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#1 |
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Jun 2011
102 Posts |
Just installed GIMP, and as soon as I started the program, my cpu maxed out. I restarted, and it maxed out again. Opened my process manager, and GIMP was using between 49-96%. I understood that it would not affect my performance very much, however with the CPU maxed, I can't do much. I closed the program, and my CPU dropped down to about 10%.
So what do I need to do? |
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#2 | |
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Bamboozled!
"πΊππ·π·π"
May 2003
Down not across
2·5,393 Posts |
Quote:
My machines spend virtually their entire life running at 100% CPU and yet hardly ever does it impinge on interactive work. Paul Last fiddled with by xilman on 2011-06-18 at 16:19 Reason: Fix minor typo |
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#3 |
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6809 > 6502
"""""""""""""""""""
Aug 2003
101Γ103 Posts
22·23·107 Posts |
Yes, this is normal and it is fine.
![]() The Prime95 program only fills in the gaps when nothing else is running. As you saw, when it is not running typically between 90-95% of the CPU time is wasted, Prime95 only takes that time. As you noted, you saw 49%-96%. The first was likely while Prime95 had started a thread on 1 core and was waiting to start it on another. And since Paul neglected to say it, "Welcome to the world of Prime Crunching". |
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#4 |
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Jun 2011
210 Posts |
Thanks guys, I just misread the info. At this rate I'll find a prime in no time.
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#5 |
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"Richard B. Woods"
Aug 2002
Wisconsin USA
1E0C16 Posts |
I think that if you'd actually tried doing something (word processing, browsing, whatever...), instead of only looking at the CPU-busy meter, you would have found that you could actually do whatever you wanted to do.
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#6 |
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Dec 2010
Monticello
179510 Posts |
More likely you will find a non-prime in no time...the collective prime-crunchers have been looking for Mersenne Prime #48 (which may or may not be the 48th Mersenne Prime) for a couple years now...but nonetheless, good luck!
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#7 |
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Jun 2003
116910 Posts |
His chances of finding a prime are quite good: most found factors are prime.
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#8 | |
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Jun 2011
Henlopen Acres, Delaware
7×19 Posts |
Quote:
Very funny, and equally true. I think the OP meant "Mersenne Prime" though. If you look at the total GHz-days reported on the Mersenne.org page, and divide that by 13 (the number of them found by GIMPS) that's the average GHz-days per prime. Put your own GHz-days in the numerator, and that number in the denominator, and that is roughly your odds of finding a Mersenne. |
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#9 | |
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"Brian"
Jul 2007
The Netherlands
326910 Posts |
Quote:
![]() A sizeable proportion of that total GHz-days will be factoring work-types which would not in themselves discover a Mersenne Prime, or double checking which would be extremely unlikely to (never has so far). So obviously your work-type is very important: it needs to be LL and highly preferably first-time testing. And the LL-work which is being done now is on much larger numbers than in the early days of GIMPS, and these numbers require far more GHz-days to test, plus it's also reasonable to assume that the Mersenne Primes will be more sparsely distributed in this current working zone: so the LL-work now will discover far fewer primes relative to GHz-days than the early work did. |
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#10 | |
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Jun 2011
Henlopen Acres, Delaware
7×19 Posts |
Quote:
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#11 |
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Dec 2010
Monticello
5·359 Posts |
Yep, core #4 is, however, doing something important: Making sure that the first LL test indeed correctly reported that the exponent was a composite. There's a slight (probably worse than 1 in a million) chance that an exponent was incorrectly reported as composite -- it both has to be prime, and the first LL test has to have incorrectly reported it was composite.
P-1 is also good work for a CPU; I'm finding factors on average in significantly fewer GHz days than it would take to do two LL tests. You just have to give it a lot (a Gigabyte or so) of memory. |
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