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32668561^31 - 1 factored
44 hours to solve 8.1M matrix, -t 4, TD=132.
[CODE]p90 factor: 967658557768716749610734895304160851507055761110076840945687873209014376821441224950181973 p91 factor: 2016177673321603188279887659453574552093217578530020613538746544181185422441560665538029389[/CODE] [url]http://pastebin.com/LYticT07[/url] |
C253_131_91
1 Attachment(s)
[code]
prp63 factor: 412580299763086788439432891134232544893325616058658679884438447 prp190 factor: 6149259025664753795047382263078659630867118432854248477434894244711511737307523105698154597144083332495835939760326170191284059674802325791734554732145526069977315581448337047191802208983141 [/code] |
Reserving C213_121_106 for postprocessing.
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Reserving C197_148_45 for postprocessing.
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I'll take 63601^47 - 1 next.
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1 Attachment(s)
[QUOTE=swellman;451070]Reserving 147^47+47^147 if it is available.[/QUOTE]
[code] prp64 factor: 1695384298021839502232996427930932218038983338495135414567052323 prp181 factor: 5010548153512043281070364557509701397159932771889452298611218118829105045228894625247934836029847086221012408231427834910558157156020665394811394339689390310451934037121846665559163 [/code] |
Reserving 208097431^29 - 1 for postprocessing.
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Reserving 11040:i10009 (14e).
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11040:i10009 (14e) factored
[code]
p72 factor: 775898870020476216696184664461654051399795643550104257138082780543548133 p88 factor: 5683127607046441994171561569150576380641472996757704762493444625879644146850783691062169 [/code] Log: [url]http://pastebin.com/ssDUBw4t[/url] |
You're fast! :smile:
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[QUOTE=unconnected;452617]You're fast! :smile:[/QUOTE]
Yeah, turns out it was only a five-minute job! :wink: [COLOR="White"]Or maybe I forgot to reserve it until I had already finished.[/COLOR] |
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