20030821, 13:06  #1 
Jan 2003
far from M40
5^{3} Posts 
35M to 36M to 2^60
As the topic says.
Benjamin 
20031207, 21:01  #2 
Jan 2003
far from M40
125_{10} Posts 
Hi, LMHers!
The last two month and counting I haven't had internetaccess. Therefore, I didn't send in results. I sent George the results today. The exponents which were factored to 2^59 have nearly passed. No factors, so far. Benjamin 
20031230, 00:00  #3 
Feb 2003
163 Posts 
A quick analysis of the factor.cmp file shows that there are no known factors >58 bit between 35241163 and 35870333.
The beginning and the end of that range seem to be prefactored up to 61 bit. Nevertheless it might be that there some holes, so your work is important, too. 
20040330, 22:18  #4 
Jan 2003
far from M40
1111101_{2} Posts 
Hi, LMHers!
Subrange 35M to 35.2M TFed to 2^60. Should be in next nofactor file. No new factors in this subrange. I'll release this subrange for further factoring. Cheers and happy hunting, Benjamin 
20040622, 23:16  #5 
Jan 2003
far from M40
5^{3} Posts 

20040623, 08:05  #6 
Feb 2003
163 Posts 
Thanks for your response, so there is maybe a chance to get this range up to 60 bit this year !?
BTW, did you find some factors now above 35241163 ? 
20040623, 11:08  #7 
Jan 2003
far from M40
125_{10} Posts 
Code:
M35241863 has a factor: 903316593683935351 M35242183 has a factor: 359962988406335393 M35242741 has a factor: 321919793670799487 M35242793 has a factor: 533466142218136753 M35242793 has a factor: 533466142218136753 M35246963 has a factor: 1104831742389340633 M35249989 has a factor: 505047549226460281 M35250001 has a factor: 866702197589295689 M35250169 has a factor: 837078021953385911 M35250409 has a factor: 342091938682908433 M35252597 has a factor: 685587365146748327 M35252617 has a factor: 985017384833637593 M35252837 has a factor: 303301559413399441 M35254217 has a factor: 453667287538643369 M35255221 has a factor: 1008711668203191913 M35258539 has a factor: 497229560058114817 M35259233 has a factor: 430805887717981231 M35260327 has a factor: 317262041212086623 M35260417 has a factor: 606795221884133599 M35261749 has a factor: 770846489494847263 M35261857 has a factor: 388513342000769287 M35262181 has a factor: 343667919577417271 M35262523 has a factor: 755914656950650297 M35265851 has a factor: 480578024448864599 
20040623, 11:55  #8 
Jan 2003
far from M40
1111101_{2} Posts 
and 4 62bitters:
Code:
M35899753 has a factor: 2336890982554061119 M35899301 has a factor: 4014990673492202737 M35893357 has a factor: 2515376707202463127 M35888903 has a factor: 3064079141822627473 
20040705, 20:11  #9 
Jan 2003
far from M40
5^{3} Posts 
As Axel finished 35.6M to 35.8M, we extended his range to 35.4M to 35.6M.
Man, I wish, I had some equally fast PCs at hand. Benjamin 
20040718, 12:11  #10 
Jan 2003
far from M40
125_{10} Posts 
Axel has finished 35.4M to 35.6M to 60 bits and goes on with 35.3M to 35.4M. I passed 35.295M today. When I reach 35.3M, I'll go on with 35.8M to 36M to 62 bits.
Benjamin 
20040721, 22:44  #11 
Jan 2003
far from M40
1111101_{2} Posts 
35.2M to 35.3M and 35615149 done to 60 bit. I'll leave this machine at "FactorOverride=60" to keep the 60bittrain rolling and to take care of the leftovers before I switch to 35.8M to 36M to 62 bit.
Benjamin another 26 factors: Code:
M35268193 has a factor: 733137677032345567 M35268209 has a factor: 339361040018945657 M35268383 has a factor: 663781114627347209 M35270113 has a factor: 375424175407131401 M35271199 has a factor: 463519790695346417 M35271293 has a factor: 692548519096871287 M35273137 has a factor: 702864019003479313 M35273933 has a factor: 543174929759267711 M35274037 has a factor: 336932004704193433 M35275363 has a factor: 564082067650560241 M35277527 has a factor: 340826598392442431 M35280251 has a factor: 485856601911941657 M35280467 has a factor: 524695434631227439 M35283907 has a factor: 375367960139011519 M35285377 has a factor: 677101463838498473 M35286001 has a factor: 333112523536411183 M35287619 has a factor: 860262331100867231 M35288059 has a factor: 533197531225956913 M35288749 has a factor: 518805814753378111 M35290747 has a factor: 322806607710021167 M35291731 has a factor: 578040674741616929 M35294981 has a factor: 1050573322734045431 M35295347 has a factor: 523572528292111079 M35295599 has a factor: 371415162188528873 M35295971 has a factor: 305486735528240479 M35296061 has a factor: 365427952999594097 