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Old 2009-12-31, 00:22   #430
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Phi(4,2^7658614+1)/2

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Carrying on: 753102 753168 753606 753630 753720 753768 753984
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Old 2009-12-31, 06:06   #431
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Phi(4,2^7658614+1)/2

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Done with 746856 746880 746886 747120 747720 747762 750360 750720 750894 752880 753102 753168 753606 753630 753720 753768 753984 753336 753372 753522 753870 754320 754386 754884 754992
(bold will be done in an hour)

... and will finish 754072, 754230, 754248, 754432, 754440, 754542, 754656, 754722, 754848.

Time to add some more.
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Old 2009-12-31, 08:47   #432
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746220 at index 3050, 100 digits, 2^2*3*7
750040 at 105 digits, 2*3^3
752760 at 100 digits, 2*3
752928 at 100 digits, 2*3^2*5

Taking 755080, 755202, 755232, 755250, 755412

Last fiddled with by fivemack on 2009-12-31 at 09:01
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Old 2009-12-31, 08:50   #433
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Will entertain 756930 757110 758322 758832 759456 759984

Last fiddled with by Batalov on 2009-12-31 at 08:57 Reason: ay carramba! mystery workers everywhere!
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Old 2009-12-31, 16:36   #434
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750600 at 100 digits, 2^3*3*5
752976 at 100 digits, 2^6*3^2 (taking to 105)
750672 at 100 digits, 2^4*5 (taking to 105)
752528 at 100 digits, 2^2*7*3*5
755080 at 100 digits, 2^2*7^2; just taking it a little further to see if it loses the 7
755202 at 100 digits, 2^3*3*5

Taking 759780, 759816, 759552

Last fiddled with by fivemack on 2009-12-31 at 17:27
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Old 2009-12-31, 19:24   #435
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done with 738402
reserving 755460
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Old 2010-01-01, 01:42   #436
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759816 at 100 digits, 2^3*3^2*5^2*7; dropping it.

Taking 759150, 760860

Last fiddled with by fivemack on 2010-01-01 at 01:45
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Old 2010-01-01, 03:57   #437
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754072 754230 754248 754432 754440 754542 754656 754722 754848 756930 757110 758322 758832 759456 759984 - done.

Taking 755636, 755712, 755730, 755826,
756402, 756630, 756714, 756720, 756840, 756906, 756960
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Old 2010-01-01, 09:40   #438
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unconnected has PMed me to say he is taking the whole 770k-780k range.
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Old 2010-01-01, 10:53   #439
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755250 at 100 digits, 2*3^4

Taking 758172, 758460, 758562, 758646, 758814, 758976
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Old 2010-01-01, 10:58   #440
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752976 at 105 digits, strange lead term 2^5*3^6; taking to 110
755232 at 100 digits, 2^2*7
755250 at 101 digits, 2*3^3*5^2; taking to 105
759150 at 100 digits, 2^5*3*7^2
759552 at 100 digits, 2^2*3^2*7
759780 at 100 digits, 2^3*3

760860 is being handled by somebody else

Reserving 758172, 758460, 758562, 758646, 758814, 758976

Last fiddled with by fivemack on 2010-01-01 at 11:40
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