AtomicMoose
[H]F Junkie
- Joined
- Sep 26, 2001
- Messages
- 11,803
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p[H]ant0m said:
Not anywhere near 7.1 GHz...AMD's architecture doesn't scale as well. Netburst was designed to hit high clock speeds, but wasn't as efficient, which is how 2.2GHz AMDs can compete with a 3.2 GHz.Imitation said:Haha and people think running the AC 24/7 is expensive...
7.1ghz is pretty sick, I wonder how a fx57 would do under that same setup? Anyone know the current highest AMD oc?
Someone contact him....magnusvir said:
Aratech said:That's awesome!
I'm curious though, how is he protecting the rest of the system components from condensation ect. Did you see all the ice on the mobo?
Imitation said:Haha and people think running the AC 24/7 is expensive...
7.1ghz is pretty sick, I wonder how a fx57 would do under that same setup? Anyone know the current highest AMD oc?
lazarus data # wine PiFast43.exe
PiFast, version 4.3 (fix 1) (Copyright 1999-2003 Xavier Gourdon)
[url]http://numbers.computation.free.fr/Constants/PiProgram/pifast.html[/url]
Menu :
[0] Compute Pi with Chudnovsky method (Fastest)
[1] Compute Pi with Ramanujan method
[2] Compute E by the exponential series exp(1)
[3] Compute E by the exponential series 1/exp(-1)
[4] Compute Sqrt(2) (useful for testing)
[5] Define your constant with hypergeometric series
[6] Compute a user constant from a .pifast file
[7] Decompress a result file
[8] Check a compress result Pi file
Enter your choice : 0
Choose your computation mode :
[0] standard mode (no disk memory used)
[1] basic disk memory mode (for big computations)
[2] advanced disk memory mode (for huge computations)
Enter your choice : 0
Number of decimal digits : 1000000
Possible FFT modes, with approximate needed memory :
FFT Size= 128 k, Mem=7769 K (Fastest mode)
FFT Size= 64 k, Mem=5077 K (Time: Fastest mode * 1.1)
FFT Size= 32 k, Mem=3797 K (Time: Fastest mode * 1.3)
FFT Size= 16 k, Mem=3155 K (Time: Fastest mode * 1.7)
FFT Size= 8 k, Mem=2835 K (Time: Fastest mode * 2.7)
FFT Size= 4 k, Mem=2674 K (Time: Fastest mode * 4.7)
...
Enter FFT Size in k :128
Compressed output (also useful to specify output format) ? [0=No, 1=Yes] : 0
Total Physical Memory Allocated = 8155 Kbytes
Computing series with index N=70529
Starting step 5
Starting step 4 ...
Starting step 3 ...
Starting step 2 ...
Starting step 1 ...
Starting step 0 ...
Series computing time : 2.67
Division time : 0.44
InvSqrt time : 0.21
Final huge multiplication time : 0.16
---------------------------------------------------------------
Total computation time : 3.51 seconds(~ 0.00 hours)
Writing informations into file pi.txt
The computation seems OK
Appending result to file pi.txt ...
According to the posted statement, the system managed to calculate π (pi) number to 1 million decimal places in 18.516 seconds, which is currently the worlds record.