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Reserving 97-98M to 2^64
Hi Folks,
I would like to reserve the above range Thanks, Mark |
Can I follow you up to 2^63? I'm doing 93-94M right now and the CPU I have is most efficient to 63 bits. So once I finish I might chase after you to 2^63.
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Hi Garo,
I hope you don't mind but I have slaved a faster PC into take this range up to 2^64. I was just going to post a new thread to make the reservation or comment on this one about the change. I am in the process of registering the exponents right now. Thanks, Mark |
That's cool. That's why I asked. Go right ahead.
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Just thought I would pop a note in about my progressThere are two tables enclosed:
The table on the left shows what the range was like when I started. Someone had already taken 3k exponents up to 2^63 Table on the right is a snapshot as of 12:00 GMT today [CODE]TOTAL 25142 * TOTAL 25074 * Factor 0 0.00% Factor 68 0.27% 60 22035 87.64% 60 20026 79.65% 61 0 0.00% 61 1 0.00% 62 0 0.00% 62 1678 6.67% 63 3107 12.36% 63 2875 11.44% 64 0 0.00% 64 493 1.96% 65 0 0.00% 65 0 0.00% 66 0 0.00% 66 0 0.00% 67 0 0.00% 67 0 0.00% 68 0 0.00% 68 0 0.00% 69 0 0.00% 69 0 0.00% 70 0 0.00% 70 0 0.00% 71 0 0.00% 71 0 0.00% 72 0 0.00% 72 0 0.00% 73 0 0.00% 73 1 0.00% 74 0 0.00% 74 0 0.00% [/CODE] |
Progress as of today
[CODE]Total 24645 * Factor 497 1.98% 60 10136 40.32% 61 3 0.01% 62 8902 35.41% 63 181 0.72% 64 5422 21.57% 65 0 0.00% 66 0 0.00% 67 0 0.00% 68 0 0.00% 69 0 0.00% 70 0 0.00% 71 0 0.00% 72 0 0.00% 73 0 0.00% 74 1 0.00% [/CODE] |
Are you (Bundu) still working this range? I see no new factors reported
in the 97-98M range since April 8. I'm asking because I'm looking for a new LMH range to work on. [QUOTE=Bundu;161542]Progress as of today ... [/QUOTE] |
[QUOTE=Graff;174433]Are you (Bundu) still working this range? I see no new factors reported
in the 97-98M range since April 8. I'm asking because I'm looking for a new LMH range to work on.[/QUOTE] Never mind. I see that results in the 97-98M range have started appearing in the last hour or so. |
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