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#1 |
A Sunny Moo
Aug 2007
USA (GMT-5)
3·2,083 Posts |
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This is a thread where people can post LLR/PRP/etc. residuals that, though not abnormal, have a "wacky" look to them. I'll start us off with one I saw in a PRPnet client a few minutes ago:
74612*6^122915+1 is composite LLR64=1390f22f5bddbbdd. (t=532.50s) Rarely do you ever see such a repeating pattern--and, incidentally, "b" becomes a "d" if you take its mirror image, which makes this residual catch the eye more so than other "wacky" ones. ![]() |
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#2 | |
Just call me Henry
"David"
Sep 2007
Cambridge (GMT/BST)
16BA16 Posts |
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#3 | |
A Sunny Moo
Aug 2007
USA (GMT-5)
3·2,083 Posts |
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#4 |
I quite division it
"Chris"
Feb 2005
England
40358 Posts |
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I can't believe you've got me trawling through an old lresults file.
![]() Who can find the longest word? (Or who is going to write a program to find them?) |
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#5 | |
Account Deleted
"Tim Sorbera"
Aug 2006
San Antonio, TX USA
426710 Posts |
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Another thing to look for when you look for 'interesting' residuals: related words coded in the hex.
http://centricle.com/tools/ascii-hex/ or http://www.dolcevie.com/js/converter.html e.g. prime is 7072696d65, NPLB is 4e504c42, CRUS is 43525553, !prime (not prime, which is true for any number with this in the residual because it has a non-zero residual ![]() ![]() Quote:
Look for some of those in residues. Edit: I have many lresults files in a folder and subfolders and I'm trying to get them all into one big file so that I can look for interesting residuals more easily, especially with looking for hexwords and hex-encoded words as described above. I know I can use the windows command line "copy" app to copy several files into one, (by specifying many source files and one destination file) but the problem is that, as you might expect, they're named very similarly (I have four names total in case you're curious, lresults.txt, lresults1.txt, lresults2.txt, and lresults13.txt) and I have a lot of them, so I can't just dump them all into a folder together to find it easily. Any ideas how I can do this more easily than manually renaming each one to something different? BTW I can get them all in a list together by searching in the folder for anything with lresults in the file name, so if something needs to be done from that, it can be done. ![]() Last fiddled with by Mini-Geek on 2009-01-06 at 21:41 |
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#6 |
Apprentice Crank
Mar 2006
45410 Posts |
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313*2^714999-1 is not prime. LLR Res64: 931897CCCCC047D5 Time : 847.984 sec.
First you've got the 999 in the exponent, then you've got the 5 C's in a row in the residue :surprised |
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#7 |
Apr 2008
Antwerp, Belgium
1110012 Posts |
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A few nice ones:
222*117^22989-1 is not prime. RES64: 657164CA8828099D. OLD64: 016922222B9C412A Time: 200.045 sec. 3368*117^26066-1 is not prime. RES64: 9266666BCD0D45B9 1816*117^1931-1 is not prime. RES64: FECB388888AC5DE9 3128*117^20527-1 is not prime. RES64: 09C35A7DA6BBBBB1 3480*117^21566-1 is not prime. RES64: 85C2A99999B6BB8A. OLD64: 9147FCCCCD24329B Time: 375.869 sec |
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#8 | |
Just call me Henry
"David"
Sep 2007
Cambridge (GMT/BST)
2·2,909 Posts |
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surely looking for groups of digits wouldnt be too difficult |
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#9 | |
Mar 2006
Germany
132·17 Posts |
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try: help copy and you got an overview of the parameters. try copy lresults.txt+lresults1.txt+lresults2.txt+lresults13.txt all.txt and all 4 result-files will be copy to one named "all.txt" an easier way: copy *.txt all.txt will copy all *.txt-file in the directory to 'all.txt' done! |
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#10 |
Mar 2006
Germany
B3916 Posts |
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perhaps other goals to search for:
- find the lowest ($000000...) or highest ($FFFFFF...) value of a residue - make a graph of the distribution of residues so take 1 million residues, sort them by value and count their rate (perhaps too low for only 1M) question: is this equally distributed? or some patterns? - convert the residues in decimal and find primes :-) -... |
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#11 |
May 2007
Kansas; USA
241018 Posts |
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Oh, you guys are just NUTS!!
Karsten, I about fell over laughing at your last suggestion. Converting residuals to decimal and finding primes. Now THAT is funny!! I'm quite impressed by Max's first one here but I'm sorry, I can't get too impressed with only 5 repeating digits in a residual. You'll have to make it 6 or more repeating digits...7 would be better. Sorry...no time to sift through my 100's of thousands or millions of residuals right now. I may do so at some point. BTW, we don't collect residuals on any tests for n<25K on base 3. That would be stupid! lol The primes themselves are huge enough. Here's a question for the higher-math types: Can you reverse engineer a residual? That is: I'll post a residual and people can tell me what test(s) it applies to. I assume that it could apply to an infinite # of tests but the percentage of total tests would be very small. I'm sure if you kept the k-value, base, and n-value relatively small when doing the reverse engineering that it would only apply to just a few possible tests. That would be an interesting question to pose in some sort of "puzzles" forum. Gary Last fiddled with by gd_barnes on 2009-01-08 at 00:52 |
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