(71*10^1+1)/9 = 79 (71*10^2+1)/9 = 3 * 263 (71*10^3+1)/9 = 7^3 * 23 (71*10^4+1)/9 = 78889 (71*10^5+1)/9 = 3 * 59 * 4457 (71*10^6+1)/9 = 659 * 11971 (71*10^7+1)/9 = 47 * 157 * 10691 (71*10^8+1)/9 = 3^4 * 1997 * 4877 (71*10^9+1)/9 = 7 * 89 * 211 * 60013 (71*10^10+1)/9 = 43 * 3593 * 510611 (71*10^11+1)/9 = 3 * 61283 * 4290961 (71*10^12+1)/9 = 29 * 83 * 109 * 5051 * 5953 (71*10^13+1)/9 = 17 * 191 * 24295931287<11> (71*10^14+1)/9 = 3 * 79 * 199 * 16726859803<11> (71*10^15+1)/9 = 7 * 31723 * 35525773949<11> (71*10^16+1)/9 = 19 * 2131 * 24499 * 79529899 (71*10^17+1)/9 = 3^2 * 215025073 * 407646977 (71*10^18+1)/9 = 7888888888888888889<19> (71*10^19+1)/9 = 7161023 * 11016427246343<14> (71*10^20+1)/9 = 3 * 24469 * 11386499 * 943817773 (71*10^21+1)/9 = 7 * 113 * 691 * 15791 * 775441 * 1178699 (71*10^22+1)/9 = 9907 * 22129 * 4048123 * 88891081 (71*10^23+1)/9 = 3 * 97 * 2710958381061473844979<22> (71*10^24+1)/9 = 431 * 18303686517143593709719<23> (71*10^25+1)/9 = 23 * 3429951690821256038647343<25> (71*10^26+1)/9 = 3^2 * 647 * 135478084988646554849543<24> (71*10^27+1)/9 = 7 * 79 * 257 * 6551 * 93323 * 90794866384933<14> (71*10^28+1)/9 = 78888888888888888888888888889<29> (71*10^29+1)/9 = 3 * 17 * 61 * 5399 * 205566999853<12> * 228480480317<12> (71*10^30+1)/9 = 7127 * 35895577 * 30836717469836923591<20> (71*10^31+1)/9 = 43 * 6449753 * 284448927423641807782691<24> (71*10^32+1)/9 = 3 * 106066861403<12> * 2479218857658451524521<22> (71*10^33+1)/9 = 7 * 181 * 6226431640796281680259580812067<31> (71*10^34+1)/9 = 19 * 367 * 506941508831<12> * 22317128854856956403<20> (71*10^35+1)/9 = 3^3 * 1794841 * 16278938912073422471712781427<29> (71*10^36+1)/9 = 376404907 * 1392463730341<13> * 15051392146591247<17> (71*10^37+1)/9 = 3371 * 325883 * 211271471 * 339902629994713433663<21> (71*10^38+1)/9 = 3 * 24829169 * 48698927 * 655870643 * 331584953794207<15> (71*10^39+1)/9 = 7 * 107 * 211 * 383 * 130332519946433040594928817086097<33> (71*10^40+1)/9 = 29 * 79 * 358298456406757<15> * 96104962351068212134247<23> (71*10^41+1)/9 = 3 * 27737 * 9480584164219741246816994013879041099<37> (71*10^42+1)/9 = 1493 * 5283917541117809034754781573267842524373<40> (71*10^43+1)/9 = 171491 * 1048318133<10> * 6444258795589<13> * 68093935580995867<17> (71*10^44+1)/9 = 3^2 * 151 * 519983257 * 12050025433<11> * 16336115207<11> * 5671138732513<13> (71*10^45+1)/9 = 7^2 * 17 * 151937 * 2878785596440876103<19> * 21651997575089098303<20> (71*10^46+1)/9 = 643667981829967<15> * 122561461989464596291420819173367<33> (71*10^47+1)/9 = 3 * 23 * 569 * 853 * 236593348441<12> * 99564133904025331516235245313<29> (71*10^48+1)/9 = 11171 * 134503 * 615168733 * 8534882818931203123561727058841<31> (71*10^49+1)/9 = 930353911 * 19626523486331<14> * 4320403142521172949817255229<28> (71*10^50+1)/9 = 3 * 131 * 1327 * 3863 * 391586452094386149462940694902987422898873<42> (71*10^51+1)/9 = 7 * 8297 * 135830315413297213948051600215032781020487420391<48> (71*10^52+1)/9 = 19 * 43 * 76500847937519<14> * 1262198134131051621549577371508174343<37> (71*10^53+1)/9 = 3^2 * 47 * 79 * 83 * 89 * 8233 * 5506873 * 16047979 * 4392348167521687343982769481<28> (71*10^54+1)/9 = 179 * 313 * 40189 * 341141 * 2920463566593806173<19> * 3516620956477834956791<22> (71*10^55+1)/9 = 78888888888888888888888888888888888888888888888888888889<56> (71*10^56+1)/9 = 3 * 359 * 953 * 9923 * 39118202629632608774311<23> * 1980091921945738937577673<25> (71*10^57+1)/9 = 7 * 3511 * 13127 * 16573 * 37772069 * 14398989757<11> * 2412556358039<13> * 1124449846999741<16> (71*10^58+1)/9 = 73877 * 1067840990956439607575955830487010691945922125815732757<55> (71*10^59+1)/9 = 3 * 39207841 * 72613417 * 217312001 * 425031454695326556858525090454998779<36> (71*10^60+1)/9 = 62340895312431864983<20> * 126544363043751578158185905094519069259183<42> (71*10^61+1)/9 = 17 * 13831 * 37957 * 141653 * 62401593498856917965661957341332035335155557367<47> (71*10^62+1)/9 = 3^3 * 5051 * 15329 * 309969887 * 1217422649782087007555530393184378625763896959<46> (71*10^63+1)/9 = 7 * 59 * 134867 * 141631576894917941646589443106614512015413569022001585759<57> (71*10^64+1)/9 = 2441 * 32318266648459192498520642723838135554645181847148254358414129<62> (71*10^65+1)/9 = 3 * 136217 * 1946925919902983<16> * 991548235999923203589436623791555194996480733<45> (71*10^66+1)/9 = 79 * 593 * 3803 * 6217 * 13469 * 1082023 * 52352556667<11> * 9335060156175608102458293766992853<34> (71*10^67+1)/9 = 9587 * 284526946078591238244617<24> * 28920760530975188588322985622088785372491<41> (71*10^68+1)/9 = 3 * 29 * 372067 * 445069122132546469<18> * 54758049388336156780907276683331274357150689<44> (71*10^69+1)/9 = 7 * 23 * 193 * 211 * 4103809 * 1881080290697<13> * 120225537330506767<18> * 1296459634640967990389474693<28> (71*10^70+1)/9 = 19 * 587 * 26863 * 463168163 * 50028594439<11> * 11363513286272749612033004103967981351761643<44> (71*10^71+1)/9 = 3^2 * 21636967397<11> * 10336378963523<14> * 391930007344847344276925392857012207478844560991<48> (71*10^72+1)/9 = 1364609 * 5781061746543433971847532068811570852082090099720058191679000276921<67> (71*10^73+1)/9 = 43 * 10631618914626977<17> * 172563119288760364029496996186715978996245765009010349899<57> (71*10^74+1)/9 = 3 * 409 * 304331 * 2112637982125697851897045046499910336519714809000091201391469784897<67> (71*10^75+1)/9 = 7 * 8933 * 161377 * 2247709 * 94630047663954502702263631<26> * 3675442934694844657231314510652993<34> (71*10^76+1)/9 = 419 * 499 * 509 * 279420204224669923<18> * 570229576502413025581<21> * 4652388174902730513735503943907<31> (71*10^77+1)/9 = 3 * 17 * 1237 * 21482753 * 7267744963<10> * 790908084665033033<18> * 101265225628216350456698317773848497781<39> (71*10^78+1)/9 = 110059 * 501053428697657603<18> * 81757238959891747354027<23> * 1749766195959747611562116149846891<34> (71*10^79+1)/9 = 79 * 149 * 311 * 78891879443741383832479<23> * 4905138116346551708503673<25> * 55687605945732600172232507<26> (71*10^80+1)/9 = 3^2 * 296431869458360179<18> * 392794821129543955141<21> * 752805327375583899025957957356516412825039<42> (71*10^81+1)/9 = 7 * 4831 * 364373 * 450384793 * 9451206937<10> * 150405453269549814311909199988018993613313218581954669<54> (71*10^82+1)/9 = 9519065177224441<16> * 2480973138059945195010421096806169<34> * 3340407704644098695954455863732841<34> (Makoto Kamada / msieve 0.81 / 1 minutes) (71*10^83+1)/9 = 3 * 967 * 4259 * 1219643 * 9850559 * 15514321 * 19562527 * 562839961961<12> * 1084413112633<13> * 28689927685985459266307573<26> (71*10^84+1)/9 = 1723 * 580214048201<12> * 73319578896329<14> * 107627278844290005813670173129912303860495786613801649067<57> (71*10^85+1)/9 = 157 * 643 * 9553139249073507980049508274860219<34> * 81801092839866970551507440274883224387973093981<47> (Makoto Kamada / GGNFS-0.70.3 / 0.14 hours) (71*10^86+1)/9 = 3 * 825093949 * 107875401264357607578746917561195404299<39> * 2954396351056787383541171636195454035213<40> (Makoto Kamada / GGNFS-0.70.3 / 0.25 hours) (71*10^87+1)/9 = 7^2 * 51572597 * 9310218512783533873651<22> * 335305659503219262678588727873326757408559278079232428263<57> (71*10^88+1)/9 = 19 * 14669 * 279870413 * 396126854379454753451669<24> * 2553115462311926318469510779486823121350627321747167<52> (71*10^89+1)/9 = 3^7 * 61 * 13913 * 87541 * 198017 * 854778359 * 28684609230498350216790694101392276352776859157116792893387573<62> (71*10^90+1)/9 = 167 * 1297 * 149411 * 1956163968040083540463284212434326079<37> * 124615356574408548677896781976416577481580219<45> (Makoto Kamada / GGNFS-0.70.3 / 0.32 hours) (71*10^91+1)/9 = 23 * 1013 * 9239 * 1388846909829837637<19> * 263875587923589281195431089313781669306004436024281929120378658977<66> (71*10^92+1)/9 = 3 * 79 * 107 * 1523 * 1577909 * 18902864222863121<17> * 684816544780407421080012940784157676074297434365703580853645193<63> (71*10^93+1)/9 = 7 * 17 * 355913 * 754217364283<12> * 877646586206364498787<21> * 281390111686731302439529108837382669598112817315451047<54> (71*10^94+1)/9 = 43 * 83 * 137892043 * 124452391055046865079<21> * 1288032555877395162118181562957848204123091169268557215033570973<64> (71*10^95+1)/9 = 3 * 1100161 * 239022254890841397725390159224843421065610363358602025488053987519065812152005900011873683<90> (71*10^96+1)/9 = 29 * 3853 * 47699 * 50783166417235490789<20> * 29146726230705582494235704480528606256933555155306578735100871542527<68> (71*10^97+1)/9 = 89 * 3754597672687<13> * 236081755559488196322454117834358869146357997784528577685962226330672422768993490223<84> (71*10^98+1)/9 = 3^2 * 947 * 1509622075933603<16> * 628503324296726666997757<24> * 97554550826534944103648680380078783916476260071115308333<56> (71*10^99+1)/9 = 7 * 47 * 211 * 3851 * 169483 * 216679 * 1234687 * 217633193 * 420608520282489839<18> * 274214254709544270249419<24> * 25928112320340219716120743<26> (71*10^100+1)/9 = 1092205249937867111624957138723723<34> * 72228996238002596169159684003158250315614618422912973434238014045643<68> (Makoto Kamada / GGNFS-0.71.4 / 0.50 hours) (71*10^101+1)/9 = 3 * 7990259759<10> * 31121379752447<14> * 1057486528041653667250211747103152875212206906396797723849086606911588669306531<79> (71*10^102+1)/9 = 344057741 * 22928967870218298296880606702840872540893910272139143321553369406354641178931907504702499598429<95> (71*10^103+1)/9 = 269 * 1543 * 14360555873<11> * 11040218003674446229<20> * 1198805517111597990395390857858359822225574842077954559335518656773551<70> (71*10^104+1)/9 = 3 * 2681573 * 98062951470261284314453853377462766429615364923111533030412732736704524904958008960771518419585431<98> (71*10^105+1)/9 = 7 * 79 * 49549 * 138763 * 159569 * 13002702021862192289599095300296815765509263044214511436063344687621354370219536668273071<89> (71*10^106+1)/9 = 19 * 6491 * 14897 * 42938988672515593509489722754965196326768586636874710935824410385150332329777260369979658029681353<98> (71*10^107+1)/9 = 3^2 * 4273 * 14760049355508997152377<23> * 4671897381521652604420529<25> * 247276091754597105051980267<27> * 1203032069010184178454339904907<31> (71*10^108+1)/9 = 191 * 254002043 * 91795782432987139797997126963526524873114196143<47> * 1771424040471773033547607068923205730064620491353771<52> (Sinkiti Sibata / Msieve 1.40 snfs / 0.64 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Dec 20, 2009) (71*10^109+1)/9 = 17 * 1171 * 640071740902143598334229762236177766260184004567<48> * 6191293170857901796165747872454979438270371959359205290981<58> (Sinkiti Sibata / Msieve 1.40 snfs / 0.46 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Dec 20, 2009) (71*10^110+1)/9 = 3 * 7331 * 248971 * 84087743 * 14990786452012175201<20> * 114294541057776108503329427289449434553627404768463707926664985535309092941<75> (71*10^111+1)/9 = 7 * 2086573 * 816427135594630369709<21> * 17212673287298076989264069<26> * 38434254311722113996079354717431621154027585051827813135419<59> (71*10^112+1)/9 = 5051 * 98236346472193703857978997992081697635961<41> * 158988703783081621446358550237337124641120027141738051862791804638899<69> (Dmitry Domanov / GGNFS/msieve snfs / 0.63 hours / Dec 20, 2009) (71*10^113+1)/9 = 3 * 23 * 199 * 141194731 * 28667642603<11> * 2838718689633901<16> * 5000124788360811852142930696994107322800882381843807123513736550336537997783<76> (71*10^114+1)/9 = 293 * 95071 * 8107423 * 42398963895894229799188757473783<32> * 823876433612668009486141208252372609064801449929114534675087671870307<69> (Sinkiti Sibata / Msieve 1.40 snfs / 0.69 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Dec 20, 2009) (71*10^115+1)/9 = 43 * 1129 * 331516403 * 4901719104654980417406451392337074264102048140492289113259326599675622057583266129117512014387004448129<103> (71*10^116+1)/9 = 3^3 * 229 * 69062373742930933617093979060672902017<38> * 1847460201071538131005754622201707103824735757708006940124048686203421459999<76> (Dmitry Domanov / GGNFS/msieve snfs / 1.01 hours / Dec 20, 2009) (71*10^117+1)/9 = 7 * 915251 * 880897788011<12> * 11620414996471<14> * 6308204919681323<16> * 44767229069093310009246871<26> * 425955688880059510430112757132533116909359549<45> (71*10^118+1)/9 = 79 * 181068263 * 9695661421<10> * 4629826203506991550366336552853175767<37> * 122858238080954372067688156624451271378033096834390976714196851<63> (Sinkiti Sibata / Msieve 1.40 snfs / 1.34 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Dec 20, 2009) (71*10^119+1)/9 = 3 * 97 * 151 * 32503 * 55903 * 260989837407163028509237560550469<33> * 37858529723818689954388142150403461018862646893677049576191518747847970649<74> (Dmitry Domanov / GGNFS/msieve snfs / 0.87 hours / Dec 20, 2009) (71*10^120+1)/9 = 109 * 2789 * 409863448374645749955577<24> * 63314274883612585078660217078980793796393442511508386657331653700415379454025169166148645057<92> (71*10^121+1)/9 = 59 * 661 * 5507 * 249726804891671<15> * 837424794414531343286736123919<30> * 1756452120257436723413400175349062946231050201120212949001708369397677<70> (Sinkiti Sibata / Msieve 1.42 snfs / 1 hour / Dec 20, 2009) (71*10^122+1)/9 = 3 * 137587 * 1911248613335293036136865859150668035228349792952553387768924120468961187924462071002078415569515746131269400182887649<118> (71*10^123+1)/9 = 7 * 991229 * 6347755873<10> * 26693759489<11> * 894475120683385067<18> * 7501456154571907625092958128834255379235024228477969795857853298163259586338337<79> (71*10^124+1)/9 = 19 * 29 * 233 * 6007 * 6911 * 22189 * 249291157 * 2675871112276035028852726988530873974176603750757884995109664723137015447204504647687438718058388223<100> (71*10^125+1)/9 = 3^2 * 17^2 * 8017 * 93855586060542351442594594185778692558497789498069<50> * 403091349005361519278707604706130227063580410609001894218505818152893<69> (Dmitry Domanov / GGNFS/msieve snfs / 1.16 hours / Dec 20, 2009) (71*10^126+1)/9 = 7587196654306648843559104301528059865200491996390383<52> * 1039763333985945036629986381863723907672179016478373540234641288978651293783<76> (Sinkiti Sibata / Msieve 1.42 snfs / 1 hour / Dec 20, 2009) (71*10^127+1)/9 = 877 * 724119670299098648278589761262529662613773<42> * 124224111994143947053481632133918283439721570965704847381544868928732662785337506609<84> (Dmitry Domanov / Msieve 1.40 snfs / 2.78 hours / Dec 21, 2009) (71*10^128+1)/9 = 3 * 7704415077626433601853291814961<31> * 7241043645876529869856793659292249699<37> * 4713611088784942439934240499030695683756265201980233925675617<61> (Sinkiti Sibata / Msieve 1.40 snfs / 3.31 hours / Dec 21, 2009) (71*10^129+1)/9 = 7^2 * 211 * 14797 * 51566022069384454731371975525978636181078449998905384082227143930304404606845370401122360761748588033527765634161150937983<122> (71*10^130+1)/9 = 972671121463<12> * 1077071707384569011<19> * 36196132040774255078819<23> * 71463736328911012181850162723829<32> * 29111012918719612707620318477491386545469758923<47> (Makoto Kamada / Msieve 1.44 for P32 x P47 / Dec 18, 2009) (71*10^131+1)/9 = 3 * 79 * 2284487 * 45931576133<11> * 39603835123065114431682400489<29> * 1532456056702866758290212627089<31> * 522687579393372373737375787659559334612594552826524567<54> (Sinkiti Sibata / Msieve 1.42 for P31 x P54 / 0.57 hours / Dec 20, 2009) (71*10^132+1)/9 = 9415512857<10> * 192378713836697<15> * 321981541774681<15> * 13526451074905814305377397772359105133649375164262375257787349898556481337226035785950381522161<95> (71*10^133+1)/9 = 113 * 10338933259<11> * 732116512273<12> * 721463809668823308576757999477337<33> * 186615596727761291998883929740028807<36> * 685044798746716350174109578435853792446181<42> (Dmitry Domanov / GGNFS/msieve snfs / 3.80 hours / Dec 21, 2009) (71*10^134+1)/9 = 3^2 * 463 * 977 * 76917853008532499<17> * 391698949121564190551<21> * 6431587986799460540894251008906905738842517541865203964296797098321818109741959128758166579<91> (71*10^135+1)/9 = 7 * 23 * 83 * 717959491592999<15> * 822265236218877119573899443230453475563199379156497099193796654534165727935536338087874168205593021652986276688583397<117> (71*10^136+1)/9 = 43^2 * 223 * 3697 * 12301 * 24593 * 13821263 * 12377272573561391300457689957763582648498439784715036664710946127317829632415216632647088040514644897011575904309<113> (71*10^137+1)/9 = 3 * 81203 * 91125075823<11> * 331490003387<12> * 1124786677524254377539152840831<31> * 95311215416391831577161704682854083086498483281881740792036442945373555652793891<80> (Dmitry Domanov / GGNFS/msieve snfs / 4.38 hours / Dec 21, 2009) (71*10^138+1)/9 = 62574919017509818497265574023<29> * 13027300377403005375411277167929<32> * 280633002496575565996515402371309<33> * 34484376114769283139837386707238147504741472563<47> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=3228013657 for P32 / Dec 18, 2009) (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1200554756 for P33 / Dec 18, 2009) (71*10^139+1)/9 = 6863 * 173039 * 338909 * 14433427 * 147166801763<12> * 53688305955066139128791<23> * 1718761943665575719676831105295822794693677233442640770596278207553303559135788855283<85> (71*10^140+1)/9 = 3 * 61487 * 493397 * 4051652638609<13> * 2427466305004739511993872503<28> * 6037781829603402624141784211479<31> * 145966079967011519653813948740251707221351710207307695892649<60> (Sinkiti Sibata / Msieve 1.42 for P31 x P60 / 1.43 hours / Dec 20, 2009) (71*10^141+1)/9 = 7 * 17 * 89 * 727 * 6737 * 160190558296153406348781426359<30> * 949382010218768725491819512740232942814172335181764009623638095718212658867719994598079479124756169319<102> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2622314799 for P30 / Dec 18, 2009) (71*10^142+1)/9 = 19 * 21467 * 2144656102409140130681321624731<31> * 90184773618924302472451167886273067941855081522066076928991600869673475641960653260822035952600649062199803<107> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=663779755 for P31 / Dec 18, 2009) (71*10^143+1)/9 = 3^3 * 54004287143754025206083<23> * 320887221940942009472382611<27> * 295063233854536538035258174435435024654526569<45> * 5714211568086633684135476067653822678501841181531<49> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 gnfs for P45 x P49 / 9.18 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Dec 21, 2009) (71*10^144+1)/9 = 79 * 21997 * 4688806602127<13> * 33182140775058493<17> * 189002734057948152281038265422051<33> * 154379803999559691900469559275357411430187559988983083365589138842036347876523<78> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=3466535797 for P33 / Dec 18, 2009) (71*10^145+1)/9 = 47 * 107 * 62773 * 249897159135763591160401587029561422182795630654326008631842784454274898890527112593512322075013331670271258963124320972003875899306710417<138> (71*10^146+1)/9 = 3 * 143873 * 484733 * 100371170821<12> * 275763158471737845393339532576042411061713280853158923<54> * 136228339594136412294146908581272692925053002012783776467237808792805929<72> (Dmitry Domanov / GGNFS/msieve snfs / 9.29 hours / Dec 21, 2009) (71*10^147+1)/9 = 7 * 2174741 * 31792409060705638610778619<26> * 35517930811933628614278811967488815401384738320451<50> * 458922300996904483924595822228849043087866682853051242773033813363<66> (Sinkiti Sibata / Msieve 1.42 snfs / 9 hours / Dec 21, 2009) (71*10^148+1)/9 = 1535101 * 51390031593288577682438412123299306618189219399172359922173778069904774271457636265554441622335526384836495376453333617064211989236466453274989<143> (71*10^149+1)/9 = 3 * 61 * 3301063729297808449<19> * 1064448465828584615034983<25> * 6686949309075156255625523359<28> * 183467088651017328443043640568931816892115639278347134602452868750450058139911<78> (71*10^150+1)/9 = 33311 * 389947 * 1169587 * 13028149 * 788521457 * 50546817887009894600409502458081334031772193221861928968584677837228583571265620570645089163466063792376161116580064987<119> (71*10^151+1)/9 = 9049 * 252731 * 224046546629<12> * 5403701710467854211059938997715547403641<40> * 28492274089249596471241919747101550146501206056679829387373366170990716296987554235148506479<92> (Sinkiti Sibata / Msieve 1.40 snfs / 22.22 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Feb 6, 2010) (71*10^152+1)/9 = 3^2 * 29 * 571 * 52549719957072463949356279640365080147813276217<47> * 100732315657324941251705406754257569698419861130762196955698095038516486090697391001575011703694464407<102> (Sinkiti Sibata / Msieve 1.40 snfs / 20.47 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Feb 6, 2010) (71*10^153+1)/9 = 7 * 673 * 27295277 * 61350093512892091023016288940603362464403707028003654782641797526044637567559774644452240663458677879104619880940987460178152046619658260310587<143> (71*10^154+1)/9 = 389083 * 718278892114640451245875391<27> * 2768152740707189840721611131266969307996989600359<49> * 101974228777126928101272100283553758790134602876467515961603684116751067507<75> (Sinkiti Sibata / Msieve 1.40 snfs / 22.84 hours / Feb 7, 2010) (71*10^155+1)/9 = 3 * 1031512553555308228703738460960624713<37> * 992089541927152757692133611259422546281769<42> * 256962172438631753939291115600449249637377545674756115808530452042506490904579<78> (Sinkiti Sibata / Msieve 1.40 snfs / 25.92 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Feb 6, 2010) (71*10^156+1)/9 = 6143 * 146856599 * 51192001656181<14> * 64507202764926438483763<23> * 2648082653940747098689714472411653822332944077698210820066009839860288424057975328405435729128100933205259359<109> (71*10^157+1)/9 = 17 * 23 * 43 * 79 * 262159740611<12> * 226557026653841551562657050989162250371290807831180045837253324949777916892587770525445526423647566321897557590118329537610035360623027936337<141> (71*10^158+1)/9 = 3 * 3261088047011<13> * 7894147337719<13> * 52930547258340397<17> * 192983619621150763709760670827756481933160814534289289753707306074562842213507600021225858824506230037658828948785331<117> (71*10^159+1)/9 = 7 * 211 * 2186101 * 89724566341<11> * 165599402796262221773338117319<30> * 164435274198841820553756206141597477426107068109039578513891915296082502991053475720120434848293865647013744283<111> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=2467208504 for P30 / Feb 1, 2010) (71*10^160+1)/9 = 19 * 159293 * 5591023849626902195958073099<28> * 4662020748021302295541345745202083972292971032140517083501331357481490654913597977888648496990801572330780725434817046667125533<127> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=874119526 for P28 / Feb 5, 2010) (71*10^161+1)/9 = 3^2 * 881 * 9981984017<10> * 43972529688822795888321352417177<32> * 120582098633883415299832343824961<33> * 1879819984675740947193665766420470731997799254212309413851331136863636407502648419609<85> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=4421583057 for P32 / Feb 5, 2010) (Sinkiti Sibata / Msieve 1.42 snfs / 31 hours / Feb 7, 2010) (71*10^162+1)/9 = 5051 * 66309871 * 36569055203<11> * 128242573648681<15> * 5022434973507222469887714959296575396505477548076367642121382699245770119552703848708717250282541913952108479362868396883363663<127> (71*10^163+1)/9 = 157 * 677 * 174561918997<12> * 1850381842339983769<19> * 7508702946277435281970367917263034463<37> * 306021351701983166282360858033156578020344580757311084447936555047644158913710498863089497139<93> (Sinkiti Sibata / Msieve 1.40 snfs / 53.80 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Feb 9, 2010) (71*10^164+1)/9 = 3 * 499133 * 12309408239<11> * 12859631848067084894051531<26> * 4545735515666618794350228257<28> * 2958993574045379304813968419154022943706359<43> * 247436864756070986474231038497983413820032374712442933<54> (Sinkiti Sibata / Msieve 1.42 gnfs for P43 x P54 / 5 hours / Feb 6, 2010) (71*10^165+1)/9 = 7 * 461 * 24659 * 1492213 * 104270639222135399153305163058956496149<39> * 240692898312651983561990271346270856004173<42> * 2647191024145265624849983557296530172089967256623645084364839727030540773<73> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=485110718 for P42 / Feb 7, 2010) (Erik Branger / GGNFS, Msieve gnfs for P39 x P73 / 13.67 hours / Feb 8, 2010) (71*10^166+1)/9 = 6967 * 103507091 * 44727581687181494238572770571363015533510654468241<50> * 2445820090162470433458923125020150109366677788547357744897622827102351067234013504989274339017238708332357<106> (Sinkiti Sibata / Msieve 1.42 snfs / 50 hours / Feb 9, 2010) (71*10^167+1)/9 = 3 * 578587 * 73234679248818511<17> * 4032326641202069275519<22> * 1539052462616098776306586401768484069098876500285733442914377115483336492919123652622602795077702010008694703318316623455161<124> (71*10^168+1)/9 = 3529 * 22367 * 783259 * 8578729 * 41260005037<11> * 109053505389148275251178960837785887479584740774537323704662052168207<69> * 3305667697286375592587672890892468553576310765844670188458296253145927<70> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 43.59 hours on Core 2 Quad Q6700 / Feb 11, 2010) (71*10^169+1)/9 = 44347939 * 325043949409247147<18> * 182323791304795651216512601080379244304219627624602199023273<60> * 30016286947505689687101634562160459538922743124714605628822738598387532786791767302321<86> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 33.65 hours on Core 2 Quad Q6700 / Feb 11, 2010) (71*10^170+1)/9 = 3^4 * 79 * 69191 * 341459 * 109077108325258501<18> * 1659592937714802569<19> * 24325929179555004059<20> * 77512302707782541059<20> * 100440031311621872567<21> * 152206586769556135793465714386127996648650521169265603527307713<63> (71*10^171+1)/9 = 7^2 * 1789 * 3367517 * 4293701 * 30608405452049<14> * 20434548947104516753<20> * 9950893131277182157594104942342825891121313140876066135317431819686307406320541533988461201687691291903082591585729327501<121> (71*10^172+1)/9 = 2281 * 55088083729830384912679910135064569417<38> * 157333252528200654049062600870438886243558424040057511231771409999<66> * 3990362658116866170347680911614667988687234704008003020816390765543<67> (Dmitry Domanov / GGNFS/msieve snfs / 67.20 hours / Feb 21, 2010) (71*10^173+1)/9 = 3 * 17 * 487 * 31762648020650194825819901312110516120662273579292542935494982843696456451620118729673023669883193980307158227196879207991661186491480005189390380838623379993110636908197<170> (71*10^174+1)/9 = 12541 * 21187 * 29580959 * 44286679 * 54331561568193384424701439<26> * 417135021504361704450649696405786512072155426532835518144418352152008314063278749067616380823018642161965694813621251850082473<126> (71*10^175+1)/9 = 1787 * 1038523 * 5234693 * 9149843 * 7536760881660706581139<22> * 2124546013879543352263745086421611544319986069270279484823<58> * 55426752100828004594324357471127032709375571653686063885473582674642688163<74> (Warut Roonguthai / Msieve 1.48 snfs / Oct 21, 2011) (71*10^176+1)/9 = 3 * 83 * 16993 * 184649 * 195167427697118127113<21> * 5309916157350533493895497891841<31> * 6400335846784965036844318540357518385604821501<46> * 152230512493447463784579625349889845771293808635765535435254272209381<69> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1502456160 for P31 / Feb 2, 2010) (Dmitry Domanov / Msieve 1.40 gnfs for P46 x P69 / 20.33 hours / Feb 7, 2010) (71*10^177+1)/9 = 7 * 6277 * 124945087118294784405315410525929<33> * 184397467549862241517148009075015341210192723600939<51> * 7792764180552540287295084223221738125315473333974465385326206849762937026197892493045355121<91> (Ignacio Santos / GMP-ECM 6.2.1 B1=1000000, sigma=703815769 for P33 / Feb 6, 2010) (Erik Branger / GGNFS, Msieve snfs / Jul 10, 2013) (71*10^178+1)/9 = 19^2 * 43 * 27779 * 34768787 * 540522415643575851887405117<27> * 754689784363790649763611637710847<33> * 12898875597462015330903790604466727956276142055483399704862581115054161536964078720026573462841903792409<104> (Rich Dickerson / GMP-ECM 6.3 [config GMP 5.0.1] [ECM] B1=3000000, sigma=3171437621 for P33 / Nov 12, 2010) (71*10^179+1)/9 = 3^2 * 23 * 59 * 14633 * 9871340461<10> * 54015848492713<14> * 102751244279309<15> * 6762793915554461895146513<25> * 11913778822240744817837218402212734541556801072135813315607027027660673540270338952567674727201617636629878061<110> (71*10^180+1)/9 = 29 * 131 * 15581 * 2823671 * 178645848163<12> * 12137384896328779<17> * 21768027273566180874392274068324248143461276520215898263626814722111185796266798256869179544459172551834814075492326151927954204215850553693<140> (71*10^181+1)/9 = 108162667017319<15> * 14542818255259257070121976569<29> * 371860881740131654535953296751652057<36> * 630547229484865106761109803313743835780141<42> * 213890629532639142836416506105844759775486694419812598428185227<63> (Serge Batalov / GMP-ECM B1=2000000, sigma=3650250278 for P29 / Feb 6, 2010) (Rich Dickerson / GMP-ECM 6.3 [config GMP 5.0.1] [ECM] B1=3000000, sigma=442338754 for P36 / Nov 12, 2010) (Dmitry Domanov / Msieve 1.40 gnfs for P42 x P63 / Nov 19, 2010) (71*10^182+1)/9 = 3 * 373 * 704994538774699632608479793466388640651375235825637970410088372554860490517326978452983814914109820276040115182206335021348426174163439578989176844404726442259954324297487836361831<180> (71*10^183+1)/9 = 7 * 79 * 5807 * 122107351903<12> * 15650981811123032153868110798507523407422123204637162314340749<62> * 1285450869167671107313782931810057928612547328682161822730829404926445286091365591710001588424594182960997<106> (Dmitry Domanov / Msieve 1.50 snfs / Jan 24, 2014) (71*10^184+1)/9 = 1657 * 2251 * 12278214133<11> * 233563510652629<15> * 26243703751296869<17> * 39764503463515989203654818557614518771235761617241848018743303961203<68> * 7067355664652040452966602066095061832314950752134298568606632297187973<70> (Dmitry Domanov / Msieve 1.50 snfs / Feb 5, 2014) (71*10^185+1)/9 = 3 * 89 * 17782030358916493<17> * 166158755420759098264569174410487666493720571753240370416423680567069624189283688150908197521189180495628900525384383432281719732923919265127972074269138226250252292919<168> (71*10^186+1)/9 = 797 * 408362002771<12> * 3385846991344455571<19> * 66957893038747857271<20> * 106916094292906234706198345784479336875568366524227903204522348891175841036249226833185014223069529080621717223015446981358963415242467<135> (71*10^187+1)/9 = 3929 * 4437061241697492623<19> * 1147427262988477002919<22> * 897167033654121122012741057547703<33> * 4395820153678123349568550088132720414554089444464278789939895632069038475507599547013361896034852258707085704431<112> (Serge Batalov / GMP-ECM B1=2000000, sigma=2001732949 for P33 / Feb 6, 2010) (71*10^188+1)/9 = 3^2 * 198259 * 41521063841650358494965719<26> * 694823109272508226680039965752301696535278343734033591<54> * 15324901502433442292033355199329886987361376290942125833095081211572743893776994171981435420459861095611<104> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P54 x P104 / Dec 18, 2016) (71*10^189+1)/9 = 7 * 17 * 211 * 539674792420994199695808570171528110685367242813698554605841690779042734940581396138903410781<93> * 582175988744041756032295099945048455413231993307892452315029848751769697174158050808190508441<93> (Robert Backstrom / Msieve 1.42 snfs / Mar 5, 2010) (71*10^190+1)/9 = 417457 * 228207913382298231136883345381874372761650051<45> * 828082089569919822071482381679254226295998740132472167805288006897423072556824829689907084815561403031129279329984840313768545063566617565827<141> (Robert Backstrom / Msieve 1.42 snfs / Feb 18, 2010) (71*10^191+1)/9 = 3 * 47 * 209927 * 519874297080647<15> * 112457680882259821942448101638773<33> * 455869942089345783200617131230426747267857234602601795397561575361706044843290327170572407748404744369561006347576953329473385845345472217<138> (Rich Dickerson / GMP-ECM 6.3 [config GMP 5.0.1] [ECM] B1=3000000, sigma=4181186370 for P33 / Nov 13, 2010) (71*10^192+1)/9 = 643 * 638808154531<12> * 462360056442257070738341181690653<33> * 41538815371546052915449562104155165248729023739577258288766073369822806368167897480127719572511453732882387353999572427538929601912565734207857861<146> (Ignacio Santos / GMP-ECM 6.3 for P33 / Nov 13, 2010) (71*10^193+1)/9 = 63245641 * 43825556609917<14> * 973403129444833765342802173<27> * 342956061744304700951726664163842806643892695712140325520939<60> * 85256319163016375907273517563225957189578566011922411084241342919101331705005623432571<86> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P60 x P86 / Jul 17, 2017) (71*10^194+1)/9 = 3 * 151 * 216091 * 63897629 * 118045140153525078180559<24> * 38300949482241889730442877828569654487088299306184335413755921<62> * 27895783392656757789486403661334753868691192064758229361182688088367620629694623855578589726453<95> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P62 x P95 / Jul 24, 2017) (71*10^195+1)/9 = 7 * 6043 * 3449984954280848171929807849104833656814364024976018266772998221020754634754949259847<85> * 54056510077356752946827521377560390597448127578374965084169492139169149005525396860929010413305806353012587<107> (Robert Backstrom / Msieve 1.42 snfs / Feb 28, 2010) (71*10^196+1)/9 = 19 * 79 * 32616341 * 27186527369285592270617<23> * 13967079511070232110069512223073352171190219129<47> * 1252759297535871850343078145452378983359997965461876369<55> * 3387450290377030055322130675567805085003554112542258265848634937<64> (Jo Yeong Uk / GMP-ECM 6.4.4 B1=11000000, sigma=3882801645 for P47 / Oct 18, 2017) (Dmitry Domanov / Msieve 1.50 gnfs for P55 x P64 / Oct 20, 2017) (71*10^197+1)/9 = 3^3 * 1541132342496209<16> * 229197648516098385900448481221<30> * 18290063397076642733561633132408919694435522589007644117767<59> * 4522585353688563959456017194724856215558894934455875237049169150483866333602950385798466512889<94> (Makoto Kamada / GMP-ECM 6.2.3 B1=1e6, sigma=1708708732 for P30 / Feb 3, 2010) (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs for P59 x P94 / Jan 15, 2018) (71*10^198+1)/9 = 107 * 18195047252241968932445162733612535247087014043<47> * 4052088050056204039119907675067446997048585489235726975662931358397142316627117355006880321551792793362790686617388639518444629688194109725667368917489<151> (Serge Batalov / GMP-ECM B1=2000000, sigma=987115356 for P47 / Feb 6, 2010) (71*10^199+1)/9 = 43 * 34672193 * 58367213 * 5281049666434213791139982992981537287878269<43> * 1106022589934090538955228506166831241084620950858410777<55> * 155207558243657045119052187042001300401738174811926204685054795448348925192126969452219<87> (matsui / Msieve 1.49 snfs / Mar 11, 2011) (71*10^200+1)/9 = 3 * 6890537 * 93893176093<11> * 124296893449<12> * 4524877182781337678941451<25> * 21178945907721178280630514394393798335011<41> * 34122125349208776107454161095507461809956233236075258953121080394349890920599803261943551597954200975141087<107> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3226744921 for P41 / Mar 11, 2014) (71*10^201+1)/9 = 7 * 23 * 32069485637244652321668997<26> * 113576601253392944070021908559555400369<39> * 13452688945579277701696402750309465568652353344702138164858850698628052410279231447294931083583438671817686912187595654299568832020307093<137> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1198815068 for P39 / Mar 14, 2014) (71*10^202+1)/9 = 93809 * 162131630847619<15> * 15288698421480486800183<23> * 30206479841477655716279887906052368844754406182517474225393<59> * 11231375584455320771684767549228955324939038631907523565391873933240612058044160356386980060818541098661<104> (Bob Backstrom / Msieve 1.44 snfs for P59 x P104 / Nov 12, 2023) (71*10^203+1)/9 = 3 * 191 * 831759955531800001308071988411079<33> * 78998384016871964846730800599086799<35> * 321854065871289683565269844689910509<36> * 7220705637845145398130437409162444824477<40> * 9015843439145550589441858738317650842452247282319376964781<58> (Serge Batalov / GMP-ECM B1=1000000, sigma=3520906800 for P35, B1=1000000, sigma=483979243 for P33 / Nov 23, 2013) (Serge Batalov / GMP-ECM B1=3000000, sigma=2016022301 for P36 / Dec 4, 2013) (Dmitry Domanov / Dec 4, 2013) (71*10^204+1)/9 = 2273 * 499601 * 19865284843<11> * 92924152715047<14> * 622561734699256398243790218092065997<36> * 6044874301184665909848473153855533393168635401715498165314262719206499177152687170196339996633433848450350308504794452287793910340313889<136> (Serge Batalov / GMP-ECM B1=3000000, sigma=2432286834 for P36 / Jan 9, 2014) (71*10^205+1)/9 = 17 * 2115469813452634984171<22> * 342062792633554278855892308384121<33> * 5819039922042945741654536923884032441<37> * 186250679084356304211212188528397055178555396997<48> * 5917047377788407594435431714284381887612929445812465236914223488431<67> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=371562355 for P33 / Nov 9, 2013) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1660559453 for P37 / Mar 12, 2014) (Dmitry Domanov / Msieve 1.50 gnfs for P48 x P67 / Mar 13, 2014) (71*10^206+1)/9 = 3^2 * 1447 * 2304023 * 18289677909823<14> * 1437513497508431328015187430045182850272918026109382883682380364859801132265149490042746497806018949654889322753221579963096394945868831254764226118341595144495338731088115562164413967<184> (71*10^207+1)/9 = 7 * 58182251 * 839185408561<12> * 450143755169219634465952333<27> * [51276470780678958095158885681170799201242329367573871586759383895177908425155068538353333044520136059846767915100780288115316590685330635068364598613804242616129<161>] (71*10^208+1)/9 = 29 * 39204453973<11> * 10642042627577<14> * 51411057183254975731450712486785009<35> * 126823841298450229194580500177940820567709193583597832797027441299302191670733533938633502547550310048914997735439115198742800933219091089210000757169<150> (Serge Batalov / GMP-ECM B1=1000000, sigma=135769030 for P35 / Nov 23, 2013) (71*10^209+1)/9 = 3 * 61 * 79 * 540225317 * 19536201981986988841<20> * 473948314952306178893061082441824733<36> * 10909167374107483609690101967711975872813194957076735920649017160646740770227045361182591342136093258256949731255983152348387696470117490031977<143> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2093481343 for P36 / Mar 14, 2014) (71*10^210+1)/9 = 1104588551153<13> * 944918662896790479607961<24> * 11416546751429281648577850341803784651<38> * 662042874334979057200910865267606954501178898395600334221109571197600721123492255458240203780605917764171806451262618305142295828015101683<138> (Serge Batalov / GMP-ECM B1=1000000, sigma=2599691640 for P38 / Nov 23, 2013) (71*10^211+1)/9 = 1428906099354841<16> * 203045859311283173<18> * [271905512155901555792360575900113863794843467767668090281284526898699418690855541854006231955083957831585778400297115293153500877872080305926231752507379010997190854039098365895373<180>] (71*10^212+1)/9 = 3 * 199 * 557 * 5051 * 2731987 * 649027196407<12> * 15744054664637110528752518563<29> * 7246842672223433876097452594347<31> * 2321678066420465992468317444085990326755526412537796019132207839082489241483900068645857084990336862184251084795833129242909759<127> (Serge Batalov / GMP-ECM B1=1000000, sigma=334912659 for P31 / Nov 23, 2013) (71*10^213+1)/9 = 7^2 * 181 * 53210356521736265145150033355971264636406355163720279674803160109987855375009576885311420265086398341023<104> * 16716487025154864677357084569839229997271379759446381262688696946655867734242058488001384441297491838435547<107> (Bob Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P104 x P107 / Aug 25, 2017) (71*10^214+1)/9 = 19 * 11789 * 980781675089<12> * 16624224426617128234354172206647769<35> * [21600884488495962407472119243801550684322031648925136439714988002581132749946114253829580492085310136143040703786104555580060425373383707873284029728747014347755319<164>] (Serge Batalov / GMP-ECM B1=1000000, sigma=2298092648 for P35 / Nov 23, 2013) (71*10^215+1)/9 = 3^2 * 97 * 392317616143400142425821925493444429779<39> * [2303370423613234592863068334547530152599319774925805035031015520298179244584215733266220364821174604907313103862646187138552588487062988973610783966100323778889679969342616267<175>] (Serge Batalov / GMP-ECM B1=11000000, sigma=668497732 for P39 / Jan 4, 2014) (71*10^216+1)/9 = 6008097763<10> * 3923414832199655687<19> * 334153270021948633455942588371345021<36> * 268018480443759016259328697145935921333<39> * 129813678865052970567117884548980700651363871<45> * 28786158012398098049390582644801820271472403465836543365929752045598923<71> (Serge Batalov / GMP-ECM B1=3000000, sigma=695599908 for P36 / Nov 23, 2013) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=153849226 for P39, Msieve 1.50 gnfs for P45 x P71 / Apr 15, 2014) (71*10^217+1)/9 = 83 * 148429 * 6403523171549943832533691122524353974026029311559117826476842068816715410555619906453906272244633200465638951704294535441665378521318812271275284097040505341516891641826633665253192645584302233739184122422808527<211> (71*10^218+1)/9 = 3 * 75700821479<11> * 2059303707463<13> * 2942839149713<13> * 573201166906591492571200118397244805282011541216705963843546970807658792507003907754771025918956383787329172020347084392215860231420905329937237929036401525202075718726556605830918963<183> (71*10^219+1)/9 = 7 * 211 * 159654419 * 24804717836413<14> * 2674576418761757527<19> * 50325380358220774909924411345653792010139345486569<50> * 10020237885157724099086601517038991632710413345876026156109900629591899817516569194448751334148643542804174209623214516482621437<128> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P50 x P128 / Oct 18, 2020) (71*10^220+1)/9 = 43 * 1709 * 22707534999993419491<20> * 47275412692507694802747751329824675598101991979497592579565516458640126051111586041115255378361348442333550716078455392620857564059561808038105005348938935580001644180632615347936974555303722530717<197> (71*10^221+1)/9 = 3 * 17 * 67343 * 137117 * 458219 * 3960677531074294516039066168559041<34> * 421964973087876092067071753754050384220218701634354295753993002813<66> * 2187474107550883726111599274344362889035007358547159461215712972592597628340551130102158407240320615507247<106> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1030595173 for P34 / Nov 9, 2013) (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P66 x P106 / May 27, 2022) (71*10^222+1)/9 = 79 * 19442517284521505475779<23> * 1418309581486748647829581<25> * 32501277633501780149795543069147369969<38> * 111420418131489182995759602787107793901205697498065750798887588725296336719333458183270280134890342992607446311587139249932340185588900161<138> (Serge Batalov / GMP-ECM B1=1000000, sigma=3087108001 for P38 / Nov 23, 2013) (71*10^223+1)/9 = 23 * 1283 * 239776819 * 353479031 * 1037759111<10> * [30394425698625857588317161208537740690763006732375940239160427755533011455371994245927318207037421958202194909469163872346690576740095755922430083478170007042607756676903489533588797550499084999<194>] (71*10^224+1)/9 = 3^3 * 91493 * 949613058682170860825025795054260051<36> * 12521447292736677307896079056351638051<38> * 3766646120722273847616331123000203876937<40> * 7130306181748081970219760137582966225247097343035283964921260821104123845424273382503450768837809905446527<106> (Serge Batalov / GMP-ECM B1=1000000, sigma=2544709669 for P36 / Nov 23, 2013) (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=1171930352 for P38 / Jan 5, 2014) (Serge Batalov / GMP-ECM B1=11000000, sigma=724042087 for P40 / May 24, 2014) (71*10^225+1)/9 = 7 * 95030331802346412229<20> * 1961448854745841906313423351958151<34> * [6046145098115412678321916331501898846242511062662532124613689383762621393595765867906618624681539248458130327695845189666420437143239613220746790120945067520185474209239413<172>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=512251550 for P34 / Nov 9, 2013) (71*10^226+1)/9 = 12341821273<11> * 75474722645387111<17> * 343294818629229165803078129904822319<36> * 246699240220660883497872507231747987055935943934998485587770712196669291288749317444971636024979655839655885346446155137559892275629267692164421286314324616799281977<165> (Serge Batalov / GMP-ECM B1=3000000, sigma=2326534015 for P36 / Nov 23, 2013) (71*10^227+1)/9 = 3 * 149 * 641521 * [2751043380376589731634567455694697246441894744117014137646416665273999389213348688789547782493333486663317344970528911140521159742571975866655606852324114944601330830099291010283069643171148581492113954169918085122166647<220>] (71*10^228+1)/9 = 109 * 9583534603<10> * 3321008251109<13> * [2274016813576761502107458523183985303952115794949501744068988842436150228052879879461564899977808410253827190889127013393617628061575033317583073256962098828940226511888603110416007239660911453225785618123<205>] (71*10^229+1)/9 = 89 * 929 * 22193 * 3257198212540206351642101<25> * 19969226351923300281775668913301<32> * 660980546663504631936553586702560855883316323706747237699452588064716118388058273319312714297916048147947239949015085840516263238350258739839016826832187849758479033<165> (Serge Batalov / GMP-ECM B1=1000000, sigma=4152827425 for P32 / Nov 23, 2013) (71*10^230+1)/9 = 3 * 360392017 * [729658123817329069647408319155312929595116317359945747530148435454836844965306107107702563131310877407595193660915532884744677801681059330908994476875338120941127735809317227365119363792575247200780706979319586213151227939<222>] (71*10^231+1)/9 = 7 * 9433 * 8231748955262628626876183072672293<34> * [14513623326584872481325067083099875066703370206359869458966623346272699973421057122673745483057308779951284215375251942740003817564525779098587820380197459955841906950227126485821682206147675083<194>] (Serge Batalov / GMP-ECM B1=1000000, sigma=2222926879 for P34 / Nov 23, 2013) (71*10^232+1)/9 = 19 * 179 * 1733 * 467371 * 28829291209691284872151<23> * 95370542445602928090451<23> * 492862876118198584809680809<27> * 670227719091426101949802294027<30> * 3172414056225177792881845431407103168263<40> * 9939448954894910203348986431360684528092833978742743261652987017792464157242447<79> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2249983006 for P30 / Nov 9, 2013) (Dmitry Domanov / Msieve 1.50 gnfs for P40 x P79 / Nov 25, 2013) (71*10^233+1)/9 = 3^2 * 752046841277942282051734460908957<33> * [116554337012711343302237727810615770173546889330727040495745080085136528624396625018838353265839926880042361541089817078585722951416423143454276412529799025760800978266793977526868175329629279739202853<201>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=504391944 for P33 / Nov 9, 2013) (71*10^234+1)/9 = 311 * 3821 * 19753 * 24962797056217<14> * 13463317969017625556057079497760203448518684827879837542313513190489894011456082268050477997641611193282874662391608801615801772847243009338911522395801756391704498707180964569297002588333271960733471759545919019<212> (71*10^235+1)/9 = 79 * 359 * 339997453 * 16671086628857<14> * 21460583192663977615698176973586823<35> * 22867211454453470687677362634077838524139249628987537198568282591213116796507871951364585453177266336708978678150862162924790915202141171979601951775830565901383821637666206203<176> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=936953294 for P35 / Nov 9, 2013) (71*10^236+1)/9 = 3 * 29^2 * 922057033635547<15> * 69321395003228591<17> * 203263913596083447573434682290747<33> * 3650501257460818297802945185949738130499303<43> * 6592660694873183149153524784789397462438120825385088867032078824026874995337897628870661373120717448731661289444097166543855899<127> (Serge Batalov / GMP-ECM B1=1000000, sigma=2395286960 for P33 / Nov 23, 2013) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2630003515 for P43 / Apr 15, 2014) (71*10^237+1)/9 = 7 * 17 * 47 * 59 * 1060463031455180946063429752740267<34> * 2527100730996234848654123124559918439827<40> * 8920740818707030055055571509476976054216046754255382575200555305772403737148297300279134668702355831399135411497418586628676094782648706875596967519488034583683<160> (Serge Batalov / GMP-ECM B1=3000000, sigma=1012889767 for P34 / Nov 23, 2013) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3207710111 for P40 / Mar 14, 2014) (71*10^238+1)/9 = 14400471653<11> * 305115205123<12> * 2283961683824816966143<22> * 7861156784458776973281674855335557399762595917547831581440715578294286009390731262225665739422855764127754989696478941983802727801382636946763146682016323380114275111433605351863764761689800362217<196> (71*10^239+1)/9 = 3 * 431 * 20013757 * 20224232327281<14> * 196339264264691<15> * 5717029458882738664078522230002912115991<40> * 1342885724317279681759478522363598531621808346141650508285139934674284770691837795146081971236104390103937145046783760482067815941617254690844091150444801281095149<163> (Serge Batalov / GMP-ECM B1=1000000, sigma=2512345187 for P40 / Nov 23, 2013) (71*10^240+1)/9 = 719 * 2287 * [4797564080759355739849587581795933652256473451192589966320424439818511529391127628245813939518393489043343423759307696637454907120848679625900818673903285297554046417581193873145783714864684705102182371357542382255445691338106166309113<235>] (71*10^241+1)/9 = 43 * 157 * 829187 * 210007993859<12> * [67105701458181321323240299954724426977444987817086784072957646028000318143710565489335100583647771912623653465328174692942387599419310099934924489967508638822091645405604093555215681150968697724018623610452760390039948783<221>] (71*10^242+1)/9 = 3^2 * 1223 * 9891257593398706247067653131281952213949<40> * [7245950463249678611415401735438004195268675825880706241060219915528429982152857899344017520314007374662556203214592058573662616287442554849115115576251605241279259448559925160423534370958461615872723<199>] (Serge Batalov / GMP-ECM B1=43000000, sigma=1939893485 for P40 / Nov 25, 2013) (71*10^243+1)/9 = 7 * 359483 * 14291659 * 56788723 * 11210297533843551659<20> * 14807232386163847481<20> * 18350151315078026171487004589848572874801922503<47> * 130129041913499746109520178742927720979529162702537625518255201<63> * 9745178085324664364160586361713278619057061417844316722999430348036343985241<76> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2721106508 for P47 / Apr 16, 2014) (Erik Branger / GGNFS, Msieve gnfs for P63 x P76 / May 8, 2014) (71*10^244+1)/9 = 342179 * 978068305156247618587<21> * [235718300340207732081652315693734128606453160249922163636008570871965793629866682177567099052480300503358670299017248085193394587149201248354923526820382000159700100723726273938459842971882771167510792502943964351526793<219>] (71*10^245+1)/9 = 3 * 23 * 113 * 10178611 * 336646188520058046318722281490813819<36> * [29527459751081717114098935123274632043670988032857549649084631680069946550013982432392177268944157433057047378061376010164190184087803348824397098443227568869342135143040141890766316090733194437107893<200>] (Serge Batalov / GMP-ECM B1=1000000, sigma=1030262166 for P36 / Nov 23, 2013) (71*10^246+1)/9 = 5669 * 41951142424205596511<20> * [33171536630771578047610206682390789134227385642818358803022850604576600251473796047753183776065338261738947878245503167136246648459115272672146188728960467835375591448736367231688338345881935001397319506591045612181399158171<224>] (71*10^247+1)/9 = 30639127689264321045501322919<29> * [2574775943002152009462285623264244988675070980193261054818711268389163441393439286713921789291876796382846557832112439162237361845492143212394264853068736190158297402801669040345650196763274044864337604612757792206233631<220>] (71*10^248+1)/9 = 3 * 79 * [3328645100796999531176746366619784341303328645100796999531176746366619784341303328645100796999531176746366619784341303328645100796999531176746366619784341303328645100796999531176746366619784341303328645100796999531176746366619784341303328645100797<247>] (71*10^249+1)/9 = 7 * 211 * 1511387 * [3533943986500328795087411664256303089149188640921630778783333018715259509822723512097069119518135990269052490606825288959969324203479831728485674319684727443732098246469382612033188945754462572969356373171036276837869453637468389380600635711<241>] (71*10^250+1)/9 = 19 * 4152046783625730994152046783625730994152046783625730994152046783625730994152046783625730994152046783625730994152046783625730994152046783625730994152046783625730994152046783625730994152046783625730994152046783625730994152046783625730994152046783625731<250> (71*10^251+1)/9 = 3^4 * 107 * 691 * 8681 * 57601 * 3073351 * 293482717343<12> * [292061641363053189116568319363228953480729784314333070129066054472005942066378639990933490677635283101870832480221738870300351662359834973684530329081334155190477666779873873682287260472667279003118917061899133400211289<219>] (71*10^252+1)/9 = 30323 * 680431 * 52617816929<11> * 7266524734635759814595501672888751159990245905935272284588312793652605998262038920055239710218951475316711048391987466661396537543253564591843027236917862030569726031588587825942516823734801631211448390800468143230190714125869219757<232> (71*10^253+1)/9 = 17 * 328343 * 3469250820429137<16> * 110245194809674464432644966415459481<36> * 36952496717465483646832121640756104166506681424381749641221334839278713912911656355340582890431357738051316756068820188930582652636524107921011758724295642435492104879389662332383971306246705450727<197> (Jason Parker-Burlingham / GMP-ECM for P36 x P197 / Jan 2, 2021) (71*10^254+1)/9 = 3 * 2351 * 4759 * 122939 * 1292167 * 1227812604208273<16> * 31199943226998649<17> * 3862175794995343176059073489349407392256218224234519312746914338125988980886421602821617495316695664788795054896697024552038825892194206117503737307946681486762633833304197541582204293429890952233848922607<205> (71*10^255+1)/9 = 7^2 * 17989010281024242631571<23> * [8949782667928805359685164507357208453521744611554077524283105682232098830006031958658098525545275609416117104404543906391805928488522540035907495762869707678262241116801350524255166005267598955020735745493080073895055531006531842291<232>] (71*10^256+1)/9 = 167 * 4109268923<10> * [114956836622904942508399467468257300741163072517605038190799850310634986116153498881346313384938481927926837601663813864371974748910259630943782810101112748984010736414692140999624023638836148230765456157601936551860705608672133366593594557102829<246>] (71*10^257+1)/9 = 3 * 4153 * 336503 * 2668099717<10> * [70524766391863577990664087386647644778342283056978243927162773901416688918363609216533724455649070299815975259700927995391290059320402976107903291177541038681405858868431901771608471773754663621039894109981086806827657190822321790569810121<239>] (71*10^258+1)/9 = 83 * 21644879 * 32656409 * 11007935581<11> * 65150173219<11> * 5012312466781274991503<22> * 294622404708601323553013<24> * [126966397385981638461048771998021679400402183264886757364029485349461584453278220234606891160781581403472788811855394623901147463362491776741258301530278697243612942505082274793<177>] (71*10^259+1)/9 = 361831848421<12> * 218026382235705746851937614580082937173274952676194865555922126815784533979008945845270432601693029419500196962427989389443422780001410761687000416333339771717808668394749595106673167556492941294668347170571659380514841495357093661206827922789191109<249> (71*10^260+1)/9 = 3^2 * 293 * 853 * 3259 * 20129 * 150490927051<12> * 796019441603<12> * [44628894140074586036931370313099952010886240541710034096422917624670317844215046267684677312330809232498551432265249203664886353979073588311897411395554722661482823646599684093930437861698090936603232323173176431495019698603<224>] (71*10^261+1)/9 = 7 * 79 * 193 * 5927 * 1007914519<10> * 144654085585044781242725476329239<33> * [85535040662657731307388603166299932949222265025099999432751464434008684071671426359279048549634384159658493641951652858058747471705566610813117748116602687139792428493660037973362114847954449575755102945295323863<212>] (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021) (71*10^262+1)/9 = 43 * 5051 * 15277 * 18287 * 17692082819339340968389<23> * 537247566042811371500653<24> * 136784236721841920733747820175018528369305710704368003113535135106650558950001207270057571418614234907410669793854804253970135908155032047131769698586617369292847707534940700759420770011346955333298039931<204> (71*10^263+1)/9 = 3 * 5318483 * 39519301 * 197387053 * [6338389036722497320083246609442092518891326489378444222981805365784374252546665365630639582279131910550254132347493103030303278858592266780391233766386949998330655099791216893050055365810374347239192678513563344253545266224298494197339535137<241>] (71*10^264+1)/9 = 29 * 263 * 8671739 * [119276776819757923418367003411801392803509844271532469648409277650484634741858040628444014973175676565174066056897223817780147943275112850178229786674414159945300499510447472349796514480731604332304740864116335759374942265152401313785020320999764173320113<255>] (71*10^265+1)/9 = 34961 * 218312443 * 3841725350857<13> * [2690464028132310544361034498849627785781755613775770667645873809741960742804149050816379866022846730765424080177814790873388463133646780258926957851738222976237514548332199916338735617047746531900777688212503226414779823740933504918581276499<241>] (71*10^266+1)/9 = 3 * 471683 * 1904348190273389466511779833<28> * [292750740966346389409025952605123368818861441999716098712696233805915694477031107603275935491228076125814632942737371332975181891009851427342128032528714214524712720670281086739118142413802105212646877157450082107135101126427934369017<234>] (71*10^267+1)/9 = 7 * 23 * 314326145517869391375137<24> * [155886841001234761409008519495275916762797310348841963744917641479969454078036002803394284213540106538127974780325347832225178935136036487093633929723470848384379552707832356195882466151254366530464958979165059033085021496078173889362255891577<243>] (71*10^268+1)/9 = 19 * 1039 * 231327407959670359<18> * [17275061382339597541159698436642021450723261543623272332661497007771534157934462073296129679142094950085066512626524163537757588884156337422967703911799444925111776468121552786181219093672659123425948963062074190101730227173563369726518996712932731<248>] (71*10^269+1)/9 = 3^2 * 17 * 61 * 151 * 154031125964252457337582949651678521<36> * [3634202610818105351318309373835360571908671201824509407256386931908843191347987821112778470668431580319982071793036533677515292326356451117842124491826314622315492475611414986169149163250492032698851278233275355254451481272650923<229>] (Jason Parker-Burlingham / GMP-ECM for P36 / Jan 2, 2021) (71*10^270+1)/9 = 5879 * 80803 * 107698416041<12> * 17336226325047769632671911<26> * 219740019854880575951790783601<30> * 40477329331204903918564770023937228703374876332824467679361527143308903661286543781084940642086798388081438046172495823944735476804843196479751707218390012608802764088924877637498270984263148593547<197> (Jason Parker-Burlingham / GMP-ECM for P30 x P197 / Jan 2, 2021) (71*10^271+1)/9 = 571336607 * 138077777482388571836932704871979065904469322563272912930798584185397539018340704517273980466105314496133605681753364158038080848701663691731359494156986319080529157987051386134774467355089132051517379646721794756079560798891517358853375360365958292059673482271527<264> (71*10^272+1)/9 = 3 * 5659 * 52807 * 5771060953117<13> * 152478191997041338385517977947062476821806511503340763860965130435760774297196030662248190386296554813859655852591440209846507780938854950401334506988673486893633022306296115902928096657937637664149579012372541560453379300188332021008281617345585424603<252> (71*10^273+1)/9 = 7 * 89 * 787 * 8669 * 1847243 * 3587388911<10> * [280079657355831187196247040740268009515187010694440862928978783024117907526820284927382651128444689128830588570816727134100986757615972996324315283281147429478944629094234775407195610517907957496330042436725456233930184604808853699881015007340826397<249>] (71*10^274+1)/9 = 79 * 130160621989<12> * 48718570502453684781373<23> * [157476080164277932361313341344994361591111564827188256601863652916026592259234242638124391018531370246219739481726246609909759823364271526530509276056905905091695961897784714145294754850809181216496708727052233808134652795802974195965340103<240>] (71*10^275+1)/9 = 3 * 389 * 130924397084281<15> * 177758211702680298666692519<27> * [29046561476649709007507830718123732640980922618111037916453294131151242377508334984718711553456397459531096152151279557598924994504249284469476621111117753458960996217281064754237991457039302875050644834608377617137542259040044263353<233>] (71*10^276+1)/9 = 24359 * 28871556510474203<17> * 87555055405178033073672271799<29> * 6126778864639697430716113032072181<34> * [20910901348696394370201360750861098505187891082313189871658817468565154120790290739270625685512552333657558976643726657811470127251853729875547319613799641283622202740338736997495602367020457103<194>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1971973110 for P34 / May 12, 2021) (71*10^277+1)/9 = 337 * 3981067894676401<16> * [58801222339623186557176013217297285574303779975814379436482168384064987501094044641593692421078591270714904122826125090450742687691441771515579200561915824822034379876054803149628750566990435417991086553348404732719871258058593916233229280058870855714013411897<260>] (71*10^278+1)/9 = 3^3 * 409 * 2969 * 18765331411<11> * 4887402305207<13> * 262351916666124134648997936535501762854644451339916576107771951662983836274938280705468276509023893663318772439522657606076050043000777243018733365141597813537491706687308381322532881247719678478080152485483617754581953710696749324364719390375524671<249> (71*10^279+1)/9 = 7 * 211 * 145459 * 30900694782162917167<20> * 113304264354803676140303<24> * 918438953323815956064667<24> * [11419049397064862363993385002132656371889489117937588295540699719102926385822985413412429143868285427960790003425479219810087802960917247616672816501587132753536670930071689905607516976518241200137655708869<206>] (71*10^280+1)/9 = 9533 * 98192480345120009623<20> * [84276795878784690801763362062786572788222766586711445912182468974564477384247089142315256648843748792806425467495192772173139519841989681646730464067591995948481552930730843385026096308799554704241147051139002331499066486277834521586913464473635380744929371<257>] (71*10^281+1)/9 = 3 * 2953 * 1898804671<10> * 22343147257<11> * 2098971290364299351269175370144155683416005290497731660916069247583795583210011978473538043242685955537977041536589230051150997971248261155867072603636517316001067123169723048582161354358567439186981420965978083542206096944780644752051618452300003945653718893<259> (71*10^282+1)/9 = 1824405162051093118544590003742969875122910903<46> * [4324088230500170957272635270868502997069827626441529630917131030108582573942241133538250810301059835257827772681075042734625019966979141469306756410993426624421164035144965034516600665410342738622393607628605447068876784653215866911634063<238>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=43000000, sigma=3:176360477 for P46 / Jan 15, 2022) (71*10^283+1)/9 = 43 * 47 * 257 * 1237 * 878075213 * [139834709680723854516574945346733719396632821500782436695430429285354523460951449768614955648500930438027521784670955301104796664918811231868294039252182605173996533767739136047251202420378730018762732715571764014406491719450467176460037188223538509476000631876098677<267>] (71*10^284+1)/9 = 3 * 1307 * 956273 * [210395817997032092998457045348153683976231716367943132733806283520929767050810886408054488250389640897904541002090022361082970188914283779690664491869459371724731722741914072167695939795523766724584228902357185154743458777401647632533502456532690947179660886970242485563290233<276>] (71*10^285+1)/9 = 7 * 17 * 7268880923625216388184977<25> * [9120136185582236310692511531060772502390557636756449429843942600456627207065386212118004791361790143112938161414006705539156513694551089621928966124655313678019494067026164762892184720721744587372330295523034648717037601480399831958746822206568510468573636703<259>] (71*10^286+1)/9 = 19 * 11159 * 71387 * 151163167550741<15> * [34480364294976746712128423971657601333802394765617192234729387428636581478650250556139403427574178195984070051733446223833282334233800976870868083805737451694145485286884478866850207483291573943559124331546530565228556760956689010005567318376252082346979142071027<263>] (71*10^287+1)/9 = 3^2 * 79 * 15087097 * 1943027743<10> * 9968925406034967800675881<25> * 839132507190272393954814476922517<33> * [4524625746712068920647376766601977755698842769806909749226076500045535319265543309522147729827747269380758736736130598620931640575728897994695279239361183189325763227545741594377513367827752944008390793606489597<211>] (Jason Parker-Burlingham / GMP-ECM for P33 / Jan 2, 2021) (71*10^288+1)/9 = 463 * 153230570350655248727290633<27> * 14010566482149399225079829328083<32> * 7843828725739283133020832188097859<34> * 1011825529298496911497781393118761309687523860898328618460376275456310949548324523347617747865622546786863953420725243354738051106282160450035681906435414789158726555246223308889219683069158032503<196> (Jason Parker-Burlingham / GMP-ECM for P32 / Jan 2, 2021) (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1518299600 for P34 x P196 / May 14, 2021) (71*10^289+1)/9 = 23 * 19927 * 44023411087755457<17> * 1745708684536517547309481<25> * 74696596299474165978722362223415851<35> * [29984016422626092219284945797047780884087203939346169326105101636767941416575718864965030654991034275561049864761114461659721656524085230205747071684568600646040106876597244042784231755067907137332744418263427<209>] (Jason Parker-Burlingham / GMP-ECM for P35 / Jan 2, 2021) (71*10^290+1)/9 = 3 * 351091357 * 224631713429<12> * 36107778420605126189<20> * 735521752838585346347521<24> * [125547215891351434927510740348982321425240319507232224549453751569524357820594396331212927930932920072057121551285430815621154319320211939714117009426100100507815385068667526260871422361800178802995464501126805995141834003468959<228>] (71*10^291+1)/9 = 7 * 492377 * 4898557665356668064831377<25> * 30120538148086045583037421122317938421<38> * 15512760573474759060841123625386658095537543902709176931729418885219305839611070597633453801450318796576978525211866332265885131630379204381406720739161331436936995192745078498619387683474336975593654531791269954640291661803<224> (Jason Parker-Burlingham / GMP-ECM for P38 x P224 / Jan 2, 2021) (71*10^292+1)/9 = 29 * 379 * 1303 * 2647 * 134329589 * 14936891181410857482956005591<29> * 1037166238602716933833750007131775686237945509383387345722099152587134523401027899781293623336907870327189309707963225802652693317212695312364062366315443613353227287071182701661638333251210126001055432902860409457290108399580432914422187996911181<247> (71*10^293+1)/9 = 3 * 21799 * 245269 * 636287 * [77296940169829266413029774068184089403858162964534591010659136172631313250359150477190583999578984807786043131121413329341939077070679950531197866554426768308493121283305097632313384039088359007424890821389885810413486143454454610505286703878417981608856489313774044616153421279<278>] (71*10^294+1)/9 = 974873 * 67581122817490753<17> * 110986270681923683050819<24> * 78603115360875587392051718117<29> * 1197732803265975607890738058918822965668507<43> * [11459704839229390273761512078384197330287888089166140169444543626441064905969325779299731891428004978580188156942441176284019733246440412948165448173057007995715676837438046778621<179>] (Jason Parker-Burlingham / GMP-ECM for P43 / Jan 2, 2021) (71*10^295+1)/9 = 59 * 39313640621<11> * 4152962188103<13> * 181112239248144626935440799<27> * 180471176351087458512958721521<30> * [250557229363932159319474507803654510599063845588263279259776112823868339422848001078439018887038981243695534235968239487654138980281692857751458310199897826241540683687545306550441722644393457695055294132927131773423<216>] (Jason Parker-Burlingham / GMP-ECM for P30 / Jan 2, 2021) (71*10^296+1)/9 = 3^2 * 53565791 * 1636386196325455568977863520911215909938757760296199508892799155857780966730320868176002870706311813591146651557041713201888888146061746528756029900768589185107356813872514038938041401354849546687754273139007461951247721784244493921894808840235135411721776951281978722595315624499741902831<289> (71*10^297+1)/9 = 7^3 * 59683326290869<14> * 385361833702276235230618306203442405433412095737364680328769557767044887476235906303891223961136264180176255271856971476185615074112268401778999598610209281378257364814024816842221591586602114405067135348841605917879377768424581791705631111914057102768061144574770381610538165445267<282> (71*10^298+1)/9 = 191 * 1726757 * 7093234224343<13> * 33721504757829236360962329284542408228381388580339352790683774593558648292656473060657098734133882404859501518941279532129077956652023785354426247515005511343164495045017369185136520245035831798577166078196188334916734791593813036801081079448959531921391311708351981293159108029<278> (71*10^299+1)/9 = 3 * 83 * 643 * 1033 * 4106671447631<13> * [1161489368809793964834064101411055572828608369121102591283571978150135219100812284815906990462064797066744847585948786682697697533865878475536188710350949003519724811312164960867644643446091880988287116978732683976700747592766402769356920041376395879722971304014216858332075733949<280>] (71*10^300+1)/9 = 79 * 1607 * 2866603 * 291661270299067<15> * 20971848256362495377<20> * 442590112040280781081373128809797<33> * 5735457649651694854767442692950701<34> * 212297697076930966507049580575788339<36> * 154865782609003943311380247284528621328783517636213<51> * 42463844561142817196246809469784798694239623435074802897813836725230195117087369417688077188940604077111<104> (Jason Parker-Burlingham / GMP-ECM for P33 x P34 x P36 / Jan 2, 2021) (Ignacio Santos / GMP-ECM B1=43000000 for P51 x P104 / Mar 20, 2024)