(64*10^1+35)/9 = 3 * 5^2 (64*10^2+35)/9 = 5 * 11 * 13 (64*10^3+35)/9 = 5 * 1423 (64*10^4+35)/9 = 3 * 5 * 11 * 431 (64*10^5+35)/9 = 5 * 142223 (64*10^6+35)/9 = 5 * 11 * 129293 (64*10^7+35)/9 = 3^4 * 5 * 71 * 2473 (64*10^8+35)/9 = 5 * 11 * 13 * 994561 (64*10^9+35)/9 = 5 * 1422222223<10> (64*10^10+35)/9 = 3 * 5 * 11 * 430976431 (64*10^11+35)/9 = 5 * 19 * 859 * 8714063 (64*10^12+35)/9 = 5 * 11^2 * 17 * 9199 * 75161 (64*10^13+35)/9 = 3 * 5 * 631 * 7513059811<10> (64*10^14+35)/9 = 5 * 11 * 13 * 29 * 541 * 677 * 93637 (64*10^15+35)/9 = 5 * 59 * 349 * 69070089953<11> (64*10^16+35)/9 = 3^2 * 5 * 11 * 12227 * 11749309751<11> (64*10^17+35)/9 = 5 * 3568717 * 39852479819<11> (64*10^18+35)/9 = 5 * 11 * 13381 * 83663 * 115492231 (64*10^19+35)/9 = 3 * 5 * 4740740740740740741<19> (64*10^20+35)/9 = 5 * 11 * 13 * 71933767 * 13826065783<11> (64*10^21+35)/9 = 5 * 23 * 467 * 971 * 2046043 * 66648251 (64*10^22+35)/9 = 3 * 5 * 11 * 157 * 20386903 * 134648838461<12> (64*10^23+35)/9 = 5 * 83 * 28183 * 3650939 * 16653195113<11> (64*10^24+35)/9 = 5 * 11 * 129292929292929292929293<24> (64*10^25+35)/9 = 3^2 * 5 * 61 * 25905687107872900222627<23> (64*10^26+35)/9 = 5 * 11 * 13 * 92683 * 126641 * 1708363 * 49599449 (64*10^27+35)/9 = 5 * 393371441 * 3615468928315571903<19> (64*10^28+35)/9 = 3 * 5 * 11 * 17 * 32299 * 3420788879<10> * 229450628083<12> (64*10^29+35)/9 = 5 * 19 * 7485380116959064327485380117<28> (64*10^30+35)/9 = 5 * 11 * 2711 * 47691969492043265558573563<26> (64*10^31+35)/9 = 3 * 5 * 38183659 * 54625841537<11> * 2272848677327<13> (64*10^32+35)/9 = 5 * 11 * 13 * 109 * 379 * 491 * 49032520966513683128861<23> (64*10^33+35)/9 = 5 * 7193 * 214561 * 1798759 * 225278941 * 2274118229<10> (64*10^34+35)/9 = 3^3 * 5 * 11^2 * 149 * 2677 * 10913993382831657903997453<26> (64*10^35+35)/9 = 5 * 1980540809267<13> * 71809791324046889628469<23> (64*10^36+35)/9 = 5 * 11 * 47 * 307 * 15359 * 4002122184793<13> * 145775741015591<15> (64*10^37+35)/9 = 3 * 5 * 151 * 859 * 239027 * 152907621775679727898521187<27> (64*10^38+35)/9 = 5 * 11 * 13 * 22427749 * 47002118334953<14> * 943470453808613<15> (64*10^39+35)/9 = 5 * 337 * 461 * 1693 * 2633 * 12211 * 161741 * 1039818312382879481<19> (64*10^40+35)/9 = 3 * 5 * 11 * 125303 * 35587193 * 96649212047763619820518289<26> (64*10^41+35)/9 = 5 * 353869 * 401906417974510969376300897287477067<36> (64*10^42+35)/9 = 5 * 11 * 29 * 71 * 62794040453098248144387046766842784327<38> (64*10^43+35)/9 = 3^2 * 5 * 23 * 131 * 191 * 194471 * 14120094537481986571686763782179<32> (64*10^44+35)/9 = 5 * 11 * 13 * 17 * 8167 * 7163412258522422093176708234436970599<37> (64*10^45+35)/9 = 5 * 1422222222222222222222222222222222222222222223<46> (64*10^46+35)/9 = 3 * 5 * 11 * 71821 * 10753499 * 149291663 * 3737805663688881280248703<25> (64*10^47+35)/9 = 5 * 19 * 7485380116959064327485380116959064327485380117<46> (64*10^48+35)/9 = 5 * 11 * 4780877 * 431067869 * 5169927735989<13> * 12134924518799979649<20> (64*10^49+35)/9 = 3 * 5 * 92699 * 55847741 * 130785238013<12> * 2463326371417<13> * 2842397824319<13> (64*10^50+35)/9 = 5 * 11 * 13^2 * 2691329 * 9387711719<10> * 42038222607179<14> * 72030625989206393<17> (64*10^51+35)/9 = 5 * 1808466601<10> * 58200925770296531<17> * 13512231426066007392377933<26> (64*10^52+35)/9 = 3^2 * 5 * 11 * 257 * 294821 * 1896010453001997533947279390876416011467841<43> (64*10^53+35)/9 = 5 * 2017 * 9167839 * 793759944461069<15> * 9689590086450798383753694709<28> (64*10^54+35)/9 = 5 * 11 * 367 * 22123 * 5285297 * 12136202380759<14> * 248263277491961974977353551<27> (64*10^55+35)/9 = 3 * 5 * 2377 * 12806351321635254837515011<26> * 155736930941055868263695903<27> (64*10^56+35)/9 = 5 * 11^2 * 13 * 49717337 * 878153797450957<15> * 2070905565718889115656942192839<31> (64*10^57+35)/9 = 5 * 1129 * 1259718531640586556441295148115342978053341206574156087<55> (64*10^58+35)/9 = 3 * 5 * 11 * 1171 * 120504252906571<15> * 3054177340388365940528942738797718400191<40> (64*10^59+35)/9 = 5 * 80347703 * 1770084481720930120705780751718841573133985202068841<52> (64*10^60+35)/9 = 5 * 11 * 17 * 4583 * 6049561080897823<16> * 15589674232879741<17> * 17596046065291936120841<23> (64*10^61+35)/9 = 3^3 * 5 * 823 * 8699 * 10612661 * 98286381101<11> * 70536985177116053497106465118963617<35> (64*10^62+35)/9 = 5 * 11 * 13 * 281833 * 3528901848119257010337898665383381509598098854857289817<55> (64*10^63+35)/9 = 5 * 859 * 5279 * 7283 * 29587 * 1455497261653354874623131003520405492488488691883<49> (64*10^64+35)/9 = 3 * 5 * 11 * 83 * 1499 * 1860647 * 1861700468560914574868682076668931760840290699411769<52> (64*10^65+35)/9 = 5 * 19 * 23 * 3659 * 38027156267483<14> * 2338997536363248174731710468621488375127773307<46> (64*10^66+35)/9 = 5 * 11 * 129292929292929292929292929292929292929292929292929292929292929293<66> (64*10^67+35)/9 = 3 * 5 * 112376054120845433<18> * 6868646461396892992069<22> * 6141879105458748446552263433<28> (64*10^68+35)/9 = 5 * 11 * 13 * 162120462643<12> * 2406128688336617723<19> * 2549615772305728615675012493732098049<37> (64*10^69+35)/9 = 5 * 3223093090379647282378892092739<31> * 441260051243105436630564889364826389957<39> (Eric Jeancolas / ECM for P31 x P39 / Nov 20, 2022) (64*10^70+35)/9 = 3^2 * 5 * 11 * 29 * 36193093 * 764695170418391<15> * 178986477717921547335396195062733290396300851<45> (64*10^71+35)/9 = 5 * 4967 * 1271483 * 992484929315154619933575419<27> * 22690225993761547021175042860140097<35> (64*10^72+35)/9 = 5 * 11 * 887 * 937 * 175006427621<12> * 1905161903311<13> * 466579524403645637164855485466293289778537<42> (64*10^73+35)/9 = 3 * 5 * 59 * 4001 * 93701 * 1109689897<10> * 745574881397<12> * 259052934629087833466792466217685476551311<42> (64*10^74+35)/9 = 5 * 11 * 13 * 19961 * 222967 * 272449 * 9047714114821<13> * 90653473625327973452884716831782502287776307<44> (64*10^75+35)/9 = 5 * 181 * 42131 * 7063655841331<13> * 124882751814608412314429<24> * 211424409738257444244944993194807<33> (64*10^76+35)/9 = 3 * 5 * 11 * 17 * 97 * 167 * 1677811 * 36901771793<11> * 749561454582844547327<21> * 33722432347412722068183552055517<32> (64*10^77+35)/9 = 5 * 71 * 5657 * 61471 * 227399 * 170812459 * 244327409 * 447728030517227<15> * 1355682796765415982645185075233<31> (64*10^78+35)/9 = 5 * 11^2 * 433 * 175632757375887069581<21> * 150093566891454377919129929<27> * 1029737657979527555223778939<28> (64*10^79+35)/9 = 3^2 * 5 * 12175034743<11> * 1151309670962894951<19> * 112735991519090884568337888506045461852123370717879<51> (64*10^80+35)/9 = 5 * 11 * 13 * 1630663 * 2154161249466478873<19> * 696847038756392993982407<24> * 406304411307653107035688329977<30> (64*10^81+35)/9 = 5 * 1422800749<10> * 18962676639844351292228518286117<32> * 52713728538669757331788005895677075665231<41> (Eric Jeancolas / ECM for P32 x P41 / Nov 20, 2022) (64*10^82+35)/9 = 3 * 5 * 11 * 47 * 563 * 22079 * 31793 * 23202584235187172381620979137426484360770591064774212905032575751893<68> (64*10^83+35)/9 = 5 * 19 * 38368797861134791<17> * 4733777023048970837<19> * 41212396498795159641644168301258743773442340151<47> (64*10^84+35)/9 = 5 * 11 * 87119 * 13418437631701<14> * 110601226079611445466922041395007080691197163212242786027674751447<66> (64*10^85+35)/9 = 3 * 5 * 61 * 359 * 5018630401987004029<19> * 28850943510280918549<20> * 1495122193990122166975226161910959478509679<43> (64*10^86+35)/9 = 5 * 11 * 13 * 4297 * 27571749110993<14> * 1609832199616247<16> * 2039031211248433<16> * 2557391796407132889668407236773253391<37> (64*10^87+35)/9 = 5 * 23 * 10667 * 96880367567081782609<20> * 59835861909816053897624408312414051331580284623742846680322667<62> (64*10^88+35)/9 = 3^4 * 5 * 11 * 4223431 * 6863692027<10> * 550638488373116214069362597524208531811165320130589003956441730262369<69> (64*10^89+35)/9 = 5 * 859 * 1621828713352071993667095805045419173999957<43> * 102086734336385296384031194368959004109033321<45> (Eric Jeancolas / ECM for P43 x P45 / Nov 20, 2022) (64*10^90+35)/9 = 5 * 11 * 55999799 * 3848792660737772672535031119877<31> * 599879182720282669265376446673015810103833379306591<51> (Eric Jeancolas / ECM for P31 x P51 / Nov 20, 2022) (64*10^91+35)/9 = 3 * 5 * 509 * 31384553 * 85751593 * 3460750409804082907175085180464528072546832480539729749648098995968661081<73> (64*10^92+35)/9 = 5 * 11 * 13 * 17^2 * 74039708465713391693<20> * 46480295448842276513246389628398196204116872605833748164042537963493<68> (64*10^93+35)/9 = 5 * 6833 * 1467443 * 15140286651169<14> * 9368298084032464909776699452535411121652446678878683570009338617094693<70> (64*10^94+35)/9 = 3 * 5 * 11 * 35843726338581124003107313037846772001<38> * 12023761896444922014718044073767959720585404764104244431<56> (Eric Jeancolas / ECM for P38 x P56 / Nov 20, 2022) (64*10^95+35)/9 = 5 * 142222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222223<96> (64*10^96+35)/9 = 5 * 11 * 226523447 * 570770624433104679575589052787675851185916879028109142844241326121658800862645045715419<87> (64*10^97+35)/9 = 3^2 * 5 * 293 * 3823 * 114883 * 10347643 * 105946621481805249401<21> * 11201307388867779213555591643471263330192271952633990484317<59> (64*10^98+35)/9 = 5 * 11 * 13 * 29 * 227 * 12707399429<11> * 11889152191260596091920561117339532386398877481745621117260678994399449723350631323<83> (64*10^99+35)/9 = 5 * 289671627186941<15> * 4909773994897968249551762760951268934348309702994193691033415086341005612422469985403<85> (64*10^100+35)/9 = 3 * 5 * 11^2 * 157 * 105517 * 70708165467253<14> * 30428107890044281<17> * 878026802176728166426043<24> * 1251948480735987639542855971354239691<37> (64*10^101+35)/9 = 5 * 19 * 113 * 774047 * 31702337401711<14> * 2699459401152651621709553286438077439861932951010281702180830126805559702541877<79> (64*10^102+35)/9 = 5 * 11 * 73547 * 166250898637<12> * 10574158383305173297268949961295163427688758294685558321840189926183334115215724349987<86> (64*10^103+35)/9 = 3 * 5 * 269 * 1109 * 31517 * 7107769 * 10945720352509<14> * 1962961915121418774809<22> * 3301626796773652228805742911561419613852130428809117<52> (64*10^104+35)/9 = 5 * 11 * 13 * 3931 * 2926769297878851928542048844833592438496095039<46> * 86445001930038983167094062517724901910454373855480429<53> (Eric Jeancolas / cado-nfs-3.0.0 for P46 x P53 / Nov 20, 2022) (64*10^105+35)/9 = 5 * 83 * 1307 * 114073 * 291727 * 34051353794473<14> * 11569641662934610116007499829901520227183824831868347962716820942717480865601<77> (64*10^106+35)/9 = 3^2 * 5 * 11 * 17599 * 18553 * 21426811873<11> * 321185081593<12> * 294167918604511825540877309012737<33> * 217331111240920782329150284916636971807787<42> (Eric Jeancolas / ECM for P33 x P42 / Nov 20, 2022) (64*10^107+35)/9 = 5 * 229 * 233 * 1522922036698943725658641973395951636706057779039<49> * 1750243147037414668136005991453729940077360003442602101<55> (Dmitry Domanov / Msieve 1.54 snfs for P49 x P55 / Nov 25, 2022) (64*10^108+35)/9 = 5 * 11 * 17 * 727166938999<12> * 2249524153699<13> * 603869542275817<15> * 278402182237640811991<21> * 27655741503594171728908204055002956248124015607<47> (64*10^109+35)/9 = 3 * 5 * 23 * 1943147 * 106074920034820716773642933473173889319988137144466318336021093634298444308454739539178741466934615561<102> (64*10^110+35)/9 = 5 * 11 * 13 * 582203 * 45199894066441<14> * 577675469139871<15> * 120821706386866911075402595705926149<36> * 541490293462604841473683325050092498433<39> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3139461265 for P36 x P39 / Nov 20, 2022) (64*10^111+35)/9 = 5 * 1422222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222223<112> (64*10^112+35)/9 = 3 * 5 * 11 * 71 * 151 * 7517 * 1825313491<10> * 3193187004948890389091<22> * 562726980240627879051437021<27> * 1630474905653021675118238301583860079929127983<46> (64*10^113+35)/9 = 5 * 1647241 * 610318883 * 5025017597<10> * 150010865651<12> * 187669287704500566841534260304362286338204247591924485444051124198520580388603<78> (64*10^114+35)/9 = 5 * 11 * 2159363 * 451618417 * 717223766327<12> * 184851425127378584529017857826156256403442424668571827549880011057780358621034470954329<87> (64*10^115+35)/9 = 3^3 * 5 * 859 * 8688384700763<13> * 84372990491063<14> * 18997327777101392813092040806563259<35> * 44032721822213779765342140000887487276687879606041<50> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3365232950 for P35 x P50 / Nov 20, 2022) (64*10^116+35)/9 = 5 * 11 * 13 * 133056157779516241909<21> * 7474746085852371212907592947381244400143170952168255684776985766361892412294414260437947028829<94> (64*10^117+35)/9 = 5 * 569 * 238729 * 583625101 * 1952971367<10> * 9185867502353735799147326772775171620750376427812063635805309571775369298378932624200692669<91> (64*10^118+35)/9 = 3 * 5 * 11 * 223 * 1097 * 53789237 * 9139206006082031713828680494174321<34> * 3583753903636959916031078284012737501628223683950890102013189795591413<70> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1484885812 for P34 x P70 / Nov 20, 2022) (64*10^119+35)/9 = 5 * 19 * 52517 * 4035343541<10> * 1329310546717<13> * 33859499963746417<17> * 784741184826777372970916010416172431866869840222746658102318970473490435649<75> (64*10^120+35)/9 = 5 * 11 * 983 * 131528920949063370223085380765950450589311220033498772054214577103692057913828005384465201352281718507557775106096571<117> (64*10^121+35)/9 = 3 * 5 * 401 * 16847437 * 1037137313117<13> * 203396945697389<15> * 500582641257856347156737087<27> * 6645252999305544601626638243986959179107130706532017700303<58> (64*10^122+35)/9 = 5 * 11^2 * 13 * 1872049 * 161247127586048295580915398686131<33> * 299522559759877226533879244523110098635160902999079766010285118650668122986068129<81> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1713905044 for P33 x P81 / Nov 20, 2022) (64*10^123+35)/9 = 5 * 49991 * 221475958221747595777769<24> * 128454418234081660002213710812043711608916467742465865232512656731144245916099710779277892766737<96> (64*10^124+35)/9 = 3^2 * 5 * 11 * 17 * 2782462168443535299977<22> * 3037064924108890009932306255254969915996731075181826722518419964566755818130027291346906803891751853<100> (64*10^125+35)/9 = 5 * 773 * 1297 * 6221 * 22751 * 255887 * 471283009 * 63456823093424034809470599277<29> * 130972153187981485944664657930493435067145799857331618942339685187403<69> (64*10^126+35)/9 = 5 * 11 * 29 * 25280945986139<14> * 12153085222434451<17> * 14510985663411532951103246775178047666910762047449834501349717582687231127652928069564272298353<95> (64*10^127+35)/9 = 3 * 5 * 4740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740741<127> (64*10^128+35)/9 = 5 * 11 * 13^2 * 47 * 283 * 1153 * 20873 * 152850547 * 1563588974250023054656839383204467230087586505532877093073640955965723025331209009663134124090124637975379<106> (64*10^129+35)/9 = 5 * 26309 * 9001511 * 6005479692182110708568752012150160570806851711487101998541570062801551849491750239561517636158920174847485430813651077<118> (64*10^130+35)/9 = 3 * 5 * 11 * 104384497153<12> * 21762583556297321384344407843742530671<38> * 189717356802107242137240799175737900810897110823162690574982245367535823167110337<81> (anonymous / ECM for P38 x P81 / Nov 26, 2022) (64*10^131+35)/9 = 5 * 23 * 59 * 349 * 1621130695687623427<19> * 4572885186666883065604151<25> * 40509217947049315932575927306846456164589694782873028674063336063714032693185589243<83> (64*10^132+35)/9 = 5 * 11 * 10670687 * 586952857241<12> * 714006904657751944133879431259<30> * 28911908539245629338064181767131317770040623718725548916716161554219067840532110481<83> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2457062671 for P30 x P83 / Nov 20, 2022) (64*10^133+35)/9 = 3^2 * 5 * 290597 * 534137 * 10550809487<11> * 73384662121<11> * 2659390668191317549<19> * 4944335596055477652368604900258303831356231525909782152192852446788643241981823001<82> (64*10^134+35)/9 = 5 * 11 * 13 * 727 * 4085871878714918010400049321179<31> * 3059452436526619185062274591177811774491817<43> * 109438104350729311697358552653333983068636244503538599901<57> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2321923454 for P31, cado-nfs-3.0.0 for P43 x P57 / Nov 20, 2022) (64*10^135+35)/9 = 5 * 43629477421<11> * 288819812965727<15> * 3258008469142061<16> * 1828532829864136527277<22> * 18945474876969511007686400833243069640195427051895303347449276682301018477<74> (64*10^136+35)/9 = 3 * 5 * 11 * 179 * 36846085999<11> * 3995337928713347<16> * 1743576254305689362090857437675696563018401<43> * 9380255416828850761693941481074375522434637438662444767797901513<64> (Eric Jeancolas / cado-nfs-3.0.0 for P43 x P64 / Nov 28, 2022) (64*10^137+35)/9 = 5 * 19 * 6389 * 1416516239560498193344931336109761819<37> * 827102651922085811372132876069268292877248005691966927276872702261259643951975025360009028588787<96> (Bob Backstrom / Msieve 1.54 snfs for P37 x P96 / Nov 26, 2022) (64*10^138+35)/9 = 5 * 11 * 191 * 652727 * 12590995646784650672722003<26> * 3088476211397668786992006582065187495766116761318621<52> * 26668924127036405074389099518410099508380506750568723<53> (Eric Jeancolas / cado-nfs-3.0.0 for P52 x P53 / Nov 28, 2022) (64*10^139+35)/9 = 3 * 5 * 346217 * 190963408546686682928677<24> * 2673260433691730589919164784503445490499916999439745329<55> * 26822940622217727954990499898930017152675617545474607881<56> (Eric Jeancolas / cado-nfs-3.0.0 for P55 x P56 / Nov 28, 2022) (64*10^140+35)/9 = 5 * 11 * 13 * 17 * 109 * 1487 * 11589077 * 10391784438234019<17> * 2997133287100357151589086772736453900946726899112270710140178358492081453570602786669608919693249106139819077<109> (64*10^141+35)/9 = 5 * 859 * 19582076730130727<17> * 84550377000789768980745372272227522807200436894984185574337007588008671714577846312255685499536987316958520822766476459611<122> (64*10^142+35)/9 = 3^3 * 5 * 11 * 246200640352660719839<21> * 596904538202921036119667805450922267464989<42> * 325849419713013856569817075943759761269223164630714163811023307897598142432829<78> (Eric Jeancolas / cado-nfs-3.0.0 for P42 x P78 / Dec 1, 2022) (64*10^143+35)/9 = 5 * 2707 * 103533083 * 26130278406649<14> * 64280238705666045499<20> * 42459645867705482681199431062376614963<38> * 7115446742226499273619603765782584118950044716141142661590791<61> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:282804916 for P38 x P61 / Nov 20, 2022) (64*10^144+35)/9 = 5 * 11^2 * 389 * 1973 * 542835199 * 3611381369<10> * 832637455568415061025243<24> * 368939893163895909892909968185818237591<39> * 25430358829523777111882344773743268651605436255314000893<56> (Eric Jeancolas / cado-nfs-3.0.0 for P39 x P56 / Nov 20, 2022) (64*10^145+35)/9 = 3 * 5 * 61 * 17659 * 2078329639<10> * 130204270658322743<18> * 236488408780714476564411807601236971<36> * 68770272383717319799017799753114710174890116921171549202828382340972524729377<77> (Eric Jeancolas / cado-nfs-3.0.0 for P36 x P77 / Nov 29, 2022) (64*10^146+35)/9 = 5 * 11 * 13 * 83 * 1509623 * 273464303648132147<18> * 138522846126795668303<21> * 11591980146345002205264515428756812667342103<44> * 18076117156325265011473246501333041267247621598853526823<56> (Eric Jeancolas / cado-nfs-3.0.0 for P44 x P56 / Nov 20, 2022) (64*10^147+35)/9 = 5 * 71 * 6229 * 1320170530185783896388135236769149<34> * 2435907242836736434462966091095884698931913497127615783890037854418734126192512366604292442685111643886888953<109> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3731608537 for P34 x P109 / Nov 20, 2022) (64*10^148+35)/9 = 3 * 5 * 11 * 203039 * 160950733 * 226998463 * 19377847309<11> * 67042748382138304269037<23> * 955410543217600431875559133140361<33> * 46807000385767412931717186489057280470338710638355035846427<59> (Eric Jeancolas / cado-nfs-3.0.0 for P33 x P59 / Nov 20, 2022) (64*10^149+35)/9 = 5 * 3257 * 11792068605059614133687941422756991<35> * 36748134887329952673050810202492312225799272250410871883<56> * 100768409217519367271931757319289208768770166678773721163<57> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1551756444 for P35 / Nov 20, 2022) (Eric Jeancolas / cado-nfs-3.0.0 for P56 x P57 / Nov 29, 2022) (64*10^150+35)/9 = 5 * 11 * 577 * 3668389 * 3564766162724030698912236434847129002304730190653871401<55> * 17135332363856697050712895328905697508045962225688416398696665805572550519382810310881<86> (Bob Backstrom / Msieve 1.54 snfs for P55 x P86 / Nov 29, 2022) (64*10^151+35)/9 = 3^2 * 5 * 3525312884763497<16> * 5169051932167031494749661087<28> * 86719424490221398570993133431245834196586050109521929025127761508313498950069278275286186523710218930898273<107> (64*10^152+35)/9 = 5 * 11 * 13 * 9973 * 5964191 * 5275179733047083<16> * 5722429588954725087660551423933363965176661<43> * 553906347191163409356583658760195855514211610824561253087357326645539122532320229<81> (Eric Jeancolas / cado-nfs-3.0.0 for P43 x P81 / Dec 2, 2022) (64*10^153+35)/9 = 5 * 23 * 3607 * 227609 * 13758643 * 5474298177449635956995874103852749352514172069993180404921135069642398112120594174414843608261507892503200478815088165180061416157062189<136> (64*10^154+35)/9 = 3 * 5 * 11 * 29 * 787 * 1193 * 21589 * 4871794250417<13> * 14855774047909<14> * 616162717903674967526209<24> * 597806165148161736244619656421710232311<39> * 27502222398750414938489576644554992334641569503201263<53> (Eric Jeancolas / cado-nfs-3.0.0 for P39 x P53 / Nov 20, 2022) (64*10^155+35)/9 = 5 * 19^2 * 115891 * 3399464795167811644919241318389041757243480655806369927225346556114690495236395050412190550869433172894795575827095295515461364778510168565409841773<148> (64*10^156+35)/9 = 5 * 11 * 17 * 538303 * 13887977 * 1017325814741234805691471309936147921708194628947309476698412956816106489878736595856564437651690736346892832871723808532481995683263957979659<142> (64*10^157+35)/9 = 3 * 5 * 263 * 92461 * 557779 * 1494524730304790707807176865799779031<37> * 8934616247064387491327370074647894360801<40> * 26175241777570686669772281929956191248279467985620656030489649605763<68> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2771231833 for P40 / Nov 20, 2022) (ebina / GMP-ECM 7.0 B1=3000000, sigma=1:2920884979 for P37 x P68 / Nov 25, 2022) (64*10^158+35)/9 = 5 * 11 * 13 * 21937 * 61300627 * 739587003530497193300648087527359650190457018783152024285491808247422686713096045964744685199112874133756157514705811263493049754946062140380939<144> (64*10^159+35)/9 = 5 * 193 * 7369027058146229130685089234312032239493379389752446747265400115141047783534830166954519286125503742084052964881980426021876799078871617731721358664363845711<157> (64*10^160+35)/9 = 3^2 * 5 * 11 * 22621 * 1653424274189<13> * 2413324341831707716172742708263<31> * 41147146481465537663567112286639372201698018250211359<53> * 38679490122823197197378601039090774845474095147450303768949<59> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3187006727 for P31 / Nov 20, 2022) (Ignacio Santos / GNFS, Msieve for P53 x P59 / Nov 26, 2022) (64*10^161+35)/9 = 5 * 1423 * 34336277205727642388692259<26> * 945620800642279823324947540676423<33> * 110157333328491128850059993206408561<36> * 27943379108343967681541152939556821433839180833485205583039391213<65> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3439376740 for P33 / Nov 20, 2022) (Ignacio Santos / GNFS, Msieve for P36 x P65 / Nov 25, 2022) (64*10^162+35)/9 = 5 * 11 * 5679979 * 23371706159361972789829<23> * 973952165397528498439090628448524370891602615216619033784257710005882077431628002827317580858021398773219932036501569072598586273723<132> (64*10^163+35)/9 = 3 * 5 * 41701883 * 5761430537<10> * 3807786236826426115202828810229376643<37> * 1235001727741797182368659896030952326651<40> * 4195851265287052658888640896294482343686968202027417645985298599406647<70> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3426328441 for P37 / Nov 20, 2022) (Ignacio Santos / GNFS, Msieve for P40 x P70 / Nov 26, 2022) (64*10^164+35)/9 = 5 * 11 * 13 * 998124724284601<15> * 179781776648680433623561410261600358344061<42> * 5542439246730695345268696828917756861883113656575801559580118963099184936727642139266807276877261067995901<106> (Bob Backstrom / GMP-ECM 7.0.4 B1=25310000, sigma=1:3622870133 for P42 x P106 / Dec 1, 2022) (64*10^165+35)/9 = 5 * 12463526555932499<17> * 114110738709443386144926055728652059680335788013440693490420921158224964656730624738078842355753173890062349477853138123832853563883325003815871080277<150> (64*10^166+35)/9 = 3 * 5 * 11^2 * 454277 * 10521013 * 8197520829478759035126050937225660751205511099391711381835259322116839980678256421756065200190722908977103081756411294408847089251673572998872734999621<151> (64*10^167+35)/9 = 5 * 859 * 8297 * 90173 * 5685311 * 52152424589<11> * 4286916826560283<16> * 174101655087472118870984677638917858817190506364605085252942629510521959866156212777186907310738207112811080262672846159641<123> (64*10^168+35)/9 = 5 * 11 * 2054648748561156914656993<25> * 62927023114520866410300471276679947179673862406782882500374981075244476961923750124059633746080737739194366467442764883911683140336382452061101<143> (64*10^169+35)/9 = 3^5 * 5 * 152799938257987<15> * 75207085466831704627414018707160176857141191913412928879<56> * 5093065356303480346872177628331438417479359983493733283199770601275482975025444713091860824856457<97> (Bob Backstrom / Msieve 1.54 snfs for P56 x P97 / Dec 3, 2022) (64*10^170+35)/9 = 5 * 11 * 13 * 994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994560994561<168> (64*10^171+35)/9 = 5 * 741781 * 2022003283<10> * 6681232724127187412438587<25> * 2434249033023796346364700643498850454427368375870474637<55> * 58302649731295022663247424345941586595956669554135314108149326036863019737279<77> (Eric Jeancolas / cado-nfs-3.0.0 for P55 x P77 / Dec 7, 2022) (64*10^172+35)/9 = 3 * 5 * 11 * 17 * 97 * 35314143281<11> * 7400894100523559285082650023347920571053696888703698089531508122794771955662488752445640807049322832933393211391430824348102969528254590806678570951814117199<157> (64*10^173+35)/9 = 5 * 19 * 131 * 2132408771065233723761686609558772786049557487781<49> * 26796131685288741420242439590832088683736819008008091699365008146066312147273284825473395017115081609695350709352629487547<122> (Bob Backstrom / Msieve 1.54 snfs for P49 x P122 / Nov 29, 2022) (64*10^174+35)/9 = 5 * 11 * 47 * 593 * 2500853761818029179<19> * 206485311810507285247<21> * 1901042166082625287868171<25> * 4725557076773041558052261231374611493278052194406104870577989692292496957977735090081987997370017704252421<106> (64*10^175+35)/9 = 3 * 5 * 23 * 79691 * 117119 * 1716833565067<13> * 150828582443652848723582969<27> * 225201386332562554557450623<27> * 1719283707154794804956764473559011288034320929<46> * 220267937491853732223362369913802690073972265798970003<54> (Eric Jeancolas / cado-nfs-3.0.0 for P46 x P54 / Nov 20, 2022) (64*10^176+35)/9 = 5 * 11 * 13 * 16759427 * 255680053 * 919802598193<12> * 252336907877900456439923680742427969689814852572675096579978725869454100251055932510381525713932765263801139397932241203550866111372008015757514767<147> (64*10^177+35)/9 = 5 * 1613 * 45972361 * 53115439282110794527338797<26> * 6222106709604011669295067108283648677<37> * 58033404884411364735269880597917751257886958019049807968107622045334322143266288618153045552212467328819<104> (Eric Jeancolas / cado-nfs-3.0.0 for P37 x P104 / Dec 13, 2022) (64*10^178+35)/9 = 3^2 * 5 * 11 * 157^2 * 14596051 * 446380941793<12> * 815186841804768292842469896469444339<36> * 1705377408553290033806463625419578557468691975948317<52> * 643449218892407295963035198140471352847125904442839589592606448697<66> (Bob Backstrom / GMP-ECM 7.0.4 B1=27980000, sigma=1:1945322595 for P36 x P52 x P66 / Dec 7, 2022) (64*10^179+35)/9 = 5 * 53763823 * 8930601461<10> * 425564142009485215241<21> * 264741567680878157000200072521288505844359630480095539<54> * 2629114166133003408117093782063204227978817437726580511781976657718629664158700268507159<88> (Eric Jeancolas / cado-nfs-3.0.0 for P54 x P88 / Dec 15, 2022) (64*10^180+35)/9 = 5 * 11 * 25283939 * 25853801 * 987720911 * 2134288714139042233<19> * 10102135743950617131336103313<29> * 5114061177118364878554690184183<31> * 1816097265236047906949010728856622678530626443925174046897085471056854269864631<79> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2542064864 for P31 x P79 / Nov 20, 2022) (64*10^181+35)/9 = 3 * 5 * 72707 * 249503 * 14958413102715245237488348948841<32> * 17470634795451798309690939857548895495975632873481596692520642430254851776440678610375341852997406675201637838703631719254179617662298499681<140> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2357026326 for P32 x P140 / Nov 20, 2022) (64*10^182+35)/9 = 5 * 11 * 13 * 29 * 71 * 149 * 26310667 * 1201078755817<13> * 609833926073296258995109<24> * 168218549196206045554114607373447901090408420573386160097734314685684330191089730824261838011969687259886065403058979663401477956121<132> (64*10^183+35)/9 = 5 * 919 * 512581 * 121483553 * 62185388718329<14> * 59948568198292290173<20> * 1539425129189038673573601581<28> * 4330581534112181333234795960819454748654466875566149160468446992759106206911296092666353245797520570511397<106> (64*10^184+35)/9 = 3 * 5 * 11 * 1953869 * 3407207 * 12249550283<11> * 3896475128713<13> * 9790837422235280539969681<25> * 138531222319879851421250478316355674666576098337585162427323530127266285733298032152299071111128892507101632140976859209743<123> (64*10^185+35)/9 = 5 * 743 * 65361591247<11> * 677911108507<12> * 159078583721311<15> * 27156360387293997187530819682049908264212349596540448374733574278599950915386522841013777296035850557708909251114516234304321404341019328555123819<146> (64*10^186+35)/9 = 5 * 11 * 991 * 2796079807<10> * 5438663744636939510797<22> * 2166019746999676274126243<25> * 2158784295106041482988965159852728637509<40> * 1834795588548267683295191762874143382809676616589918179064891912332215851315694943498351<88> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1592834385 for P40 x P88 / Nov 20, 2022) (64*10^187+35)/9 = 3^2 * 5 * 83 * 151 * 15055813 * 8374631360884751555080606120667550019796140734800185869912701656530325168250634015423090025483997643068669816745985054608786224181475077962745607739076537354213203743924462943<175> (64*10^188+35)/9 = 5 * 11^2 * 13 * 17 * 4336318867<10> * 34049953589<11> * 418951638397<12> * 6844160665037<13> * 12562266217936799857837753153504920909490273053043311805006878943970958585929741104391728734378320984709546484307101859517294291431473413829<140> (64*10^189+35)/9 = 5 * 59^2 * 307 * 382507 * 2344242954677374438538469320147<31> * 3394620977685961022248911482997853<34> * 437211688552025402804672451468738716170728858444089258828136544873614036427993889697009631697722306677353000226737<114> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1135802896 for P31, B1=1000000, sigma=1:290209524 for P34 x P114 / Nov 20, 2022) (64*10^190+35)/9 = 3 * 5 * 11 * 9165316849684841662499633053<28> * 75864623853081842149201301894565103375051909867680585059599941393465691281481<77> * 619821630449970604858503283872648496504729994437763770657209362080130649354006064867<84> (Bob Backstrom / Msieve 1.54 snfs for P77 x P84 / Dec 13, 2022) (64*10^191+35)/9 = 5 * 19 * 4861 * 259697 * 1123511 * 1141401690088814913163<22> * 4623868402304382526859910588933641391798725328468818830244665925364017597740095744638722531728510330009101630483578506984688857129989207733111424773856157<154> (64*10^192+35)/9 = 5 * 11 * 86506787 * 16438867104221<14> * 90918593493503333890751987447595172404560956752753518231935546185464009469553418400152819778863061555294988578249940597312009714595592552744734266465055290751184951280859<170> (64*10^193+35)/9 = 3 * 5 * 859 * 1237 * 1301 * 17419 * 1795496503350506346489972804047334604978231379<46> * 10121947252587432538597231629593859423900685358945281<53> * 10832637064312500013932485110683779746496873915438923721726010712037666891462446567<83> (Bob Backstrom / Msieve 1.54 snfs for P46 x P53 x P83 / Dec 13, 2022) (64*10^194+35)/9 = 5 * 11 * 13 * 18367 * 1981037970930037367<19> * 4893771006982686058769889393348247<34> * 5585431799632805308751813328975820985842918902143735134875008942312580343614420566415695685577194009828832120122248660188404727640493167<136> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1:2344558568 for P34 x P136 / Dec 9, 2022) (64*10^195+35)/9 = 5 * 1181 * 1592910503<10> * 756007644140441358129566698986552054724908715161329142323720530638387034278751665273637714868854465915651775054105421327063456817208992400996023152011083731690163487952195484528369261<183> (64*10^196+35)/9 = 3^3 * 5 * 11 * 503 * 12329 * 762668509 * 26904277497151504246616128151612556123581599888139149<53> * 376320628171588207511109627393319246034944351603998682145358184923183910578601831835992468509869697235957144185795981170868577<126> (Bob Backstrom / Msieve 1.54 snfs for P53 x P126 / Dec 19, 2022) (64*10^197+35)/9 = 5 * 23 * 3253 * 33789079 * 292340665125793<15> * 192437619509354529645288363471399062578821978700512324543409443866834543200917426845276789364146585700486114604499496754228706771834196142111356807865308188024547435915811<171> (64*10^198+35)/9 = 5 * 11 * 167117 * 629171 * 768191 * 9302463530281687<16> * 45226426435350069551369725043198043687413424819556138855503642427368818477<74> * 3804748752905623077113096664101038858551123304498478220388426491499365338543198154128777711<91> (Bob Backstrom / Msieve 1.44 snfs for P74 x P91 / May 6, 2023) (64*10^199+35)/9 = 3 * 5 * 4326079 * 1944563282119878319<19> * 276815469061812675427124591<27> * 2035819747474229918797358879812302155727339413598535556985152694560919513734167757369670906561612001364843212712550443400913002343403500630665831451<148> (64*10^200+35)/9 = 5 * 11 * 13 * 75773 * 3841761654587<13> * 662795398283734559666507957<27> * 5154743250517494223024526389546295985343284145364380178058705823048031213053415351093325814766185319371099172273285495012550692995695933653087067029571923<154> (64*10^201+35)/9 = 5 * 41083733 * 168351406279559695575953753670865761383856072319<48> * 1466963020525361041097534645409200285685956587961<49> * 140172121811606987524339764927217212148954084369467330579832073365460626725009529083046140753503509<99> (Bob Backstrom / Msieve 1.44 snfs for P48 x P49 x P99 / Jun 14, 2023) (64*10^202+35)/9 = 3 * 5 * 11 * 2051638811743212956503439<25> * 210064475535166865446932088406185569230598787755576997098079376491520296778016420090295138382183093607474911199538827629114614508324905548944845124626445675939166789183659855329<177> (64*10^203+35)/9 = 5 * 8147 * 2563805678111327748203410058786881652234693169671047<52> * 17443066399875859322652735933326606154831583516294064865953051<62> * 390356850054743535262990887946688303254322036146985199716062856731432646105358348472697<87> (Bob Backstrom / Msieve 1.44 snfs for P52 x P62 x P87 / Aug 10, 2023) (64*10^204+35)/9 = 5 * 11 * 17 * 70919 * 65121503 * 424078585989179656853<21> * 3410527614452927357249124961873229787959<40> * 1138599323894043812924092739743731573155329696435889890788593376736614602399265707303679294394240622811615719647485922574983253911<130> (Ignacio Santos / GMP-ECM B1=3000000 for P40 x P130 / Sep 19, 2023) (64*10^205+35)/9 = 3^2 * 5 * 61 * 23467202725721415536107927<26> * 1242607773214401504700961293<28> * 8928609796097061722815384851553252348822666896525459042694039<61> * 99498350516574016318663661370605255899022513893809154161972663886817192848541901081281663<89> (Thomas Kozlowski / cado-nfs for P61 x P89 / Aug 23, 2024) (64*10^206+35)/9 = 5 * 11 * 13^2 * 2222501 * 2511450281<10> * 3652821365590731439953817538905844384047168192099145378107<58> * 3752261403414218219189282210815164590698019963351603003780077354371088680198598880965505523888774793696894255219477311530947972891<130> (Bob Backstrom / Msieve 1.44 snfs for P58 x P130 / May 29, 2024) (64*10^207+35)/9 = 5 * 523 * 2136083 * 43638836409268368922309202646057967367598171299<47> * 2761709010138733048697086253601512187128135422652758787633101733<64> * 10563225931725185998077286169506333456847388367097173159058756089603831518391617012798641<89> (Bob Backstrom / YAFU + Error + 2nd attempt for P47 x P64 x P89 / Sep 1, 2024) (64*10^208+35)/9 = 3 * 5 * 11 * 20094413 * 1438373951538371<16> * 58069045865371253<17> * 2581497584890415365149953<25> * 22941302566712420477407217<26> * 76409940237129306188826631965093766049<38> * 56744273583115980504554138151762158552045881686930242378144149228357017402656101<80> (Ignacio Santos / GNFS, Msieve for P38 x P80 / Nov 26, 2022) (64*10^209+35)/9 = 5 * 19 * 345143 * 38296094887<11> * 172596331727<12> * 9365788375139330471391959<25> * 350335701783488396722879467110765478161843725782105048362059224640676766047892041284707930446700360590101543030632782328639782543535389318140289696014530109<156> (64*10^210+35)/9 = 5 * 11^3 * 29 * 6959 * 5294739165489930535582651540422519250553712549923635404113804430343131085594034009356405554697787128171321613750011386274527661500031647028278480888321918291412291833518944344468807235316002560832034903<202> (64*10^211+35)/9 = 3 * 5 * 227 * 3307 * 31932601 * 213771119 * 6418954831<10> * [144124730648697655766902389950596918961179694008631521660731011092371453170247028179658958380786236603896875118394348274711705811433022006108001910676154447936031392008520376062221<180>] (64*10^212+35)/9 = 5 * 11 * 13 * 122743 * 414779 * 6673487760633240223<19> * 601358088266757111786137<24> * 4867790780523211793845247786215701957696702082435562441801473796559072648188814541504189782704667172419038662929105713887982293663641255637200120770795302963<157> (64*10^213+35)/9 = 5 * 113 * 6967 * 1992538206629557031<19> * [906643492065193717450155301287591370310476162960329936646641136903839796544172715653242799805473682385543784059497312013337344753844034828915712710333672080635365390501578156259442064317023<189>] (64*10^214+35)/9 = 3^2 * 5 * 11 * 5419 * 20119681 * 246131724803<12> * 3594074811073<13> * 257175423784511<15> * 387056881894597<15> * 303633041218645325353<21> * 49281512553380883419821008628689868790568726463413780021756606997757211663688651499810247062386315231293905756400359672715509447<128> (64*10^215+35)/9 = 5 * 48887963 * 153479891765906538617777894070179977<36> * [18954574249937288733314443619730670874251940050828296476017625735103129707886991759347904279210003867057732785155448424188661198882484733390897041703997306328239665304157173<173>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1:157943434 for P36 / Dec 28, 2022) (64*10^216+35)/9 = 5 * 11 * 911 * 41771 * 96655373 * 209965519257771239666570216631493838953<39> * [167420079641664619108220572337212771107700634729807168616553224767975656236922358023105708134785461313250865932973321832772757031028793057468611036970609231927237<162>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1:2288066673 for P39 / Dec 25, 2022) (64*10^217+35)/9 = 3 * 5 * 71^2 * 216104117 * 324844474017577753<18> * 35507449805381459821<20> * [377286705558894060502050837117494840869208855279714527410283084580369852626444927747005832194995332646481821981739052343701603135038051432599584421587546157239866711181<168>] (64*10^218+35)/9 = 5 * 11 * 13 * 377206272133<12> * 2636650204507522302797394970911143889631238308890155108322722600842841910864257899762727859217882223562327789875061776564551250917364592996441666076099214418347119840363703237220266751054179404271292535117<205> (64*10^219+35)/9 = 5 * 23 * 431 * 859 * 167020273377478618371240998341240764643342624749432075614566427831590274529527050910114999590996057108041617746363352108891268144876986502269655457923071845218972255623014783003542017205358589721522792206306886469<213> (64*10^220+35)/9 = 3 * 5 * 11 * 17 * 47 * 73897 * 366769050224807<15> * 7964430888706457683107104562105622572938134818077<49> * 120370281719327318611814718249171625618436727164997222743<57> * 20759324980733639729255634773244285033935710546062233423055620999562444873033922520351372701<92> (Ignacio Santos / GMP-ECM B1=3000000 for P49 / Sep 12, 2024) (Thomas Kozlowski / cado-nfs for P57 x P92 / Sep 16, 2024) (64*10^221+35)/9 = 5 * 12686434345923091519134059<26> * 11210574882132008197761958492861766248288398276929103359121625530513538454629570950818504751361932715372677121181304920034588226688755711779444479435733896336046171333015145719684170471864759071597<197> (64*10^222+35)/9 = 5 * 11 * 5693663 * 309571057 * 2543127280845252019<19> * 225082263549722971940324986389227<33> * 128148431828599839303119956858226991490468672890021604476841720320552301046205893807854567585258486632684445130233242634747790312440371502345441971677148371<156> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3717602623 for P33 x P156 / Nov 20, 2022) (64*10^223+35)/9 = 3^3 * 5 * 1303 * 52123919 * 101761229903<12> * 518512731871<12> * 874303306254274459<18> * [168119591595738375485989626281021518205338848277367079298686581422038594825812041114994908010410095240272162355805037421200213151491764565571598536479758094929846502741071<171>] (64*10^224+35)/9 = 5 * 11 * 13 * 5717 * 2871194495400965443764476179<28> * [60589953308677454974198930178980997228521830191131361703704029290342737550887871596043437044471789732216977032282145165971987234574915011428915683841924529193485375249666467106924824573822127<191>] (64*10^225+35)/9 = 5 * 321617 * [4422099025307189054752149986543690856584764556047168595634628213751829729840842437502439927684861876773373989006247251302705460912272119391146059512470491989609449196473514217912057578493121390418486032212918540444759519<220>] (64*10^226+35)/9 = 3 * 5 * 11 * 459913 * 14861029 * 152607179 * 27642909659<11> * 4873846099119287<16> * 412480159970866829<18> * [7435246287424415750237914916594995926553401815344373891593505900005451938614565290845766024955614571255614760292270585895869856697307241993415108874451616515001<160>] (64*10^227+35)/9 = 5 * 19 * 78477953 * 99704947 * 2186682331196697086541377<25> * [437485627585182688950314471819811375175912574303336866896667553343154000409859090507992547582662147485735138230179957841799301586976809477578996819938882654461073004084984853586027281431<186>] (64*10^228+35)/9 = 5 * 11 * 83 * 8174450908159<13> * 211370381596589639<18> * 48556480699121351949698865941026939<35> * 18567214685220210717085276410693473482986486088266359479077773877843503105979106256538490342916791866927682707342389055387083589736444732532987082309999676746389<161> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3585065004 for P35 x P161 / Nov 20, 2022) (64*10^229+35)/9 = 3 * 5 * 38842931210533461313<20> * [122048995608630647503933043198138507499423498151962407851287951271011999444689350999116358620444964772041963029525147143289261510374140792260157249663310798751351035181357680472255597298249747865370152574604357<210>] (64*10^230+35)/9 = 5 * 11 * 13 * 121149140779458901<18> * [8209393712263327334865750161522219287350116243186453918353847871093105326799178664057053246981382363675092504524514742002945894908096322874997752062243994147109700678060405084465666333319197384256130247615761661<211>] (64*10^231+35)/9 = 5 * 189127 * 1038328259<10> * 7242345723936237075962962172391607573593188819949114372311513789057518854099145961001272191694895463765343757071387338810120047052808916628709699633456495053715271594391283150030811689484618641726871840672477091633811<217> (64*10^232+35)/9 = 3^2 * 5 * 11^2 * 27199480283<11> * 61128142920721<14> * 16425743755761752928571189<26> * [478203476535032772027755071804779233231323975100801399045863663230283253463746419933790959012992948387467206740972570110413709504356625643763974350611446604379537900041502126099641<180>] (64*10^233+35)/9 = 5 * 191 * 5978572644721116024725136449426098063<37> * 124547949613312242301632104099919138495384841739329932298571331333596785282677909574329118496809952318838564865708680647751822533083224512111172536134450666999388627542066481312437338420915866431<195> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:4057982657 for P37 x P195 / Jan 8, 2023) (64*10^234+35)/9 = 5 * 11 * 313 * 1102524131<10> * 374664317814472907962518150498651835895707413465325732494807528095992005730182414952826083585882004666682313544670272928137056765610448130281117041939443968277679094355397881161839039299819446871722700602773168971881695431<222> (64*10^235+35)/9 = 3 * 5 * 1949 * 575700814261<12> * 759741311117<12> * 55211199200204849<17> * 100726698761456040638543940147801326066374158986952051406166559772926070201089234911901169855955456991030755672696290856504523233345844865158642737262946413110332503863357540072382690757252393<192> (64*10^236+35)/9 = 5 * 11 * 13 * 17 * 3416467 * 57652360101930478657127<23> * [297021700772991285594238451674405798890321436706281899111497289754099006778807723166469631223217184710948597419568800867321038291491904308342269034462680927221851076841645526905246315502147944394602953437<204>] (64*10^237+35)/9 = 5 * 7349 * 193525952132565277210807214889402942199241015406480095553438865454105622836062351642702710875251356949547179510439817964651275305786123584463494655357493838919883279660120046567182231898519828850486082762582966692369332184272992546227<234> (64*10^238+35)/9 = 3 * 5 * 11 * 29 * 65063 * 63211639 * 6792141366889<13> * 532007396635768983205138442034479857372917443466764759699991062669411032809608882367752855314487101385785829011989526499642618071863870316346365421655278376673553750098352504434088697489018991536405635308967843<210> (64*10^239+35)/9 = 5 * 490463 * 3592520702570197<16> * 80716427243276583110738877854865239541162861027981895522001125406778963149697164846503583078945714998637316391857723765682901864653052568620482096966118043260925857117271177463752310705999888746149958868755617711863693<218> (64*10^240+35)/9 = 5 * 11 * 5819699 * [22216428941244090618654492146918473434672983824924500894168741251554297383643540549593594605029045195108766437799090518758666544316626906808976362745380696309086248153543558340266898561751955372484544182255696201692377783271831228607<233>] (64*10^241+35)/9 = 3^2 * 5 * 23 * 1259 * 470110897 * 14086123901<11> * 609864970193352163547<21> * 61590074703583569733016967635201<32> * 219399252098228551995493946143078686120231298776040287483172715295162667358905489738445463118348231122455869237217309734956889723949026673742699107408112771859796669<165> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2864159514 for P32 x P165 / Nov 20, 2022) (64*10^242+35)/9 = 5 * 11 * 13 * 167 * 1306838552329<13> * 921882365437957406958557641711759963<36> * 4943306128399709649709913913885738247762573458398881456340286953340278292623313257911609427318972355274847461695673444443879704424191890567876091480071296328471858446973421343254301681855629<190> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:671495186 for P36 x P190 / Jan 7, 2023) (64*10^243+35)/9 = 5 * 293 * 12306779861<11> * 11287562169241<14> * 5110369331592677881<19> * 3157561361180899829021<22> * 2719571156335012818327739<25> * 181451989675269984008782630900843<33> * 4388226179584373110618721369547405257063877323670714400468123412744899986375353611418587976525418001445052334750200166043<121> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3933358511 for P33 x P121 / Nov 20, 2022) (64*10^244+35)/9 = 3 * 5 * 11 * 21803 * 7987726213<10> * 750675839124732535843<21> * [3296565102316680855384061430670002977597447138659108522700755256357509442779895805382464170463628969369449056489810488565096258413058411933442102511856150750064247221908824549056375023639143623933253901222403<208>] (64*10^245+35)/9 = 5 * 19 * 859 * 31607 * 2772753890891<13> * [99431981817559903425569566433165119360081382465543915881307611599050112477532161375526644898160911278189529931168973873468133671297375554615597708349298749802084857318212528181679326744571227165315768480122586929250732860699<224>] (64*10^246+35)/9 = 5 * 11 * 4016026895284672677379974084210361<34> * 34774438085949303230299056648491671<35> * [925801843864679435266315271129506388845782662739962896308709490559199086404680937683716100254662736613439141425701721549725797011999460296445015084347915149129226892021075051603<177>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1763843101 for P34, B1=1000000, sigma=1:3815819611 for P35 / Nov 20, 2022) (64*10^247+35)/9 = 3 * 5 * 59 * 349 * 811 * 444920826619<12> * 638065373880902550205023816217709979574673000318995944055755503306275154066057915829623682591863913260135992240225848675123337215059012269086200062563113150341624981461005340781919040779041764956071338104691502406410358822662739<228> (64*10^248+35)/9 = 5 * 11 * 13 * 109 * 77603328869039<14> * 13504503172878424484052221<26> * 8706547273508330497523619573472177729012026234996603919704554544926986853210647104571712117855860325952194166402931902384400584758760986650990136769415275195737791896110889472014089240810239000874509310791<205> (64*10^249+35)/9 = 5 * 3181 * 14411 * 39710249959<11> * 318091886695241<15> * [2456147590380975124199519334409314571009705462419706008326966417274301529314722463705020135583735526456816886783965422995842632216363780049084721441883068740662751039065194608206288092244497199146063047102253027197887<217>] (64*10^250+35)/9 = 3^4 * 5 * 11 * 69897479 * 319828736286260884804836108508818773<36> * [714020633127515815256406830594047449823408440426212085954127557572155120571095428313272530439243992259153699257788735814558700399784865367530242525410978619135116305587895291429031888050681230776804686959<204>] (Ignacio Santos / GMP-ECM B1=3000000 for P36 / Sep 12, 2024) (64*10^251+35)/9 = 5 * 1759 * 5693917 * 80453689 * [176499925424088340153276543150884496168361703877024963350577743325696430759861472467647974150108938945334222268955942783029029468974920194048231128036107807316738993736734567829456176295496674269217009278542425231017047687950551565869<234>] (64*10^252+35)/9 = 5 * 11 * 17 * 71 * 12703193 * [8432466190099973967115865400410565352409008294333209764639816680048496848750672898144212379482468438975166916463676923248717234260725357734483671901514184347018674029260778615705376963753071636914897317322071525968161627413393097714160879443<241>] (64*10^253+35)/9 = 3 * 5 * 148537 * 17779031 * 4942125766667<13> * 1423912797563797728197<22> * 22833746503864346453862091062837401<35> * 18204958443099844719157034828713338619<38> * 613676392161809237992539721462735475678835692557705014806137324595632057727747750225425367336673324580278600177924924919749474202174463<135> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1510267503 for P35, B1=1000000, sigma=1:584878221 for P38 x P135 / Nov 20, 2022) (64*10^254+35)/9 = 5 * 11^2 * 13 * 467 * 571 * 8707 * 336388359940861<15> * 263881506845182092887<21> * [438699651560806489605017888566935593412627453787040960401889777602492866891868158490221900659124078034982550988056567897165833205758575441624196412912282933594938772772909193004188975449608583443293745035507<207>] (64*10^255+35)/9 = 5 * 181 * 2647 * 7187 * 36997744932058728594006084843691<32> * 11163799941548507747096472029715443032391249466107678306640835389961040120423853456367009485267338685626263735256804143943050709321968589920486926048827628761153166532895804760167036077619446822598195739317229466517<215> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3662638900 for P32 x P215 / Nov 20, 2022) (64*10^256+35)/9 = 3 * 5 * 11 * 157 * 241861 * 2028460787<10> * [5595274623619913204979468407533851067142066163781344957840489570329488737067373875743342737072634781120173152148743544802998765723992015621130539063015181405948146493365247501374224522216170608731949463871221412032721070217163856059091269<238>] (64*10^257+35)/9 = 5 * 2677 * 6033341 * 86923391 * [101303524788032330036013296793145781256745086558688608581952877037724064612410524942803516612501186107589393352474899769632745532543214466551059773203927653986643114254089808070539578754412497669669440837421505525091773840945157281358730129<240>] (64*10^258+35)/9 = 5 * 11 * 33469 * 48283030498235339<17> * 576478865282109941<18> * 9795061157801579595933169<25> * 14169253678361197253979156183192674202262020211678639722420305760475463933026167339632839579640299539067103850921281590411413099886997968717091885648363341989678649831850456069687252015606192087<194> (64*10^259+35)/9 = 3^2 * 5 * 3853 * 3065030888437435030651<22> * 133810775048148308777617080249805036408284874021659969957584011525148366115316381092336298575850192052747713883743307239557972712331265809358267931397558245619965439147364071656507858281447996798033839597450105194658049226336255007849<234> (64*10^260+35)/9 = 5 * 11 * 13 * 1229 * 19747602383<11> * 80814851828337204871720873<26> * 7583648816338656445762687917229799<34> * [66864526150399720519878933613919991013099519816111234994801586584408977768948847145279506365594572700172163252017074932591611290850956362266085219966707041011438043304139540596828275349<185>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1:164936049 for P34 / Dec 30, 2022) (64*10^261+35)/9 = 5 * 4652379761<10> * 136997386334209<15> * [2231413317828094933986358670749024148146084072022388277953236497423976888140973969488731715488901564419492578012042566228551924037121652187984121855505787506346550342924709811586707445220247919959298291649083612678984499494179526079472127<238>] (64*10^262+35)/9 = 3 * 5 * 11 * 151 * 1125370567<10> * [2536185531421302867061699041233321309763822505747422477469256630599761152115715468797515627349409581684780530607074170752857906768446646464732664876957684062612873354029512262758526631327529730541975634939684824775985600090624225439451475337671209743<250>] (64*10^263+35)/9 = 5 * 19 * 23 * 1931 * 8863 * 36655637997877<14> * [518778796453150558692249740259361322076700712984331708330957092459432336947161424656413633341049234680659470912345594366113365731305742163299271756659509623181624432794907474205435577480106355021170870277101399250266674551889978857720943659<240>] (64*10^264+35)/9 = 5 * 11 * 359 * 8171 * 669593987 * 1618432455036826382307045001<28> * 40672324329693507210517957341332974721973449687859390842602803556285672526375820944090458924243917623434564911158670857058881901143979028698692131532781787878975470964675186182775227570141753028867751482296038000706466451<221> (64*10^265+35)/9 = 3 * 5 * 61 * 282040377024227<15> * 28941065457717643<17> * 924333100606918391853338467<27> * [10300589094846318876281022729652208748275732688062593425115867195927541463620042916268646342901764496129404462607601083068234738025902106839298546675034168285647857712834596818991932780371285139587543608963<206>] (64*10^266+35)/9 = 5 * 11 * 13 * 29 * 47 * 1697 * 2249747 * [191126119925911266855523330520199721390004882958347205345065600279822712232181062405839097608307768766399529933728667017721321232536806119273511447755477840677063368954738058555679665288444186936443030215790290893009206187778422283009888370743083290233<252>] (64*10^267+35)/9 = 5 * 8468546173112597851684437056400527<34> * [167941721418221562453579866027113168487742624935604132366410384239575627581204047643505376594668735948343911028754994063653486481605529447810837150375973818992833022949767443430467028052316184718991648585804239306895327711874789333249<234>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2847117345 for P34 / Jan 4, 2023) (64*10^268+35)/9 = 3^2 * 5 * 11 * 17 * 97 * 39150147307<11> * 577026020069293771<18> * 17531464907451649155596872850947789<35> * [219970582750583163919714992129855098278259957450680845036271117061112024658330934316096883863710026613707426908959909198129800320738941784786722266245639832104987416979308852064266622498588520757768881<201>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:321716328 for P35 / Jan 7, 2023) (64*10^269+35)/9 = 5 * 83 * 283 * 111313173031412082821<21> * 54394672916966755701376779912662682096232002502952763582057663825414513070776924277685114450198646947048483292010436795275399205518230282982896753097020817219481309987430392495577658272208826043956595931978720602242754076617058077236507134787267<245> (64*10^270+35)/9 = 5 * 11 * 2247109 * 262939894043645663966260801<27> * [218823596829940835903655221574552027546065346316519102714207562239387043557495592823915784191637546406121979649347527165489381715576640043427338713826326784193319460922939732291253426467856929647244633598715685800829534283128713128617577<237>] (64*10^271+35)/9 = 3 * 5 * 859 * 7393 * 119101 * 460206743201<12> * 48258180243354153793873153<26> * [282223392764901821944588797501038496978119155128963093986834514269907765263857303886669419713379988639777053583156463660198577465572389007104600118477352986250201812758528128251057652268401347532416210079771609150787208331<222>] (64*10^272+35)/9 = 5 * 11 * 13 * 1543 * 1052693 * 1673389 * 9273355439639<13> * 13891995759317121926978898724096687<35> * [2840307126659540587506897509630549501307314715261952512505908438980276180898076761198274843172362720737487276094689685283674004144420111936037114613035880856112461049369329507521755746271819845349355441112607<208>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2441384094 for P35 / Nov 20, 2022) (64*10^273+35)/9 = 5 * 98327011 * 419784973 * 46481797525357<14> * 6618278709190501<16> * 1143817966637010045148549<25> * [97922581442045063892807284871100527367612031704129068187620300477098355870439574544851208048265358730966803544153269460944207876461568240477779001504229444485789576236024218903645907219193101763975875237<203>] (64*10^274+35)/9 = 3 * 5 * 11 * 599 * 7129853293<10> * 1139678953834963<16> * 35683889812138754942706250876133<32> * 2481369194285417225289867746525332927221923038697658726423265452345361997591153583345915660076843298809951863093988568291384790592108024462723210965413127896548036785913727911789160068319920521595591834260373379027<214> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2430528478 for P32 x P214 / Nov 20, 2022) (64*10^275+35)/9 = 5 * 3147568933<10> * 85031004306107<14> * 5179340980520373958792409789979509<34> * [102598355067135004466549074037204999549015930376394575059844607550796154897154105455753485491043585784501333485960555968033363307492207202745970395757930389503191568174959679905196123610311633748137297411559868277450037<219>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:697414022 for P34 / Nov 20, 2022) (64*10^276+35)/9 = 5 * 11^2 * 45319 * 208857224810155118567<21> * [1241801753128502474028369459876395473072991136357823855875695923733728226046793508595201116498790274305324346754527372637959379481193896213876496419881460723157605578619785017083852043618494631233486304243803648738799379215720443814075523680403198231<250>] (64*10^277+35)/9 = 3^3 * 5 * 143573 * [3668858150163440464851206734739463347519489304117642624495893874150541103550683655887590084440776732812452930054738503711809587179221054980734338583268705537129575384988620377199319231905055454360995405930348046515044797761216896043391585341983010377795222051763633011113<271>] (64*10^278+35)/9 = 5 * 11 * 13 * 1499 * 1131701 * 1514670967<10> * 23388780552811771494323<23> * 428340613781388099865262881616972813<36> * 38635181383399766637295961093083293868974517999899477569984442722362889463654687098309889804259934629468091618026516853477284114040341547377734762303981476386740029343497847190171588561315944319516183<200> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:3956498383 for P36 x P200 / Jan 9, 2023) (64*10^279+35)/9 = 5 * 2374050919<10> * 51847835849562717381375120599370433249<38> * 11554384009559024277712473460333945442734150880533364600245975913664474836651668719602908920070315764219578496348284776363589526136260970149671982215543908862875745681667783060421041428127163307805413210952472846596990304826449115833<233> (Dmitry Domanov / for P38 x P233 / Jan 3, 2023) (64*10^280+35)/9 = 3 * 5 * 11 * 587 * 39703 * [18492349604520162566124017292469455229395829235499090818791899143149425216087045588470156518237197004471616421047934704638112449630861402147357091951883749464603318094107306221907906022336417595320571726175497722676753556847453347535452050745566771565776700194471052804571<272>] (64*10^281+35)/9 = 5 * 19 * 126489336667009<15> * 2610126088784668448428151<25> * 13447006728442808548097046937<29> * [1686059258993492935551301392334994109393589018481477436036449245270982851983671541810908383169780962306258132030102369647334022918528422330684593397296436274200718309878989256698417850003992302596430187424227063499<214>] (64*10^282+35)/9 = 5 * 11 * 28027327 * 2661883528229680814551<22> * 1733021879244025835416001548278574791351548347977020825807835289548053463503890710876334833811934429820399969266395296947133999526026029024558103701336053720620219435962222041904714194005982846531706509254780316692584901796251497888132426112825680335109<253> (64*10^283+35)/9 = 3 * 5 * [4740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740740741<283>] (64*10^284+35)/9 = 5 * 11 * 13^2 * 17 * [4500275993488663171921090473126672221694846129235269506762719432402690321242357441452464076898466038737531950201633459552011588210683233307667696807968301180970864228782780818979914002538436927577199070411740094998013550049749144771769206158346429839642509325767244319280518375541<280>] (64*10^285+35)/9 = 5 * 23 * 1915663 * [32279032790355365949525664782834573227723298209735996322268224635367408437074929427253627691078691412348174024668408529017215091594743874965895499642369751978074890639456491092962779720609890838842563559325827283051038186875027016352590794986706094698244265987289863528057279527<278>] (64*10^286+35)/9 = 3^2 * 5 * 11 * 701 * 5791 * 42541111 * [831863090081300065215478753608050792870456722193372226387148720971903877632414531898801088664861573080019727437106765600099940808853679784963610091532848498569058198835580115508613945268484395593952440787837526770080638599701934169063139899845947172355574310565871218977<270>] (64*10^287+35)/9 = 5 * 71 * 7534872031<10> * 513830879599<12> * [517384043007225256389553061288736183748595434881136926137841603188762543513974326020514289499430749149567543527168230212856779517681646640247312292907714258579618760252586928012574835302472627634725025621052948233333914513148218675337957963308927435933489853653577<264>] (64*10^288+35)/9 = 5 * 11 * 821 * 3628321 * 104121323 * 416856173615369060723126891325882262208213922728991658444284885052999748438397422137482107459718817405491426541539293521089631300463791914790927056280843898741328431093495816882044923196730611901835293676155140926695385931151999888709336300032485126812298198775119323851<270> (64*10^289+35)/9 = 3 * 5 * 8291 * 2504495962569372325332086966186963191<37> * [228306856519029059015693901726022826503013497248398770231670797334161415316805582446401213072448226527267495777220268434426133187057953001042386719852747018272108734616989861179726319004119385875250763362760819215862297639688709106034135195123055361<249>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:3171875221 for P37 / Jan 3, 2023) (64*10^290+35)/9 = 5 * 11 * 13 * 18461117 * 13322910866960817791<20> * 14236100183162993828133342406859<32> * 284042476211126868797081283543339551866876456234594365171128897184223679231859880472312342921240862401102528310414204609465433513430708786947613533753558645655272223946706021087389926669091826902138598982197835996859034120031426657<231> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4277537898 for P32 x P231 / Nov 20, 2022) (64*10^291+35)/9 = 5 * 42304219691<11> * 3328450003819<13> * 1750365977788580963051<22> * 74543099784898985937516857<26> * 729476992945955162685859803132053<33> * 106119164657670059946168280904384165018084086847544444653239092648662093240325109807266663674695623817005104540348168137354039943891412270606597560518908640812590764765368244990515925497097<189> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:859347344 for P33 x P189 / Nov 20, 2022) (64*10^292+35)/9 = 3 * 5 * 11 * 136090454065513507848311<24> * 131887340029887781170154700479<30> * 16220736755186130267754571874659794657<38> * [1480308291532432399815741762294651591661061094596905593223632025912677773464241448950923165689239295657410412861235098611719935408731301921348041649782421111137093776119567246349166618224878840992826007<202>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2001832072 for P30 / Nov 20, 2022) (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2699678039 for P38 / Jan 8, 2023) (64*10^293+35)/9 = 5 * 142222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222222223<294> (64*10^294+35)/9 = 5 * 11 * 29 * 39845184569<11> * 46869161291<11> * 915633751750807<15> * 2607305730369014000090330802760919954498814597694422865916093822457235237039345259187750113327830374401948308596569088062973663115923641878222369252113791625793336500232595061976509195602233286763507764889506147886144914857352050856582564168968319813570989<256> (64*10^295+35)/9 = 3^2 * 5 * 4159 * 1063697213<10> * 2286689191344478991461<22> * 364071205854017759464658833166259888794568791<45> * [429066431032429319163409348979150583372645088936046155513180989950469334440502437403909652747997213677664791316784281382566129977993340136419680612337123700805042382683386914676517562543468647427533564083801015782991<216>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:1787252532 for P45 / Jan 4, 2023) (64*10^296+35)/9 = 5 * 11 * 13 * 235309 * 424273 * [9962021842930663752682497128427659008292078070023687423807397339364272779605917891847743300749986927896855952693098439519771027639512091131421905624855410575364177906451814525753084006918633808513923512505916542507441773808639520627023847408884241038792563910871121412771512594775573<283>] (64*10^297+35)/9 = 5 * 859 * 3329212273<10> * [497316432303968484112972034738356769210869552486814398322145377689635349788704102759376674611202814736234320231853809898363047732332316557274416413996984926306521509687749953790378813900497626787841485030209777064340709011484048260085714177580166257408217271706710640165872491795641389<285>] (64*10^298+35)/9 = 3 * 5 * 11^2 * 3407 * 111167096641021288993913891639<30> * [103445698938116074475271863157834793093256980559502985176928311294473351996959697283791801141737109150929880030591854220083656199034541666655454686483207029274373663406775095573384466813103956171042022750033212593650781570795720981029234302871018832567009533632277<264>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3015084336 for P30 / Nov 20, 2022) (64*10^299+35)/9 = 5 * 19 * 11351 * 1061317 * 3150619 * 120629359 * 140941204173307<15> * [11599725961872086118082131368922870215226456413569051309893561482042616005482126621344916203904132872437294750631297025750476364425114523286180164832679763631513531620271517626074952950250605419165832895074188325105857611068215351731725407014516409540807932833<260>] (64*10^300+35)/9 = 5 * 11 * 17 * 94180257848210862166189753<26> * 2415871715169053932413239640782988322943<40> * [33426592687023649695028452925484001163436550710876407131028839284761319698869619368569001961400104019375560289023247486510823718443374134553655335834688943700257973202036670418181679617201156871975064739285174281817047975255116178651<233>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:3859743211 for P40 / Nov 26, 2022)