No Prime Left Behind Project
NPLB port 9000 - 20th Drive (k=400-600, n=3M-4M) - Server Statistics
Estimate of 71 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 |
1173 |
3000202 |
3099942 |
526 |
647 |
0 |
3043582 |
3043630 |
0 |
| 403*2^n-1 |
974 |
3000035 |
3099899 |
455 |
519 |
0 |
3043551 |
3043871 |
0 |
| 405*2^n-1 |
6674 |
3000007 |
3099992 |
2912 |
3762 |
2 |
3043577 |
3043621 |
0 |
| 407*2^n-1 |
1260 |
3000002 |
3099986 |
560 |
700 |
1 |
3043430 |
3043610 |
0 |
| 409*2^n-1 |
1960 |
3000171 |
3099973 |
860 |
1100 |
1 |
3043581 |
3043625 |
0 |
| 411*2^n-1 |
4694 |
3000011 |
3099966 |
2026 |
2668 |
3 |
3043566 |
3043610 |
0 |
| 413*2^n-1 |
3233 |
3000068 |
3099988 |
1442 |
1791 |
3 |
3043590 |
3043614 |
0 |
| 415*2^n-1 |
2255 |
3000025 |
3099915 |
987 |
1268 |
2 |
3043551 |
3043615 |
0 |
| 417*2^n-1 |
2748 |
3000020 |
3099938 |
1191 |
1557 |
1 |
3043589 |
3043592 |
0 |
| 419*2^n-1 |
968 |
3000052 |
3099964 |
421 |
547 |
0 |
3043528 |
3043632 |
0 |
| 421*2^n-1 |
2948 |
3000025 |
3099977 |
1295 |
1653 |
0 |
3043549 |
3043631 |
0 |
| 423*2^n-1 |
3826 |
3000024 |
3099994 |
1687 |
2139 |
1 |
3043583 |
3043599 |
0 |
| 425*2^n-1 |
3588 |
3000010 |
3099996 |
1600 |
1988 |
4 |
3043570 |
3043616 |
0 |
| 427*2^n-1 |
1447 |
3000057 |
3099993 |
611 |
836 |
0 |
3043521 |
3043689 |
0 |
| 429*2^n-1 |
3422 |
3000060 |
3099997 |
1529 |
1893 |
0 |
3043561 |
3043672 |
0 |
| 431*2^n-1 |
1350 |
3000066 |
3099962 |
593 |
757 |
0 |
3043574 |
3043578 |
0 |
| 433*2^n-1 |
2443 |
3000007 |
3099999 |
1098 |
1345 |
1 |
3043575 |
3043615 |
0 |
| 435*2^n-1 |
3211 |
3000008 |
3099976 |
1427 |
1784 |
0 |
3043559 |
3043636 |
0 |
| 437*2^n-1 |
4197 |
3000008 |
3099988 |
1842 |
2355 |
0 |
3043590 |
3043652 |
1 |
| 439*2^n-1 |
2588 |
3000037 |
3099973 |
1135 |
1453 |
1 |
3043533 |
3043617 |
1 |
| 441*2^n-1 |
4734 |
3000055 |
3099971 |
2103 |
2631 |
2 |
3043587 |
3043593 |
0 |
| 443*2^n-1 |
1278 |
3000210 |
3099988 |
567 |
711 |
1 |
3043564 |
3043594 |
0 |
| 445*2^n-1 |
1917 |
3000059 |
3099983 |
838 |
1079 |
2 |
3043583 |
3043623 |
0 |
| 447*2^n-1 |
5488 |
3000010 |
3099990 |
2412 |
3076 |
0 |
3043541 |
3043650 |
0 |
| 449*2^n-1 |
845 |
3000008 |
3100000 |
350 |
495 |
1 |
3043340 |
3043600 |
0 |
| 451*2^n-1 |
3192 |
3000019 |
3099957 |
1408 |
1784 |
2 |
3043555 |
3043615 |
0 |
| 453*2^n-1 |
5197 |
3000058 |
3099960 |
2281 |
2916 |
1 |
3043503 |
3043606 |
0 |
| 455*2^n-1 |
2284 |
3000020 |
3100000 |
1013 |
1271 |
0 |
3043552 |
3043640 |
0 |
| 457*2^n-1 |
814 |
3000037 |
3099633 |
360 |
454 |
0 |
3043405 |
3043657 |
0 |
| 459*2^n-1 |
3519 |
3000015 |
3099920 |
1540 |
1979 |
0 |
3043584 |
3043629 |
0 |
| 461*2^n-1 |
1455 |
3000078 |
3099894 |
646 |
809 |
0 |
3043558 |
3043666 |
0 |
| 463*2^n-1 |
1354 |
3000199 |
3099931 |
583 |
771 |
0 |
3043507 |
3043631 |
0 |
| 465*2^n-1 |
7631 |
3000031 |
3099991 |
3336 |
4295 |
4 |
3043573 |
3043620 |
0 |
| 467*2^n-1 |
1895 |
3000038 |
3099888 |
809 |
1086 |
0 |
3043558 |
3043630 |
0 |
| 469*2^n-1 |
2510 |
3000015 |
3099999 |
1080 |
1430 |
0 |
3043539 |
3043641 |
0 |
| 471*2^n-1 |
3698 |
3000078 |
3099966 |
1602 |
2096 |
2 |
3043582 |
3043615 |
0 |
| 473*2^n-1 |
2093 |
3000006 |
3099956 |
902 |
1191 |
0 |
3043526 |
3043658 |
0 |
| 475*2^n-1 |
2627 |
3000057 |
3099941 |
1134 |
1493 |
3 |
3043581 |
3043617 |
0 |
| 477*2^n-1 |
2822 |
3000010 |
3099994 |
1190 |
1632 |
1 |
3043562 |
3043594 |
0 |
| 479*2^n-1 |
2156 |
3000044 |
3099996 |
915 |
1241 |
1 |
3043576 |
3043620 |
0 |
| 481*2^n-1 |
2836 |
3000035 |
3099925 |
1215 |
1621 |
0 |
3043585 |
3043633 |
0 |
| 483*2^n-1 |
6105 |
3000012 |
3100000 |
2653 |
3452 |
1 |
3043552 |
3043622 |
0 |
| 485*2^n-1 |
1780 |
3000174 |
3099856 |
767 |
1013 |
0 |
3043588 |
3043636 |
0 |
| 487*2^n-1 |
1153 |
3000005 |
3099917 |
500 |
653 |
0 |
3043589 |
3043637 |
0 |
| 489*2^n-1 |
4888 |
3000007 |
3099983 |
2142 |
2746 |
2 |
3043591 |
3043615 |
0 |
| 491*2^n-1 |
711 |
3000034 |
3099982 |
308 |
403 |
0 |
3043558 |
3043654 |
0 |
| 493*2^n-1 |
2221 |
3000003 |
3099955 |
1016 |
1205 |
0 |
3043507 |
3043643 |
0 |
| 495*2^n-1 |
6036 |
3000004 |
3099995 |
2602 |
3434 |
3 |
3043585 |
3043614 |
0 |
| 497*2^n-1 |
1917 |
3000004 |
3099978 |
862 |
1055 |
0 |
3043588 |
3043644 |
0 |
| 499*2^n-1 |
2043 |
3000001 |
3099913 |
893 |
1150 |
0 |
3043569 |
3043579 |
0 |
| 501*2^n-1 |
3204 |
3000030 |
3099998 |
1391 |
1813 |
0 |
3043587 |
3043634 |
0 |
| 503*2^n-1 |
4263 |
3000006 |
3099978 |
1874 |
2389 |
1 |
3043524 |
3043602 |
0 |
| 505*2^n-1 |
1418 |
3000019 |
3099911 |
616 |
802 |
1 |
3043561 |
3043607 |
0 |
| 507*2^n-1 |
5698 |
3000006 |
3099985 |
2519 |
3179 |
4 |
3043565 |
3043621 |
0 |
| 509*2^n-1 |
830 |
3000216 |
3099944 |
348 |
482 |
0 |
3043520 |
3043688 |
0 |
| 511*2^n-1 |
4705 |
3000017 |
3099985 |
2054 |
2651 |
1 |
3043529 |
3043597 |
0 |
| 513*2^n-1 |
3581 |
3000022 |
3099934 |
1574 |
2007 |
1 |
3043590 |
3043602 |
0 |
| 515*2^n-1 |
2038 |
3000030 |
3099992 |
900 |
1138 |
0 |
3043572 |
3043668 |
0 |
| 517*2^n-1 |
2241 |
3000013 |
3099953 |
983 |
1258 |
2 |
3043437 |
3043621 |
0 |
| 519*2^n-1 |
2996 |
3000047 |
3099995 |
1357 |
1639 |
1 |
3043573 |
3043607 |
0 |
| 521*2^n-1 |
1541 |
3000162 |
3099930 |
676 |
865 |
2 |
3043554 |
3043610 |
0 |
| 523*2^n-1 |
1761 |
3000083 |
3099995 |
750 |
1011 |
0 |
3043519 |
3043627 |
0 |
| 525*2^n-1 |
7699 |
3000013 |
3099993 |
3348 |
4351 |
2 |
3043572 |
3043620 |
0 |
| 527*2^n-1 |
2575 |
3000036 |
3099990 |
1100 |
1475 |
0 |
3043576 |
3043674 |
0 |
| 529*2^n-1 |
1913 |
3000017 |
3099843 |
837 |
1076 |
2 |
3043515 |
3043611 |
0 |
| 531*2^n-1 |
3518 |
3000026 |
3099995 |
1582 |
1936 |
3 |
3043561 |
3043619 |
0 |
| 533*2^n-1 |
2753 |
3000068 |
3099980 |
1203 |
1550 |
1 |
3043538 |
3043600 |
0 |
| 535*2^n-1 |
1396 |
3000015 |
3099991 |
601 |
795 |
2 |
3043569 |
3043615 |
0 |
| 537*2^n-1 |
4252 |
3000001 |
3099992 |
1874 |
2378 |
1 |
3043572 |
3043600 |
0 |
| 539*2^n-1 |
2389 |
3000020 |
3099964 |
1024 |
1365 |
1 |
3043544 |
3043608 |
0 |
| 541*2^n-1 |
1494 |
3000073 |
3099991 |
642 |
852 |
2 |
3043501 |
3043621 |
0 |
| 543*2^n-1 |
1566 |
3000039 |
3099963 |
708 |
858 |
0 |
3043563 |
3043683 |
0 |
| 545*2^n-1 |
2690 |
3000052 |
3099986 |
1172 |
1518 |
3 |
3043526 |
3043610 |
0 |
| 547*2^n-1 |
986 |
3000061 |
3099941 |
444 |
542 |
0 |
3043541 |
3043673 |
0 |
| 549*2^n-1 |
5083 |
3000031 |
3099988 |
2208 |
2875 |
2 |
3043588 |
3043617 |
0 |
| 551*2^n-1 |
1577 |
3000002 |
3099854 |
691 |
886 |
0 |
3043454 |
3043626 |
0 |
| 553*2^n-1 |
1506 |
3000015 |
3099919 |
653 |
853 |
0 |
3043355 |
3043635 |
0 |
| 555*2^n-1 |
4238 |
3000027 |
3099982 |
1863 |
2375 |
1 |
3043561 |
3043623 |
0 |
| 557*2^n-1 |
2412 |
3000008 |
3099912 |
1020 |
1392 |
0 |
3043496 |
3043712 |
0 |
| 559*2^n-1 |
2594 |
3000071 |
3099973 |
1135 |
1459 |
1 |
3043573 |
3043607 |
0 |
| 561*2^n-1 |
3077 |
3000038 |
3099965 |
1324 |
1753 |
0 |
3043550 |
3043670 |
0 |
| 563*2^n-1 |
3742 |
3000012 |
3100000 |
1626 |
2116 |
1 |
3043576 |
3043610 |
0 |
| 565*2^n-1 |
2659 |
3000025 |
3099983 |
1165 |
1494 |
0 |
3043547 |
3043657 |
0 |
| 567*2^n-1 |
5304 |
3000022 |
3099997 |
2312 |
2992 |
2 |
3043590 |
3043610 |
0 |
| 569*2^n-1 |
1873 |
3000012 |
3100000 |
827 |
1046 |
0 |
3043588 |
3043732 |
0 |
| 571*2^n-1 |
2848 |
3000021 |
3099999 |
1236 |
1612 |
0 |
3043553 |
3043679 |
0 |
| 573*2^n-1 |
4423 |
3000091 |
3099999 |
1887 |
2536 |
1 |
3043554 |
3043578 |
0 |
| 575*2^n-1 |
1426 |
3000130 |
3099970 |
593 |
833 |
2 |
3043576 |
3043606 |
0 |
| 577*2^n-1 |
1818 |
3000017 |
3099989 |
797 |
1021 |
1 |
3043561 |
3043617 |
0 |
| 579*2^n-1 |
3209 |
3000059 |
3099987 |
1393 |
1816 |
0 |
3043587 |
3043700 |
0 |
| 581*2^n-1 |
1844 |
3000078 |
3099950 |
770 |
1074 |
0 |
3043550 |
3043666 |
0 |
| 583*2^n-1 |
1270 |
3000039 |
3099979 |
551 |
719 |
1 |
3043563 |
3043599 |
0 |
| 585*2^n-1 |
4870 |
3000008 |
3099950 |
2102 |
2768 |
2 |
3043542 |
3043601 |
0 |
| 587*2^n-1 |
3105 |
3000024 |
3099984 |
1323 |
1782 |
1 |
3043540 |
3043622 |
0 |
| 589*2^n-1 |
2968 |
3000007 |
3099967 |
1270 |
1698 |
1 |
3043547 |
3043615 |
0 |
| 591*2^n-1 |
2292 |
3000038 |
3099993 |
1007 |
1285 |
2 |
3043585 |
3043622 |
0 |
| 593*2^n-1 |
2955 |
3000026 |
3099986 |
1303 |
1652 |
0 |
3043586 |
3043696 |
0 |
| 595*2^n-1 |
4186 |
3000049 |
3099975 |
1803 |
2383 |
1 |
3043529 |
3043603 |
0 |
| 597*2^n-1 |
3020 |
3000004 |
3099945 |
1347 |
1673 |
1 |
3043564 |
3043608 |
0 |
| 599*2^n-1 |
750 |
3000020 |
3099968 |
326 |
424 |
0 |
3043544 |
3043928 |
0 |
| Groups: 100 |
284714 |
3000001 |
3100000 |
124333 |
160381 |
96 |
3043340 |
3043578 |
2 |