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Old 2011-02-02, 15:51   #34
EdH
 
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reserving 239412 and 739464

edit: 239412 is already at i401. . .

Last fiddled with by EdH on 2011-02-02 at 16:20
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Old 2011-02-05, 05:09   #35
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739464 is finished: size 116, i406, 23 * 32 * 5 * 17 * 151 * 521177 * 4953089 * c97
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Old 2011-02-07, 13:10   #36
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Taking 999120.
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Old 2011-02-09, 08:25   #37
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243648: i360 => i409, sz 119, 2^3*3*5
373152: i340 => i4045, sz 3, 601!!!!!!!!
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Old 2011-02-09, 09:30   #38
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Quote:
Originally Posted by RobertS View Post
243648: i360 => i409, sz 119, 2^3*3*5
373152: i340 => i4045, sz 3, 601!!!!!!!!


Boy, I'm so jealous.....this almost makes me want to run them all myself!

(Mine, mine, mine.....if only I had the resources. )
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Old 2011-02-09, 10:31   #39
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999120: i404, size 120, 2^3*3^2*5
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Old 2011-02-12, 15:08   #40
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reserving 555300
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Old 2011-02-13, 01:28   #41
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reserving 663240
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Old 2011-02-13, 07:04   #42
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I'll take 330084 300. sz 109
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Old 2011-02-15, 07:54   #43
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606844 301. sz 104 is now at 393. sz 138

I'll have to leave the last few steps to someone else
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Old 2011-02-15, 09:58   #44
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Quote:
Originally Posted by smh View Post
606844 301. sz 104 is now at 393. sz 138

I'll have to leave the last few steps to someone else
I don't blame you. Adding a digit every 2.7 lines is really harsh. It's starting to look like there are some sequences that might not make it to 500 lines.....

380084 is probably headed for the same fate. It's added 11 digits in 28 lines (a digit every 2.5 lines). There is a small chance, though, that it might improve. It's got 2^3 * 3^2 * 5, so if I get lucky it might manage an escape. Last line hurt: it was 2^3 * 3^2 * 5^2 * 31 * p57 * p58....the 31 blew the chance there.
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