2022  queue management for 15e_small
Going forward, please post all 15e_small work to be queued here, and ONLY 15e_small work.
(Please note that 15e queue management now has its own thread.) Guidelines: Jobs clearly faster on 14e can still go to the d queue; if there is any doubt whether 14e or 15e is faster, post them here for 15e_small. Candidates for 15e_small should use lims no higher than 134M and Qrange no more than 180M (example: 30M210M). 
[B][strike]QUEUED AS 9p7_637M[/strike][/B] Deleted and resubmitted to the 15e queue.
9+7,637M is another HCN of SNFS difficulty 260 which has survived ECM of over 20,000 curves @B1=260M. It is ready for SNFS on 15e_small. [code] n: 10115534467465870102033066645802885938638952442096195654741022067217370137537157904317872632813715535989625387514577675342256776428998814737970667747791828201494316237622827458873006471507748983133634729688343320943278459847998545407176140671 skew: 2.646 type: snfs size: 260 c6: 1 c5: 7 c4: 21 c3: 49 c2: 147 c1: 343 c0: 343 Y1: 107006904423598033356356300384937784807 Y0: 26183890704263137277674192438430182020124347 rlim: 134000000 alim: 266000000 lpbr: 31 lpba: 31 mfbr: 62 mfba: 91 rlambda: 2.7 alambda: 3.4 [/code] Results of test sieving on the r side with Q in blocks of 1000: [code] MQ Norm_yield Speed (sec/rel) 40 1779 0.480 70 1604 0.551 100 1455 0.651 150 1357 0.680 200 1272 0.659 [/code] Suggesting sieving over a Qrange of 36215M to produce 260M raw relations. 
I thought the main esmall requirement was lim's averaging 134M for small memory use. This job uses the full 15e lim's averaging 200M.

[QUOTE=VBCurtis;597111]I thought the main esmall requirement was lim's averaging 134M for small memory use. This job uses the full 15e lim's averaging 200M.[/QUOTE]
You are correct  I violated policy (as posted by me earlier this morning) on day 1! An inauspicious start to 2022… Sorry, the tempo of the BOINC challenge got to me. It’s too late to change it as it’s entered sieving but it was a completely unforced error. :censored: I’ll ask to Greg to intercede. He can kill it and we can move it to 15e. 
[B]QUEUED AS 12p5_280[/B]
12+5,280 is a c208 HCN that can be factored with a sextic. It has a SNFS difficulty of 259. It has completed 20,150 curves of ECM @B1=260M and is ready for SNFS on 15e_small. [code] n: 1596590736225855120084456778110210795544304227625031819741691244099950760163348488135393985554381967111610031341946813498660348293913580570138323257089485209438893310506314905133131989982454570419945681870081 skew: 1.0000 type: snfs size: 259 c6: 1 c5: 1 c4: 1 c3: 1 c2: 1 c1: 1 c0: 1 Y1: 9094947017729282379150390625 Y0: 14697715679690864505827555550150426126974976 rlim: 134000000 alim: 134000000 lpbr: 31 lpba: 31 mfbr: 62 mfba: 91 rlambda: 2.7 alambda: 3.4 [/code] Results of test sieving on the rational side with Q in blocks of 1000: [code] MQ Norm_yield Speed (sec/rel) 40 2305 0.352 70 2135 0.395 100 1864 0.463 150 1782 0.464 200 1566 0.488 [/code] Suggesting a Q range of 40175M to produce 260M raw relations. 
C182
GNFS Aliquot C182 829332 i3712, ECM'ed to t57.5, record poly found by Gimarel (thanks also to firejuggler for poly searching, and EdH and Max0526 for spin attempts), for 15e small:
[CODE]n: 13635588725377596222856529725135479746291059820675753005743649642645113961450705098565418853272222648457867089911497772935730854325108472004073473515491833177734439088106473291020179 # norm 1.458206e17 alpha 7.001578 e 8.175e14 rroots 5 lss: 0 skew: 56974488.34 c0: 3597427849609417995730410580674092438995116 c1: 1070288438478672016191301462910141234 c2: 97985413438641176235521995822 c3: 943372964207573169075 c4: 28482954354750 c5: 88200 Y0: 255188916278834320647053351006774111 Y1: 10351928383542032555509 rlim: 134000000 alim: 134000000 lpbr: 31 lpba: 31 mfbr: 62 mfba: 62 rlambda: 2.6 alambda: 2.6[/CODE] Sieve on algebraic side Q = 20200M. I will handle LA. 
[QUOTE=richs;597976][CODE]rlim: 134000000
alim: 134000000 lpbr: 31 lpba: 31 mfbr: 62 mfba: 62 rlambda: 2.6 alambda: 2.6[/CODE] Sieve on algebraic side Q = 20200M. I will handle LA.[/QUOTE] With yield under 1.5 and that wide a Qrange, you're likely to get an unpleasant duplicate ratio. A job this size really calls for 32bit large primes, and I imagine 3LP on one side too. I bet yield is quite a bit better on full 15e a C182 is clearly in the upper half of jobs where 15e is optimal, making bigger lims pretty useful. 
[QUOTE=VBCurtis;597981]With yield under 1.5 and that wide a Qrange, you're likely to get an unpleasant duplicate ratio. A job this size really calls for 32bit large primes, and I imagine 3LP on one side too. I bet yield is quite a bit better on full 15e a C182 is clearly in the upper half of jobs where 15e is optimal, making bigger lims pretty useful.[/QUOTE]
I'll check 32bit. Sean, please hold off enqueuing this. Thanks. 
C182
[B]QUEUED AS C182_829332_3712[/B]
Attempt #2. Thanks VBCurtis for the advice. GNFS Aliquot C182 829332 i3712, ECM'ed to t57.5, record poly found by Gimarel (thanks also to firejuggler for poly searching, and EdH and Max0526 for spin attempts), for 15e small: [CODE]n: 13635588725377596222856529725135479746291059820675753005743649642645113961450705098565418853272222648457867089911497772935730854325108472004073473515491833177734439088106473291020179 # norm 1.458206e17 alpha 7.001578 e 8.175e14 rroots 5 lss: 0 skew: 56974488.34 c0: 3597427849609417995730410580674092438995116 c1: 1070288438478672016191301462910141234 c2: 97985413438641176235521995822 c3: 943372964207573169075 c4: 28482954354750 c5: 88200 Y0: 255188916278834320647053351006774111 Y1: 10351928383542032555509 rlim: 134000000 alim: 134000000 lpbr: 32 lpba: 32 mfbr: 64 mfba: 64 rlambda: 2.7 alambda: 2.7[/CODE] Sieve on algebraic side Q = 35135M. I will handle LA. 
[QUOTE=richs;598057]Attempt #2. Thanks VBCurtis for the advice.
GNFS Aliquot C182 829332 i3712, ECM'ed to t57.5, record poly found by Gimarel (thanks also to firejuggler for poly searching, and EdH and Max0526 for spin attempts), for 15e small: [CODE] rlim: 134000000 alim: 134000000 lpbr: 32 lpba: 32 mfbr: 64 mfba: 64 rlambda: 2.7 alambda: 2.7[/CODE] Sieve on algebraic side Q = 35135M. I will handle LA.[/QUOTE] Rich  15e_small is limited to lpbr/a = 31 and r/alim = 134M. Any higher values and the job de facto belongs on 15e. Did you try it with 3 LPs? That’s allowed on 15e_small 31bit jobs. I have no idea if doing so would increase yield enough to generate enough rels within the allowable Q limit. (15e_small is really meant for small jobs  a GNFS 182 may be too difficult for it.) But I’ll be happy to enqueue it on 15e if you’d prefer. 
[QUOTE=swellman;598059]Rich  15e_small is limited to lpbr/a = 31 and r/alim = 134M. Any higher values and the job de facto belongs on 15e.
Did you try it with 3 LPs? That’s allowed on 15e_small 31bit jobs. I have no idea if doing so would increase yield enough to generate enough rels within the allowable Q limit. (15e_small is really meant for small jobs  a GNFS 182 may be too difficult for it.) But I’ll be happy to enqueue it on 15e if you’d prefer.[/QUOTE] Sean  I didn't see the 31 bit limitation listed (you may want to edit the first post). Please move my post to the 15e thread, or I can repost there if you want. Sorry for the trouble.... 
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