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#23 |
Nov 2004
California
23×3×71 Posts |
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There were 155 candidates in the 2M-5M range after sieving to 1T.
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#24 |
Nov 2004
California
23×3×71 Posts |
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Taking the next 100K after 626217613073557. That is, 652851979787233 to 213642298225841 in the file.
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#25 |
Feb 2003
22×32×53 Posts |
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The 10 Ks (400588116807757 to 288679463759563) are now at n=2M.
I'm releasing them and take the forgotten one: k=133594474062667 The 100 Ks (350889331826233 to 626217613073557) are at n=380k, and I found another (small) prime: 106980138994423*2^91611-1 |
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#26 |
Feb 2003
22×32×53 Posts |
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And a significantly larger prime (though still no Top-5000) from the bunch of 100 k:
669298452058721*2^411774-1 |
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#27 |
Jun 2003
110001010112 Posts |
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Primes so far for all users
Code:
669298452058721 411774 106980138994423 91611 381773338094339 10560 350889331826233 311 6919997606293 331 390616763840893 355 72057272131093 447 512416936093019 65436 640520549022929 328 I will also reserve the 5ks gap in between. 30190942754953 525 723349170914983 528 452386511160487 530 327215225289341 530 396620182602029 532 |
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#28 |
Nov 2004
California
32508 Posts |
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The 100 Ks from 652851979787233 to 213642298225841 are all at n=750k. All primes so far:
515007536883457*2^621-1 489674245575313*2^4619-1 363848572621423*2^16199-1 520575141427499*2^63884-1 |
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#29 |
Nov 2004
California
23·3·71 Posts |
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The 100 Ks from 652851979787233 to 213642298225841 are all at n=1.2M. No new primes since they were all politely waiting to get into the reportable range.
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#30 |
Feb 2003
77416 Posts |
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The 100 Ks from 350889331826233 to 626217613073557 are at n=1M.
The single k=133594474062667 has reached n=1.8M. |
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#31 |
Jun 2003
110001010112 Posts |
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Primes so far for all users
Code:
669298452058721 411774 106980138994423 91611 381773338094339 10560 350889331826233 311 6919997606293 331 390616763840893 355 72057272131093 447 512416936093019 65436 640520549022929 328 515007536883457 621 489674245575313 4619 363848572621423 16199 520575141427499 63884 Code:
Expected primes for 271k's being searched. From n=1440 to 100K --> 4.13 primes approximately n=100K-500K -->0.95 primes n=500K-1M -->0.40 primes n=1M to 2M --> 0.40 primes Total primes=5.86 In reality for 271ks <1440 =6 primes From n=1440 to 100K --> 6 primes n=100K-500K -->1 primes n=500K-1M -->0 primes ![]() My 49 k's are about to reach 2M (at 1.96M). 5K's done to 1M. Last fiddled with by Citrix on 2013-10-26 at 02:52 |
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#32 |
Jun 2003
110001010112 Posts |
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I have updated the list
Code:
k new weight formula At Who 355262321784119 334 4.6M Citrix 706809843271963 348 2M Citrix ... ... 2M (52 k) 151550479574083 533 2M Citrix 144730753389727 536 5M lsoule 112654045235503 541 2M lsoule 336080953522813 541 2M lsoule 486000558483997 542 2M lsoule 381773338094339 542 2M lsoule 133594474062667 544 1.8M Thomas11 400588116807757 545 2M Thomas11 51767003109907 547 2M Thomas11 515228162892643 547 2M Thomas11 370808104333991 549 2M Thomas11 252739684100143 549 2M Thomas11 288026236187293 552 2M Thomas11 554018578982563 554 2M Thomas11 199128666830563 555 2M Thomas11 105384434582653 557 2M Thomas11 288679463759563 557 2M Thomas11 350889331826233 559 1M Thomas11 ... ... 1M Thomas11 (98 K) 626217613073557 625 1M Thomas11 652851979787233 626 1.2M lsoule ... ... 1.2M lsoule (98 k) 213642298225841 670 1.2M lsoule Rest are available. Also a new list is attached. The k (first column) I posted before with the new k for base=4096 in the second column is listed. Just use the second column and base=4096 for max speed with srsieve. Primes so far for all users Code:
669298452058721 411774 106980138994423 91611 381773338094339 10560 350889331826233 311 6919997606293 331 390616763840893 355 72057272131093 447 512416936093019 65436 640520549022929 328 515007536883457 621 489674245575313 4619 363848572621423 16199 520575141427499 63884 Last fiddled with by Citrix on 2013-10-28 at 05:18 |
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#33 |
Jun 2003
1,579 Posts |
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Forgot to mention in above that the 55k's are done to 2M. I am continuing them further.
Also I have attached a script that might help make things smoother. You can just select the k's and then use the replace function to select the p and n range. Last fiddled with by Citrix on 2013-10-28 at 07:13 |
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Thread Tools | |
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Thread | Thread Starter | Forum | Replies | Last Post |
High weight k's | kar_bon | Riesel Prime Data Collecting (k*2^n-1) | 26 | 2013-09-11 23:12 |
Low weight k's | kar_bon | Riesel Prime Data Collecting (k*2^n-1) | 18 | 2010-05-14 08:49 |
Low Weight Subsequences | masser | Sierpinski/Riesel Base 5 | 17 | 2007-02-14 02:04 |
Heavy weight K's | Citrix | Twin Prime Search | 8 | 2006-06-10 20:38 |
Low Weight 15k | Citrix | 15k Search | 20 | 2004-06-20 21:00 |