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#1618 | |
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Aug 2020
3·5·19 Posts |
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#1619 |
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"Nuri, the dragon :P"
Jul 2016
Good old Germany
809 Posts |
I started a worker on C86s. Most are done within a few secs.
Any one else working on small composites? |
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#1620 |
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"Rich"
Aug 2002
Benicia, California
101000110102 Posts |
I have had one worker on C81+ for the past few months. I was staying afloat until some spammer overflowed the C70's+.
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#1621 |
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Sep 2009
2·1,039 Posts |
I'm working on C70-C80s. And occasionally looking for easy numbers in the 80-90 digits range (easy usually means doable with SNFS).
I noticed a lot of numbers like 50##/206 (product of first 50 primes divided by some small number) and set a script going to factor them. That cleared out about 12,000 of them (mainly limited by how many updates per hour factordb would allow). If you can think of a sensible reason for adding them to factordb in the first place I'd be interested to hear it. Chris |
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#1622 | |
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"Nuri, the dragon :P"
Jul 2016
Good old Germany
809 Posts |
Quote:
After about 22 hours in C86: Code:
============================================================
Runtime (H:M:S).....................: 0022:34:45
Time waiting for composites (H:M)...: 0000:00
Composite range.....................: 86 - 86 digits
Report factors for composite #......: 3716
Factored C86 in.....................: 2.3 sec.
New factors added...........: 2 / 4825
Factors already known.......: 1 / 1832
Small factors...............: 0 / 11190
Only small factors..........: 240
Worker collisions...........: 6
Total page requests.........: 7432
============================================================
164.6 composites/hr
329.1 page requests/hr
418.5 page requests/hr (last 60 composite requests)
306.9 new factors added/hr (last 60 composite requests)
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#1623 |
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"Matthew Anderson"
Dec 2010
Oregon, USA
14408 Posts |
I really enjoy factordb.com
It is very impressive and can handle 200 digit numbers. my latest contribution is 66640677780239073397348544449935115508844251925178751602054631202961 <68 digits> is 3138306167<10> · 2123460052...83<59> So C68 = P10 * P59. Used Maple computer algebra system ifactor() command. Very interesting. Good mathematical trivia. |
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#1624 | |
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6809 > 6502
"""""""""""""""""""
Aug 2003
101×103 Posts
9,787 Posts |
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#1625 |
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"Matthew Anderson"
Dec 2010
Oregon, USA
14408 Posts |
Hi again all,
Factordb.com has a limit to largest input it would take. I received the error. Error: Limit of about 10.000.000 digits exceeded I found an interesting result for a C1,000,000 [10^1,000,000] + 1 so that is (1- to the power of one million) + 1 factordb comes back with 12 prime factors and 2 composite factors. Woo Hoo Matt |
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#1626 | ||
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"Alexander"
Nov 2008
The Alamo City
24×43 Posts |
Quote:
Quote:
Last fiddled with by Happy5214 on 2021-06-20 at 06:15 Reason: Bolding to match original |
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#1627 |
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Sep 2009
1000000111102 Posts |
@ MattcAnderson
If you want to do something useful try running the script in https://mersenneforum.org/showthread...=16849&page=43 post 471 for a few days. There are a lot of smallish composites in factordb and it could do with some help factoring them. Chris |
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#1628 | |
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Feb 2017
Nowhere
122316 Posts |
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