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#683 |
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May 2007
Kansas; USA
29·359 Posts |
Yes, please Email them to me. Thanks!
Last fiddled with by gd_barnes on 2010-06-14 at 05:45 |
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#684 |
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I quite division it
"Chris"
Feb 2005
England
31·67 Posts |
S33 sieving complete:
n=300k-400k, P>8.5T (8561376812323:P:1:33:257) Also attached is sieve for R49: n=200k-250k, P>6.3T (6359297052809:M:1:49:258) Both should be slightly better than optimal, for a candidate at the 70% point of the range. No reservation for these. |
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#685 |
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Mar 2006
Germany
22·727 Posts |
476*52^29066-1 is prime!
Only testing some small values. No reservations, no other k-values tested yet. Last fiddled with by kar_bon on 2010-06-16 at 12:06 |
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#686 |
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Quasi Admin Thing
May 2005
2×3×7×23 Posts |
Reserving S70 to at least n=250K, maybe beyond that
![]() Status and primes for S58 and S60 is due friday. KEP! |
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#687 |
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Oct 2006
103 Posts |
We had terrible weather and it looks like lightning damaged my systems and at the moment I'm trying to figure out what is damaged, but from my system with the R36-data I can say that the HDD is damaged. So I have to release the base, I can provide you with an sieve file up to 140.000.000.000 (I should backup in shorter intervalls). I'm very sorry, after "repairing" my Hardware I'll come back, but this can take a while.
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#688 |
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May 2007
Kansas; USA
28AB16 Posts |
Since you have reserved the multiple k's on S58 and S60 to n=125K, I'll put you down as reserved on S70 to n=100K. When you have finished S58/S60 to n=125K and S70 to n=100K, then if you want to extend your reservation on S70 higher, that is fine.
Last fiddled with by gd_barnes on 2010-06-16 at 20:09 |
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#689 | |
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May 2007
Kansas; USA
29·359 Posts |
Quote:
Yes, can you please post the sieve file or Email it to me at: gbarnes017 at gmail dot com Thanks. |
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#690 |
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Mar 2006
Germany
22·727 Posts |
657*52^27170-1 is prime!
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#691 |
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Nov 2009
2×52×7 Posts |
I would like to reserve R75 to n=50K
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#692 |
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Nov 2009
2×52×7 Posts |
I would like to reserve R61 to n=100K
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#693 |
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Quasi Admin Thing
May 2005
96610 Posts |
S58 is complete to n=50K, 24 primes to report:
Code:
178*58^25524+1 20760*58^25542+1 19389*58^26702+1 8556*58^26788+1 31660*58^26879+1 33589*58^27306+1 3834*58^27559+1 8923*58^28636+1 9852*58^29409+1 19381*58^30076+1 4261*58^30295+1 37386*58^32192+1 28881*58^34241+1 3748*58^34898+1 22123*58^34980+1 20733*58^35008+1 32749*58^35891+1 1378*58^38551+1 1315*58^39026+1 36256*58^40664+1 18016*58^43977+1 6046*58^44329+1 22347*58^45546+1 14118*58^46300+1 14118 (46300) 22347 (45546) 6046 (44329) 18016 (43977) 36256 (40664) 1315 (39026) 1378 (38551) 32749 (35891) 20733 (35008) 22123 (34980) New k-list for remaining k's for S58 is as follows: 222, 787, 886, 1102, 1923, 2182, 2656, 2713, 3246, 3511, 3541, 4021, 5274, 6333, 6432, 6943, 7083, 7192, 7612, 7966, 8377, 8613, 8851, 9559, 9676, 9726, 10048, 10108, 11506, 11622, 11917, 12108, 12778, 13107, 13177, 13333, 13768, 14016, 14152, 14218, 15046, 15417, 16519, 16848, 18409, 18702, 19233, 19267, 19641, 19885, 19899, 20061, 21064, 21348, 21357, 21766, 21888, 22203, 22384, 22431, 22599, 22812, 23127, 23424, 23658, 23953, 24219, 25023, 25189, 25371, 25489, 25639, 25666, 26077, 26136, 26319, 26551, 26568, 27000, 27159, 27436, 27552, 27670, 27823, 28321, 28437, 28734, 29124, 29454, 29619, 30148, 30799, 30918, 31573, 32746, 33336, 33631, 34002, 34383, 34396, 34632, 35094, 35458, 35517, 35976, 36286, 36522, 36781, 37099, 37764, 38469, 38646, 39000, 39354, 39763, 39961, 40423, 41781, 42481 and is consistant of 119 k's remaining. S60 is complete to n=75K, nothing new to report! S70 is going to be sieved for n<=250K, first up to optimal sievedepth for n=50K! After that I'm going to sieve up to optimal sieve depth for n=100K, wich should leave very few candidates remaining for n>100K! On a sidenote, S383 is not forgotten, but has moved to run only on the Dual core. Regards KEP Ps. Hope that this saved you some admin time
Last fiddled with by gd_barnes on 2010-06-24 at 08:48 Reason: put primes in code |
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