|
2012-08-28, 07:13
|
#463 |
|
Romulan Interpreter
Jun 2011
Thailand
226708 Posts |
This may be the first time when I like (and laugh to) a title change...
(just for posterity, original title "found a factor? say it!", current title "found a factor? say it backwards... fast", hehe, this was inspired!) Last fiddled with by LaurV on 2012-08-28 at 07:14 |
|
|
|
2012-08-28, 08:11
|
#464 | |
"Åke Tilander"
Apr 2011
Sandviken, Sweden
2×283 Posts |
Largest k ?
Sorry, I posted my question in the wrong thread. My intention was to post it in this thread where possibly more will read it. Sorry for the inconvenience.
Quote:
On Will Edgingtons list there are a few larger factors for very very large Mersenne prime exponent numbers with small k:s, so my question is: Is the factor (of Mersenne prime exponent numbers) I found the factor found using ordinary trial factoring with the largest k? (k=4233500143460588). It would be nice to know if it is so or not. |
|
|
|
|
2012-08-28, 08:32
|
#465 | |
Jun 2003
2·3·7·112 Posts |
Quote:
|
|
|
|
|
|
2012-08-28, 11:06
|
#466 | |
|
"Åke Tilander"
Apr 2011
Sandviken, Sweden
2×283 Posts |
Quote:
And in the 50,000,000 region it must be found above ^78 And in the 332,190,000 region it must be found above ^81 Last fiddled with by aketilander on 2012-08-28 at 11:25 |
|
|
|
|
|
2012-08-28, 18:00
|
#467 |
Feb 2012
19516 Posts |
M902326099 has a factor q=4289111289480658787353; log2(q)=71.861...
k = 2^2 * 3^3 * 4363 * 5043881 = 2376696902724; log2(k)=41.112... 5043881/71.861 = 70189.41... M902326157 has a factor q=1828584835204776493769; log2(q)=70.631... k = 2^2 * 7 * 11 * 383 * 8589583 = 1013261569012; log2(k)=39.882... 8589583/70.631 = 121612.08... M902326927 has a factor q=1564980648610469913943; log2(q)=70.407... k = 3 * 7 * 22067 * 1871339 = 867191591973; log2(k)=39.658... 1871339/70.407 = 26578.88... M902327333 has a factor q=1310377264225374352417; log2(q)=70.15... k = 2^4 * 3 * 15127285487 = 726109703376; log2(k)=39.401... 15127285487/70.15 = 215641988.41... M902327561 has a factor q=2755552028850444215471; log2(q)=71.223... k = 5 * 13 * 109 * 215513531 = 1526913367135; log2(k)=40.474... 215513531/71.223 = 3025897.97... M902327821 has a factor q=122878013604208845481; log2(q)=66.736... k = 2^2 * 3^2 * 5 * 41 * 9226213 = 68089451940; log2(k)=35.987... 9226213/66.736 = 138249.42... M902328491 has a factor q=326220721690685121697; log2(q)=68.144... k = 2^4 * 3 * 11 * 13217 * 25903 = 180766054128; log2(k)=37.395... 25903/68.144 = 380.12... M902329093 has a factor q=494342952496957182863; log2(q)=68.744... k = 19 * 641 * 787 * 28579 = 273926085467; log2(k)=37.995... 28579/68.744 = 415.73... M902329277 has a factor q=357419180923009101521; log2(q)=68.276... k = 2^3 * 5 * 13 * 17 * 827 * 27091 = 198053631880; log2(k)=37.527... 27091/68.276 = 396.79... M902329433 has a factor q=87821790763629874927; log2(q)=66.251... k = 3 * 13 * 43 * 29018443 = 48663928911; log2(k)=35.502... 29018443/66.251 = 438007.62... M902329919 has a factor q=41539158212019957871; log2(q)=65.171... k = 3 * 5 * 263 * 5834657 = 23017721865; log2(k)=34.422... 5834657/65.171 = 89528.43... M902330153 has a factor q=146826243592006749697; log2(q)=66.993... k = 2^8 * 3^2 * 19 * 1858541 = 81359490816; log2(k)=36.244... 1858541/66.993 = 27742.32... M902351057 has a factor q=4186824829391096247911; log2(q)=71.826... k = 5 * 4.63991E+11 = 2319953413315; log2(k)=41.077... 463990682663/71.826 = 6459926526.09... M902351189 has a factor q=256170582655028761007; log2(q)=67.796... k = 7^2 * 18269 * 158567 = 141946165627; log2(k)=37.047... 158567/67.796 = 2338.88... M902351239 has a factor q=39707391857052682337; log2(q)=65.106... k = 2^4 * 7 * 53 * 1013 * 3659 = 22002181712; log2(k)=34.357... 3659/65.106 = 56.2... M902345089 has a factor q=4009929163200837078857; log2(q)=71.764... k = 2^2 * 5.55487E+11 = 2221948793252; log2(k)=41.015... 555487198313/71.764 = 7740471522.11... M902345209 has a factor q=1428356517157700748823; log2(q)=70.275... k = 3 * 23 * 149 * 76983659 = 791468998179; log2(k)=39.526... 76983659/70.275 = 1095462.95... M902345579 has a factor q=1691796002901619101481; log2(q)=70.519... k = 2^2 * 3^3 * 5 * 7 * 23 * 10782649 = 937443504060; log2(k)=39.77... 10782649/70.519 = 152904.17... M902336329 has a factor q=1337349006426462641177; log2(q)=70.18... k = 2^2 * 1.85262E+11 = 741047968172; log2(k)=39.431... 185261992043/70.18 = 2639811798.85... M902336951 has a factor q=205023061207420701809; log2(q)=67.474... k = 2^3 * 14200838513 = 113606708104; log2(k)=36.725... 14200838513/67.474 = 210463860.35... M902346377 has a factor q=214960221828680395367; log2(q)=67.543... k = 13 * 15679 * 584377 = 119111810779; log2(k)=36.794... 584377/67.543 = 8651.93... M902346469 has a factor q=260183405924735158399; log2(q)=67.818... k = 3 * 13 * 131 * 28218919 = 144170457171; log2(k)=37.069... 28218919/67.818 = 416097.78... M902346793 has a factor q=921539453863412692663; log2(q)=69.643... k = 3 * 1.70212E+11 = 510634858467; log2(k)=38.894... 170211619489/69.643 = 2444059266.39... M902337077 has a factor q=233034200099006219807; log2(q)=67.659... k = 47 * 2747407037 = 129128130739; log2(k)=36.91... 2747407037/67.659 = 40606675.19... M902337197 has a factor q=41800029853842355729; log2(q)=65.18... k = 2^3 * 3 * 965087063 = 23162089512; log2(k)=34.431... 965087063/65.18 = 14806490.69... M902337391 has a factor q=281413706365588876039; log2(q)=67.931... k = 3^4 * 331 * 1103 * 5273 = 155935966509; log2(k)=37.182... 5273/67.931 = 77.62... M902337959 has a factor q=1726987110442740172193; log2(q)=70.549... k = 2^4 * 8699 * 6875441 = 956951380144; log2(k)=39.8... 6875441/70.549 = 97456.25... M902338123 has a factor q=647736436704420431761; log2(q)=69.134... k = 2^3 * 3 * 5 * 7 * 107 * 163 * 24499 = 358921129560; log2(k)=38.385... 24499/69.134 = 354.37... M902338259 has a factor q=157366763740078270361; log2(q)=67.093... k = 2^2 * 5 * 73 * 59725637 = 87199430020; log2(k)=36.344... 59725637/67.093 = 890191.78... M902338819 has a factor q=4165658460450735161857; log2(q)=71.819... k = 2^8 * 3 * 3005542009 = 2308256262912; log2(k)=41.07... 3005542009/71.819 = 41848842.35... M902338999 has a factor q=791860245098677979647; log2(q)=69.424... k = 3 * 53 * 61 * 179 * 252737 = 438782013177; log2(k)=38.675... 252737/69.424 = 3640.48... M902347333 has a factor q=4240464968575516703801; log2(q)=71.845... k = 2^2 * 5^2 * 23496855443 = 2349685544300; log2(k)=41.096... 23496855443/71.845 = 327049278.91... M902347583 has a factor q=47443490561032761961; log2(q)=65.363... k = 2^2 * 3^3 * 5 * 17 * 73 * 39229 = 26288922060; log2(k)=34.614... 39229/65.363 = 600.17... M902348087 has a factor q=46651978812638230513; log2(q)=65.339... k = 2^3 * 3 * 13 * 82853599 = 25850322888; log2(k)=34.589... 82853599/65.339 = 1268057.35... M902348099 has a factor q=678889858181051218769; log2(q)=69.202... k = 2^3 * 11 * 4274767957 = 376179580216; log2(k)=38.453... 4274767957/69.202 = 61772318.1... M902348179 has a factor q=206429881543762657903; log2(q)=67.484... k = 3 * 11 * 2237 * 1549489 = 114384827469; log2(k)=36.735... 1549489/67.484 = 22960.84... M902348339 has a factor q=608586152759460261713; log2(q)=69.044... k = 2^3 * 23 * 787 * 2328763 = 337223512504; log2(k)=38.295... 2328763/69.044 = 33728.68... M902348633 has a factor q=461211119136056729969; log2(q)=68.644... k = 2^3 * 11 * 29 * 100141649 = 255561488248; log2(k)=37.895... 100141649/68.644 = 1458855.09... M902348791 has a factor q=767009122054660161823; log2(q)=69.378... k = 3 * 17^3 * 28835539 = 425007009321; log2(k)=38.629... 28835539/69.378 = 415629.44... M902348987 has a factor q=3150769383238192869151; log2(q)=71.416... k = 3^4 * 5^2 * 1301 * 662689 = 1745870737725; log2(k)=40.667... 662689/71.416 = 9279.28... M902349157 has a factor q=259116163894064160247; log2(q)=67.812... k = 3 * 23 * 2080850131 = 143578659039; log2(k)=37.063... 2080850131/67.812 = 30685573.81... M902349187 has a factor q=51681045791274590143; log2(q)=65.486... k = 3^2 * 1013 * 3141049 = 28636943733; log2(k)=34.737... 3141049/65.486 = 47965.2... M902351311 has a factor q=1388034889194470181121; log2(q)=70.234... k = 2^7 * 3^2 * 5 * 383 * 348637 = 769121112960; log2(k)=39.484... 348637/70.234 = 4963.93... M902351563 has a factor q=144981874840099284503; log2(q)=66.974... k = 31 * 571 * 4538477 = 80335581377; log2(k)=36.225... 4538477/66.974 = 67764.76... M902351771 has a factor q=40983502865689454071; log2(q)=65.152... k = 3 * 5 * 7 * 11 * 13 * 17 * 43 * 2069 = 22709271585; log2(k)=34.403... 2069/65.152 = 31.76... M902351941 has a factor q=686146823249130057361; log2(q)=69.217... k = 2^3 * 3 * 5 * 7 * 13^2 * 113 * 137 * 173 = 380199117480; log2(k)=38.468... 173/69.217 = 2.5... M902352109 has a factor q=103690058988531196151; log2(q)=66.491... k = 5^2 * 23 * 71 * 283 * 4973 = 57455431175; log2(k)=35.742... 4973/66.491 = 74.79... M902352359 has a factor q=491561012856391640599; log2(q)=68.736... k = 3 * 29 * 3130776203 = 272377529661; log2(k)=37.987... 3130776203/68.736 = 45547838.15... |
|
|
|
|
2012-08-29, 19:07
|
#469 |
Apr 2010
Over the rainbow
2·1,303 Posts |
gratz! May many more come to you!
|
|
|
|
|
2012-08-29, 19:48
|
#470 | |
|
"Åke Tilander"
Apr 2011
Sandviken, Sweden
2×283 Posts |
Quote:
|
|
|
|
|
|
2012-08-29, 22:15
|
#471 |
|
Feb 2012
34·5 Posts |
M902339743 has a factor q=1563016932255738899449; log2(q)=70.405...
k = 2^2 * 3^2 * 71 * 131 * 1381 * 1873 = 866091150468; log2(k)=39.656... 1873/70.405 = 26.6... M902340181 has a factor q=2209671504475295551711; log2(q)=70.904... k = 3 * 5 * 13711 * 5953427 = 1224411563955; log2(k)=40.155... 5953427/70.904 = 83964.61... M902365733 has a factor q=1516342732497591982889; log2(q)=70.361... k = 2^2 * 1847 * 113725511 = 840204075268; log2(k)=39.612... 113725511/70.361 = 1616314.59... M902366263 has a factor q=3175662986546161712017; log2(q)=71.428... k = 2^3 * 3 * 13 * 1549 * 1699 * 2143 = 1759630826616; log2(k)=40.678... 2143/71.428 = 30... M902367223 has a factor q=60070405778233533521; log2(q)=65.703... k = 2^3 * 5 * 832122503 = 33284900120; log2(k)=34.954... 832122503/65.703 = 12664908.8... M902367887 has a factor q=4311101494282981366439; log2(q)=71.869... k = 7523 * 317529119 = 2388771562237; log2(k)=41.119... 317529119/71.869 = 4418165.26... M902368067 has a factor q=368025214304398453897; log2(q)=68.318... k = 2^2 * 3 * 797 * 21321821 = 203921896044; log2(k)=37.569... 21321821/68.318 = 312096.68... M902368319 has a factor q=1295058496989240590639; log2(q)=70.134... k = 80657 * 8896793 = 717588633001; log2(k)=39.384... 8896793/70.134 = 126854.21... M902368711 has a factor q=79584620164149338023; log2(q)=66.109... k = 3 * 239 * 61502953 = 44097617301; log2(k)=35.36... 61502953/66.109 = 930326.48... M902368927 has a factor q=1272199788688798742911; log2(q)=70.108... k = 3 * 5 * 8669 * 5421019 = 704922205665; log2(k)=39.359... 5421019/70.108 = 77323.83... M902350727 has a factor q=352355303612242776217; log2(q)=68.256... k = 2^2 * 3 * 7 * 19 * 23 * 5318813 = 195242987604; log2(k)=37.506... 5318813/68.256 = 77924.48... M902380543 has a factor q=52786025707953809239; log2(q)=65.517... k = 3 * 11 * 23 * 53 * 727079 = 29248206933; log2(k)=34.768... 727079/65.517 = 11097.56... M902380669 has a factor q=65584545922275845327; log2(q)=65.83... k = 67 * 542384081 = 36339733427; log2(k)=35.081... 542384081/65.83 = 8239162.71... M902381209 has a factor q=2137944856524853530881; log2(q)=70.857... k = 2^7 * 5 * 11 * 41 * 373 * 11003 = 1184612908160; log2(k)=40.108... 11003/70.857 = 155.28... M902381537 has a factor q=339594226402613245487; log2(q)=68.202... k = 188165544439 prime; log2(k)=37.453... 188165544439/68.202 = 2758944670.82... M902381569 has a factor q=3952086541581337256479; log2(q)=71.743... k = 3 * 151 * 6569 * 735883 = 2189808988431; log2(k)=40.994... 735883/71.743 = 10257.21... M902381653 has a factor q=100213282153690518167; log2(q)=66.442... k = 3137 * 4127 * 4289 = 55527105311; log2(k)=35.692... 4289/66.442 = 64.55... M902381749 has a factor q=130782084227622233761; log2(q)=66.826... k = 2^4 * 3 * 5 * 307 * 853 * 1153 = 72464943120; log2(k)=36.077... 1153/66.826 = 17.25... M902382749 has a factor q=156893710447772727193; log2(q)=67.088... k = 2^2 * 3^2 * 31 * 863 * 90263 = 86933017404; log2(k)=36.339... 90263/67.088 = 1345.44... M902382959 has a factor q=190637371710071524097; log2(q)=67.369... k = 2^7 * 953 * 865933 = 105629971072; log2(k)=36.62... 865933/67.369 = 12853.58... M902383231 has a factor q=1336049692892141870729; log2(q)=70.178... k = 2^2 * 41 * 4513960471 = 740289517244; log2(k)=39.429... 4513960471/70.178 = 64321588.97... M902383369 has a factor q=183210185071734357319; log2(q)=67.312... k = 3 * 269 * 125792573 = 101514606411; log2(k)=36.563... 125792573/67.312 = 1868798.62... M902352827 has a factor q=1273491172358561763311; log2(q)=70.109... k = 5 * 11 * 53 * 5393 * 44887 = 705650347765; log2(k)=39.36... 44887/70.109 = 640.25... M902353061 has a factor q=4623170434267961200769; log2(q)=71.969... k = 2^6 * 11 * 13 * 279909347 = 2561730343744; log2(k)=41.22... 279909347/71.969 = 3889304.38... M902353787 has a factor q=2285788054399066206697; log2(q)=70.953... k = 2^2 * 3 * 7 * 15078211531 = 1266569768604; log2(k)=40.204... 15078211531/70.953 = 212509852.03... M902353951 has a factor q=95933889281234048039; log2(q)=66.379... k = 53157571469 prime; log2(k)=35.63... 53157571469/66.379 = 800819106.48... M902354267 has a factor q=141524579090906528263; log2(q)=66.94... k = 3 * 17 * 1537639843 = 78419631993; log2(k)=36.19... 1537639843/66.94 = 22970418.93... M902354311 has a factor q=122872369642721523353; log2(q)=66.736... k = 2^2 * 11 * 19 * 43 * 1893967 = 68084325716; log2(k)=35.987... 1893967/66.736 = 28379.99... M902354701 has a factor q=2324619805175238564919; log2(q)=70.977... k = 3^3 * 47706866117 = 1288085385159; log2(k)=40.228... 47706866117/70.977 = 672145429.04... Last fiddled with by TObject on 2012-08-29 at 22:19 |
|
|
|
|
2012-08-29, 22:34
|
#472 | |
Sep 2011
1348 Posts |
Quote:
|
|
|
|
|
|
2012-08-31, 17:57
|
#473 |
|
Feb 2012
34×5 Posts |
M902355073 has a factor q=152999789478383333071; log2(q)=67.052...
k = 3^2 * 5 * 13 * 67 * 457 * 4733 = 84778040295; log2(k)=36.303... 4733/67.052 = 70.59... M902355089 has a factor q=137471721410682963169; log2(q)=66.898... k = 2^4 * 3 * 29 * 37 * 467 * 3167 = 76173849456; log2(k)=36.149... 3167/66.898 = 47.34... M902356921 has a factor q=324464834814780550729; log2(q)=68.137... k = 2^2 * 3 * 14982284507 = 179787414084; log2(k)=37.388... 14982284507/68.137 = 219884710.32... M902357347 has a factor q=61405385353866164353; log2(q)=65.735... k = 2^6 * 3 * 7^2 * 43 * 151 * 557 = 34024982208; log2(k)=34.986... 557/65.735 = 8.47... M902358073 has a factor q=187326681218705934281; log2(q)=67.344... k = 2^2 * 5 * 1381 * 3758089 = 103798418180; log2(k)=36.595... 3758089/67.344 = 55804.36... M902358157 has a factor q=2364253274081963312519; log2(q)=71.002... k = 107 * 12243378541 = 1310041503887; log2(k)=40.253... 12243378541/71.002 = 172437093.9... M902358227 has a factor q=627075296328986202497; log2(q)=69.087... k = 2^6 * 283 * 19184227 = 347464719424; log2(k)=38.338... 19184227/69.087 = 277682.15... M902383921 has a factor q=415861384645082410961; log2(q)=68.495... k = 2^3 * 5 * 5760593897 = 230423755880; log2(k)=37.745... 5760593897/68.495 = 84102400.13... M902384107 has a factor q=4368235801502132572561; log2(q)=71.888... k = 2^3 * 3 * 5 * 20169883717 = 2420386046040; log2(k)=41.138... 20169883717/71.888 = 280573721.86... M902384251 has a factor q=617005314014346421807; log2(q)=69.064... k = 3 * 431 * 264404521 = 341875045653; log2(k)=38.315... 264404521/69.064 = 3828398.6... M902384389 has a factor q=506227028167244328641; log2(q)=68.778... k = 2^5 * 5 * 131 * 13382353 = 280494118880; log2(k)=38.029... 13382353/68.778 = 194573.16... M902384489 has a factor q=3713386099208948370671; log2(q)=71.653... k = 5 * 7 * 11 * 17 * 97 * 3240911 = 2057540962015; log2(k)=40.904... 3240911/71.653 = 45230.64... M902384597 has a factor q=4461595678312787923169; log2(q)=71.918... k = 2^4 * 13^2 * 691 * 1323073 = 2472114269872; log2(k)=41.169... 1323073/71.918 = 18396.97... M902384779 has a factor q=3120057281581477925111; log2(q)=71.402... k = 5 * 47 * 9431 * 780037 = 1728784302545; log2(k)=40.653... 780037/71.402 = 10924.58... M902384929 has a factor q=1018721400819497586721; log2(q)=69.787... k = 2^4 * 3^2 * 5 * 599 * 1308803 = 564460557840; log2(k)=39.038... 1308803/69.787 = 18754.25... M902385061 has a factor q=4618616318710025286521; log2(q)=71.968... k = 2^2 * 5 * 23 * 33647 * 165343 = 2559116123660; log2(k)=41.219... 165343/71.968 = 2297.45... M902385457 has a factor q=468215806783143993881; log2(q)=68.666... k = 2^2 * 5 * 823 * 15761377 = 259432265420; log2(k)=37.917... 15761377/68.666 = 229536.85... M902385937 has a factor q=1255139414700911160719; log2(q)=70.088... k = 11 * 28513 * 2217349 = 695455992407; log2(k)=39.339... 2217349/70.088 = 31636.64... M902386913 has a factor q=355262042204653683079; log2(q)=68.267... k = 3^2 * 7 * 83 * 37645007 = 196845741603; log2(k)=37.518... 37645007/68.267 = 551437.84... M902387323 has a factor q=101720240007967687207; log2(q)=66.463... k = 3 * 18787246787 = 56361740361; log2(k)=35.714... 18787246787/66.463 = 282672265.58... M902387977 has a factor q=1595549743071297041519; log2(q)=70.435... k = 7 * 71 * 1778814511 = 884070811967; log2(k)=39.685... 1778814511/70.435 = 25254695.98... M902388427 has a factor q=58057736363775669967; log2(q)=65.654... k = 3 * 41729 * 256967 = 32168927829; log2(k)=34.905... 256967/65.654 = 3913.96... M902388863 has a factor q=312593518044889630321; log2(q)=68.083... k = 2^3 * 3 * 5 * 2621 * 550691 = 173203333320; log2(k)=37.334... 550691/68.083 = 8088.52... M902389151 has a factor q=2418831686693208937223; log2(q)=71.035... k = 3359 * 398998979 = 1340237570461; log2(k)=40.286... 398998979/71.035 = 5616935.02... M902389403 has a factor q=800488555087337135449; log2(q)=69.439... k = 2^2 * 3 * 11 * 13 * 258472213 = 443538317508; log2(k)=38.69... 258472213/69.439 = 3722291.69... M902389771 has a factor q=105991792951588278289; log2(q)=66.523... k = 2^3 * 3 * 23 * 41 * 907 * 2861 = 58728387864; log2(k)=35.773... 2861/66.523 = 43.01... M902389847 has a factor q=158162794776039267337; log2(q)=67.1... k = 2^2 * 3 * 421 * 17346697 = 87635513244; log2(k)=36.351... 17346697/67.1 = 258520.07... M902390101 has a factor q=99406938155914325191; log2(q)=66.43... k = 3 * 5 * 19 * 29 * 6664223 = 55079803095; log2(k)=35.681... 6664223/66.43 = 100319.48... M902390117 has a factor q=1780340417263434096913; log2(q)=70.593... k = 2^3 * 3 * 131 * 3089 * 101573 = 986458286568; log2(k)=39.843... 101573/70.593 = 1438.85... M902390227 has a factor q=350146134124253735017; log2(q)=68.247... k = 2^2 * 3 * 7 * 61 * 37863071 = 194010375804; log2(k)=37.497... 37863071/68.247 = 554794.66... M902390327 has a factor q=73432298153936442359; log2(q)=65.993... k = 11^2 * 2003 * 167879 = 40687658077; log2(k)=35.244... 167879/65.993 = 2543.89... M902390677 has a factor q=93522153364198949167; log2(q)=66.342... k = 3 * 7 * 2467576399 = 51819104379; log2(k)=35.593... 2467576399/66.342 = 37194784.59... M902369267 has a factor q=50045503414132108769; log2(q)=65.44... k = 2^4 * 17 * 67 * 1521623 = 27730057552; log2(k)=34.691... 1521623/65.44 = 23252.19... M902369803 has a factor q=1000700915135253374239; log2(q)=69.762... k = 3 * 7 * 307 * 8377 * 10267 = 554484930573; log2(k)=39.012... 10267/69.762 = 147.17... M902370283 has a factor q=726525129389871137441; log2(q)=69.3... k = 2^4 * 5 * 2663 * 1889621 = 402564857840; log2(k)=38.55... 1889621/69.3 = 27267.26... M902370323 has a factor q=1863067147437568071887; log2(q)=70.658... k = 31 * 33300596611 = 1032318494941; log2(k)=39.909... 33300596611/70.658 = 471292657.75... M902370797 has a factor q=2015788591414902347273; log2(q)=70.772... k = 2^2 * 81667 * 3419191 = 1116940285588; log2(k)=40.023... 3419191/70.772 = 48312.76... M902371451 has a factor q=2636421482621132256767; log2(q)=71.159... k = 8389 * 174136297 = 1460829395533; log2(k)=40.41... 174136297/71.159 = 2447143.68... M902371991 has a factor q=150734496445240093223; log2(q)=67.031... k = 181 * 461443441 = 83521262821; log2(k)=36.281... 461443441/67.031 = 6884030.39... M902372123 has a factor q=1742933690738588937191; log2(q)=70.562... k = 5 * 7 * 23 * 269 * 4459817 = 965751072265; log2(k)=39.813... 4459817/70.562 = 63204.23... M902373097 has a factor q=177355453892516588137; log2(q)=67.265... k = 2^2 * 3 * 7 * 19 * 163 * 503 * 751 = 98271687444; log2(k)=36.516... 751/67.265 = 11.16... M902373371 has a factor q=1789805281326685116313; log2(q)=70.6... k = 2^2 * 3 * 7 * 13 * 908169433 = 991721020836; log2(k)=39.851... 908169433/70.6 = 12863589.7... M902373377 has a factor q=59678408257556977033; log2(q)=65.694... k = 2^2 * 3 * 19 * 145032761 = 33067469508; log2(k)=34.945... 145032761/65.694 = 2207701.78... M902373401 has a factor q=2299468611890316794783; log2(q)=70.962... k = 41 * 97 * 320372783 = 1274122557991; log2(k)=40.213... 320372783/70.962 = 4514709.04... M902373431 has a factor q=95687383807011611129; log2(q)=66.375... k = 2^2 * 107 * 401 * 308923 = 53019836644; log2(k)=35.626... 308923/66.375 = 4654.21... M902373721 has a factor q=338769393731919680833; log2(q)=68.199... k = 2^5 * 3^2 * 29 * 37^2 * 16417 = 187710139296; log2(k)=37.45... 16417/68.199 = 240.72... M902373851 has a factor q=94060652892763620127; log2(q)=66.35... k = 3 * 7^2 * 31 * 1489 * 7681 = 52118450013; log2(k)=35.601... 7681/66.35 = 115.76... M902374007 has a factor q=418920580187969389711; log2(q)=68.505... k = 3 * 5 * 367 * 42165553 = 232121369265; log2(k)=37.756... 42165553/68.505 = 615510.59... M902374169 has a factor q=1219709431477666017881; log2(q)=70.047... k = 2^2 * 5 * 19 * 31 * 479 * 119773 = 675833525260; log2(k)=39.298... 119773/70.047 = 1709.89... M902374397 has a factor q=238632715463848519577; log2(q)=67.693... k = 2^2 * 7^2 * 18743 * 35993 = 132224892604; log2(k)=36.944... 35993/67.693 = 531.71... M902374531 has a factor q=2780393487251581427081; log2(q)=71.236... k = 2^2 * 5 * 43 * 101 * 167 * 106207 = 1540598383340; log2(k)=40.487... 106207/71.236 = 1490.92... M902374633 has a factor q=176697204212557431841; log2(q)=67.26... k = 2^4 * 3 * 5 * 23 * 73 * 229 * 1061 = 97906788240; log2(k)=36.511... 1061/67.26 = 15.77... M902374727 has a factor q=443838074482635657553; log2(q)=68.589... k = 2^3 * 3^2 * 7 * 13 * 31 * 1210799 = 245927806488; log2(k)=37.839... 1210799/68.589 = 17652.96... |
|
|
|
 |
Similar Threads
|
||||
| Thread | Thread Starter | Forum | Replies | Last Post |
| A new factor of F11?! | siegert81 | FermatSearch | 2 | 2018-01-24 04:35 |
| A fond farewell | rogue | Lounge | 10 | 2008-11-21 05:25 |
| who can factor 10^100+27? | aaa120 | Factoring | 17 | 2008-11-13 19:23 |
| New factor | fivemack | ElevenSmooth | 4 | 2008-05-07 19:28 |
| Shortest time to complete a 2^67 trial factor (no factor) | dsouza123 | Software | 12 | 2003-08-21 18:38 |
