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#133 |
"Patrik Johansson"
Aug 2002
Uppsala, Sweden
42510 Posts |
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1000 exponents LL tested.
Code:
Account ID LL P90* Exponents Fact.P90 Exponents P90 CPU CPU yrs LL Tested CPU yrs* w/ Factor hrs/day -------------- ------- --------- -------- --------- ------- patrik 1170.18 1001 40.765 77 4588.16 |
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#134 | |
Jul 2004
Nowhere
809 Posts |
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dont you mean over one thousand ![]() |
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#135 |
Dec 2003
Hopefully Near M48
2·3·293 Posts |
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Ouch! Ten times what I've done!
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#136 |
Sep 2003
Borg HQ, Delta Quadrant
70210 Posts |
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Check it out. A nice, big, round number.
Code:
Account ID LL P90* Exponents Fact.P90 Exponents P90 CPU CPU yrs LL Tested CPU yrs* w/ Factor hrs/day -------------- ------- --------- -------- --------- ------- PrimeCruncher 2.315 2 150.000 140 792.33 |
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#137 |
Jun 2005
Near Beetlegeuse
22·97 Posts |
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It's Prime, and that's what counts.
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#138 |
Dec 2003
Hopefully Near M48
6DE16 Posts |
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It took somewhat longer than expected, but here it is!
Last fiddled with by jinydu on 2005-07-07 at 15:05 |
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#139 |
"Mark"
Apr 2003
Between here and the
3×17×131 Posts |
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I just found my largest prime ever, 1195203*2^1195203-1 (359399 digits). It is a Woodall prime, in the form k*2^k-1. It is the largest known of that form and comes from many months of primality testing. Even better yet is that it is the largest prime found with help of my MultiSieve program.
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#140 |
"Mark"
Apr 2003
Between here and the
3×17×131 Posts |
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Over the weekend, I found this 100070 digit prime: Phi(3,-1642659500503^4096)
on my 2.5 GHz G5. AFAIK, it is the only prime on Chris Caldwell's list that has been found with a PowerPC CPU. More information can be found in another thread. --Mark |
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#141 |
May 2005
Argentina
2×3×31 Posts |
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My first's factor found
![]() prime fact Lucas-Lehmer residue or factor exponent bits [residues partially masked] date returned computer ID -------- ---- -- -------------------------------- --------------- ------------ 30573197 63 F 8806466200044918313 30-Jul-05 14:40 PCra |
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#142 |
Dec 2003
Hopefully Near M48
2×3×293 Posts |
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Usually, things like this are posted in the "Happy Me Thread":
http://www.mersenneforum.org/showthread.php?t=2592 But congratulations. It took me over a year to find my first factor, and I still haven't found my second! |
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#143 |
Jul 2003
Indianapolis
32 Posts |
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I found the 19th largest known generalized Fermat divisor (base=6) today!
![]() 931*2^155216 + 1 divides GF(155215, 6) My first top twenty prime! My first "comment" prime! My first GF divisor! |
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