164163253636615646899713125824636494619806225391213587709062481034236809163620000126004007384095304101767625976315415966708441105379437726323<147> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P51 x P147 / Mar 23, 2022)
(64*10^223+71)/9 = 4153 * 199687 * 25230893561<11> * 7723670666479<13> * 1086276071939726631433451<25> * 73442935197891768104195719309635463<35> * 5515426780841366112240854013357565748974926452499907244160182064323310129756851573966009160228304132038037401907330584332164495578307<133> (Serge Batalov / GMP-ECM B1=3000000, sigma=3159830177 for P35 / Jan 9, 2014)
(64*10^224+71)/9 = 19 * 167 * 647 * 220939 * 6319813 * 14405445613948022911583491786559830605184109<44> * 17221056939429464962701726946259760295874919184007127404153115620320934307949123702667434277890151363514611386815556497720021783477988029916511505887217690741985423<164> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=4034073175 for P44 / Mar 5, 2014)
(64*10^225+71)/9 = 3 * 7 * 83 * 619 * 3877 * 32479 * 112843 * 463848711528464584133534244326596355567611144877044607857242392806087269103961396879813424034429358096339688605295321428544319167253403382170473069245919408278072564395124091372252992529651756274226573701803<207>
(64*10^226+71)/9 = 5273 * 18691 * 20047 * 863782612552366569358358403141401<33> * [41667103139329466039729202774163348163971666986583119230119098205142717327350959605857583815635190137106692666289169134888886777318506702079535751325665298587387015186640045075806939<182>] (Justin Card / GMP-ECM 7.0-dev [configured with GMP 5.1.3, --enable-asm-redc, --enable-gpu, --enable-assert, --enable-openmp] [ECM] B1=3000000, sigma=1:3832666432 for P33 / Nov 19, 2013)
(64*10^227+71)/9 = 47 * 113 * 863 * 1087 * 1129 * 122147 * 1146221 * 2891608224939859<16> * [312274314843163878616461567683967832372848875465244453787444454277109654811893381600467567334748808967934967907040113013288133305472492803545604757350589550162343965944765727162026125658037<189>]
(64*10^228+71)/9 = 3^3 * 1148402147<10> * 3814691339<10> * 60120184030063540971886774266551970154693435468402362256405232868567780063419927813804064751408545544864226117303779214744648130599950495909299636493279252186523902161626646631029586541967796322944437257623709<209>
(64*10^229+71)/9 = 61 * 97 * 643 * 11988637 * 128628273684496609493<21> * 6309688680895182602835113317<28> * [1920926460948165268469544859329517696958813510691222744419978451438144098878461217620387996664286702589068401030685554832736151354261591079499883156368434986516331340917<169>]
(64*10^230+71)/9 = 29 * 43 * 367 * 4481 * 316614553 * 1095214360942871768459055616791911144228289686312057704582690571830841630819841420054832103553224054889547977067466967812742844649471664719163305119453862291868759678220262126983560534894711037679624202011426132567<214>
(64*10^231+71)/9 = 3 * 7 * 17 * 143249867 * 139051289608584099927019514881618631219936157232312956204996742889631166325712514551004629569897052114392138375628459468344310549270296899488723573607776840785160190482098061538791285425083654841502077922405012584481179401<222>
(64*10^232+71)/9 = 131 * 142037488003<12> * 11120918512651<14> * 4739586648523379254409968392034775293<37> * [72507354535069998474501108103552551324511414528117611851538810614227182471725281762882758769539751654886443301349899556979264186775715474075323699176359045404816852487881<170>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1733200767 for P37 / Mar 5, 2014)
(64*10^233+71)/9 = 359 * 887 * 22907 * 7621739988632141768174477<25> * 17737696053849734767071555031<29> * 721107217841899307050906555730880325347855637329980607435358154709743027914897954700266407057732282767932727787250349842663797991127436851248619007755397533341292781386327<171>
(64*10^234+71)/9 = 3 * 30810061 * 1533457153<10> * 17311989410213<14> * [2898044355593650357131080041597889051389071014989995610933550896040970073931563889534898596560727180386587642040906821566326692752411866129568441229973759771253266747568952600644045841017941137486688560037<205>]
(64*10^235+71)/9 = 23^2 * 79 * 9834145247<10> * 30312311093<11> * 48567851228081<14> * 644575105015207<15> * [182337760248312078393025003747226103124587271420434702927767130510437337603338787014062270786527270323885120984079279911010105257600071991817376388717769925358053633773746228739772037<183>]
(64*10^236+71)/9 = 91727010518188830727434067563000139538155555728475315319770188646670459<71> * 7752472331692339457098550644589891999805522443093285375303049417909315451926992046140058221386853588945032789832207706718736283616102074575148139616370286918195639741<166> (NFS@Home / GGNFS+Msieve snfs for P71 x P166 / Oct 8, 2021)
(64*10^237+71)/9 = 3^2 * 7^3 * 42663147689<11> * 53994303144472551140739508895418663016806891107666351862613165212285038506236697051672751733218275887399815898159462632905751312118663403444038610041815087408060584270965402851272650581448938447934314570337580236304088195033<224>
(64*10^238+71)/9 = 471122565041<12> * 3931548852115275594091417<25> * 250211915064741998518189801903069717<36> * [153437634803845044047147552877802843405354237094282749547511736909848763729698724621887595078259098999676877265763533481980857782439306848064190167058159836053039503931<168>] (Serge Batalov / GMP-ECM B1=11000000, sigma=1360723945 for P36 / Nov 19, 2013)
(64*10^239+71)/9 = 709 * 1497851 * 218522007469203911057775658407072445973<39> * [3064272855966086253914471395098439015377245736405328860555445684667048749354362301273879550476952405686880163104936054664197128554551383873518059856991520357870101258032469001617713877064201717<193>] (Serge Batalov / GMP-ECM B1=11000000, sigma=1357204649 for P39 / Nov 19, 2013)
(64*10^240+71)/9 = 3 * 210422898961317859<18> * 22985380151582698808830970693049533063<38> * [490085123170571024236719843354228873558105606879322123526603241797468251190673686801444251405301007110095946943226744260316270543716822356298699055437927011203942773293738671754778917969<186>] (Serge Batalov / GMP-ECM B1=3000000, sigma=1641463781 for P38 / Jan 9, 2014)
(64*10^241+71)/9 = 43536319830114077<17> * [1633374419073509931477974037996630967573874730978224399070097244054043224530426691837042984746614416778097515604554857498240918877232629926872554500593470826478603387723204151967702299725297923415805361605861904632080134243547<226>]
(64*10^242+71)/9 = 19 * 839 * 2687 * 835789 * 23853959 * 299098099 * 1784836472081669495009<22> * 1559857883519829341311672455574958923431059393593849877368727123863601970996468805906456153326207524490656058135509240258550084131217847609475946759028613831292187787839061385967552626418676477<193>
(64*10^243+71)/9 = 3 * 7 * 3169 * 13248217354317733<17> * [8065633537987264758609703308760350987911602361772461062937290950698101434637521297146309907426116598693691445706571139601544314956680478830244073022708974455756257541111676305316828540339631548953697393966371104717534351607<223>]
(64*10^244+71)/9 = 482423 * 360499021693<12> * 219484979887350669650946091<27> * [1862947274911887068389507127617514395431539861630373301244810397344756423680385633721935352083654333301852677903878178865687829705807580155212807700519695313443629193809935935995599905136476740716987031<202>]
(64*10^245+71)/9 = 424777 * 35398651 * 41036180574835213<17> * [1152451949915956226976243436433846932601023925649379814610162182038404815753355325577067587653428932063921300293721632648840652388053990444419614270023686038601056062274444181496698877155961041310611621329189888721769<217>]
(64*10^246+71)/9 = 3^2 * 591743 * 5092909 * 661852490064144599723<21> * 377682685441081762006192593102874081<36> * 4712774211267046116352709507355987509<37> * 222551739883726755899947222493334446244223625352132920503373417654949990218696646838931876141979902764602670629956897128534628412336653915179<141> (Serge Batalov / GMP-ECM B1=11000000, sigma=1198202002 for P36, B1=11000000, sigma=3804721009 for P37 / Nov 19, 2013)
(64*10^247+71)/9 = 17 * 6949 * 2142038635103<13> * 8838725786654867<16> * [31794300251272578930109352597041692755525381056242741559029606594940557769368242526983354482313214891574848972193140763632412979240063344479615865866776846023909112580034157862353948414682698866337803258532314714943<215>]
(64*10^248+71)/9 = 79 * 75289 * 3585313768811<13> * 114944799010523<15> * 16358842950708499<17> * [17734125077343458195983752207604451497349016482839389506149364143698502833495987698405105546163153124123996096436215023084268370485655373009584612475341075965240122527315788753714410661789533979660667<200>]
(64*10^249+71)/9 = 3 * 7 * 181 * 19813 * 34231 * 215375857 * 25446820987781<14> * 201702629120353<15> * 2495328096210779770700430702343658377347732293703802543737327314736899033775073333100407224187918800122116260805158090594457810580189641708006809184147959927592598157520301191770615868946548920314166473<202>
(64*10^250+71)/9 = 213253 * 333458901450910941984924531477217723132200302509747159998270181948723399488453203992961933061251710930730686607508973431140997365153649004286509972244756749546834563223547200325956076168265445790263729518980324361725795703277848898309102854877123<246>
(64*10^251+71)/9 = 43 * 59 * 191 * 337 * 8719 * 472817 * 349158295474643<15> * 5712432452509049<16> * 531595696008866457727708271526057781<36> * 55753173930684713551410535649180694386743<41> * 17868968115997108882603001857879939044020351897535871741905835689459768291799925418165760768846972220660166288413692786088645047<128> (Jason Parker-Burlingham / GMP-ECM for P36 / Jan 2, 2021) (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:3928589439 for P41 x P128 / Feb 27, 2021)
(64*10^252+71)/9 = 3 * 30491 * 1435550850887274022807358675795083733<37> * 54153428941924859029338177475663930341730140056772181776072951868286381256930688252400464919471399295289392458317939317888574949897994040680402907255465074031156870766854470612216376938883365178820532996056115491<212> (Jason Parker-Burlingham / GMP-ECM for P37 x P212 / Jan 2, 2021)
(64*10^253+71)/9 = 99376177 * 16635087641<11> * 43016006178650494207675705070026502402126415307059002217178658626974847847341553682899794614412106487085313888575376947955036156533482989291193681463046548864510586100882541674493331867592981607246808542542052379739987379690788823268567<236>
(64*10^254+71)/9 = 157 * [4529370134465675866949752300070771408351026185421089879688605803255484784147204529370134465675866949752300070771408351026185421089879688605803255484784147204529370134465675866949752300070771408351026185421089879688605803255484784147204529370134465675867<253>]
(64*10^255+71)/9 = 3^6 * 7 * 149 * 20621254981668357820871<23> * 425999609300789320507719817<27> * [1064636458896648323509937643921256379513319771657658985456828964568619738785025754915302386494719890134842079704264796345767969440635590745289442468916910061203115445052515454665414489110063252365899811<202>]
(64*10^256+71)/9 = 11337829961278590347550703876609<32> * 16287787702498417228527135054333721<35> * [385075089583751648757620644160067532255564497055282935373953150864934003008171454395714836869077062764204227012936857234533737566268132741771244740441565879688911479273604725354292522313535271<192>] (Jason Parker-Burlingham / GMP-ECM for P32 x P35 / Jan 2, 2021)
(64*10^257+71)/9 = 23 * 54468366957089<14> * 2117748118534916945873438355941147<34> * 268034667585915994431385631817851316153272164786361333414582944442660354317198118558495241128714578022739369277267377015176243956020588666581364126246806967352520508376555268546284281440060020239222442137231691<210> (Jason Parker-Burlingham / GMP-ECM for P34 x P210 / Jan 2, 2021)
(64*10^258+71)/9 = 3 * 29 * 4798658451604724840366778912919<31> * 112511340103411923892582838872602780803<39> * [151391703090354357865078768293086633283415287389551099901930677925793643331775647748686589984921595822195717776909304200603862348284464351682964241741868791256761577693439443277897898943541<189>] (Jason Parker-Burlingham / GMP-ECM for P31 / Jan 2, 2021) (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:281806777 for P39 / Feb 18, 2022)
(64*10^259+71)/9 = 89 * 107 * 389 * 1109 * 379579 * 8304372989144720387<19> * [5491278979826901423698024590789281838541675621082173876412915899012251724863993358541461553302749673976327196890013793059622575592932222862803675128007837846222809896609929699939210510266449376896800061785938379459501218414461<226>]
(64*10^260+71)/9 = 19 * 22043789 * 548967425843<12> * 13101577476423241256615677<26> * 236062745267213708879661502335566608297705593803530115764989850056171144759114749546927614691326676312605807434305046813623568129815329439353329031961243629415283782736701483789466388192477245360558272766606785964719<216>
(64*10^261+71)/9 = 3 * 7 * 79 * 257 * 787 * 2936946541247<13> * 414024659116775030407<21> * 470837637824558074849<21> * 4807561150599359043012024248439761<34> * 13063036339944589115992029082646904323<38> * 589414545109865926144814557725161959199597298017101054769179281013052381995215659419089440043761261251902588043864951577858881373<129> (Jason Parker-Burlingham / GMP-ECM for P34 / Jan 2, 2021) (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:2752973507 for P38 x P129 / Feb 27, 2021)
(64*10^262+71)/9 = 69714157 * 92884233910885940291<20> * 14402774918987190584537890463387843<35> * 762479737744988314397765021775196289452277372404374661206533418396282936498734019432040966647701986480289386890261908817634990108977754325337366099592997624778388390503132223447512864851923219710195859<201> (Jason Parker-Burlingham / GMP-ECM for P35 x P201 / Jan 2, 2021)
(64*10^263+71)/9 = 17 * 295205916763<12> * 24675012055711<14> * 8450331005992896353<19> * [679567171731636014524983163647615908485627094707967505558931833265066795816563528856616900659611650412815759368588958922647906550894412208631261252334639368786752032470127167878037334292905752068916545842942651184234483<219>]
(64*10^264+71)/9 = 3^2 * 151782748486488583<18> * 5205620959357306488068636316381003778450428638267430056127207775505472323757665247038086669574724828921442126961712790494567314655849653513217629920873749362471579055068267164663644967877459156858005807506073171267504585825604964137006835603467377<247>
(64*10^265+71)/9 = 1723 * 13063 * 814171 * 4035337 * 6334837 * [151802308820787494197018739221602646863296891240188613313927904716393918219357195470935584555724680148126265038664912772843583379673809997067276311676226351925873249681622659032403848996818183791497426179696640047148197524115801724910425269<240>]
(64*10^266+71)/9 = 83 * 370597 * [23118383981323755704727650644546505607676494078574525067388373487997634006787391373531788910413910499249846368404763486668290805386304602141660361398354322893435964364730522598041535492865650448249752121255317124463588922709278529817002566491009934153821397169<260>]
(64*10^267+71)/9 = 3 * 7 * 673 * 103769 * 4881187 * 5442263 * [182528423430650615558592163543099403306564812916820552240583635691476043996191177202278717764130199537893842386650771971893051775797319082327164795543668361936957252544283629757214327368061751705620116982147552926290422028346376903722105975252687<246>]
(64*10^268+71)/9 = 3697 * 30841 * [623676761946028702795417573581601199516736654844571550548124997526610029040212341745907454770622586682160590504096614476625376019957687566111015790888502125489917464595548791859031846117527327101397259788246946486125848032661304958473004160616868082735863907447<261>]
(64*10^269+71)/9 = 31393 * 745598327 * 21571173653<11> * 3781635143229981284774055283<28> * [372431425539853407798479692301864487922964712957377146784846838261175034453588641333804385679434599736961910863535248573412497972411659819635458591607811421902845796623496103471397489191793927072659488661178053203462471<219>]
(64*10^270+71)/9 = 3 * 2237 * 4483 * 7583 * 35051 * 117416600642435943371<21> * 12514746276327349034933570499001<32> * [605185433209399571771621689108736290390817372307290368603132585157839228144775836570264476921582954949429874745257940538344698373582404683049883335862813684679149040369057275918397628844349012471245917741<204>] (Jason Parker-Burlingham / GMP-ECM for P32 / Jan 2, 2021)
(64*10^271+71)/9 = 151 * 277 * 1700124587254909773856865448421142111820381837356518782392022165374306335886176658883283790640282858228204535613625435988981067518854116028190190812420472687764150216633062641621706340667777060537717529612716931912666725108449353554190142996416456143426760492292325797<268>
(64*10^272+71)/9 = 43 * 22039 * 273169717 * 566755971185779363674451<24> * 387984582608886746753438717184125671<36> * 12492058189888866726066875741535996198700236773221366017366508748940678507628722208150597675150117065502223295816100090738046241635130334981983030391373925848632004597570813349237464249919857177987171<200> (Jason Parker-Burlingham / GMP-ECM for P36 x P200 / Jan 2, 2021)
(64*10^273+71)/9 = 3^2 * 7 * 47 * 11933 * 36749 * 2363465134518098848020893<25> * 252762749398617147191222041<27> * 9167303719048484947071925002119336540864264182565151058504087287925377083320048820115026532118967609733280797585997847137316298435966807922967338520823462086063614226529793878342486096289427022607103466158903099<211>
(64*10^274+71)/9 = 79 * [900140646976090014064697609001406469760900140646976090014064697609001406469760900140646976090014064697609001406469760900140646976090014064697609001406469760900140646976090014064697609001406469760900140646976090014064697609001406469760900140646976090014064697609001406469761<273>]
(64*10^275+71)/9 = 17103412808472671<17> * 7752748733476016476361<22> * 15250860173590511250616307<26> * 18292175888213447200344049464227<32> * 19223801342749489072971243824471663257894840314098227497635774624386697641407249982180032533278915699767681925236617742806309319625197866050313684192646862975558112063558231544047441<182> (Jason Parker-Burlingham / GMP-ECM for P32 x P182 / Jan 2, 2021)
(64*10^276+71)/9 = 3 * 1021 * 88007 * 2631631 * 415062437437<12> * 1294983778261<13> * 3256441748913541<16> * 515345148103577423<18> * 11112940556613482883477755901569254355506067764482150287403488108645697658621930266490332079260783206545742698974306953520502499335910327746986073889695284723655169626585803395778239407855301539264375671139<206>
(64*10^277+71)/9 = 433 * 12391 * 39887 * [332285842565051425321416352196338506882323900009750309634966622774880868575487333080093751820790339064997773344165774149906175378356551616450164775842265410584809898907762414531789943921245157548240488282469765909900492685979205880927994468398186332952835827910131079<267>]
(64*10^278+71)/9 = 19 * 61757 * 95210922821662750969<20> * [6365183057953029892611511380215370039315449853946911188354439750559280405370840680054843350733879402314016830066244872077016440493807851537624168234759270137116034827264429269274898192671723523685708618173179891678099672045033765982120653748643065786497<253>]
(64*10^279+71)/9 = 3 * 7^2 * 17 * 23 * 30259 * 2130613 * 7531918345001<13> * 2255148391899749<16> * 112980502254711605333473395824050350969172259745796271153463951114454016120908567692457907312676108198769066657820611986861057440247543656266196170331619069150093316110452458577760604100851654383786369863628332249836384868309890772912609<237>
(64*10^280+71)/9 = 1097 * [64823255342854248961815051149599918970930821432188797731186063000101286336473209764002836017421249873392079408487794996454978223437658259900739390256254431277220702927175124075762179681960903474121341031094905297275397548870657348323711131368378405753063911678314595361085789527<278>]
(64*10^281+71)/9 = 269451376367102963338116543786819491<36> * [2639107362147176334699596325638567732481156917770166654882660076610839458662161256846564544703346229558664446648988879503507184744315745354964942048504363877241196267748641356058515632417161904530519097617723330172895649347643478591546404164212709<247>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1:1010937350 for P36 / Feb 21, 2021)
(64*10^282+71)/9 = 3^3 * 17827 * 29723 * 764388643 * 63706235497999<14> * [10207200034106752373151493160015238570695174523671572100117984323217063600988527341473317107564502352857051194865582086973871229467030172881664223517332486081300923538498936869958002175827041031265745581118962831842829075343897788883172781681783778401<251>]
(64*10^283+71)/9 = 160552204719947<15> * 151519257376310585383<21> * 7152964944983794719602919216668479<34> * [408664827581027006421616649615893492368277071411297696367338160623712033158806578653044876161968816561821897377600825348434344629762842641312664946900066665822640842422046666386846902714312184026024118136670236237461<216>] (Jason Parker-Burlingham / GMP-ECM for P34 / Jan 2, 2021)
(64*10^284+71)/9 = 214225596166151<15> * 8070345591318304634121051537959<31> * [411314454463299323505033433443463781000507962021115220436433738603439210974253115817047966047463909684052859946024401521444447586983323583923872137867683380443742555609076866272804115206944226760268191530284209897416742834524283415424762591<240>] (Jason Parker-Burlingham / GMP-ECM for P31 / Jan 2, 2021)
(64*10^285+71)/9 = 3 * 7 * 661 * 21011 * 4704769 * [5182408974599687509171164861890964760910785474886460762268740020715321518621388705136531496839243114250219695146401169877421412146760224506931869733838563404150275182673597638686269151023648979295409915013767737733709617573013909775703644014384607389937635599310517704061<271>]
(64*10^286+71)/9 = 29 * 1970086270663059641<19> * 568273656836500859726971<24> * 1876342091815174540927967771<28> * [1167305889924012126255120130773203020861952909329094126200323278733872894173127629512853459711123569356169156652775430332070404702361525476720987699239863512478896513584824298989720522921411694213526572505433139105931<217>]
(64*10^287+71)/9 = 79 * 13373993 * 673053026853004943299056316988805414927987580558009930178716780851464036559433596339288480328959395071919808397140450798905492904093799110480773394607332126538529403280000231841528262353215281151186590756385239631921967963495574186229124047430693353895179022158155314175624961177<279>
(64*10^288+71)/9 = 3 * 46307 * [51188165296183522369628141973575709296010762311753522585578214316849944292879486262776046178123617819560117700787577911986748663708950490646562514746590588255995213906544806840658439768725470671180822993723851045638248436961374530208615768034430439682345441733871128994976361465229239<284>]
(64*10^289+71)/9 = 61 * 7398752149<10> * [157561153067121144622385557390256502964393950045111948235453881772668075663702033035210982267914455183165290116366344662259310927466814986833290519548085369033090259336766799694649585667032979331189381380497470658431292321778838231856812621169174931886785184702396081878498824271<279>]
(64*10^290+71)/9 = 47843 * 1441840703154048226963<22> * 10308649621707571131905895398151947474949435560763626187656756230476384081726045501140681483008039628024931723792850346427577729632653876856621884812236075067036323774535153301300962148702125567758778024851438966613908687129362934328296700326915002461739500420927591<266>
(64*10^291+71)/9 = 3^2 * 7 * 4243731727<10> * 221154472451876973406004456624267761<36> * [120268880062690291778422461481637729309892087515562986792169952375548710855386265575063353522680637950512540637661685443778755638438605157498560929343949007238861480411937346872785180310322812250850461900355705991371821324933488176371398679232879<246>] (Jason Parker-Burlingham / GMP-ECM for P36 / Jan 2, 2021)
(64*10^292+71)/9 = 84722184893<11> * [839344632116381166840348793684067898335086332263094355548811768190751575959962903917399460722983636558362608599576489101004600446962072082253931764298593218423965169010636165666043443489774957580674194984976484901842356823165541483494837271312805484674188914878072667779577292105083<282>]
(64*10^293+71)/9 = 43 * 16537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397932816537467700258397933<293>
(64*10^294+71)/9 = 3 * 109 * 21746517159361196058443764865783214407067618076792388718994223581379544682296975874957526333673122663948352021746517159361196058443764865783214407067618076792388718994223581379544682296975874957526333673122663948352021746517159361196058443764865783214407067618076792388718994223581379544682297<293>
(64*10^295+71)/9 = 17 * 199 * 373 * 1031 * 66343637 * 8610880096994967899<19> * 95679996692610902014126890978626280640242817108650155034687442754016570654351361441776966894898733986775562430350929629792796352987811856160384278226312738528572966880129504267716038723043753159549467871754441268567438606285853434361028257590564507169211178597<260>
(64*10^296+71)/9 = 19 * 941 * 1223 * 12938569416814889<17> * [2513515240754032293039559498096802255214460555927540379461616555443929025073609088423450425805032458323508532391564538228960382412525672634193467223865348644932838721004397668030344945415426049858302272103169325121412711735034022407358286466976172500841500712857964841631063<274>]
(64*10^297+71)/9 = 3 * 7 * 42677 * 403301 * 902179 * 2066390107<10> * 492838159950679<15> * 60020500902081604402801<23> * [356768101509103324105991572456745477582844495859689984154637953145196774059042440757106225914369243184206731836441016887840041557174695951459437731405233698423399231191830647456587742029399519067276766770287412364808231550248996288061<234>]
(64*10^298+71)/9 = 21107 * 782693104213<12> * 1203040507751<13> * [3577990606596106625142710603229271784990652235980192953827830884862461816601767657848640791208757959985178584194591709948904822757751811337140267690891997745423772106531561658743780066068690146427938289017192309724378303278886911721762704216570914582076477379205805184759<271>]
(64*10^299+71)/9 = 1061 * 670227248926589171641009529793695674939784270604251754110378050057597654204628756937899256466645722065137710755052885118860613676824798408210283799350717352602366739972772018012357314902083987852131113205571264006702272489265891716410095297936956749397842706042517541103780500575976542046287569379<297>
(64*10^300+71)/9 = 3^2 * 79 * 233 * 1237 * 237701 * 56780027 * 64237067803<11> * 76472616361<11> * 22148062394880113<17> * [23631334283038049221937831913513406444993167693663196728030030578654777414860205158372251435857382087963226774875514461716041058086992680599186842082544122538292108690156153194120807090409449582447861359436219629061533259413961611642608492953<242>]