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petrw1 2020-09-03 02:15

2 big P1 factors found recently by the same CPU
 
[CODE]Speck 41033441 F-PM1 2020-08-31 06:41 Factor: 12701256943476787953365441980792492997353 / (P-1, B1=1000000, B2=20000000, E=12) === 133.222 bits

Speck 41029441 F-PM1 2020-08-24 10:42 Factor: 145135143123598692565245877677438002712525001 / (P-1, B1=1000000, B2=20000000, E=12) === 146.702 bits[/CODE]

James Heinrich 2020-09-03 10:45

That's an impressive [url=https://www.mersenne.ca/pm1user/1221]Speck[/url]!
[M]M41029441[/M] has a 146.702 bit factor: [url=https://www.mersenne.ca/M41029441]145135143123598692565245877677438002712525001[/url]
[M]M41033441[/M] has a 133.222 bit factor: [url=https://www.mersenne.ca/M41033441]12701256943476787953365441980792492997353[/url]

I guess we just need to look at exponents in the form 410xx441 to find big P-1 factors? :)

LaurV 2020-09-03 17:28

I am still continuing to beat you all with.... [URL="https://www.mersenne.org/report_exponent/?exp_lo=103901689&full=1"]composite factors[/URL], haha.
But I won't be picky about the double amount of credit :razz:

petrw1 2020-09-03 20:08

[QUOTE=LaurV;555902]I am still continuing to beat you all with.... [URL="https://www.mersenne.org/report_exponent/?exp_lo=103901689&full=1"]composite factors[/URL], haha.
But I won't be picky about the double amount of credit :razz:[/QUOTE]

Feel free to come back to "the dark side" when you get bored.

firejuggler 2020-09-04 11:50

[URL="https://www.mersenne.org/report_exponent/?exp_lo=107930453"][COLOR=black]M107930453[/COLOR][/URL] has a 77.779 bit factor : [URL="http://www.mersenne.ca/factor/259365338128498517663353"]259365338128498517663353[/URL] (note: found with P-1 with Colab)
The k is very low. it would have been found with a B1 @ 35111

Jwb52z 2020-09-05 05:51

UID: Jwb52z/Clay, M100111807 has a factor: 5497876794406428536190503 (P-1, B1=820000),

82.185 bits.

Uncwilly 2020-09-07 00:53

[QUOTE=Uncwilly;555649]Ryan found a 208 bit factor:[/QUOTE]
And another 200+ digit factor has arrived thanks to Ryan:
M[M]2083[/M] has a factor: [C]4188332412064506725391133958916461731585439326430544722593471[/C]
That brings it to 199 digits of known factors out of 628 digits. A known forumite is doing the PRP-CF.

firejuggler 2020-09-07 00:57

But but but... factordb would quasi instantly tell you , for a Mp of this size. up to about M(8k) or M(9k)

Uncwilly 2020-09-07 01:18

PrimeNet assigns it out anyway. The PRP will get done and a cert will get run soon.

Uncwilly 2020-09-07 15:57

[QUOTE=Uncwilly;556292]PrimeNet assigns it out anyway. The PRP will get done and a cert will get run soon.[/QUOTE]And PrimeNet user "atrench" was impatient and did a PRP run that looks to be lacking in a VDF. So it will still need to be re-run.

James Heinrich 2020-09-07 16:06

[QUOTE=Uncwilly;556336]And PrimeNet user "atrench" was impatient and did a PRP run that looks to be lacking in a VDF. So it will still need to be re-run.[/QUOTE]What is "VDF"?


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