>log-odds matrix Ar_nuclearreceptor_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 5 -83 41 10 46 -493 126 -239 -10000 -10000 195 -302 -29 -88 -175 123 196 -10000 -637 -341 -10000 199 -10000 -564 149 -10000 -2 -227 -206 67 -50 55 -64 -32 64 0 26 -134 100 -130 -311 -57 -640 168 -871 -10000 200 -10000 -394 -10000 -618 197 109 -220 -63 1 -249 192 -669 -584 -234 118 -322 51 -23 -17 22 13 >log-odds matrix Ascl2_bHLH_DBD dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 143 -129 -48 -246 58 -106 101 -642 -466 198 -10000 -625 193 -10000 -10000 -239 -364 -192 179 -227 -467 197 -526 -626 -425 -10000 -10000 198 -10000 -624 199 -524 -374 136 -242 23 -141 16 -169 114 >log-odds matrix Atf4_bZIP_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 119 -106 -84 -56 -12 -327 138 -142 -194 -10 115 -77 180 -173 -214 -10000 -10000 -705 -10000 200 -815 -10000 199 -656 200 -10000 -10000 -812 -10000 31 -746 146 -10000 -627 200 -10000 -10000 194 -10000 -267 200 -10000 -10000 -10000 200 -709 -10000 -10000 -10000 -95 -315 175 66 112 -242 -412 >log-odds matrix ATF7_bZIP_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -30 45 -22 -6 9 -99 59 -12 172 -400 -64 -716 -878 -1024 -682 200 -767 -956 187 -159 199 -924 -639 -866 -793 199 -720 -616 -594 -908 199 -1025 -760 -825 -598 199 -103 181 -676 -797 200 -1124 -663 -878 -637 11 -395 151 22 75 -118 -48 23 3 29 -77 >log-odds matrix Atoh1_bHLH_DBD dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 113 -147 32 -234 103 38 -79 -361 -268 193 -507 -10000 193 -376 -299 -10000 -413 -489 -113 179 190 -190 -10000 -10000 -359 -605 -573 196 -705 -805 195 -310 -292 -14 55 58 -132 63 -135 73 >log-odds matrix Barhl1_homeodomain_DBD monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 0 17 31 -67 -18 53 -82 14 -145 -495 -10000 185 179 -10000 -756 -92 199 -10000 -505 -795 141 -322 -125 -29 -248 125 -323 41 -82 -280 151 -118 -11 -8 44 -37 -65 7 -126 92 >log-odds matrix Barhl1_homeodomain_DBD_2 monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -37 5 44 -26 -47 46 -48 25 -155 -539 -10000 186 195 -10000 -494 -317 199 -10000 -534 -904 13 -283 -61 108 -69 -58 -64 105 -36 -275 147 -174 -46 39 23 -34 -67 17 -39 57 >log-odds matrix Barhl1_homeodomain_DBD_3 dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 -253 -539 -1009 193 188 -697 -514 -180 199 -845 -503 -722 77 -395 -131 87 -147 49 -163 94 -87 -399 165 -202 -70 34 29 -16 -130 41 -107 84 -49 34 56 -89 -44 55 -94 35 -257 -528 -909 193 185 -10000 -531 -141 200 -10000 -770 -770 87 -429 -125 76 -186 64 -165 89 -69 -375 160 -184 >log-odds matrix BARX1_homeodomain_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -96 119 -174 -15 45 37 0 -153 152 -96 -133 -214 -631 -595 -712 199 -633 -309 -655 195 193 -592 -492 -277 152 -238 -202 -53 136 -174 -198 -18 76 -296 -235 99 135 -178 -113 -52 12 20 5 -45 -135 152 -152 -134 16 -11 87 -292 145 -67 -172 -156 -704 -704 -10000 199 -452 -289 -678 193 185 -531 -384 -172 >log-odds matrix BCL6B_C2H2_DBD monomeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -10000 -157 -10000 187 -398 -10000 197 -557 -10000 199 -10000 -553 -10000 -10000 -10000 200 -10000 -10000 -10000 200 -10000 -10000 -474 199 -10000 200 -10000 -10000 -10000 -244 -93 172 200 -10000 -10000 -10000 -10000 -10000 200 -10000 -10000 -10000 200 -10000 199 -10000 -518 -10000 200 -10000 -10000 -10000 -10000 -476 -10000 199 -10000 -183 -10000 189 31 141 -334 -10000 112 80 -358 -10000 >log-odds matrix BHLHB3_bHLH_full dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -18 36 40 -95 -210 -403 94 83 -692 200 -10000 -10000 198 -508 -594 -560 -10000 200 -953 -698 -533 -718 199 -10000 -474 -425 -595 196 -10000 -744 199 -667 99 94 -598 -367 -87 115 -95 -47 >log-odds matrix Cebpb_bZIP_DBD dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 108 -50 12 -346 -858 -626 -726 199 -735 -709 -193 190 83 -767 97 -196 -374 183 -563 -150 -135 -488 182 -437 -114 170 -813 -181 199 -482 -747 -10000 199 -770 -758 -716 -604 42 -289 133 >log-odds matrix CENPB_CENPB_full monomeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -135 167 -919 -125 -386 194 -851 -334 -945 200 -1045 -664 -315 -305 186 -287 -764 122 -75 10 66 -115 -28 19 -241 -187 -10000 182 29 23 -27 -37 -11 34 8 -42 64 -76 -88 39 110 -131 14 -152 -239 190 -709 -390 -91 -427 177 -10000 146 -180 -506 -9 187 -242 -470 -293 >log-odds matrix CLOCK_bHLH_DBD dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 108 -162 -21 -52 148 -86 -79 -357 -333 195 -579 -579 193 -449 -290 -10000 -289 186 -10000 -208 -155 -10000 187 -10000 -520 -447 -447 196 -10000 -520 196 -361 -743 -19 -65 131 -27 25 -146 69 >log-odds matrix CREB3_bZIP_full dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 1 -1 45 -65 -187 -59 -64 128 -275 -10000 153 -6 20 137 -533 -200 -327 183 -208 -327 200 -10000 -10000 -626 -10000 200 -10000 -10000 -524 -10000 198 -582 -656 -656 -10000 199 -274 188 -306 -406 191 -532 -274 -374 -347 56 -147 105 -51 119 -140 -64 62 -63 34 -85 >log-odds matrix CREB3L1_bZIP_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -181 -71 -132 143 -232 -314 178 -197 -80 171 -455 -321 -248 176 -262 -193 199 -10000 -571 -641 -972 200 -972 -691 -906 -806 200 -1006 -769 -621 -743 199 -195 -251 172 -188 -241 -385 164 -68 -162 168 -287 -161 120 -95 -39 -126 >log-odds matrix CTCF_C2H2_full monomeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 86 -245 -78 50 -53 -333 160 -257 -10000 191 -10000 -208 -562 -10000 198 -520 -200 190 -833 -580 -579 199 -10000 -10000 102 86 -379 -357 -499 136 -10000 49 -10000 200 -1112 -10000 -659 -618 -728 199 161 -358 -109 -135 -509 -93 168 -201 -418 63 -10000 126 -1007 -10000 198 -415 -265 -448 155 -20 -72 17 -494 116 54 31 -23 -115 >log-odds matrix CUX1_CUT_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 187 -455 -298 -242 -391 -316 -429 191 -351 186 -405 -223 33 -415 140 -444 194 -462 -445 -386 -171 -321 -474 183 75 3 -109 -27 63 17 -46 -73 -13 39 8 -47 -45 -49 -36 83 48 -171 56 -28 188 -454 -298 -267 -430 -384 -471 194 -379 193 -437 -372 71 -395 118 -460 193 -462 -431 -335 -185 -363 -496 185 >log-odds matrix CUX1_CUT_DBD_2 dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 187 -490 -343 -222 -393 -339 -455 192 -342 184 -396 -196 21 -449 147 -507 194 -498 -437 -380 -178 -313 -474 183 56 24 -129 -10 74 4 -66 -59 0 31 12 -56 -7 34 3 -39 -26 -66 -36 81 54 -189 61 -43 189 -471 -315 -274 -425 -352 -445 193 -408 192 -445 -303 70 -401 118 -440 192 -441 -399 -324 -180 -377 -481 185 >log-odds matrix CUX1_CUT_DBD_3 monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -117 -99 -194 148 98 -198 26 -78 197 -591 -509 -529 -652 -447 -641 198 -701 196 -696 -347 56 -462 130 -565 198 -718 -626 -482 -543 -609 -780 198 105 -40 -72 -81 35 25 -70 -12 >log-odds matrix Dlx1_homeodomain_DBD monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 0 23 16 -50 -219 103 -448 76 172 -185 -242 -210 187 -230 -461 -344 -1121 -559 -662 199 -323 -188 -326 181 186 -416 -503 -188 9 27 -42 -2 >log-odds matrix DLX5_homeodomain_FL monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 3 9 16 -32 -186 79 -450 96 175 -193 -315 -188 181 -243 -310 -236 -291 -323 -316 187 -208 -323 -259 180 187 -445 -469 -194 5 8 -54 29 >log-odds matrix DUXA_homeodomain_DBD dimeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -18 30 -39 16 -78 -53 -189 130 135 -569 48 -442 197 -543 -456 -569 -123 31 -135 96 -440 63 -39 72 -402 -12 -169 144 183 -235 -260 -369 197 -521 -470 -521 -10000 -799 -567 199 -10000 185 -655 -138 177 -336 -251 -169 52 -51 16 -42 >log-odds matrix E2F3_E2F_DBD dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 127 -128 -34 -139 169 -398 -67 -371 188 -706 -629 -168 176 -725 -694 -72 161 -778 -295 -30 -90 -718 19 121 -440 -106 173 -261 -1080 -967 200 -10000 -924 200 -10000 -865 -877 -899 200 -1057 -971 200 -10000 -10000 -922 197 -388 -815 197 -429 -10000 -453 194 -794 -679 -273 193 -930 -788 -255 183 -671 -696 -124 -5 -4 -83 58 -87 -27 49 29 >log-odds matrix E2F7_E2F_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -25 -187 -53 113 -265 -509 -373 190 -10000 -633 -10000 200 -10000 -790 -10000 200 -10000 200 -691 -10000 -10000 199 -460 -10000 -10000 200 -10000 -10000 -696 -796 200 -10000 -10000 200 -10000 -10000 -10000 197 -387 -796 199 -10000 -10000 -552 198 -788 -629 -529 193 -682 -10000 -239 143 -682 -682 37 >log-odds matrix E2F8_E2F_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -297 -297 -455 189 -10000 -295 -10000 195 -10000 -10000 -454 198 -10000 199 -10000 -463 -10000 196 -10000 -304 -10000 199 -461 -10000 -302 -222 187 -10000 -10000 199 -10000 -460 -363 191 -263 -10000 191 -441 -282 -441 200 -10000 -10000 -10000 188 -343 -443 -243 >log-odds matrix EBF1_EBF_full dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 152 -175 -122 -134 -59 -48 -21 81 -361 -97 -10000 177 -10000 200 -701 -860 -703 198 -662 -445 -10000 199 -10000 -601 54 2 -262 45 101 -233 -89 32 -423 -603 197 -10000 -195 -570 190 -10000 -603 -10000 197 -416 189 -462 -231 -412 65 60 -141 -89 -63 -8 -225 114 >log-odds matrix EGR1_C2H2_DBD monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 0 -5 -70 51 104 66 -278 -220 -628 196 -501 -369 -125 -554 177 -283 -10000 197 -501 -435 -658 199 -10000 -578 -10000 189 -474 -200 138 46 -10000 -605 -626 199 -10000 -759 -371 -446 190 -273 -464 191 -440 -264 145 -186 -81 -121 16 -1 -100 47 10 -39 -84 69 >log-odds matrix ELF4_ETS_full monomeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 118 -128 -73 -46 158 -169 -397 -66 -72 151 -213 -163 -403 183 -141 -812 -229 192 -546 -10000 -826 -10000 200 -10000 -10000 -10000 200 -726 199 -10000 -654 -654 198 -522 -655 -555 -289 -415 192 -573 -606 -225 -325 188 60 -168 80 -123 >log-odds matrix ELK1_ETS_full dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -41 53 -27 -3 181 -304 -160 -475 -773 185 -222 -242 -202 -10000 -574 190 -984 -751 -10000 200 -997 200 -10000 -838 -10000 200 -10000 -895 -704 -579 198 -545 -801 94 105 -801 -510 196 -635 -386 -612 -557 198 -670 -705 -559 199 -688 197 -544 -436 -653 184 -438 -554 -155 -19 -115 140 -474 -206 59 -187 99 -7 -49 66 -40 >log-odds matrix EMX1_homeodomain_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -132 44 -247 105 129 5 -219 -176 185 -259 -397 -267 -512 -338 -418 193 -235 -231 -391 182 186 -487 -369 -192 55 -78 80 -225 -166 107 -111 16 -128 -334 -382 177 190 -504 -272 -335 196 -497 -415 -568 -210 -337 -258 181 -123 -205 26 109 132 -282 10 -179 >log-odds matrix EN1_homeodomain_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -255 -366 -416 189 178 -436 -145 -281 197 -555 -514 -455 -351 -442 -289 190 -224 -322 -127 171 63 -522 124 -386 -268 49 122 -328 -97 43 -55 54 -358 122 -347 58 167 -160 -204 -197 186 -277 -456 -245 -489 -454 -464 196 -171 -196 -501 177 178 -348 -267 -167 >log-odds matrix EOMES_TBX_DBD monomeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 88 -143 -11 -21 172 -424 -124 -219 -97 -179 150 -141 -677 -477 197 -474 -711 -213 -571 191 -810 -827 200 -968 -260 -96 -493 172 -378 -240 176 -156 198 -648 -466 -670 128 -105 -198 -27 91 -27 -83 -47 72 -81 -81 28 3 7 -33 19 >log-odds matrix EOMES_TBX_DBD_2 dimeric: alength= 4 w= 20 n= 0 bayes= 0 E= 0 -299 -241 -361 185 0 113 -67 -247 153 -420 -34 -186 -928 199 -670 -511 177 -450 -88 -830 -291 187 -274 -401 -87 113 -66 -65 -124 -58 -231 144 12 -48 -56 60 -17 21 2 -9 -1 -27 9 16 58 -139 32 -18 140 -226 -53 -111 -71 -75 114 -74 -349 -260 185 -272 -508 -27 -359 161 -725 -587 199 -799 -170 -34 -361 150 -242 -143 148 -63 187 -437 -225 -346 >log-odds matrix ERG_ETS_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 122 -154 -36 -89 -54 144 -103 -329 -67 175 -680 -1050 -1025 -1025 200 -1025 -867 -10000 200 -10000 200 -925 -925 -925 118 -183 -1036 53 184 -941 -144 -432 -767 -694 -794 199 -609 199 -609 -926 -562 199 -680 -926 -719 -468 174 -72 -211 -66 137 -87 -8 -32 -162 95 >log-odds matrix ESR1_nuclearreceptor_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 93 -90 -27 -47 139 -468 42 -10000 -10000 -10000 192 -227 -632 -10000 200 -10000 -10000 -10000 -552 199 -683 199 -10000 -583 191 -10000 -206 -10000 -27 137 -130 -250 -57 24 85 -154 60 -82 87 -358 -10000 -254 -706 193 -631 -10000 200 -10000 199 -695 -695 -10000 -10000 199 -585 -10000 -297 195 -10000 -10000 -10000 -19 -454 162 -188 -92 70 66 >log-odds matrix Esrra_nuclearreceptor_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 21 -10000 27 71 195 -10000 -291 -10000 -10000 -10000 200 -675 -10000 -618 196 -360 -57 -10000 -531 172 -10000 134 -278 40 180 -10000 -97 -10000 -567 -108 85 77 -553 -86 -346 174 -18 151 -191 -10000 200 -10000 -10000 -10000 199 -10000 -529 -10000 -10000 -10000 200 -620 -520 -10000 199 -10000 -529 -762 -10000 199 -10000 180 -597 -100 185 -338 -178 -10000 >log-odds matrix Esrra_nuclearreceptor_DBD_2 monomeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 -400 -134 -25 144 -334 -197 -454 185 -530 187 -169 -835 200 -10000 -822 -10000 200 -10000 -822 -10000 -1023 -864 200 -706 -10000 -922 200 -864 -766 -678 -454 198 -10000 193 -257 -490 191 -772 -211 -931 -69 -177 -444 160 >log-odds matrix ESRRA_nuclearreceptor_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 186 -513 -181 -419 194 -459 -360 -515 -384 -312 190 -343 -652 -535 198 -557 -253 -481 -115 174 -539 184 -381 -159 154 -527 -23 -223 -8 -91 -167 114 -31 -20 -116 91 -234 166 -108 -264 197 -815 -396 -638 199 -730 -582 -1047 -734 -893 196 -321 -1049 -890 199 -558 -224 -652 -133 176 -814 185 -379 -160 186 -641 -157 -526 >log-odds matrix ESRRA_nuclearreceptor_DBD_2 dimeric: alength= 4 w= 19 n= 0 bayes= 0 E= 0 -134 123 13 -252 180 -591 -132 -324 195 -583 -328 -883 -427 -606 189 -210 -650 -704 199 -759 -197 -535 -162 176 -768 180 -227 -176 167 -532 -43 -406 12 25 -133 41 18 3 -79 34 -218 16 -121 116 -214 111 56 -294 185 -667 -193 -292 197 -550 -407 -912 -512 -811 191 -231 -664 -608 199 -708 -172 -601 -125 171 -773 180 -321 -131 166 -622 -34 -484 >log-odds matrix ETS1_ETS_DBD dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 140 -140 -43 -207 -104 150 -63 -466 -7 158 -444 -900 -958 -958 200 -958 -958 -858 200 -10000 199 -659 -627 -727 128 -244 -633 47 29 -386 143 -591 -466 55 -263 123 118 -283 63 -469 -473 152 -312 -3 102 -506 -294 86 -293 -548 -461 193 -528 198 -579 -660 -627 199 -627 -701 -605 -367 162 -27 -291 -4 122 -82 -74 -16 -133 108 >log-odds matrix ETV6_ETS_full dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -136 139 -54 -177 -83 163 -230 -284 -419 -319 191 -354 -249 -262 185 -411 197 -626 -539 -439 195 -369 -477 -569 -126 67 99 -869 -340 186 -672 -193 -548 -938 199 -938 -838 -938 200 -10000 197 -828 -375 -705 199 -653 -726 -704 -128 -384 181 -751 -590 36 -400 140 48 -110 87 -166 >log-odds matrix FOXB1_forkhead_DBD multimer: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -92 -162 138 -88 161 -163 -138 -200 188 -516 -299 -251 -10000 -395 -533 197 -304 -10000 194 -433 193 -354 -381 -481 -352 181 -10000 -130 196 -612 -331 -10000 -544 196 -398 -512 102 -187 58 -234 -122 -371 175 -302 -104 149 -123 -188 -133 -212 141 -48 118 -34 -84 -137 >log-odds matrix FOXB1_forkhead_DBD_2 monomeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 39 -275 -326 128 148 -287 -36 -177 9 -310 -219 138 -82 -524 174 -404 -336 -294 -403 189 149 16 -454 -458 188 -313 -10000 -229 194 -525 -525 -305 -596 37 -407 140 194 -10000 -351 -360 -1 -158 -162 123 >log-odds matrix FOXB1_forkhead_full monomeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 16 -10000 -201 140 -278 -339 191 -648 -10000 -460 -541 198 177 -113 -336 -529 185 -236 -314 -353 193 -428 -306 -545 -306 129 -375 45 195 -543 -10000 -318 58 -78 -46 27 >log-odds matrix Foxc1_forkhead_DBD dimeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 27 -332 138 -358 -135 -151 -397 167 182 -131 -564 -420 195 -346 -578 -466 197 -839 -374 -10000 -698 73 -856 122 199 -735 -835 -677 200 -10000 -10000 -735 193 -380 -374 -419 -326 173 -475 -88 192 -355 -313 -565 >log-odds matrix Foxc1_forkhead_DBD_2 monomeric: alength= 4 w= 7 n= 0 bayes= 0 E= 0 126 -407 63 -10000 -269 -98 -10000 174 170 -64 -355 -593 186 -370 -273 -284 197 -540 -10000 -382 -515 162 -10000 -15 199 -10000 -538 -10000 >log-odds matrix FOXC1_forkhead_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 31 -75 -41 50 25 -206 134 -453 -34 -112 -282 138 91 57 -655 -68 197 -501 -497 -516 196 -523 -470 -481 -10000 -162 -684 187 187 -571 -160 -846 -402 -559 -511 196 -473 -570 -453 196 -168 -704 93 82 147 -333 -145 -38 -429 132 -198 26 81 -91 -68 14 >log-odds matrix Foxg1_forkhead_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 175 -507 -73 -696 -10000 -372 -742 197 200 -10000 -10000 -10000 200 -10000 -673 -10000 200 -10000 -10000 -667 -802 198 -10000 -414 200 -10000 -10000 -10000 161 -10000 -10000 -8 22 -51 106 -430 -281 -299 -327 186 -84 -10000 178 -10000 -10000 -759 -10000 200 137 50 -10000 -10000 200 -10000 -10000 -10000 200 -703 -10000 -10000 -10000 198 -10000 -387 199 -700 -700 -10000 >log-odds matrix Foxg1_forkhead_DBD_2 multimer: alength= 4 w= 12 n= 0 bayes= 0 E= 0 13 127 -131 -331 -16 112 -283 -34 -10000 -10000 199 -511 -10000 -615 198 -456 188 -10000 -10000 -162 -272 189 -489 -309 192 -254 -435 -10000 -10000 198 -10000 -421 176 -192 -234 -270 162 -97 -168 -317 -252 -352 -202 180 -335 152 -203 -35 >log-odds matrix FOXG1_forkhead_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 121 -10000 74 -566 -474 -315 -10000 194 197 -366 -10000 -10000 200 -10000 -10000 -10000 199 -10000 -10000 -497 -10000 197 -10000 -357 200 -10000 -10000 -10000 199 -10000 -497 -10000 -239 -116 -168 161 39 -562 19 62 -262 -10000 194 -10000 -529 -10000 -10000 199 200 -10000 -10000 -10000 200 -10000 -10000 -10000 200 -10000 -10000 -10000 -10000 200 -10000 -10000 199 -604 -10000 -604 >log-odds matrix FOXI1_forkhead_full dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 120 -278 43 -227 -422 -771 -10000 198 -190 -746 190 -10000 -10000 -514 -10000 199 -406 -10000 29 144 -726 -10000 -32 167 199 -602 -10000 -602 -669 196 -647 -366 -26 -909 166 -10000 -422 -398 193 -369 -90 -630 -654 178 178 -84 -10000 -10000 198 -457 -10000 -653 194 -10000 -432 -319 -504 197 -770 -420 192 -267 -719 -419 171 -215 -290 -148 >log-odds matrix FOXJ2_forkhead_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -29 -352 162 -679 -199 -315 -486 185 178 -111 -865 -336 196 -442 -754 -405 199 -611 -711 -594 -536 182 -816 -115 199 -812 -712 -631 138 -552 44 -583 -66 -357 -560 171 133 32 -406 -253 192 -296 -437 -475 184 -180 -409 -354 -152 176 -588 -198 196 -554 -410 -466 >log-odds matrix FOXJ2_forkhead_DBD_2 dimeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -29 -386 163 -606 -245 -215 -499 183 182 -235 -588 -199 187 -363 -435 -221 196 -484 -547 -459 -416 172 -554 -65 195 -662 -297 -815 45 -373 -455 133 120 19 -475 -92 168 -192 -377 -116 189 -303 -289 -437 -107 162 -401 -135 188 -350 -294 -347 >log-odds matrix FOXK1_forkhead_DBD multimer: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -441 193 -342 -429 -490 -537 198 -10000 -783 -435 193 -294 200 -10000 -799 -10000 -10000 200 -10000 -10000 200 -10000 -861 -10000 -10000 198 -521 -469 197 -579 -518 -438 198 -10000 -712 -458 -296 -655 -224 187 >log-odds matrix FOXO1_forkhead_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 30 -352 142 -698 -137 -451 -525 183 174 -60 -10000 -10000 196 -329 -10000 -629 199 -629 -10000 -629 -10000 191 -616 -216 197 -631 -531 -431 -517 -675 -10000 199 -294 -10000 195 -711 -10000 -10000 -10000 200 -676 -676 -396 197 -10000 -10000 -97 180 187 -408 -282 -282 -530 182 -10000 -117 >log-odds matrix FOXO1_forkhead_DBD_2 multimer: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -121 -136 -91 140 -100 -262 -270 167 -290 -185 -248 177 -401 190 -443 -269 -353 193 -541 -353 -10000 198 -536 -495 -399 193 -441 -382 194 -418 -459 -401 -595 199 -10000 -695 193 -260 -487 -10000 -169 163 -188 -160 -31 -107 113 -92 >log-odds matrix GABPA_ETS_full monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 125 -76 -24 -244 -301 188 -262 -513 -274 194 -10000 -665 -10000 -10000 200 -10000 -10000 -561 198 -461 199 -560 -10000 -10000 165 -695 -314 -42 -69 -289 170 -10000 -431 -87 -265 170 70 -183 46 -46 >log-odds matrix GATA3_GATA_DBD monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 91 -22 -182 -3 -10000 -10000 200 -10000 200 -10000 -10000 -10000 -10000 -10000 -10000 200 164 -220 -269 -94 130 -112 -60 -128 -79 27 86 -130 57 -25 31 -119 >log-odds matrix GCM1_GCM_DBD monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -101 44 -6 24 171 -300 -94 -379 -676 -776 -589 199 -79 -488 176 -858 -277 183 -253 -287 -307 -763 171 -73 -10000 -10000 200 -934 -834 -934 200 -10000 -470 -67 -570 173 118 -121 -32 -101 >log-odds matrix GCM1_GCM_full dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 129 -116 -4 -285 -323 -118 -302 174 85 -299 103 -526 -84 133 -251 -42 -163 -466 110 58 -642 -683 197 -403 -840 -515 199 -740 -944 2 -368 154 122 -561 71 -619 -426 196 -403 -712 -577 197 -477 -539 53 102 -466 -104 -250 -259 154 -41 -443 146 -310 11 163 -110 -377 -146 -47 -23 -45 76 >log-odds matrix GLI2_C2H2_DBD monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -248 -242 169 -128 146 -38 -107 -766 -267 193 -719 -488 -680 199 -648 -643 161 -148 -217 -149 -637 199 -704 -1012 37 143 -577 -742 -156 166 -398 -123 170 -376 -79 -335 -40 113 -89 -95 31 -45 73 -144 47 -79 -11 15 13 54 -109 -2 -108 -34 114 -91 >log-odds matrix GLI2_C2H2_DBD_2 monomeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -64 -156 140 -142 -178 170 -193 -241 -455 -523 194 -338 182 -146 -381 -476 -592 198 -592 -551 -10000 199 -550 -650 196 -414 -594 -472 -619 198 -534 -619 98 10 -62 -172 -66 154 -243 -185 14 -238 -150 124 26 -167 103 -119 >log-odds matrix GLIS1_C2H2_DBD monomeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 109 28 -392 -77 -966 -578 183 -125 200 -10000 -804 -763 -10000 200 -923 -10000 -822 200 -922 -864 -10000 200 -677 -10000 -865 200 -791 -924 -10000 200 -10000 -739 -756 200 -782 -914 196 -918 -344 -818 -10000 200 -10000 -10000 -850 -10000 199 -564 156 -893 -593 5 71 -38 -10000 68 -842 -891 199 -665 -87 96 -23 -61 >log-odds matrix GLIS2_C2H2_DBD monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -245 -118 120 12 165 -147 -100 -802 -650 199 -650 -576 -608 199 -10000 -808 -529 197 -10000 -429 -709 200 -10000 -10000 -232 192 -10000 -613 -254 181 -824 -161 25 -485 140 -280 -662 187 -340 -210 32 -335 131 -252 101 -391 -4 -8 73 11 -113 -32 -446 -82 168 -238 >log-odds matrix GMEB2_SAND_DBD monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 96 -534 -174 79 146 -10000 32 -803 -645 199 -803 -10000 -803 -10000 200 -803 -10000 -303 -10000 196 155 -378 0 -848 189 -240 -581 -367 -128 137 -20 -304 -433 179 -478 -112 195 -608 -312 -708 -10000 200 -10000 -10000 -10000 -227 192 -810 -803 -57 -803 173 142 -10000 -602 38 >log-odds matrix GMEB2_SAND_DBD_2 monomeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -165 8 -135 116 182 -411 -147 -439 -719 199 -702 -761 -864 -542 196 -358 -126 -132 -579 166 168 -221 -172 -182 155 -68 -147 -358 -102 142 -127 -128 -196 -29 -18 103 -339 9 73 24 178 -451 -121 -340 -490 193 -267 -655 -624 -454 195 -357 -303 21 -344 139 175 -195 -192 -304 >log-odds matrix GRHL1_CP2_DBD monomeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 120 -269 6 -98 171 -279 -210 -152 -10000 190 -200 -661 -217 137 -157 -23 -108 -154 126 -34 -518 -529 198 -10000 -17 -165 -306 142 -30 8 -222 94 -31 -63 -78 98 114 -201 -76 -5 135 -338 -181 10 -780 200 -10000 -880 -52 129 -143 -104 -80 -311 158 -168 -10000 -342 196 -793 -132 -290 -420 177 -226 -73 -249 159 >log-odds matrix GRHL1_CP2_DBD_2 dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 116 -100 -68 -65 176 -395 -162 -221 191 -570 -422 -260 -888 200 -10000 -930 -182 181 -474 -249 -143 -311 169 -185 -1030 -10000 200 -956 -150 -366 -615 183 -252 -68 -526 167 -75 34 -173 88 >log-odds matrix Hic1_C2H2_DBD dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 55 -231 110 -245 -970 -611 -589 199 -262 -688 194 -869 -10000 199 -465 -951 -689 200 -947 -947 177 -124 -625 -265 36 5 62 -279 -384 187 -293 -271 -203 122 -168 15 -207 31 -39 81 115 -438 73 -372 -10000 -613 -739 199 -260 -612 193 -970 -10000 197 -391 -694 -850 198 -417 -950 162 -32 -619 -323 80 -26 -5 -110 -308 180 -323 -178 >log-odds matrix Hic1_C2H2_DBD_2 dimeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 103 -211 59 -222 -554 -278 -531 193 -174 -244 179 -412 -580 198 -453 -10000 -499 198 -650 -536 167 -50 -988 -316 116 -47 -28 -216 -165 152 -124 -137 -77 81 -55 -3 >log-odds matrix HIC2_C2H2_DBD monomeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 88 -184 69 -194 -10000 -342 -10000 197 -158 -206 173 -329 -574 199 -646 -10000 -163 186 -10000 -451 26 149 -10000 -10000 103 -78 8 -162 -67 85 2 -84 -69 50 -29 19 >log-odds matrix HINFP1_C2H2_full monomeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -263 126 -42 -51 97 -15 -36 -146 99 -162 65 -303 -695 165 -35 -414 -10000 -318 193 -367 -10000 -10000 -10000 200 -10000 195 -300 -10000 -10000 199 -10000 -512 -10000 -208 185 -264 -672 190 -282 -314 -32 -95 82 -13 -45 -33 55 2 >log-odds matrix HINFP1_C2H2_full_2 dimeric: alength= 4 w= 20 n= 0 bayes= 0 E= 0 -383 -859 196 -513 -10000 200 -10000 -10000 -10000 -10000 200 -10000 -10000 -10000 200 -635 200 -888 -10000 -656 -10000 200 -794 -10000 -10000 -113 182 -587 -554 26 -91 117 -177 40 -104 93 -136 6 134 -469 -470 148 -232 -5 154 -410 -17 -268 109 -63 25 -516 -10000 175 -63 -10000 -10000 -10000 200 -805 -616 -916 -684 199 -10000 200 -10000 -10000 -781 200 -10000 -10000 -10000 -699 200 -799 -725 197 -513 -474 >log-odds matrix HINFP1_C2H2_full_3 dimeric: alength= 4 w= 19 n= 0 bayes= 0 E= 0 -255 -451 192 -10000 -686 200 -10000 -786 -10000 -10000 200 -10000 -990 -581 198 -538 199 -551 -10000 -10000 -10000 200 -837 -837 -10000 18 152 -811 -304 -16 -34 113 -274 -79 -9 122 -469 98 90 -302 115 -43 -53 -154 111 -129 46 -405 -682 168 -35 -10000 -10000 -10000 200 -10000 -10000 -665 -507 199 -724 200 -10000 -10000 -10000 200 -10000 -821 -952 -852 200 -10000 -603 197 -426 -776 >log-odds matrix HMBOX1_homeodomain_DBD monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 66 54 -67 -161 -166 83 -105 51 -222 -380 -247 182 158 -10000 -16 -322 -733 -266 193 -601 -360 -830 -598 196 -69 -293 -558 169 186 -640 -432 -173 100 35 -153 -142 -61 82 27 -140 >log-odds matrix HNF1A_homeodomain_full dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 56 -54 -2 -23 88 -319 92 -258 -345 -196 -219 178 -76 -119 -318 152 197 -1023 -387 -801 190 -258 -889 -338 -164 -323 -915 184 -8 8 36 -49 190 -872 -348 -254 -247 -824 -222 185 -642 -398 -982 197 170 -419 -170 -141 181 -254 -188 -453 -153 172 -272 -223 17 -5 -64 34 >log-odds matrix HNF4A_nuclearreceptor_DBD dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 -35 30 73 -164 109 -318 77 -446 -418 -750 190 -233 -643 -743 -426 197 -133 134 -42 -164 -322 186 -596 -198 195 -10000 -306 -587 197 -10000 -463 -444 195 -10000 -281 -10000 -10000 -10000 200 -10000 -10000 -10000 -741 200 -255 144 -154 -38 -687 195 -10000 -306 159 -391 -130 -93 41 -73 -240 91 -273 141 -10000 26 >log-odds matrix HNF4A_nuclearreceptor_full dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 5 -113 121 -240 25 -576 148 -650 -864 -775 200 -736 -306 -611 167 -54 -523 -494 -121 181 -814 199 -829 -497 199 -813 -570 -887 199 -720 -765 -720 199 -829 -567 -887 -1145 -713 200 -845 -768 -717 152 16 -789 -490 -487 197 -756 198 -722 -455 165 -634 -24 -734 >log-odds matrix HNF4A_nuclearreceptor_full_2 dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 25 -67 92 -182 59 -444 128 -542 -807 -791 200 -766 -195 -565 156 -37 -375 -325 -52 164 -790 196 -741 -353 198 -847 -406 -917 199 -811 -685 -709 198 -778 -410 -809 -783 -773 200 -876 -795 -720 -659 199 -440 181 -509 -123 -753 198 -768 -414 170 -568 -58 -416 44 10 -92 5 -8 1 -30 31 >log-odds matrix HOMEZ_HOMEZ_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 129 -112 -98 -79 171 -402 -264 -101 178 -460 -298 -131 176 -263 -678 -121 -330 196 -559 -10000 -413 -384 189 -267 198 -10000 -539 -539 -69 -444 -224 164 -107 -183 -115 148 144 -318 -271 4 50 -156 -242 104 119 -82 -233 -6 >log-odds matrix Hoxc10_homeodomain_DBD monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -7 -91 133 -10000 -510 -283 -10000 194 -158 176 -428 -213 100 -10000 100 -10000 -10000 -10000 -762 200 152 -433 -565 8 196 -10000 -10000 -320 191 -296 -10000 -319 151 -147 -220 -82 91 -30 -198 7 >log-odds matrix HOXC12_homeodomain_DBD monomeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 -46 -109 141 -277 -461 63 -619 126 157 -106 -118 -330 184 -439 -165 -409 -110 -10000 -894 182 176 -447 -514 -89 196 -821 -879 -345 196 -447 -721 -421 164 -154 -217 -165 >log-odds matrix HOXC13_homeodomain_DBD monomeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 -93 -13 66 -2 -296 187 -256 -472 -633 -394 -601 197 -378 182 -515 -143 -59 -657 173 -657 -10000 -10000 -598 199 182 -848 -748 -111 198 -631 -731 -531 200 -10000 -10000 -830 154 -132 -228 -107 31 19 -109 21 >log-odds matrix HOXD13_homeodomain_DBD monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -244 134 11 -230 -387 120 -546 70 129 30 -10000 -159 189 -10000 -278 -268 -10000 -743 -10000 200 179 -10000 -10000 -86 199 -586 -10000 -544 200 -743 -10000 -10000 169 -151 -265 -193 50 27 -124 -6 >log-odds matrix HSF1_HSF_DBD monomeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -74 -227 -187 155 -176 -392 -159 173 -406 195 -376 -633 -442 -8 -25 112 109 -13 -11 -512 -986 -706 200 -828 183 -220 -512 -242 179 -322 -338 -161 -124 80 -59 23 19 -48 61 -71 -114 -250 -231 166 -163 -248 -199 170 -216 175 -213 -241 >log-odds matrix HSFY2_HSF_DBD monomeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -11 -146 -178 127 -58 -363 -253 162 -100 166 -169 -539 -642 -177 164 -77 185 -203 -520 -303 150 -247 -310 -18 47 27 -93 -17 8 68 -10 -129 68 -105 76 -214 15 -181 -211 125 -207 -244 -392 181 -91 172 -253 -634 -10000 -74 148 -69 175 -166 -331 -214 134 -154 -185 -25 >log-odds matrix HSFY2_HSF_DBD_2 dimeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 -3 -108 -127 109 13 -444 -195 138 -311 -334 -420 190 -69 157 -133 -726 -10000 -10000 199 -579 198 -775 -775 -472 190 -551 -311 -305 -724 154 -399 2 -149 -110 149 -145 >log-odds matrix ID4_bHLH_DBD dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -27 -40 0 50 100 -214 74 -322 -10000 200 -10000 -10000 200 -10000 -623 -10000 -10000 188 -170 -10000 -399 192 -282 -605 -243 -10000 -10000 193 -296 -346 192 -10000 -262 43 -26 72 -21 69 -67 -17 >log-odds matrix IRF3_IRF_full dimeric: alength= 4 w= 21 n= 0 bayes= 0 E= 0 -30 11 47 -46 -67 31 69 -96 38 -322 118 -163 119 -838 68 -317 161 -618 -79 -148 194 -454 -469 -373 46 50 -89 -59 -503 -35 152 -162 -552 -898 199 -853 199 -834 -647 -893 199 -834 -637 -649 197 -782 -685 -393 -362 182 -218 -259 -312 156 -87 -140 -417 -979 198 -979 198 -516 -588 -756 196 -661 -711 -336 193 -592 -650 -269 -328 168 -76 -342 -123 26 -114 94 50 -149 86 -129 >log-odds matrix IRF4_IRF_full dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -12 74 -243 29 -515 181 -722 -112 -503 -744 199 -853 199 -652 -697 -667 198 -1048 -884 -469 200 -1088 -1147 -1047 -596 196 -430 -455 -883 188 -1159 -169 -764 -1089 200 -1189 200 -795 -1066 -1115 197 -1004 -898 -353 200 -956 -1147 -977 -393 184 -157 -730 -309 58 -554 124 115 -129 -101 -20 >log-odds matrix IRF5_IRF_full monomeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 83 -7 -165 -7 168 -170 -186 -232 -83 142 -193 -98 -304 193 -892 -383 -569 -540 198 -10000 200 -10000 -685 -10000 183 -10000 -621 -124 198 -406 -10000 -10000 -371 189 -242 -526 -223 96 -347 80 109 -21 -79 -122 >log-odds matrix IRF7_IRF_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 64 43 -175 -33 -157 173 -252 -264 -300 -210 173 -168 199 -632 -791 -10000 200 -10000 -10000 -790 199 -691 -791 -791 22 -62 108 -381 -492 127 -692 63 -305 -638 194 -515 196 -394 -594 -562 199 -633 -633 -791 192 -467 -518 -263 37 6 43 -161 -84 -91 -321 149 >log-odds matrix IRF7_IRF_DBD_2 dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 95 -107 35 -164 170 -446 -186 -121 158 -153 -267 -100 42 -8 -56 5 -124 164 -175 -272 -238 -954 193 -754 200 -1106 -653 -1106 199 -907 -948 -480 199 -1006 -947 -560 115 -148 -738 51 -700 -375 -531 196 -462 194 -794 -307 -195 -188 169 -210 32 -25 -20 6 -108 -245 -187 162 -108 -172 -406 166 -115 34 -125 90 >log-odds matrix IRX2_homeodomain_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -39 -40 29 33 63 -282 -64 74 186 -357 -230 -355 -274 187 -357 -320 188 -380 -249 -387 -163 43 -327 115 5 -355 127 -112 175 -298 -215 -177 -173 167 -286 -138 164 -257 -164 -134 40 -32 -233 75 -66 -21 95 -82 >log-odds matrix Irx3_homeodomain_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -383 111 -322 73 41 -515 -90 108 199 -10000 -616 -775 -10000 199 -10000 -543 200 -10000 -10000 -10000 -248 -45 -513 161 -78 -486 171 -317 174 -354 -268 -128 56 110 -363 -177 184 -269 -458 -217 127 -128 -368 13 140 -261 -349 15 >log-odds matrix ISL2_homeodomain_DBD monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 -79 -6 104 -131 -344 170 -378 -77 187 -325 -353 -264 43 127 -377 -256 -282 -356 -319 187 -258 -121 -700 176 164 -314 -494 -42 95 -124 16 -95 >log-odds matrix ISX_homeodomain_DBD dimeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -65 9 -56 70 -313 -414 -423 192 185 -498 -314 -202 190 -326 -277 -518 -200 -133 -190 162 -537 135 -207 25 -592 -97 -208 169 198 -585 -557 -677 199 -609 -728 -909 -10000 -608 -908 199 -676 -809 -663 199 194 -755 -387 -371 61 -55 23 -71 >log-odds matrix Jdp2_bZIP_DBD dimeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 193 -546 -256 -10000 -10000 -10000 -10000 200 -641 -10000 199 -541 200 -10000 -10000 -10000 -10000 147 29 -640 -10000 -10000 -10000 200 -640 200 -10000 -10000 200 -10000 -10000 -10000 -556 -147 -424 183 >log-odds matrix Klf12_C2H2_DBD monomeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -125 -350 155 -82 101 -464 96 -10000 -321 192 -446 -429 -511 196 -385 -585 195 -303 -678 -10000 -426 197 -10000 -543 -88 -863 177 -463 -10000 199 -10000 -543 -10000 196 -434 -381 -10000 197 -10000 -381 70 -108 -10000 93 -1 -13 -128 75 42 5 -145 33 -3 -38 -105 82 19 -18 -76 47 >log-odds matrix KLF13_C2H2_full monomeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 89 -172 17 -47 -19 -418 -7 108 20 -10000 149 -480 33 123 -277 -195 -182 180 -705 -212 199 -10000 -577 -10000 -10000 199 -561 -683 -500 -858 198 -641 -10000 199 -10000 -584 -652 200 -10000 -10000 -880 199 -10000 -480 -17 163 -10000 -584 -741 32 -741 146 -206 -89 -359 165 -191 -198 -178 167 -57 -98 -38 104 -76 -196 -50 129 -101 -137 110 -3 >log-odds matrix KLF16_C2H2_DBD monomeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 -20 -51 108 -167 41 125 -314 -254 -280 190 -617 -326 149 17 -368 -10000 -270 191 -466 -450 -43 -196 126 -74 -566 199 -10000 -10000 -766 199 -566 -10000 -475 190 -717 -215 6 149 -446 -338 -399 166 -447 -46 >log-odds matrix LBX2_homeodomain_DBD dimeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -44 109 -16 -203 -201 -147 -82 150 -78 54 31 -46 35 -375 125 -185 169 -195 -149 -263 -9 43 -50 1 -313 104 46 -113 -252 -20 -120 133 119 -181 19 -181 147 -10000 -12 -170 -10000 -100 -42 146 -10000 -87 -46 145 183 -10000 -117 -10000 >log-odds matrix LEF1_HMG_DBD monomeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 114 -98 -35 -99 146 -319 -20 -192 189 -475 -247 -375 -603 -43 169 -676 196 -10000 -549 -358 -466 -624 -10000 198 -416 190 -236 -565 199 -10000 -10000 -548 199 -10000 -548 -10000 197 -10000 -381 -551 -309 -355 192 -10000 -78 -88 133 -145 10 -81 96 -125 72 -182 -134 74 61 -134 -164 81 >log-odds matrix LHX2_homeodomain_DBD dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -369 67 -362 117 163 -74 -253 -287 190 -463 -261 -372 -372 -400 -327 191 -322 -283 -358 188 171 -448 -85 -291 40 43 -63 -54 -5 -13 84 -162 -195 151 -143 -93 -228 -215 -476 182 190 -316 -349 -417 196 -548 -435 -519 -469 -357 -502 194 -313 -368 -62 166 122 -564 66 -378 >log-odds matrix LHX6_homeodomain_full dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 -572 -75 -731 176 174 -349 -91 -512 199 -706 -706 -706 -10000 -797 -516 199 -10000 -235 -474 191 189 -751 -175 -10000 -201 -123 167 -276 -197 92 -144 57 4 -118 129 -343 -389 91 -161 79 -954 -421 -695 198 105 -532 92 -611 199 -492 -786 -10000 -10000 -376 -720 197 -567 -237 -264 186 152 -610 16 -856 >log-odds matrix LHX6_homeodomain_full_2 dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -440 -387 -465 194 14 -523 152 -623 188 -311 -225 -10000 -10000 -333 -316 192 -10000 -335 -280 191 -433 -462 196 -621 -10000 190 -462 -214 189 -322 -245 -10000 181 -264 -170 -534 -10000 -244 -10000 193 -10000 119 -409 74 195 -384 -490 -517 >log-odds matrix Lhx8_homeodomain_DBD monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 -143 102 -46 -20 -10000 17 -10000 152 156 -344 -5 -10000 200 -10000 -10000 -10000 -10000 -10000 -10000 200 -10000 20 -437 149 154 -10000 14 -10000 10 -14 76 -162 >log-odds matrix LHX9_homeodomain_DBD dimeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -223 -445 -504 189 190 -529 -322 -276 191 -380 -321 -380 -332 -171 -187 173 -101 -174 -58 134 20 -496 147 -409 -70 162 -10000 -165 -408 103 -595 92 150 -59 -361 -127 188 -293 -299 -405 -10000 -374 -596 197 -427 -289 -501 192 189 -562 -323 -254 >log-odds matrix LMX1B_homeodomain_DBD monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 -24 -9 -6 33 -116 23 -284 116 166 -208 -198 -153 190 -419 -467 -259 -183 -667 -463 188 -22 -194 -191 139 180 -365 -588 -127 104 -63 -34 -97 >log-odds matrix Mafb_bZIP_DBD monomeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 118 -165 -74 -29 121 -217 -178 23 99 -134 -158 37 45 -45 -35 16 -155 -32 -464 150 -811 -530 199 -678 -108 181 -696 -647 -418 -397 -814 196 -374 -553 186 -183 197 -542 -503 -542 -210 148 -67 -152 9 -198 24 58 >log-odds matrix Mafb_bZIP_DBD_2 dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 56 -106 -94 61 10 -60 28 8 -188 -34 -367 152 -550 -508 198 -908 -104 177 -608 -333 -113 -221 -293 168 -218 -351 168 -103 171 -160 -411 -155 -143 66 70 -123 -125 -455 -107 161 -35 148 -254 -198 158 -360 -131 -93 -300 -671 179 -134 -728 195 -382 -403 142 -437 -9 -158 -15 -14 -29 46 24 -147 -58 84 >log-odds matrix Mafb_bZIP_DBD_3 dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 80 -119 -125 49 6 -34 13 9 -235 20 -392 137 -437 -437 196 -652 -86 176 -645 -423 -196 -293 -386 183 -178 -324 173 -185 196 -581 -377 -598 -560 168 -223 -84 -105 -248 172 -474 -339 -185 -444 184 95 82 -335 -230 153 -318 -105 -93 -245 -540 176 -129 -650 194 -369 -387 167 -423 -156 -125 -16 7 -11 17 33 -138 -58 76 >log-odds matrix MAX_bHLH_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -383 197 -929 -829 194 -586 -354 -432 -703 191 -577 -220 -175 -580 188 -938 -404 -230 -936 190 -648 -697 198 -438 -89 63 23 -42 -16 34 -100 42 53 31 -72 -51 69 -21 -20 -64 37 38 -19 -92 -482 198 -728 -828 195 -700 -344 -441 -833 193 -701 -256 -120 -486 182 -745 -249 -191 -586 182 -730 -830 197 -354 >log-odds matrix MAX_bHLH_DBD_2 dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 94 -14 -41 -126 16 71 -18 -143 -547 199 -10000 -10000 197 -10000 -433 -553 -10000 195 -799 -296 -246 -554 192 -658 -469 -349 -648 195 -10000 -601 199 -559 -36 51 -7 -25 -62 37 -80 56 >log-odds matrix MEF2A_MADS_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -88 -183 64 70 -240 185 -649 -240 -10000 -477 -10000 199 199 -635 -10000 -593 109 -10000 -693 90 178 -714 -10000 -86 193 -10000 -10000 -232 194 -599 -10000 -270 -10000 -693 -10000 200 200 -693 -10000 -793 -80 -585 175 -459 112 41 -275 -154 >log-odds matrix MEIS1_MEIS_DBD monomeric: alength= 4 w= 7 n= 0 bayes= 0 E= 0 30 -4 -99 37 -144 -208 -290 171 -10000 -397 198 -10000 193 -280 -491 -10000 -10000 198 -10000 -408 177 -10000 -128 -255 -16 -38 64 -35 >log-odds matrix Meis2_MEIS_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -150 -192 -269 169 -302 -243 185 -347 176 -410 -203 -171 -313 188 -401 -275 193 -548 -275 -548 -253 -396 160 -45 -151 34 118 -319 -357 -222 -398 186 -242 -271 181 -279 -57 -156 -262 150 -268 159 -66 -237 151 -182 -132 -112 >log-odds matrix MEIS2_MEIS_DBD monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 -52 -115 -90 121 -352 -689 -315 192 -10000 -10000 200 -10000 191 -691 -385 -254 -524 199 -10000 -609 199 -560 -641 -10000 -227 -203 176 -258 -135 81 70 -218 >log-odds matrix MEOX2_homeodomain_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -52 50 38 -78 -245 -91 -444 170 111 71 -406 -272 198 -597 -477 -597 -562 -626 -499 198 -309 171 -450 -81 198 -565 -531 -820 -732 -437 -677 198 -33 166 -743 -444 196 -745 -371 -536 -466 -606 -602 197 -303 -66 -621 169 187 -414 -320 -253 82 -115 -28 -6 >log-odds matrix MGA_TBX_DBD dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 175 -503 -122 -260 -146 -214 169 -240 -10000 -531 199 -901 -912 -149 -812 186 -904 -904 200 -904 -278 -145 -593 180 -325 -342 144 11 198 -746 -465 -746 46 27 -129 1 15 -113 31 25 -648 -807 -10000 199 46 130 -442 -301 185 -477 -198 -316 -10000 200 -10000 -10000 191 -856 -207 -10000 -861 199 -515 -861 -417 149 -116 -55 -217 -78 -466 166 >log-odds matrix MGA_TBX_DBD_2 dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 -30 -29 108 -192 -497 -292 193 -508 -455 -5 -494 156 -701 -881 200 -10000 -163 -62 -427 157 -403 -147 163 -107 191 -730 -297 -330 149 -181 -114 -115 127 -275 -212 28 5 -247 -73 113 -59 -186 -95 135 -368 -344 -543 193 -50 144 -101 -347 167 -654 -79 -220 -778 200 -10000 -678 168 -341 -54 -838 -563 195 -340 -535 -319 116 -55 -3 >log-odds matrix MSC_bHLH_full dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 155 -10000 -38 -175 172 -81 -281 -10000 -10000 192 -260 -419 200 -10000 -10000 -10000 -10000 -75 177 -10000 -10000 194 -258 -10000 -10000 -10000 -10000 200 -10000 -10000 192 -219 -284 -110 -243 168 -10000 -119 -236 175 >log-odds matrix MSX1_homeodomain_DBD dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 -79 46 60 -89 -255 134 -356 27 166 -156 -181 -225 189 -244 -362 -470 -614 -614 -639 199 -165 -167 -450 173 182 -462 -202 -255 109 -110 -64 -39 101 -61 -71 -48 84 -105 -69 15 96 -106 -84 3 -72 65 53 -139 -175 147 -340 -25 167 -212 -105 -341 191 -312 -380 -402 -579 -589 -599 198 -286 -261 -465 187 178 -457 -173 -220 >log-odds matrix MSX1_homeodomain_DBD_2 monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 -61 62 33 -85 -291 139 -522 28 191 -316 -322 -554 200 -10000 -10000 -10000 -10000 -10000 -10000 200 -329 -307 -400 189 193 -713 -409 -290 49 -35 16 -52 >log-odds matrix MTF1_C2H2_DBD monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -378 -10000 -178 186 -227 -154 -54 146 -378 -378 -10000 195 -311 -411 194 -10000 -417 198 -10000 -10000 195 -10000 -378 -378 -319 192 -319 -10000 187 -225 -383 -383 -10000 200 -10000 -10000 -417 -10000 196 -417 -81 -298 142 -66 -10000 183 -10000 -115 150 -70 -122 -302 -309 187 -409 -250 >log-odds matrix MYBL1_MYB_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 120 -304 15 -106 -94 171 -561 -242 -18 125 -43 -10000 -368 -10000 189 -215 -395 -10000 -10000 198 -259 -217 -10000 185 134 -70 -143 -106 175 -223 -225 -230 173 -281 -229 -157 -68 159 -293 -205 -393 40 49 28 -66 -86 126 -123 >log-odds matrix MYBL1_MYB_DBD_2 dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 153 -446 -50 -146 -101 166 -252 -264 -141 169 -136 -10000 -353 -634 196 -715 -596 -443 -10000 198 -580 -612 -10000 199 198 -10000 -554 -532 197 -497 -455 -10000 -532 198 -913 -554 -294 46 81 -42 -100 -145 116 -15 -73 47 -379 96 >log-odds matrix MYBL1_MYB_DBD_3 monomeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 45 -42 -55 27 54 -7 -153 32 124 -237 0 -115 163 -342 -68 -235 -362 195 -610 -462 -268 192 -10000 -410 -10000 -10000 200 -10000 -729 -222 -629 191 -306 -33 -410 160 133 -233 -82 -48 102 -43 -100 -46 >log-odds matrix MYBL1_MYB_DBD_4 dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -131 -354 151 -59 50 -210 60 -25 -157 165 -211 -173 0 80 25 -390 -317 -372 173 -101 -308 -408 -269 187 -289 -239 -383 185 121 -454 -39 -20 49 -137 -42 55 99 -10000 -27 25 122 -290 -22 -55 -243 188 -10000 -296 -161 90 79 -354 -487 -477 197 -599 -571 -187 -276 183 -200 -152 -258 169 89 -293 37 -46 >log-odds matrix MYBL2_MYB_DBD dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 122 -355 27 -137 -185 185 -322 -692 -138 156 -71 -448 -454 -654 198 -812 -685 -611 -245 192 -678 -656 -704 199 172 -497 -93 -277 79 -62 45 -195 151 -620 12 -411 166 -305 -120 -181 -184 183 -321 -393 -187 167 -136 -276 -329 -811 196 -970 -790 -473 -166 186 -580 -453 -780 198 162 -294 -97 -182 >log-odds matrix NFAT5_NFAT_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 103 -305 86 -509 -628 -187 -814 189 -1049 -1149 200 -949 -1149 -1149 200 -891 200 -10000 -991 -10000 200 -10000 -1149 -10000 198 -10000 -627 -443 146 -438 -152 -24 -88 -151 -34 121 -290 -191 -1064 185 164 -20 -918 -583 -949 200 -10000 -949 87 -33 -245 26 25 -75 77 -98 >log-odds matrix NFATC1_NFAT_full dimeric: alength= 4 w= 20 n= 0 bayes= 0 E= 0 99 -47 -40 -90 134 -309 29 -303 -418 -15 -410 158 -748 -10000 200 -707 -520 -990 199 -10000 199 -859 -579 -1018 200 -10000 -685 -759 185 -220 -1034 -253 73 22 -22 -164 63 -189 -366 107 39 -91 -82 67 109 -58 -193 -9 5 -75 -109 93 -196 -207 -43 146 -484 -723 -315 194 -10000 -859 -10000 200 -10000 110 -719 88 -10000 198 -842 -419 63 103 -137 -556 40 -207 -27 69 >log-odds matrix NFATC1_NFAT_full_2 dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -260 -550 -214 184 -856 -715 -10000 200 -1031 -143 -10000 186 -10000 200 -986 -754 -606 185 -163 -414 144 -427 26 -491 -228 68 -265 102 77 -209 -95 63 103 -295 71 -240 -364 -66 -383 168 -447 -356 195 -570 -610 -679 199 -1049 188 -814 -163 -766 200 -784 -813 -10000 183 -225 -584 -214 >log-odds matrix NFATC1_NFAT_full_3 dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -99 -78 -19 103 -295 -664 -213 186 -10000 -10000 -1154 200 -879 -66 -754 175 -968 200 -1168 -1068 -188 181 -235 -477 197 -1008 -379 -850 -849 -323 -832 196 -537 -236 188 -328 -10000 -10000 200 -1090 176 -789 -71 -10000 200 -765 -794 -779 190 -352 -544 -274 99 -84 -14 -86 >log-odds matrix NFIA_NFI_full dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -409 -265 -596 191 -10000 -893 -544 199 -1086 -10000 200 -1054 -1054 -1286 200 -1054 -346 197 -1180 -922 148 -199 -133 -85 -12 54 -51 -11 -2 0 5 -4 -11 -71 63 -13 -92 -135 -192 149 -944 -990 196 -320 -943 200 -1043 -958 -976 200 -1176 -1076 199 -531 -929 -1029 109 -670 87 -465 >log-odds matrix NFIL3_bZIP_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -18 17 -25 21 110 -60 12 -314 -471 -538 -10000 198 -613 -572 -22 164 164 -671 -27 -449 -355 183 -372 -181 106 -359 83 -453 -445 -44 -10000 169 161 -9 -833 -675 199 -663 -637 -578 -252 80 -109 69 46 21 -53 -38 >log-odds matrix NFKB1_NFAT_DBD dimeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 146 -61 -163 -191 -905 -10000 200 -990 -10000 -1064 200 -1123 -1025 -10000 198 -394 -443 -1068 198 -751 189 -570 -198 -690 102 -758 -675 97 -749 -159 -509 186 -716 198 -925 -423 -234 193 -1129 -971 -923 200 -1123 -1023 -865 200 -1024 -824 -163 -156 -19 130 >log-odds matrix NKX2-3_homeodomain_full monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 62 -9 -22 -60 -98 122 17 -483 -596 197 -10000 -416 194 -462 -724 -327 -818 200 -10000 -10000 -10000 -10000 -701 200 -10000 -144 -10000 186 62 -93 86 -301 136 -198 -98 -57 45 25 27 -203 >log-odds matrix NR2C2_nuclearreceptor_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 29 -60 74 -118 98 -373 94 -538 -416 -614 192 -271 -426 -594 169 -51 -551 -355 -182 185 -518 166 -206 -79 194 -872 -265 -799 163 -388 -108 -149 181 -942 -101 -862 -585 -1155 198 -496 -596 -872 169 -40 -782 -413 -162 185 -422 165 -232 -71 172 -430 -69 -480 >log-odds matrix Nr2e1_nuclearreceptor_DBD monomeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 122 -115 -124 -32 109 -207 -41 -19 188 -469 -202 -508 189 -596 -186 -10000 -551 -459 198 -768 -719 -203 -407 188 -446 195 -10000 -335 194 -525 -310 -713 137 -134 -155 -55 >log-odds matrix Nr2e1_nuclearreceptor_DBD_2 dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 134 -175 12 -357 131 -143 -37 -140 -181 -584 188 -520 -482 -205 -208 180 -10000 185 -419 -156 184 -570 -156 -380 136 -147 -114 -68 31 -201 1 59 187 -469 -313 -234 182 -306 -211 -321 -519 -978 199 -819 -10000 -103 -313 176 -668 183 -334 -153 183 -463 -141 -504 >log-odds matrix NR2F1_nuclearreceptor_DBD dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 51 -132 92 -178 105 -524 89 -441 -444 -459 194 -389 -514 -632 195 -339 -463 -460 -320 193 -552 189 -377 -226 190 -513 -222 -494 146 -140 -183 -78 114 -311 22 -95 170 -598 -47 -632 -624 -526 198 -546 -542 -586 196 -371 -717 -425 -347 194 -561 189 -397 -218 189 -585 -197 -514 56 -2 -64 -16 >log-odds matrix NR2F1_nuclearreceptor_full monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 0 -176 124 -155 86 -10000 111 -523 -10000 -666 198 -478 -723 -10000 200 -823 -10000 -10000 -400 198 -10000 196 -626 -341 193 -10000 -248 -10000 76 -53 -26 -36 >log-odds matrix NR2F1_nuclearreceptor_DBD monomeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -29 96 -84 -56 127 -83 -139 -63 107 -296 69 -268 147 -10000 30 -10000 -10000 -665 200 -10000 -10000 -10000 200 -10000 -10000 -10000 -10000 200 -10000 200 -10000 -10000 199 -10000 -506 -10000 76 2 -90 -41 10 -2 54 -104 12 -29 37 -31 -111 -207 159 -182 >log-odds matrix NR4A2_nuclearreceptor_full dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 199 -797 -590 -10000 -681 -840 180 -99 -502 -861 197 -472 -565 -341 -197 186 -795 190 -518 -213 190 -773 -194 -673 82 9 -134 -36 24 -28 10 -11 -10 33 -28 -3 -55 -22 14 44 3 -106 43 20 -565 -244 -720 192 -184 -517 188 -882 184 -173 -305 -10000 -422 196 -10000 -409 -41 169 -887 -606 -882 -692 -10000 200 >log-odds matrix NR4A2_nuclearreceptor_full_2 dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 -610 -245 -477 191 -278 -570 194 -802 185 -243 -230 -10000 -398 197 -10000 -525 -56 173 -10000 -666 -10000 -589 -557 199 -510 -591 -10000 198 -10000 -304 -10000 196 192 -10000 -231 -577 198 -10000 -10000 -403 200 -10000 -636 -10000 -511 -711 173 -62 -450 -10000 198 -538 -277 -320 -267 184 -10000 188 -426 -194 174 -547 -70 -588 >log-odds matrix NR4A2_nuclearreceptor_full_3 monomeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 -82 -62 -77 114 -185 0 -51 102 -139 -135 -144 152 191 -776 -271 -356 198 -10000 -663 -454 199 -716 -647 -986 -574 -447 182 -127 -507 -421 195 -452 -491 -394 -207 187 -685 196 -521 -360 191 -671 -234 -553 >log-odds matrix NRF1_NRF_full dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -414 50 -480 132 5 -732 157 -10000 -436 198 -632 -849 -362 -718 197 -750 -947 200 -10000 -947 194 -410 -353 -521 -517 -264 -404 191 -10000 -747 200 -847 -717 197 -750 -391 -794 -420 195 -352 -678 169 -619 -42 88 -51 -67 -27 >log-odds matrix ONECUT1_CUT_DBD monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 78 -52 -3 -73 106 -147 -8 -73 141 -185 -121 -67 153 -254 -331 -27 192 -644 -241 -627 199 -764 -637 -705 -737 -763 -815 199 -678 199 -778 -937 91 -725 108 -995 199 -815 -996 -626 -814 -895 -10000 200 177 -363 -269 -151 98 -51 -169 3 43 -37 -113 51 >log-odds matrix Otx1_homeodomain_DBD dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -24 -17 21 14 8 -3 -91 52 -199 -331 -10000 187 191 -10000 -295 -318 200 -10000 -718 -10000 -415 -515 -61 170 -473 187 -167 -10000 -294 192 -10000 -345 -538 -392 180 -127 150 -7 -410 -259 -463 -463 -721 197 -236 -427 -10000 191 182 -456 -297 -169 42 -69 4 2 -3 41 -8 -41 >log-odds matrix OTX1_homeodomain_DBD monomeric: alength= 4 w= 8 n= 0 bayes= 0 E= 0 -20 15 -88 56 -303 -608 -10000 195 195 -10000 -458 -348 200 -10000 -10000 -10000 -479 -10000 -109 180 -328 190 -325 -405 -352 137 -7 -143 -165 8 85 -29 >log-odds matrix PAX1_PAX_DBD monomeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -206 127 12 -200 -880 -10000 198 -408 -233 -388 -10000 190 -869 185 -1028 -139 192 -215 -889 -10000 -933 180 -10000 -98 -879 -938 200 -879 -10000 170 -41 -10000 120 -358 -449 66 -675 -148 -921 186 -1066 13 152 -491 178 -903 -81 -10000 -43 56 15 -57 -405 -100 -526 177 -83 -710 151 -78 17 99 -17 -10000 63 32 -113 -41 >log-odds matrix PAX3_PAX_DBD dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -41 -344 -275 159 197 -598 -440 -603 199 -638 -738 -726 -781 -432 -689 198 -738 139 -502 42 42 -538 140 -816 198 -652 -514 -602 -10000 -715 -715 199 -513 -439 -560 196 175 -334 -358 -115 >log-odds matrix PAX6_PAX_DBD monomeric: alength= 4 w= 19 n= 0 bayes= 0 E= 0 -55 -135 -26 106 -132 -171 -212 162 14 -368 -218 138 -304 150 -397 -1 167 -67 -286 -436 -10000 188 -758 -165 -473 -10000 199 -843 -856 190 -193 -10000 112 -212 -656 66 -503 -222 -10000 191 -715 -25 165 -593 172 -10000 -49 -10000 13 52 -13 -83 -536 -178 -536 187 -114 -753 174 -231 81 84 -114 -835 73 -140 29 -45 -364 135 -535 43 71 -36 -208 43 >log-odds matrix PITX1_homeodomain_DBD monomeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 10 27 -4 -41 -48 52 -159 60 -187 -10000 -707 189 192 -563 -327 -327 200 -10000 -855 -10000 -279 -401 -102 172 -268 185 -322 -284 -318 172 -367 -98 -48 102 -98 -41 >log-odds matrix POU1F1_POU_DBD monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 119 -111 -96 -42 89 -231 -170 71 -123 -297 -259 171 196 -529 -410 -485 -366 -294 -445 190 -439 -573 186 -173 -290 154 -216 -45 124 -548 -626 68 188 -571 -281 -276 199 -574 -10000 -748 -291 -395 -383 190 -154 -143 38 99 162 -199 -184 -134 -40 -102 113 -83 >log-odds matrix POU2F1_POU_DBD dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -13 55 -144 32 117 -68 -255 -7 -102 -234 -398 170 5 -236 129 -167 102 88 -472 -343 170 -249 -332 -110 -171 -335 -557 184 189 -463 -505 -220 -72 -242 -330 163 -251 -337 79 100 -161 157 -316 -76 176 -286 -313 -145 60 -168 -152 87 83 -54 -40 -36 >log-odds matrix POU3F1_POU_DBD monomeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 107 -109 -150 12 -85 -176 -256 158 -38 -238 147 -191 74 103 -559 -189 187 -319 -387 -259 -439 -551 -709 197 155 -343 -287 -25 149 -178 -329 -31 52 -233 -285 115 -76 -179 -57 129 12 -18 -186 81 146 -170 -153 -76 >log-odds matrix POU4F1_POU_DBD monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 82 -41 -34 -53 -273 -211 -302 181 -54 -200 136 -100 98 93 -491 -352 190 -407 -498 -251 -332 -592 -592 195 136 -342 -291 27 161 -295 -273 -58 -107 -320 -292 171 -134 -377 -191 171 109 -99 -93 -25 195 -451 -393 -578 -184 -146 -217 165 -68 -137 104 -10 >log-odds matrix POU6F2_POU_DBD monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 116 -136 -50 -59 -58 14 98 -201 -207 172 -220 -196 -356 -379 -296 189 48 130 -410 -340 196 -350 -10000 -534 -10000 -769 -10000 200 -10000 -612 -435 198 196 -498 -527 -400 62 -59 -201 63 >log-odds matrix PRDM1_C2H2_full monomeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 49 -55 -50 27 47 -366 129 -355 177 -218 -301 -208 186 -419 -239 -314 196 -493 -425 -652 -407 -456 194 -375 -387 -96 -79 151 -361 -954 197 -954 198 -519 -593 -710 187 -599 -162 -816 197 -543 -496 -613 -564 -622 198 -609 -590 -232 -244 185 -45 -152 95 -2 32 -14 12 -40 >log-odds matrix PROX1_PROX_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -227 84 -63 45 193 -570 -323 -426 173 -215 -440 -127 -377 -10000 197 -974 195 -537 -337 -876 -479 197 -10000 -458 -594 -885 187 -162 -627 100 -673 98 -815 199 -615 -556 -777 -819 -277 194 -572 -239 -453 191 134 -61 -47 -351 >log-odds matrix RARA_nuclearreceptor_DBD dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 128 -148 -44 -110 146 -348 4 -287 173 -504 -62 -736 -10000 -632 200 -10000 -10000 -581 190 -194 -503 -471 -286 192 -495 196 -595 -395 196 -740 -331 -640 -2 -117 -254 126 -123 -55 3 90 11 -86 -239 113 76 -95 76 -339 120 -358 69 -739 -726 -726 200 -10000 -10000 -634 178 -84 -384 -601 -384 194 -510 196 -410 -491 194 -523 -297 -655 >log-odds matrix RARA_nuclearreceptor_DBD_2 dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 38 -758 142 -558 190 -708 -196 -10000 -10000 -10000 200 -10000 -758 -10000 196 -333 -10000 -482 -714 198 -652 194 -282 -10000 199 -10000 -506 -10000 156 -10000 -268 -14 189 -10000 -556 -194 198 -473 -505 -10000 -10000 -10000 200 -757 -10000 -10000 182 -108 -552 -10000 -10000 199 -10000 200 -10000 -647 200 -10000 -708 -10000 146 -245 -271 -12 -612 -10000 71 123 -10000 -27 71 62 >log-odds matrix RARA_nuclearreceptor_DBD_3 dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 161 -389 -19 -10000 -10000 -10000 200 -754 -10000 -757 193 -242 -562 -474 -411 196 -566 197 -581 -459 197 -447 -501 -747 -18 22 -202 77 -77 25 69 -70 -133 87 -124 44 136 -168 -94 -73 155 -435 1 -563 167 -446 -39 -846 -751 -10000 199 -651 -853 -573 196 -341 -518 -472 -448 196 -695 196 -425 -449 196 -699 -393 -525 >log-odds matrix Rfx2_RFX_DBD dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -209 87 45 -80 -562 -710 198 -562 -631 -595 -10000 199 -324 -285 -759 191 -195 -437 187 -491 -945 199 -10000 -545 -812 -113 -612 182 197 -494 -463 -10000 36 -226 119 -222 -577 -566 198 -647 -284 169 -218 -130 171 -396 -135 -194 184 -262 -224 -436 -300 186 -329 -284 -54 31 83 -178 >log-odds matrix RFX2_RFX_DBD dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 -128 75 27 -52 -372 -821 197 -880 -696 -652 -796 199 -95 -212 -810 170 24 -382 126 -151 -826 184 -531 -134 -1094 165 -962 -21 196 -605 -527 -377 -401 -529 -690 196 -28 -909 167 -1090 -92 -489 178 -1031 -140 121 -334 26 170 -678 -158 -126 199 -747 -663 -728 -900 197 -1181 -354 -42 17 75 -117 >log-odds matrix Rhox11_homeodomain_DBD monomeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 -54 59 -147 53 -25 -150 135 -201 -53 127 -38 -297 -499 -10000 -10000 199 -176 -10000 183 -287 -10000 -10000 -10000 200 92 -10000 -10000 108 99 -38 -119 -30 83 -3 -301 17 >log-odds matrix RHOXF1_homeodomain_full dimeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 -41 -42 116 -190 -288 -148 161 -117 126 42 -533 -201 -410 -294 -337 189 75 -73 -102 29 192 -676 -10000 -236 -189 -10000 -12 149 -10000 188 -272 -264 -292 174 -259 -151 >log-odds matrix RORA_nuclearreceptor_DBD dimeric: alength= 4 w= 19 n= 0 bayes= 0 E= 0 -5 -282 -156 135 193 -446 -706 -298 111 -651 -734 87 -161 115 10 -139 -963 -673 -508 199 145 -700 33 -891 -927 -886 199 -581 -10000 -926 200 -984 -906 -315 -369 193 -467 93 -643 104 199 -671 -689 -780 -371 -8 147 -230 -774 -384 -344 194 195 -760 -298 -744 -886 -805 199 -581 -980 -655 199 -848 -615 -428 -448 196 -862 199 -814 -499 196 -10000 -308 -872 >log-odds matrix RUNX2_RUNX_DBD dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 39 -71 -132 75 106 -164 16 -109 163 -198 -93 -310 -437 190 -269 -388 -458 191 -300 -397 -61 -409 168 -367 -434 193 -466 -338 176 -522 -285 -120 156 -266 -32 -337 170 -224 -136 -273 -215 178 -190 -379 -254 179 -262 -228 -22 -231 149 -292 -218 168 -201 -160 137 -158 -43 -154 67 -110 37 -62 >log-odds matrix RUNX2_RUNX_DBD_2 dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 31 -83 -137 86 89 -124 39 -129 174 -230 -130 -430 -652 198 -478 -652 -10000 199 -493 -710 -7 -623 154 -303 -10000 197 -481 -455 152 -232 -72 -164 76 -154 -7 2 108 -205 -121 28 134 -198 -83 -61 168 -186 -112 -434 -458 193 -426 -358 -340 191 -303 -475 27 -359 134 -250 -302 183 -363 -208 150 -188 -80 -162 68 -159 29 -25 >log-odds matrix RUNX2_RUNX_DBD_3 monomeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 95 -88 -262 45 156 -201 -88 -195 193 -242 -10000 -10000 -10000 200 -10000 -10000 -10000 200 -10000 -10000 18 -556 147 -382 -10000 200 -10000 -10000 177 -202 -208 -334 134 -129 -55 -145 >log-odds matrix Rxra_nuclearreceptor_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 58 -924 133 -10000 -846 -10000 200 -946 -10000 -840 194 -268 -742 -700 -442 198 -10000 198 -590 -437 160 -10000 -4 -812 -924 -165 -766 188 -634 -10000 199 -780 199 -633 -792 -792 -268 193 -481 -723 -875 199 -484 -10000 -784 137 -884 50 >log-odds matrix SCRT1_C2H2_DBD monomeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 51 -99 79 -158 65 -51 -170 51 -405 -364 149 6 -572 197 -694 -421 192 -298 -10000 -352 200 -10000 -10000 -10000 -855 200 -10000 -10000 200 -10000 -10000 -10000 -113 -711 182 -637 -10000 -10000 200 -767 -10000 -657 -716 199 -151 -338 157 -78 -177 -112 113 9 -75 -5 -7 57 -19 5 -138 77 >log-odds matrix SMAD3_MAD_DBD dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -90 82 -357 69 -547 -579 198 -562 -317 -500 -348 191 -661 199 -632 -720 -10000 -428 -485 197 198 -488 -533 -10000 -10000 -645 199 -819 190 -224 -755 -407 -547 198 -647 -547 148 -153 -198 -72 >log-odds matrix Sox1_HMG_DBD dimeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -218 -10000 -10000 192 -10000 199 -10000 -538 200 -10000 -10000 -10000 184 -129 -10000 -10000 -486 -10000 -10000 199 117 -564 -62 12 35 28 -34 -47 -600 196 -10000 -334 200 -10000 -10000 -10000 -10000 -10000 -353 197 -10000 -486 -10000 199 -406 -477 196 -10000 173 -189 -306 -177 >log-odds matrix Sox1_HMG_DBD_2 dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -10000 -377 -331 194 -10000 -10000 200 -10000 200 -10000 -10000 -10000 197 -356 -10000 -10000 -10000 -204 -10000 191 87 -438 23 -6 31 -92 43 -16 11 15 -127 49 -32 78 -10000 57 195 -10000 -294 -10000 -10000 -10000 -294 195 -10000 -10000 -316 196 -10000 200 -10000 -10000 196 -328 -10000 -10000 >log-odds matrix SOX10_HMG_full dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 200 -10000 -10000 -10000 200 -10000 -10000 -10000 -10000 200 -10000 -10000 200 -10000 -10000 -10000 198 -457 -10000 -10000 -10000 -10000 -10000 200 38 -10000 143 -10000 -10000 -10000 -10000 200 -10000 -231 83 101 -10000 200 -10000 -10000 200 -10000 -10000 -10000 -10000 -10000 200 -10000 -10000 -10000 -10000 200 -10000 -10000 200 -10000 -10000 -10000 -10000 200 -10000 -10000 -457 198 >log-odds matrix SOX10_HMG_full_2 dimeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -10000 -10000 -10000 200 -10000 -587 199 -10000 200 -10000 -10000 -10000 200 -10000 -10000 -10000 -10000 -10000 -10000 200 -8 -10000 159 -488 -10000 -10000 -10000 200 -392 -360 51 128 -10000 200 -10000 -10000 200 -10000 -10000 -10000 -10000 -10000 199 -466 -10000 -10000 -10000 200 -10000 200 -10000 -10000 199 -514 -10000 -10000 >log-odds matrix Sox17_HMG_DBD dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 195 -483 -442 -390 199 -818 -537 -760 -917 199 -917 -617 200 -10000 -917 -685 191 -244 -430 -767 -10000 -10000 -10000 200 81 -412 -165 91 10 -119 34 29 -274 183 -443 -198 200 -10000 -917 -10000 -10000 -695 -16 163 -619 -10000 -466 198 -759 -10000 200 -917 -686 -572 -601 198 -375 -382 -396 192 >log-odds matrix SOX18_HMG_full dimeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 177 -264 -149 -386 -326 -10000 -10000 196 -10000 200 -10000 -10000 200 -10000 -10000 -10000 200 -10000 -10000 -10000 -10000 -10000 -10000 200 37 -341 -231 127 -54 -104 83 7 -10000 193 -10000 -238 200 -10000 -10000 -10000 -10000 -10000 -96 180 -10000 -10000 -10000 200 -10000 -10000 200 -10000 195 -10000 -369 -395 -262 -10000 -332 190 >log-odds matrix Sox3_HMG_DBD dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -44 -175 75 36 185 -428 -266 -246 -679 -949 -1049 200 -691 -1049 200 -10000 200 -1049 -849 -949 200 -949 -891 -949 -1049 -949 -1049 200 -10000 -949 149 26 -32 -6 58 -44 -1049 99 -749 100 200 -1049 -949 -1049 -821 -821 -38 169 -769 -791 -849 200 -849 200 -949 -949 200 -849 -849 -849 -149 -520 -275 179 69 -225 74 -98 >log-odds matrix SOX7_HMG_full dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 199 -615 -615 -10000 199 -614 -10000 -10000 -614 199 -10000 -10000 200 -10000 -10000 -10000 193 -10000 -262 -620 -10000 -614 -10000 199 55 -382 87 -65 7 -268 -68 112 -55 -47 16 56 -36 122 -382 -28 199 -10000 -10000 -614 -614 -10000 57 132 -515 -10000 -10000 199 -614 -10000 199 -10000 -615 -615 -615 198 -517 -517 -517 197 >log-odds matrix SOX9_HMG_DBD monomeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 20 -112 56 -13 128 -114 -87 -80 188 -1071 -546 -179 -10000 192 -423 -272 199 -10000 -10000 -521 198 -603 -570 -636 -167 -440 -420 184 52 -212 91 -112 -33 -13 95 -149 >log-odds matrix SOX9_HMG_full dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 200 -10000 -10000 -10000 -10000 -10000 -10000 200 -10000 200 -10000 -10000 200 -10000 -10000 -10000 200 -10000 -10000 -10000 -10000 -10000 -10000 200 31 -447 143 -547 -10000 -10000 -10000 200 -331 -131 101 57 -10000 198 -10000 -446 198 -446 -10000 -10000 -10000 -10000 198 -446 -10000 -10000 -10000 200 -10000 -348 197 -10000 200 -10000 -10000 -10000 -448 -448 -10000 197 >log-odds matrix SOX9_HMG_full_2 dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 199 -10000 -612 -10000 -10000 -10000 -10000 200 -10000 -512 199 -10000 200 -10000 -10000 -10000 200 -10000 -10000 -10000 -10000 -10000 -10000 200 19 -438 142 -286 -512 -10000 -10000 199 -159 -236 104 50 -612 199 -10000 -10000 199 -10000 -612 -612 -10000 -10000 199 -612 -10000 -10000 -10000 200 -10000 200 -10000 -10000 200 -10000 -10000 -10000 -480 -10000 -10000 199 >log-odds matrix SPDEF_ETS_DBD monomeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 171 -393 -393 -73 64 105 -189 -340 -603 193 -257 -10000 -263 194 -10000 -10000 -10000 -465 199 -10000 -367 -10000 197 -10000 199 -10000 -697 -697 -97 -284 -443 172 -22 -220 144 -224 -10000 -84 -10000 178 92 -232 -48 25 >log-odds matrix SPDEF_ETS_DBD_2 multimer: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -26 -257 133 -104 -68 -257 -59 135 -153 -268 132 -1 -361 -142 140 -16 -95 -10000 -391 177 -10000 194 -263 -10000 -10000 196 -412 -453 -10000 200 -10000 -10000 -10000 -10000 200 -10000 -10000 -10000 198 -429 196 -389 -10000 -489 -191 -250 -10000 183 -430 27 -10000 146 195 -595 -10000 -314 -164 -92 -151 149 >log-odds matrix SPDEF_ETS_DBD_3 multimer: alength= 4 w= 16 n= 0 bayes= 0 E= 0 3 -109 101 -100 -227 174 -196 -244 188 -287 -313 -385 -391 -1051 197 -546 51 -257 -6 53 199 -891 -850 -580 198 -605 -465 -10000 -33 -614 166 -549 188 -852 -172 -771 161 -19 -10000 -364 -446 -342 195 -10000 -363 -433 -262 189 191 -10000 -395 -248 71 -891 -10000 124 135 -80 -773 -19 30 133 -563 -212 >log-odds matrix SPI1_ETS_full monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 137 -146 -42 -168 187 -571 -186 -406 199 -931 -731 -541 197 -10000 -10000 -370 185 -840 -649 -137 -482 -250 192 -944 12 130 -118 -1069 -552 -1038 199 -938 -10000 -1038 200 -10000 200 -932 -10000 -1032 200 -1032 -1032 -800 -10000 -288 195 -1041 -591 -420 -672 197 102 -212 -77 20 >log-odds matrix SRF_MADS_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 138 -98 -143 -93 -649 200 -10000 -10000 -10000 199 -10000 -517 174 -542 -329 -91 -197 -10000 -10000 190 197 -593 -652 -406 -265 -597 -755 193 183 -765 -10000 -121 32 -492 -592 143 -550 -750 199 -10000 -10000 -649 199 -749 -8 70 -176 18 >log-odds matrix TBX1_TBX_DBD dimeric: alength= 4 w= 20 n= 0 bayes= 0 E= 0 149 -671 -130 -38 -62 -127 135 -139 -772 -889 199 -619 -774 -409 -491 196 -808 -743 199 -698 -510 -226 -575 190 -626 -298 152 -1 200 -808 -857 -10000 175 -618 -122 -233 158 -278 -135 -110 128 -194 -163 -3 129 -83 -142 -69 190 -937 -271 -305 -41 -153 127 -102 -789 -731 199 -528 -237 -228 -603 184 -857 -10000 200 -10000 -254 -278 -684 188 -544 -376 168 -53 199 -620 -590 -809 >log-odds matrix TBX1_TBX_DBD_2 dimeric: alength= 4 w= 20 n= 0 bayes= 0 E= 0 -218 -281 -210 177 -841 -877 -577 199 -276 184 -196 -912 194 -1014 -366 -338 -1000 200 -668 -941 194 -780 -267 -666 -802 199 -657 -870 -57 160 -457 -201 -411 -270 -341 188 57 99 -106 -411 11 -14 -328 93 153 -43 -161 -487 -260 -38 159 -397 -916 -539 199 -1174 -756 -447 -433 196 -10000 -10000 200 -1177 -364 -456 -502 194 -921 -472 191 -237 199 -571 -652 -730 89 -490 69 -100 >log-odds matrix TBX15_TBX_DBD dimeric: alength= 4 w= 19 n= 0 bayes= 0 E= 0 186 -970 -247 -239 -456 -337 190 -287 -10000 -724 200 -747 -615 -309 -410 193 -1018 -10000 200 -10000 -234 -291 -589 187 -470 -255 172 -102 200 -10000 -698 -10000 176 -377 -740 -90 157 -735 -81 -111 -293 -614 -252 188 -994 -10000 -762 200 -231 179 -236 -272 194 -541 -306 -726 -934 200 -834 -10000 200 -697 -755 -10000 -650 200 -10000 -10000 -731 199 -10000 -499 -339 -272 -702 191 >log-odds matrix TBX19_TBX_DBD dimeric: alength= 4 w= 20 n= 0 bayes= 0 E= 0 8 -85 -29 65 -46 -127 -37 106 -506 -346 -570 195 14 98 -45 -239 131 -437 35 -232 -671 198 -638 -513 191 -737 -212 -826 -187 160 -270 -88 -15 82 -25 -101 -127 -161 -222 161 158 -257 -122 -128 -94 -55 94 -20 -83 -306 161 -188 -716 -197 -547 189 -547 -926 199 -659 -191 21 -391 133 -260 -133 137 -23 195 -621 -326 -513 119 -82 -94 -68 83 -60 -61 -14 >log-odds matrix TBX20_TBX_DBD dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 172 -383 -120 -228 -115 -254 168 -260 -803 -520 198 -588 -747 -255 -555 193 -795 -691 199 -795 -250 -241 -556 185 -272 -106 138 -37 198 -789 -461 -567 145 -389 -39 -117 -66 4 109 -230 -757 -171 158 -53 -596 6 -485 154 -708 -769 199 -782 -305 -182 -580 184 -391 -91 144 -55 198 -629 -458 -647 >log-odds matrix TBX21_TBX_DBD dimeric: alength= 4 w= 19 n= 0 bayes= 0 E= 0 -346 -144 -407 180 11 111 -70 -284 161 -438 -55 -215 -511 198 -547 -717 184 -618 -131 -667 -370 193 -357 -467 -131 131 -93 -75 -165 -96 -283 160 -3 7 -70 43 15 -21 3 1 57 -149 40 -25 161 -315 -86 -183 -98 -128 144 -147 -518 -315 192 -396 -617 -150 -441 184 -713 -843 199 -789 -166 -65 -425 158 -300 -175 152 -49 182 -515 -144 -380 >log-odds matrix TCF4_bHLH_full dimeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 19 41 -98 3 70 -38 33 -153 -287 186 -210 -10000 161 -250 -490 -43 -10000 179 -192 -180 -138 164 -239 -168 -10000 -161 -10000 188 -159 -4 107 -74 -127 42 -1 33 30 -37 -15 13 >log-odds matrix Tcfap2a_TFAP_DBD dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -82 8 -296 117 -178 -47 158 -746 -574 191 -218 -10000 -479 197 -10000 -492 -677 152 -229 -12 -283 84 -43 41 30 49 26 -261 75 -143 95 -590 -523 -373 195 -531 -10000 -73 177 -10000 -694 183 -173 -285 106 -156 -20 -51 >log-odds matrix Tcfap2a_TFAP_DBD_2 dimeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 50 59 -183 -32 -10000 -84 175 -367 -10000 195 -284 -10000 -10000 190 -305 -277 -10000 33 -109 119 -208 106 58 -238 149 -73 -84 -516 -275 -281 189 -10000 -10000 -199 191 -10000 -10000 191 -212 -10000 43 -175 1 43 >log-odds matrix Tcfap2a_TFAP_DBD_3 dimeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -10 -141 -128 119 -10000 -21 165 -10000 -10000 200 -10000 -10000 -10000 200 -10000 -10000 -212 149 -122 -90 -215 46 -77 86 -128 18 62 -12 63 -71 62 -172 -59 -251 154 -201 -10000 -10000 200 -10000 -10000 -10000 200 -10000 -10000 165 -21 -10000 107 -149 -43 -33 >log-odds matrix TEAD1_TEA_full monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -38 68 -95 15 119 -168 31 -265 -47 165 -380 -402 188 -228 -10000 -326 -10000 -484 -616 198 -14 -314 -10000 157 -336 193 -721 -363 -10000 167 -848 -29 78 -173 -81 50 -1 29 -103 38 >log-odds matrix TEAD1_TEA_full_2 dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 112 -393 65 -245 -12 158 -400 -558 200 -10000 -10000 -10000 -10000 -10000 -10000 200 -56 -353 -10000 169 -395 181 -214 -228 -313 157 -400 -25 55 -249 -35 65 -43 8 20 8 100 -220 79 -397 0 147 -248 -465 198 -10000 -500 -600 -10000 -10000 -315 196 8 -362 -157 134 -308 172 -158 -202 -204 158 -557 -42 73 -149 -57 39 >log-odds matrix TFCP2_CP2_full dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 143 -10000 -237 15 -10000 196 -316 -10000 -488 164 -588 -27 -102 -10000 176 -299 -10000 -10000 200 -624 28 -197 -533 133 -10 -284 -342 150 -83 6 -102 93 110 -120 -18 -90 156 -233 -81 -184 142 -331 -87 -56 -255 167 -132 -197 -189 107 -272 56 -58 -335 152 -145 -211 -211 174 -239 12 -141 -262 125 >log-odds matrix THRA_nuclearreceptor_FL dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 21 -201 86 -37 -621 -255 -645 193 -369 -342 193 -509 166 -423 -402 -49 -641 199 -852 -778 -693 200 -10000 -10000 -960 -123 -497 182 -419 37 -50 96 164 -427 -30 -705 -562 -100 -386 177 89 -209 89 -421 186 -698 -146 -10000 -901 -776 200 -914 -10000 -10000 199 -525 -20 -482 -430 161 -556 186 -210 -327 189 -419 -204 -718 -18 56 -110 24 >log-odds matrix THRB_nuclearreceptor_DBD dimeric: alength= 4 w= 19 n= 0 bayes= 0 E= 0 -59 -159 88 22 -601 -312 -586 195 -267 -384 191 -599 159 -449 -342 -24 -724 199 -687 -941 -767 199 -657 -883 -863 -92 -605 179 -352 14 -37 103 162 -627 -18 -478 -12 -43 8 35 -600 -59 -382 170 131 -124 7 -423 190 -714 -193 -861 -880 -968 199 -559 -927 -1069 198 -425 -117 -407 -388 178 -495 189 -256 -346 193 -688 -252 -733 -21 75 -112 0 >log-odds matrix THRB_nuclearreceptor_DBD_2 dimeric: alength= 4 w= 20 n= 0 bayes= 0 E= 0 -3 -140 42 39 -648 -255 -648 193 -350 -365 193 -560 171 -412 -368 -75 -614 199 -665 -960 -760 198 -473 -769 -914 -131 -587 184 -253 29 -104 109 165 -437 -32 -808 -40 33 -31 23 86 -84 -130 28 -513 -61 -482 171 85 -99 71 -386 185 -765 -139 -913 -949 -565 199 -773 -1025 -566 199 -602 23 -364 -385 142 -277 180 -200 -300 192 -667 -264 -467 -55 85 -37 -44 >log-odds matrix Tp53_p53l_DBD dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 169 -573 -92 -219 -1101 200 -1101 -843 199 -1026 -618 -668 56 -824 -59 90 -661 -10000 199 -510 -281 -68 -499 168 -128 122 -27 -122 -8 47 -105 25 62 -168 47 -38 12 -209 30 54 5 -98 41 18 64 -418 107 -179 147 -658 -11 -183 -816 198 -816 -476 197 -685 -604 -441 51 -779 -90 102 -633 -359 196 -814 -256 -171 -462 180 >log-odds matrix Tp53_p53l_DBD_2 dimeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 182 -829 -145 -337 -10000 200 -10000 -869 198 -539 -502 -897 83 -543 -256 102 -664 -710 197 -393 -471 -113 -692 181 -274 168 -215 -126 -6 -40 -44 63 65 -52 16 -69 31 -119 6 36 -12 -520 142 -140 173 -650 -70 -410 -713 200 -10000 -933 198 -658 -495 -575 -12 -421 -118 137 -694 -479 197 -497 -316 -177 -557 184 >log-odds matrix Tp53_p53l_DBD_3 dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 79 -207 59 -94 161 -489 -50 -223 -684 194 -863 -262 182 -405 -237 -219 -163 -382 -527 184 -932 -1132 200 -10000 -432 130 -548 55 -213 168 -369 -103 -205 133 -114 -33 -18 -156 119 -104 -73 -297 159 -194 82 -728 113 -441 -10000 200 -1024 -1224 184 -386 -453 -165 -145 -540 -580 184 -400 -731 197 -627 -266 -73 -558 169 -181 83 -264 82 >log-odds matrix Vdr_nuclearreceptor_DBD dimeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 1 -162 140 -562 120 -10000 76 -10000 -10000 -570 199 -10000 -677 -577 -73 175 -511 -570 -338 195 -10000 195 -549 -316 171 -10000 -67 -318 -241 47 -299 120 4 84 -235 -2 -129 -191 173 -581 38 -10000 143 -10000 -10000 -10000 200 -672 -10000 -10000 -141 186 -664 -564 -406 197 -10000 192 -446 -252 184 -487 -163 -407 >log-odds matrix VENTX_homeodomain_DBD monomeric: alength= 4 w= 9 n= 0 bayes= 0 E= 0 154 -261 -163 -71 12 60 -41 -64 -366 175 -10000 -84 5 -42 110 -359 198 -490 -10000 -635 -10000 -10000 -10000 200 -10000 -10000 -10000 200 200 -10000 -10000 -10000 40 -325 117 -161 >log-odds matrix VENTX_homeodomain_DBD_2 dimeric: alength= 4 w= 21 n= 0 bayes= 0 E= 0 -75 116 -37 -133 -119 73 78 -238 -239 113 -281 56 -549 -811 -694 199 198 -654 -516 -797 198 -529 -525 -787 -801 -661 -576 199 -543 101 58 -111 -275 -261 186 -387 21 -190 132 -353 150 -662 -427 14 182 -656 -633 -120 181 -384 -643 -131 126 -11 -70 -379 -549 198 -627 -642 -193 -207 181 -780 198 -514 -839 -661 -810 -910 -734 200 -856 -724 -856 200 199 -826 -743 -509 -46 -364 166 -465 >log-odds matrix YY2_C2H2_DBD monomeric: alength= 4 w= 11 n= 0 bayes= 0 E= 0 -3 -63 77 -59 50 -98 -63 52 -198 142 -235 -20 -407 189 -284 -343 -298 -213 182 -322 -357 197 -716 -10000 -10000 199 -10000 -482 190 -442 -405 -270 -398 -10000 -10000 198 -100 -74 -104 127 94 -246 -63 33 >log-odds matrix ZBED1_znf_BED_DBD dimeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 -14 104 -110 -83 -173 -605 -470 187 137 -663 48 -753 -785 -743 -10000 200 -10000 199 -781 -623 -359 -899 197 -958 -842 197 -10000 -364 -856 -856 200 -10000 199 -721 -680 -10000 -776 174 -10000 -59 196 -695 -709 -324 -369 -248 -126 173 109 -244 35 -127 >log-odds matrix ZBTB49_C2H2_DBD monomeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -10000 -225 -10000 192 -10000 -10000 -10000 200 -151 4 -124 114 -777 154 -596 11 -436 -539 195 -413 -10000 200 -10000 -968 -595 98 -96 58 -427 -568 -205 188 -407 -885 197 -585 -21 -266 145 -206 -185 174 -260 -226 85 37 -17 -646 -10000 76 71 -57 -713 -10000 200 -10000 -10000 -265 -715 194 -10000 200 -10000 -10000 165 -794 -175 -85 >log-odds matrix ZBTB7A_C2H2_DBD monomeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -56 -34 64 -4 -63 -90 128 -138 -10000 187 -151 -10000 -124 -10000 184 -10000 163 -41 -584 -284 -10000 198 -10000 -448 -399 189 -299 -326 186 -202 -10000 -302 -10000 200 -10000 -10000 -51 156 -274 -232 -61 -66 99 -47 94 -24 -32 -120 >log-odds matrix Zfp652_C2H2_DBD monomeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 36 -29 -29 11 -371 6 67 37 164 -237 -147 -161 195 -483 -429 -447 176 -433 -108 -329 -821 -741 197 -381 -272 -10000 194 -763 -719 -10000 200 -10000 -680 -754 -812 199 -779 -10000 -853 200 200 -10000 -10000 -1038 200 -691 -10000 -878 55 -29 -247 62 >log-odds matrix Zfp740_C2H2_DBD monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 28 45 -17 -91 -43 150 -316 -166 -56 163 -522 -237 -241 188 -491 -329 -270 189 -649 -298 -200 181 -421 -240 -175 175 -272 -250 -114 163 -301 -162 142 -125 -184 -70 -62 109 -182 -10 >log-odds matrix ZIC1_C2H2_full monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -316 -134 137 -15 147 -162 -15 -848 -316 195 -701 -591 -261 192 -525 -478 -150 180 -449 -299 -10000 200 -1084 -1004 -533 199 -954 -905 -835 136 -10000 52 -199 -757 190 -925 -856 166 -430 -36 -287 -234 -69 161 -689 -850 200 -1308 -120 10 -209 117 -807 -418 187 -179 >log-odds matrix ZNF143_C2H2_DBD monomeric: alength= 4 w= 16 n= 0 bayes= 0 E= 0 -255 0 -173 134 123 -10000 -496 69 -426 198 -866 -866 -765 200 -10000 -10000 -10000 200 -10000 -10000 199 -10000 -666 -707 -10000 114 -277 72 157 -161 -50 -10000 194 -10000 -261 -868 -607 -10000 -866 199 -281 -352 191 -552 -10000 200 -10000 -10000 183 -146 -713 -396 -86 77 -538 79 -259 89 -556 97 -42 -460 157 -209 >log-odds matrix ZNF232_C2H2_full monomeric: alength= 4 w= 19 n= 0 bayes= 0 E= 0 64 -95 58 -124 -119 -131 -88 139 -10000 -10000 200 -10000 -364 -247 -10000 190 -96 -73 -10000 153 198 -421 -10000 -10000 185 -275 -10000 -201 194 -328 -10000 -428 -202 50 -202 106 -264 -10000 194 -10000 -449 -449 -10000 197 130 -10000 21 -139 -229 -10000 192 -10000 200 -10000 -10000 -10000 -10000 -50 -10000 172 -478 -187 -97 167 180 -291 -318 -191 200 -10000 -10000 -10000 -107 -20 139 -498 >log-odds matrix ZNF238_C2H2_DBD monomeric: alength= 4 w= 13 n= 0 bayes= 0 E= 0 61 -3 -42 -42 110 -213 -129 28 -270 -189 -41 150 -88 167 -198 -588 -499 198 -599 -10000 200 -10000 -10000 -10000 -758 -412 198 -10000 192 -247 -505 -605 -10000 -10000 -756 200 -10000 -10000 200 -756 -10000 -412 -10000 198 -556 -756 73 121 -101 5 32 29 >log-odds matrix ZNF282_C2H2_DBD monomeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -189 133 -64 -79 -151 -241 -399 176 -268 -10000 -368 191 -501 -560 -501 197 -10000 199 -472 -10000 -10000 199 -10000 -571 -10000 197 -413 -471 111 61 -10000 -163 -250 96 -509 89 152 -489 -127 -55 199 -10000 -10000 -512 -477 194 -377 -419 171 -75 -520 -340 -575 197 -475 -475 -297 -10000 143 23 107 -91 -32 -80 -72 43 42 -51 >log-odds matrix ZNF306_C2H2_full monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -153 -100 -116 144 -602 -570 199 -10000 -210 -712 191 -812 -701 -701 99 100 -133 181 -370 -693 -10000 -522 -544 198 200 -10000 -10000 -10000 42 -10000 140 -557 -737 199 -679 -10000 -839 199 -10000 -539 -800 -567 -500 198 -549 184 -268 -200 -131 -336 175 -285 160 -391 -30 -368 >log-odds matrix ZNF410_C2H2_DBD monomeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 -59 -51 -7 75 78 91 -132 -896 -997 186 -10000 -144 200 -896 -996 -796 -433 -493 -302 192 -387 197 -997 -797 -638 200 -10000 -10000 -10000 200 -996 -10000 200 -764 -996 -896 -10000 -679 -10000 200 200 -696 -10000 -10000 200 -896 -838 -996 -796 -738 -10000 200 197 -588 -454 -539 10 37 -69 3 -256 -31 -36 117 -34 138 -344 -96 >log-odds matrix ZNF435_C2H2_full dimeric: alength= 4 w= 18 n= 0 bayes= 0 E= 0 130 -85 -102 -102 -20 -211 121 -79 -10000 -237 -10000 193 -10000 -10000 200 -10000 -10000 -10000 -10000 200 -10000 -10000 -10000 200 164 -10000 -54 -242 191 -10000 -10000 -200 -10000 200 -10000 -10000 159 -411 -10000 -11 -383 -10000 197 -10000 200 -10000 -10000 -10000 167 -10000 -30 -10000 -10000 200 -10000 -10000 193 -237 -10000 -10000 -10000 198 -10000 -391 -10000 182 -288 -156 -388 -8 -188 144 >log-odds matrix ZNF524_C2H2_full dimeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 177 -215 -263 -238 -275 186 -326 -319 -240 183 -315 -281 -439 190 -281 -374 -398 -389 -538 194 -344 132 -321 39 -222 -490 189 -478 145 -141 -77 -173 199 -664 -690 -664 -803 199 -745 -557 -487 198 -645 -623 -407 194 -442 -442 >log-odds matrix ZNF524_C2H2_full_2 monomeric: alength= 4 w= 14 n= 0 bayes= 0 E= 0 -154 140 -75 -124 -476 -383 -608 196 -424 174 -394 -90 -284 -577 194 -651 116 -162 7 -134 198 -635 -693 -493 -10000 200 -10000 -10000 -776 200 -10000 -10000 -10000 199 -10000 -544 -184 -193 84 74 -69 -71 -42 102 -2 -144 119 -144 6 64 -84 -25 -3 99 -79 -113 >log-odds matrix ZNF713_C2H2_full monomeric: alength= 4 w= 17 n= 0 bayes= 0 E= 0 15 -486 -596 150 195 -414 -787 -389 -275 -691 194 -957 200 -786 -10000 -979 152 -13 -286 -375 128 -585 63 -772 199 -626 -894 -747 159 -2 -697 -930 10 -697 -875 154 -841 -715 199 -794 -620 199 -952 -1111 -702 198 -853 -489 200 -830 -865 -1211 -630 199 -735 -1211 -601 -626 199 -753 200 -10000 -952 -930 200 -930 -1011 -952 >log-odds matrix ZNF75A_C2H2_DBD monomeric: alength= 4 w= 12 n= 0 bayes= 0 E= 0 -211 -191 137 -11 -136 132 -6 -264 -417 -158 -358 182 -10000 -344 -402 194 -401 -501 -343 193 -10000 -503 -271 193 -10000 200 -10000 -10000 -274 190 -10000 -307 -10000 196 -10000 -337 189 -10000 -212 -393 -336 196 -10000 -10000 168 -181 -166 -239 >log-odds matrix ZNF784_C2H2_full monomeric: alength= 4 w= 10 n= 0 bayes= 0 E= 0 -206 -121 163 -210 -317 -61 -177 156 198 -525 -683 -583 -484 197 -484 -10000 -693 188 -693 -176 -686 -305 -10000 195 199 -10000 -582 -682 -10000 199 -582 -10000 -10000 200 -10000 -10000 -10000 -326 -5 155 >log-odds matrix ZSCAN4_C2H2_full monomeric: alength= 4 w= 15 n= 0 bayes= 0 E= 0 -105 -47 -225 137 -81 -799 178 -10000 -10000 200 -871 -10000 200 -10000 -10000 -734 -10000 200 -10000 -10000 200 -10000 -733 -733 -721 194 -10000 -261 107 2 -20 -553 -592 199 -10000 -773 -581 -535 -258 192 -748 -342 181 -130 130 -209 -98 -33 170 -44 -10000 -598 200 -10000 -731 -831 116 -117 -30 -97