No Prime Left Behind Project
NPLB port 9000 - 20th Drive (k=400-600, n=3M-4M) - Server Statistics
Estimate of 60 days before the server runs out of work
| Form |
Total Candidates |
Min N |
Max N |
Count Tested |
Count Untested |
In Progress |
Completed Thru |
Leading Edge |
PRPs/Primes |
| 401*2^n-1 |
1108 |
3100162 |
3199938 |
550 |
558 |
0 |
3147774 |
3147898 |
0 |
| 403*2^n-1 |
986 |
3100007 |
3199695 |
458 |
528 |
0 |
3147747 |
3147791 |
0 |
| 405*2^n-1 |
6579 |
3100002 |
3199982 |
3202 |
3377 |
3 |
3147776 |
3147805 |
0 |
| 407*2^n-1 |
1295 |
3100040 |
3199982 |
619 |
676 |
0 |
3147776 |
3147794 |
0 |
| 409*2^n-1 |
1966 |
3100053 |
3199991 |
905 |
1061 |
1 |
3147713 |
3147793 |
0 |
| 411*2^n-1 |
4666 |
3100003 |
3199981 |
2214 |
2452 |
2 |
3147761 |
3147786 |
0 |
| 413*2^n-1 |
3228 |
3100042 |
3199978 |
1555 |
1673 |
1 |
3147768 |
3147792 |
0 |
| 415*2^n-1 |
2265 |
3100021 |
3199941 |
1039 |
1226 |
1 |
3147741 |
3147795 |
0 |
| 417*2^n-1 |
2700 |
3100050 |
3199950 |
1311 |
1389 |
0 |
3147704 |
3147786 |
0 |
| 419*2^n-1 |
1047 |
3100092 |
3199984 |
486 |
561 |
0 |
3147744 |
3147868 |
0 |
| 421*2^n-1 |
2916 |
3100079 |
3199975 |
1374 |
1542 |
0 |
3147763 |
3147875 |
0 |
| 423*2^n-1 |
3842 |
3100038 |
3199991 |
1846 |
1996 |
2 |
3147732 |
3147783 |
0 |
| 425*2^n-1 |
3672 |
3100010 |
3200000 |
1765 |
1907 |
1 |
3147686 |
3147806 |
1 |
| 427*2^n-1 |
1451 |
3100093 |
3199933 |
692 |
759 |
0 |
3147673 |
3147793 |
0 |
| 429*2^n-1 |
3470 |
3100003 |
3199968 |
1656 |
1814 |
1 |
3147765 |
3147817 |
0 |
| 431*2^n-1 |
1271 |
3100182 |
3199866 |
628 |
643 |
1 |
3147698 |
3147810 |
0 |
| 433*2^n-1 |
2454 |
3100007 |
3199959 |
1182 |
1272 |
1 |
3147755 |
3147807 |
0 |
| 435*2^n-1 |
3156 |
3100037 |
3199984 |
1518 |
1638 |
3 |
3147752 |
3147773 |
0 |
| 437*2^n-1 |
4121 |
3100012 |
3199956 |
1957 |
2164 |
0 |
3147772 |
3147792 |
0 |
| 439*2^n-1 |
2555 |
3100007 |
3199983 |
1245 |
1310 |
2 |
3147717 |
3147773 |
0 |
| 441*2^n-1 |
4873 |
3100027 |
3199977 |
2302 |
2571 |
2 |
3147753 |
3147779 |
0 |
| 443*2^n-1 |
1252 |
3100026 |
3199966 |
572 |
680 |
1 |
3147406 |
3147798 |
0 |
| 445*2^n-1 |
1905 |
3100023 |
3199931 |
878 |
1027 |
1 |
3147701 |
3147785 |
0 |
| 447*2^n-1 |
5643 |
3100018 |
3200000 |
2662 |
2981 |
4 |
3147761 |
3147766 |
0 |
| 449*2^n-1 |
851 |
3100240 |
3199996 |
415 |
436 |
0 |
3147760 |
3147800 |
0 |
| 451*2^n-1 |
3230 |
3100015 |
3199837 |
1573 |
1657 |
3 |
3147773 |
3147805 |
0 |
| 453*2^n-1 |
5082 |
3100022 |
3199994 |
2443 |
2639 |
2 |
3147730 |
3147810 |
0 |
| 455*2^n-1 |
2359 |
3100016 |
3199940 |
1096 |
1263 |
3 |
3147742 |
3147782 |
0 |
| 457*2^n-1 |
770 |
3100053 |
3199897 |
370 |
400 |
1 |
3147717 |
3147825 |
0 |
| 459*2^n-1 |
3531 |
3100016 |
3199920 |
1701 |
1830 |
2 |
3147725 |
3147804 |
0 |
| 461*2^n-1 |
1470 |
3100018 |
3199930 |
699 |
771 |
2 |
3147714 |
3147810 |
0 |
| 463*2^n-1 |
1496 |
3100007 |
3199943 |
719 |
777 |
0 |
3147743 |
3147847 |
1 |
| 465*2^n-1 |
7568 |
3100033 |
3199997 |
3567 |
4001 |
3 |
3147728 |
3147798 |
0 |
| 467*2^n-1 |
1887 |
3100008 |
3199942 |
915 |
972 |
0 |
3147752 |
3147848 |
0 |
| 469*2^n-1 |
2443 |
3100145 |
3199989 |
1170 |
1273 |
1 |
3147747 |
3147809 |
0 |
| 471*2^n-1 |
3655 |
3100027 |
3199969 |
1714 |
1941 |
1 |
3147750 |
3147789 |
0 |
| 473*2^n-1 |
2096 |
3100016 |
3199986 |
1026 |
1070 |
0 |
3147734 |
3147788 |
0 |
| 475*2^n-1 |
2626 |
3100013 |
3199875 |
1256 |
1370 |
0 |
3147765 |
3147883 |
0 |
| 477*2^n-1 |
2669 |
3100073 |
3199997 |
1259 |
1410 |
0 |
3147769 |
3147869 |
0 |
| 479*2^n-1 |
2201 |
3100100 |
3199988 |
1056 |
1145 |
0 |
3147764 |
3147780 |
0 |
| 481*2^n-1 |
2814 |
3100009 |
3199915 |
1347 |
1467 |
3 |
3147769 |
3147809 |
0 |
| 483*2^n-1 |
6040 |
3100020 |
3199996 |
2890 |
3150 |
6 |
3147763 |
3147810 |
0 |
| 485*2^n-1 |
1891 |
3100048 |
3199876 |
903 |
988 |
1 |
3147708 |
3147834 |
0 |
| 487*2^n-1 |
1165 |
3100137 |
3199925 |
559 |
606 |
0 |
3147749 |
3147773 |
0 |
| 489*2^n-1 |
4808 |
3100008 |
3199983 |
2336 |
2472 |
3 |
3147755 |
3147809 |
1 |
| 491*2^n-1 |
701 |
3100066 |
3199942 |
338 |
363 |
0 |
3147706 |
3147934 |
0 |
| 493*2^n-1 |
2225 |
3100003 |
3199963 |
1103 |
1122 |
1 |
3147747 |
3147827 |
0 |
| 495*2^n-1 |
6069 |
3100003 |
3199948 |
2859 |
3210 |
1 |
3147752 |
3147795 |
0 |
| 497*2^n-1 |
1971 |
3100042 |
3199986 |
940 |
1031 |
0 |
3147744 |
3147754 |
0 |
| 499*2^n-1 |
2040 |
3100183 |
3199989 |
960 |
1080 |
0 |
3147741 |
3147847 |
0 |
| 501*2^n-1 |
3054 |
3100055 |
3199959 |
1462 |
1592 |
2 |
3147746 |
3147786 |
0 |
| 503*2^n-1 |
4146 |
3100004 |
3199994 |
2010 |
2136 |
4 |
3147680 |
3147806 |
0 |
| 505*2^n-1 |
1348 |
3100027 |
3199991 |
628 |
720 |
1 |
3147731 |
3147799 |
0 |
| 507*2^n-1 |
5663 |
3100004 |
3199925 |
2669 |
2994 |
5 |
3147748 |
3147798 |
0 |
| 509*2^n-1 |
786 |
3100264 |
3199856 |
386 |
400 |
1 |
3147768 |
3147824 |
0 |
| 511*2^n-1 |
4990 |
3100001 |
3199999 |
2359 |
2631 |
2 |
3147759 |
3147825 |
0 |
| 513*2^n-1 |
3596 |
3100006 |
3199978 |
1746 |
1850 |
0 |
3147724 |
3147807 |
0 |
| 515*2^n-1 |
2070 |
3100110 |
3199970 |
995 |
1075 |
1 |
3147758 |
3147836 |
0 |
| 517*2^n-1 |
2146 |
3100081 |
3199953 |
1036 |
1110 |
0 |
3147753 |
3147773 |
0 |
| 519*2^n-1 |
3108 |
3100015 |
3199988 |
1483 |
1625 |
1 |
3147763 |
3147796 |
0 |
| 521*2^n-1 |
1619 |
3100022 |
3199986 |
805 |
814 |
1 |
3147710 |
3147806 |
0 |
| 523*2^n-1 |
1840 |
3100063 |
3199967 |
866 |
974 |
1 |
3147343 |
3147767 |
0 |
| 525*2^n-1 |
7853 |
3100002 |
3199980 |
3815 |
4038 |
6 |
3147725 |
3147804 |
0 |
| 527*2^n-1 |
2727 |
3100012 |
3199960 |
1311 |
1416 |
0 |
3147744 |
3147778 |
0 |
| 529*2^n-1 |
1947 |
3100131 |
3199977 |
921 |
1026 |
2 |
3147725 |
3147821 |
0 |
| 531*2^n-1 |
3465 |
3100079 |
3199917 |
1691 |
1774 |
1 |
3147771 |
3147841 |
0 |
| 533*2^n-1 |
2716 |
3100034 |
3199972 |
1300 |
1416 |
1 |
3147724 |
3147788 |
0 |
| 535*2^n-1 |
1339 |
3100161 |
3199995 |
634 |
705 |
1 |
3147715 |
3147835 |
0 |
| 537*2^n-1 |
4150 |
3100002 |
3200000 |
2051 |
2099 |
2 |
3147737 |
3147808 |
1 |
| 539*2^n-1 |
2397 |
3100088 |
3200000 |
1133 |
1264 |
0 |
3147728 |
3147796 |
0 |
| 541*2^n-1 |
1474 |
3100083 |
3199951 |
679 |
795 |
2 |
3147553 |
3147823 |
0 |
| 543*2^n-1 |
1657 |
3100047 |
3199824 |
745 |
912 |
1 |
3147723 |
3147815 |
0 |
| 545*2^n-1 |
2778 |
3100066 |
3199990 |
1319 |
1459 |
2 |
3147706 |
3147828 |
0 |
| 547*2^n-1 |
978 |
3100001 |
3199909 |
430 |
548 |
1 |
3147769 |
3147841 |
0 |
| 549*2^n-1 |
5099 |
3100009 |
3199989 |
2395 |
2704 |
4 |
3147751 |
3147781 |
0 |
| 551*2^n-1 |
1556 |
3100062 |
3199978 |
770 |
786 |
0 |
3147702 |
3147938 |
0 |
| 553*2^n-1 |
1532 |
3100043 |
3199963 |
741 |
791 |
0 |
3147743 |
3147807 |
0 |
| 555*2^n-1 |
4344 |
3100065 |
3199977 |
2111 |
2233 |
4 |
3147757 |
3147805 |
0 |
| 557*2^n-1 |
2408 |
3100022 |
3199992 |
1153 |
1255 |
0 |
3147750 |
3147798 |
0 |
| 559*2^n-1 |
2608 |
3100033 |
3199917 |
1262 |
1346 |
0 |
3147759 |
3147793 |
0 |
| 561*2^n-1 |
3122 |
3100034 |
3199999 |
1539 |
1583 |
4 |
3147763 |
3147806 |
0 |
| 563*2^n-1 |
3836 |
3100072 |
3199948 |
1822 |
2014 |
2 |
3147748 |
3147798 |
0 |
| 565*2^n-1 |
2736 |
3100029 |
3199973 |
1353 |
1383 |
3 |
3147723 |
3147791 |
0 |
| 567*2^n-1 |
5363 |
3100050 |
3199952 |
2580 |
2783 |
3 |
3147744 |
3147796 |
0 |
| 569*2^n-1 |
1951 |
3100008 |
3199960 |
954 |
997 |
1 |
3147700 |
3147768 |
0 |
| 571*2^n-1 |
2792 |
3100007 |
3199977 |
1353 |
1439 |
4 |
3147771 |
3147809 |
0 |
| 573*2^n-1 |
4559 |
3100006 |
3199962 |
2199 |
2360 |
2 |
3147748 |
3147814 |
0 |
| 575*2^n-1 |
1377 |
3100024 |
3199910 |
696 |
681 |
1 |
3147748 |
3147794 |
0 |
| 577*2^n-1 |
1925 |
3100025 |
3199985 |
906 |
1019 |
4 |
3147725 |
3147765 |
0 |
| 579*2^n-1 |
3212 |
3100015 |
3199987 |
1500 |
1712 |
2 |
3147676 |
3147807 |
1 |
| 581*2^n-1 |
1832 |
3100106 |
3199870 |
878 |
954 |
1 |
3147706 |
3147778 |
0 |
| 583*2^n-1 |
1273 |
3100023 |
3199995 |
594 |
679 |
1 |
3147715 |
3147831 |
0 |
| 585*2^n-1 |
5005 |
3100016 |
3200000 |
2413 |
2592 |
1 |
3147722 |
3147788 |
0 |
| 587*2^n-1 |
3113 |
3100020 |
3199984 |
1476 |
1637 |
2 |
3147744 |
3147836 |
0 |
| 589*2^n-1 |
2984 |
3100003 |
3199985 |
1437 |
1547 |
2 |
3147727 |
3147779 |
0 |
| 591*2^n-1 |
2343 |
3100025 |
3199953 |
1144 |
1199 |
0 |
3147726 |
3147790 |
0 |
| 593*2^n-1 |
3007 |
3100006 |
3199880 |
1468 |
1539 |
4 |
3147752 |
3147790 |
0 |
| 595*2^n-1 |
4066 |
3100027 |
3199947 |
1996 |
2070 |
1 |
3147735 |
3147805 |
0 |
| 597*2^n-1 |
3001 |
3100113 |
3199936 |
1464 |
1537 |
0 |
3147705 |
3147880 |
0 |
| 599*2^n-1 |
697 |
3100040 |
3199808 |
335 |
362 |
0 |
3147728 |
3148064 |
0 |
| Groups: 100 |
285667 |
3100001 |
3200000 |
136843 |
148824 |
144 |
3147343 |
3147754 |
5 |