6809 > 6502
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Aug 2003
101×103 Posts
2·3·5^{2}·73 Posts

How to LMH using Prime95 v25.8 and PrimeNet v5
Since the roll out of Prime95 v25.8 and PrimeNet v5, LMH has changed, for the easier. Here is how to do it now, using the range 100.00M  100.01M upto 2^64 using all cores on a quad core as an example.
 Pick a range to work on.
Check the All Available Ranges, List of LoneMersenneHunter ranges currently out threads and the LMH forum to make sure the range is available.
 Post your claim to the range, and how far you are going to take it in a new thread in the LMH forum.
 Get the factoing effort report for the range that you are going to work on. It is suggested that you use the "simple text report" for your range, like this. You can see in the example how to use the "How far factored range:" to limit the list to the ones that you need to work on.
 If you haven't previously done so, make the following adjustments to Prime95
 Select a work type from the Prime95 menu, so that if you run out of work, the machine will get more and won't be idle (This is optional, factoring type assignments or what ever make sense are suggested).
 Place lines like the following in your prime.txt (after you have exited Prime95.
MaxExponents=400
UnreserveDays=365
 Make a worktodo.add based upon the factoring report, using your prefered text editing tool, saving it to the folder where Prime95 is.
 You will need to add "factor=" before each line.
 change the final "," at the end to your chosen goal bit level (find ",," replace with ",64" for our example.)
 Break the list into sections for the numbers of worker threads you plan to use.
 Add a header like "[Worker #1]" before each section.
The resultant file should look similar to this:
Code:
[worker #1]
factor=100001029,63,64
factor=100001059,63,64
factor=100001119,63,64
factor=100001177,63,64
factor=100001207,63,64
factor=100001219,63,64
factor=100001227,63,64
factor=100001303,63,64
factor=100001329,63,64
factor=100001347,63,64
factor=100001357,63,64
factor=100001399,63,64
factor=100001449,63,64
factor=100001507,63,64
factor=100001569,63,64
factor=100001581,63,64
factor=100001591,63,64
factor=100001653,62,64
factor=100001689,62,64
factor=100001767,62,64
factor=100001777,62,64
factor=100001801,62,64
factor=100001809,62,64
factor=100001819,62,64
factor=100001903,62,64
factor=100001983,62,64
factor=100002011,62,64
factor=100002059,62,64
factor=100002113,62,64
factor=100002127,62,64
factor=100002139,62,64
factor=100002163,62,64
factor=100002223,62,64
factor=100002233,62,64
factor=100002251,62,64
factor=100002271,62,64
factor=100002283,62,64
factor=100002337,62,64
factor=100002437,62,64
factor=100002499,62,64
factor=100002541,62,64
factor=100002569,62,64
factor=100002571,62,64
factor=100002589,62,64
factor=100002629,62,64
factor=100002671,62,64
factor=100002673,62,64
factor=100002677,62,64
factor=100002737,62,64
factor=100002751,62,64
factor=100002769,62,64
factor=100002899,62,64
factor=100002937,62,64
factor=100002941,62,64
[worker #2]
factor=100002967,62,64
factor=100002979,62,64
factor=100003037,62,64
factor=100003091,62,64
factor=100003151,62,64
factor=100003157,62,64
factor=100003181,62,64
factor=100003279,62,64
factor=100003301,62,64
factor=100003313,62,64
factor=100003349,62,64
factor=100003417,62,64
factor=100003447,62,64
factor=100003549,62,64
factor=100003559,62,64
factor=100003573,62,64
factor=100003619,62,64
factor=100003621,62,64
factor=100003699,62,64
factor=100003721,62,64
factor=100003763,62,64
factor=100003801,62,64
factor=100003829,62,64
factor=100003831,62,64
factor=100003873,62,64
factor=100003913,62,64
factor=100003927,62,64
factor=100003957,62,64
factor=100003963,62,64
factor=100004137,62,64
factor=100004143,62,64
factor=100004153,62,64
factor=100004159,62,64
factor=100004243,62,64
factor=100004263,62,64
factor=100004287,62,64
factor=100004327,62,64
factor=100004407,62,64
factor=100004449,62,64
factor=100004461,62,64
factor=100004473,62,64
factor=100004477,62,64
factor=100004503,62,64
factor=100004507,62,64
factor=100004521,62,64
factor=100004551,62,64
factor=100004563,62,64
factor=100004629,62,64
factor=100004719,62,64
factor=100004857,62,64
factor=100004981,62,64
factor=100005001,62,64
factor=100005083,62,64
factor=100005097,62,64
factor=100005107,62,64
factor=100005131,62,64
factor=100005193,62,64
factor=100005197,62,64
factor=100005239,62,64
factor=100005343,62,64
factor=100005383,62,64
factor=100005397,62,64
factor=100005439,62,64
factor=100005443,62,64
factor=100005461,62,64
factor=100005463,62,64
factor=100005523,62,64
factor=100005533,62,64
factor=100005539,62,64
factor=100005617,62,64
factor=100005667,62,64
factor=100005749,62,64
factor=100005821,62,64
factor=100005923,62,64
factor=100005943,62,64
factor=100005991,62,64
factor=100006037,62,64
factor=100006043,62,64
factor=100006061,62,64
factor=100006097,62,64
[worker #3]
factor=100006129,61,64
factor=100006133,61,64
factor=100006157,61,64
factor=100006211,61,64
factor=100006213,61,64
factor=100006327,61,64
factor=100006343,61,64
factor=100006381,61,64
factor=100006391,61,64
factor=100006397,61,64
factor=100006477,61,64
factor=100006483,61,64
factor=100006493,61,64
factor=100006549,61,64
factor=100006567,61,64
factor=100006583,61,64
factor=100006607,61,64
factor=100006609,61,64
factor=100006693,61,64
factor=100006759,61,64
factor=100006769,61,64
factor=100006771,61,64
factor=100006799,61,64
factor=100006817,61,64
factor=100006981,61,64
factor=100007071,61,64
factor=100007099,61,64
factor=100007101,61,64
factor=100007119,61,64
factor=100007143,61,64
factor=100007177,61,64
factor=100007191,61,64
factor=100007213,61,64
factor=100007227,61,64
factor=100007233,61,64
factor=100007267,61,64
factor=100007329,61,64
factor=100007351,61,64
factor=100007359,61,64
factor=100007407,61,64
factor=100007423,61,64
factor=100007489,61,64
factor=100007503,61,64
factor=100007527,61,64
factor=100007623,61,64
factor=100007807,61,64
factor=100007903,61,64
factor=100007909,61,64
factor=100007927,61,64
factor=100007989,61,64
factor=100008023,61,64
factor=100008109,61,64
factor=100008113,61,64
factor=100008119,61,64
factor=100008169,61,64
factor=100008199,61,64
factor=100008221,61,64
factor=100008241,61,64
[worker #4]
factor=100008247,61,64
factor=100008317,61,64
factor=100008319,61,64
factor=100008323,61,64
factor=100008589,61,64
factor=100008619,61,64
factor=100008653,61,64
factor=100008661,61,64
factor=100008737,61,64
factor=100008763,61,64
factor=100008871,61,64
factor=100008889,61,64
factor=100008929,61,64
factor=100009009,61,64
factor=100009043,61,64
factor=100009067,61,64
factor=100009153,61,64
factor=100009201,61,64
factor=100009213,61,64
factor=100009297,61,64
factor=100009321,61,64
factor=100009421,61,64
factor=100009433,61,64
factor=100009517,61,64
factor=100009549,61,64
factor=100009669,61,64
factor=100009699,61,64
factor=100009753,61,64
factor=100009823,61,64
factor=100009831,61,64
factor=100009837,61,64
factor=100009849,61,64
factor=100009913,61,64
factor=100009979,61,64
 Stop and restart Prime95, this will cause it to pull in the worktodo.add file.
 If Prime95 is not set to automatic communication, perform a manual com to register the exponents. (If you are not running v25.8 or later, you should check the "Send new expected completion dates to server." and do a second manual com,.)
 Last step
 Stop and exit Prime95
 Remove any lines from in worktodo.txt that have "N/A" instead of an assignment key (these are assigned to someone else).
 Save worktodo.txt and restart Prime95
You should now be up and running. Just use PrimeNet v5 to report the results as usual.
You can use the parameters on the Factoring effort page to narrow your range: start and stop exponents, lowest bit depth, & highest bit depth.
You can add more exponents using a new worktodo.add any time.
