(65*10^1+16)/9 = 2 * 37
(65*10^2+16)/9 = 2^2 * 181
(65*10^3+16)/9 = 2^3 * 3 * 7 * 43
(65*10^4+16)/9 = 2^5 * 37 * 61
(65*10^5+16)/9 = 2^4 * 45139
(65*10^6+16)/9 = 2^4 * 3 * 379 * 397
(65*10^7+16)/9 = 2^4 * 37 * 121997
(65*10^8+16)/9 = 2^4 * 19 * 71 * 33461
(65*10^9+16)/9 = 2^4 * 3^3 * 7 * 257 * 9293
(65*10^10+16)/9 = 2^4 * 29 * 31 * 37 * 97 * 1399
(65*10^11+16)/9 = 2^4 * 151^2 * 1979689
(65*10^12+16)/9 = 2^4 * 3 * 150462962963<12>
(65*10^13+16)/9 = 2^4 * 17 * 37 * 9697 * 740053
(65*10^14+16)/9 = 2^4 * 59 * 652343 * 1172797
(65*10^15+16)/9 = 2^4 * 3 * 7 * 2556133 * 8409073
(65*10^16+16)/9 = 2^4 * 23 * 37 * 145603 * 36429313
(65*10^17+16)/9 = 2^4 * 45138888888888889<17>
(65*10^18+16)/9 = 2^4 * 3^2 * 5827 * 8607228588923<13>
(65*10^19+16)/9 = 2^4 * 37 * 24432949 * 4993134353<10>
(65*10^20+16)/9 = 2^4 * 1657 * 23537 * 1157383399121<13>
(65*10^21+16)/9 = 2^4 * 3 * 7^2 * 1283 * 84059 * 28472306771<11>
(65*10^22+16)/9 = 2^4 * 37 * 107 * 883 * 1007117 * 1282108361<10>
(65*10^23+16)/9 = 2^4 * 3413 * 13225575414265716053<20>
(65*10^24+16)/9 = 2^4 * 3 * 43 * 1904261053<10> * 1837530977197<13>
(65*10^25+16)/9 = 2^4 * 31 * 37 * 131 * 5437001711<10> * 5525310407<10>
(65*10^26+16)/9 = 2^4 * 19 * 197 * 1205017787<10> * 10007776087429<14>
(65*10^27+16)/9 = 2^4 * 3^2 * 7 * 293 * 8917219 * 2742289255275209<16>
(65*10^28+16)/9 = 2^4 * 37 * 4241 * 28766092194528883988917<23>
(65*10^29+16)/9 = 2^4 * 17 * 907 * 27557317 * 110711747 * 959542069
(65*10^30+16)/9 = 2^4 * 3 * 193 * 779600844367683745922087891<27>
(65*10^31+16)/9 = 2^4 * 37 * 47 * 3137 * 10937 * 75655159591251849379<20>
(65*10^32+16)/9 = 2^4 * 18824563 * 384263017 * 6240183677577259<16>
(65*10^33+16)/9 = 2^4 * 3 * 7 * 113 * 13397563 * 14198004791617035398111<23>
(65*10^34+16)/9 = 2^4 * 37 * 121996996996996996996996996996997<33>
(65*10^35+16)/9 = 2^4 * 51157 * 882359968115583182924895691477<30>
(65*10^36+16)/9 = 2^4 * 3^4 * 12608467 * 1072509961121<13> * 412099630481267<15>
(65*10^37+16)/9 = 2^4 * 37 * 569 * 1760759629<10> * 94316692523<11> * 1291065391139<13>
(65*10^38+16)/9 = 2^4 * 23 * 29 * 6199 * 41263 * 264571216607401769798319091<27>
(65*10^39+16)/9 = 2^4 * 3 * 7 * 352817 * 60923110265970729043653534253477<32>
(65*10^40+16)/9 = 2^4 * 31 * 37 * 263 * 14963448668833189868391634612657549<35>
(65*10^41+16)/9 = 2^4 * 223 * 927973 * 964643594636431<15> * 226122498937251061<18>
(65*10^42+16)/9 = 2^4 * 3 * 99581 * 6323419 * 238946771414699238394810063517<30>
(65*10^43+16)/9 = 2^4 * 37 * 71 * 844289 * 10435249841<11> * 195027929144280539784643<24>
(65*10^44+16)/9 = 2^4 * 19 * 601 * 7175406481428262867<19> * 550904453265977801593<21>
(65*10^45+16)/9 = 2^4 * 3^2 * 7 * 17 * 43 * 1061 * 3385240981<10> * 340223702111<12> * 8020905479431363<16>
(65*10^46+16)/9 = 2^4 * 37 * 9479 * 509441 * 17629568087<11> * 1433016036514018646501029<25>
(65*10^47+16)/9 = 2^4 * 45138888888888888888888888888888888888888888889<47>
(65*10^48+16)/9 = 2^4 * 3 * 4517 * 68955121 * 483073255691740168117881170567612359<36>
(65*10^49+16)/9 = 2^4 * 37 * 1875896001209<13> * 850094835455197<15> * 76502038050267270289<20>
(65*10^50+16)/9 = 2^4 * 9461 * 21061 * 226534751318310830045862416262014680389809<42>
(65*10^51+16)/9 = 2^4 * 3 * 7 * 55793 * 249367074911<12> * 1544944009268763507699391657236283<34>
(65*10^52+16)/9 = 2^4 * 37^2 * 3297216135053972891810729648567486405324243162081<49>
(65*10^53+16)/9 = 2^4 * 8219 * 212483891 * 163210101191<12> * 1739687806517<13> * 91030624049425603<17>
(65*10^54+16)/9 = 2^4 * 3^2 * 50154320987654320987654320987654320987654320987654321<53>
(65*10^55+16)/9 = 2^4 * 31 * 37 * 2083 * 18325753 * 213233908653528857<18> * 483481744236767987357209<24>
(65*10^56+16)/9 = 2^4 * 3547097 * 4571263237<10> * 2783822679268443017300361648532801053101<40>
(65*10^57+16)/9 = 2^4 * 3 * 7 * 1178609 * 27305356696075537<17> * 667903874059202628087444416705173<33>
(65*10^58+16)/9 = 2^4 * 37 * 4996507 * 4847930512412111<16> * 9212624184789511<16> * 546692226834865351<18>
(65*10^59+16)/9 = 2^4 * 17035661 * 4602861737794613<16> * 391949339512911199<18> * 1468703090459112727<19>
(65*10^60+16)/9 = 2^4 * 3 * 23 * 3174287 * 2060893660501219068188458548369704590873655597961163<52>
(65*10^61+16)/9 = 2^4 * 17 * 37 * 6907 * 1038988553785988613401553385712678501750117076427128463<55>
(65*10^62+16)/9 = 2^4 * 19 * 4950857 * 3829294623262519<16> * 125313569039898838659187656838872139757<39>
(65*10^63+16)/9 = 2^4 * 3^3 * 7^2 * 313 * 116531 * 748970645964467<15> * 12489366568795217383067969255067277643<38>
(65*10^64+16)/9 = 2^4 * 37 * 61 * 11027 * 26201950032983<14> * 2105931475433468489<19> * 3286881758425710839627773<25>
(65*10^65+16)/9 = 2^4 * 229 * 45869 * 807328852459<12> * 3265326570544257153593<22> * 1630117891930841379929347<25>
(65*10^66+16)/9 = 2^4 * 3 * 29 * 43 * 37039 * 737249503954627<15> * 359971149005279969<18> * 12275006201285778383492897<26>
(65*10^67+16)/9 = 2^4 * 37 * 6723779 * 1621015404137<13> * 11193053206165449246317551817772289954811456639<47>
(65*10^68+16)/9 = 2^4 * 255133 * 4360442353417<13> * 1101199647248102807549<22> * 36845768221920009253705520201<29>
(65*10^69+16)/9 = 2^4 * 3 * 7 * 11173 * 73079 * 19290877 * 1364637191259441279783050907541967668663413809577251<52>
(65*10^70+16)/9 = 2^4 * 31 * 37 * 5801 * 448249 * 8641497583<10> * 1410831659153101<16> * 4430210261324509<16> * 28020553100984029<17>
(65*10^71+16)/9 = 2^4 * 4022925376649<13> * 13197492729196511<17> * 850192865965029985368555063048104119392751<42>
(65*10^72+16)/9 = 2^4 * 3^2 * 59 * 1314233 * 204417365178553<15> * 339780322238131<15> * 9312536016437549705346824511390401<34>
(65*10^73+16)/9 = 2^4 * 37 * 18311 * 86430258697457<14> * 24157102305437797979<20> * 3190997224115384448941694098734009<34>
(65*10^74+16)/9 = 2^4 * 389 * 94598673961710169<17> * 1226637434956037712427686747563022128010226591677536429<55>
(65*10^75+16)/9 = 2^4 * 3 * 7 * 107 * 127493 * 5019367223169283<16> * 313915298447885877177020851837029844761268880038673<51>
(65*10^76+16)/9 = 2^4 * 37 * 1063 * 2774858869<10> * 3491225251<10> * 11846692243164475047493671813906661883097084781247501<53>
(65*10^77+16)/9 = 2^4 * 17 * 47 * 32173 * 1835848811417<13> * 8027598870219218102191<22> * 119148876187597365267376337839242581<36>
(65*10^78+16)/9 = 2^4 * 3 * 71 * 1869581985341565390395328167<28> * 1133513629284897902799389075632027943820186900259<49>
(65*10^79+16)/9 = 2^4 * 37 * 109 * 14437 * 22637383 * 212757917 * 2253052619122972099<19> * 7144344746451326342227857920421106981<37>
(65*10^80+16)/9 = 2^4 * 19 * 49529 * 205370908079805329<18> * 233560168877636693308959910267284833425255344338360802091<57>
(65*10^81+16)/9 = 2^4 * 3^2 * 7 * 149 * 101056327 * 328340911 * 5619720479669655753349<22> * 257881877793739117450427190817899449399<39>
(65*10^82+16)/9 = 2^4 * 23 * 37 * 5059 * 6936283 * 28500139 * 128898262057<12> * 41146773043188633116194766582996497951506956773969<50>
(65*10^83+16)/9 = 2^4 * 26111 * 1728730760556427899693190183788016119217528585228022246903178311397069774764999<79>
(65*10^84+16)/9 = 2^4 * 3 * 21618609764070395123150146060741<32> * 6959881537481136117935874430065146785108539568497143<52> (Eric Jeancolas / ECM for P32 x P52 / Feb 7, 2023)
(65*10^85+16)/9 = 2^4 * 31 * 37 * 1090539920758249211001327181<28> * 3608659275092713604904374813107117281665661903104931527<55>
(65*10^86+16)/9 = 2^4 * 151 * 298933038999264164827078734363502575423105224429727740986019131714495952906548933039<84>
(65*10^87+16)/9 = 2^4 * 3 * 7 * 43 * 278143 * 4298431 * 163948319 * 238244905012308448467961619279<30> * 10704205302074899562791740266125711<35> (Eric Jeancolas / ECM for P30 x P35 / Feb 7, 2023)
(65*10^88+16)/9 = 2^4 * 37 * 1527671669<10> * 829986436968992307699941<24> * 96216182197031540042093544059823476231265298529991293<53>
(65*10^89+16)/9 = 2^4 * 120539 * 1450513 * 1516217 * 5855489 * 38378413991<11> * 757687461474654689876181935006159981036515985825365669<54>
(65*10^90+16)/9 = 2^4 * 3^3 * 4457031486749<13> * 3750951063637002836261167306651262163240409808108852427107259732735358137143<76>
(65*10^91+16)/9 = 2^4 * 37 * 10593645539<11> * 28368854123<11> * 405940057537990323637016737918144954230998817138508202189693979480101<69>
(65*10^92+16)/9 = 2^4 * 46856773406553101<17> * 1012473377320946537642803<25> * 951469503223209070466199305253404804312082440178863<51>
(65*10^93+16)/9 = 2^4 * 3 * 7 * 17 * 6379 * 21821 * 3511082459<10> * 81001350590202043<17> * 31939058335556583907898631183781165249532251374457281619<56>
(65*10^94+16)/9 = 2^4 * 29 * 37 * 147249857286592204159<21> * 755163821640938732384561<24> * 37831632688253329509560989800414443267815837607<47>
(65*10^95+16)/9 = 2^4 * 8161 * 103457 * 34998383858681723<17> * 593915983551944866062522428329<30> * 2572021546979494000486470793570887033571<40> (Eric Jeancolas / ECM for P30 x P40 / Feb 7, 2023)
(65*10^96+16)/9 = 2^4 * 3 * 216421 * 3694091 * 226312861757<12> * 4035747271022507<16> * 152372551641946444631203<24> * 1352329999415684211031731953067689<34>
(65*10^97+16)/9 = 2^4 * 37 * 383 * 617077 * 605156899 * 6699802139<10> * 127315429982904357478898398569693013909750355471884865988595803678047<69>
(65*10^98+16)/9 = 2^4 * 19 * 37160587967<11> * 3842273792863031<16> * 16638967676706263413661750830859300108487302742152133167321819068383403<71>
(65*10^99+16)/9 = 2^4 * 3^2 * 7 * 1232070710032766829312779<25> * 1827213531207428088026408131<28> * 3182624335078778885843860895169982297058089447<46>
(65*10^100+16)/9 = 2^4 * 31 * 37 * 3491 * 7951 * 141780284790861101566883753621443205395000231795549336647115722708312846978668700812524807<90>
(65*10^101+16)/9 = 2^4 * 1181 * 1607 * 866694659 * 35417839119604598932670991705830219123<38> * 774813018268380523380954708234177515915730152131<48> (Eric Jeancolas / ECM for P38 x P48 / Feb 7, 2023)
(65*10^102+16)/9 = 2^4 * 3 * 149854362407<12> * 819655902691<12> * 1224979014865254365191720674344657845697630300404099470956937421538152612334599<79>
(65*10^103+16)/9 = 2^4 * 37 * 321208006211<12> * 836546662228381147<18> * 454017515796154802114309903921426128453236368887261165165564231212701941<72>
(65*10^104+16)/9 = 2^4 * 23 * 499688171 * 101934946723<12> * 1548558603192761348520239887607143<34> * 24881308402994382641991059581118227244958918123097<50> (Eric Jeancolas / ECM for P34 x P50 / Feb 7, 2023)
(65*10^105+16)/9 = 2^4 * 3 * 7^2 * 397 * 2767 * 2192280183019<13> * 1275081092279151621972981011586699039637758527029120150162755139144199638844727375427<85>
(65*10^106+16)/9 = 2^4 * 37 * 97 * 710867 * 4878767 * 16229840747<11> * 210482091731<12> * 73396238959586233<17> * 1446357858047073174247954185810243884291649498592289<52>
(65*10^107+16)/9 = 2^4 * 77023 * 7213555358129<13> * 1089013417705849<16> * 64637084765517407837<20> * 1154160146367496721286928803491780332935638860144570459<55>
(65*10^108+16)/9 = 2^4 * 3^2 * 43 * 2188783 * 212870257952480959923311429533<30> * 2503353645500401381418932165977042759527737600763731730074928651676673<70> (Eric Jeancolas / ECM for P30 x P70 / Feb 7, 2023)
(65*10^109+16)/9 = 2^4 * 17 * 37 * 233 * 17789100538886147<17> * 1731371675809671581958236954627152820866529767320237951002299388910997668771016859594191<88>
(65*10^110+16)/9 = 2^4 * 24793 * 6673951 * 7363796501<10> * 450681782153<12> * 82199086124201679857172916790341632148810277607772058119034162606071735875691<77>
(65*10^111+16)/9 = 2^4 * 3 * 7 * 35176489 * 14774903772568098377<20> * 41357513372528005005918136801557932004588984364487190583957267423521160653502934053<83>
(65*10^112+16)/9 = 2^4 * 37 * 1019 * 131572220193727<15> * 909935802699193473686491676650388402007412136112672672527962658129877087668128691401035778369<93>
(65*10^113+16)/9 = 2^4 * 71 * 4027 * 2083967 * 7455304810224643685881<22> * 10161425663146295758779656023331291193514713441203546860567572754470026918471371<80>
(65*10^114+16)/9 = 2^4 * 3 * 1151 * 37991 * 3952027 * 454921073774396270017<21> * 1913892772603372609122240596772233643545789714967041912136900417555318209528977<79>
(65*10^115+16)/9 = 2^4 * 31 * 37 * 42425146957<11> * 8764987669779647615619274441521931<34> * 10583097124683446255403811832405699940271118558208138426189610670261<68> (Eric Jeancolas / ECM for P34 x P68 / Feb 7, 2023)
(65*10^116+16)/9 = 2^4 * 19 * 1301 * 6493382029<10> * 78519042372928121<17> * 186413526728027143956917755914997376497<39> * 19213062484672299678022958380196069711080553947<47> (Eric Jeancolas / ECM for P39 x P47 / Feb 7, 2023)
(65*10^117+16)/9 = 2^4 * 3^5 * 7 * 6047 * 196024180221631<15> * 210534506351091548161<21> * 9875308458276157374421<22> * 107677008113883254930957600494438085228175583404228817<54>
(65*10^118+16)/9 = 2^4 * 37 * 283 * 739 * 631306589 * 2417241863<10> * 76193461195504573<17> * 5016954184515344694860614733618127919502888056908135398938156639658565980171<76>
(65*10^119+16)/9 = 2^4 * 6577 * 14661483269198867929<20> * 61029306509401853423<20> * 206022700715346225481<21> * 37229877103953293254564508557621561808819990283777311591<56>
(65*10^120+16)/9 = 2^4 * 3 * 72077 * 2087530876187451794094689886690108674930462740721214298083479653189824256877547108827545027719840766998667577215519<115>
(65*10^121+16)/9 = 2^4 * 37 * 28843 * 80768823657078508878343883165015079625310724311759<50> * 52367875177644728681708790812366564611786537242130274373694639681<65> (Dmitry Domanov / Msieve 1.54 snfs for P50 x P65 / Feb 22, 2023)
(65*10^122+16)/9 = 2^4 * 29 * 347 * 521359 * 8603724925666783206593363001882977055294127492747403877821929800475599525286024088245070498668217791814539080217<112>
(65*10^123+16)/9 = 2^4 * 3 * 7 * 47 * 2027 * 102963326699281<15> * 13943677760070627251747<23> * 515840624765790216206813<24> * 304652339681790135860662954285446321578727229127601380071<57>
(65*10^124+16)/9 = 2^4 * 37 * 61 * 197 * 210401 * 1743754403<10> * 17776239329139223<17> * 1556610923382461662320439277188001425589283638025167950232599866972988597914942720063889<88>
(65*10^125+16)/9 = 2^4 * 17 * 184499171 * 1069826322663746491<19> * 13452228781163154199268538866780236210808881743648954382550152723093495062967481219396563923780697<98>
(65*10^126+16)/9 = 2^4 * 3^2 * 23 * 467 * 3041 * 1535490798936408970879478795769927215668651110785326264530126902284069153393958849136111200112882404539025552426869741<118>
(65*10^127+16)/9 = 2^4 * 37 * 30119 * 46692431 * 2426763880539241<16> * 476613104557280109027733<24> * 75001267823375316923490827062275818015563259140155481424094493018216867841<74>
(65*10^128+16)/9 = 2^4 * 107 * 4999 * 39831290438221967<17> * 1717124964713401674181168111<28> * 1233836663122908440456653989619164684487270293905255807061695226442257976517629<79>
(65*10^129+16)/9 = 2^4 * 3 * 7 * 43 * 15482243947<11> * 1295317406742795493<19> * 24926023857661206539926496707893291951812679591128115080640650746629877605063747115213279563744953<98>
(65*10^130+16)/9 = 2^4 * 31 * 37 * 59 * 327491 * 87023977919<11> * 2340437965259635236284038461102272924911721828695208882351705769296475001574085905236095665480727588319585717<109>
(65*10^131+16)/9 = 2^4 * 6971 * 17854978877942940973<20> * 11177756697637091272351230501480271161173814491344373<53> * 32444552528574317948958879406330358121340042579414763371<56> (Lionel Debroux / CADO-NFS for P53 x P56 / Mar 8, 2023)
(65*10^132+16)/9 = 2^4 * 3 * 511193 * 201397691921<12> * 2554053100663<13> * 107562661996356727<18> * 8455222753364366926040255624513<31> * 629178255403093810539266462951194352230242807991839467<54> (Eric Jeancolas / ECM for P31 x P54 / Feb 7, 2023)
(65*10^133+16)/9 = 2^4 * 37 * 22511 * 838171 * 6465791887082565904527442444000300922870495710203813215701648813027259190547248183849222018898035914163613776687360081937<121>
(65*10^134+16)/9 = 2^4 * 19 * 773 * 17047 * 180289240222625263312102503469939912993437820917759960922718795949805524626021080759984459950632718731285325049946077407636401<126>
(65*10^135+16)/9 = 2^4 * 3^2 * 7 * 55826849437<11> * 42002858487407276835201862559074527743083<41> * 3055542639742648315307098674473427933314966139762412580823184980819449696571648793<82> (Bob Backstrom / GMP-ECM 7.0.4 B1=41730000, sigma=1:3253403691 for P41 x P82 / Feb 23, 2023)
(65*10^136+16)/9 = 2^4 * 37 * 21713434218163<14> * 5618503078382143971695740144094169533063295706948482477805915646112218909925393788515594166867821403588786376482715481319<121>
(65*10^137+16)/9 = 2^4 * 167 * 270292747837658017298735861610113107119095143047238855622089155023286759813705921490352628077178975382568196939454424484364604125083167<135>
(65*10^138+16)/9 = 2^4 * 3 * 431 * 37658767 * 9270138935622953728124396943611968859627553702281500894251822630207053184728148345850672703811193843254317646238199139539160019<127>
(65*10^139+16)/9 = 2^4 * 37 * 302227 * 1458101 * 1227162821175481236898909170102489898396549<43> * 225593240826095844465088077253121322200779683972691676519671033815334422893347777039<84> (Bob Backstrom / GMP-ECM 7.0.4 B1=31940000, sigma=1:3338535559 for P43 x P84 / Feb 25, 2023)
(65*10^140+16)/9 = 2^4 * 9187 * 16489757 * 10200843223<11> * 1392288059251097<16> * 20979624993359444408343095140957265713888589106292155039366971393374758327986948176597468500773367245041<104>
(65*10^141+16)/9 = 2^4 * 3 * 7 * 17 * 179 * 5876042867625352913<19> * 1769121301001499923318276741<28> * 679496228233523884745545943928742082515754986366506228962574354838856985611050299526462411<90>
(65*10^142+16)/9 = 2^4 * 37 * 881 * 117701 * 304704243502229<15> * 2017944799535216217400583<25> * 1913397908242279382808353002485092538844991311419139665547802711884294613178222113738733713291<94>
(65*10^143+16)/9 = 2^4 * 119359 * 13903033 * 118466137 * 261128777963<12> * 879300208280741622416036742260942858180671805079912096299673025569376166654102471959500958364499009645561099077<111>
(65*10^144+16)/9 = 2^4 * 3^3 * 111008655761<12> * 4961283694555587520191200184319106747084426232871<49> * 30355416441845431506464992580982194012492399624672236116974464246713172288684009597<83> (Bob Backstrom / Msieve 1.44 snfs for P49 x P83 / Feb 23, 2023)
(65*10^145+16)/9 = 2^4 * 31 * 37 * 113 * 89363 * 14543093 * 380255271791<12> * 2475178791293605465203397277926169296435149887<46> * 28471651748240283048219614659791496425833954944021450455117851619560533<71> (Bob Backstrom / GMP-ECM 7.0.4 B1=34270000, sigma=1:3172741778 for P46 x P71 / Feb 28, 2023)
(65*10^146+16)/9 = 2^4 * 45138888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<146>
(65*10^147+16)/9 = 2^4 * 3 * 7^2 * 2607509371<10> * 19393116107<11> * 443706962371<12> * 136855990071618252271430538937478847048208996211386312238029648011642116632011603127932547304386397326421000273401<114>
(65*10^148+16)/9 = 2^4 * 23 * 37 * 71 * 670903 * 838571 * 242554031 * 28349263199406381808703430951649<32> * 19311371118685346935320952037101508673167268477665873064892594749795685587214481181490039847<92> (Eric Jeancolas / ECM for P32 x P92 / Feb 7, 2023)
(65*10^149+16)/9 = 2^4 * 51475373186924576912539766942826617153079245091668115315568544269277<68> * 876902605931077765705915189062939233360051417144337058299634960484584191757241357<81> (Bob Backstrom / Msieve 1.44 snfs for P68 x P81 / Feb 25, 2023)
(65*10^150+16)/9 = 2^4 * 3 * 29 * 43 * 811 * 5981 * 13103 * 889631 * 62590840009501926822961125955283730130546830699643<50> * 34093930437029096643078846610960710731540165772446269590250293818231384216912281<80> (Bob Backstrom / Msieve 1.44 snfs for P50 x P80 / Feb 27, 2023)
(65*10^151+16)/9 = 2^4 * 37 * 1727261320340714336934313<25> * 5690330987674131405829340829653<31> * 12412337166881644146710161887620423814511894895814832288895617339968433388922698716823615486473<95> (Eric Jeancolas / ECM for P31 x P95 / Feb 7, 2023)
(65*10^152+16)/9 = 2^4 * 19 * 8849 * 28871 * 35339 * 304807 * 161544199 * 8891040887272547<16> * 40142357142870821951059465358626754486715716744353<50> * 14973219945585844678607784616716422500667229361538509333477<59> (Lionel Debroux / CADO-NFS for P50 x P59 / Mar 8, 2023)
(65*10^153+16)/9 = 2^4 * 3^2 * 7 * 90730615616293161124997819<26> * 521829994775143012026118241<27> * 2386824391746136869161199406113239767<37> * 63402583016103235333176938995402675616982541474222439144523971<62> (Eric Jeancolas / ECM for P37 x P62 / Feb 7, 2023)
(65*10^154+16)/9 = 2^4 * 37 * 443 * 4007 * 6994607 * 1448662793<10> * 3512495280709766691357150890998651<34> * 1930988548506202775309282149187402572058956098091800010080910146741729426474313162060977675192797<97> (Eric Jeancolas / ECM for P34 x P97 / Feb 7, 2023)
(65*10^155+16)/9 = 2^4 * 131 * 738173 * 10207248639889515472789168138887083198096998077070489133947372243<65> * 45731212778459017057782219462931674086191417151485749304679220653798489112150534421<83> (Bob Backstrom / Msieve 1.44 snfs for P65 x P83 / Feb 28, 2023)
(65*10^156+16)/9 = 2^4 * 3 * 3685369 * 7271458734868328699459<22> * 149961602894529073011424080840246220511036723362467287<54> * 37440963282280024936827173985718979997181223300444906289614080322330964719<74> (Bob Backstrom / Msieve 1.44 snfs for P54 x P74 / Mar 7, 2023)
(65*10^157+16)/9 = 2^4 * 17 * 37 * 563 * 39557873 * 213466135242445633240099761899<30> * 1509488834904762394614096629046327079194274018780178037859331965345963016068675179684408718743731165047894812084341<115> (Eric Jeancolas / ECM for P30 x P115 / Feb 7, 2023)
(65*10^158+16)/9 = 2^4 * 1361 * 19976423 * 594163058303<12> * 188490814709618779<18> * 14824470009284895616798657672000538981778058564627214796818346433294818238793681299301410461083033921000566644905448899<119>
(65*10^159+16)/9 = 2^4 * 3 * 7 * 6353 * 1123080110509197032173<22> * 3012603514603706440966704706943995971425743025272953458684843992351789610839121641343514352503510335548040956386695416390454395469561<133>
(65*10^160+16)/9 = 2^4 * 31 * 37 * 55280803793<11> * 186738698383<12> * 381222715157689336487226466937803217283007536950526277105610837830199951033982276471566356617592726839398355684746106644839611963347173<135>
(65*10^161+16)/9 = 2^4 * 151 * 15731 * 537101974621493<15> * 411515595881532427427<21> * 3069208037767211084611770134994556083403992343587229021<55> * 28012264037017111597937956747912241222886550245041724027646775399<65> (Norman Powell / YAFU v2.09 for P55 x P65 / Mar 11, 2023)
(65*10^162+16)/9 = 2^4 * 3^2 * 110565527979358915134430740075450841453<39> * 453616257293298980590471254279555206625817314456486248978615560289910128320491155292371481781383123478984548214052418905557<123> (Eric Jeancolas / cado-nfs-3.0.0 for P39 x P123 / Feb 7, 2023)
(65*10^163+16)/9 = 2^4 * 37^2 * 953 * 261579569921539<15> * 1805517948587610451<19> * 1281935799532650208261591502784337514336110471458403360049<58> * 5714557519211394286101470171563377409233929485425488414078367403457<67> (Norman Powell / YAFU v2.09/ for P58 x P67 / Mar 10, 2023)
(65*10^164+16)/9 = 2^4 * 10731605746452888368636939811474637<35> * 4206163546756143229451278285081541939068467548842742155538877923243166691005396886389345831057228333754912996241826171512593434397<130> (Eric Jeancolas / cado-nfs-3.0.0 for P35 x P130 / Feb 7, 2023)
(65*10^165+16)/9 = 2^4 * 3 * 7 * 359 * 9029 * 41543 * 45491 * 14864329 * 8464597572652211<16> * 27888329699543362120843141433680232058903838652096672074467087724585064454868753760513369831730272236174905153645130761700177<125>
(65*10^166+16)/9 = 2^4 * 37 * 42492176179<11> * 4823096624869417<16> * 1410892901665449564142215572282763672159290587614549585399336217<64> * 421910327310049897316088146017512413649043346499467821133627841009524694887<75> (Bob Backstrom / Msieve 1.44 snfs for P64 x P75 / Mar 9, 2023)
(65*10^167+16)/9 = 2^4 * 3989 * 2612647 * 8120475073<10> * 545302873508358749562587545719217<33> * 978108130883899975461821557577667296233396911840627327691341203466556026770087685908467269783926482415620782569363<114> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3862391275 for P33 x P114 / Feb 7, 2023)
(65*10^168+16)/9 = 2^4 * 3 * 1374552146881<13> * 7536359604167845834971961<25> * 14524686799075769240284093223473706011916307792423610542739454082039958326386124764893899257743639369355287313481347112924649550443<131>
(65*10^169+16)/9 = 2^4 * 37 * 47 * 382438187870833<15> * 219735740072418359505383<24> * 6455230961787370570977863<25> * 4999380109774754065446607226617<31> * 147960704690131669506287667249878611<36> * 6468669990929388005981282231779439089<37> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1991059626 for P31, B1=1000000, sigma=1:450247758 for P36 x P37 / Feb 7, 2023)
(65*10^170+16)/9 = 2^4 * 19 * 23 * 36583 * 104848171489<12> * 412456995099577635573839403642081367632711386030810661604690637996589389953<75> * 65290587443132900415614999251266525237777179924917113199819322434526518373027<77> (Bob Backstrom / Msieve 1.44 snfs for P75 x P77 / Mar 15, 2023)
(65*10^171+16)/9 = 2^4 * 3^3 * 7 * 43 * 58217 * 27727247 * 18811641876345822902489071<26> * 7313922719740179536124050863<28> * 250084607530394240696262302232281699840748362808454746490360301275018904125163027423597524333391730241<102>
(65*10^172+16)/9 = 2^4 * 37 * 1427 * 108887 * 42974207 * 57887565003723493398262929209<29> * 315613798226998013750435652595948597975298209745362055859808425558785171605729905517343161242717469932472678798572870990056231<126>
(65*10^173+16)/9 = 2^4 * 17 * 293 * 5727301330134798221110101111955319<34> * 19084623959720094705058790438458754936529938187245865804083<59> * 82908810149135029500972245234780895488905453814918456402369555872458453492097<77> (Bob Backstrom / Msieve 1.44 snfs for P34 x P59 x P77 / Mar 11, 2023)
(65*10^174+16)/9 = 2^4 * 3 * 19024724014808735537<20> * 14523280366951893979901<23> * 544560985008160341813836764787766111651846530811174524874565061782478772655888178078091027384924660242400517436984267221255741910399<132>
(65*10^175+16)/9 = 2^4 * 31 * 37 * 2059715533<10> * 5125725193<10> * 5576759654568768321242850122563107253<37> * 66841002687305163954099016281701456808117004809784753574838380130681374212440317265003163633168888110980744126114291<116> (Bob Backstrom / GMP-ECM 7.0.4 B1=32060000, sigma=1:2964697569 for P37 x P116 / Mar 13, 2023)
(65*10^176+16)/9 = 2^4 * 607 * 39402999391813<14> * 111820673931132853<18> * 54222524469312667730690070997790119<35> * 311265547037657335392833362817158381589076003141769406999991634601267628967012435949323387329095720282247097<108> (Bob Backstrom / GMP-ECM 7.0.4 B1=31060000, sigma=1:1530085551 for P35 x P108 / Mar 14, 2023)
(65*10^177+16)/9 = 2^4 * 3 * 7 * 36102503 * 173959907906139385576768823880468438080185919<45> * 3422512854701980320989805467780874109138209393868229832572595282895911171866397220893090138747289524926945193117064364628637<124> (Bob Backstrom / GMP-ECM 7.0.4 B1=31610000, sigma=1:2463600664 for P45 x P124 / Mar 18, 2023)
(65*10^178+16)/9 = 2^4 * 29 * 37 * 678611 * 1214407 * 3096437 * 1778799146658036497<19> * 19535675104904254151<20> * 56417328701822808366876874501797666267625151231<47> * 840883599158784402092591000883597383608443057357722791186900517208489401<72> (Ignacio Santos / GNFS, Msieve for P47 x P72 / Feb 25, 2023)
(65*10^179+16)/9 = 2^4 * 1942121 * 419747667732695680181<21> * 27091689979337669409303385790284109150050241573<47> * 2043855515708356562121095396322294556407206191278643353710506767012522650752356472853724591447919258383593<106> (Bob Backstrom / GMP-ECM 7.0.4 B1=32900000, sigma=1:3155161168 for P47 x P106 / Apr 5, 2023)
(65*10^180+16)/9 = 2^4 * 3^2 * 907 * 81619 * 1480125337<10> * 19700971861<11> * 23233982337395018025293252830115387809996024911399277223889448711325642666869056404990292179297313222173600674520958494682135234301240176426376167647141<152>
(65*10^181+16)/9 = 2^4 * 37 * 107 * 5519 * 73609 * 20260421393<11> * 99673445383<11> * 1389780156272954050996167125610277094793710337149590936499485132796691655241813055546768192888198833656274490654880839493806882394120258145007316879<148>
(65*10^182+16)/9 = 2^4 * 181 * 809 * 8581 * 739511 * 265659122916082450218683543772659<33> * 47588035348599993189818159189787019746410889868975259681<56> * 3842542836854495486493486598949028335317618683253400335475300555052911567634469<79> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2254765277 for P33 / Feb 7, 2023) (Eric Jeancolas / cado-nfs-3.0.0 for P56 x P79 / Jun 4, 2023)
(65*10^183+16)/9 = 2^4 * 3 * 7 * 71 * 107705228251<12> * 1976213542859<13> * 1422337185990933579813387281530455965816943809230754123403924159827507424591724278119926552392472470742179469466462763599962765844236368997516028269462302731<157>
(65*10^184+16)/9 = 2^4 * 37 * 61 * 2963 * 21211 * 369925811449<12> * 108867442156241868110875541231<30> * 31291288120364969790622087435967<32> * 12613882427593337637095879892929745074081853670579<50> * 2001896570192777184213785957708209061532254235879067<52> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2004390781 for P30, B1=1000000, sigma=1:3715280587 for P32 / Feb 7, 2023) (Eric Jeancolas / cado-nfs-3.0.0 for P50 x P52 / Feb 21, 2023)
(65*10^185+16)/9 = 2^4 * 25812931 * 31448903 * 25988226704118357128223282185746256616633319883110001917219086217464460639<74> * 2139594123652111098739614873673795732551597282121809619278326698278108841719453177922615964167307<97> (Bob Backstrom / Msieve 1.44 snfs for P74 x P97 / Mar 23, 2023)
(65*10^186+16)/9 = 2^4 * 3 * 287782073988385487104877333<27> * 522836467461956834240968891332481777678840980321656401155083109410320968281597422482056676191011716197889082105015856244896719416697782811202441280697251263111<159>
(65*10^187+16)/9 = 2^4 * 37 * 109 * 419 * 263167 * 10150260536848195488568183487000735349398464284454287990207468242644732730923882098853967215708402933798539805017033564162548263990793482833304363512962557658903845582404489421<176>
(65*10^188+16)/9 = 2^4 * 19 * 59 * 1877 * 4124511384647<13> * 49777895381651333786736433<26> * 10206267520214116358423329991627813556191227071171768034915186753<65> * 10237761180868154923355743611711801214635484364011447254332834241569417629285139<80> (Eric Jeancolas / cado-nfs-3.0.0 for P65 x P80 / Jun 20, 2023)
(65*10^189+16)/9 = 2^4 * 3^2 * 7^2 * 17 * 1667 * 36118337668111746909432750415814307237703230773524277848623063613678935992624515424157176478981025634720105909901564216079464290326319601136906583380313844305079671451775182289583611<182>
(65*10^190+16)/9 = 2^4 * 31 * 37 * 1187 * 2153926565517177255389363856130314018077<40> * 1539238207424313789822545404350833255243185730522563780556501126402235091896068856952306122358758539490299337322721118667078058446599158831930813<145> (Bob Backstrom / GMP-ECM 7.0.4 B1=30250000, sigma=1:1622405421 for P40 x P145 / Apr 1, 2023)
(65*10^191+16)/9 = 2^4 * 2089397 * 28131097970865112415546620065209421531143791486776759421311830227076481502148329366427<86> * 767968159975809105948395591504926506615138320733113481694496609992825264531297558102011773711725231<99> (Bob Backstrom / Msieve 1.44 snfs for P86 x P99 / Apr 28, 2023)
(65*10^192+16)/9 = 2^4 * 3 * 23 * 43 * 226643 * 1359647 * 327240547 * 145303208580199<15> * 1060118105276326455097513518273037832369677<43> * 9794184326623580405885668284107242014852793352322798031833490999721084219177537315443606896033910324310169108667<112> (Bob Backstrom / GMP-ECM 7.0.4 B1=37400000, sigma=1:207956908 for P43 x P112 / Apr 11, 2023)
(65*10^193+16)/9 = 2^4 * 37 * 2399 * 185233 * 4583197 * 258913269323876449<18> * 54215558853861325699<20> * 521516025973206732854978453022004762861<39> * 8182501637277341488634305421247007046702359548036247770445412778557193704238526655094548040079284673<100> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1:2246820754 for P39 x P100 / Feb 26, 2023)
(65*10^194+16)/9 = 2^4 * 5593196524627<13> * 119193192549955481157297530440608167180546911758836977046025541692545957065421<78> * 67707898276611326446434696696188181453517264659075977726466735586288903614944781624424515678929962780367<104> (Bob Backstrom / Msieve 1.44 snfs for P78 x P104 / Apr 16, 2023)
(65*10^195+16)/9 = 2^4 * 3 * 7 * 2647 * 2681453 * 570119616667117265251<21> * 839983224054660757779039599942236113328458332341<48> * 6323693940210575934390624800983288683764081070993111239904520915198641274919282493176825098860250515094374137440289<115> (ebina / Msieve 1.53 for P48 x P115 / Feb 23, 2023)
(65*10^196+16)/9 = 2^4 * 37 * 44123 * 2340607 * 1181287498122393739538156101170700363707662185773732560117343998667093520999947108157647109642623048048378460340315179447979507893746637524978983632257317400021645162889996364514766177<184>
(65*10^197+16)/9 = 2^4 * 45138888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<197>
(65*10^198+16)/9 = 2^4 * 3^4 * 2063 * 5669 * 613477434849629234477<21> * 776714777070415878800696927704811336329950008794882230184630361875517032641327093015695572803594658576123211957754890192495219893686198138104747529028013261413861743751<168>
(65*10^199+16)/9 = 2^4 * 37 * 24049 * 558731 * 965611 * 2211707 * 16979077 * 90108251 * 2778695228104711367785809441183674901819901040937496688437408513558123015465530998921369242065639155012612578219176781617545672958745113151762169083122948832897<160>
(65*10^200+16)/9 = 2^4 * 977 * 32643092496737<14> * 158398582641685691492365379<27> * 2517796228264741296544677828200513<34> * 2568147573354034334003341493617577<34> * 1381888998814493440900653960355817031397986852872782423407968538412089375263217020420989259<91> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1688409562 for P34(2517...), B1=1000000, sigma=1:2825159980 for P34(2568...) x P91 / Feb 7, 2023)
(65*10^201+16)/9 = 2^4 * 3 * 7 * 22319053803220982868383936512644809<35> * 17611181742594202369492259842520708518400916178725410663<56> * 54684883569963052048584801897018187097367712790765800460243500140222350369313454537573257832225354630945276427<110> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:3721858296 for P35 / Feb 21, 2023) (Bob Backstrom / Msieve 1.44 snfs for P56 x P110 / Sep 7, 2023)
(65*10^202+16)/9 = 2^4 * 37 * 97 * 56783 * 8323159783<10> * 1742692844955553540587761144116016939441217903214096029709641614151782298071178487297<85> * 1527038519735665140593070457768007319987363355035050839026191837255579115584290034407428365433567997<100> (Bob Backstrom / Msieve 1.44 snfs for P85 x P100 / Jul 14, 2023)
(65*10^203+16)/9 = 2^4 * 523 * 7019 * 56089907 * 13941623410329650734997938781<29> * 340516416909422583955364118637440413063<39> * 46178286197773617508558146404535779985631559879762073510752939764161809304097592547163852944384643433862258626347313702257<122> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1:460988437 for P39 x P122 / Mar 13, 2023)
(65*10^204+16)/9 = 2^4 * 3 * 397 * 73673 * 286889404204729<15> * 17931484270955618303466145299308829714988080228376713743218193202725574656938542426938995719310108567927898607658446904390799218118964851349597300417983688066590249790217069517678687<182>
(65*10^205+16)/9 = 2^4 * 17 * 31 * 37 * 8939143301852154363033669868484538816470044068352030868690525890994852789<73> * 25896592673205460926265748664522825180951831121807994547840178976772767156897019158308894642258802991272520183421706765233845599<128> (Bob Backstrom / Msieve 1.44 snfs for P73 x P128 / Apr 15, 2024)
(65*10^206+16)/9 = 2^4 * 19 * 29 * 39341 * 65809 * 3483307248557841835533967234533029210345479<43> * 9083993100355942088572308273880172308513088209817569209061599851674711371691032860073206360814699017554064775515883285640599790023538833191845109260189<151> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1:2313257046 for P43 x P151 / Mar 16, 2023)
(65*10^207+16)/9 = 2^4 * 3^2 * 7 * 3167 * 142760692201<12> * 883420741954817139612871<24> * 17938495449646036039385102450803735671581159412794061971030642533228488628331015630852125989999041050557288315217502533992437504042364646722685601745119556621787260679<167>
(65*10^208+16)/9 = 2^4 * 37 * 269 * 21096036317<11> * [21497897904527689587916973879467950830808247137606392418792708404824216728960538796355141289353958418126021119905793179060557510951377577965362762718918500672425995481776146495344524514435682989<194>]
(65*10^209+16)/9 = 2^4 * 967 * 307817 * 8173576987<10> * 391767745637<12> * 61793447065614896338323242293<29> * 766387710053084237316506832670521267777855095402836035560628832572285227843503936450443445570077411147774307052138230758578143528679630035325345335453<150>
(65*10^210+16)/9 = 2^4 * 3 * 453851 * 7331053 * 39152348141197410448814048675531323742697707<44> * [1155027009771732531654729349318799767682570104596345552495309242109728078263048531620436371687661697665510596632371100648042708640514560725357074511106503<154>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1:3714758627 for P44 / Mar 15, 2023)
(65*10^211+16)/9 = 2^4 * 37 * 433 * 64217 * 4267760753386779323239<22> * 1028042729180045863819890064728622266195986860780042152705314699018691984344227412568775624791449495909889250120231233811180736456834214698167581636915015479021577521311439616049243<181>
(65*10^212+16)/9 = 2^4 * 247866167 * 41763275629<11> * 348200507316169<15> * [12523036882681149262324045029531979402081687625712339318038815928864425733887502472661898725023499100995359679507010719901678330019469095510838671460167317378721378338756588482067<179>]
(65*10^213+16)/9 = 2^4 * 3 * 7 * 43 * 1811 * 3391 * 786349 * 1221147041<10> * [84768319567466153711527880476397644980513117123468176431119808610862170014899822520823343162457387117318199549761951010111513977969372519011608914126954439539904618464183936574594508662407<188>]
(65*10^214+16)/9 = 2^4 * 23 * 37 * 15461 * 87127697 * [3937562765459552342693993353446338019316504126679681225909420117108266105874454800311437827235484508523588204989795182105281634693673223780095663208582032589670789582015434318057079377654677511820567<199>]
(65*10^215+16)/9 = 2^4 * 47 * 494388145181261<15> * 1102419675437429<16> * 145154398690164013<18> * 865792342686200569<18> * 14021486593016681311860407023405579165109223825921207539093650031338857068298063115236141357827647002829040045788817203625810867881301914422716383259<149>
(65*10^216+16)/9 = 2^4 * 3^2 * [50154320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654321<215>]
(65*10^217+16)/9 = 2^4 * 37 * 9841771 * 19560956297<11> * 6383432223967<13> * 30116764463117574297535157767<29> * 199873765588960040279646117222227371426298509<45> * 16491776612315578684714349569722618963782781848325086392957703380121637270690923374349990727560568326842087951531<113> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=1:1855964076 for P45 x P113 / May 8, 2023)
(65*10^218+16)/9 = 2^4 * 71 * 635758998435054773082942097026604068857589984350547730829420970266040688575899843505477308294209702660406885758998435054773082942097026604068857589984350547730829420970266040688575899843505477308294209702660406885759<216>
(65*10^219+16)/9 = 2^4 * 3 * 7 * 461 * 479 * 106871 * 4090876270089471971<19> * 228691588901612593370287492417526203<36> * 287614545749226256525703532641474471491978627<45> * 3384993783911375377349623788073558384734549598741845734422976013508481479126219083564950755828366305499223291<109> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2227856996 for P36 / Feb 7, 2023) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1:2163564044 for P45 x P109 / Apr 8, 2023)
(65*10^220+16)/9 = 2^4 * 31 * 37 * 48325022983<11> * 81435801929934675213623579274044758026471379338720655107838853428383477673905183810389314325044508378793437466682392268339656156225260018835716233871965490069675009986438333814607405571960634097417111765389<206>
(65*10^221+16)/9 = 2^4 * 17 * 509 * 10161649 * 676985909 * 215557785071506899252746771<27> * 3517844429064978650066773470744087017547036933419160701358789013442969448821248588212963699491527890616761007208878867567254113746555930963476395957855282774510044230208480483<175>
(65*10^222+16)/9 = 2^4 * 3 * 193 * 197 * 17783 * 36663751 * 19042478216603664617<20> * 1674934161092560868713<22> * 12709026568056404983955541225959<32> * 14973752694074103764311110698777618229120272978457451191649652634058844600985620557493311443153925522813750948116473617782638160171169<134> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2680733366 for P32 x P134 / Feb 7, 2023)
(65*10^223+16)/9 = 2^4 * 37 * 1433 * 3974395189<10> * 140335697240256220873<21> * 14713063415941255274967905164062176557378067<44> * 45043850099345569686468150383434121134614538162067<50> * 230316543146180644974880647428938130823492872183185135561996839070868386004229121184499750057673<96> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1:1236852693 for P44 / Apr 10, 2023) (Bob Backstrom /  for P50 x P96 / Feb 3, 2024)
(65*10^224+16)/9 = 2^4 * 19 * 3643 * 149629715704066579469573<24> * 104429840859140539009236557579758866943<39> * 1066965068899605531733047709832547622253<40> * 39115188184413111840759500288514426172019723894410542652865662016731200949961744153955602434618437927082976726941268551<119> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:620798744 for P39 / Feb 7, 2023) (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:1837952714 for P40 x P119 / Feb 21, 2023)
(65*10^225+16)/9 = 2^4 * 3^3 * 7 * 280949 * 33455938499<11> * 872800810099<12> * [291120783866702708973738642089838209388436152186986771129093689539959457943690154807694991033264006809612669545138480679019416857732532249811480667555076438276798940806210436845454918360548259649<195>]
(65*10^226+16)/9 = 2^4 * 37 * 121954127 * 44618869974487<14> * 2829393047447200542294713498201391371<37> * [7923932908076424548100668605827022043124912326468494344864042108905077580637289714244778301155176683713509430998574898482336666981045142909837302161118021982206243143<166>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4140417463 for P37 / Feb 7, 2023)
(65*10^227+16)/9 = 2^4 * 1033664938425739366333<22> * 64763262585083825167206219893558558061817<41> * [674283232308251875429548880388887928744217272301525656507883751967500895365410443433441927636863356296400301298520849508565005276383944813466641892391417209060308949<165>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:745210774 for P41 / Feb 22, 2023)
(65*10^228+16)/9 = 2^4 * 3 * 4785553 * 47671097 * [659541812579747367048517384158159808035635354256647709486325363284074598136626367123007502828726658249157564894890775921718800412837754905787779814814521213545999766905584503345048267455609676067283493595825816443<213>]
(65*10^229+16)/9 = 2^4 * 37 * 149 * 10093 * 18521 * 541996286633<12> * [8081311662188559902363123834048929961447979267324043116757975462446153416731188460103508248606374856092923081859222870342736044152442861621671819588079027363036314129425355553307151288843211746911873051797<205>]
(65*10^230+16)/9 = 2^4 * 557 * 605192553160399874711<21> * 10455105251725999535972809<26> * [12807774858104193292013616394790019035299543449664172506121182582514941919490617557954407840987398826999180885850237510850669111033959080206346669864742852929590684615098520509185523<182>]
(65*10^231+16)/9 = 2^4 * 3 * 7^2 * 333419903 * 99812658089<11> * 140347151166899<15> * 7094180803311590742883970915516782038596461<43> * 92672426232679538600280232521459399934408778876706320002048348335050039747074436608858157046018270939114475826811722420898062892774931013971583789728499<152> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=739137856 for P43 x P152 / May 10, 2023)
(65*10^232+16)/9 = 2^4 * 37 * 101042831 * 476656423 * 8986563970567282679<19> * 20707424097136116186101533<26> * 13611890190615463666946354159983699497483182813951979533795576732597007896209798460145195323474354495598736982206995324389258245526404173809184744910605637646217962594567<170>
(65*10^233+16)/9 = 2^4 * 941 * 77003 * 27470645571966206964921800465453671<35> * 22676954572619430891463289960324233283626711749051894906117643807275369775533330636848421556836875583258586825640378591112537672555408215054290334370471529492281484603840062311171176399476433<191> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2239008071 for P35 x P191 / Feb 7, 2023)
(65*10^234+16)/9 = 2^4 * 3^2 * 29^2 * 43 * 107 * 619 * 1223 * 10161911 * 303537021955602935258755308993607<33> * 10011021888117775043315718956299303<35> * [554469361545272869890296853196803699286716104502533006385618346734175182994256365905710391987029519066675682575957199464816141883500472008437853923<147>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1680197169 for P33 / Feb 7, 2023) (Dmitry Domanov /  for P35 / Feb 21, 2023)
(65*10^235+16)/9 = 2^4 * 31 * 37 * 80028670723<11> * 4000156518607<13> * [12293197488018187881078813117251482854119224097814297205045291347424081435630196890225054227649453052080647274428821934194404008549247778806306039332053207754534798141956905504455097721283674226647187938001767<209>]
(65*10^236+16)/9 = 2^4 * 23 * 151 * 499 * 701 * 62984239197649909<17> * 1149965467051757781897580402624974871<37> * [512992281785366618536634565264722080364806185657869454034043594127637168272956450664638378016745456970939276911940794242471465709828243614518089392544602099756833858776373413<174>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:147400968 for P37 / Feb 22, 2023)
(65*10^237+16)/9 = 2^4 * 3 * 7 * 17 * [1264394646747587924058512293806411453470276999688764394646747587924058512293806411453470276999688764394646747587924058512293806411453470276999688764394646747587924058512293806411453470276999688764394646747587924058512293806411453470277<235>]
(65*10^238+16)/9 = 2^4 * 37 * 67427 * 904423807808810464950091117<27> * 2000521932929263106661293788100459392214058450274198681050590646354624647591111356031861193112940987889354720718763421497016591421510618065943150126060642255052901998605766045040159290669813904703526573683<205>
(65*10^239+16)/9 = 2^4 * 839 * 9023771570687307870238359309391267140517<40> * 5962121343814381619239490864656274575522021113859465426107703564168506208236828098325940204199840460078560895264471441766653529233470874395597443584287289542095568061096136275121959282388065285203<196> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2357600850 for P40 x P196 / Feb 22, 2023)
(65*10^240+16)/9 = 2^4 * 3 * 17867587 * [8421000718393757532170570260156727540375931174308145971975004960824478591483167982501664212574589000907786986735420007355383967793914363644232596318851726478956725547941250430903902298780633499249952607644387737581071409528492177649<232>]
(65*10^241+16)/9 = 2^4 * 37 * 64090553852849<14> * [1903509794549448999531864972287655050291775060993886696584155260790100640689127080646591634099833222637169832254518738956160122334641001209971674859380040999951871381559828967384294874039680980239460762349064538237946778604053<226>]
(65*10^242+16)/9 = 2^4 * 19^2 * 503 * 1868007055423544266267<22> * [133075211587782804899420673078658117060614335066685556764616751859420162789487995639404728711122539150849852133038352753870629982340035752065258985109039187878528767021275222997211217278448271814029684032364760926549<216>]
(65*10^243+16)/9 = 2^4 * 3^2 * 7 * 492144509603887255156423<24> * [14558534857989481124485187997912559246924759049559151701535099992873291536020991069411002548521305794679340113602800504882239362481361156463330294775705812433287214035176976093781808812996409986967318643929807548349761<218>]
(65*10^244+16)/9 = 2^4 * 37 * 61 * 2153 * 3139999439<10> * [295832378425997623323733321951088288621885197088788536256194306252970665582617527445858162259155157860956101868927126277488331181791381307358374844018234046271093663236810300135298138764799713816309341748029498364679874127731631<228>]
(65*10^245+16)/9 = 2^4 * 203729038256745773<18> * 5184472048556981499544200159906251<34> * 203428087618823761758321035831702815699609<42> * 210078919838894152799064734696823649033843043928762614730312963122377784389167104307909758321635382159660563355987222608496220748342625243205046128510127<153> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3373759607 for P34 / Feb 7, 2023) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3684960249 for P42 x P153 / Apr 9, 2023)
(65*10^246+16)/9 = 2^4 * 3 * 59 * 268644078335422459<18> * 1438523335618633372752982457008913653073413<43> * 1883845304586030027657456409063163186810853497083<49> * 3502984194878141791918265778391770514511677447526178965682901333080509727317905430460058409163630440023758510035334747731257729988506237<136> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1153402185 for P43 / Feb 7, 2023) (Dmitry Domanov / GMP-ECM B1=43000000, sigma=1:1009642479 for P49 x P136 / May 10, 2023)
(65*10^247+16)/9 = 2^4 * 37 * 29059 * 64417280511794696129565349899539<32> * [65172756375030086014934993596547616453480871990999890796154410994449534989841894503064358908846489122844045836427330865352824108002092541668747720893122883663139592916975263679432248688181322439168607193188397<209>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:523623055 for P32 / Feb 7, 2023)
(65*10^248+16)/9 = 2^4 * 36061 * [1251737025842014611044865336205010645541967468702722855408582371228997778455641521002991844066689467538029696594350930059867693322117769581788882418371339920936437949277304813756936548872435287121513238370785305146526410495795704192587251847949<244>]
(65*10^249+16)/9 = 2^4 * 3 * 7 * 291519090490747303<18> * [73733452442255159969383912394554597195603102818122163260627487037059457608386192213863732552134006164865307067889400288932822941075678399653270101349145118905815329404553954897613256513395565065734295707834678599505660168360757603<230>]
(65*10^250+16)/9 = 2^4 * 31 * 37 * 3557 * 13759 * 417133 * 1063711875211<13> * 4214331975485487338857354057211753<34> * 43002074864417725842241550683915139486092295111767445777208207560310599817394337636079188488521385202798725446453581353579512603884969465894753995503432355042382515438799639999653872079991<188> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2817183320 for P34 x P188 / Feb 7, 2023)
(65*10^251+16)/9 = 2^4 * 411577 * [109673011098503776666064646199590572089521253347220298726335263848293002011504260172188652157163517127752252649902421391110020455197663836630542738998750875021900856677824292632700293964164394241876705668414145807197411150012971786297312262077057<246>]
(65*10^252+16)/9 = 2^4 * 3^3 * 367 * 18397 * 111128449739221769<18> * 4701534713229384589555990473584879426437<40> * 252630412130085356686940478377461121575303<42> * [18759596559861390696587261004080932111052436583196996666866189529307429964068778069208137466024826624844077284206160859710160812464515466100801627<146>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:4109494225 for P42 / Feb 21, 2023) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1282233071 for P40 / Mar 16, 2023)
(65*10^253+16)/9 = 2^4 * 17^2 * 37 * 71 * 1831 * 2678562251<10> * 45685367758489<14> * 120845269356826595186933<24> * 219581668805365441778122973906973059368251556896107111336041234203056998916712749392488531706164412439997559655343144622058244626852740604997493429183886201425102621482681802201963657355542669949179<198>
(65*10^254+16)/9 = 2^4 * 1571 * 3673 * 179119 * 1075795016234833<16> * [40595936748788536006887868471661931314249312626318990729168060122630510568593801260896069071055453897971920739089577734006878825741663533348240921015721082450960143239650295613443523841007786434169094163923596927362062497288629<227>]
(65*10^255+16)/9 = 2^4 * 3 * 7 * 43 * 2003 * 5308521381607322284315145886883<31> * [47011985550554365229481641139887596203959387827968809423918995930099801560797733892907976961996563258296458861619323742635709169268400134963783319070637898876796140015051153369102709570657293783970483324425820496134487<218>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:51770651 for P31 / Feb 7, 2023)
(65*10^256+16)/9 = 2^4 * 37 * [121996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996997<255>]
(65*10^257+16)/9 = 2^4 * 113 * 1061 * 552690060267497<15> * 1527058466459126116531170360169<31> * 446087154789531036216975514978890978857614487642164570862832530548407218031179303318097672127815685191502521050864193122139535895966779814680821687053354133513677255664587617941341730241970377767066960137861<207> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2284684443 for P31 x P207 / Feb 7, 2023)
(65*10^258+16)/9 = 2^4 * 3 * 23 * 15259081961926555376454839<26> * 428719628823953250880908658532225033812777003107034900597755352721862569541034722918100715818693773525635602617949811766955313121126492054599013460221510948081456800391533597922072872765479550917512584253396156228023070752904976579<231>
(65*10^259+16)/9 = 2^4 * 37 * 283 * 292387313 * 1474362176044184979862966428301221820853231773579378696633155865061066275149894947116865411146250962311700308091544998019078488430129896028099656583919707871235634262496814290306830939021089122732620107186714341976616463026286565910428858344116943<247>
(65*10^260+16)/9 = 2^4 * 19 * 10584089 * 11336513 * 19430053 * 3924920081197599992747619310773344651<37> * 153497558419394297706928380069260672107661<42> * 1691445523134329534237658509077731062446492853109669970105733143658651905610898183709201923681586118280696847727343290453015816801718332512315314076175939060401<160> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:575707943 for P37 x P42 x P160 / Feb 22, 2023)
(65*10^261+16)/9 = 2^4 * 3^2 * 7 * 47 * 5647 * 169546141 * 1303753999061<13> * 3075971801761759723<19> * 14209092123929411628301<23> * 117315796739605771985360072542478737792023589871<48> * 23818035171116637122390367430214228859910940734896609155291496248766435171779530960901258651283312581190422778843703396588538144093402716852276999<146> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=1945866524 for P48 x P146 / May 10, 2023)
(65*10^262+16)/9 = 2^4 * 29 * 37 * 80111 * 27330253 * 32918287 * [58368443239557210075846215700269351875524329820800809801455283009406872416622922898397319990253837569074524984019515016655562987574498414032729776318099701737642857552583732729942213447142466644006498835941993145080130611326235236839266733<239>]
(65*10^263+16)/9 = 2^4 * 223 * 2021666859761<13> * 51524702124519271<17> * [1943215293641286264959519683887636530621917387844153845526294210348796233041658633959649105959492513995355041902386306740947005378097365114794616274696928079148777894541002725770579250231094292919956652516982565311220338375686167953<232>]
(65*10^264+16)/9 = 2^4 * 3 * 2593 * [58026595820656753938666780934424590421505192041250660610475496707660224821813714987644798674494008084443873105654825670251817571524474725400294239476653668709202839553784405307737355558412249503649426518689920155404150776306580394509434231763580008855751239091<260>]
(65*10^265+16)/9 = 2^4 * 31 * 37 * 257 * 15643 * 232803353 * 4204797128598757567100665545466077667640140471722635754153160165999921873451822217714225308327414623472293508557065408521305672081643725447403386339069218101650036590813221069614601464393752017843320597564330219187287391350575021373293989770836329<247>
(65*10^266+16)/9 = 2^4 * 3732109 * 92047382731415124961<20> * 146731057727746448324014763<27> * [895494767909979912718582919312506300236629146434196412541895961035682537365389588841289108062027778873890477261719703675978211372573867113580217280379784406967219086302956490801893379040467215192471246151145485047<213>]
(65*10^267+16)/9 = 2^4 * 3 * 7 * 743 * 4203517 * [6882242131143561303435973865566139203387816761426453771205891166160377771860331293768819233679992169163621100629494309944675597291060760050638602734124133236744741707065074038648664030193908245640860490705011290180410359804226472751311250397337903928884639<256>]
(65*10^268+16)/9 = 2^4 * 37 * 2383 * [51194711287031891312210237934115399495172890053292906838857321442298362147292067560636591270246326897606796893410405789759545529583297103229960972302558538395718420896767518672680233737724295844312629877044480485521190514895928240451950061685689046159041962650859<263>]
(65*10^269+16)/9 = 2^4 * 17 * 1091 * 48079987410397<14> * 1653279828196961<16> * 2510787203013110843<19> * 12194291541029048138704176711556327706509714185585966899300591617458196371865682913653035880164072226392184426663801243502915396827034616618283781832594919376045348501183434153162966852795706654266751474930782407868077<218>
(65*10^270+16)/9 = 2^4 * 3^2 * 97003 * 225479 * 1152913 * 321724112491735243<18> * 6182113034267385206572431431719632796010386772737920075658076256236298175448756784023337851052314663004512985309600466022623775450912132608119949600354440214704470800564261170184135242011290744386531209367116946098508046783711280807087<235>
(65*10^271+16)/9 = 2^4 * 37 * 52764623 * 1083963386298745117097685079<28> * 2133004088928057163219942074727181133911866961110987057686621256758884622597644363308520226977340344106176267579939018427514685947677392425063480901439117949496531645973018537768462868906361060353894908065901229488175433086283008739341<235>
(65*10^272+16)/9 = 2^4 * 72117127 * 181220373450823844127715302857868644708683<42> * 717638987652699711968912004030766730651161<42> * 2748643079924205642681100948623521752388617<43> * 169122549291047104163997606410098123902919141525334863681339<60> * 10353317589185296301475124714480448181056537975259209553491071185574025212228903<80> (Dmitry Domanov / GMP-ECM 7.0.5 B1=11000000, sigma=3:1752265339 for P42 x P42 x P43 / Mar 15, 2023) (anonymous / GGNFS for P60 x P80 / Oct 18, 2023)
(65*10^273+16)/9 = 2^4 * 3 * 7^3 * 70600924525193<14> * 5821593892658477<16> * 324878982455105863007<21> * [3285198221394628969974756022048036358653977000550935745382430864941894782290282840204488384067461487403517627362604945106126074228070593695831007452528359455742769534803376672698858804680127871201351563853395114534664783<220>]
(65*10^274+16)/9 = 2^4 * 37^2 * 632699 * 49198406867143<14> * [105925184374323398860769528389532154895352508963802350322288314644187607931813845708473961602800465243256499612354854046456291635982958422858559282831768675022659003994311315245690810732674663777933673247682535172526493080891006938934376155560967584533<252>]
(65*10^275+16)/9 = 2^4 * 54497 * 175013 * 446477 * 1106773141<10> * 36620646459038977163<20> * 170493116495004121236685728744029<33> * 16546334463982571368312629911577748714762003<44> * 92707656356727401842327134499291105581863149448269436016905886149244897398139023782018434564727608688430705908843415358200386086162534516311042494103122697<155> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2248192514 for P33 / Feb 7, 2023) (Dmitry Domanov / GMP-ECM B1=43000000, sigma=1:1682460261 for P44 x P155 / May 12, 2023)
(65*10^276+16)/9 = 2^4 * 3 * 43 * 13911248807<11> * 2655008522837624203<19> * 279246567812059392620759<24> * 339266729748225075840796221755509986514133816464916348318626696485758618492090955929366542482712757468335920138750282344748980770992963858438993638507166339868632677098806102914089264806776031673173777986690200976598574219<222>
(65*10^277+16)/9 = 2^4 * 37 * 52999 * 411991 * 1329661 * 1830272809<10> * 342318251651<12> * 6706669766382197257217069957314073514248715583736238161430776481062848838654133378675400016198145274161519286737525932975906835260790884658152035479519184028319350414657933697821390734896384846355246727391125742725344934434866547287001867<238>
(65*10^278+16)/9 = 2^4 * 19 * 129530054618272301359<21> * [18341156430091643349485130772751996637052926601876543662966501779186319706796671779209899880161071071034086536666829052604953351093521599926269349069681998151807988701364119951446321490150460554710184305154205945317141537990287136311979536225413975229126509<257>]
(65*10^279+16)/9 = 2^4 * 3^4 * 7 * 26459 * 3728569799<10> * [8069601747040628164289309320678762075768355179845810404690621927547234340783067066844418552102095460541907935237930990297030110333351828466170956475546307894840368389025373098120189762473820906468743692557025859357764484372809775376719265990949127039282896659387<262>]
(65*10^280+16)/9 = 2^4 * 23 * 31 * 37 * 362459 * 1425150523<10> * 729965948581809647652436390687<30> * [453771676409864452065318414937427619060168576180832693525237377658143982745689999975407141907924747768661443966839361799828613464785908992176427128105386729715503612985355727421997263006908877323320680507501265786099585050586972891<231>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2905454783 for P30 / Feb 7, 2023)
(65*10^281+16)/9 = 2^4 * 140617 * 442080649 * 8337814649287<13> * 1164937872378719376233<22> * [74757803079526257059093039421973122874380315020412353654548690929436795679894537777099082941388259645121313288121084342695063612479163411881643323064450344976946256052438691910781725763963129739104192916515858617387984033553036247223<233>]
(65*10^282+16)/9 = 2^4 * 3 * 593 * 6737360513814188173305215599<28> * 43360204993171634642858133682917746494253<41> * 868547956450078253990827764437387718908789444855880107337988177930416992784272208787044544347515009904948238508209254006087494937492170662605101378171078441000714025397147838436258851076160309794182462955312353<210> (Dmitry Domanov / GMP-ECM 7.0.5 B1=11000000, sigma=3:3533561240 for P41 x P210 / Apr 8, 2023)
(65*10^283+16)/9 = 2^4 * 37 * [121996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996996997<282>]
(65*10^284+16)/9 = 2^4 * 3833 * 88010311225754849<17> * 3386718226284815820071<22> * 37366659569411950796394655613156021<35> * 1057341183021483586654255204920939477567993997140163928003494877702667910182796318708735555933432912121210220172520733435728567247721082213334986230775060626117041623624780085657374369377886221444377697516987<208> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2321611965 for P35 x P208 / Feb 22, 2023)
(65*10^285+16)/9 = 2^4 * 3 * 7 * 17 * 131 * 631 * 6553 * 972976933 * 228600344759<12> * 9146134358567<13> * [1147426361374614468036610474589676781496018225310668096887064415763178223151664266471573207322463249508723807955778585815047917096652568214331518340408774787164528595398560220849635354460181504049017769952066942121100093315181230594494601781<241>]
(65*10^286+16)/9 = 2^4 * 37 * 4854917 * 20562383 * 207532513519<12> * 5888541507718391446891437771137358897188489556983197285543109481853318214559424085205162544291225525596992561339385329611221443506690000892515670414023083219588009489679629043597355039527537034392179436498642154714001214352414885590626593609481246770552112833<259>
(65*10^287+16)/9 = 2^4 * 107 * 73009 * 3047483 * 2090918738785187<16> * [906801522173736488946555439877363825104523420131684726655613055762435949062220961360916250727044337268889757013322445183960367056497194323516583487003616825556223097374550709889227651419602797946857887407451828765905475012122851560480812966432353379903171243<258>]
(65*10^288+16)/9 = 2^4 * 3^2 * 71 * 2129 * 1139275795243<13> * 21957228211982756790523<23> * 21089085284123976226042303776193029089<38> * 5356612565268343361820706648218738142301<40> * [117414026007567188424267416893844955817260220697865531445382204092354346886270174635894692740811057661983031451208561072128908104003761723187714548582252431523378874804139<171>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:2500126279 for P38 x P40 / Feb 22, 2023)
(65*10^289+16)/9 = 2^4 * 37 * 72701 * 129457 * 630604862088999382366882164344419<33> * [20555398578783915621232699471105385338776350220245544859315219609521212227161039953794368632497736269035047036761055810261259186415487964783858986466596100016501938965619060853694824707711492993395008330400938852066269998495486052614349455190259<245>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1251659466 for P33 / Feb 7, 2023)
(65*10^290+16)/9 = 2^4 * 29 * 1022056961<10> * 692463340243397353<18> * 333194879498507272427<21> * 573736854137385135471101<24> * 11504557352240105799485280604475830772217928085150449124537127839622677247769634691059910898173150965811773219597458296308597499725559809098250779872213283967276409060929602078282864956564174202235416636776324759920251<218>
(65*10^291+16)/9 = 2^4 * 3 * 7 * 3079 * 289556115791<12> * 592770747181<12> * 206636072106489644510846634592141<33> * [196832241173800468681265824451888910408478013222724538928824098978243488357729109784848310442381764453364914633481687728035506426087081141125740442760400598890173405595399438544074265185504596714771503037594669159257651533034756261<231>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2947559892 for P33 / Feb 7, 2023)
(65*10^292+16)/9 = 2^4 * 37 * 56988616174631<14> * 480976220041877407<18> * 59015477685360317773167101448301<32> * [75417389810095683268252412175298922605550061680762618046227149465629019063137450046104050418582021219166037467412117726279960964915752891346245306383119982213815762391046014786265385484447924453195230034196550002180327171922241<227>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:5438917 for P32 / Feb 7, 2023)
(65*10^293+16)/9 = 2^4 * 229 * 33533 * 97491701 * 340777024914197070487<21> * 18540676410011697116394975356021064599<38> * [9542879591248953132767584802114126671506648757793716802900965706791620129071021119225690701390246613630115762461914911207836905011371909451705303562992082392862490306146252730425630212358298593110589194838302019709539029<220>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:253558176 for P38 / Feb 7, 2023)
(65*10^294+16)/9 = 2^4 * 3 * 63277 * 102559 * 608069993 * 164428786439<12> * 18531513536857313<17> * 1938345834206907959<19> * 111558303687514600777254912646549432387<39> * [57867466530771665393340087624495389746796436221713174526770056586120327171779428225546582334016256003377320976369428537159734331115796527102852762184126117220899038613810897960640729860066227<191>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3914022841 for P39 / Feb 7, 2023)
(65*10^295+16)/9 = 2^4 * 31 * 37 * 109 * 347 * 12379 * 333029 * [25238518466550859565968357617119978252800360608185432421591289226008392151385521928940525538743332379567746481713952838469705908186122479169589883936145464621403894403400866400272663021840612569477978300800044173783105024461123285552261608467336796592935900666912863684659131859<278>]
(65*10^296+16)/9 = 2^4 * 19 * 877 * 3977483 * 2977115907028007<16> * 37577067245953298950081445345480107501<38> * [6087944897130521550817127547928590100443771664965794216708224740549049045577911161160977106357021444386971764572531975825824855042771739652335174156181092835415311522473441033634885200240352896525546777483782678540630518929847091863<232>] (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:1806788584 for P38 / Feb 22, 2023)
(65*10^297+16)/9 = 2^4 * 3^2 * 7 * 43 * 1193 * 41300573 * [3381779902015869684876117670040836836802424291550700682483114339060303316088462759116725094828744612595844435698433132410979624432985080482332795737671026314067862382968881178747272930199390633882850221994746415563443111246777415802116397365132796050503385529639421128303587488757489<283>]
(65*10^298+16)/9 = 2^4 * 37 * 97 * 7847159 * 9227443 * 24705572802319<14> * 115658780359489<15> * 29057935047801590761<20> * [209192108916620090025563112602351202035865392477365062532662200329890759957750032429080726835743250319389697594592229563987729227037213442961110442446310177801412773847670789395134578638586592382840505301323327644329805773191782010023<234>]
(65*10^299+16)/9 = 2^4 * 5741 * 19281781291556603<17> * 128369579768846209030583<24> * 561857954047226441288448229118785462033<39> * 5653631685672750961876893959198555509539499908257309860309160110456841841313217658796060500533427817001209962606754683534259120568394614051397331276349787123808806159786766292760299806605519801864145003081068364918337<217> (Dmitry Domanov / GMP-ECM 7.0.5 B1=11000000, sigma=3:2443465269 for P39 x P217 / Mar 15, 2023)
(65*10^300+16)/9 = 2^4 * 3 * 1585975091858711<16> * 10734601379560136878052999<26> * [8837864231562528070923763047571246235888547169060738860073000683362506048608638690041444058370312332537772238936042892612168130381625865870678445528482990953904050386591058036003816899805919495099111445605270375740447051995810188245341878380448078143623180467<259>]