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#210 |
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Jun 2003
117378 Posts |
Code:
M2327417/23915387348002001 is a probable prime! |
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#211 |
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Aug 2002
Buenos Aires, Argentina
136610 Posts |
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#212 |
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Apr 2007
Spessart/Germany
16210 Posts |
Congratulations from me, too. As Dario said this is now the largest Mersenne-cofactor known as a prp. It should be soon Nr. 1 on Henris & Renauld Lifchitz's page at http://www.primenumbers.net/prptop/s...&action=Search
. Of course only if you reportet it there ;) |
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#213 |
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Sep 2002
Database er0rr
EB416 Posts |
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#214 |
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Jun 2003
5,087 Posts |
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#215 |
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Aug 2002
Buenos Aires, Argentina
2×683 Posts |
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#216 |
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Sep 2002
Database er0rr
22×941 Posts |
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#217 |
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Apr 2007
Spessart/Germany
2428 Posts |
Congratulation Dario!
The next one we don't need to factor anymore .If James is reading here: Is it possible to mark those prp-factors which are already proven as primes on the prp-page? That M11=23*prp2 looks somehow .... strange ^^ And on the page for the smoothest P-1-factors the case k=1 should be ignored. k=1 happens only iff the exponent of the M-number is a Sophie-Germaine-prime congruent 3 mod 4, thus this column is the same as a list of the SG-primes = 3 mod 4. Matthias |
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#218 |
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Jun 2003
10011110111112 Posts |
They're (both) here... http://www.primenumbers.net/prptop/s...&action=Search
Last fiddled with by axn on 2014-09-07 at 13:37 |
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#219 |
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Aug 2002
Buenos Aires, Argentina
2×683 Posts |
Another probable prime:
M19121 = 917809 * 415147656569 * 1531543915081 * 27784129616513881634842031 * PRP-5701 This probable prime is in the range of a primality test. |
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#220 |
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"Adolf"
Nov 2013
South Africa
61 Posts |
On this page
http://www.mersenne.ca/prp.php?show=...10%2C000%2C000 1093 is also up for PRP testing. I ran it and this is the message I got: "M1093/known_factors is a probable prime! We4: 088A088A,00000000" Not sure if this exponent has been PRP'd and reported before I hope that someone else is not working on it - sorry if I spoiled your moment Last fiddled with by houding on 2014-09-20 at 05:54 |
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