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2021-04-07, 23:25
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#595 |
"Seth"
Apr 2019
3·97 Posts |
Code:
cat B1_B2.txt | awk '$6 ~ /^[0-9]+$/ && $6 > 100 { print $2, $4 }' | xargs -I{} sh -c 'echo {}; echo "2^31-1" | ecm -v {} | grep -A2 "Expected number" | tail -n 2' | tee curves.txt
Code:
cat curves.txt | grep -v '^35\s*40' | paste -sd ' \n' Code:
B1 | B2 | curves for t35 | curves for t40 | t45 | t50 | t55 | t60 | t65 | t70 | t75 | t 80 250000 25000000 7591 111510 1995945 4.2e+07 9.7e+08 2.7e+10 2.2e+14 3.2e+19 4.3e+24 Inf 50000 5000000 95330 2610023 8.8e+07 3.7e+09 2.7e+11 Inf Inf Inf Inf Inf 1000000 100000000 1558 15271 179097 2403917 3.7e+07 6.1e+08 1.2e+10 2.4e+12 3.6e+17 4.9e+22 3000000 300000000 596 4558 40340 413899 4788098 6.1e+07 8.9e+08 1.4e+10 9.7e+11 2.4e+17 11000000 1100000000 226 1328 9095 70665 613854 5889715 6.1e+07 6.6e+08 9e+09 1.1e+11 1000000 1000000 14147 173115 2440261 3.9e+07 7.4e+08 7.3e+09 Inf Inf Inf Inf 1000000 10000000 3231 33074 397037 5592014 8.8e+07 1.4e+09 3.3e+10 5.6e+13 8.8e+18 1.2e+24 11000000 36578884662 118 667 4377 32829 274970 2567970 2.6e+07 2.9e+08 3.6e+09 4.3e+10 110000000 11000000000 66 276 1312 6977 41295 264641 1836293 1.4e+07 1.1e+08 9.5e+08 11000000 30114149530 123 694 4567 34332 288022 2694775 2.8e+07 3e+08 3.8e+09 4.5e+10 50000 50000 1633496 5.6e+07 2.4e+09 Inf Inf Inf Inf Inf Inf Inf 3000000 3000000 4371 41164 442216 5336010 7.1e+07 1e+09 4.2e+10 Inf Inf Inf 500000 500000 33664 498749 8574135 1.7e+08 6e+09 Inf Inf Inf Inf Inf 50000 14400000 66491 1774459 5.9e+07 2.4e+09 1.3e+11 5e+16 7e+21 9.3e+26 Inf Inf 43000000 198654756318 55 250 1302 7704 50822 366825 2904901 2.5e+07 2.2e+08 2.3e+09 160000000 1288647750406 29 108 467 2268 12195 71843 459213 3160653 2.3e+07 1.8e+08 113000000 11300000000 65 272 1290 6847 40094 256448 1776348 1.3e+07 1e+08 8.9e+08 44000000 4400000000 103 489 2640 16190 109085 813848 6535917 5.7e+07 5.2e+08 5.6e+09 3000000 4592487916 330 2418 20877 206142 2320125 2.9e+07 4.1e+08 6.2e+09 1.1e+11 7.4e+15 50000 6750000 86820 2365133 8e+07 3.3e+09 2.1e+11 Inf Inf Inf Inf Inf 111000000 11100000000 66 274 1312 6974 40892 261878 1815626 1.4e+07 1.1e+08 9.4e+08 48000000 297984687018 49 215 1098 6322 40769 289493 2230425 1.9e+07 1.7e+08 1.6e+09 110000000 110000000 299 1523 8643 53900 365600 2675413 2.1e+07 1.7e+08 1.5e+09 2.8e+10 107000000 10700000000 67 280 1335 7172 42154 270589 1898283 1.4e+07 1.1e+08 1e+09 110000000 776278396540 34 135 614 3135 17884 111314 752662 5482978 4.3e+07 3.6e+08 48000000 279380917212 51 228 1172 6767 43826 312445 2410510 2e+07 1.8e+08 1.8e+09 445657 50000000 3672 45345 669274 1.1e+07 2.2e+08 5.1e+09 1.3e+11 5e+16 7e+21 9.3e+26 50000 50000000 47110 1244377 4e+07 1.6e+09 7.7e+10 1.5e+16 2.1e+21 2.7e+26 Inf Inf 800000000 80000000000 31 103 385 1605 7329 36237 190903 1084406 6547221 4.2e+07 109000000 10900000000 66 278 1324 7042 41330 267420 1857169 1.4e+07 1.1e+08 8.7e+08 110000000 1000000000000 33 129 586 2984 16888 104881 711474 5174725 4e+07 3.4e+08 76620 24176890 30784 685295 1.9e+07 6.3e+08 2.3e+10 3e+14 4.4e+19 5.8e+24 Inf Inf 76620 10000000 40168 907996 2.5e+07 8.6e+08 3.1e+10 8.8e+14 1.3e+20 1.7e+25 Inf Inf 120 50000000 1.6e+17 2e+22 4.5e+27 Inf Inf Inf Inf Inf Inf Inf 60000 6000000 68650 1734438 5.4e+07 2.1e+09 7.9e+10 Inf Inf Inf Inf Inf 50000 11760000 70574 1889743 6.3e+07 2.6e+09 1.4e+11 5.9e+16 8.4e+21 1.1e+27 Inf Inf 23000000 23000000 805 5165 37234 297361 2602003 2.5e+07 2.6e+08 2.4e+09 1.2e+11 Inf 23000000 81050459506 79 390 2254 14796 108639 880784 7808172 7.5e+07 7.9e+08 8.7e+09 44000000 44000000 519 3014 19558 140092 1096123 9293359 8.5e+07 8.4e+08 6.4e+09 Inf 3000000 1000000000 447 3323 29224 292744 3340724 4.2e+07 6e+08 9.3e+09 2.3e+11 4e+16 41000000 4100000000 109 521 2856 17617 120527 904467 7380396 6.6e+07 6.4e+08 6.6e+09 48000000 251426235076 52 231 1179 6854 44407 314588 2444788 2e+07 1.8e+08 1.8e+09 50000 6800000 86622 2359430 7.9e+07 3.3e+09 2.1e+11 Inf Inf Inf Inf Inf 76620 23259610 31102 692764 1.9e+07 6.3e+08 2.3e+10 3e+14 4.4e+19 5.8e+24 Inf Inf 260000000 26000000000 45 171 729 3454 18003 102147 625423 4138677 2.9e+07 2.1e+08 250000 30000000 7331 107482 1896509 3.9e+07 9.2e+08 2.6e+10 2.2e+14 3.2e+19 4.3e+24 Inf 42000000 4200000000 107 512 2803 17267 117978 884053 7199188 6.3e+07 5.8e+08 6.3e+09 43000000 4300000000 106 503 2751 16924 115489 854632 6947923 6.1e+07 5.4e+08 6e+09 48000000 298483725556 49 215 1098 6322 40769 289493 2230425 1.9e+07 1.7e+08 1.6e+09 50000 6350000 88472 2412272 8.1e+07 3.4e+09 2.2e+11 Inf Inf Inf Inf Inf 44000000 100000000000 60 270 1418 8372 55334 400127 3172252 2.7e+07 2.5e+08 2.5e+09 11000000 100000000000 101 562 3647 27085 226267 2085926 2.1e+07 2.3e+08 2.9e+09 3.4e+10 11000000 11000000 1398 10175 83626 764953 7697418 8.4e+07 1.1e+09 6.4e+09 Inf Inf 44000000 223505479902 54 245 1271 7507 49081 355690 2791339 2.4e+07 2.2e+08 2.2e+09 190000000 2383889958466 26 95 401 1893 9947 57218 354956 2384531 1.7e+07 1.3e+08 80000 8000000 39765 885959 2.4e+07 7.6e+08 2.9e+10 5.6e+14 8.5e+19 1.1e+25 Inf Inf 250000 32616915 7098 103863 1829657 3.8e+07 8.9e+08 2.5e+10 1.6e+14 2.4e+19 3.2e+24 Inf 250000 30050537 7246 107482 1896509 3.9e+07 9.2e+08 2.6e+10 2.2e+14 3.2e+19 4.3e+24 Inf 260000000 10000000000000 20 70 281 1265 6332 34534 204228 1299371 8830674 6.4e+07 250000 38357144 6785 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 250000 30419426 7246 106169 1872348 3.9e+07 9.2e+08 2.6e+10 2.2e+14 3.2e+19 4.3e+24 Inf 65000 5000000 64822 1588982 4.8e+07 1.8e+09 6.2e+10 Inf Inf Inf Inf Inf 250000 38141102 6862 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 250000 38123960 6862 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 250000 38317896 6785 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 250000 37170685 6862 100223 1762819 3.7e+07 8.7e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 50000 4750000 96896 2654789 9e+07 3.7e+09 2.8e+11 Inf Inf Inf Inf Inf 76620 26954350 30155 670521 1.8e+07 6.1e+08 2.2e+10 3e+14 4.4e+19 5.8e+24 Inf Inf 250000 38104631 6862 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 250000 38172094 6862 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 250000 38075084 6862 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 250000 38750000 6785 99035 1762817 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 50000 6450000 88043 2400284 8.1e+07 3.3e+09 2.1e+11 Inf Inf Inf Inf Inf 250000 38299066 6785 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 250000 38060828 6862 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 260000000 260000000 189 863 4374 24280 146009 944141 6519579 4.8e+07 3.6e+08 2.4e+09 250000 38253153 6862 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 50000 13428460 67909 1814397 6e+07 2.5e+09 1.3e+11 5e+16 7e+21 9.3e+26 Inf Inf 50000 13775590 67197 1794345 6e+07 2.4e+09 1.3e+11 5e+16 7e+21 9.3e+26 Inf Inf 74000 7400000 47849 1105952 3.1e+07 1.1e+09 3.8e+10 Inf Inf Inf Inf Inf 999999999 99999999900 28 92 338 1372 6081 29161 151531 833775 4869075 3e+07 6000000 600000000 357 2343 18077 158940 1568067 1.7e+07 2e+08 2.8e+09 3.8e+10 9.2e+13 50000 6650000 87222 2376353 8e+07 3.3e+09 2.1e+11 Inf Inf Inf Inf Inf 49000 4900000 98947 2733646 9.4e+07 3.9e+09 3.3e+11 Inf Inf Inf Inf Inf 47000 4700000 106905 3009867 1e+08 4.5e+09 6.8e+11 Inf Inf Inf Inf Inf 50000 4550000 98235 2693407 9.1e+07 3.8e+09 2.8e+11 Inf Inf Inf Inf Inf 100000 14200000 25363 514803 1.3e+07 3.6e+08 1.3e+10 3.7e+13 5.7e+18 7.7e+23 Inf Inf 50000 6700000 87020 2370897 8e+07 3.3e+09 2.1e+11 Inf Inf Inf Inf Inf 51000 5100000 91929 2494651 8.3e+07 3.4e+09 2.2e+11 Inf Inf Inf Inf Inf 50000 5100000 94741 2592681 8.8e+07 3.6e+09 2.7e+11 Inf Inf Inf Inf Inf 65000 6500000 59692 1456874 4.4e+07 1.6e+09 5.6e+10 Inf Inf Inf Inf Inf 199900 19990000 10241 163485 3111212 7e+07 1.9e+09 4.7e+10 3.3e+15 4.8e+20 6.3e+25 Inf 1000 1000000 3.3e+10 Inf Inf Inf Inf Inf Inf Inf Inf Inf 2100100 200100100 810 6721 64723 724793 9064776 1.3e+08 1.7e+09 3.4e+10 1e+14 1.5e+19 70000 7300000 51890 1226944 3.6e+07 1.3e+09 4.4e+10 Inf Inf Inf Inf Inf 250000 38500000 6785 100223 1762818 3.7e+07 8.6e+08 2.4e+10 1.6e+14 2.4e+19 3.2e+24 Inf 30000000 3000000000 127 636 3659 23713 170781 1365262 1.2e+07 1.1e+08 1.1e+09 1.2e+10 11000000 110000000 422 2625 18725 147950 1323323 1.3e+07 1.4e+08 1.4e+09 2.3e+10 4.2e+11 900000000 90000000000 30 99 367 1512 6806 33160 171928 961221 5710232 3.6e+07 25000000 2500000000 140 724 4292 28727 213922 1751822 1.6e+07 1.5e+08 1.7e+09 1.8e+10 4000000 400000000 475 3413 28608 274181 2920412 3.5e+07 4.5e+08 6.9e+09 9.4e+10 8.2e+15 260000000 1000000000000 26 95 388 1779 9013 49873 298735 1922624 1.3e+07 9.6e+07 2500000 250000000 692 5545 51495 548798 6602450 8.9e+07 1.3e+09 2.2e+10 1.4e+13 2.1e+18 3000000 100000000 777 6050 54265 563681 6589996 8.4e+07 1.3e+09 2e+10 4.2e+12 6.3e+17 250000 50000000 6375 92710 1624887 3.4e+07 7.9e+08 2.2e+10 1.3e+14 1.9e+19 2.6e+24 Inf 850000000 14142901172416 15 48 168 668 2898 13698 70255 383966 2234335 1.4e+07 110000000 100000000000 45 183 854 4444 25600 161467 1104799 8187065 6.4e+07 5.5e+08 100000 13600000 25650 520938 1.3e+07 3.7e+08 1.3e+10 3.7e+13 5.7e+18 7.7e+23 Inf Inf 76620 15000000 35438 795516 2.2e+07 7.4e+08 2.7e+10 5.9e+14 8.8e+19 1.2e+25 Inf Inf 51000 5000000 92511 2511344 8.4e+07 3.5e+09 2.3e+11 Inf Inf Inf Inf Inf 50000 500000 226392 6467523 2.3e+08 1e+10 Inf Inf Inf Inf Inf Inf 250000 129632592 4837 69735 1204851 2.5e+07 5.7e+08 1.5e+10 2e+13 3e+18 4e+23 Inf 50000 6400000 88256 2406057 8.1e+07 3.4e+09 2.1e+11 Inf Inf Inf Inf Inf 100000 10000000 28189 575550 1.4e+07 4.1e+08 1.5e+10 5.5e+13 8.5e+18 1.2e+24 Inf Inf curves_needed = [[250000, 25000000, 7591, 111510, 1995945, 4,2e+07, ..., 0], ...] Then the loop in my sample code gets changed to Code:
for digits in [35, 40, 45, 50, 55, 60, 65, 70, 75, 80]:
digit_index = 2 + (digits - 35) / 5
complete = 0.0
for B1, B2, count in curves:
# Find the best B1/B2 pair that this curve did more work than
best = 0
for data in curves_needed:
if B1 >= data[0] and B2 >= data[1] and data[digit_index]:
best = max(best, 1 / data[digit_index])
complete += count * best
if complete > 0.001:
completed.append((digits, best))
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2021-04-08, 17:15
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#596 |
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Dec 2016
73 Posts |
Mersenne.ca is missing some ECM curves that I completed for M1217: PrimeNet shows them for 2021-03-27, but they are missing in mersenne.ca. However, mersenne.ca shows my P-1 for this exponent and my curves for M1481 are also shown on mersenne.ca (both from the same day as the missing ECM). Is there a way to fix that?
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2021-04-08, 18:22
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#597 |
"James Heinrich"
May 2004
ex-Northern Ontario
1101010011102 Posts |
The ECM effort in question was missing from the nightly export data. I've emailed Aaron to try and investigate how or why that may have happened. My best guess at this point is that it got lost or clobbered because you submitted both P-1 and ECM effort for the same exponent at the same timestamp and that somehow confused things. Aaron will investigate and fix the export code as needed. In the meantime I have manually inserted your ECM effort. Thanks for bringing it to my attention.
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2021-04-10, 17:11
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#598 | |
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Dec 2016
73 Posts |
Thanks for the quick response!
Quote:
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2021-04-18, 22:21
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#599 |
Sep 2002
Oeiras, Portugal
26·23 Posts |
mersenne.ca unavailable at 22:14 UTC:
Parse error: syntax error, unexpected '$b2' (T_VARIABLE), expecting ')' in /var/www/vhosts/mersenne.ca/httpdocs/functions.inc.php on line 52 |
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2021-04-18, 22:24
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#600 | |
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"James Heinrich"
May 2004
ex-Northern Ontario
1101010011102 Posts |
Quote:
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2021-04-20, 20:55
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#601 |
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Dec 2016
73 Posts |
I found some issues with the PRP status:
M13896137, M1514537, and M15356531 are shown as "PRP status unknown" even though they were checked and certified weeks or months ago (and their PRP status says "double checked"). M12738367's status reads "needs double check", but it was also checked and certified some weeks ago. |
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2021-04-21, 03:40
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#602 | ||
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"James Heinrich"
May 2004
ex-Northern Ontario
D4E16 Posts |
Quote:
Quote:
I should probably just remove the sections showing exponent status and residues because I do not have ready access to complete data, and I regularly get complains such as this that my known-incomplete data is incomplete. |
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2021-04-22, 17:31
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#603 |
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"Viliam FurÃk"
Jul 2018
Martin, Slovakia
2·3·5·19 Posts |
The table of P-1 results seems to be overly excited about itself. On all exponents, it says "P-1 results!:".
(There is what seems to be an unnecessary exclamation mark!) - (Get it?  )
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2021-04-22, 17:34
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#604 | |
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"James Heinrich"
May 2004
ex-Northern Ontario
2×13×131 Posts |
Quote:
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2021-04-22, 20:54
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#605 |
"Dylan"
Mar 2017
3×193 Posts |
Will the factoring beyond first factor page be updated to have lines for Pplus1 work?
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