position-analysis -v 1 -i $RSAT/public_html/tmp/www-data/2025/05/27/peak-motifs.2025-05-27.150858_2025-05-27.150858_qN5T3u/data/sequences/peak-motifs_test_maxlen1000_purged_ml40_mis3.fasta -format fasta -sort -return html,chi,sig,distrib,graphs,rank,index -max_graphs 20 -1str -ovlp -seqtype dna -l 2 -ci 20 -img_format png -title MT-CNT-146 -origin center -offset 0 -o $RSAT/public_html/tmp/www-data/2025/05/27/peak-motifs.2025-05-27.150858_2025-05-27.150858_qN5T3u/results/composition/peak-motifs_test_profiles-1str-ovlp_2nt_ci20.tab Citation: van Helden, et al. (2000). Nucleic Acids Res 28, 1000-1010. Sequence file $RSAT/public_html/tmp/www-data/2025/05/27/peak-motifs.2025-05-27.150858_2025-05-27.150858_qN5T3u/data/sequences/peak-motifs_test_maxlen1000_purged_ml40_mis3.fasta Sequence format fasta Sequence type dna Output file $RSAT/public_html/tmp/www-data/2025/05/27/peak-motifs.2025-05-27.150858_2025-05-27.150858_qN5T3u/results/composition/peak-motifs_test_profiles-1str-ovlp_2nt_ci20.tab Oligo length 2 Occurrences counted on a single strands Conditions of applicability checked. Background model estimation: homogeneous repartition Sequence statistics: Nb of sequences 698 Sum of sequence lengths 621822 Min sequence length 0 Max sequence length 1000 Average sequence length 890 Possible positions 621124 Oligonucleotide statistics: Total occurrences 601035 Position interval parameters: Position interval 20 Number of windows 50 Total positions 621124 Degrees of freedom 49 K-mer clustering parameters: Number of clusters 0 Clustering method complete Position intervals: window [min,max] mid seq occ 1 -25 [-499,-480] -489.5 439 8588 2 -24 [-479,-460] -469.5 454 8887 3 -23 [-459,-440] -449.5 470 9300 4 -22 [-439,-420] -429.5 487 9539 5 -21 [-419,-400] -409.5 506 9969 6 -20 [-399,-380] -389.5 526 10326 7 -19 [-379,-360] -369.5 550 10747 8 -18 [-359,-340] -349.5 575 11290 9 -17 [-339,-320] -329.5 611 11832 10 -16 [-319,-300] -309.5 637 12490 11 -15 [-299,-280] -289.5 669 13109 12 -14 [-279,-260] -269.5 685 13566 13 -13 [-259,-240] -249.5 698 13894 14 -12 [-239,-220] -229.5 698 13960 15 -11 [-219,-200] -209.5 698 13960 16 -10 [-199,-180] -189.5 698 13960 17 -9 [-179,-160] -169.5 698 13960 18 -8 [-159,-140] -149.5 698 13960 19 -7 [-139,-120] -129.5 698 13960 20 -6 [-119,-100] -109.5 698 13960 21 -5 [-99,-80] -89.5 698 13960 22 -4 [-79,-60] -69.5 698 13960 23 -3 [-59,-40] -49.5 698 13960 24 -2 [-39,-20] -29.5 698 13960 25 -1 [-19,0] -9.5 698 13960 26 0 [1,20] 10.5 698 13960 27 1 [21,40] 30.5 698 13960 28 2 [41,60] 50.5 698 13960 29 3 [61,80] 70.5 698 13960 30 4 [81,100] 90.5 698 13960 31 5 [101,120] 110.5 698 13960 32 6 [121,140] 130.5 698 13960 33 7 [141,160] 150.5 698 13960 34 8 [161,180] 170.5 698 13960 35 9 [181,200] 190.5 698 13960 36 10 [201,220] 210.5 698 13960 37 11 [221,240] 230.5 698 13960 38 12 [241,260] 250.5 698 13870 39 13 [261,280] 270.5 684 13533 40 14 [281,300] 290.5 667 13041 41 15 [301,320] 310.5 633 12432 42 16 [321,340] 330.5 606 11757 43 17 [341,360] 350.5 574 11237 44 18 [361,380] 370.5 546 10701 45 19 [381,400] 390.5 525 10286 46 20 [401,420] 410.5 505 9925 47 21 [421,440] 430.5 485 9507 48 22 [441,460] 450.5 470 9268 49 23 [461,480] 470.5 452 8857 50 24 [481,500] 490.5 437 8133 Column headers 1 seq pattern sequence 2 id pattern identifier 3 occ pattern occurrences 4 chi2 observed chi-square 5 df degrees of freedom 6 Pval P-value (probability for one word to be a false positive) 7 Eval E-value; expected number of false positives (Eval = Pval * nb_tests) 8 sig Significance (sig = -log10(Eval)) 9 rank rank of the pattern according to sorting criterion 10 -489.5 occurrences in window 1 [-499,-480] 11 -469.5 occurrences in window 2 [-479,-460] 12 -449.5 occurrences in window 3 [-459,-440] 13 -429.5 occurrences in window 4 [-439,-420] 14 -409.5 occurrences in window 5 [-419,-400] 15 -389.5 occurrences in window 6 [-399,-380] 16 -369.5 occurrences in window 7 [-379,-360] 17 -349.5 occurrences in window 8 [-359,-340] 18 -329.5 occurrences in window 9 [-339,-320] 19 -309.5 occurrences in window 10 [-319,-300] 20 -289.5 occurrences in window 11 [-299,-280] 21 -269.5 occurrences in window 12 [-279,-260] 22 -249.5 occurrences in window 13 [-259,-240] 23 -229.5 occurrences in window 14 [-239,-220] 24 -209.5 occurrences in window 15 [-219,-200] 25 -189.5 occurrences in window 16 [-199,-180] 26 -169.5 occurrences in window 17 [-179,-160] 27 -149.5 occurrences in window 18 [-159,-140] 28 -129.5 occurrences in window 19 [-139,-120] 29 -109.5 occurrences in window 20 [-119,-100] 30 -89.5 occurrences in window 21 [-99,-80] 31 -69.5 occurrences in window 22 [-79,-60] 32 -49.5 occurrences in window 23 [-59,-40] 33 -29.5 occurrences in window 24 [-39,-20] 34 -9.5 occurrences in window 25 [-19,0] 35 10.5 occurrences in window 26 [1,20] 36 30.5 occurrences in window 27 [21,40] 37 50.5 occurrences in window 28 [41,60] 38 70.5 occurrences in window 29 [61,80] 39 90.5 occurrences in window 30 [81,100] 40 110.5 occurrences in window 31 [101,120] 41 130.5 occurrences in window 32 [121,140] 42 150.5 occurrences in window 33 [141,160] 43 170.5 occurrences in window 34 [161,180] 44 190.5 occurrences in window 35 [181,200] 45 210.5 occurrences in window 36 [201,220] 46 230.5 occurrences in window 37 [221,240] 47 250.5 occurrences in window 38 [241,260] 48 270.5 occurrences in window 39 [261,280] 49 290.5 occurrences in window 40 [281,300] 50 310.5 occurrences in window 41 [301,320] 51 330.5 occurrences in window 42 [321,340] 52 350.5 occurrences in window 43 [341,360] 53 370.5 occurrences in window 44 [361,380] 54 390.5 occurrences in window 45 [381,400] 55 410.5 occurrences in window 46 [401,420] 56 430.5 occurrences in window 47 [421,440] 57 450.5 occurrences in window 48 [441,460] 58 470.5 occurrences in window 49 [461,480] 59 490.5 occurrences in window 50 [481,500]
| seq | id | occ | chi2 | df | Pval | Eval | sig | rank | -489.5 | -469.5 | -449.5 | -429.5 | -409.5 | -389.5 | -369.5 | -349.5 | -329.5 | -309.5 | -289.5 | -269.5 | -249.5 | -229.5 | -209.5 | -189.5 | -169.5 | -149.5 | -129.5 | -109.5 | -89.5 | -69.5 | -49.5 | -29.5 | -9.5 | 10.5 | 30.5 | 50.5 | 70.5 | 90.5 | 110.5 | 130.5 | 150.5 | 170.5 | 190.5 | 210.5 | 230.5 | 250.5 | 270.5 | 290.5 | 310.5 | 330.5 | 350.5 | 370.5 | 390.5 | 410.5 | 430.5 | 450.5 | 470.5 | 490.5 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| aa | aa | 96567 | 84.3 | 49 | 1.3e-03 | 0.02 | 1.69 | 1 | 1384 | 1444 | 1351 | 1486 | 1550 | 1632 | 1743 | 1844 | 1898 | 1990 | 2064 | 2222 | 2130 | 2219 | 2226 | 2148 | 2124 | 2203 | 2249 | 2110 | 2149 | 2101 | 2170 | 2141 | 2139 | 2162 | 2157 | 2249 | 2131 | 2104 | 2100 | 2106 | 2141 | 2002 | 2233 | 2098 | 2203 | 2211 | 2108 | 1999 | 1920 | 1894 | 1691 | 1651 | 1535 | 1562 | 1490 | 1445 | 1321 | 1337 |
| gg | gg | 10412 | 80.0 | 49 | 3.4e-03 | 0.055 | 1.26 | 2 | 172 | 165 | 167 | 176 | 178 | 161 | 188 | 187 | 208 | 182 | 230 | 227 | 218 | 249 | 244 | 214 | 240 | 241 | 272 | 241 | 259 | 245 | 249 | 229 | 249 | 241 | 226 | 247 | 235 | 241 | 246 | 245 | 229 | 237 | 205 | 250 | 213 | 218 | 252 | 178 | 185 | 181 | 155 | 145 | 186 | 145 | 150 | 140 | 159 | 112 |
| gt | gt | 22095 | 67.0 | 49 | 4.5e-02 | 0.72 | 0.14 | 3 | 331 | 327 | 341 | 349 | 371 | 380 | 398 | 432 | 484 | 451 | 513 | 515 | 538 | 541 | 510 | 502 | 487 | 473 | 486 | 490 | 523 | 489 | 484 | 460 | 489 | 504 | 480 | 511 | 452 | 480 | 494 | 476 | 495 | 502 | 471 | 514 | 481 | 476 | 459 | 456 | 406 | 427 | 409 | 350 | 310 | 319 | 340 | 324 | 314 | 281 |
| cc | cc | 10498 | 65.4 | 49 | 5.9e-02 | 0.94 | 0.03 | 4 | 131 | 135 | 147 | 152 | 202 | 185 | 151 | 199 | 190 | 188 | 175 | 246 | 220 | 264 | 222 | 241 | 232 | 246 | 239 | 243 | 232 | 233 | 226 | 251 | 248 | 226 | 231 | 224 | 231 | 226 | 242 | 236 | 196 | 228 | 253 | 228 | 259 | 238 | 222 | 233 | 223 | 195 | 187 | 192 | 204 | 188 | 156 | 168 | 166 | 148 |
| ag | ag | 32296 | 64.7 | 49 | 6.6e-02 | 1.1 | -0.02 | 5 | 445 | 458 | 477 | 508 | 532 | 544 | 553 | 608 | 658 | 704 | 749 | 708 | 796 | 750 | 732 | 709 | 727 | 719 | 749 | 703 | 721 | 764 | 741 | 713 | 765 | 770 | 744 | 696 | 705 | 703 | 754 | 735 | 695 | 704 | 699 | 700 | 695 | 698 | 699 | 625 | 632 | 574 | 573 | 516 | 508 | 458 | 529 | 473 | 447 | 431 |
| ca | ca | 28216 | 64.6 | 49 | 6.7e-02 | 1.1 | -0.03 | 6 | 389 | 419 | 430 | 424 | 471 | 463 | 512 | 543 | 534 | 596 | 640 | 624 | 611 | 611 | 629 | 628 | 666 | 619 | 662 | 654 | 609 | 662 | 610 | 634 | 619 | 603 | 588 | 602 | 589 | 604 | 607 | 641 | 609 | 605 | 637 | 633 | 580 | 631 | 587 | 590 | 632 | 569 | 553 | 528 | 459 | 433 | 434 | 411 | 413 | 419 |
| tg | tg | 28175 | 61.0 | 49 | 1.2e-01 | 1.9 | -0.27 | 7 | 424 | 424 | 444 | 447 | 468 | 494 | 482 | 534 | 595 | 561 | 617 | 627 | 627 | 677 | 644 | 645 | 644 | 604 | 590 | 616 | 680 | 656 | 637 | 621 | 623 | 643 | 596 | 588 | 611 | 630 | 655 | 644 | 619 | 688 | 593 | 648 | 577 | 619 | 594 | 589 | 553 | 516 | 515 | 477 | 458 | 428 | 399 | 405 | 421 | 328 |
| tt | tt | 96020 | 59.6 | 49 | 1.4e-01 | 2.3 | -0.36 | 8 | 1348 | 1387 | 1460 | 1509 | 1564 | 1702 | 1713 | 1801 | 1822 | 1926 | 1938 | 2008 | 2152 | 2115 | 2138 | 2263 | 2138 | 2197 | 2076 | 2173 | 2183 | 2118 | 2272 | 2131 | 2168 | 2082 | 2178 | 2178 | 2177 | 2211 | 2127 | 2108 | 2161 | 2204 | 2057 | 2187 | 2189 | 2110 | 2008 | 2080 | 1936 | 1779 | 1725 | 1637 | 1592 | 1550 | 1434 | 1433 | 1337 | 1238 |
| gc | gc | 14094 | 55.4 | 49 | 2.5e-01 | 3.9 | -0.60 | 9 | 191 | 202 | 224 | 207 | 235 | 234 | 235 | 246 | 287 | 320 | 324 | 307 | 336 | 334 | 317 | 301 | 317 | 309 | 334 | 311 | 309 | 343 | 302 | 309 | 301 | 318 | 317 | 273 | 301 | 326 | 325 | 331 | 289 | 327 | 307 | 304 | 269 | 319 | 305 | 289 | 315 | 262 | 248 | 226 | 280 | 210 | 226 | 200 | 212 | 180 |
| ct | ct | 31551 | 54.2 | 49 | 2.8e-01 | 4.5 | -0.66 | 10 | 458 | 444 | 520 | 497 | 515 | 537 | 540 | 523 | 563 | 674 | 573 | 711 | 687 | 702 | 695 | 688 | 698 | 716 | 694 | 725 | 723 | 684 | 712 | 727 | 720 | 723 | 689 | 668 | 759 | 739 | 738 | 694 | 689 | 726 | 708 | 689 | 728 | 689 | 689 | 635 | 623 | 605 | 562 | 534 | 563 | 520 | 520 | 465 | 456 | 414 |
| ga | ga | 29188 | 49.9 | 49 | 4.4e-01 | 7 | -0.85 | 11 | 410 | 424 | 451 | 474 | 469 | 504 | 491 | 535 | 598 | 602 | 634 | 615 | 673 | 682 | 667 | 662 | 676 | 648 | 637 | 627 | 684 | 695 | 682 | 698 | 670 | 693 | 680 | 631 | 648 | 658 | 684 | 677 | 641 | 658 | 640 | 623 | 652 | 639 | 622 | 583 | 530 | 497 | 524 | 478 | 484 | 436 | 433 | 419 | 409 | 341 |
| ac | ac | 21774 | 47.5 | 49 | 5.4e-01 | 8.6 | -0.93 | 12 | 316 | 315 | 372 | 347 | 357 | 379 | 357 | 395 | 401 | 454 | 459 | 484 | 476 | 483 | 478 | 491 | 511 | 483 | 491 | 502 | 487 | 470 | 513 | 516 | 476 | 489 | 470 | 444 | 504 | 483 | 467 | 475 | 471 | 429 | 502 | 487 | 461 | 459 | 470 | 472 | 457 | 455 | 412 | 387 | 360 | 366 | 315 | 322 | 294 | 310 |
| at | at | 74873 | 45.5 | 49 | 6.2e-01 | 9.9 | -0.99 | 13 | 1063 | 1123 | 1169 | 1204 | 1246 | 1254 | 1346 | 1374 | 1447 | 1465 | 1655 | 1600 | 1670 | 1651 | 1697 | 1688 | 1682 | 1714 | 1686 | 1719 | 1627 | 1685 | 1624 | 1690 | 1652 | 1620 | 1651 | 1680 | 1650 | 1649 | 1636 | 1677 | 1732 | 1730 | 1676 | 1659 | 1625 | 1626 | 1664 | 1590 | 1474 | 1375 | 1342 | 1339 | 1246 | 1230 | 1086 | 1119 | 1097 | 969 |
| tc | tc | 28925 | 42.1 | 49 | 7.5e-01 | 12 | -1.08 | 14 | 401 | 440 | 419 | 445 | 473 | 492 | 531 | 510 | 531 | 593 | 555 | 638 | 616 | 621 | 642 | 622 | 670 | 642 | 653 | 681 | 644 | 640 | 601 | 655 | 638 | 636 | 613 | 664 | 654 | 646 | 664 | 641 | 635 | 681 | 657 | 630 | 693 | 662 | 611 | 589 | 559 | 564 | 539 | 535 | 474 | 487 | 463 | 432 | 450 | 393 |
| ta | ta | 71420 | 41.3 | 49 | 7.7e-01 | 12 | -1.09 | 15 | 1011 | 1038 | 1168 | 1161 | 1182 | 1181 | 1276 | 1313 | 1343 | 1436 | 1563 | 1571 | 1639 | 1590 | 1617 | 1596 | 1563 | 1653 | 1639 | 1620 | 1561 | 1582 | 1579 | 1577 | 1596 | 1574 | 1606 | 1593 | 1617 | 1594 | 1545 | 1593 | 1642 | 1572 | 1620 | 1587 | 1564 | 1510 | 1598 | 1514 | 1394 | 1328 | 1260 | 1215 | 1167 | 1167 | 1086 | 1071 | 1003 | 945 |
| cg | cg | 4931 | 38.8 | 49 | 8.5e-01 | 14 | -1.13 | 16 | 68 | 82 | 75 | 75 | 81 | 92 | 76 | 87 | 114 | 109 | 112 | 103 | 115 | 131 | 114 | 108 | 121 | 105 | 119 | 113 | 103 | 112 | 99 | 117 | 86 | 110 | 121 | 115 | 103 | 109 | 115 | 109 | 109 | 100 | 114 | 104 | 118 | 115 | 101 | 103 | 88 | 88 | 91 | 80 | 85 | 84 | 73 | 73 | 63 | 43 |
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