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Old 2010-11-11, 14:41   #34
EdH
 
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107352 is finished: size 112, 22 * 3 * 239 * 11969471 * c101

reserving 111096

Last fiddled with by EdH on 2010-11-11 at 14:45 Reason: added reservation
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Old 2010-11-12, 08:10   #35
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unreserving 107730 at i=913, sz. 119, 2³*3

reserving 111060
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Old 2010-11-12, 13:23   #36
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Done with 112350, 112500 and 107640.
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Old 2010-11-12, 22:07   #37
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Taking 111108 and 111336.
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Old 2010-11-12, 23:31   #38
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110676 is finished: size 111, i1713, 22 * 3 * 11 * 7213 * 17029 * c101
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Old 2010-11-13, 01:44   #39
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reserving 114288
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Old 2010-11-13, 03:34   #40
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Done with 104250, 110 Digits, 2*3^2
Done with 104286, 113 Digits, 2^3*3*5
Done with 104904, 110 Digits, 2^4*3*31
Done with 108078, 115 Digits, 2^3*3

Reserving:
113094, 113124, 113238, 113832, 113960
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Old 2010-11-13, 07:34   #41
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unreserving 107040 at i=209, sz. 111, 24*3*7*23*31

reserving 112428

Last fiddled with by Andi47 on 2010-11-13 at 07:35
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Old 2010-11-13, 09:45   #42
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looks like we are running low on reserveable sequences...
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Old 2010-11-13, 13:45   #43
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105096, 105402, 105700 are done

105096 i1187 sz 110 2^3*3^3 had the downdriver for a little while
105402 i1877 sz 110 2^2*7
105700 i766 sz 110 2^3 * 3

Last fiddled with by firejuggler on 2010-11-13 at 14:01
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Old 2010-11-13, 16:59   #44
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Done with:

107748: added 64 terms: i791 (size 111) = 2^4 * 3 * 5 * 11 * 31 * c106
107880: added 48 terms: i1564 (size 115) = 2 * 3^2 * 19 * 697095663163 * c100
107928: added 45 terms: i1033 (size 116) = 2^6 * 3^3 * 29 * 1083241 * c106
110208: added 116 terms: i1878 (size 112) = 2 * 3 * c112
110432: added 49 terms: i1683 (size 113) = 2^2 * 7 * 13 * 1597 * 9721477 * c100
110478: added 173 terms: i2591 (size 115) = 2 * 3 * 7^2 * 11 * 149 * 587 * c106
110784: added 944 terms: i3362 (size 111) = 2^2 * 3 * 7 * 41 * 443 * 733 * c102
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