(49*10^1+32)/9 = 2 * 29 (49*10^2+32)/9 = 2^2 * 137 (49*10^3+32)/9 = 2^3 * 3 * 227 (49*10^4+32)/9 = 2^4 * 41 * 83 (49*10^5+32)/9 = 2^6 * 47 * 181 (49*10^6+32)/9 = 2^5 * 3 * 56713 (49*10^7+32)/9 = 2^5 * 1701389 (49*10^8+32)/9 = 2^5 * 17 * 59 * 16963 (49*10^9+32)/9 = 2^5 * 3^2 * 23 * 41 * 20047 (49*10^10+32)/9 = 2^5 * 137 * 12418897 (49*10^11+32)/9 = 2^5 * 17013888889<11> (49*10^12+32)/9 = 2^5 * 3 * 56712962963<11> (49*10^13+32)/9 = 2^5 * 461 * 3690648349<10> (49*10^14+32)/9 = 2^5 * 41 * 131 * 23057 * 137387 (49*10^15+32)/9 = 2^5 * 3 * 6841 * 8290156843<10> (49*10^16+32)/9 = 2^5 * 19 * 67 * 1336519158593<13> (49*10^17+32)/9 = 2^5 * 43 * 15527221 * 25482463 (49*10^18+32)/9 = 2^5 * 3^4 * 137 * 587 * 5347 * 4884833 (49*10^19+32)/9 = 2^5 * 41 * 89 * 109 * 401 * 601 * 17749429 (49*10^20+32)/9 = 2^5 * 249961979 * 68065907291<11> (49*10^21+32)/9 = 2^5 * 3 * 269 * 11840243 * 17806125989<11> (49*10^22+32)/9 = 2^5 * 5683351339<10> * 299363665451<12> (49*10^23+32)/9 = 2^5 * 66213173149<11> * 256956253261<12> (49*10^24+32)/9 = 2^5 * 3 * 17 * 41 * 211 * 385626707303222089<18> (49*10^25+32)/9 = 2^5 * 75967055867<11> * 22396404197467<14> (49*10^26+32)/9 = 2^5 * 137 * 124188969991889699918897<24> (49*10^27+32)/9 = 2^5 * 3^2 * 3701 * 4561 * 1119906913030214461<19> (49*10^28+32)/9 = 2^5 * 3371 * 15473 * 4195385969<10> * 7774964107<10> (49*10^29+32)/9 = 2^5 * 29 * 41 * 14309410335482665171479301<26> (49*10^30+32)/9 = 2^5 * 3 * 1553 * 86617547 * 421604270655320393<18> (49*10^31+32)/9 = 2^5 * 23 * 73973429951690821256038647343<29> (49*10^32+32)/9 = 2^5 * 313 * 1361 * 4651 * 8587263511621528587923<22> (49*10^33+32)/9 = 2^5 * 3 * 104701 * 541665914967029569564406863<27> (49*10^34+32)/9 = 2^5 * 19 * 41 * 137 * 42409 * 62095874011<11> * 6053754309857<13> (49*10^35+32)/9 = 2^5 * 1621 * 20284337081<11> * 517439714339345720189<21> (49*10^36+32)/9 = 2^5 * 3^2 * 93821477986830379<17> * 201492466259249299<18> (49*10^37+32)/9 = 2^5 * 175267 * 9707411485840967717190851038067<31> (49*10^38+32)/9 = 2^5 * 43 * 3467 * 15217 * 89621971 * 83683100677681921067<20> (49*10^39+32)/9 = 2^5 * 3 * 41 * 61 * 1109 * 15223511309<11> * 1343143038519740442823<22> (49*10^40+32)/9 = 2^5 * 17 * 439961 * 54705881001539<14> * 4158210530826829723<19> (49*10^41+32)/9 = 2^5 * 443 * 1423 * 1789 * 15086365505531966583417348083609<32> (49*10^42+32)/9 = 2^5 * 3 * 137 * 653281 * 1402106599571<13> * 451939925342483836249<21> (49*10^43+32)/9 = 2^5 * 467 * 95201921035387<14> * 38268461243589823655246041<26> (49*10^44+32)/9 = 2^5 * 41 * 337 * 156644472337034971<18> * 7860945051740321271827<22> (49*10^45+32)/9 = 2^5 * 3^3 * 83 * 29101 * 251660520533627<15> * 10366657069137465044327<23> (49*10^46+32)/9 = 2^5 * 25276616884819<14> * 67310783584757891175266355950531<32> (49*10^47+32)/9 = 2^5 * 49783 * 252101 * 588428848880563<15> * 2303848957114422189041<22> (49*10^48+32)/9 = 2^5 * 3 * 107 * 601343873857<12> * 881405322786551700751221004266937<33> (49*10^49+32)/9 = 2^5 * 41 * 67 * 16223 * 5979707 * 859779769 * 2127662987<10> * 3490147647605189<16> (49*10^50+32)/9 = 2^5 * 137 * 44753 * 4340172769<10> * 1464420267881<13> * 436604414917208190041<21> (49*10^51+32)/9 = 2^5 * 3 * 47 * 53147 * 150427 * 5105368781<10> * 29563293298368607085850207161<29> (49*10^52+32)/9 = 2^5 * 19 * 179 * 5521 * 15569 * 273920507795699<15> * 21246820382936563952220139<26> (49*10^53+32)/9 = 2^5 * 23 * 569 * 1300060280346060127522647580720477488262312897447<49> (49*10^54+32)/9 = 2^5 * 3^2 * 41 * 211 * 2153 * 784939 * 1182220537<10> * 78580879513<11> * 13918724813618061473<20> (49*10^55+32)/9 = 2^5 * 547 * 319680184817083<15> * 9729724612998053474003202318579157289<37> (49*10^56+32)/9 = 2^5 * 17 * 1051 * 6791937412387<13> * 140203314132839388843685625121093214841<39> (49*10^57+32)/9 = 2^5 * 3 * 29 * 163 * 1280080507<10> * 3014914137831766249<19> * 3108740726153071079230183<25> (49*10^58+32)/9 = 2^5 * 137 * 3931 * 26003 * 185407989394153<15> * 655281762387911651523665028814793<33> (49*10^59+32)/9 = 2^5 * 41 * 43 * 8055247 * 1198043033545358234010642824649861754848298048349<49> (49*10^60+32)/9 = 2^5 * 3 * 113 * 133041193 * 4770255587471588947<19> * 790817214660136090056151199081<30> (49*10^61+32)/9 = 2^5 * 43261 * 346665581051104723<18> * 113447861434087915004100598193703027263<39> (49*10^62+32)/9 = 2^5 * 193 * 2377 * 13099 * 110273 * 425980363 * 197219224963<12> * 305612379648665360167667123<27> (49*10^63+32)/9 = 2^5 * 3^2 * 89 * 83314804478228378597987<23> * 2549464075623990424532030452323812947<37> (49*10^64+32)/9 = 2^5 * 41 * 112337 * 32949361 * 334946398247694001<18> * 33471456055447346267300613544097<32> (49*10^65+32)/9 = 2^5 * 1447 * 1948531147<10> * 6034311270656837535077776822351479612817550107825021<52> (49*10^66+32)/9 = 2^5 * 3 * 59 * 137 * 491 * 151433 * 1076442562562537<16> * 9189120784534723<16> * 9539880157018922909137<22> (49*10^67+32)/9 = 2^5 * 1528694263<10> * 1112968714587822646187878634623284962827710231871844794703<58> (49*10^68+32)/9 = 2^5 * 8369 * 9601 * 41936491 * 11051265619<11> * 155663202467<12> * 1510068144263993<16> * 1943689738989419<16> (49*10^69+32)/9 = 2^5 * 3 * 41 * 134341 * 54663527 * 2791884185894517974647<22> * 67467536943045605781990235405567<32> (49*10^70+32)/9 = 2^5 * 19 * 5011 * 9194179 * 1943625703976093239199845000124396277557268274758851214299<58> (49*10^71+32)/9 = 2^5 * 60943878181<11> * 60299944234567<14> * 58594014274176523<17> * 79013871546866813329957483609<29> (49*10^72+32)/9 = 2^5 * 3^3 * 17 * 30981737 * 11964240757135133772300177364170534571645351612609662613116883<62> (49*10^73+32)/9 = 2^5 * 5569 * 3266385364468180099387481<25> * 93531727001965615167360161838092502191104801<44> (49*10^74+32)/9 = 2^5 * 41 * 137 * 257 * 4336018097<10> * 2718159635489859039616370624580910870816929841032385515673<58> (49*10^75+32)/9 = 2^5 * 3 * 23 * 1976383 * 1247623056052239895742856982393175969808240674416080613202808911707<67> (49*10^76+32)/9 = 2^5 * 5281 * 476467 * 101612921 * 553340393 * 775230643277873<15> * 15512520078346044734250088643914003<35> (49*10^77+32)/9 = 2^5 * 3405167 * 8263366176902021452819092093929<31> * 604655737434645086059273012296897708223<39> (Eric Jeancolas / ECM for P31 x P39 / Sep 4, 2022) (49*10^78+32)/9 = 2^5 * 3 * 7690778338804143786680910930683<31> * 7374151284118453424836445720428457028276681161<46> (Eric Jeancolas / ECM for P31 x P46 / Sep 4, 2022) (49*10^79+32)/9 = 2^5 * 41 * 29207 * 19247749 * 337099320887569162962443<24> * 218975214615959352789202885299368101516321<42> (49*10^80+32)/9 = 2^5 * 43 * 13049 * 202650034647260425945241057<27> * 149627432298332695724002665262312653409196802211<48> (49*10^81+32)/9 = 2^5 * 3^2 * 941 * 76279426362658933443683<23> * 263368627804590003772647687132223446242414030853584807<54> (49*10^82+32)/9 = 2^5 * 67 * 137 * 2411 * 3424777 * 371265325048103451547<21> * 60463644952121846189665021953813368231793002699<47> (49*10^83+32)/9 = 2^5 * 349 * 6367 * 14327 * 110947 * 1159063 * 1172546315701<13> * 106968528350587212969767<24> * 33134423703664461904702267<26> (49*10^84+32)/9 = 2^5 * 3 * 41 * 97 * 211 * 4708962977<10> * 25497497424043132210729<23> * 562887311203351599029246469830554765296081713<45> (49*10^85+32)/9 = 2^5 * 29 * 25666777583<11> * 192606148056386799441527<24> * 2035286136187522894519783<25> * 5830940730600262985170147<25> (49*10^86+32)/9 = 2^5 * 83 * 381043437209<12> * 60319572116384700154510989809<29> * 8918519406232443805043900666759052616033643<43> (49*10^87+32)/9 = 2^5 * 3 * 88129 * 621106508902453867<18> * 1036089839716291315820802078891842018564176770086598035910150841<64> (49*10^88+32)/9 = 2^5 * 17 * 19 * 2047903993<10> * 3845057659818173600371<22> * 668942240381232991524773924778992880268041060456203881<54> (49*10^89+32)/9 = 2^5 * 41 * 506329 * 819571661368393455585004471395653760499060881936394912653624994762100786242324601<81> (49*10^90+32)/9 = 2^5 * 3^2 * 137 * 549949807146955571<18> * 30846771788431597149812659<26> * 8134066920780730502790312910126936111077697<43> (49*10^91+32)/9 = 2^5 * 1701388888888888888888888888888888888888888888888888888888888888888888888888888888888888889<91> (49*10^92+32)/9 = 2^5 * 307 * 15351393216101545586521<23> * 3610084943701924573232724841550170630573546548867198641888771858587<67> (49*10^93+32)/9 = 2^5 * 3 * 336099013440543063954464743<27> * 13354277971116398007359273571881<32> * 12635565633983640548617729374970861<35> (Eric Jeancolas / ECM for P32 x P35 / Sep 4, 2022) (49*10^94+32)/9 = 2^5 * 41 * 571 * 1433 * 35622287694103703967411209181336380329<38> * 1423690641055539248762396921728982206570930726307<49> (Eric Jeancolas / ECM for P38 x P49 / Sep 4, 2022) (49*10^95+32)/9 = 2^5 * 335050861 * 1617581748641<13> * 2953204359821087<16> * 10629996339770097864575389297843703952671732009963767654147<59> (49*10^96+32)/9 = 2^5 * 3 * 2953 * 76837012462230691860401<23> * 758225470273421903345010775300577<33> * 329647700755487117934073600505808523<36> (Eric Jeancolas / ECM for P33 x P36 / Sep 4, 2022) (49*10^97+32)/9 = 2^5 * 23 * 47 * 5311694747<10> * 907180356826156363<18> * 326626300132841687498720735796777442863482417838735225348760768729<66> (49*10^98+32)/9 = 2^5 * 137 * 120473 * 2742378670849<13> * 375894418773297050405367387513643536253094968326212515745273276837329201475161<78> (49*10^99+32)/9 = 2^5 * 3^4 * 41 * 61 * 2269 * 397849 * 18971759201<11> * 1573996740656087596489<22> * 31155927354735483498043748484813788873400025444679641<53> (49*10^100+32)/9 = 2^5 * 971 * 15139 * 530944993915720109113<21> * 217990537902577553951952533483994782687403341289546862944321447940969537<72> (49*10^101+32)/9 = 2^5 * 43 * 107 * 489839226113105284109<21> * 7549145548557859726683894735854690674126367042263297784031147174967001954821<76> (49*10^102+32)/9 = 2^5 * 3 * 787 * 1667 * 388094095297<12> * 3243643046956206985640131<25> * 1338909879356402243524321601<28> * 25647826593664781536361809254521<32> (49*10^103+32)/9 = 2^5 * 1326301 * 125697961 * 860565569 * 36191430494460946814590656460559675783<38> * 327675180223194844042286449080364293251987<42> (Eric Jeancolas / ECM for P38 x P42 / Sep 4, 2022) (49*10^104+32)/9 = 2^5 * 17 * 41 * 24410170572293958233699984058664116052925235134704288219352781763111748764546468994101705722939582337<101> (49*10^105+32)/9 = 2^5 * 3 * 26213021 * 11055731021<11> * 97296784210061<14> * 2011311383410661734877511189980472884445778556470391123729889246535626263<73> (49*10^106+32)/9 = 2^5 * 19 * 137 * 283 * 499 * 56041 * 81229921702364520377<20> * 498502322285250234762953<24> * 2039639182082914385294353649005303326791301407059<49> (49*10^107+32)/9 = 2^5 * 89 * 367 * 1049 * 496560343927892945889859047005019917817730836586739956995296155609873825419137546884498033982615047<99> (49*10^108+32)/9 = 2^5 * 3^2 * 3041 * 27737 * 121921 * 398398050447211525348102053944993222981349203<45> * 4614126060505196461735956382839372227351410670851<49> (Dmitry Domanov / Msieve 1.54 snfs for P45 x P49 / Sep 9, 2022) (49*10^109+32)/9 = 2^5 * 41 * 28297127854975419824640900404516089<35> * 1466484167070805901593432808743263290549943447667808595679475554886204761<73> (Dmitry Domanov / Msieve 1.54 snfs for P35 x P73 / Sep 9, 2022) (49*10^110+32)/9 = 2^5 * 769 * 27529 * 49603 * 1828031850463161641277737166301995562468847814377<49> * 8863293173927693185079182713139294699310721060419<49> (Dmitry Domanov / Msieve 1.54 snfs for P49 x P49 / Sep 9, 2022) (49*10^111+32)/9 = 2^5 * 3 * 3347 * 81667 * 126622443918980780120630873303<30> * 1638586345074212930301529291627581625548937235982060069070101666603082829<73> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3965105035 for P30 x P73 / Sep 4, 2022) (49*10^112+32)/9 = 2^5 * 1701388888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<112> (49*10^113+32)/9 = 2^5 * 29 * 821 * 15289931750669<14> * 6122351115655780766736127<25> * 7633762738334798014593106368603653431109513622689779421233925260223267<70> (49*10^114+32)/9 = 2^5 * 3 * 41 * 137 * 211 * 761 * 522453287974456216907<21> * 23434616417557010163591787<26> * 5135769048580293074294704857748499093498259553186249435201<58> (49*10^115+32)/9 = 2^5 * 67 * 229 * 317780938475247101<18> * 6031037335055876981<19> * 57859336220482947328513326162749339499977173005066656493439504206717915383<74> (49*10^116+32)/9 = 2^5 * 227 * 60575701169<11> * 3690151594923224702649124088113<31> * 335301176661460832632923605691754325506799811373807678436017085730755731<72> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3149225674 for P31 x P72 / Sep 4, 2022) (49*10^117+32)/9 = 2^5 * 3^2 * 9231423397203439657114543<25> * 2047822981814611767005130611320030457835916871928759053994100092191100368457474288174815647<91> (49*10^118+32)/9 = 2^5 * 24821752913444419<17> * 28768807654220129<17> * 39681766594205891095769<23> * 3628752074172505582906523<25> * 16546303502851759064860202038598576497<38> (49*10^119+32)/9 = 2^5 * 23 * 41 * 1129 * 23626721 * 43561267 * 15527230560272719345675253220901830493787518520047120296013658836508939230139104588788921398802341<98> (49*10^120+32)/9 = 2^5 * 3 * 17^2 * 1579 * 39073913 * 70614160009<11> * 176747572540219<15> * 983228529825619794187481<24> * 537173074462937564627717683<27> * 482504643099979430111635452737<30> (49*10^121+32)/9 = 2^5 * 22741 * 77687 * 963043009693327167022872675502309207232872961875608736852799329675625354122982182766025903709304084704369333267<111> (49*10^122+32)/9 = 2^5 * 43 * 137 * 2129 * 92744006296867<14> * 520884550269292268291<21> * 64415478312331690918225121<26> * 435934603389771152774829896974427760905924697714144523<54> (49*10^123+32)/9 = 2^5 * 3 * 213207823 * 19652987070870759208605403<26> * 43030102897382717771306824766909235820123727<44> * 314541713819046900384006402113055579109016201<45> (Ignacio Santos / Yafu for P44 x P45 / Sep 10, 2022) (49*10^124+32)/9 = 2^5 * 19 * 41 * 59 * 3482016949431185522969897<25> * 22210430365885168021047440892067<32> * 478659043144558672526115166591450638033398545094584420276793251<63> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:252039736 for P32 x P63 / Sep 4, 2022) (49*10^125+32)/9 = 2^5 * 66047 * 707770099637691581<18> * 2512991551784697527<19> * 1025146357116696651304239483244431437107<40> * 141280226861403021332074311964974124616443943<45> (Dmitry Domanov / for P40 x P45 / Sep 9, 2022) (49*10^126+32)/9 = 2^5 * 3^3 * 2581673 * 133804219 * 31497072883<11> * 2350290762911168784474202363403617<34> * 246420593238900874592615509198480925771972773069883983528393529251<66> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2896715981 for P34 x P66 / Sep 4, 2022) (49*10^127+32)/9 = 2^5 * 83 * 109 * 389 * 8669 * 140443 * 31820083 * 378571771589441<15> * 3254950599488741<16> * 601017534875457328693192592129<30> * 16849973405234242860828311025620732196389747<44> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2741882731 for P30 x P44 / Sep 4, 2022) (49*10^128+32)/9 = 2^5 * 347 * 43481 * 281392171777<12> * 4007398972045250971154331097854038362644376291376515067869000142401446471758629604960558204186996628768740851<109> (49*10^129+32)/9 = 2^5 * 3 * 41 * 7603 * 13307641 * 13671381861420625909226978211605219592805593779571449621552978023766626468475818961050397391787439106490162085528641<116> (49*10^130+32)/9 = 2^5 * 137 * 2113 * 3276642409<10> * 359569099906728372532396877015413669358121583250224577<54> * 4988524588144602659156249439792051747058796764078282343057033<61> (Ignacio Santos / GNFS, Msieve for P54 x P61 / Sep 10, 2022) (49*10^131+32)/9 = 2^5 * 20389 * 644783 * 307865965216788834007<21> * 4737377952029700727807327<25> * 146879484286362806753400010972841<33> * 6041339391902163551319823777458573316670203<43> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3411314368 for P33 x P43 / Sep 4, 2022) (49*10^132+32)/9 = 2^5 * 3 * 8151435295679539<16> * 6957420491704353815820932438047871709805966173611530399237887492425375147904883904292934224846060896413616884077217<115> (49*10^133+32)/9 = 2^5 * 1523 * 2389 * 63541 * 14729175221<11> * 40187280461<11> * 27576193700549110200541412558801395541<38> * 450850054356633285740507212785346564027733597756690261884980767<63> (Ignacio Santos / GNFS, Msieve for P38 x P63 / Sep 11, 2022) (49*10^134+32)/9 = 2^5 * 41 * 827725147331<12> * 33076780777193<14> * 3374156877610931<16> * 4492055155492956702371173083898227095001344936838600485535548280109787921862671820553129873<91> (49*10^135+32)/9 = 2^5 * 3^2 * 946949 * 50461151551895820835936069<26> * 5487779051072186670668804910074330608211229427<46> * 72090944993109556668130531857382939850359191268131455683<56> (Ignacio Santos / GNFS, Msieve for P46 x P56 / Sep 11, 2022) (49*10^136+32)/9 = 2^5 * 17 * 1723 * 2657 * 23097017 * 78540163653190060550038674454044121<35> * 12051195814409837169594912353058284829080670540966741586332514426051490398066871402971<86> (Bob Backstrom / GMP-ECM 7.0.4 B1=16880000, sigma=1:605744752 for P35 x P86 / Sep 10, 2022) (49*10^137+32)/9 = 2^5 * 71527 * 237866664181202747058997146376737300444432017124846406096842994797613333271196735343141595326085099177777467094787826819087741536607<132> (49*10^138+32)/9 = 2^5 * 3 * 137^2 * 163 * 1039033 * 184009716731<12> * 96957967060421660502978525107316574460495251623692238332464939483032163572942654295200166277485499397283677125323<113> (49*10^139+32)/9 = 2^5 * 41 * 149 * 5261 * 234467 * 4562209 * 18674325399081216087963576811907<32> * 48057309605291319447673227444791692723<38> * 55144713614380231223825838370022408837001413560867<50> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3655372816 for P32 / Sep 4, 2022) (Dmitry Domanov / for P38 x P50 / Sep 9, 2022) (49*10^140+32)/9 = 2^5 * 659 * 25750793 * 170866970929<12> * 4061691462877171797672623531<28> * 63413451619752009494805744923<29> * 22781437617192955183526383676906448689978943190006835070500611<62> (49*10^141+32)/9 = 2^5 * 3 * 23 * 29 * 2381 * 396563 * 2918167481227<13> * 536819784092929<15> * 57483895374508125129681952336915331983307093277054219976239190279886217054654307410129293495378539261<101> (49*10^142+32)/9 = 2^5 * 19 * 63577 * 368894659849<12> * 305240183461608163<18> * 1998057530944597632578791072081309130565755363<46> * 6260339662763710128235720214086915751844056223528148505370763<61> (Ignacio Santos / GNFS, Msieve for P46 x P61 / Sep 11, 2022) (49*10^143+32)/9 = 2^5 * 43 * 47 * 4809683 * 69159273540106001147371395893086588729035063153988928822062071583<65> * 25308732903615816489828448979794187684544939801748033735926876070681<68> (Bob Backstrom / Msieve 1.54 snfs for P65 x P68 / Sep 10, 2022) (49*10^144+32)/9 = 2^5 * 3^2 * 41 * 131 * 211 * 97254380406370212026072829466848566048813354057<47> * 171519816658915440789366643170692997968507799217851903758650006984157806433896694902378313<90> (Bob Backstrom / Msieve 1.54 snfs for P47 x P90 / Sep 10, 2022) (49*10^145+32)/9 = 2^5 * 1861 * 11663815453610287257823738863169<32> * 78382043099814996646886239451415048736239859847425407026887757129988631859724418520855067837883708334238486821<110> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:325736624 for P32 x P110 / Sep 4, 2022) (49*10^146+32)/9 = 2^5 * 137 * 547 * 1197324594367299654757811348933523961<37> * 189619848518886151891442615307231744045267948987174708893988305454346994403849517796082403954765821136691<105> (Ignacio Santos / GNFS, Msieve for P37 x P105 / Sep 11, 2022) (49*10^147+32)/9 = 2^5 * 3 * 49892767 * 15683565951643<14> * 5796296901489620329<19> * 12504009927710585838344789632062250646081278212637050859806348211899619049043719199013979275329764693265887<107> (49*10^148+32)/9 = 2^5 * 67 * 59217324314046475747<20> * 482861381417457560917136492251255221354157920705575566579<57> * 888091138825679543119235317396060035288803987644055856536663394054059<69> (Eric Jeancolas / cado-nfs-3.0.0 for P57 x P69 / Sep 14, 2022) (49*10^149+32)/9 = 2^5 * 41 * 461861 * 807385337836423<15> * 22645996554035326461215264311283<32> * 49140112768958523962337419796561776894244692604484608890287691723655731053892452867302415273721<95> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3137304831 for P32 x P95 / Sep 4, 2022) (49*10^150+32)/9 = 2^5 * 3 * 553849 * 949739199587088378899<21> * 53962608720047220694593193<26> * 1627704082502348851290931304089<31> * 1227490695372335312357223037447269282686983482281231481977587482569<67> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4131564780 for P31 x P67 / Sep 4, 2022) (49*10^151+32)/9 = 2^5 * 89 * 1249 * 52277647 * 7819484097139018581160786528172801<34> * 37441825476924986027361244558536145700732317795423884063192280762536804175114588771170838543148051987567<104> (Ignacio Santos / GNFS, Msieve for P34 x P104 / Sep 14, 2022) (49*10^152+32)/9 = 2^5 * 17 * 105716121194879179325959721053651<33> * 9467023403357057870822007902818298482307041871352943778593119330271475616998986155750006919114144144930953704362901267<118> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2632812154 for P33 x P118 / Sep 4, 2022) (49*10^153+32)/9 = 2^5 * 3^3 * 31021523052283<14> * 73026388441831423<17> * 2781614162010719582455584102523266779797802090151499339143927231691798346482578214356189164802648801750826673895143004223<121> (49*10^154+32)/9 = 2^5 * 41 * 107 * 137 * 2830840437471841803485229067448597945969909252268046249600909270570296261663755869429899701821221773170047683831773852222457008661770907224045976731<148> (49*10^155+32)/9 = 2^5 * 167 * 3989 * 8797658587<10> * 4358391307667806553363808590060699739266613702064542710663<58> * 666085164520020683065716191257004517844163649634738845077022948801163618685578463<81> (Eric Jeancolas / cado-nfs-3.0.0 for P58 x P81 / Sep 15, 2022) (49*10^156+32)/9 = 2^5 * 3 * 947627 * 11213612411<11> * 38791392724753091<17> * 132740396126433132430208331650781275565438801707<48> * 1036479910055310733243192618001909731537520420931274336548710147159766784667<76> (Ignacio Santos / GNFS, Msieve for P48 x P76 / Sep 16, 2022) (49*10^157+32)/9 = 2^5 * 314512389847<12> * 66229543124599961<17> * 10268962589988729262283<23> * 5551260447254618131677423078435647287<37> * 1432834068769851681954786959769612235399649495722505109342121975141427<70> (Eric Jeancolas / cado-nfs-3.0.0 for P37 x P70 / Sep 9, 2022) (49*10^158+32)/9 = 2^5 * 16361 * 36073 * 8443101811<10> * 4203717268649064664163<22> * 812224266906952906671064448092961342186747524259072557217186128628957261378124492025300359635306675525323255924843441<117> (49*10^159+32)/9 = 2^5 * 3 * 41 * 61 * 223 * 105370268221<12> * 825790495437888443082474409<27> * 120653249372068811962107389663724862408879897758283<51> * 9685828936902105202264996213386879300856570567314283987084023263<64> (Eric Jeancolas / cado-nfs-3.0.0 for P51 x P64 / Sep 16, 2022) (49*10^160+32)/9 = 2^5 * 19 * 1747 * 19433 * 270464417 * 447000544699<12> * 86641527156431047352662718757700168875971473<44> * 251809985720670065324915704562219444249001393185867692235259722176401715037770726408859<87> (Norman Powell / YAFU v2.09 for P44 x P87 / Sep 17, 2022) (49*10^161+32)/9 = 2^5 * 487 * 21661 * 3963372893959723<16> * 406940761881102679991498266635880684225524313407990616491481334700435079555690038803227049141365194187508479124281003723418181979121547649<138> (49*10^162+32)/9 = 2^5 * 3^2 * 137 * 31786217201<11> * 4341118779968944562862818734264116315338160472800241250631375069148267313130908736202245895862163452357864673727476822202481025504547464922585107833<148> (49*10^163+32)/9 = 2^5 * 23 * 3203 * 31627 * 41110121714708222327<20> * 5390045634764996082754155109848881150631707380645162411729<58> * 3295487087108388319585788568761997371499015415434319830424296806613414175641<76> (Bob Backstrom / Msieve 1.54 snfs for P58 x P76 / Sep 17, 2022) (49*10^164+32)/9 = 2^5 * 41^2 * 43 * 2220656278769151971359309920083<31> * 105995171327549720012427006824314720401383340099740911785311824254953949267692875184679683123174825991213173689968724416568924601<129> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1551257307 for P31 x P129 / Sep 4, 2022) (49*10^165+32)/9 = 2^5 * 3 * 90709 * 7535887 * 1150878523225122607<19> * 133556911215846702926385560235117997540581481<45> * 539761281841456068055531115201912788928933846927392970485112343401570206624728917303209583<90> (Bob Backstrom / Msieve 1.54 snfs for P45 x P90 / Sep 17, 2022) (49*10^166+32)/9 = 2^5 * 10246056333803<14> * 40841408723971<14> * 39307531915280393452944335299602091155236034851587484209<56> * 103435677550760363506248541845168171358086702656397848111863937189053461468007215817<84> (Bob Backstrom / Msieve 1.54 snfs for P56 x P84 / Sep 12, 2022) (49*10^167+32)/9 = 2^5 * 459229 * 3528541 * 10499753866089120213172920373242017164444176661963824852265016522634694587773425784472543744052307879194251046353961039058070374010343028874370969960806001<155> (49*10^168+32)/9 = 2^5 * 3 * 17 * 83 * 64742113209184882065649<23> * 143468041227932848098014250449<30> * 61408070181415562932226195320015963<35> * 70467332952842355904985532634717919371660180544243506809245256928427802272291<77> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1607187829 for P30, B1=1000000, sigma=1:4065180764 for P35 x P77 / Sep 4, 2022) (49*10^169+32)/9 = 2^5 * 29 * 41 * 472896146584468081<18> * 3025909692610856857836102374421758369895351505312002171878549953770145072153881398246554555158971219746499659556690559398483604755723691714859121621<148> (49*10^170+32)/9 = 2^5 * 137 * 124188969991889699918896999188969991889699918896999188969991889699918896999188969991889699918896999188969991889699918896999188969991889699918896999188969991889699918897<168> (49*10^171+32)/9 = 2^5 * 3^2 * 30899543 * 822504341 * 1318055164003382561293049<25> * 19906745828045179499790681397579342429733642867<47> * 28348949444171504991554541447246022303194761859775496209621170012679285567043984449<83> (Ignacio Santos / GNFS, Msieve for P47 x P83 / Sep 20, 2022) (49*10^172+32)/9 = 2^5 * 113 * 355331 * 42373276859392173586444848366581917622436915889912962093175068224158063189615049661881728196663320222425763381805290430286050099887891862633698134801269276184762563<164> (49*10^173+32)/9 = 2^5 * 1381 * 20606038155364261<17> * 16524015902515132220269<23> * 88428811849771964401847<23> * 1922860017347677830533419001<28> * 212793496594225004792124937917892517551975372453129315301503409351148101559902203<81> (49*10^174+32)/9 = 2^5 * 3 * 41 * 211 * 236897679299<12> * 81520410301079305201408022858033326184043359274101777<53> * 339460199700839096476153916677433744437576025490216913900683783313558082239847550205178033022202080790531<105> (Bob Backstrom / Msieve 1.54 snfs for P53 x P105 / Sep 16, 2022) (49*10^175+32)/9 = 2^5 * 1367 * 9463 * 2045574122129637504127<22> * 61806912181623660435984495966939106963103410941208283840006570923267<68> * 1040288911885118403031399522059381281692187227257385763728501000807930213962301<79> (Bob Backstrom / Msieve 1.54 snfs for P68 x P79 / Sep 22, 2022) (49*10^176+32)/9 = 2^5 * 277217 * 18847993 * 30579815852182763<17> * 2156434374400942225831366009<28> * 49379593366336051383777927853449483855648980909640855948636240022216003665244340101933553916392638306603554939730754107<119> (49*10^177+32)/9 = 2^5 * 3 * 4721 * 7723 * 7050591494864121038101<22> * 220615869655629104493629533492081988032190741478704826490239098706441793605390063291900207426150566432289791344956166922906273778997195418936453861<147> (49*10^178+32)/9 = 2^5 * 19 * 137 * 1163 * 9433 * 11312605623904561<17> * 791455016298496289<18> * 13580518894190573233985609633<29> * 489998361389648627097147980938480853178749122581017862022795774294157056212589803638044279148904698831321<105> (49*10^179+32)/9 = 2^5 * 41 * 13007 * 266386273183616563<18> * 327895908457309000582669073565994213515117021127770587412689<60> * 365253810851870926261623539768695337679582789905482052000916210543584538553131379795930611953621<96> (Bob Backstrom / Msieve 1.54 snfs for P60 x P96 / Oct 2, 2022) (49*10^180+32)/9 = 2^5 * 3^5 * 97 * 36630019800285228643<20> * 12033152969536895191260409<26> * 16376043879583838680811208186095731623452660553655983049530890267562535183499048373361186215913441882795171427312802396857232470057<131> (49*10^181+32)/9 = 2^5 * 67 * 2969 * 277427 * 739225450727<12> * 4227125818252921<16> * 9866151523825058994835722713110699170986996551580240663995633180077373293058989115028327392353208739685109856539333870336708629982677774899527<142> (49*10^182+32)/9 = 2^5 * 59 * 427326667 * 5653105889<10> * 31642513938972309398004011<26> * 3772536798382849806434523176257859348963715326013198699927727337628915248775161799832679296164953714009888144889813279246318976217146547<136> (49*10^183+32)/9 = 2^5 * 3 * 28448881 * 32079643 * 5823410165337525139100400873606746893146065679133810207671229790187488294718583<79> * 10671125857528816395356021195519436943205376926980403506665207868987359717123814518215567<89> (Bob Backstrom / Msieve 1.54 snfs for P79 x P89 / Sep 23, 2022) (49*10^184+32)/9 = 2^5 * 17 * 41 * 53201 * 17488082987<11> * 6333105809527499493028162120139484276577575131<46> * 414278188953157508819225972004784226537947975513288505686825995466789812905593392251127345560678857362046100269342206121<120> (Bob Backstrom / Msieve 1.54 snfs for P46 x P120 / Sep 23, 2022) (49*10^185+32)/9 = 2^5 * 23 * 43 * 181 * 8167 * 718807 * 4832081 * 3516754283037481575307<22> * 65092262152056351900814905089<29> * 15818506554458455180528048418539285229631402056579461<53> * 925300502476534304526553659000368283999293920273267758063263<60> (ebina / Msieve 1.53 gnfs for P53 x P60 / Sep 10, 2022) (49*10^186+32)/9 = 2^5 * 3 * 137 * 36131 * 5714411 * 3754855030359312471033017<25> * 246652789914718822868945710729<30> * 2164866445971651427531520417065945717557574123617226785689250877959285138278801583686041300052995234313802946507218523<118> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3080407969 for P30 x P118 / Sep 4, 2022) (49*10^187+32)/9 = 2^5 * 10897592533507<14> * 2838661212756667<16> * 69084450166924260292869422976328986123523<41> * 20643149273551617742132167028623094662489533562322429<53> * 38565876375718747222824040108920474496918042000866299069573065343<65> (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:2284242648 for P41 / Sep 15, 2022) (Eric Jeancolas / cado-nfs-3.0.0 for P53 x P65 / Sep 16, 2022) (49*10^188+32)/9 = 2^5 * 1059067 * 10129860371<11> * 577244080031759531<18> * 1485830160104482681<19> * 1849047381400153752051377658429121070997149536235985361111568241308095425865911005985757961702863404487506886915736283565044687972913507<136> (49*10^189+32)/9 = 2^5 * 3^2 * 41 * 47 * 4289 * 17664463 * 3493535447<10> * 349049033923380352400627<24> * [106186984538765263535493433767854722428883718454630253417250969808445358674235601456590273501687218233466868031896935818491143786857247638181<141>] (49*10^190+32)/9 = 2^5 * 2243 * 49633 * 692597089 * 120925517714993<15> * 281803214142031961<18> * [647529014219338362732423900487291961764812053171149635796825579770098295630785090220360281026493875281746979656614335596186217651182566312123<141>] (49*10^191+32)/9 = 2^5 * 60263443 * 5580017947151928487011624907<28> * 50595752111628392962114111256584952737697990341420312520197102311501702600881045205186329203894563242897600394426449364522783415892187916286789616795851689<155> (49*10^192+32)/9 = 2^5 * 3 * 233 * 3643 * 5415841 * 2473711187<10> * 162262777291<12> * 35846441633309591546422873111521041<35> * 9317087066208138536237817528243577357894834250835338345011<58> * 92025298836975788171770288877446815944841626940221944762846492891<65> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2133073383 for P35 / Sep 4, 2022) (Eric Jeancolas / cado-nfs-3.0.0 for P58 x P65 / Sep 11, 2022) (49*10^193+32)/9 = 2^5 * 1701388888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<193> (49*10^194+32)/9 = 2^5 * 41 * 137 * 3028999268094870729729195102169999802187802899926809487072972919510216999980218780289992680948707297291951021699998021878028999268094870729729195102169999802187802899926809487072972919510217<190> (49*10^195+32)/9 = 2^5 * 3 * 89 * 41078845723<11> * 2105377995263<13> * 7367905034327564925089397760105423646256114477409836566862729293512690891300993851585204487461013752038082627861209621114053097700812319040548520021657528836670313174383<169> (49*10^196+32)/9 = 2^5 * 19 * 409 * 297565807633<12> * 19703600521531<14> * 93902319497641<14> * 506573992386095220683<21> * 266334011498461382474638183668331<33> * 6701031005642421282397253791063489947283<40> * 439856076525947454064783361483591298036834174113994632432107<60> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3732362697 for P33 / Sep 4, 2022) (Eric Jeancolas / cado-nfs-3.0.0 for P40 x P60 / Sep 10, 2022) (49*10^197+32)/9 = 2^5 * 29 * 10312314886702849<17> * 19104261783028211354923<23> * 366603447526820862788621325745690494281<39> * 8123115405670156197647005285054052264425840609828687451653309191089484278935865941118882779995877245818234722317504943<118> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2333822075 for P39 x P118 / Sep 4, 2022) (49*10^198+32)/9 = 2^5 * 3^2 * 515799350923<12> * 377607139042656956107<21> * 97059957108678039988857924935428896223039936660167176929695411169530256308018438519472531096996201219835281664835679981497115068142872207562248859182872131714107961<164> (49*10^199+32)/9 = 2^5 * 41 * 349 * 1423 * 81547 * 64481735752212139634589642731510323<35> * 551594115788407196900503909058795538451879487<45> * 85645644364144682635542384636144120800770339787<47> * 336371966816362392566529864632268391484202099164607614969743<60> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1830506219 for P35 / Sep 4, 2022) (Bob Backstrom / GMP-ECM 7.0.4 B1=20890000, sigma=1:2309336795, Msieve 1.54 gnfs for P45 x P47 x P60 / Oct 26, 2022) (49*10^200+32)/9 = 2^5 * 17 * 41278649 * 143198219 * 1636679095434804910489110382627<31> * 103449416170693875155468425542721766913223350077240929225615087139907523951458471702201412314462727591693106927988635298519957581065144675878153823206641<153> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1289399636 for P31 x P153 / Sep 4, 2022) (49*10^201+32)/9 = 2^5 * 3 * 37661458932781<14> * 1505862082087300607732409477660644948509133853704351482376605889241732090939518630540215284523249462357028403311195543569839293963199632384801636395364931555705218356142602856796190089023<187> (49*10^202+32)/9 = 2^5 * 137 * 928109003 * 2897254944023208559721263415397725161<37> * 4618461492733484023066201702842182379301676002197793414766230627030300138400162564158526671745138134622760021413903722378057113477159912045589882302436859<154> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:1410396654 for P37 x P154 / Nov 6, 2022) (49*10^203+32)/9 = 2^5 * 83063 * 19456972049<11> * 38751458023261<14> * 118034310453044407<18> * 122422439312676315785227<24> * 915437999158248540892981069080898322255628816662367703605641<60> * 20536879057724960111232568361678810786962017307216476524408098673010192623<74> (Ignacio Santos / GNFS, Msieve, Yafu for P60 x P74 / Sep 26, 2022) (49*10^204+32)/9 = 2^5 * 3 * 41 * 211 * 26497 * 98584121 * 566417110025038274000563<24> * 4430737158595354097951384495399836449298175350295196976315545260358616426020306290267967400655503659228402104660037688678539521227057347983141272455766495057890523<163> (49*10^205+32)/9 = 2^5 * 2801 * 4861 * 67349 * 126443 * 192029 * 448187123707<12> * 780020663484617948419822012025838529<36> * 1596317773880492508931542533869041636067<40> * 2384490882034754140444317242094245030102177449<46> * 57423756671393735351073789921056788326655003353167<50> (Dmitry Domanov / for P36 / Nov 5, 2022) (Eric Jeancolas / cado-nfs-3.0.0 for P40 x P46 x P50 / Nov 8, 2022) (49*10^206+32)/9 = 2^5 * 43 * 619 * 4504797261958913<16> * [141895700811572753839971949845055776591513690870145627465091948410530641239218842641089778926677668815213414554478566717656230930848881184171397035094941886401095442382113281355638643009<186>] (49*10^207+32)/9 = 2^5 * 3^3 * 23 * 107 * 750038977043<12> * [3413849581049454954449195664767100976629033602249512730222091413364264715233752855804970604151912665326622251211882109083747672710114970536702352878145973823878930213004015777007891376824909<190>] (49*10^208+32)/9 = 2^5 * 837725978091304383787426454028823403<36> * 2030961117817278952199760261160395684255657001010117399929649535994591390692764962981872718292309574802455791767266232402562476896577323266932845498137958217986898179971563<172> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:824459306 for P36 x P172 / Sep 24, 2022) (49*10^209+32)/9 = 2^5 * 41 * 83 * 523 * 424908944525570069<18> * [22498008733227004984685217585438321566513127833358372279719631067558485871251926535114288358253074164433364655895365774730550559082540260276960004589826932981914804059142858851661765949<185>] (49*10^210+32)/9 = 2^5 * 3 * 137 * 811 * 3484889 * 146471107912510156017036718444793142009859623586672796786349036093141045670111824126587506174444994551632357379943789245264843417279114430132935996969437979600918286021186404461828607462598045597081<198> (49*10^211+32)/9 = 2^5 * 3301 * [515416203843953010872126291696119021172035410145073883335016325019354404389242317142953313810629775488909084789121141741559796694604328654616446194755797906358342589787606449224140832744286243225958463765189<207>] (49*10^212+32)/9 = 2^5 * 1707894319729072970075636348581049803<37> * 4930238065811058341917614228622819859<37> * 2020573754787382988252005692271666776445261275929394365762683385771978647760429413562036835436165109493291250605810972889077586775792082857<139> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4207531401 for P37(1707...), B1=1000000, sigma=1:3568957454 for P37(4930...) x P139 / Sep 4, 2022) (49*10^213+32)/9 = 2^5 * 3 * 17107 * 893989 * 2170170049<10> * 216582673008947059645049<24> * 7889669889116699435341504919924191168412725555879418259372045048846251057586297918598520996119508072281165874288404569850666772318219498963842287159396953609628680365781<169> (49*10^214+32)/9 = 2^5 * 19 * 41 * 67 * 5242120787324092806283<22> * [6218480950914129821153741687299606807280979030885963738529307814073655459433219655046908199721442162725354812509889913394784606948134312179401968093760294784993562318636224772768719564331<187>] (49*10^215+32)/9 = 2^5 * 2301922450916530925234412726389178809<37> * 14668375545909666781656726430310146441<38> * 100940329773768323410987712561977268263<39> * 4991903300672892938344227607343699721176054442401077747394251479833336039574975974664014464359799056287<103> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:3153640100 for P37 x P38 x P39 x P103 / Sep 24, 2022) (49*10^216+32)/9 = 2^5 * 3^2 * 17 * 33937 * 127643 * 402739 * 7960355603<10> * [80072899307927089074919973406097828637209047974872200986928408513397929354958622511380364161849999779872081119793968395496207229865431484426132443449108231733050931620426776799570202721579<188>] (49*10^217+32)/9 = 2^5 * 34703 * 61001 * 11861195503229<14> * [67759649870546572155493083542597572792094511907557356555180827418895456852929596944981389890171882761094878100922877137393527858321136080408037387368438497502839464412664267744717453888538805547<194>] (49*10^218+32)/9 = 2^5 * 137 * 7121 * 1012289 * 7970913547<10> * 2150080513939<13> * 3466050470497<13> * 520388207024611434336694579<27> * 549500096509632809217645690827960249<36> * 2317964612728790866661883952500085205262885647590123<52> * 437560184468046902844201481157882497212219441409218552361<57> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:282443285 for P36 / Sep 4, 2022) (Eric Jeancolas / cado-nfs-3.0.0 for P52 x P57 / Sep 10, 2022) (49*10^219+32)/9 = 2^5 * 3 * 41 * 61 * 163 * 401 * 157619739213176221<18> * 2201030517746714011292114336951610097137558531253636366898249335065115396105995475028062139095967839272098119238863834627020471947666540943646301542655509045976202097857151729177978231187232881<193> (49*10^220+32)/9 = 2^5 * 9150617083<10> * 153736809898457<15> * 6047401055227843<16> * 225354179203386788309928403291<30> * 887443999279539293437163362187494586955982322071145508443834983792510984276435231694404948964423293617598555556468591848778874733747515946116029342563<150> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3232741457 for P30 x P150 / Sep 4, 2022) (49*10^221+32)/9 = 2^5 * 2340763 * 42307721 * 95176784547519666146147908907<29> * 1805075983711135861760782555691548660360402483139102578685514531516651000262934152697580143683048117056918657433933758529304540636824014019941271903553351104699931291615470409449<178> (49*10^222+32)/9 = 2^5 * 3 * 10369 * 4733419 * 16726163 * 640463274018790289147<21> * 1002788631981360890056297<25> * [107564894477106648025857278579134117457746759105230576634631806717275877399864847788790145220284609924703788332551791799830383063370967214144833922282295979249<159>] (49*10^223+32)/9 = 2^5 * 9049592373803<13> * 389832483309650050272085895592503<33> * 482276999591690282801543397308678693677003237942997751252805001237088835004829927985778334733717045729902720300889125853329617528273009124139451121926380477579538449450691970221<177> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1514382307 for P33 x P177 / Sep 4, 2022) (49*10^224+32)/9 = 2^5 * 41 * 265729 * 2283634716225677740819<22> * 10948093365163523615262994896541931<35> * 62461966540520721082171573208104172516010439624607193050694048289900198786403056377824577648350307289634472025282838275393370645229353334047643125049026251653409<161> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3786233257 for P35 x P161 / Sep 4, 2022) (49*10^225+32)/9 = 2^5 * 3^2 * 29 * 5852669 * 7917218771390869869422063<25> * 55253438360274723499855549<26> * 4168981908346137716324009830789<31> * 60252287963067092119741842780284828593406104146711251561<56> * 1013616365154705267237268858851363028413414478456926011716457127578065175311327<79> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:315869554 for P31 / Sep 4, 2022) (Norman Powell / CADO-NFS v3.0.0 for P56 x P79 / Sep 23, 2022) (49*10^226+32)/9 = 2^5 * 137 * 379 * 20949164163331<14> * 171329086447913<15> * 5646442453698109499<19> * 10036361434218188446345439482759957311041<41> * 512974687697977199853510629718479488174427977<45> * 314050060150492850900556798917421888252828348508383418347776326558252878688196969206784867<90> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:1511787764 for P41 / Nov 6, 2022) (Ignacio Santos / Yafu for P45 x P90 / Nov 20, 2022) (49*10^227+32)/9 = 2^5 * 43 * 2063 * 191794393904664564913243175877181445951243829700356095648568791090970351248338825698507354258179991758320901925271267728064670877688722552265146590412346987215377119445477785668747126998262734208354156724671554057523914021<222> (49*10^228+32)/9 = 2^5 * 3 * 1032287609<10> * 13361729625844374899<20> * 4267414815571020929556572439581431879571<40> * 963505244601181350429071244500639645229516867135806900517544379229355806413250008818960105712905994753158215052355428236276952262996048773809000886459927808083<159> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2364391730 for P40 x P159 / Sep 4, 2022) (49*10^229+32)/9 = 2^5 * 23^2 * 41 * 227 * [345571729328045843269155275099131411523470430693747574368559487998217673606830253158006543215919738621617789339789752918639585036790384392439312582961193485255805565558799246961682577861062539241432986267605737106811871563<222>] (49*10^230+32)/9 = 2^5 * 179 * 2003 * 6691507 * 109495212396667<15> * [64766517407811761361825625735717680343140822558443046975508616549504169012125634665421929850815180528701581602035864677386582663822426653701958453352891371823765669328557280746382478406127439364592113713<203>] (49*10^231+32)/9 = 2^5 * 3 * 2383 * 178249 * 587269 * 3179801 * 1368445808691469<16> * 1407995037559867<16> * [37107820502016448650907095174604666066456221541560853979902099226181737636709400375826811745383098756584192789448067314409331579249939510359990532390963402900566239588389542816647<179>] (49*10^232+32)/9 = 2^5 * 17 * 19 * 79019851681<11> * 523237953298260947<18> * 127398883386409535728495036242106514593341952394960505175627946023561368574517893822872737506705109478775994923097095290817872420165380437629712978848897261497202597920281408641840132875578353046058849<201> (49*10^233+32)/9 = 2^5 * [17013888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<233>] (49*10^234+32)/9 = 2^5 * 3^3 * 41 * 137 * 211 * 113970403 * 441620654588628091<18> * [105635888098866953537472887087314870662224403294673611790847162877295471372112043510301577439833373432803696514999825684906028546858677581000489684924358764226137433722473495973706873962049175823089657<201>] (49*10^235+32)/9 = 2^5 * 47 * 109 * 100913905761269<15> * 96763396879894692884280187<26> * [34010820959240449223242053671455008967216702481800794530481284549368943612455164791599484901740096664959918779014575335981568791621706598500191085840088647901004404157050011892166370909198981<191>] (49*10^236+32)/9 = 2^5 * 20947 * 9067501379<10> * 65177092220420729<17> * 192300484921972205719974361<27> * 7146917497215710861589056657492933614940474006671713468181520777395425353520118235890963426444822016754123995321071852051951635570601880201912870728126040480649654114518808794737<178> (49*10^237+32)/9 = 2^5 * 3 * 547 * 106129 * 503787903812834629<18> * 265664525916349517742122089<27> * [7299273493042888759469330315576835399415430601279128330274275138626074296115984074629257099377120183660927649360255687063925241997936585969932287587501936189170403622867067268421905221<184>] (49*10^238+32)/9 = 2^5 * [1701388888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<238>] (49*10^239+32)/9 = 2^5 * 41 * 89 * 71167 * 2665359647<10> * 710489695116521<15> * [34596922479698857022937374977961102126382811228476950462292187911884611375931477204915308035200806690880285266158597469341439609862619755216632430641171574884854606052409594906794403799907936169847344089009<206>] (49*10^240+32)/9 = 2^5 * 3 * 59 * [961236660389202762084118016321406151914626490897677338355304456999372253609541745134965473948524795982423101067168863779033270558694287507846829880728185812931575643440050219711236660389202762084118016321406151914626490897677338355304457<237>] (49*10^241+32)/9 = 2^5 * 2309 * [736850969635724941051922429142004715846205668639622732303546508830181415716279293585486742697656513161060584187478947115153265001684230787738799865261536980896010779077041528319137673836677734468986093065781242481112554737500601510995621<237>] (49*10^242+32)/9 = 2^5 * 137 * 34856737 * 9289791780500689<16> * 5351238482214528974393<22> * [71669769793774410965508265442631391924286244307116686990199052488585495035080806987412620637796629502211492464598155465095102887081901057696149196176604286518013934607862686177580421651465108553<194>] (49*10^243+32)/9 = 2^5 * 3^2 * 25412331233875147<17> * 2319060140593610891492657401<28> * 320777991616600814655279014789343932447134435001069417650755988095608507553631111958505911102401635174246051684976680746827588883080766671229006481698764909727081186447367221698829804761445301920843<198> (49*10^244+32)/9 = 2^5 * 41 * 883 * 159170057 * 2105087187142396423552437388276555003<37> * 762195533402782099074357358949286277489<39> * 184018367207765848983211886917891039910001101397476745158868235730809979817191740668996591001334065279479973211612937779619986024786188224311566286954157977<156> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:4240652211 for P37 / Nov 6, 2022) (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:4240653201 for P39 x P156 / Nov 7, 2022) (49*10^245+32)/9 = 2^5 * 307 * 683 * [81141776741282657412397350684558395319026945163791134575325799137207896227549891925777199120992788516312345366956895898478588374191695427286634882935930718037823593405644235237760640634530018880532279457313199044686399286959185090155468969<239>] (49*10^246+32)/9 = 2^5 * 3 * 56712962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962963<245> (49*10^247+32)/9 = 2^5 * 67 * 283 * 626723 * 38992277393616746015323689673901<32> * [3671876954870193362108724962984691717729695818951491735196611899100595966086470963050550422039560865525705354454291798606374608527397619590161882240829831272354141804891556820328923903297300051257727996463<205>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2838548377 for P32 / Sep 4, 2022) (49*10^248+32)/9 = 2^5 * 17 * 43 * 2659 * 9035497 * 3135094283<10> * 155516450977<12> * [1986958924110906280559653407947449983130096580551788163756448097793562162249931640454715389381871430834977961206380334473996322137939785071460117857863250988679197351173051123584131094812462742912468497837327720483<214>] (49*10^249+32)/9 = 2^5 * 3 * 41 * 263 * 30223 * 2740027 * [63511200049760694003423418702182044667159229914899425025866841569853266135379830761299920380688632894822480919635898926225890886144637818125609898611157944148820956636802261448614450400218266585025980419003289150107350928130718835641<233>] (49*10^250+32)/9 = 2^5 * 19 * 83 * 137 * 345979 * [22761537405520888471109624362360315876620344338675143778770165239395286201597449063506119624320155943826521587204422200911855199760721216102139048053029956238762322148079687509411735457378705654099288187705276037248279036719787403039755659<239>] (49*10^251+32)/9 = 2^5 * 23 * 881 * 2909 * 15061 * 2734874772285947<16> * 116845198589411881<18> * 720793890316293221<18> * 27305593347920324321<20> * [3047132133096008962890362541885179800997603176411919916543709487623521572637571735310656948517855000148085510736215934195576421795540569113127699036045186615274565346881<169>] (49*10^252+32)/9 = 2^5 * 3^2 * 41387 * 1021297 * 4096414603<10> * [109179518318109499699415467908670109330844132913298587440541155137156737544445653662103654238820187847343142353643627895165920070523786497693748060069801326147803042281471540872622059283100831290916315138630706175900776167042105513<231>] (49*10^253+32)/9 = 2^5 * 29 * 14083 * 441443 * 304142756453909<15> * 11028637067467399027343704381<29> * 2351823072684046775837305073346094871621<40> * 1196277160066692317978622358211626164406018697093994356755332043082479534163507497892899305671415840128101300579662080900387487392000408676041426167070911184321<160> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:4072337031 for P40 x P160 / Nov 6, 2022) (49*10^254+32)/9 = 2^5 * 41 * 193 * 585736403771<12> * 16730014499996267<17> * [219413776623074773084668356769122423937507619010210527660928878893780913240312314676894783182277333961674292532089349521792492005506021083809115626441610406230508213359262090796167353530546008668978116347886171569837329129<222>] (49*10^255+32)/9 = 2^5 * 3 * 5827 * 90841 * 6291330509676093527630285523301<31> * [17029931927449438656970354789427684336120737200391200733993245708524480075317134976587231425940717340373257697301677971505621255064061385207241036375898152274254108001637094657250144737146976873978869588738091681509<215>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1290126092 for P31 / Sep 4, 2022) (49*10^256+32)/9 = 2^5 * 2730990553<10> * 12008213492768665680601<23> * [51880600452485368526937536484637109860225207840306992090886562256063567383561416099218174317364473112767838778595920476893369378045692503728233995264232991269181248143153236132338532625593830469531338863550110477740489031113<224>] (49*10^257+32)/9 = 2^5 * 563 * 1069 * 1229 * 26551429 * 675866761 * 59334903958843<14> * 21602617565449271074192546632209161484102669095072248206410899926239777908368045010604081893419833751737551177660265762045168822382001561961638236298059404566799580234693901381541591543350516140149177739270740096449109<218> (49*10^258+32)/9 = 2^5 * 3 * 137 * [413963233306298999729656663963233306298999729656663963233306298999729656663963233306298999729656663963233306298999729656663963233306298999729656663963233306298999729656663963233306298999729656663963233306298999729656663963233306298999729656663963233306299<255>] (49*10^259+32)/9 = 2^5 * 41 * 581957429 * 388428155478405563<18> * 183576808983072508903883988553797619136468279940335242259880439841832738224462304960793655739352640419791486535818508175716011372509683257650705549132660687661642521552445078683343971086124622182494783238665747552103863170318209527<231> (49*10^260+32)/9 = 2^5 * 107 * 159008307372793354101765316718587746625129802699896157840083073727933541017653167185877466251298026998961578400830737279335410176531671858774662512980269989615784008307372793354101765316718587746625129802699896157840083073727933541017653167185877466251298027<258> (49*10^261+32)/9 = 2^5 * 3^4 * 36469325489<11> * 284802398113417202383<21> * 8981023111521503133983<22> * [22517563003347094481572516277805293088723302914129012969013463169992330761989144313610591022913018605516658943635641021191789707845040075258227847541854945499027647902988537012162495022076734208046248779689<206>] (49*10^262+32)/9 = 2^5 * 443 * 346459756451988210210746472673<30> * [11085290285924949440251018490660778449230738462473083577491875617967245910511350841578749264450310733330018043566788696707641099639887850287880837828681583178529635138387616823883079928451800053256616249776753741047908090936640251<230>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2825347301 for P30 / Sep 4, 2022) (49*10^263+32)/9 = 2^5 * 33461 * 412463 * 650854880394047797043<21> * [1894067771298312447775028800938844083361104130839980461951202115997301415858806977505750595474403077424368790088732759115286765481457544977838710609613952358886755884849720072099684878561437081674445692181824753458307856850523511161<232>] (49*10^264+32)/9 = 2^5 * 3 * 17 * 41 * 211 * [385626707303222088999999748162150332589656163265470587983456267979648479692677235293865809209156119067927971352940924632738567883773810324294117395220973862001420869147823529159926856214942597339736058823277573915038472009104441941176218750385626707303222089<258>] (49*10^265+32)/9 = 2^5 * 63496805501<11> * 346376708908578134603143<24> * [77357608325680356529412766189333694630464649846875880202976985251913000474680489368959150736447663386118086259944229551673202453004932383479041687223343194300404430234929533221428139004790499596029508997307046600776148937649839723<230>] (49*10^266+32)/9 = 2^5 * 137 * 21737 * 1056493513<10> * 66237072878365730325819655824491<32> * 81642341716495448425370180674911277420175811362633089369711436375700296174026253970049739051582028941957729064361284670808083902572506043845977241175890213062578406667957929366530816031971089545270787018172863702133507<218> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:26751688 for P32 x P218 / Sep 4, 2022) (49*10^267+32)/9 = 2^5 * 3 * 52128467 * 574260199276763029<18> * 436782261691967764189987<24> * 19031329486121329171108073101<29> * [227910611270493414261269279664134811667391712181959094353735667435564858253149619902027763156858517996817244749008932071611036756496211683776156788406841090664968776181400875685813925737243<189>] (49*10^268+32)/9 = 2^5 * 19 * 2324559995078401<16> * [38522035918763554224368299090076311467747559998058091720983536575365594683651753043671395137155796478198809642837167879129278981313265276389243221538186441997673110952648936109388530884904717428507039800309066793352486005041998271037463302957692675331<251>] (49*10^269+32)/9 = 2^5 * 41 * 43 * 2089 * 184007 * [25106056116871368837838504144083465197215511443600270142385697520290309438644885314629963613014015604097175519634233734016655342626766762530914175001373717530052755571449290913597503359861757508917364480989929441256251851484801382471623355214689904536220461<257>] (49*10^270+32)/9 = 2^5 * 3^2 * 53939 * 21885166843<11> * [16014313657964805041768755147140613000777209614867185972678224011280005518676904390619729051264197716032076799299310161251694530876818275705928954024344452793691387481828980540185109807782436197233149317152314955756537296537416770666601782352174279802673<254>] (49*10^271+32)/9 = 2^5 * 5215003 * 3718079528076296809<19> * 328948488830655755302022708250375250123<39> * [266748790650503382166527387032493409068270132517092185468386064506452760502030810537728462632205810678313668208721095194018438351271834135192422747072705570836931350437895435363559181197241279948709663447209<207>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:531669025 for P39 / Sep 4, 2022) (49*10^272+32)/9 = 2^5 * 10034930551827535089851<23> * 1695466530736514595041215251383445667733456506926562611834324322474924328428840332894906017805181927113496079941293116110169939854079178678798632169234329895661443194058525681192562785475186739374348201484601777235435568444065899482616913079698339739<250> (49*10^273+32)/9 = 2^5 * 3 * 23 * 2986070032551923991759508641638024386543<40> * [825761275358439611617153840714801997138083952446390342598700043149249264454920115142132453811128339264839949115720091802273069829149832010469076435633848449576468445485844432450962532036657945631349821159299713229826842738391781867<231>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2572475768 for P40 / Nov 6, 2022) (49*10^274+32)/9 = 2^5 * 41 * 131 * 137 * 15436238474513<14> * 283341676519537878241<21> * [528659370015196334665707188880751038131207177570605015090523903412113416721663178530482231578811584803122603366903243283113386351739668642978157284249327101035374243171064799322260103496576390403959885999297955360533828466699239656179<234>] (49*10^275+32)/9 = 2^5 * 17013888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<275> (49*10^276+32)/9 = 2^5 * 3 * 97 * 467 * [1251969424556015871497449457227818781053951808273095718734695312544713193734143423982051766329564956466212564581181989954810546876596899776219407999358991654627319873793305877899356784100376674164174992007835999977106844808118566921189495639262742289299166934434821143137<271>] (49*10^277+32)/9 = 2^5 * 82533154102413283<17> * 20614611272188614901779304854567265626063650394248353637977662594581118054830893522899695235023920449842891162133965833452386444303325290865398140902667480476392902129525884639116685271929374347100001992731262342242950944120210153286867244172536695108208120883<260> (49*10^278+32)/9 = 2^5 * 5525171 * 790650347 * 152400008844270547<18> * [25555737027592905860104028937817960187482984549466734782795628812145450781485526112395921253850901936793101521428600313081996337049589568230338447931664554712230204695069845901146396907919255338090454023046745023020724191568261127325411515226451<245>] (49*10^279+32)/9 = 2^5 * 3^2 * 41 * 61 * 2423 * 1425121 * 2501507 * [875065405067966537331799903547266225739674444521820050559182059387608875346427147868788450770793420011324748797711288477065983379723241165022388425187292552347379583357351994503294373814190712283883031028820044615311091896789230433591129140906029880065834841<258>] (49*10^280+32)/9 = 2^5 * 17 * 67 * 857 * [1743006658883039216255419541275934373935343075502666046070924349583903758941126158167453168185657841162321642752899879307104626044964506408402310865422583925272623315800251493806506853018409451358987431797928016130025507942020512669908289107918662800578296883578082771217243<274>] (49*10^281+32)/9 = 2^5 * 29 * 47 * 2729 * [4574084683461241917237639389349762459754402494897711219132694995731800228595202929995101360671080430615459262148836130313305309615423505875424844719346560525797046018025164590129302988952625865144244003199484488334149872793398071604730498216323542357577490670136787610394507<274>] (49*10^282+32)/9 = 2^5 * 3 * 137 * 21941393 * 687055944234717971<18> * [27460312341440027231876727863822735496196189931186290805775417454794627950603586442553543019132596153667769543091948207041597394392303399311809043523131484387458089619108942366277930626523841091247706409413276022460280465009586054085023217437883318865833<254>] (49*10^283+32)/9 = 2^5 * 89 * 122152858729164161<18> * 619679982963533534503<21> * 4565071384967223946122049<25> * 55321622607773412939733624315943487048204327584776747541472440718180558785586577934329321660575417434435516901809201731702398072969719735543036650084775202347072215755629447100508666725277078733791826922778981619914103<218> (49*10^284+32)/9 = 2^5 * 41 * 113 * 497041 * 1939354225177<13> * [3809710167817522968668124422312745810623074928815176979838159856773034162621192776998675435689867538354345208385581489194143307548612466432003775377508255564660865721459255148441472465548477889134617357252098865290190817522561128724155058495327381441194936582969<262>] (49*10^285+32)/9 = 2^5 * 3 * 3746090269<10> * 839113606942503881<18> * [18041944214358353530326402684431828313772525032728985887954717423870774622853454437873565965051618067322746310394301845862177453629914867655608442672622438711062162243093654023622931327320340682256134431051178843513688568114586382430962681597066561292101367<257>] (49*10^286+32)/9 = 2^5 * 19 * 7848769 * 437630325331<12> * 2663988576680317147<19> * 722561174880431550534163331<27> * 4579215771114183723578570612977<31> * 2957623901600823051050465872143711781906242946881857774812617543141517719713881747654297134067471515730977109124393339973360595694044335768822765443539502444527680311351702239847802300609361<190> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3129608865 for P31 x P190 / Sep 4, 2022) (49*10^287+32)/9 = 2^5 * 149 * 2647 * 12302855449<11> * 269891170925265347<18> * 12991783768928289746028568290700391288765221376585593285794274335382427024370766999608716492128326434020069724935849880924536552134937622499122863259138748417600719967476385596859984791610750028894436643091763751025477773955151452616963947650377110372921<254> (49*10^288+32)/9 = 2^5 * 3^3 * 2041651133577812642630917569243748393<37> * 3086443234880873780509854699454503038011016056745885568099219588175421522417675166673407509146096428074840268104366310337545502584572637671118889761266218156068586920070249859142468984419466968380027522700823526483684903767702049605883307007653890499<250> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2823994974 for P37 x P250 / Sep 4, 2022) (49*10^289+32)/9 = 2^5 * 41 * 269 * 540498969541<12> * 94243058786460591829<20> * [3028469554027033950827896599119629125803391903714348061527383248535415683398858727128804621377177586315015032991963520518548835886894699230442403021281512744444486682561096112659928567308065453595913158156426681448569328169229012128447045517081637547469<253>] (49*10^290+32)/9 = 2^5 * 43 * 137 * 771049 * 8435610483697403246291<22> * 44164772022868197556320209099<29> * [10054027769765428253012094688140899849713647226801535885722815568203308854040535319101435936102041614830575847313617937098205746994700094169802898207576746376096402137240544328784381865213511381682133846161530137268538337697797419<230>] (49*10^291+32)/9 = 2^5 * 3 * 83 * 476869 * 2226463 * 1476297601<10> * 21213991244207<14> * 36998915959178687567<20> * 7344213417004984421657341<25> * [75623902368215803883581330188352403425398271284116936325779291217966566572094538317077728613601976200766114120240313462929877234635407678735946730653890017677561539908780559486882554010987079905470647754935247<209>] (49*10^292+32)/9 = 2^5 * 536267 * [3172652594489105033292909854398814189366283752102756442012819899208582457784814073752233288434471800220578347891794365286114731819949556636691962938030661757834975653711470011932281659861391599499668800968340190406810206275771003788950073170433550617302367829623842020651818756121277067<286>] (49*10^293+32)/9 = 2^5 * 2293869329<10> * 170070952069<12> * 752310952949<12> * 479332153498000380264139934046258229228561<42> * [120940240431402929721327018786707870878063927614237050734856964442559462738682282740870849123996800442088940556069550908031027487719843485083244761821519402566380773925967613533666201315807772449346747226015624530910801<219>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:1583562010 for P42 / Nov 6, 2022) (49*10^294+32)/9 = 2^5 * 3 * 41 * 211 * 382668683681<12> * 1563343390513<13> * [10958187349236050587504177891936062814472107507331883506643122922193227393916357448303950418281727897624979104098707912166696405356464750796281106551608689140738254801311375979148069243508269622199927701264358739390376079195927822116486720478195598923307676736131721<266>] (49*10^295+32)/9 = 2^5 * 23 * 58763 * 66083 * 11060832977739401<17> * 345207042863246989<18> * 718665973242127350889<21> * 6942045909218581616201059631810507677378091796483950417043461831928561582329294087517959269498562030687447542253080894810892490481235468133158046527107882459248252451508883561884352807540562480790907381862257500638375493636144027<229> (49*10^296+32)/9 = 2^5 * 17 * 929 * 3254038115713729<16> * 461662963406661792983536660697<30> * 2796452075032926070597523325043<31> * 371364649415338485691795892578575113<36> * 506294372974749660652165185541423067<36> * 1363892823805231496895521448402415736930742837783339222405124572783980763618497060731181426891553016865108559827406268576348052466656385505782857<145> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:374476618 for P30, B1=1000000, sigma=1:438373042 for P31, B1=1000000, sigma=1:3897468574 for P36 / Sep 4, 2022) (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:3732242535 for P36 x P145 / Sep 12, 2022) (49*10^297+32)/9 = 2^5 * 3^2 * 5323 * 16063 * 221094509264827989224776692520597304178744168110354612983104568075506855148496241798134959458188251639761162894968254256968589471908532935409594162847597790050550974960302287742214490970651777093795327880326508080063479786282846702542465960263002731284685168542201245485573370009023322829<288> (49*10^298+32)/9 = 2^5 * 59 * 137 * 1873 * 112381088973449374174393476602360024152044593461951902567250843566397510564207670095007284533013292541621790374998795458205533558952726705022213071741129513867628221648401629733855674029626084319716370901291049362390617055001033318884703138262000570092292524382072628149320850163066519674771<291> (49*10^299+32)/9 = 2^5 * 41 * 144241963 * 2876922159808635507635872433303545466167352404168077633060202390429889871904266672381108660383198610025830624427232240296743416475335941524678915587118638789599175083952323220455598555414139288975774497049301785292348660902495413022767369002666532621502088750503899679993192916403453253683<289> (49*10^300+32)/9 = 2^5 * 3 * 163 * 18049 * 40248064623384067<17> * [478957068021608654972405065998962217032549667464053940796946586068645906075221701925779258231948927336119636788942488867220942669850691431449845120305412723746001183161458053619008600999497891984347293496031565829702438067481216678977683443599578936171470994883381767412133147<276>]