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Sierp base 3 - mini-drive II
We have started mini drive II for Sierp base 3. The range is k=100M-200M and n=25K-100K.
There were 471 k's remaining to begin with. The drive found 328 k's with primes so there are now 143 k's remaining for this k-range. We are going to run this drive a little bit differently. In order to make it easier to adminster and search, we will be posting files in 4 separate k-ranges but for larger n-ranges than previously. Higher n-ranges for the same k-ranges will not be posted unless requested. This will avoid the confusion related to several people searching the same k's at once with several primes being found for the same k. Feel free to give your opinions on this new method of searching. You should be able to complete the files in about 2-4 CPU days. As we find primes, we'll remove k's from files for larger n-ranges. Files up to n=100K are fully sieved to P=150G. Many thanks to KEP for the sieving! :smile: Primes found: [code] prime found by 112012952*3^99452+1 MyDogBuster 131848196*3^97328+1 MyDogBuster 195143446*3^97253+1 MyDogBuster 144120708*3^97208+1 MyDogBuster 141115816*3^96316+1 MyDogBuster 112520932*3^94769+1 MyDogBuster 180624688*3^94527+1 MyDogBuster 128052812*3^93857+1 MyDogBuster 111433118*3^93368+1 MyDogBuster 149725144*3^92682+1 MyDogBuster 129433888*3^92503+1 MyDogBuster 113069662*3^92360+1 MyDogBuster 101818118*3^91055+1 MyDogBuster 140819984*3^90963+1 MyDogBuster 127847854*3^90506+1 MyDogBuster 110079538*3^90351+1 MyDogBuster 106634644*3^88189+1 MyDogBuster 199891852*3^87968+1 MyDogBuster 185649682*3^87520+1 MyDogBuster 183193126*3^84073+1 MyDogBuster 184233464*3^82882+1 MyDogBuster 183687178*3^82702+1 MyDogBuster 147874102*3^82670+1 MyDogBuster 190715576*3^82517+1 MyDogBuster 118846972*3^82240+1 MyDogBuster 175226256*3^81724+1 MyDogBuster 199924586*3^80576+1 MyDogBuster 145856728*3^79403+1 MyDogBuster 157090372*3^77913+1 MyDogBuster 103950370*3^77717+1 MyDogBuster 116212784*3^77669+1 MyDogBuster 183671732*3^77026+1 MyDogBuster 148062056*3^76853+1 MyDogBuster 144593836*3^76827+1 MyDogBuster 133999928*3^74899+1 MyDogBuster 130169134*3^74538+1 MyDogBuster 192132412*3^73884+1 MyDogBuster 154543588*3^73547+1 MyDogBuster 112020406*3^72960+1 MyDogBuster 168809588*3^72251+1 MyDogBuster 199993078*3^71687+1 MyDogBuster 100193792*3^71290+1 MyDogBuster 175286602*3^70372+1 MyDogBuster 161083082*3^70028+1 MyDogBuster 189598096*3^69464+1 MyDogBuster 100670062*3^69397+1 MyDogBuster 157993898*3^69298+1 MyDogBuster 177000394*3^68551+1 MyDogBuster 135877598*3^68083+1 MyDogBuster 154420556*3^67925+1 MyDogBuster 110224462*3^67860+1 MyDogBuster 103323622*3^67841+1 MyDogBuster 114119836*3^67819+1 MyDogBuster 172637482*3^67680+1 MyDogBuster 116778518*3^66743+1 MyDogBuster 181231184*3^65261+1 MyDogBuster 126429944*3^65250+1 MyDogBuster 196853336*3^64952+1 MyDogBuster 145453528*3^64811+1 MyDogBuster 107617826*3^64776+1 MyDogBuster 156966328*3^64664+1 MyDogBuster 161953622*3^64430+1 MyDogBuster 154677652*3^64372+1 MyDogBuster 120289732*3^64017+1 MyDogBuster 148962454*3^63798+1 MyDogBuster 174769274*3^63635+1 MyDogBuster 193521626*3^63364+1 MyDogBuster 126086438*3^63132+1 MyDogBuster 156843112*3^62698+1 MyDogBuster 163047778*3^62016+1 MyDogBuster 152501918*3^61266+1 MyDogBuster 113006126*3^61205+1 MyDogBuster 170846628*3^60344+1 MyDogBuster 171927246*3^58960+1 MyDogBuster 178264012*3^58877+1 MyDogBuster 175809872*3^58302+1 MyDogBuster 186011134*3^58069+1 MyDogBuster 182074034*3^58049+1 MyDogBuster 182767426*3^57885+1 MyDogBuster 186825734*3^57390+1 MyDogBuster 122415136*3^57368+1 MyDogBuster 165152062*3^57324+1 MyDogBuster 114121992*3^57265+1 MyDogBuster 160276828*3^56947+1 MyDogBuster 191093978*3^56736+1 MyDogBuster 161948552*3^56728+1 MyDogBuster 162671636*3^56380+1 MyDogBuster 173341958*3^56326+1 MyDogBuster 153574342*3^56312+1 MyDogBuster 184488412*3^56141+1 MyDogBuster 119885464*3^56125+1 MyDogBuster 103321514*3^56019+1 MyDogBuster 195807746*3^55721+1 MyDogBuster 158323182*3^55536+1 MyDogBuster 107468612*3^55532+1 MyDogBuster 104618212*3^54304+1 MyDogBuster 119982992*3^53761+1 MyDogBuster 141132224*3^53330+1 MyDogBuster 142506608*3^53211+1 MyDogBuster 121458614*3^53019+1 MyDogBuster 121786222*3^52645+1 MyDogBuster 159940492*3^52473+1 MyDogBuster 103152904*3^52426+1 MyDogBuster 186500896*3^52156+1 MyDogBuster 131986412*3^51512+1 MyDogBuster 199331456*3^51388+1 MyDogBuster 116553038*3^51290+1 MyDogBuster 113364404*3^51051+1 MyDogBuster 139450282*3^51016+1 MyDogBuster 122474512*3^50949+1 MyDogBuster 174755676*3^50540+1 MyDogBuster 148489546*3^50520+1 MyDogBuster 109384864*3^50405+1 MyDogBuster 195175928*3^50284+1 MyDogBuster 166113518*3^50156+1 MyDogBuster 193196702*3^50113+1 MyDogBuster 156410602*3^50082+1 MyDogBuster 116987966*3^50067+1 MyDogBuster 187596614*3^49558+1 MyDogBuster 109042244*3^49043+1 Flatlander 142850824*3^49021+1 Flatlander 145317028*3^48856+1 Flatlander 187894186*3^48829+1 MyDogBuster 139190932*3^48385+1 Flatlander 172425538*3^47786+1 MyDogBuster 151508744*3^47679+1 MyDogBuster 160493384*3^47609+1 MyDogBuster 174574748*3^47127+1 MyDogBuster 147114712*3^47073+1 Flatlander 109842394*3^47071+1 Flatlander 161172678*3^46563+1 MyDogBuster 169374092*3^46490+1 MyDogBuster 167827904*3^46405+1 MyDogBuster 164808316*3^46312+1 MyDogBuster 123279844*3^46186+1 Flatlander 107217094*3^46125+1 Flatlander 161884148*3^46011+1 MyDogBuster 189445390*3^45917+1 MyDogBuster 192707176*3^45595+1 MyDogBuster 181664152*3^45529+1 MyDogBuster 126717434*3^45466+1 Flatlander 195556456*3^45165+1 MyDogBuster 184286582*3^45142+1 MyDogBuster 176856742*3^44914+1 MyDogBuster 106047226*3^44887+1 Flatlander 123439424*3^43967+1 Flatlander 121783516*3^43848+1 Flatlander 172281386*3^43760+1 MyDogBuster 189069196*3^43553+1 MyDogBuster 195738386*3^43292+1 MyDogBuster 100190284*3^43255+1 Flatlander 169204292*3^43152+1 MyDogBuster 119327452*3^43024+1 Flatlander 118563106*3^43015+1 Flatlander 171574244*3^42909+1 MyDogBuster 106430128*3^42872+1 Flatlander 182693068*3^42827+1 MyDogBuster 141205544*3^42662+1 Flatlander 147768022*3^42605+1 Flatlander 156217918*3^42287+1 MyDogBuster 145576526*3^42117+1 Flatlander 107248756*3^42116+1 Flatlander 146488768*3^41650+1 Flatlander 166957996*3^41553+1 MyDogBuster 152431666*3^41356+1 MyDogBuster 100852424*3^41107+1 Flatlander 131789246*3^40860+1 Flatlander 129351752*3^40596+1 Flatlander 180149246*3^40560+1 MyDogBuster 152785894*3^40451+1 MyDogBuster 181522184*3^40430+1 MyDogBuster 147874648*3^40136+1 Flatlander n=25K-40K primes: [URL="http://www.noprimeleftbehind.net/crus/prime-sierp-base3-100M-200M-25K-40K.txt"]prime-sierp-base3-100M-200M-25K-40K[/URL] [/code]Reservations: [code] k-range n-range tested by status # primes 100M-200M 50K-100K MyDogBuster complete 118 150M-200M 40K-50K MyDogBuster complete 29 100M-150M 40K-50K Flatlander complete 25 175M-200M 25K-40K Flatlander complete 33 150M-175M 25K-40K Mini-Geek complete 35 125M-150M 25K-40K kar_bon complete 47 100M-125M 25K-40K Mini-Geek complete 41 [/code][B]The drive is now complete. Thanks to all who helped![/B] Have fun and knock out a bunch of k's! :smile: Gary |
Reserving k=100M-125M n=25K-30K. (might extend the k and/or n range once I finish)
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[quote=Mini-Geek;182535]Reserving k=100M-125M n=25K-30K. (might extend the k and/or n range once I finish)[/quote]
Just to confirm...you're only taking part of the n=25K-40K file. Correct? |
BTW: i've taken 125M-150M-25K-40K during NPLB outrage and for testing the new version of PFGW.
i think it's done in 1 or 2 days! |
[quote=gd_barnes;182795]Just to confirm...you're only taking part of the n=25K-40K file. Correct?[/quote]
Correct. I've eliminated 17 k's so far, (at n=28606) and verified all PRPs with PFGW. :smile: I'm extending my reservation to n=40K now. So now my reservation is the full file of k=100M-125M, n=25K-40K. I'll post results and primes once I finish. |
125M-150M-25K-40K complete, 47 primes (+ one double) found
[code] 130121276*3^25424+1 133331728*3^25827+1 125544548*3^26395+1 139795582*3^26796+1 143339936*3^26851+1 149930782*3^27294+1 139127728*3^28031+1 125700626*3^28217+1 125372582*3^28417+1 146280658*3^28547+1 129184912*3^28636+1 147702442*3^28676+1 149737832*3^28689+1 136280624*3^29302+1 132695086*3^29825+1 148994616*3^30128+1 142680152*3^30374+1 128188246*3^30684+1 138293102*3^31117+1 139125386*3^31315+1 125763226*3^31385+1 132729302*3^31449+1 149592148*3^31479+1 127903942*3^31561+1 147360784*3^31826+1 147955994*3^32133+1 134471206*3^32296+1 136665682*3^32749+1 126453766*3^33201+1 141448592*3^33716+1 147272642*3^33946+1 140304826*3^34436+1 148038370*3^34448+1 130225354*3^35174+1 131915068*3^35243+1 141693772*3^35861+1 141491204*3^36298+1 136036094*3^36403+1 132260314*3^37107+1 143439722*3^37486+1 143557346*3^37785+1 125129846*3^37941+1 129570152*3^37950+1 148259206*3^38589+1 139283492*3^39180+1 138726442*3^39490+1 142934648*3^39664+1 [/code] i've tried to delete the found k from the testfile to minimize the timing, but found 136036094*3^36835+1, too, during a night-running. all PRP's were tested with PFGW and are prime. |
41 primes found for 41 k's.[code]124603148*3^25291+1
105070822*3^25318+1 109116134*3^25698+1 102014072*3^25881+1 113978108*3^26182+1 109908926*3^26260+1 103396498*3^26344+1 109486222*3^26362+1 123563138*3^26500+1 114238162*3^27034+1 109668712*3^27262+1 119718122*3^27542+1 104168308*3^27559+1 108532532*3^27609+1 119631184*3^27625+1 120116476*3^27740+1 106967156*3^28563+1 103270912*3^29322+1 110402512*3^29429+1 108009836*3^30128+1 108143806*3^30833+1 123216454*3^32515+1 106646518*3^32747+1 102159132*3^33300+1 116331778*3^33719+1 122933758*3^33892+1 112362182*3^33933+1 102046676*3^33939+1 101311318*3^34271+1 119034302*3^34272+1 105207608*3^34451+1 123813128*3^34986+1 107778904*3^35114+1 106463062*3^35540+1 120232774*3^36782+1 108232966*3^36885+1 113067614*3^37830+1 117997604*3^37897+1 108638384*3^38557+1 112244266*3^38976+1 117696856*3^39447+1[/code]Results emailed. I switched over from LLR to PFGW partway through, so at n=29009 the results change from LLR(net) to PFGW format. |
Reserving the next file, k=150M-175M, n=25K-40K.
This time I'm using PFGW with the automatic stop-k-on-prime feature that I just learned about. :smile: |
Wow. This drive is so much easier administratively splitting up the k-ranges in this manner. Later today or tomorrow, I'll just have to remove the 88 k's found prime so far from n=40K-100K and I'll be able to post k=100M-150M for n=40K-50K. The key is that I can do it at a much more leasurely pace and only need to do it on one file at a time.
Note to all: We won't post any files at higher n-ranges until lower files for the same k-range are complete. For example, I won't post k=150M-175M for n=40K-50K until Tim is done with the same for n=25K-40K but I will post k=100M-150M for n=40K-50K as I get time. That removes all confusion. If the demand becomes too great with multiple people wanting files, I'll just increase the n-ranges in the files so that people have to take longer to complete them -or- if there are more than 4 people wanting files, I can split the files into smaller k-ranges and even larger n-ranges. The key is that people aren't searching files where others have or are likely to find primes at lower n-ranges for k's that are in their file. It works well all the way around. |
Reserving [URL="http://www.noprimeleftbehind.net/crus/sieve-sierp-base3-175M-200M-25K-40K.txt"]175M-200M-25K-40K[/URL].
Okay, confession time. I haven't used PFGW for a while and can't remember what to do! :blush: Is it just the filename I type into WinPFGW? (Can't be right.) Can it be restarted if I need to reboot? Then check the PRPs with -t, yes? |
[QUOTE=Flatlander;183624]Reserving [URL="http://www.noprimeleftbehind.net/crus/sieve-sierp-base3-175M-200M-25K-40K.txt"]175M-200M-25K-40K[/URL].
Okay, confession time. I haven't used PFGW for a while and can't remember what to do! :blush: Is it just the filename I type into WinPFGW? (Can't be right.) Can it be restarted if I need to reboot? Then check the PRPs with -t, yes?[/QUOTE] Yes. Yes. No. Use -tp for -1 and -tm for +1 for the primality test. |
[quote=Mini-Geek;183540]...
This time I'm using PFGW with the automatic stop-k-on-prime feature that I just learned about. :smile:[/quote] How do I do that? |
[quote=Flatlander;183637]How do I do that?[/quote]
First, you need to make sure the file is in ABC format. A NewPGen file can actually be converted to ABC quite easily without the need for conversion tools: for example on Sierp. base 3, you'd simply change the first like of the file to "ABC $a*3^$b+1" rather than the NewPGen header (the thing with all the colons in it). Next, you need to specify the "number_primes" option as a comment in the file. To do this, you need to change the ABC header to something like this: "ABC $a*3^$b+1 // {number_primes,$a,1}". That tells PFGW that it should stop searching a particular $a value (that is, the k) if 1 prime is found for that value. At this point, you're all ready to run it through PFGW. Navigate to the PFGW directory through the command prompt and run the following command (or, use WinPFGW and give it the following command line): [I]pfgw -l name-of-sieve-file.txt[/I] Note that the -l is quite important--without it, PFGW will not log its composite results to a file (in this case, pfgw.out; to change the name, specify the -l option as something like "-lfile.txt" instead). One note on stopping/restarting with the number_primes option: if you stop and restart, PFGW will "forget" which k's it's stopped searching. It will still pick up exactly where it's left off, but it won't remember to leave out the k's which it's found a prime for prior to the restart. Thus, if you need to restart, you'll have to remove prior-primed k's from the sieve file (be sure to adjust the line # accordingly in pfgw.ini). |
[QUOTE=mdettweiler;183646]Next, you need to specify the "number_primes" option as a comment in the file. To do this, you need to change the ABC header to something like this: "ABC $a*3^$b+1 // {number_primes,$a,1}". That tells PFGW that it should stop searching a particular $a value (that is, the k) if 1 prime is found for that value.
[I]pfgw -l name-of-sieve-file.txt[/I] [/QUOTE] this call will test the file for PRP's, and it won't stop on finding a PRP! i've tested this with the Sierp Base 3 file with the header [code] ABC $a*3^$b+1 // {number_primes,$a,1} [/code] i tried $a or $b, the same. WinPFGW won't stop! |
[quote=kar_bon;183648]this call will test the file for PRP's, and it won't stop on finding a PRP!
i've tested this with the Sierp Base 3 file with the header [code] ABC $a*3^$b+1 // {number_primes,$a,1} [/code] i tried $a or $b, the same. WinPFGW won't stop![/quote] Really? It worked just fine for me when I tried it on Riesel base 39. Edit: Possibly it doesn't work with WinPFGW? Try it with command-line PFGW and see if it works then. It *should* work with both, but it's possible there's a bug in WinPFGW. |
Thanks guys! :smile:
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[QUOTE=mdettweiler;183649]Edit: Possibly it doesn't work with WinPFGW? Try it with command-line PFGW and see if it works then. It *should* work with both, but it's possible there's a bug in WinPFGW.[/QUOTE]
out in WinPFGW: [code] PFGW Version 20090723.Win_Dev (Beta 'caveat utilitor') [GWNUM 25.12] Output logging to file pfgw.out Recognized ABC Sieve file: ABC File Processing for at most 1 Primes 196996994*3^25147+1 is 3-PRP! (2.6909s+0.0006s) PRP: 196853336*3^25152+1 10000/39892 [/code] found a PRP but continues! same in pfgw.exe! |
[quote=kar_bon;183669]out in WinPFGW:
[code] PFGW Version 20090723.Win_Dev (Beta 'caveat utilitor') [GWNUM 25.12] Output logging to file pfgw.out Recognized ABC Sieve file: ABC File Processing for at most 1 Primes 196996994*3^25147+1 is 3-PRP! (2.6909s+0.0006s) PRP: 196853336*3^25152+1 10000/39892 [/code] found a PRP but continues! same in pfgw.exe![/quote] Hmm...that's weird. Mark, if you're reading this, have you got any idea why this is happening? |
I know for a fact that the stop on prime works for the new version of Linux PFGW. I haven't tried it with the new version of WinPFGW.
Max and Karsten, I think there may be a miscommunication based on the two lines that Karsten displayed. Karsten, it should stop processing that k-value for all future occurrences in the file but should continue processing the file for all other k's. That's what's so cool about PFGW. The two lines that you displayed have different k-values. I guess my question is: Why have you showed lines for 2 different k-values? It doesn't demonstrate the problem that you appear to be talking about. Also, please note what Max said. If you stop and restart PFGW, it won't remember what k-values it has found primes for. You'll need to manually remove them from the sieve file. Personally, I never stop it. I just pick the range that I want and let it rip until it's done. But you have to plan your work amount carefully ahead of time. Gary |
[QUOTE=gd_barnes;183671]
Max and Karsten, I think there may be a miscommunication based on the two lines that Karsten displayed. Karsten, it should stop processing that k-value for all future occurrences in the file but should continue processing the file for all other k's.[/QUOTE] oh.. that's quite different i thought! if so, i was wrong. i had in mind the StopOnSuccess option from LLR/cllr when it really stops if a prime was found! i'll check this now! |
ok, pfgw stops [b]testing[/b] the [b]same[/b] k-value a prime/PRP was found for, not stop testing at all!
so my fault, sorry! |
I'm surprised at how little is known about PFGW. How have people been starting new bases? Manually with srsieve and LLR or Phrot? I hope not. That is hard and takes too much time! :smile:
IMHO, PFGW with the stop-on-prime option set on is the only reasonable way to start a new base. You could sieve ALL k's below the conjecture immediately and let srsieve eliminate the k's with trivial factors but you'd still have a file that you'd want LLR/Phrot/PFGW/whatever to stop processing a k once it found a prime. Else, you'd have to eliminate tons of k's manually yourself if the conjecture was big...not something that I want to do. I'm asking because is there some other reasonable way to start a new base that's possibly good that I'm not aware of? |
[URL="http://www.noprimeleftbehind.net/crus/sieve-sierp-base3-175M-200M-25K-40K.txt"]175M-200M-25K-40K[/URL] is complete.
33 confirmed primes found. Results emailed to Gary. Taking [URL="http://www.noprimeleftbehind.net/crus/sieve-sierp-base3-100M-125M-40K-50K.txt"]100M-125M 40K-50K[/URL] |
k=150M-175M, n=25K-40K complete. 35 primes (verified, not just PRP) found:
[code]173369962*3^25030+1 174644168*3^25096+1 164568884*3^25135+1 170291978*3^25486+1 150034442*3^25526+1 164582612*3^25742+1 173114198*3^26311+1 156033914*3^27487+1 164759698*3^27911+1 169711684*3^28058+1 166128338*3^28427+1 160978204*3^28542+1 167514052*3^28826+1 164739098*3^29024+1 168440126*3^29440+1 173848022*3^29589+1 154171398*3^29688+1 156257254*3^30358+1 156687476*3^30444+1 157678078*3^30896+1 151111308*3^30918+1 156434314*3^31542+1 152234848*3^31564+1 167039032*3^34101+1 152620082*3^34289+1 166210186*3^34301+1 162435316*3^34307+1 153242218*3^34375+1 170003506*3^34561+1 172540586*3^34777+1 168379306*3^36192+1 171942716*3^36820+1 152862512*3^37597+1 167040982*3^38268+1 165321322*3^38808+1 [/code]Results emailed. |
Karsten,
Can you forward the results for your range? Thanks, Gary |
More files have been posted.
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100M-125M 40K-50K is complete.
13 confirmed primes. Results emailed. Like you said Gary, this way is much better. The way it was done before must have been an admin nightmare! |
Taking [URL="http://www.noprimeleftbehind.net/crus/sieve-sierp-base3-125M-150M-40K-50K.txt"][COLOR=#0066cc]125M-150M 40K-50K[/COLOR][/URL]
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[URL="http://www.noprimeleftbehind.net/crus/sieve-sierp-base3-125M-150M-40K-50K.txt"][COLOR=#0066cc]125M-150M 40K-50K[/COLOR][/URL] is complete. Results emailed.
12 confirmed primes. |
Taking 150M - 175M
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Gary,
It's I who took 150M-175M not Chris. (First post wrong) I'm also taking 175M-200M. Also, please post more files. Thanks The Dog |
Sierp Base 3
Sierp Base 3 k=150M-175M n=40K-50K Results
16 primes found with PFGW proven with PFGW Results attached 152785894*3^40451+1 152431666*3^41356+1 166957996*3^41553+1 156217918*3^42287+1 171574244*3^42909+1 169204292*3^43152+1 172281386*3^43760+1 161884148*3^46011+1 164808316*3^46312+1 167827904*3^46405+1 169374092*3^46490+1 161172678*3^46563+1 174574748*3^47127+1 160493384*3^47609+1 151508744*3^47679+1 172425538*3^47786+1 |
Sierp Base 3 175M-200M n=40K-50K
13 primes found and proven with PFGW - Results emailed 181522184*3^40430+1 180149246*3^40560+1 182693068*3^42827+1 195738386*3^43292+1 189069196*3^43553+1 176856742*3^44914+1 184286582*3^45142+1 195556456*3^45165+1 181664152*3^45529+1 192707176*3^45595+1 189445390*3^45917+1 187894186*3^48829+1 187596614*3^49558+1 Reserving k=100M-125M n=50K-60K |
Sierp Base 3 100M-125M n=50K-60K
15 primes found and proven with PFGW - Results emailed 116987966*3^50067+1 109384864*3^50405+1 122474512*3^50949+1 113364404*3^51051+1 116553038*3^51290+1 103152904*3^52426+1 121786222*3^52645+1 121458614*3^53019+1 119982992*3^53761+1 104618212*3^54304+1 107468612*3^55532+1 103321514*3^56019+1 119885464*3^56125+1 114121992*3^57265+1 122415136*3^57368+1 125M-150M-50K-60K Reserved |
It will likely be Monday before I can get everything updated and files posted as a result of the primes found here. Max, can you at least update the 1st post here? Be sure and reduce the k's remaining and increase the primes found in the 1st para.
Ian, if you want, on Monday, I can send you the entire remaining files and you can test them until you're bored with them. That'll save me some admin time and you some time for posting reservations and reloading/restarting your cores on the various ranges. I'll make an effort either early morning or early afternoon Friday to post the k=175M-200M file for n=50K-60K so that you can take if you want it. That way, you can bring everything up to n=60K and if you want to continue from there, I could send you the one bigger file. |
[quote=gd_barnes;187654]It will likely be Monday before I can get everything updated and files posted as a result of the primes found here. Max, can you at least update the 1st post here? Be sure and reduce the k's remaining and increase the primes found in the 1st para.[/quote]
Okay, sure. I'll do it sometime today; bug me if it's not done by the time tomorrow rolls around. :smile: Edit: Done. It took me a little while to figure out how everything was organized in the first post, but I think I've got it now. :smile: |
[quote=mdettweiler;187671]Okay, sure. I'll do it sometime today; bug me if it's not done by the time tomorrow rolls around. :smile:
Edit: Done. It took me a little while to figure out how everything was organized in the first post, but I think I've got it now. :smile: [/quote] It's quite confusing at the moment and I don't intend to leave it that way. For consistency, it should be sorted entirely by n-value but we could be different and sort it entirely by k-value this time. It's just been easier to post them as they came in and not resort every time. Eventually I'll get to it. |
Ian,
I've now posted k=175M-200M for n=50K-60K. I've also removed all k's with primes for my internal files of k=100M-125M for n=60K-100K based on your primes for that k-range for n=50K-60K. I could now post a file for k=100M-125M for n=60K-70K (with 53 k's remaining) but I'll hold off and see what you want to do if you end up finishing all 4 k-ranges for n=50K-60K. I guess I beat that Monday deadline. :-) I just didn't want to hold up these base 3 efforts since they haven't been too popular. Gary |
[quote]I could now post a file for k=100M-125M for n=60K-70K (with 53 k's remaining) but I'll hold off and see what you want to do if you end up finishing all 4 k-ranges for n=50K-60K.
[/quote] Why don't we just play ring-around-the rosie with the 4 ranges. That way you don't have to delete any k's out of posted files. I'll probably go all the way to n=100K on all 4 k ranges. May as well finish the drive. |
[quote=MyDogBuster;187781]Why don't we just play ring-around-the rosie with the 4 ranges. That way you don't have to delete any k's out of posted files. I'll probably go all the way to n=100K on all 4 k ranges. May as well finish the drive.[/quote]
Not sure exactly what you mean but based on the context of it, when you've finished all 4 k ranges to n=60K, I'll send you the entire file for n=60K-100K for k=100M-200M with all k's with primes removed. It might be a couple of days afterwords. Gary |
Sounds like a plan.
|
Sierp Base 3 125M-150M n=50K-60K
5 primes found and proven with PFGW - Results emailed 148489546*3^50520+1 139450282*3^51016+1 131986412*3^51512+1 142506608*3^53211+1 141132224*3^53330+1 I took 150M-175M 50K-60K and 175M-200M 50K-60K files |
That's amazing that there are no primes for that range for n=53330-60000. I had to check the results to make sure you hadn't accidentally cut off the list.
|
[quote]
That's amazing that there are no primes for that range for n=53330-60000. I had to check the results to make sure you hadn't accidentally cut off the list. [/quote] I thought it was pretty strange also. A nice hole in the middle of a fertile valley. When I cranked up 150M-175M, I got one right away back near n=50082. I'm nearing that void area again with this range. It will be interesting to see how wide it is. |
Sierp Base 3 150M-175M n=50K-60K
12 primes found and proven with PFGW - Results emailed 156410602*3^50082+1 166113518*3^50156+1 174755676*3^50540+1 159940492*3^52473+1 158323182*3^55536+1 153574342*3^56312+1 173341958*3^56326+1 162671636*3^56380+1 161948552*3^56728+1 160276828*3^56947+1 165152062*3^57324+1 171927246*3^58960+1 |
Sierp Base 3 175M-200M n=50K-60K
13 primes found and proven with PFGW - Results emailed 193196702*3^50113+1 195175928*3^50284+1 199331456*3^51388+1 186500896*3^52156+1 195807746*3^55721+1 184488412*3^56141+1 191093978*3^56736+1 186825734*3^57390+1 182767426*3^57885+1 182074034*3^58049+1 186011134*3^58069+1 175809872*3^58302+1 178264012*3^58877+1 |
Sierp Base 3
k=100M-200M n=60K-100K complete
73 primes found and proven - see list Results emailed This drive is complete [code]170846628*3^60344+1 113006126*3^61205+1 152501918*3^61266+1 163047778*3^62016+1 156843112*3^62698+1 126086438*3^63132+1 193521626*3^63364+1 174769274*3^63635+1 148962454*3^63798+1 120289732*3^64017+1 154677652*3^64372+1 161953622*3^64430+1 156966328*3^64664+1 107617826*3^64776+1 145453528*3^64811+1 196853336*3^64952+1 126429944*3^65250+1 181231184*3^65261+1 116778518*3^66743+1 172637482*3^67680+1 114119836*3^67819+1 103323622*3^67841+1 110224462*3^67860+1 154420556*3^67925+1 135877598*3^68083+1 177000394*3^68551+1 157993898*3^69298+1 100670062*3^69397+1 189598096*3^69464+1 161083082*3^70028+1 175286602*3^70372+1 100193792*3^71290+1 199993078*3^71687+1 168809588*3^72251+1 112020406*3^72960+1 154543588*3^73547+1 192132412*3^73884+1 130169134*3^74538+1 133999928*3^74899+1 144593836*3^76827+1 148062056*3^76853+1 183671732*3^77026+1 116212784*3^77669+1 103950370*3^77717+1 157090372*3^77913+1 145856728*3^79403+1 199924586*3^80576+1 175226256*3^81724+1 118846972*3^82240+1 190715576*3^82517+1 147874102*3^82670+1 183687178*3^82702+1 184233464*3^82882+1 183193126*3^84073+1 185649682*3^87520+1 199891852*3^87968+1 106634644*3^88189+1 110079538*3^90351+1 127847854*3^90506+1 140819984*3^90963+1 101818118*3^91055+1 113069662*3^92360+1 129433888*3^92503+1 149725144*3^92682+1 111433118*3^93368+1 128052812*3^93857+1 180624688*3^94527+1 112520932*3^94769+1 141115816*3^96316+1 144120708*3^97208+1 195143446*3^97253+1 131848196*3^97328+1 112012952*3^99452+1 [/code] |
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