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[mbot] PiFast ranking

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[mbot]ColtIce - 36.02 - A64 3400+ Newcastle 2700MHz[/mbot]
pifast.jpg
 
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Hmmm....I ran the test,and got a duration time of 35.5 seconds...so I maximized firefox to check to see where my time would rank.Since I was running other programs in the background,I figured I'd have a bad time.anyway,the problem I am having is that the DOS window just shuts down automatically after giving me my score.All I am left with after each test is the TXT file it saves to my desktop....Any suggestions since I cant take a screenshot as of right now?
 
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xTrEmEoVrClOcKr said:
Wow .. .I have no idea how to use this bench, I think I could contribute to this thread ... how would I go about using it?
double click the hexus_pifast.bat file in the pifast folder. when its done just screenshot with CPU-z open. post screenie with your score in post

*old method do not use*open the exe, hit 0 (zero) then enter
hit 0 again then enter
then 10000000 (its 10 million)hit enter
then 1024 enter
then 1 enter


pifast runs, and puts score into PI.txt file. show us that.

again if last was confusing
0
0
10000000
1024
1
and grab results from PI.txt
 
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D]g[ts - 27.39 - 3700+ San Diego 3271Mhz
*edit* wrong version of pifast used. we are to use hesus pifast which the download is in first post

pifast2dl.jpg

come on peeps I know i aint the only one who got this test down. someone get in here and whoop this.
 
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[mbot]techtro - 35.34 - P4 3.0C@3945M[/mbot]


Program : PiFast version 4.3 (fix 1), by Xavier Gourdon
Computation of 10000000 digits of Pi
Method used : Chudnovsky
Size of FFT : 1024 K
Physical memory used : ~ 61355 K
Disk memory used : ~ 0.00 Meg
------------------------------------------------------------
Computation run information :

Start : Sat Jul 30 18:07:31 2005
End : Sat Jul 30 18:08:06 2005
Duration : 35.34 seconds
============================================================
Total computation time : 35.34 seconds (~ 0.01 hours)
 
[mbot]RAMMAN - 52.44 - 3200+ venice 2010Mhz[/mbot]

Program : PiFast version 4.3 (fix 1), by Xavier Gourdon
Computation of 10000000 digits of Pi
Method used : 1024 k
Disk memory used : ~ 0.00 Meg
--------------------------------------------------------------------------
Computation run information :

start : sat sep 24 09:40:46 2005
end : sat sep 24 09:41:39 2005
duration : 52.44 seconds
==========================================================
total computation time : 52.44 seconds (~ 0.01 hours)
==========================================================
 
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[mbot]godofgorks - 33.08 - A64 3000+ Venice @ 2700MHz[/mbot]

PiFast33.jpg


Are you supposed to edit original post or will the system realize I have new best and update my score? I saw that Z YA LTR posted twice yet the board only shows his best so I just did the same. If edit original post is prefered I'll do that from now on.
 
godofgorks said:
Are you supposed to edit original post or will the system realize I have new best and update my score? I saw that Z YA LTR posted twice yet the board only shows his best so I just did the same. If edit original post is prefered I'll do that from now on.
Dont edit the mbot part of your post, or it may not be picked up. simplest thing is to post a second time. it will just bump your old score out.
 
d]g[ts said:
Dont edit the mbot part of your post, or it may not be picked up. simplest thing is to post a second time. it will just bump your old score out.

Okay thanks. I've just really started getting into benching, at least for competitively. Slowly setting up my system into more of a benching type rig.
 
[hwbot] redduc900 - 39.02 - P4 3.4E @ 4114MHz [/hwbot]

Program : PiFast version 4.3 (fix 1), by Xavier Gourdon
Computation of 10000000 digits of Pi
Method used : Chudnovsky
Size of FFT : 1024 K
Physical memory used : ~ 61355 K
Disk memory used : ~ 0.00 Meg
------------------------------------------------------------
Computation run information :

Start : Mon Jan 23 16:53:29 2006
End : Mon Jan 23 16:54:08 2006
Duration : 39.02 seconds
============================================================
Total computation time : 39.02 seconds (~ 0.01 hours)
============================================================
 
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