![]() ![]() M(3326400) = 23326400-1 |
Operation Billion Digits is a whimsical Distributed Computing Project that is searching for a Billion Digit Mersenne prime. There isn't hope of really finding such a prime with today's technology and algorithms. A Lucas-Lehmer primality test is estimated to require 852 years. Perhaps much longer because many of us won't use modern hardware on a whimsical project; I'm using a Pentium Pro 180 and Luigi is using a P2 250. P-1, P+1, and ECM tests are also unfeasible because they require operations modulo the billion digit number. The only part of this project that can be undertaken today is trial factoring, and even that cannot be done with the efficient Prime95 program. Luigi, aka "ET_" on the MersenneForum.org boards, has written a trial factoring program that can handle these numbers.
There will be twenty-three steps from Level 21 to Level 22: getting a twenty-second candidate to 87 bits and getting each candidate from 87 to 88 bits. Each of these steps will be indicated with a decimal point (21.01, 21.02, through 21.22, then 22.00).
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3321928097 | 80 | 6158854691839 41457662650561 7771207163883536443921 |
dsouza123 Luigi Oliver | ||
3321928109 | 76 | 408676883681617 | William | ||
3321928121 | 76 | 684317192927 502959849088127 |
William Luigi | ||
3321928171 | 90 | ||||
3321928189 | 76 | 312261249767 43284724302671 |
William William | ||
3321928217 | 76 | 1166521668825287 | William | ||
3321928219 | 80 | 670475084138875461500081 | Oliver | ||
3321928241 | 88 | ||||
3321928243 | 76 | 619406102645311603441 | Carlo | ||
3321928307 | 88 | ||||
3321928319 | 88 | ||||
3321928373 | 86 | ||||
3321928381 | 86 | ||||
3321928391 | 76 | 260093705301737 578015540034001 |
Luigi Luigi | ||
3321928417 | 86 | ||||
3321928439 | 76 | 468552214000564196383 | MrHappy | ||
3321928483 | 86 | ||||
3321928501 | 76 | 391987563119 | Luigi | ||
3321928513 | 76 | 14749362597721 256998380021105500319 |
Luigi Patrick Schmeer | ||
3321928531 | 76 | 437571069960383 | Luigi | ||
3321928567 | 76 | 6378501480068041 3650224967587337351 74195408962462535089 |
Luigi Rde Patrick Schmeer | ||
3321928601 | 86 | ||||
3321928607 | 76 | 59794714927 | Luigi | ||
3321928619 | 76 | 797262868561 48684837137044687 59077344656726951 |
Luigi Luigi Luigi | ||
3321928661 | 76 | 19931571967 | Luigi | ||
3321928679 | 75 | 325549010543 | Luigi | ||
3321928697 | 86 | ||||
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3321928703 | 76 | 2577816673529 558801558703849 80064692506573275079 |
Luigi Luigi Patrick Schmeer | ||
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3321928787 | 76 | 108855788204768513089 | thomasn | ||
3321928849 | 76 | 9415489101590057 | Luigi | ||
3321928919 | 76 | 797189858123783 | Luigi | ||
3321928921 | 76 | 2126624089497447084199 | Carlo | ||
3321928927 | 86 | ||||
3321928949 | 76 | 1375278584887 218868942175952957527 |
Luigi Patrick Schmeer | ||
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3321928991 | 75 | 945422219952326671 | Luigi | ||
3321928993 | 75 | 18791328475010737 | Luigi | ||
3321928999 | 77 | 97924979511078172425361 | Oliver | ||
3321929029 | 75 | 42168567094127 | Uncwilly | ||
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Uncwilly Uncwilly Uncwilly | ||
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Uncwilly Patrick Schmeer | ||
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Uncwilly Rde | ||
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Uncwilly Uncwilly Rde Patrick Schmeer Oliver | ||
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Uncwilly & ATH Oliver | ||
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Uncwilly Uncwilly Uncwilly Rde Patrick Schmeer | ||
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Uncwilly Rde | ||
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Uncwilly Uncwilly Rde | ||
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Uncwilly Uncwilly Oliver | ||
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3321931037 | 75 | 1968130744509288556121 | hemster | ||
3321931043 | 86 | Active to 87 | Luigi | ||
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Uncwilly Oliver | ||
3321931057 | 86 | Active to 87 | Luigi | ||
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Uncwilly Patrick Schmeer | ||
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Uncwilly Rde | ||
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Uncwilly Uncwilly Uncwilly Rde Rde | ||
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Uncwilly Uncwilly | ||
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Uncwilly Patrick Schmeer | ||
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Uncwilly Uncwilly | ||
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Uncwilly Oliver | ||
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Uncwilly Uncwilly | ||
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Uncwilly Luigi | ||
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Uncwilly Uncwilly Patrick Schmeer | ||
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Uncwilly Uncwilly Luigi Luigi | ||
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Uncwilly Patrick Schmeer Luigi | ||
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3321934709 | 75 | 378121774679999658041 1839558484365372097673 | gjmccrac & Rodrigo Rodrigo | ||
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60 | Many, available directly or from Will Edgington | Uncwilly |
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Level 6 | Six Candidates to 72 bits | |
Level 5 | Five Candidates to 71 bits | |
Level 4 | Four Candidates to 70 bits | |
Level 3 | Three Candidates to 69 bits | |
Level 2 | Two Candidates to 68 bits | |
Level 1 | One Candidate to 67 bits |
You also need some Cygwin files. If you install Cygwin it has a system to help you keep current with the files you are using. Alternatively, you can get just the two files that are needed here: cygwin1.dll and cyggmp-3.dll are both in this zip file.
Open a DOS box and start the factor3_2 (or whichever you downloaded) program. It will prompt for your Mersenne exponent and your beginning and ending factoring exponents. Our plan is to start at 67 digits and extend one digit deeper for every prime broader. So if you are the fourth person joining, we would all attempt to reach 70 digits.
Seriously consider going to the task manager and changing the priority to low.
If the program ends, the next time use the restart flag "factor3_2 -r"