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[QUOTE=10metreh;195835]Reserving 729840, but will be away for most of the weekend, so not much work.[/QUOTE]
Er... maybe not. With a C2D to hand, I can say that I am done with [code]729840 1572. 2^2 * 7 c95 sz 101[/code] This one had a few short downdriver runs, but the last (which only lasted two lines) dropped directly into 2^2 * 7. |
Reserving 728640
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Done: 722142, 722430, 722800, 722904
Reserving 727008, 727110, 727536, 727770 |
done with 720552, this one accidentally ran a little too long and got to c111 :smile:
reserving 720762 |
Done with 721032, 119 digits, 2^2*3*7^2
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720996 is done for the subproject (108 digits at i: 1006), but I keep it, up to push it further (driverless !)
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Done with 721080, 103 digits, 2^3*3*5*7
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Done with 726174, index 601, 103 digits, 2^3 * 3 * 5
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done with 720762
reserving 720912 |
727830 is done for the subproject
I keep it reserved because it has no driver index 2159 - 104 digits - 2^3 * 3^2 |
[QUOTE=rodac;196182]727830 is done for the subproject
I keep it reserved because it has no driver index 2159 - 104 digits - 2^3 * 3^2[/QUOTE] That (2^3 * 3) is a driver, but it's the easiest to escape of all drivers, especially while the 3 is squared. |
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