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Factorizations of 488...887

Table of contents

  1. About 488...887
  2. Prime numbers of the form 488...887
  3. Factorizations of 488...887
  4. References

1. About 488...887

First ten terms

47, 487, 4887, 48887, 488887, 4888887, 48888887, 488888887, 4888888887, 48888888887

General term

(44·10n-17)/9

2. Prime numbers of the form 488...887

Last update

Jan 18, 2009

Searched up to

n≤10000

Difficulty of search

14.28%

Results

  1. (44·101-17)/9 = 47 is prime. (Makoto Kamada / Dec 3, 2004)
  2. (44·102-17)/9 = 487 is prime. (Makoto Kamada / Dec 3, 2004)
  3. (44·107-17)/9 = 48888887 is prime. (Makoto Kamada / Dec 3, 2004)
  4. (44·1014-17)/9 = 4(8)137<15> is prime. (Makoto Kamada / Dec 3, 2004)
  5. (44·1025-17)/9 = 4(8)247<26> is prime. (Makoto Kamada / PPSIQS / Dec 3, 2004)
  6. (44·10116-17)/9 = 4(8)1157<117> is prime. (searched by Makoto Kamada / Dec 3, 2004) (certified by Makoto Kamada / PPSIQS / Jan 3, 2005)
  7. (44·10427-17)/9 = 4(8)4267<428> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Makoto Kamada / PPSIQS / Jan 24, 2005)
  8. (44·10595-17)/9 = 4(8)5947<596> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / May 30, 2006)
  9. (44·10637-17)/9 = 4(8)6367<638> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / May 30, 2006)
  10. (44·10776-17)/9 = 4(8)7757<777> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / May 30, 2006)
  11. (44·101706-17)/9 = 4(8)17057<1707> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Jul 20, 2006)

3. Factorizations of 488...887

Last update

Mar 11, 2009

Completed up to

Range

n≤205

Terms which have not been factored yet

n=170, 172, 174, 179, 183, 184, 185, 187, 189, 190, 194, 196, 198, 199, 200, 201, 203, 205 (18/205)

Results

(44·101-17)/9 =
47
= definitely prime number
(44·102-17)/9 =
487
= definitely prime number
(44·103-17)/9 =
4887
= 33 · 181
(44·104-17)/9 =
48887
= 19 · 31 · 83
(44·105-17)/9 =
488887
= 7 · 211 · 331
(44·106-17)/9 =
4888887
= 3 · 491 · 3319
(44·107-17)/9 =
48888887
= definitely prime number
(44·108-17)/9 =
488888887
= 43 · 11369509
(44·109-17)/9 =
4888888887<10>
= 3 · 1629629629<10>
(44·1010-17)/9 =
48888888887<11>
= 127 · 719 · 535399
(44·1011-17)/9 =
488888888887<12>
= 72 · 89 · 112104767
(44·1012-17)/9 =
4888888888887<13>
= 32 · 47459 · 11445877
(44·1013-17)/9 =
48888888888887<14>
= 5003 · 9771914629<10>
(44·1014-17)/9 =
488888888888887<15>
= definitely prime number
(44·1015-17)/9 =
4888888888888887<16>
= 3 · 1629629629629629<16>
(44·1016-17)/9 =
48888888888888887<17>
= 158567 · 308316918961<12>
(44·1017-17)/9 =
488888888888888887<18>
= 7 · 69841269841269841<17>
(44·1018-17)/9 =
4888888888888888887<19>
= 3 · 29 · 1987 · 69203 · 408665641
(44·1019-17)/9 =
48888888888888888887<20>
= 31 · 179 · 8810396267595763<16>
(44·1020-17)/9 =
488888888888888888887<21>
= 23 · 21256038647342995169<20>
(44·1021-17)/9 =
4888888888888888888887<22>
= 32 · 543209876543209876543<21>
(44·1022-17)/9 =
48888888888888888888887<23>
= 19 · 1474397 · 1745187636169009<16>
(44·1023-17)/9 =
488888888888888888888887<24>
= 7 · 1373 · 4507 · 4631629 · 2436802139<10>
(44·1024-17)/9 =
4888888888888888888888887<25>
= 3 · 5399 · 301839160887132733771<21>
(44·1025-17)/9 =
48888888888888888888888887<26>
= definitely prime number
(44·1026-17)/9 =
488888888888888888888888887<27>
= 75731 · 117203 · 55080483921884959<17>
(44·1027-17)/9 =
4888888888888888888888888887<28>
= 3 · 167 · 173 · 6961 · 8103165410646469879<19>
(44·1028-17)/9 =
48888888888888888888888888887<29>
= 1019 · 47977319812452295278595573<26>
(44·1029-17)/9 =
488888888888888888888888888887<30>
= 7 · 43 · 71 · 5087 · 7757 · 109789 · 5280450359747<13>
(44·1030-17)/9 =
4888888888888888888888888888887<31>
= 36 · 61 · 109939258559645795697876923<27>
(44·1031-17)/9 =
48888888888888888888888888888887<32>
= 2593 · 18854180057419548356686806359<29>
(44·1032-17)/9 =
488888888888888888888888888888887<33>
= 151 · 4229 · 252283 · 12214759 · 248440643358449<15>
(44·1033-17)/9 =
4888888888888888888888888888888887<34>
= 3 · 46573 · 17097956791<11> · 2046494035298525303<19>
(44·1034-17)/9 =
48888888888888888888888888888888887<35>
= 31 · 5711 · 46643 · 5920383468879943016430749<25>
(44·1035-17)/9 =
488888888888888888888888888888888887<36>
= 7 · 59 · 211 · 8641 · 264581 · 2453889494811816764029<22>
(44·1036-17)/9 =
4888888888888888888888888888888888887<37>
= 3 · 10785989 · 151087640607609522838344228761<30>
(44·1037-17)/9 =
48888888888888888888888888888888888887<38>
= 199 · 1069 · 229815536470419867762051082770677<33>
(44·1038-17)/9 =
488888888888888888888888888888888888887<39>
= 499 · 4561 · 72831181 · 299326673 · 9853415085480641<16>
(44·1039-17)/9 =
4888888888888888888888888888888888888887<40>
= 32 · 311 · 158867044233919673<18> · 10994448596991998081<20>
(44·1040-17)/9 =
48888888888888888888888888888888888888887<41>
= 19 · 36626591 · 483939349487327<15> · 145167410821178189<18>
(44·1041-17)/9 =
488888888888888888888888888888888888888887<42>
= 7 · 149 · 163 · 392593 · 7324798843557897912185266285151<31>
(44·1042-17)/9 =
4888888888888888888888888888888888888888887<43>
= 3 · 23 · 1742108812914530161<19> · 40671088758958098046843<23>
(44·1043-17)/9 =
48888888888888888888888888888888888888888887<44>
= 461 · 727 · 7643 · 3909359 · 4882085908527438376287432433<28>
(44·1044-17)/9 =
488888888888888888888888888888888888888888887<45>
= 661 · 7753 · 1507139 · 8509331 · 7438582739845829890572571<25>
(44·1045-17)/9 =
4888888888888888888888888888888888888888888887<46>
= 3 · 83 · 113 · 571 · 773 · 114077 · 21728671 · 158812805761353047149891<24>
(44·1046-17)/9 =
48888888888888888888888888888888888888888888887<47>
= 29 · 1549 · 14969 · 3034667 · 23958350875555431941977240910389<32>
(44·1047-17)/9 =
488888888888888888888888888888888888888888888887<48>
= 7 · 47 · 280463 · 323483981 · 16378944628826682969145098457301<32>
(44·1048-17)/9 =
4888888888888888888888888888888888888888888888887<49>
= 32 · 15319 · 964630303589<12> · 36760070904435840556064550089573<32>
(44·1049-17)/9 =
48888888888888888888888888888888888888888888888887<50>
= 31 · 19124453 · 4993217861<10> · 134435776073<12> · 122846864730198106153<21>
(44·1050-17)/9 =
488888888888888888888888888888888888888888888888887<51>
= 43 · 11369509043927648578811369509043927648578811369509<50>
(44·1051-17)/9 =
4888888888888888888888888888888888888888888888888887<52>
= 3 · 1058719337784341111765617<25> · 1539246116954918354321415437<28>
(44·1052-17)/9 =
48888888888888888888888888888888888888888888888888887<53>
= 109 · 127 · 601 · 1579 · 3721545611824891561703556281717034395729471<43>
(44·1053-17)/9 =
488888888888888888888888888888888888888888888888888887<54>
= 72 · 97 · 2477 · 927878947 · 14197245142163<14> · 3152252108523744800536507<25>
(44·1054-17)/9 =
4888888888888888888888888888888888888888888888888888887<55>
= 3 · 36677 · 375623 · 63031643 · 1876654404263248859000445826635585293<37>
(44·1055-17)/9 =
48888888888888888888888888888888888888888888888888888887<56>
= 89 · 131 · 12207006037<11> · 89403029539<11> · 74044260113449<14> · 51891481732553699<17>
(44·1056-17)/9 =
488888888888888888888888888888888888888888888888888888887<57>
= 2504294165361743<16> · 195220232371650850518222085650978497152409<42>
(44·1057-17)/9 =
4888888888888888888888888888888888888888888888888888888887<58>
= 33 · 1847 · 98034628504459461567083536643784493149830333250895123<53>
(44·1058-17)/9 =
48888888888888888888888888888888888888888888888888888888887<59>
= 19 · 25407059819787167<17> · 101274977642266716239409238625630966419219<42>
(44·1059-17)/9 =
488888888888888888888888888888888888888888888888888888888887<60>
= 7 · 907 · 5100253 · 177788552149439713<18> · 84919871201094764381661063789967<32>
(44·1060-17)/9 =
4888888888888888888888888888888888888888888888888888888888887<61>
= 3 · 1629629629629629629629629629629629629629629629629629629629629<61>
(44·1061-17)/9 =
48888888888888888888888888888888888888888888888888888888888887<62>
= 326167417 · 149888941509105089086470243252068580746337666490116911<54>
(44·1062-17)/9 =
488888888888888888888888888888888888888888888888888888888888887<63>
= 307 · 11933 · 1351902943<10> · 230231035487<12> · 428758527447069051539020476159788497<36>
(44·1063-17)/9 =
4888888888888888888888888888888888888888888888888888888888888887<64>
= 3 · 818999 · 1989782197084037501425068442854789358264942484215035219371<58>
(44·1064-17)/9 =
48888888888888888888888888888888888888888888888888888888888888887<65>
= 23 · 31 · 71 · 367 · 853 · 1669793 · 1847500467473461944802074866825662156675975398283<49>
(44·1065-17)/9 =
488888888888888888888888888888888888888888888888888888888888888887<66>
= 7 · 211 · 6375655598614207<16> · 51916430200609153407453763614255853895113004533<47>
(44·1066-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888887<67>
= 32 · 751 · 809 · 1746404557<10> · 511958010918431736360668485612163788855236358666861<51>
(44·1067-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888887<68>
= 287100419 · 63071146051<11> · 1180879881151835129<19> · 2286335157719334645707946197687<31>
(44·1068-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888887<69>
= 49747 · 3183274903<10> · 3087230997102214092263931462639394305525107099861018107<55>
(44·1069-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888887<70>
= 3 · 76512011 · 640066680352061<15> · 13063944937304719<17> · 2547180576074761638897055371821<31>
(44·1070-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888887<71>
= 173 · 2075429 · 1688573695400478635459<22> · 80637334493732793028786262999271308808829<41>
(44·1071-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888887<72>
= 7 · 43 · 75611 · 9262109 · 808663993 · 2868010229402342010137864337743217407058811867141<49>
(44·1072-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888887<73>
= 3 · 2551 · 638819925374217808557283273080999462810517298953206440466338545523179<69>
(44·1073-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888887<74>
= 917945402825513<15> · 2280040978847092764925093<25> · 23358807264395176813310672076318643<35>
(44·1074-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888887<75>
= 29 · 20731 · 36529 · 119293 · 2411252550150438613608727<25> · 77392071945743772432246297426220427<35>
(44·1075-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888887<76>
= 32 · 157 · 1171 · 4943 · 7039 · 489888387733<12> · 173345427108880072206085217041608014973184055943509<51>
(44·1076-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888887<77>
= 19 · 193 · 541237 · 1071657238786339<16> · 1465153318801399433510921<25> · 15688188680312622887966541787<29>
(44·1077-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888887<78>
= 7 · 457 · 1009 · 1453321 · 131459855430470894592271<24> · 792775210060454384190631616442538029780127<42>
(44·1078-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888887<79>
= 3 · 691 · 10861 · 26234108434489229194520681<26> · 8277034053037778534906590495710050307872041459<46>
(44·1079-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888887<80>
= 31 · 1755753500231<13> · 174684192802781<15> · 95686598652142296649<20> · 53737839989252732755384962098243<32>
(44·1080-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888887<81>
= 419 · 1447 · 16548541604611<14> · 92946852144761<14> · 2373720346361128147<19> · 220853175695241130826883807307<30>
(44·1081-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888887<82>
= 3 · 1685917 · 595686314457636893981023<24> · 1622688281587336651071810568523001305632607084529919<52>
(44·1082-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888887<83>
= 197 · 3938989477628746165938300643779835483<37> · 63002693986366845395140698760464731699808337<44> (Makoto Kamada / GGNFS-0.70.1 / 0.09 hours)
(44·1083-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888887<84>
= 7 · 4139 · 25847 · 43909501163805259<17> · 14867846015132390473036496753044873714859357406369677989903<59>
(44·1084-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888887<85>
= 33 · 1016077909853833<16> · 178204798167282552425650589157547996012557682163930530592801877478957<69>
(44·1085-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888887<86>
= 126443 · 270304787 · 892023005687741<15> · 7804528887803803<16> · 205465491342472012566909569645922311838409<42>
(44·1086-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888887<87>
= 23 · 83 · 829 · 3533 · 141082199184299<15> · 193476022800296267303<21> · 3203367009818781922731295022609009732227967<43>
(44·1087-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<88>
= 3 · 359 · 18609135429451695192375813025418819<35> · 243931713916154308234188197885549984967160022932649<51> (Makoto Kamada / GGNFS-0.70.3 / 0.18 hours)
(44·1088-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<89>
= 72727 · 912129554506831379491<21> · 1965827838245717891441<22> · 374897448903919249551982662544183543081051<42>
(44·1089-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<90>
= 7 · 797 · 5034427 · 7706051 · 2258769312536778644681737647659966817889574398316728142024952983870743189<73>
(44·1090-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<91>
= 3 · 61 · 1669 · 205967 · 207459041613130164026392754184029083<36> · 374604275650513103445111366927019442404242521<45> (Makoto Kamada / GGNFS-0.70.3 / 0.21 hours)
(44·1091-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<92>
= 33197201 · 1472681051902203709550359046501808658172382933395164516697925493444127680791187452487<85>
(44·1092-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<93>
= 43 · 171163 · 66425039546675675109757187645951097191442142107283956974629907230940735111721859156543<86>
(44·1093-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<94>
= 32 · 47 · 59 · 269 · 126258001 · 5767752273106506156549693043813962723207270841363157995246681514559828292243039<79>
(44·1094-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<95>
= 19 · 31 · 127 · 16658903 · 51196087 · 22829004229117<14> · 620279317149566383057293795799<30> · 54117000188583401246434387294183<32>
(44·1095-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<96>
= 73 · 211 · 15274219 · 8016497447470208681<19> · 3553606886594376559547357<25> · 15524604215425637334752685223185166884253<41>
(44·1096-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<97>
= 3 · 8444791015020918209521735128261128087<37> · 192974536223688058649790382960731143587351789226972450699467<60> (Makoto Kamada / GGNFS-0.70.5 / 0.38 hours)
(44·1097-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<98>
= 643 · 93263 · 27954738296543<14> · 29163146660030648365733039189667456253501805762623024317745745615075778429101<77>
(44·1098-17)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<99>
= 2917 · 874410969498323<15> · 5415221899170949626621229<25> · 35394997283859711659471251283337108510040397717055363533<56>
(44·1099-17)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<100>
= 3 · 71 · 89 · 1091 · 97177 · 106727 · 306857 · 54785777 · 811406353 · 4285947605039<13> · 389842241298221950752733997685934292812078287113<48>
(44·10100-17)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888887<101>
= 365303 · 133831063223923397532702684864041327032323547545158098589086015961787581511481944820844309761729<96>
(44·10101-17)/9 =
4(8)1007<102>
= 7 · 3511 · 19892130401956662281356100780766118276798994543226955645070142364360535821658009069003087801151031<98>
(44·10102-17)/9 =
4(8)1017<103>
= 32 · 29 · 19517371 · 973378603 · 3967927477<10> · 140215779374938349897<21> · 1772172245791827003291607639828396506444643937819137711<55>
(44·10103-17)/9 =
4(8)1027<104>
= 1789 · 201547 · 4639025475786498781<19> · 29227840646016620370524383609116454298635818954460451177780226245963905926269<77>
(44·10104-17)/9 =
4(8)1037<105>
= 1453 · 5568533287<10> · 5335076764314319996463585618733855222723227<43> · 11325648007691200306292519178705980717619362257871<50> (Ignacio Santos / GGNFS snfs / 0.40 hours / Feb 28, 2009)
(44·10105-17)/9 =
4(8)1047<106>
= 3 · 671323 · 2473609 · 2460362561262722710018034351313961<34> · 398866188750874688871780951536826630692272742500588933046327<60> (Ignacio Santos / GGNFS snfs / 0.43 hours / Feb 28, 2009)
(44·10106-17)/9 =
4(8)1057<107>
= 41966834289067509049829<23> · 1164941071135894484339614972632112121463877643410861780207133362683196737245473498603<85>
(44·10107-17)/9 =
4(8)1067<108>
= 7 · 151 · 2591167 · 9364636130953<13> · 1684619316590834232011834229283191761<37> · 11314805483343756222966792594459489946735699966481<50> (Ignacio Santos / Msieve for P37 x P50 / 0.53 hours / Feb 28, 2009)
(44·10108-17)/9 =
4(8)1077<109>
= 3 · 23 · 229 · 167742802095275227252319<24> · 1844512915108750347868819325328514542075503936134080246651768442943661464419065073<82>
(44·10109-17)/9 =
4(8)1087<110>
= 31 · 402446351 · 3918686125444933098824225392570591504585165543163443745324557749713406892442111025456656809337205127<100>
(44·10110-17)/9 =
4(8)1097<111>
= 217003 · 1687573343<10> · 981851775139662680653913806484673951169790561<45> · 1359677287156986953147563312834625938221211913279323<52> (Ignacio Santos / GGNFS snfs / 0.54 hours / Feb 28, 2009)
(44·10111-17)/9 =
4(8)1107<112>
= 34 · 18742218121351125057684271<26> · 8915025671459819134159527303168559342249<40> · 361228129437417037821778579444543829648960513<45> (Makoto Kamada / Msieve-1.39 for P40 x P45 / 29 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin)
(44·10112-17)/9 =
4(8)1117<113>
= 19 · 90481 · 102647 · 889999752947<12> · 8292894039994351245929<22> · 46369784126055315497893<23> · 809509289375052542042425190708575404990163021<45>
(44·10113-17)/9 =
4(8)1127<114>
= 7 · 43 · 173 · 677 · 63671 · 487472233 · 446804301984518773438581010351076627927144056793279957763288126830115749134105255034642942429<93>
(44·10114-17)/9 =
4(8)1137<115>
= 3 · 335809 · 2932883 · 23406287 · 26447950848946508125891246620051919927934567<44> · 2672866621436084828667546678655921370908295550092983<52> (Ignacio Santos / GGNFS snfs / 0.77 hours / Feb 28, 2009)
(44·10115-17)/9 =
4(8)1147<116>
= 331 · 39163 · 37224343911186591984769971727<29> · 212849522146077099708504095441563<33> · 475999491962200336524237311543841457102907720579<48> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=232102842 for P33 / Feb 25, 2009)
(44·10116-17)/9 =
4(8)1157<117>
= definitely prime number
(44·10117-17)/9 =
4(8)1167<118>
= 3 · 1907 · 245156587206633450067<21> · 916989987323007790505753750259043<33> · 3801281733577987674602966153996657623788806851849819594576487<61> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=3371459127 for P33 / Feb 25, 2009)
(44·10118-17)/9 =
4(8)1177<119>
= 5119206635006373557156560747475490922102229350311527<52> · 9550090936860184163762019684239003669175453223403396936392071157681<67> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.39 snfs / 1.61 hours, 0.18 hours / Feb 28, 2009)
(44·10119-17)/9 =
4(8)1187<120>
= 7 · 743 · 561307 · 255712739 · 52146195458644069<17> · 12558791857116730467809742048671120903545306300485347941203664411918581755449057982251<86>
(44·10120-17)/9 =
4(8)1197<121>
= 32 · 7754150508281<13> · 70054079549151392379692294629434647253346651272534142502825376226230447295779923601799620628553342899155703<107>
(44·10121-17)/9 =
4(8)1207<122>
= 12007 · 3061693410833<13> · 7522484945043943572465431753<28> · 176787937698055947362489919886201178416095243116511632346679716364402669408409<78>
(44·10122-17)/9 =
4(8)1217<123>
= 163 · 595078871 · 40277836111526983476473<23> · 25055727059552303768450318768856332883833<41> · 4994303060252602682538203448316349125497740032091<49> (10metreh / YAFU 1.06 / Mar 1, 2009)
(44·10123-17)/9 =
4(8)1227<124>
= 3 · 4026625162490093161507<22> · 145178383648848147018910389708774434246239763<45> · 2787698185156916726878264114124424897244941552415044169669<58> (Ignacio Santos / GGNFS, Msieve snfs / 1.60 hours / Feb 28, 2009)
(44·10124-17)/9 =
4(8)1237<125>
= 31 · 263 · 1367 · 579869 · 2106279482684671128553716331<28> · 7184341361576624991246518009<28> · 499909467300233978837278930313621819913263496295861979087<57>
(44·10125-17)/9 =
4(8)1247<126>
= 7 · 211 · 4453417 · 1602043501271566697868732461382414268534571<43> · 46394019911217396269265065640038665422658070408067883179766258176382621433<74> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 1.59 hours / Feb 28, 2009)
(44·10126-17)/9 =
4(8)1257<127>
= 3 · 47653 · 71147 · 597361534589012167168440041910515739916420567<45> · 804645930508513497385460242371516277261563191572489892715193841447820557<72> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 1.93 hours / Feb 28, 2009)
(44·10127-17)/9 =
4(8)1267<128>
= 83 · 589022757697456492637215528781793842034805890227576974564926372155287817938420348058902275769745649263721552878179384203480589<126>
(44·10128-17)/9 =
4(8)1277<129>
= 242409031 · 2016793214642604998032803855764304791469955130875008072157546345246885166126046223454805563283196692819950626711134738577<121>
(44·10129-17)/9 =
4(8)1287<130>
= 32 · 379333544431376136817<21> · 543376120176494029783070372873813<33> · 2635395864381568303023427346001305698996380784512644341246458100136860855283<76> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=1587406124 for P33 / Feb 25, 2009)
(44·10130-17)/9 =
4(8)1297<131>
= 19 · 23 · 29 · 8697509 · 16822307 · 26366366885823232220982163686233224928887319278796988156231239164374056799627383105887335482157184430524897857113<113>
(44·10131-17)/9 =
4(8)1307<132>
= 7 · 33295186961<11> · 10042374822186389<17> · 21835142762529444767<20> · 33473673495183973163581212939077687913287<41> · 285781973322323967546692563708124895330528901<45> (Makoto Kamada / Msieve-1.39 for P41 x P45 / 35 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Feb 27, 2009)
(44·10132-17)/9 =
4(8)1317<133>
= 3 · 1629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629<133>
(44·10133-17)/9 =
4(8)1327<134>
= 313 · 61970431833043<14> · 383323733230232520362011<24> · 33566362962259841077602448108183136191<38> · 195889569350056287572634065511059531775558430638559368593<57> (Serge Batalov / Msieve-1.39 snfs / Mar 2, 2009)
(44·10134-17)/9 =
4(8)1337<135>
= 43 · 71 · 38083 · 336296610392441169560118324067<30> · 3105462461647958049658077091153892526461<40> · 4026275015098169845103596818850013238999514021557153176599<58> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=2760286127 for P30 / Feb 25, 2009) (Sinkiti Sibata / Msieve 1.39 for P40 x P58 / 6.41 hours / Mar 1, 2009)
(44·10135-17)/9 =
4(8)1347<136>
= 3 · 45761713 · 40124664841<11> · 4039007416681831015505609<25> · 219735674329833627467359174056038622417386571332195870948955878769742785942898269814240904957<93>
(44·10136-17)/9 =
4(8)1357<137>
= 127 · 199 · 202624700755326247138439253739<30> · 144246135426363968879630879600082913331749818833<48> · 66184576863078841433464131617341216284110059499927568637<56> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=1696840359 for P30 / Feb 25, 2009) (Sinkiti Sibata / Msieve 1.39 for P48 x P56 / 25.6 hours / Mar 1, 2009)
(44·10137-17)/9 =
4(8)1367<138>
= 72 · 971 · 29009 · 53299 · 2903903770185033689<19> · 492656301398183026663201<24> · 30697627216890857900434352302055119666109<41> · 151325447800861804641659611076172091052683<42> (Makoto Kamada / Msieve-1.39 for P41 x P42 / 14 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Feb 27, 2009)
(44·10138-17)/9 =
4(8)1377<139>
= 33 · 233 · 1063 · 2334210789333625589<19> · 958884620267009278153<21> · 49398087036152078961610397<26> · 6612119002482861927693007826220431407257163039545513131080025318611<67>
(44·10139-17)/9 =
4(8)1387<140>
= 31 · 47 · 247241610213621214642616779079680643653573<42> · 135715375271042152313074475367181093008863209189025885597583020412222531793776330579073842334267<96> (Ignacio Santos / GGNFS, Msieve snfs / 3.89 hours / Feb 28, 2009)
(44·10140-17)/9 =
4(8)1397<141>
= 257 · 6422477429<10> · 266764282411297588607226035777225117<36> · 1110316455753766733474915862488653783239958544991715616798611308282107315182967999730716957687<94> (Sinkiti Sibata / Msieve / 5.36 hours / Mar 2, 2009)
(44·10141-17)/9 =
4(8)1407<142>
= 3 · 3581871731<10> · 24511862298614659295884030627<29> · 1935713272129890223796790170669706733402120501<46> · 9588740089602400047209894490431903419856559262055026071217<58> (Sinkiti Sibata / Msieve / 6.73 hours / Mar 2, 2009)
(44·10142-17)/9 =
4(8)1417<143>
= 7687 · 54331 · 501383844817177795490233<24> · 233472240503016571455829337664237278992858776017609884199106032629955339352804554562077942424247345969166699387<111>
(44·10143-17)/9 =
4(8)1427<144>
= 7 · 89 · 863 · 909308654696444871819512151773534199615155778005518263567660107038028321244694752317755429450978033789496286404120325507699054380997433063<138>
(44·10144-17)/9 =
4(8)1437<145>
= 3 · 42920959 · 5881370882122551087199960681673227889956880044401651746057<58> · 6455664145439386864235246041474399945467845376843360134375006180876717813506283<79> (Sinkiti Sibata / Msieve / 7.87 hours / Mar 2, 2009)
(44·10145-17)/9 =
4(8)1447<146>
= 2314820069<10> · 1535981355061360644970133<25> · 18034466372656973701020975047<29> · 762436515387798897603506135866862641008051634945886169168457689465997527550548590473<84>
(44·10146-17)/9 =
4(8)1457<147>
= 29437746451<11> · 39356253678142543<17> · 145977862620685020006575147046184107331<39> · 2890712197147550381221784038267660221257757249803464957889274361683240563824349089<82> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=695496723 for P39 / Feb 28, 2009)
(44·10147-17)/9 =
4(8)1467<148>
= 32 · 593 · 94239779 · 18579325691<11> · 1302182617844596075878593<25> · 401769406516076550604119403622428075000041474682169038322783898331671992215325339275759960547756079263<102>
(44·10148-17)/9 =
4(8)1477<149>
= 19 · 1487 · 4074263 · 344859047879<12> · 1231558122282914704629226889506270182569213446438858514246371283823535573215217771641113388615855103115294512264368584849165827<127>
(44·10149-17)/9 =
4(8)1487<150>
= 7 · 97 · 223 · 3228758256265075182369805826881320386012725710381852030411967539238585422303234702106691381343500986605789897362177885500894145894377044115844911<145>
(44·10150-17)/9 =
4(8)1497<151>
= 3 · 61 · 2371 · 10541700428084289469685773<26> · 662774193156828676731500735534772421<36> · 1612691375107438955598538993207556039271881587874495240998858692142367210611416460523<85> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=2982215659 for P36 / Feb 25, 2009)
(44·10151-17)/9 =
4(8)1507<152>
= 59 · 250813 · 28010092649606243627127076612342517<35> · 117948810979765038663230411677791182952456300022271405308145892823160288837963818959566692105287562931657362133<111> (Sinkiti Sibata / Msieve / 17.12 hours / Mar 1, 2009)
(44·10152-17)/9 =
4(8)1517<153>
= 232 · 673 · 31387 · 120623 · 233609 · 1913001924750299<16> · 281035316950699471<18> · 14769344493504724586273093<26> · 195538554354542125717047747346794153167301028576915171025717667850502260507<75>
(44·10153-17)/9 =
4(8)1527<154>
= 3 · 157 · 19134643208168145907043<23> · 542461463494631706136070027396738435207815655309404136101847286063130776034329772850705630170255173496663291751971524644210350379<129>
(44·10154-17)/9 =
4(8)1537<155>
= 31 · 2841073 · 842008051 · 41556679760737210847<20> · 3924450710070684219599587<25> · 4042314652275685363468152110321229610425542507383792455717243614683066323167059785450189980191<94>
(44·10155-17)/9 =
4(8)1547<156>
= 7 · 43 · 211 · 727273 · 2030947 · 119399689489097<15> · 22484200091955444721369<23> · 1941263649837277218712058313477234320307375014833423211527789052832295071366882342622615316298745598099<103>
(44·10156-17)/9 =
4(8)1557<157>
= 32 · 173 · 41813 · 178643 · 420362748234999188003529235398196905716205111747709560509515395943569712098907481549073133094633766909213453320036316617989484078389597529738549<144>
(44·10157-17)/9 =
4(8)1567<158>
= 113 · 934849011233<12> · 18954522712145416213355008841<29> · 41884250132489674647874497318053<32> · 582943753407491529332395695678911449842653897716877910862514791752137631829483752611<84> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=3042355497 for P32 / Feb 25, 2009)
(44·10158-17)/9 =
4(8)1577<159>
= 29 · 23159 · 104717 · 6951446339424545330865204938224296624450447275972819381739092378654127767046431856324049887646014420344413025439942150759466282476875568705300795401<148>
(44·10159-17)/9 =
4(8)1587<160>
= 3 · 73259 · 8285839 · 290815744390341441958304938177196752945577<42> · 9231526502197941525313298896072190111031909233636542906339087491666606405324372762984243973766232005206577<106> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 14.41 hours on Core 2 Quad Q6700 / Mar 1, 2009)
(44·10160-17)/9 =
4(8)1597<161>
= 109 · 55763 · 92761 · 369517186744001<15> · 4076131018922486931816494926997155938069156975906851<52> · 57569086606996077921238443496515686998345474130400656285165932035408929446980022051<83> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 13.39 hours on Core 2 Quad Q6700 / Mar 1, 2009)
(44·10161-17)/9 =
4(8)1607<162>
= 7 · 3488879 · 4093343 · 4890441651673867397062668234641219218205800783724957402754056284597024163586653017176396183851321614654253094298017244562057629173519957289936467553<148>
(44·10162-17)/9 =
4(8)1617<163>
= 3 · 1493 · 238969207 · 4990620217664536348150795739736133<34> · 915235043598425178251463651557081130210364541733311841146729064706626965210952206645736477433022202095713997208394163<117> (Ignacio Santos / GGNFS, Msieve snfs / 36.56 hours / Mar 1, 2009)
(44·10163-17)/9 =
4(8)1627<164>
= 911 · 524269 · 48337251979<11> · 73543684821870517<17> · 28794548211554741225041508561594972931645298800549390210416926926567284604624929015839542605911434213725340629911770983907785851<128>
(44·10164-17)/9 =
4(8)1637<165>
= 15018857767<11> · 17250937951918337<17> · 1886950682363689891473363042474808419913707644292114467401589999933976644479805809548470046088990180321407793113818090968446868983967645553<139>
(44·10165-17)/9 =
4(8)1647<166>
= 33 · 991 · 6733 · 12518717032545671<17> · 44724260357140657615979<23> · 48468674611024087607454518741741721757434612266944630834307699387776236298329262362100059128733644735149613698789447603<119>
(44·10166-17)/9 =
4(8)1657<167>
= 19 · 177636367 · 493973401 · 10130025607661052751984594948001591<35> · 2894746758907489244526766490846737550788329151477578304420727802540456057343393197016694224714405763736055795654909<115> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=2251914498 for P35 / Feb 28, 2009)
(44·10167-17)/9 =
4(8)1667<168>
= 7 · 709 · 17992913 · 5474751506981366159042264911930286309092908770207495202747147389598562258458375430692999691553865051761457544712537899258666510269400550355383373188764620173<157>
(44·10168-17)/9 =
4(8)1677<169>
= 3 · 83 · 162391 · 1715819497950141258159881096879952789398002521580423107736772458539641033<73> · 70465617988301484346048053599489955072455045833762809942425229784950721301400075466556321<89> (Ignacio Santos / GGNFS, Msieve snfs / 51.54 hours / Mar 4, 2009)
(44·10169-17)/9 =
4(8)1687<170>
= 31 · 71 · 9950279730184416324167097807141707833908720539115456322172137682732648571133<76> · 2232311694114726941128124192221372005745626339904571066213105265608109389955468274136910139<91> (Serge Batalov / Msieve-1.39 snfs / 32.00 hours on Q6600/3.2GHz/Ubuntu-8.10/x86_64 / Mar 2, 2009)
(44·10170-17)/9 =
4(8)1697<171>
= 523 · 26393 · 5248786129<10> · 67204076825777480647940943101<29> · [100407284951808774048499368281072908226415208673026207174570944509767601913362756510328274963943649362315407074660910461389377<126>] (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=910978272 for P29 / Feb 28, 2009) SUBMIT/RESERVE
(44·10171-17)/9 =
4(8)1707<172>
= 3 · 947 · 2459 · 45607663760987<14> · 15344140919698410751659269346658999920569933582443567695932331810688730151590008783680173360338578451828487396029438232533542031863585115492304599139879<152>
(44·10172-17)/9 =
4(8)1717<173>
= 10296581 · 10762940537162202518453<23> · [441149900734967936022859742700172761973122485852295138313172586025002350352921382413968097561364512705683590288930278849099614727091633149850559<144>] SUBMIT/RESERVE
(44·10173-17)/9 =
4(8)1727<174>
= 7 · 62552967536950864117<20> · 1116514093436313484545087468159356863029804466004656861809528832526359275335196822399135482388115842678020449012123794882721240036253393566028693529252973<154>
(44·10174-17)/9 =
4(8)1737<175>
= 32 · 23 · 3700187377429<13> · 627922963598369025607<21> · [10165055132771869491123281413515763836553346389543424607689906409913944143734962318341675267761341825349859502567804979010875082260124530147<140>] SUBMIT/RESERVE
(44·10175-17)/9 =
4(8)1747<176>
= 3358039 · 53682784607<11> · 270989532701<12> · 1000775995912337120488973632424646615102766135637252241152578086768808176978133684431353598445621590424933379030335445995435328166513115821947769419<148>
(44·10176-17)/9 =
4(8)1757<177>
= 43 · 659 · 98196426949<11> · 24146313277163821<17> · 192280009873992323<18> · 40080386376207456114952753675681<32> · 117784917298517583845267164230914271179<39> · 8015932728867754668581789667849717412702585687637176051847<58> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=4011473568 for P32 / Feb 28, 2009) (Jo Yeong Uk / GGNFS/Msieve v1.39 gnfs for P39 x P58 / 2.00 hours on Core 2 Quad Q6700 / Mar 1, 2009)
(44·10177-17)/9 =
4(8)1767<178>
= 3 · 18191 · 2461339886774522358152390757453165420172103<43> · 36396594389213756106769747898329596555265057158903246811091893445667012912315124913287462349109779266801430409018816915629171603573<131> (Ignacio Santos / GGNFS, Msieve snfs / 105.06 hours / Mar 11, 2009)
(44·10178-17)/9 =
4(8)1777<179>
= 127 · 4899331 · 78572335899508145266648206846355738086877654306655544373944291045619472691864386570408276534289043369565639232355756919595128474673762808610632932821404778889792226106051<170>
(44·10179-17)/9 =
4(8)1787<180>
= 72 · 5659 · 77282063269<11> · [22813697819444091230659047110568599610752635357226010667095867093421003098885651856628096261926169957221789575728136902385652955935230844952704175919163382028269953<164>] SUBMIT/RESERVE
(44·10180-17)/9 =
4(8)1797<181>
= 3 · 197 · 339557 · 18037501 · 10326500399962032038549<23> · 9885348635025715955474918333<28> · 13230872163743203456818594476228234284040375098799340445612061998097686708307939738737749766960900080718440282938953<116>
(44·10181-17)/9 =
4(8)1807<182>
= 625237 · 78192571599071854175119017090941337267130526326639160652502793163054791845154539620798015614701127554653497615926262983298955258388241401082931574569145602209864241701768911451<176>
(44·10182-17)/9 =
4(8)1817<183>
= 151 · 33461 · 174367 · 215153 · 5911494629717278475537<22> · 17463721528733402417637979<26> · 72877725369541962550839612773055856131488302427<47> · 342810168865540864323295835420733036947062052146446962992986050323840027<72> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 gnfs for P47 x P72 / 95.07 hours / Mar 5, 2009)
(44·10183-17)/9 =
4(8)1827<184>
= 32 · 181 · 22441 · 27653 · 1263583 · 387096883 · 149466814035992367293<21> · [66150997492056190072156977221241754860992120050967628790822670087668940159166489724588429029756439501544580291594181424977951949199517543<137>] SUBMIT/RESERVE
(44·10184-17)/9 =
4(8)1837<185>
= 192 · 31 · 1779871 · 80370079 · 736415067202097951<18> · 550975502692803321857<21> · [75266789839158504125018623404233585934461835467836203551740981194544411644447503788851365320051073591760081253276485126323761439<128>] SUBMIT/RESERVE
(44·10185-17)/9 =
4(8)1847<186>
= 7 · 47 · 131 · 211 · 3875463513001<13> · 857414899964563<15> · [16178782605032436173250582340017601572196332841600508079806670319819632268101869719487864593041611177562074129462944424919523793446078536861750996590341<152>] SUBMIT/RESERVE
(44·10186-17)/9 =
4(8)1857<187>
= 3 · 29 · 3989 · 24695538603926609537058589097<29> · 570437904266119851493407238614251222739796591509336404860292287942919296971159826499522114683875160203130716879365970724611080312140983320876592763221397<153>
(44·10187-17)/9 =
4(8)1867<188>
= 89 · 209317 · [2624313162820613457417062593513149959093220357128821753709557611955421245593621635486635366125712819370785490986059845302584112860209869782952660903543745454458483505926358182113699<181>] SUBMIT/RESERVE
(44·10188-17)/9 =
4(8)1877<189>
= 489157440794055351113<21> · 788626997672401392423907<24> · 119365377000451882851235519<27> · 10617236424118743993084239550255795424604593864657238215394570387957887658187448324306422942017036173162724246714654603<119>
(44·10189-17)/9 =
4(8)1887<190>
= 3 · 149 · 1973 · [5543391590599365357254579880839758313166096768215301297821358914573689879240993783968234350407105418551892255617376970407989841482937881635738951107160184741083927074667846905130774277<184>] SUBMIT/RESERVE
(44·10190-17)/9 =
4(8)1897<191>
= 1704587 · 773934704539<12> · [37058400750092800166658558011380302478080265432576176982474637677808913715295860231322434619618676898246546097633904801284045275630975929197414914109695351449521697956324959<173>] SUBMIT/RESERVE
(44·10191-17)/9 =
4(8)1907<192>
= 7 · 751 · 1229217511<10> · 555335785751<12> · 17600056050845750873641<23> · 809722687213904864836267331<27> · 3959130287390886271927035127231<31> · 144550996278661975016517134044638733<36> · 16703848779271170927251535893830201636903983700639807<53> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=1309354348 for P31 / Feb 26, 2009) (Ignacio Santos / Msieve for P36 x P53 / 0.57 hours / Feb 28, 2009)
(44·10192-17)/9 =
4(8)1917<193>
= 34 · 251639 · 701659709 · 7440836309<10> · 1082221165762153<16> · 1961346927145901<16> · 9393026718976908191815963<25> · 2304214511184608480644118559059869304830368822348081498859206783658166967194047027679758085687539433358377926327<112>
(44·10193-17)/9 =
4(8)1927<194>
= 167 · 292747837658017298735861610113107119095143047238855622089155023286759813705921490352628077178975382568196939454424484364604125083166999334664005322687957418496340652029274783765801729873586161<192>
(44·10194-17)/9 =
4(8)1937<195>
= 311 · 1869631 · 166195487 · 40002923577031<14> · [126468660485062417173686932358904177243972622474301713085688011284314769866318889141503008458764576395423657521323872358791837144543627394138898649656129438074132631<165>] SUBMIT/RESERVE
(44·10195-17)/9 =
4(8)1947<196>
= 3 · 738775281624288079<18> · 2205852943599695145881959472357273401891005901001848203845793859203497861804449680014567603326688090059658496416458243011748154464997861571495706134830266593567750281662909414451<178>
(44·10196-17)/9 =
4(8)1957<197>
= 23 · 12553 · [169330348501099300319303159434913839715740525870790938209431623443171003255375949933634048638603240136218568535111609865955787076322960694962537584602637474114585077147291618801980087520699673<192>] SUBMIT/RESERVE
(44·10197-17)/9 =
4(8)1967<198>
= 7 · 43 · 179 · 180192366370524429277382033171<30> · 50356350969832803448648096347995128791247155483945461392799207399795166974995809400922218508687516833945192101225665458371976955557885982556232271977569349459988443<164> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=4228587319 for P30 / Feb 28, 2009)
(44·10198-17)/9 =
4(8)1977<199>
= 3 · 3067 · 6743979371<10> · 261433982591062899851<21> · [301367811513023915671928376433827293937023608941167329248988123203903411953405012934762931011104427602256692735279213495242946954853916026708052885062131538434291647<165>] SUBMIT/RESERVE
(44·10199-17)/9 =
4(8)1987<200>
= 31 · 173 · [9115959143928564029253941616425300930242194459983011167049951312490935836078480120993639546688213479188679636190357801396399196138148217208444693061512006132554333188306710589015269231566080344749<196>] SUBMIT/RESERVE
(44·10200-17)/9 =
4(8)1997<201>
= 254307375812599<15> · [1922432990103892046243080115170895969419424014087811470135883302904370165560871353905054415260255728339849932766028407053263678828873432145745544346435903789732483791537946126686044414913<187>] SUBMIT/RESERVE
(44·10201-17)/9 =
4(8)2007<202>
= 32 · 14519 · 29381612474999<14> · 17092353666879822497<20> · [74499516730307746802580016953611510960835223632446300656748093693740043340058822257555430506576186164049263908676102298511357487139005960860083980927684908188546799<164>] SUBMIT/RESERVE
(44·10202-17)/9 =
4(8)2017<203>
= 19 · 2891584018994382557518753539240993661489392732788328409241<58> · 889858084116654916807069578355138652152689469299026049021329528371839912902115848416237708291106981386858036660316985335361448495359121966080853<144> (Robert Backstrom / GGNFS-0.77.1-20050930-k8, Msieve 1.39 snfs / 85.73 hours, 17.18 hours / Mar 10, 2009)
(44·10203-17)/9 =
4(8)2027<204>
= 7 · 163 · [428474048105949946440743986756256694907001655467913136624793066510857921900866686142759762391664232155029701041970980621287369753627422339078780796572207615152400428474048105949946440743986756256694907<201>] SUBMIT/RESERVE
(44·10204-17)/9 =
4(8)2037<205>
= 3 · 71 · 643 · 35696003102307178709605713307551083819894193801713570403470300519782481537459304528281375366999531895595681108133739943259580523287180023867645710679027219013638307003474681392890491963937301593096393<200>
(44·10205-17)/9 =
4(8)2047<206>
= 12473221 · 108108983 · 40002095659<11> · [906331394621628961842616299423030817490199350200672802848713724556975584110686232132206096747634740499473950944084385611977232201311282212122110956024603372870624030796858041035751<180>] SUBMIT/RESERVE

4. References