Status of Factorization Efforts, 6,000 < n <= 7,000

For each composite number in this range, B.Kelly has done 422 runs of gmp-ecm with B1=250,000. According to the gmp-ecm documentation, this should find most factors of 30 digits or less.

Each composite numbers in this range have been tested by H.Bock with the gmp-ecm implementation of Pollard's p-1 algorithm with B1=10M and B2=10G.

Each composite numbers with less than 800 decimal digits in this range have been tested by H.Bock with the gmp-ecm implementation of Pollard's p-1 algorithm with B1=100M and B2=100G.

Each composite number with less than 200 decimal digits in this range has been tested by A.Kruppa with the gmp-ecm implementation of Pollard's p-1 algorithm with B1=1G and B2=1T.

Extra efforts

F6031   1 @ 1M  B.Kelly
F6169  19 @ 1M  B.Kelly
F6199   3 @ 1M  B.Kelly
F6263  14 @ 1M  B.Kelly
F6313   9 @ 1M  B.Kelly
F6371   7 @ 1M  B.Kelly
F6385  38 @ 1M  B.Kelly
F6391  36 @ 1M  B.Kelly
F6409  38 @ 1M  B.Kelly
F6413  34 @ 1M  B.Kelly
F6463 807 @ 1M  B.Kelly
F6499  20 @ 1M  B.Kelly
F6629  15 @ 1M  B.Kelly
F6641   6 @ 1M  B.Kelly
F6667  11 @ 1M  B.Kelly
F6677   4 @ 1M  B.Kelly
F6689  31 @ 1M  B.Kelly
F6691 722 @ 1M  B.Kelly
F6697  16 @ 1M  B.Kelly
F6719  30 @ 1M  B.Kelly
F6727   4 @ 1M  B.Kelly
F6739  12 @ 1M  B.Kelly
F6747  33 @ 1M  B.Kelly
F6763  16 @ 1M  B.Kelly
F6779  16 @ 1M  B.Kelly
F6803 650 @ 1M  B.Kelly
F6805  22 @ 1M  B.Kelly
F6833 570 @ 1M  B.Kelly
F6847  23 @ 1M  B.Kelly
F6857 606 @ 1M  B.Kelly
F6869 582 @ 1M  B.Kelly
F6883 604 @ 1M  B.Kelly
F6887   4 @ 1M  B.Kelly
F6901  35 @ 1M  B.Kelly
F6911 623 @ 1M  B.Kelly
F6923   7 @ 1M  B.Kelly
F6929  10 @ 1M  B.Kelly
F6941   2 @ 1M  B.Kelly
F6943  31 @ 1M  B.Kelly
F6947 557 @ 1M  B.Kelly
F6949 584 @ 1M  B.Kelly
F6959 604 @ 1M  B.Kelly
F6961 587 @ 1M  B.Kelly
F6967 655 @ 1M  B.Kelly
F6971 570 @ 1M  B.Kelly
F6977 578 @ 1M  B.Kelly
F6979  16 @ 1M  B.Kelly
F6983 568 @ 1M  B.Kelly
F6991 557 @ 1M  B.Kelly
F6997 543 @ 1M  B.Kelly
L6037 843 @ 1M  B.Kelly
L6049  33 @ 1M  B.Kelly
L6103  21 @ 1M  B.Kelly
L6119  36 @ 1M  B.Kelly
L6122  33 @ 1M  B.Kelly
L6133  15 @ 1M  B.Kelly
L6148  10 @ 1M  B.Kelly
L6158  23 @ 1M  B.Kelly
L6161  16 @ 1M  B.Kelly
L6164  25 @ 1M  B.Kelly
L6166  23 @ 1M  B.Kelly
L6169   2 @ 1M  B.Kelly
L6173   2 @ 1M  B.Kelly
L6184  13 @ 1M  B.Kelly
L6229  32 @ 1M  B.Kelly
L6233  12 @ 1M  B.Kelly
L6244  12 @ 1M  B.Kelly
L6257  15 @ 1M  B.Kelly
L6269   5 @ 1M  B.Kelly
L6332  19 @ 1M  B.Kelly
L6352  15 @ 1M  B.Kelly
L6394   2 @ 1M  B.Kelly
L6398  20 @ 1M  B.Kelly
L6437  15 @ 1M  B.Kelly
L6464   1 @ 1M  B.Kelly
L6473  36 @ 1M  B.Kelly
L6481  15 @ 1M  B.Kelly
L6509   9 @ 1M  B.Kelly
L6523 906 @ 1M  B.Kelly
L6559   7 @ 1M  B.Kelly
L6569  12 @ 1M  B.Kelly
L6571   4 @ 1M  B.Kelly
L6572   8 @ 1M  B.Kelly
L6601  28 @ 1M  B.Kelly
L6619   7 @ 1M  B.Kelly
L6631   7 @ 1M  B.Kelly
L6632   2 @ 1M  B.Kelly
L6652  26 @ 1M  B.Kelly
L6691 695 @ 1M  B.Kelly
L6709   4 @ 1M  B.Kelly
L6712  27 @ 1M  B.Kelly
L6731 704 @ 1M  B.Kelly
L6737 655 @ 1M  B.Kelly
L6739 762 @ 1M  B.Kelly
L6748  18 @ 1M  B.Kelly
L6793 608 @ 1M  B.Kelly
L6803 687 @ 1M  B.Kelly
L6812  11 @ 1M  B.Kelly
L6824 677 @ 1M  B.Kelly
L6826 640 @ 1M  B.Kelly
L6841 627 @ 1M  B.Kelly
L6851  30 @ 1M  B.Kelly
L6866 585 @ 1M  B.Kelly
L6869 586 @ 1M  B.Kelly
L6877 829 @ 1M  B.Kelly
L6883 735 @ 1M  B.Kelly
L6884 584 @ 1M  B.Kelly
L6892 683 @ 1M  B.Kelly
L6896 655 @ 1M  B.Kelly
L6898 570 @ 1M  B.Kelly
L6904 673 @ 1M  B.Kelly
L6907 628 @ 1M  B.Kelly
L6908  23 @ 1M  B.Kelly
L6916  47 @ 1M  B.Kelly
L6917 608 @ 1M  B.Kelly
L6926 585 @ 1M  B.Kelly
L6938 569 @ 1M  B.Kelly
L6944   1 @ 1M  B.Kelly
L6947 585 @ 1M  B.Kelly
L6959 557 @ 1M  B.Kelly
L6967  13 @ 1M  B.Kelly
L6971 557 @ 1M  B.Kelly
L6976 626 @ 1M  B.Kelly
L6977 657 @ 1M  B.Kelly
L6983 598 @ 1M  B.Kelly
L6988 619 @ 1M  B.Kelly
L6989 668 @ 1M  B.Kelly
L6991 557 @ 1M  B.Kelly
L6997 542 @ 1M  B.Kelly

Notation - "3000 @ 1M" means 3000 curves at B1=1,000,000 using gmp-ecm

Feedback: blair.kelly@att.net