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#23 |
"Curtis"
Feb 2005
Riverside, CA
124016 Posts |
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#24 |
Sep 2008
Kansas
327610 Posts |
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Taking 92^135+135^92 C219 cofactor.
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#25 |
"Victor de Hollander"
Aug 2011
the Netherlands
23×3×72 Posts |
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C226 from 92^131+131^92
factors as: Code:
p89 factor: 33637468773467021607103386905400811300055448303965980978898473822608672280182825031955849 p137 factor: 77127010543698762036506994522989037139512335938465052558771020099012083573493087482177343834467330037039042645974968741312834734352213849 Factors uploaded to factordb. (truncated) log attached and at https://pastebin.com/jcqBXki5 |
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#26 |
"Victor de Hollander"
Aug 2011
the Netherlands
22308 Posts |
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Taking C226_129_98
(98^129+129^98 C226 cofactor) |
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#27 |
(loop (#_fork))
Feb 2006
Cambridge, England
2×3,191 Posts |
![]() Code:
Mon Jul 16 10:21:28 2018 p106 factor: 3409285396659572851914332909921933416949379579594677003008931908563867827828636679382576574070242877365959 Mon Jul 16 10:21:28 2018 p133 factor: 1913633942422284405138795511667953360788162171484125808886538159220131512557187384165807859472487894343037990227431153046551052306361 |
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#28 |
(loop (#_fork))
Feb 2006
Cambridge, England
638210 Posts |
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L1328 is running now, ETA August 5
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#29 |
Jun 2012
32·7·47 Posts |
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Reserving L2785A.
I (barely) managed to build a matrix for C182 from 134^107+107^134. ETA is 1666 hours, late September. |
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#30 |
Jun 2012
32×7×47 Posts |
![]() Code:
p79 factor: 2502593320037388771404799574322248840057683419283543464265301478727339958215593 p164 factor: 19516038930042175599247064780080322236058998413326774562262422160990561236133834754195827530282720010173317704444293428679924876985360940344686247306518091345750363 Log attached. |
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#31 |
"Carlos Pinho"
Oct 2011
Milton Keynes, UK
114018 Posts |
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Reserving L2785B.
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#32 |
Jun 2012
32·7·47 Posts |
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Reserving Fibonacci(2247).
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#33 |
"Curtis"
Feb 2005
Riverside, CA
124016 Posts |
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Reserving Lucas 5355A.
L2995B, a GNFS-189, built a 23M matrix of density 138 and should be done in about ten days. The matrix fits in 14GB, so solvers with 16GB machines can likely solve any GNFS matrix 187 digits or smaller. |
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Thread Tools | |
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