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:w00t: I know you had a record of 127 bits, which honestly I have very little chance to beat it, many years from now, but I am coming to get you for lifetime credit... , get in the hundredth percentile on the leaderboard, and then I will go back to DC, and let some cores doing P-1 under 1M with very high limits. There is where the big factors come from. What do you know, I might get lucky! :razz:
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Well, when it rains it pours...[SIZE=2]
101 bits: [/SIZE] [SIZE=2]1755130524326397706550920646273 (edit: also very smooth, b1=[B]4793[/B], b2=3963979) [/SIZE] |
[QUOTE=LaurV;359477]:w00t: I know you had a record of 127 bits, which honestly I have very little chance to beat it, many years from now, but I am coming to get you for lifetime credit... , get in the hundredth percentile on the leaderboard, and then I will go back to DC, and let some cores doing P-1 under 1M with very high limits. There is where the big factors come from. What do you know, I might get lucky! :razz:[/QUOTE]
We'll see if I follow your plan like a puppy. :razz: But if you do pass me... just know that I have only a little over half my power running P-1 at the moment! -Meow |
Anon on machine toma4tti found a factor by P-1:
332245861 has a factor of 514701206225822215282489657 reported on Nov 16 2013 @ 10:46PM 64.0 GHz-days 88.7 bits |
I had one machine find 2 factors in 2 days both P-1 stage 1.
64317947 has a factor of 52744473176262272623601 [B]75.5 bits[/B] 64320973 has a factor of 4171438018009522530410037151 [B]91.8 bits[/B] :shock: |
I had 4 machines hit with P-1 factors in a single day and 2 more today. One of these is my personal best:
64,489,937 has a factor of 177801640586828840036267140893769 [B]107 bits[/B]:wacky: [B][I][FONT="Comic Sans MS"]k[/FONT][/I][/B] = 2[SUP]2[/SUP] × 3[SUP]2[/SUP] × 7 × 53 × 257 × 269 × 283 × 1399 × 4799 × 785773 |
That a nice one for Stage 1.
It's odd because I can go a week or two with no P-1 factors and then I've had 4 in the last week also. One is a nice Brent-Suyama: [URL="http://www.mersenne.ca/exponent/64455383"]M64455383[/URL] B1: 910,000 B2: 20,930,000 k = 3 × 19 × 89 × 109 × 557 × 464825197 But, it's nothing compared to markr's Brent-Suyama find on 18 Nov 13: 575,00010,350,000 [URL="http://www.mersenne.ca/exponent/64369951"]M64369951[/URL] B1: 575,000 B2: 10,350,000 k = 2 × 154429598075412 |
[QUOTE=flashjh;360255]But, it's nothing compared to markr's Brent-Suyama find on 18 Nov 13: [...][/QUOTE]
I wish! :grin: (Nice find, Uncwilly!) |
[QUOTE=Uncwilly;360206]I had 4 machines hit with P-1 factors in a single day and 2 more today. One of these is my personal best:
64,489,937 has a factor of 177801640586828840036267140893769 [B]107 bits[/B]:wacky: [B][I][FONT="Comic Sans MS"]k[/FONT][/I][/B] = 2[SUP]2[/SUP] × 3[SUP]2[/SUP] × 7 × 53 × 257 × 269 × 283 × 1399 × 4799 × 785773[/QUOTE] And a new personal best (by a machine that must have felt left out): M65360233 has a factor: 1949231719648150309066075034743183481 [B][COLOR="Red"]120.6 bits [/COLOR][/B] A new personal best!!!!! :party: [B][I][FONT="Comic Sans MS"]k[/FONT][/I][/B] = 14911450205877863907447170780 = 2[SUP]2[/SUP]×5×37×79×103×1607×5659×6337×16661×2579191 |
You are on a roll. What memory settings do you use on those systems?
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[QUOTE=Uncwilly;360335]And a new personal best (by a machine that must have felt left out):
M65360233 has a factor: 1949231719648150309066075034743183481 [B][COLOR="Red"]120.6 bits [/COLOR][/B] A new personal best!!!!! :party: [B][I][FONT="Comic Sans MS"]k[/FONT][/I][/B] = 14911450205877863907447170780 = 2[SUP]2[/SUP]×5×37×79×103×1607×5659×6337×16661×2579191[/QUOTE] go, go, go! Factors > 2[SUP]120[/SUP] at the current P-1 wavefront aren't every day founds. Seems that you got all [I]my[/I] factors, I had a bad series of nearly 300 P-1 assignments without any factor last week! A factor is a factor is a factor, for GIMPS purpose it doesn't matter what kind of factor it is (small, big, smooth, ...) but humans might have other feelings. My feelings about current wavefront P-1:[LIST][*]<2[SUP]100[/SUP]: yet another daily P-1 factor[*]2[SUP]100[/SUP] to 2[SUP]120[/SUP]: OK, somewhat bigger P-1 factor[*]>2[SUP]120[/SUP]: hurray, big P-1 factor[/LIST]There are some exceptions, ofcourse[LIST][*]very smooth stage #1 factors[*]Brent-Suyama with 10+ times above B2[*]composite factors (in other words: multiple prime factors at once)[/LIST] Oliver |
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