| Sequence ID | Evalue | Region | Family |
|---|
| 10090.ENSMUSP00000004949 | 1.8e-45 | 356-508 | MATH domain |
| | 0.000000000288 | 186-282 | SIAH, seven in absentia homolog |
| | 0.000000294 | 129-185 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000008626 | 1.7e-24 | 79-181 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000017530 | 2.94e-46 | 307-467 | MATH domain |
| | 3.86e-18 | 194-312 | SIAH, seven in absentia homolog |
| | 3.92e-16 | 79-144 | SIAH, seven in absentia homolog |
| | 0.0000556 | 139-193 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000021706 | 2.62e-50 | 413-563 | MATH domain |
| | 1.96e-16 | 111-210 | SIAH, seven in absentia homolog |
| | 0.0000163 | 211-252 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000024707 | 1.8e-37 | 442-613 | MATH domain |
| 10090.ENSMUSP00000044123 | 4.9e-63 | 93-281 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000049057 | 9.65e-24 | 280-404 | MATH domain |
| 10090.ENSMUSP00000068230 | 0.000000000137 | 32-100 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000069334 | 0.0000000000392 | 207-298 | SIAH, seven in absentia homolog |
| | 0.00000000137 | 144-201 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000071592 | 1.57e-62 | 93-281 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000074610 | 1.6e-42 | 17-158 | MATH domain |
| 10090.ENSMUSP00000075266 | 0.0000327 | 36-98 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000075338 | 4.09e-38 | 19-157 | MATH domain |
| 10090.ENSMUSP00000075376 | 1.24e-23 | 77-212 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000076053 | 9.81e-42 | 17-157 | MATH domain |
| 10090.ENSMUSP00000080472 | 6.38e-41 | 17-159 | MATH domain |
| 10090.ENSMUSP00000082710 | 7.36e-48 | 402-554 | MATH domain |
| | 1.18e-16 | 105-196 | SIAH, seven in absentia homolog |
| | 0.00000000000177 | 193-264 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000086943 | 0.00000000209 | 172-231 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000087880 | 1.96e-28 | 109-238 | MATH domain |
| 10090.ENSMUSP00000088366 | 1.29e-42 | 18-159 | MATH domain |
| 10090.ENSMUSP00000089284 | 3.27e-37 | 18-159 | MATH domain |
| 10090.ENSMUSP00000090440 | 2.29e-47 | 29-170 | MATH domain |
| 10090.ENSMUSP00000091980 | 2.78e-41 | 17-157 | MATH domain |
| 10090.ENSMUSP00000096477 | 4.58e-42 | 17-158 | MATH domain |
| 10090.ENSMUSP00000096478 | 3.27e-37 | 18-159 | MATH domain |
| 10090.ENSMUSP00000096479 | 2.78e-41 | 17-157 | MATH domain |
| 10090.ENSMUSP00000096480 | 1.6e-42 | 17-158 | MATH domain |
| 10090.ENSMUSP00000096687 | 3.79e-61 | 185-373 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000100869 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000108687 | 1.74e-47 | 259-406 | MATH domain |
| | 0.00124 | 78-110 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000109872 | 2.45e-52 | 357-506 | MATH domain |
| | 0.0000464 | 110-185 | SIAH, seven in absentia homolog |
| | 0.0562 | 169-245 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000111506 | 2.78e-37 | 435-601 | MATH domain |
| 10090.ENSMUSP00000114974 | 1.34e-46 | 29-171 | MATH domain |
| 10116.ENSRNOP00000003340 | 0.0000464 | 35-96 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000004192 | 0.00000000000647 | 245-338 | SIAH, seven in absentia homolog |
| | 0.00000000131 | 182-239 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000006148 | 1.96e-45 | 356-508 | MATH domain |
| | 0.000000000373 | 186-279 | SIAH, seven in absentia homolog |
| | 0.000000366 | 129-185 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000008253 | 8.18e-37 | 353-502 | MATH domain |
| | 0.000085 | 169-245 | SIAH, seven in absentia homolog |
| | 0.000333 | 110-171 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000008299 | 1.03e-23 | 280-404 | MATH domain |
| 10116.ENSRNOP00000010906 | 2.62e-50 | 413-563 | MATH domain |
| | 1.31e-16 | 111-210 | SIAH, seven in absentia homolog |
| | 0.0000183 | 211-252 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000014791 | 1.14e-39 | 436-607 | MATH domain |
| 10116.ENSRNOP00000018468 | 2.94e-46 | 307-467 | MATH domain |
| | 4.45e-18 | 194-312 | SIAH, seven in absentia homolog |
| | 3.6e-16 | 79-144 | SIAH, seven in absentia homolog |
| | 0.0000575 | 139-193 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000018964 | 1.77e-24 | 79-181 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000019918 | 0.0000000000386 | 32-100 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000020329 | 4.9e-63 | 93-281 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000034376 | 0.000000000229 | 78-142 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000035106 | 1.54e-46 | 29-171 | MATH domain |
| 10116.ENSRNOP00000037674 | 1.24e-23 | 77-212 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000040146 | 1.44e-41 | 16-156 | MATH domain |
| 10116.ENSRNOP00000041134 | 1.8e-28 | 69-198 | MATH domain |
| 10116.ENSRNOP00000042921 | 0.00000000262 | 172-231 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000050006 | 3.11e-42 | 17-156 | MATH domain |
| 10116.ENSRNOP00000053391 | 0.0000209 | 8-66 | SIAH, seven in absentia homolog |
| | 0.0445 | 86-130 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000054672 | 4.05e-61 | 195-383 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000059053 | 2.35e-37 | 47-212 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000061596 | 2.13e-47 | 29-170 | MATH domain |
| 10116.ENSRNOP00000062055 | 5.56e-43 | 17-156 | MATH domain |
| 10116.ENSRNOP00000062142 | 3.43e-28 | 31-163 | MATH domain |
| 10141.ENSCPOP00000000075 | 1.31e-41 | 29-169 | MATH domain |
| 10141.ENSCPOP00000000448 | 3.43e-47 | 402-554 | MATH domain |
| | 4.71e-17 | 105-199 | SIAH, seven in absentia homolog |
| | 0.00000000000562 | 193-279 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000001430 | 1.05e-21 | 77-211 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000001587 | 2.62e-50 | 413-563 | MATH domain |
| | 2.06e-17 | 111-210 | SIAH, seven in absentia homolog |
| | 0.0000163 | 211-252 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000002039 | 1.08e-46 | 266-413 | MATH domain |
| | 0.00556 | 86-116 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000002694 | 1.8e-28 | 51-180 | MATH domain |
| 10141.ENSCPOP00000003828 | 2.62e-53 | 350-499 | MATH domain |
| | 0.00000654 | 103-161 | SIAH, seven in absentia homolog |
| | 0.0281 | 213-236 | SIAH, seven in absentia homolog |
| | 0.0438 | 162-208 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000004067 | 2.62e-46 | 369-521 | MATH domain |
| | 0.00000000981 | 188-284 | SIAH, seven in absentia homolog |
| | 0.00000915 | 131-187 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000004892 | 5.4e-35 | 428-593 | MATH domain |
| 10141.ENSCPOP00000005451 | 2.29e-23 | 281-405 | MATH domain |
| 10141.ENSCPOP00000005717 | 2.13e-46 | 29-170 | MATH domain |
| 10141.ENSCPOP00000006531 | 2.62e-61 | 136-324 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000009706 | 1.8e-47 | 30-171 | MATH domain |
| 10141.ENSCPOP00000010146 | 4.25e-42 | 17-157 | MATH domain |
| 10141.ENSCPOP00000010249 | 8.34e-36 | 444-616 | MATH domain |
| 10141.ENSCPOP00000010466 | 3.92e-37 | 23-157 | MATH domain |
| 10141.ENSCPOP00000010481 | 2.81e-22 | 79-179 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000010651 | 0.0000000000294 | 246-338 | SIAH, seven in absentia homolog |
| | 0.00000000131 | 183-240 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000011840 | 0.00000000036 | 31-99 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000011909 | 0.00000458 | 35-97 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000013418 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000014305 | 1.41e-39 | 29-166 | MATH domain |
| 10141.ENSCPOP00000015091 | 0.0000000177 | 84-143 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000015595 | 8.67e-41 | 29-169 | MATH domain |
| 10141.ENSCPOP00000015803 | 3.6e-40 | 31-170 | MATH domain |
| 10141.ENSCPOP00000015805 | 1.96e-42 | 17-157 | MATH domain |
| 10141.ENSCPOP00000016140 | 9.48e-40 | 17-154 | MATH domain |
| 10141.ENSCPOP00000016328 | 6.38e-39 | 29-166 | MATH domain |
| 10141.ENSCPOP00000016441 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000016515 | 9.65e-42 | 29-169 | MATH domain |
| 10141.ENSCPOP00000017282 | 2.29e-41 | 29-169 | MATH domain |
| 10141.ENSCPOP00000017827 | 7.03e-42 | 17-157 | MATH domain |
| 10141.ENSCPOP00000017931 | 1.37e-41 | 17-156 | MATH domain |
| 10141.ENSCPOP00000018008 | 2.29e-41 | 29-169 | MATH domain |
| 10141.ENSCPOP00000018126 | 1.31e-41 | 29-168 | MATH domain |
| 10141.ENSCPOP00000018169 | 1.8e-46 | 307-467 | MATH domain |
| | 1.63e-17 | 194-312 | SIAH, seven in absentia homolog |
| | 2.78e-16 | 79-144 | SIAH, seven in absentia homolog |
| | 0.0000785 | 139-193 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000019463 | 1.01e-37 | 17-151 | MATH domain |
| 10141.ENSCPOP00000019637 | 1.96e-23 | 17-148 | MATH domain |
| 10141.ENSCPOP00000020185 | 2.29e-41 | 29-169 | MATH domain |
| 10141.ENSCPOP00000020921 | 6.7e-38 | 29-164 | MATH domain |
| 10228.JGI19665 | 0.000000000157 | 68-140 | SIAH, seven in absentia homolog |
| | 0.00000222 | 129-167 | SIAH, seven in absentia homolog |
| 10228.JGI19965 | 4.71e-28 | 105-287 | SIAH, seven in absentia homolog |
| 10228.JGI21658 | 2.45e-29 | 11-139 | MATH domain |
| 10228.JGI26989 | 4.09e-37 | 260-410 | MATH domain |
| | 0.000000000484 | 76-143 | SIAH, seven in absentia homolog |
| | 0.000000183 | 175-218 | SIAH, seven in absentia homolog |
| | 0.00111 | 138-174 | SIAH, seven in absentia homolog |
| 10228.JGI27129 | 5.49e-31 | 266-418 | MATH domain |
| | 0.00000000628 | 86-149 | SIAH, seven in absentia homolog |
| | 0.00229 | 144-181 | SIAH, seven in absentia homolog |
| 10228.JGI31476 | 6.87e-40 | 23-162 | MATH domain |
| 10228.JGI32844 | 7.68e-38 | 29-178 | MATH domain |
| 10228.JGI50945 | 1.8e-40 | 19-158 | MATH domain |
| 10228.JGI58319 | 1.96e-21 | 300-416 | MATH domain |
| 104341.JGI110626 | 4.25e-27 | 46-185 | MATH domain |
| 104341.JGI128343 | 0.0000000281 | 3-57 | SIAH, seven in absentia homolog |
| 121224.XP_002424030 | 0.00000327 | 317-485 | MATH domain |
| 121224.XP_002424293 | 2.94e-21 | 298-423 | MATH domain |
| 121224.XP_002424443 | 2.13e-28 | 243-386 | MATH domain |
| 121224.XP_002426151 | 1.24e-16 | 296-439 | MATH domain |
| 121224.XP_002426777 | 5.23e-41 | 296-450 | MATH domain |
| | 0.000000000213 | 69-134 | SIAH, seven in absentia homolog |
| | 0.000000785 | 182-274 | SIAH, seven in absentia homolog |
| | 0.000000981 | 130-183 | SIAH, seven in absentia homolog |
| 121224.XP_002427643 | 1.57e-56 | 88-275 | SIAH, seven in absentia homolog |
| 121224.XP_002428266 | 3.11e-24 | 57-188 | MATH domain |
| 121224.XP_002428452 | 0.000000111 | 121-198 | SIAH, seven in absentia homolog |
| 121224.XP_002428833 | 0.0000000196 | 30-137 | MATH domain |
| | 0.000000458 | 209-303 | MATH domain |
| 121224.XP_002430357 | 0.000000000196 | 79-149 | SIAH, seven in absentia homolog |
| 121224.XP_002430739 | 0.0000000000209 | 136-310 | SIAH, seven in absentia homolog |
| | 0.000000111 | 103-147 | SIAH, seven in absentia homolog |
| 121224.XP_002431360 | 1.14e-46 | 29-169 | MATH domain |
| 121224.XP_002431551 | 0.00000451 | 63-188 | SIAH, seven in absentia homolog |
| 121224.XP_002432056 | 2.55e-17 | 103-276 | SIAH, seven in absentia homolog |
| 135651.CBN00306 | 7.36e-27 | 158-306 | MATH domain |
| | 0.0111 | 84-132 | SIAH, seven in absentia homolog |
| 135651.CBN00747 | 3.11e-18 | 38-168 | MATH domain |
| 135651.CBN01304 | 1.96e-17 | 31-177 | MATH domain |
| 135651.CBN01916 | 0.0000883 | 117-191 | MATH domain |
| 135651.CBN02455 | 4.41e-16 | 149-264 | MATH domain |
| 135651.CBN03466 | 0.0000000000000507 | 9-131 | MATH domain |
| 135651.CBN03857 | 0.0000373 | 2-78 | SIAH, seven in absentia homolog |
| 135651.CBN03997 | 4.25e-23 | 6-127 | MATH domain |
| | 0.0000000229 | 255-344 | MATH domain |
| 135651.CBN04081 | 0.00000916 | 108-189 | MATH domain |
| 135651.CBN04280 | 0.000000000294 | 30-126 | MATH domain |
| 135651.CBN04589 | 1.05e-18 | 5-127 | MATH domain |
| | 0.00000000000000785 | 160-279 | MATH domain |
| 135651.CBN04844 | 7.52e-27 | 160-308 | MATH domain |
| | 0.00301 | 85-136 | SIAH, seven in absentia homolog |
| 135651.CBN04931 | 1.63e-52 | 438-628 | SIAH, seven in absentia homolog |
| 135651.CBN05091 | 0.000000000997 | 12-107 | MATH domain |
| 135651.CBN05143 | 0.000000000965 | 31-130 | MATH domain |
| 135651.CBN05926 | 0.00000213 | 22-129 | MATH domain |
| 135651.CBN06158 | 2.45e-43 | 74-214 | MATH domain |
| 135651.CBN06361 | 4.74e-24 | 215-346 | MATH domain |
| 135651.CBN06813 | 0.000000203 | 29-132 | MATH domain |
| 135651.CBN06949 | 0.000000491 | 82-155 | MATH domain |
| 135651.CBN07052 | 1.23e-20 | 44-177 | MATH domain |
| 135651.CBN07226 | 0.0000000000311 | 28-126 | MATH domain |
| 135651.CBN07330 | 0.0000000000000801 | 10-131 | MATH domain |
| 135651.CBN07499 | 0.00000294 | 51-156 | MATH domain |
| 135651.CBN07556 | 0.0000000000136 | 10-131 | MATH domain |
| 135651.CBN07572 | 7.36e-16 | 8-125 | MATH domain |
| 135651.CBN07596 | 0.000000000458 | 24-130 | MATH domain |
| 135651.CBN07853 | 0.000000000262 | 7-127 | MATH domain |
| 135651.CBN08270 | 0.00000000000000245 | 11-135 | MATH domain |
| 135651.CBN08742 | 0.00000000000589 | 14-126 | MATH domain |
| 135651.CBN08782 | 0.00000000491 | 8-124 | MATH domain |
| 135651.CBN08879 | 1.57e-19 | 2-126 | MATH domain |
| 135651.CBN09251 | 0.000000000000507 | 10-126 | MATH domain |
| 135651.CBN09523 | 0.000024 | 436-549 | MATH domain |
| | 0.00959 | 46-111 | MATH domain |
| 135651.CBN10302 | 0.000000000000327 | 6-92 | MATH domain |
| 135651.CBN10515 | 0.000000000981 | 15-143 | MATH domain |
| 135651.CBN10817 | 0.0000000000000899 | 17-117 | MATH domain |
| 135651.CBN11069 | 0.0000245 | 45-155 | MATH domain |
| 135651.CBN11461 | 0.000000000103 | 97-213 | MATH domain |
| 135651.CBN11516 | 0.0000000229 | 240-338 | MATH domain |
| | 0.00000589 | 22-127 | MATH domain |
| 135651.CBN11731 | 1.23e-18 | 47-187 | MATH domain |
| 135651.CBN12729 | 0.0000000000768 | 22-129 | MATH domain |
| 135651.CBN14117 | 0.0000000000157 | 5-126 | MATH domain |
| 135651.CBN14145 | 0.000000000137 | 7-143 | MATH domain |
| | 0.0000458 | 1106-1152 | MATH domain |
| 135651.CBN14165 | 0.00000000311 | 7-131 | MATH domain |
| 135651.CBN15035 | 0.0000294 | 21-124 | MATH domain |
| 135651.CBN15258 | 3.76e-18 | 38-168 | MATH domain |
| 135651.CBN15449 | 0.00000000000311 | 13-131 | MATH domain |
| 135651.CBN15530 | 0.000000262 | 8-124 | MATH domain |
| 135651.CBN15714 | 0.0000000294 | 44-136 | MATH domain |
| 135651.CBN15863 | 1.16e-17 | 7-127 | MATH domain |
| | 0.00000000000000392 | 164-287 | MATH domain |
| | 0.0000000000000605 | 449-568 | MATH domain |
| | 0.00000000000343 | 298-418 | MATH domain |
| 135651.CBN15989 | 0.0000000000000621 | 11-128 | MATH domain |
| 135651.CBN16142 | 0.0000000196 | 7-125 | MATH domain |
| 135651.CBN16482 | 0.000000327 | 41-124 | MATH domain |
| 135651.CBN16740 | 0.000000425 | 40-137 | MATH domain |
| 135651.CBN17303 | 0.0000000196 | 8-124 | MATH domain |
| 135651.CBN17406 | 3.43e-19 | 40-165 | MATH domain |
| 135651.CBN17535 | 0.0000000445 | 6-114 | MATH domain |
| 135651.CBN17723 | 0.00000000752 | 5-93 | MATH domain |
| 135651.CBN18070 | 0.0000000000000997 | 108-224 | MATH domain |
| 135651.CBN18074 | 0.00000000000491 | 9-133 | MATH domain |
| 135651.CBN18644 | 0.0000000000000621 | 10-131 | MATH domain |
| 135651.CBN18888 | 0.000000000000589 | 4-113 | MATH domain |
| 135651.CBN19014 | 0.0000414 | 56-163 | MATH domain |
| 135651.CBN19434 | 0.000000000376 | 30-126 | MATH domain |
| 135651.CBN19657 | 0.000000000785 | 26-131 | MATH domain |
| 135651.CBN20200 | 0.000000000213 | 36-153 | MATH domain |
| 135651.CBN20229 | 0.000000000899 | 18-144 | MATH domain |
| | 0.00000000229 | 196-306 | MATH domain |
| 135651.CBN20329 | 0.0000000000556 | 141-258 | MATH domain |
| | 0.0000932 | 10-95 | MATH domain |
| 135651.CBN20376 | 0.00000000392 | 9-139 | MATH domain |
| 135651.CBN20661 | 4.91e-17 | 21-141 | MATH domain |
| 135651.CBN21558 | 2.94e-16 | 26-177 | SIAH, seven in absentia homolog |
| 135651.CBN22188 | 0.0000628 | 10-78 | MATH domain |
| 135651.CBN22658 | 0.000000000000017 | 24-178 | MATH domain |
| 135651.CBN22799 | 0.00000000916 | 93-180 | MATH domain |
| 135651.CBN22873 | 0.00000000196 | 31-126 | MATH domain |
| 135651.CBN24639 | 0.00000000000441 | 10-132 | MATH domain |
| 135651.CBN24683 | 6.21e-22 | 49-185 | MATH domain |
| 135651.CBN24781 | 0.00000000000000229 | 10-125 | MATH domain |
| 135651.CBN24972 | 2.13e-21 | 17-144 | MATH domain |
| 135651.CBN25262 | 0.00000116 | 32-124 | MATH domain |
| 135651.CBN25676 | 0.000000948 | 23-137 | MATH domain |
| 135651.CBN25737 | 0.000000000000327 | 12-128 | MATH domain |
| 135651.CBN25866 | 0.00000000103 | 31-131 | MATH domain |
| 13616.ENSMODP00000001434 | 1.59e-46 | 29-169 | MATH domain |
| 13616.ENSMODP00000003305 | 8.5e-47 | 402-553 | MATH domain |
| | 0.000000000032 | 105-196 | SIAH, seven in absentia homolog |
| | 0.00000163 | 192-261 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000004867 | 4.18e-19 | 76-176 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000007075 | 0.0000000054 | 82-164 | MATH domain |
| 13616.ENSMODP00000013570 | 8.01e-30 | 397-557 | MATH domain |
| 13616.ENSMODP00000013672 | 0.00000000275 | 62-121 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000015262 | 1.8e-47 | 29-170 | MATH domain |
| 13616.ENSMODP00000016217 | 6.41e-63 | 124-312 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000016701 | 2.62e-50 | 413-563 | MATH domain |
| | 5.69e-18 | 111-210 | SIAH, seven in absentia homolog |
| | 0.000000785 | 211-252 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000018281 | 4.58e-24 | 280-404 | MATH domain |
| 13616.ENSMODP00000018702 | 8.5e-39 | 114-284 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000019895 | 0.0000000000229 | 247-339 | SIAH, seven in absentia homolog |
| | 0.00000000203 | 184-241 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000020092 | 1.44e-19 | 78-181 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000021099 | 0.00000000053 | 33-101 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000021625 | 2.94e-52 | 351-500 | MATH domain |
| | 0.0000915 | 103-161 | SIAH, seven in absentia homolog |
| | 0.00049 | 162-244 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000023560 | 3.43e-36 | 388-556 | MATH domain |
| 13616.ENSMODP00000024090 | 8.83e-46 | 306-467 | MATH domain |
| | 7.52e-16 | 78-144 | SIAH, seven in absentia homolog |
| | 0.000000000000017 | 194-303 | SIAH, seven in absentia homolog |
| | 0.00000203 | 139-193 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000024498 | 6.7e-45 | 280-431 | MATH domain |
| 13616.ENSMODP00000024756 | 4.41e-46 | 368-520 | MATH domain |
| | 0.0000000981 | 129-199 | SIAH, seven in absentia homolog |
| | 0.00000314 | 186-263 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000035507 | 4.64e-61 | 110-298 | SIAH, seven in absentia homolog |
| 148305.A4R9W5 | 5.89e-24 | 112-250 | MATH domain |
| 15368.BRADI1G03520.1 | 8.5e-21 | 12-160 | MATH domain |
| 15368.BRADI1G05400.1 | 1.32e-27 | 12-145 | MATH domain |
| 15368.BRADI1G06070.1 | 9.16e-35 | 42-181 | MATH domain |
| 15368.BRADI1G09010.1 | 0.00000000000000183 | 125-221 | SIAH, seven in absentia homolog |
| 15368.BRADI1G18970.1 | 1.24e-43 | 124-316 | SIAH, seven in absentia homolog |
| 15368.BRADI1G19390.1 | 1.96e-34 | 69-207 | MATH domain |
| 15368.BRADI1G27970.1 | 1.24e-30 | 105-291 | SIAH, seven in absentia homolog |
| 15368.BRADI1G30770.1 | 6.87e-29 | 28-167 | MATH domain |
| 15368.BRADI1G30790.1 | 1.8e-22 | 20-158 | MATH domain |
| 15368.BRADI1G32230.1 | 0.00000605 | 12-117 | MATH domain |
| 15368.BRADI1G32240.1 | 0.000000294 | 18-117 | MATH domain |
| 15368.BRADI1G32260.1 | 0.00000000000474 | 13-164 | MATH domain |
| 15368.BRADI1G34460.1 | 1.6e-22 | 29-151 | MATH domain |
| 15368.BRADI1G39260.1 | 0.0000163 | 447-560 | MATH domain |
| 15368.BRADI1G56500.1 | 8.99e-35 | 38-177 | MATH domain |
| 15368.BRADI1G56780.1 | 2.94e-39 | 62-195 | MATH domain |
| 15368.BRADI1G59760.1 | 1.11e-34 | 15-154 | MATH domain |
| 15368.BRADI1G62150.2 | 1.31e-45 | 106-298 | SIAH, seven in absentia homolog |
| 15368.BRADI1G77540.1 | 8.01e-32 | 25-165 | MATH domain |
| 15368.BRADI1G78140.1 | 3.79e-31 | 148-323 | SIAH, seven in absentia homolog |
| 15368.BRADI2G01630.1 | 0.0000124 | 20-126 | SIAH, seven in absentia homolog |
| 15368.BRADI2G01650.1 | 0.000000353 | 102-201 | SIAH, seven in absentia homolog |
| 15368.BRADI2G01670.1 | 0.00000399 | 10-116 | SIAH, seven in absentia homolog |
| 15368.BRADI2G01690.1 | 5.1e-21 | 133-249 | SIAH, seven in absentia homolog |
| 15368.BRADI2G01710.1 | 5.43e-23 | 83-254 | SIAH, seven in absentia homolog |
| 15368.BRADI2G01720.1 | 4.32e-16 | 115-279 | SIAH, seven in absentia homolog |
| 15368.BRADI2G01770.3 | 3.6e-31 | 89-264 | SIAH, seven in absentia homolog |
| 15368.BRADI2G03860.1 | 3.2e-17 | 112-215 | SIAH, seven in absentia homolog |
| 15368.BRADI2G08020.1 | 1.83e-49 | 111-303 | SIAH, seven in absentia homolog |
| 15368.BRADI2G31640.1 | 2.22e-48 | 140-332 | SIAH, seven in absentia homolog |
| 15368.BRADI2G34730.1 | 5.56e-26 | 179-304 | MATH domain |
| | 5.07e-25 | 21-152 | MATH domain |
| 15368.BRADI2G35520.1 | 1.11e-19 | 132-249 | SIAH, seven in absentia homolog |
| 15368.BRADI2G35550.1 | 5.82e-19 | 200-312 | SIAH, seven in absentia homolog |
| 15368.BRADI2G51260.1 | 3.76e-36 | 31-165 | MATH domain |
| 15368.BRADI2G58320.1 | 2.29e-28 | 25-154 | MATH domain |
| 15368.BRADI2G61170.1 | 1.8e-23 | 15-143 | MATH domain |
| 15368.BRADI3G02440.1 | 1.36e-25 | 22-161 | MATH domain |
| 15368.BRADI3G02770.1 | 3.07e-49 | 114-306 | SIAH, seven in absentia homolog |
| 15368.BRADI3G09770.1 | 0.00000654 | 437-550 | MATH domain |
| 15368.BRADI3G10650.1 | 1.05e-48 | 131-323 | SIAH, seven in absentia homolog |
| 15368.BRADI3G18230.1 | 1.01e-18 | 32-111 | MATH domain |
| 15368.BRADI3G18270.1 | 0.0000000000213 | 17-94 | MATH domain |
| 15368.BRADI3G18350.1 | 6.54e-24 | 52-182 | MATH domain |
| 15368.BRADI3G18360.1 | 7.19e-34 | 17-157 | MATH domain |
| 15368.BRADI3G18370.1 | 1.47e-28 | 16-156 | MATH domain |
| 15368.BRADI3G18410.1 | 1.8e-23 | 23-162 | MATH domain |
| 15368.BRADI3G18440.1 | 4.25e-29 | 18-153 | MATH domain |
| 15368.BRADI3G18500.1 | 1.34e-31 | 20-162 | MATH domain |
| 15368.BRADI3G18640.1 | 3.27e-35 | 18-153 | MATH domain |
| 15368.BRADI3G27080.1 | 0.000000000736 | 80-125 | MATH domain |
| 15368.BRADI3G28870.1 | 0.000000000016 | 34-124 | MATH domain |
| 15368.BRADI3G28880.1 | 1.6e-25 | 28-163 | MATH domain |
| | 1.8e-25 | 553-682 | MATH domain |
| | 1.19e-24 | 189-313 | MATH domain |
| | 2.29e-24 | 394-526 | MATH domain |
| 15368.BRADI3G40750.1 | 4.91e-24 | 8-142 | MATH domain |
| 15368.BRADI3G40760.1 | 0.0000000899 | 22-80 | MATH domain |
| 15368.BRADI3G40770.1 | 1.05e-17 | 18-142 | MATH domain |
| 15368.BRADI3G41280.1 | 0.00000000000491 | 13-137 | MATH domain |
| 15368.BRADI3G41290.1 | 5.56e-24 | 14-129 | MATH domain |
| 15368.BRADI3G48650.1 | 6.7e-31 | 439-583 | MATH domain |
| | 5.72e-23 | 95-238 | MATH domain |
| | 3.11e-19 | 244-408 | MATH domain |
| | 0.00000000000000353 | 609-762 | MATH domain |
| 15368.BRADI4G04450.1 | 0.00000464 | 15-73 | SIAH, seven in absentia homolog |
| 15368.BRADI4G05090.1 | 3.6e-17 | 17-151 | MATH domain |
| 15368.BRADI4G07170.1 | 4.25e-41 | 103-238 | MATH domain |
| 15368.BRADI4G10970.1 | 0.000000000124 | 123-248 | SIAH, seven in absentia homolog |
| 15368.BRADI4G12820.1 | 1.44e-27 | 28-167 | MATH domain |
| 15368.BRADI4G12830.1 | 3.43e-17 | 4-92 | MATH domain |
| 15368.BRADI4G12840.1 | 6.38e-36 | 28-164 | MATH domain |
| 15368.BRADI4G12850.1 | 1.21e-33 | 28-162 | MATH domain |
| 15368.BRADI4G12890.1 | 2.65e-20 | 105-221 | SIAH, seven in absentia homolog |
| | 0.000000011 | 26-79 | MATH domain |
| 15368.BRADI4G12910.1 | 1.96e-37 | 10-151 | MATH domain |
| 15368.BRADI4G13500.1 | 5.56e-33 | 24-171 | MATH domain |
| 15368.BRADI4G13870.1 | 4.91e-36 | 27-162 | MATH domain |
| 15368.BRADI4G15710.1 | 9.81e-41 | 54-189 | MATH domain |
| 15368.BRADI4G23720.1 | 0.000000000000572 | 50-108 | MATH domain |
| 15368.BRADI4G23730.1 | 2.94e-27 | 17-150 | MATH domain |
| 15368.BRADI4G23740.1 | 2.29e-35 | 20-153 | MATH domain |
| 15368.BRADI4G23770.1 | 4.91e-18 | 284-370 | MATH domain |
| | 0.000000000000018 | 26-112 | MATH domain |
| 15368.BRADI4G23780.1 | 9.16e-32 | 16-152 | MATH domain |
| 15368.BRADI4G23810.1 | 1.28e-16 | 21-103 | MATH domain |
| 15368.BRADI4G23820.1 | 4.69e-29 | 21-151 | MATH domain |
| 15368.BRADI4G23830.1 | 2.78e-34 | 16-150 | MATH domain |
| 15368.BRADI4G23840.1 | 6.38e-31 | 17-152 | MATH domain |
| 15368.BRADI4G23860.1 | 2.78e-34 | 28-167 | MATH domain |
| 15368.BRADI4G40310.1 | 0.0000000582 | 188-244 | SIAH, seven in absentia homolog |
| | 0.00654 | 247-289 | SIAH, seven in absentia homolog |
| 15368.BRADI4G42220.1 | 0.0000032 | 50-105 | SIAH, seven in absentia homolog |
| 15368.BRADI5G07650.1 | 1.83e-28 | 164-346 | SIAH, seven in absentia homolog |
| 15368.BRADI5G09870.1 | 4.09e-29 | 248-388 | MATH domain |
| 15368.BRADI5G22350.1 | 7.19e-17 | 593-704,738-773 | MATH domain |
| 15368.BRADI5G22360.1 | 4.25e-26 | 28-169 | MATH domain |
| 15368.BRADI5G22370.1 | 1.8e-21 | 26-160 | MATH domain |
| 15368.BRADI5G22390.1 | 0.000000589 | 4-63 | MATH domain |
| 15368.BRADI5G22400.1 | 6.7e-31 | 29-167 | MATH domain |
| 15368.BRADI5G22450.1 | 1.18e-17 | 19-154 | MATH domain |
| 15368.BRADI5G22470.1 | 6.21e-29 | 25-142 | MATH domain |
| 15368.BRADI5G22480.1 | 1.96e-20 | 31-159 | MATH domain |
| 15368.BRADI5G22490.1 | 1.96e-18 | 30-145 | MATH domain |
| 15368.BRADI5G22500.1 | 2.29e-18 | 33-160 | MATH domain |
| 15368.BRADI5G24790.1 | 3.76e-26 | 27-165 | MATH domain |
| 15368.BRADI5G26300.1 | 7.19e-29 | 186-366 | SIAH, seven in absentia homolog |
| 15368.BRADI5G26310.1 | 1.77e-27 | 166-331 | SIAH, seven in absentia homolog |
| 162425.CADANIAP00004100 | 2.06e-17 | 147-209,273-349 | MATH domain |
| 162425.CADANIAP00008846 | 0.0000000000000471 | 101-173 | SIAH, seven in absentia homolog |
| | 0.000000281 | 177-228 | SIAH, seven in absentia homolog |
| 164328.JGI73709 | 0.0000196 | 215-246 | SIAH, seven in absentia homolog |
| | 0.0000229 | 265-293 | SIAH, seven in absentia homolog |
| 164328.JGI78509 | 0.0000000327 | 64-136 | SIAH, seven in absentia homolog |
| | 0.000589 | 654-711 | SIAH, seven in absentia homolog |
| | 0.00163 | 726-783 | SIAH, seven in absentia homolog |
| | 0.0471 | 136-159 | SIAH, seven in absentia homolog |
| 164328.JGI78842 | 0.000000000218 | 64-166 | MATH domain |
| 164328.JGI82804 | 0.00000105 | 1928-1959,1989-2012 | SIAH, seven in absentia homolog |
| | 0.0000981 | 2034-2096 | SIAH, seven in absentia homolog |
| | 0.000438 | 2120-2178 | SIAH, seven in absentia homolog |
| 164328.JGI94100 | 1.39e-18 | 160-309 | MATH domain |
| 214684.CND01520 | 0.000000000214 | 37-191 | MATH domain |
| 214684.CNH02890 | 5.72e-28 | 52-194 | MATH domain |
| 214684.CNI04000 | 0.000000131 | 189-219 | SIAH, seven in absentia homolog |
| | 0.0000105 | 80-156 | SIAH, seven in absentia homolog |
| 222929.C5P4N4 | 9.65e-23 | 66-205 | MATH domain |
| 222929.C5P804 | 2.34e-17 | 218-278,360-436 | MATH domain |
| 222929.C5PEJ9 | 0.00000000915 | 99-205 | SIAH, seven in absentia homolog |
| | 0.0196 | 209-238 | SIAH, seven in absentia homolog |
| 237895.Q5CHP7 | 0.0000000177 | 38-199 | MATH domain |
| 237895.Q5CNR3 | 0.000000000000107 | 18-133 | MATH domain |
| 281687.CJA00461 | 3.27e-26 | 151-298 | MATH domain |
| 281687.CJA02065 | 0.0000000000582 | 77-182 | SIAH, seven in absentia homolog |
| 281687.CJA02934 | 0.0000000000605 | 6-133 | MATH domain |
| 281687.CJA03627 | 2.13e-25 | 223-355 | MATH domain |
| 281687.CJA03674 | 4.09e-43 | 54-195 | MATH domain |
| 281687.CJA05808 | 6.7e-22 | 76-209 | MATH domain |
| 281687.CJA08259 | 4.45e-54 | 97-287 | SIAH, seven in absentia homolog |
| 281687.CJA09537 | 5.36e-18 | 79-192 | MATH domain |
| 281687.CJA12664 | 0.0000000000556 | 7-142 | MATH domain |
| 281687.CJA13781 | 0.0000000000000474 | 77-194 | MATH domain |
| 281687.CJA14392 | 0.0000000203 | 36-142 | MATH domain |
| 281687.CJA15216 | 3.6e-19 | 33-175 | MATH domain |
| 281687.CJA15269 | 0.000000458 | 25-191 | MATH domain |
| 281687.CJA19310 | 0.000000124 | 269-362 | MATH domain |
| 281687.CJA25256 | 0.000000000000458 | 45-108 | MATH domain |
| 28377.ENSACAP00000000193 | 2.29e-50 | 413-563 | MATH domain |
| | 1.24e-16 | 111-210 | SIAH, seven in absentia homolog |
| | 0.000000785 | 214-253 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000000374 | 9.32e-47 | 29-170 | MATH domain |
| 28377.ENSACAP00000004831 | 1.8e-47 | 29-170 | MATH domain |
| 28377.ENSACAP00000005007 | 1.42e-43 | 362-514 | MATH domain |
| | 0.0000000019 | 189-276 | SIAH, seven in absentia homolog |
| | 0.0000000157 | 132-188 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000005901 | 1.18e-28 | 73-202 | MATH domain |
| 28377.ENSACAP00000006251 | 0.0000222 | 34-96 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000006987 | 1.83e-25 | 298-376 | MATH domain |
| | 0.0000144 | 102-160 | SIAH, seven in absentia homolog |
| | 0.000785 | 161-233 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000007232 | 0.00000000144 | 36-98 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000007369 | 0.00000000464 | 55-114 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000007541 | 0.0000000000621 | 78-142 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000007619 | 7.85e-61 | 155-343 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000010321 | 6.7e-23 | 76-155 | MATH domain |
| 28377.ENSACAP00000011133 | 2.45e-23 | 276-400 | MATH domain |
| 28377.ENSACAP00000013072 | 3.43e-34 | 377-548 | MATH domain |
| 28377.ENSACAP00000014121 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000016112 | 4.09e-46 | 402-553 | MATH domain |
| | 0.000000000255 | 105-172 | SIAH, seven in absentia homolog |
| | 0.00000458 | 195-243 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000017068 | 8.34e-45 | 30-178 | MATH domain |
| 28377.ENSACAP00000017602 | 2.29e-38 | 394-563 | MATH domain |
| 2850.JGI45346 | 0.000000000000019 | 350-439 | SIAH, seven in absentia homolog |
| 294381.C4LTT2 | 0.000053 | 145-217 | MATH domain |
| | 0.000602 | 33-93 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00001492001 | 6.7e-32 | 4-130 | MATH domain |
| | 5.72e-21 | 140-217 | MATH domain |
| 29760.GSVIVG00001494001 | 1.1e-34 | 35-178 | MATH domain |
| | 4.41e-32 | 190-324 | MATH domain |
| 29760.GSVIVG00001496001 | 2.13e-35 | 18-162 | MATH domain |
| | 0.000000129 | 172-209 | MATH domain |
| 29760.GSVIVG00001498001 | 9.16e-36 | 24-168 | MATH domain |
| | 1.29e-20 | 180-262 | MATH domain |
| 29760.GSVIVG00002493001 | 0.000000327 | 339-450 | MATH domain |
| 29760.GSVIVG00002647001 | 4.74e-42 | 49-184 | MATH domain |
| 29760.GSVIVG00003848001 | 5.07e-36 | 23-162 | MATH domain |
| 29760.GSVIVG00006731001 | 6.21e-50 | 107-299 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00008618001 | 0.00000000000000235 | 75-174 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00008619001 | 7.19e-34 | 73-245 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00008620001 | 7.19e-35 | 73-247 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00008621001 | 0.000000000000137 | 101-249 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00008664001 | 0.0000000000137 | 16-141 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00016965001 | 1.03e-30 | 329-472 | MATH domain |
| | 2.45e-30 | 13-143 | MATH domain |
| | 1.57e-20 | 165-306 | MATH domain |
| | 9.16e-19 | 495-619 | MATH domain |
| 29760.GSVIVG00017445001 | 7.03e-36 | 14-153 | MATH domain |
| 29760.GSVIVG00017456001 | 1.6e-39 | 35-169 | MATH domain |
| 29760.GSVIVG00018417001 | 1.19e-29 | 2-121 | MATH domain |
| 29760.GSVIVG00019885001 | 2.29e-37 | 30-169 | MATH domain |
| 29760.GSVIVG00020158001 | 2.29e-35 | 68-194 | MATH domain |
| 29760.GSVIVG00022337001 | 6.15e-26 | 167-341 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00022339001 | 1.96e-22 | 420-590 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00024184001 | 0.000000229 | 84-143 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00024729001 | 1.11e-45 | 113-304 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00025405001 | 1.37e-47 | 112-304 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00025450001 | 0.00000948 | 202-298 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00025922001 | 0.00000602 | 420-468 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00026970001 | 0.00000183 | 390-501 | MATH domain |
| 29760.GSVIVG00027113001 | 1.8e-42 | 51-183 | MATH domain |
| 29760.GSVIVG00031016001 | 2.62e-46 | 110-302 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00032679001 | 2.94e-33 | 70-207 | MATH domain |
| | 1.8e-31 | 404-546 | MATH domain |
| | 4.74e-25 | 233-377 | MATH domain |
| | 1.96e-19 | 572-696 | MATH domain |
| 29760.GSVIVG00034561001 | 0.0000719 | 132-161 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00037258001 | 1.37e-49 | 118-310 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00038368001 | 1.32e-16 | 72-153 | MATH domain |
| 29883.JGI305921 | 1.14e-21 | 49-204 | MATH domain |
| 29883.JGI309252 | 0.000000000654 | 96-188 | MATH domain |
| 29883.JGI313750 | 0.00000000000432 | 76-139 | SIAH, seven in absentia homolog |
| 3055.JGI121621 | 3.43e-24 | 1-127 | MATH domain |
| 3055.JGI132449 | 7.03e-35 | 109-233 | MATH domain |
| 3055.JGI146398 | 1.42e-17 | 6-115 | MATH domain |
| 3055.JGI147578 | 0.00000248 | 93-172 | SIAH, seven in absentia homolog |
| 3055.JGI151334 | 0.00000283 | 2-93 | MATH domain |
| 3055.JGI152724 | 1.54e-23 | 19-151 | MATH domain |
| 3055.JGI286679 | 5.56e-16 | 9-112 | MATH domain |
| 3055.JGI404863 | 0.0000000000294 | 14-64 | MATH domain |
| 3055.JGI96010 | 0.000000000139 | 78-154 | MATH domain |
| 31033.ENSTRUP00000003488 | 7.68e-47 | 29-170 | MATH domain |
| 31033.ENSTRUP00000003623 | 0.0000000000981 | 32-102 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000004299 | 2.62e-59 | 133-320 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000008696 | 6.54e-63 | 104-292 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000011363 | 6.93e-50 | 377-526 | MATH domain |
| | 0.000000536 | 102-159 | SIAH, seven in absentia homolog |
| | 0.000719 | 192-254 | SIAH, seven in absentia homolog |
| | 0.0163 | 160-205 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000011672 | 1.34e-34 | 241-345,376-412 | MATH domain |
| 31033.ENSTRUP00000012878 | 2.13e-47 | 306-466 | MATH domain |
| | 0.00000000000000288 | 78-144 | SIAH, seven in absentia homolog |
| | 0.000000000000157 | 194-328 | SIAH, seven in absentia homolog |
| | 0.0000032 | 138-193 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000013348 | 2.13e-49 | 423-572 | MATH domain |
| | 4.9e-22 | 122-219 | SIAH, seven in absentia homolog |
| | 0.0000000785 | 222-261 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000015632 | 1.5e-49 | 393-541 | MATH domain |
| | 0.000517 | 97-155 | SIAH, seven in absentia homolog |
| | 0.00915 | 156-246 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000017156 | 4.45e-25 | 80-205 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000020686 | 1.03e-46 | 29-170 | MATH domain |
| 31033.ENSTRUP00000022556 | 6.7e-23 | 280-404 | MATH domain |
| 31033.ENSTRUP00000023405 | 4.58e-29 | 69-198 | MATH domain |
| 31033.ENSTRUP00000024490 | 2.22e-22 | 76-187 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000029828 | 0.000000562 | 29-91 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000030153 | 0.0000105 | 36-99 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000030361 | 2.94e-31 | 432-600 | MATH domain |
| 31033.ENSTRUP00000034050 | 0.0000000000019 | 142-271 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000034082 | 0.00000000222 | 233-325 | SIAH, seven in absentia homolog |
| | 0.00000000255 | 156-163,193-227 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000039402 | 0.00000000000255 | 78-142 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000041697 | 2.62e-42 | 388-538 | MATH domain |
| | 0.0000000000366 | 196-279 | SIAH, seven in absentia homolog |
| | 0.000000000137 | 138-196 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000042881 | 9.81e-34 | 427-596 | MATH domain |
| 31033.ENSTRUP00000046948 | 0.000000085 | 31-109 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000047803 | 2.09e-48 | 369-518 | MATH domain |
| | 0.000000915 | 158-260 | SIAH, seven in absentia homolog |
| | 0.000085 | 98-157 | SIAH, seven in absentia homolog |
| 31234.CRE01657 | 1.14e-19 | 76-208 | MATH domain |
| 31234.CRE03075 | 0.0000719 | 35-131 | MATH domain |
| 31234.CRE05564 | 0.00000000196 | 38-138 | MATH domain |
| 31234.CRE05645 | 0.000000000229 | 35-153 | MATH domain |
| 31234.CRE05646 | 1.8e-18 | 660-788 | MATH domain |
| 31234.CRE06228 | 1.83e-54 | 220-410 | SIAH, seven in absentia homolog |
| 31234.CRE06482 | 1.26e-22 | 192-337 | MATH domain |
| 31234.CRE06630 | 0.00000000085 | 150-265 | MATH domain |
| 31234.CRE06631 | 0.0000000000000162 | 89-210 | MATH domain |
| 31234.CRE06632 | 0.0000000067 | 131-250 | MATH domain |
| 31234.CRE06633 | 3.27e-19 | 134-254 | MATH domain |
| 31234.CRE06638 | 0.0000000142 | 123-232 | MATH domain |
| 31234.CRE06639 | 1.08e-19 | 137-257 | MATH domain |
| 31234.CRE08531 | 2.94e-19 | 367-491 | MATH domain |
| | 1.13e-16 | 1070-1195 | MATH domain |
| 31234.CRE08533 | 0.00000000000000229 | 189-316 | MATH domain |
| 31234.CRE08534 | 0.00000000000000149 | 438-563 | MATH domain |
| 31234.CRE08542 | 4.41e-17 | 746-871 | MATH domain |
| | 7.36e-17 | 1172-1297 | MATH domain |
| 31234.CRE08543 | 0.000000000121 | 49-142 | MATH domain |
| 31234.CRE08544 | 8.99e-18 | 207-331 | MATH domain |
| 31234.CRE08995 | 0.0000567 | 22-133 | MATH domain |
| | 0.00545 | 329-409 | MATH domain |
| 31234.CRE09504 | 0.000000000000213 | 8-136 | MATH domain |
| 31234.CRE09550 | 0.00000632 | 36-135 | MATH domain |
| 31234.CRE09635 | 5.56e-17 | 113-234 | MATH domain |
| 31234.CRE10450 | 0.000085 | 24-131 | MATH domain |
| 31234.CRE10637 | 0.00000000965 | 152-240 | MATH domain |
| 31234.CRE10953 | 1.83e-54 | 220-410 | SIAH, seven in absentia homolog |
| 31234.CRE11271 | 0.00000000000000113 | 31-135 | MATH domain |
| 31234.CRE11272 | 0.000000000000126 | 30-134 | MATH domain |
| | 0.00000000000124 | 321-443 | MATH domain |
| 31234.CRE11378 | 0.00000000349 | 6-95 | MATH domain |
| 31234.CRE12193 | 0.00000000000229 | 13-133 | MATH domain |
| 31234.CRE13376 | 0.0000501 | 23-127 | MATH domain |
| 31234.CRE14210 | 3.11e-19 | 47-187 | MATH domain |
| 31234.CRE14390 | 6.54e-17 | 6-129 | MATH domain |
| 31234.CRE14497 | 0.0000000000000698 | 108-234 | MATH domain |
| 31234.CRE14533 | 3.43e-17 | 6-129 | MATH domain |
| 31234.CRE14654 | 0.0000000000000132 | 4-125 | MATH domain |
| 31234.CRE14655 | 0.00000000000000621 | 6-129 | MATH domain |
| 31234.CRE14656 | 1.8e-17 | 6-129 | MATH domain |
| 31234.CRE14980 | 1.34e-35 | 265-418 | MATH domain |
| | 0.00000000137 | 77-138 | SIAH, seven in absentia homolog |
| | 0.00177 | 139-171 | SIAH, seven in absentia homolog |
| | 0.00386 | 175-216 | SIAH, seven in absentia homolog |
| 31234.CRE15076 | 0.0000817 | 22-99 | MATH domain |
| 31234.CRE15079 | 8.5e-26 | 167-313 | MATH domain |
| | 0.0111 | 78-131 | SIAH, seven in absentia homolog |
| 31234.CRE15411 | 2.45e-18 | 38-170 | MATH domain |
| 31234.CRE15412 | 3.27e-22 | 45-179 | MATH domain |
| 31234.CRE16074 | 0.00000124 | 51-135 | MATH domain |
| 31234.CRE16076 | 0.0000327 | 214-307 | MATH domain |
| | 0.0283 | 33-98 | MATH domain |
| | 0.0523 | 520-602 | MATH domain |
| 31234.CRE16603 | 0.0000915 | 22-101 | SIAH, seven in absentia homolog |
| 31234.CRE17912 | 9.65e-17 | 7-133 | MATH domain |
| 31234.CRE18049 | 0.000000000000196 | 102-191 | MATH domain |
| 31234.CRE18130 | 2.94e-16 | 358-484 | MATH domain |
| | 0.00000000458 | 117-193 | MATH domain |
| 31234.CRE21308 | 0.0000305 | 7-125 | MATH domain |
| 31234.CRE21325 | 0.00000000000229 | 203-297 | MATH domain |
| 31234.CRE21326 | 0.00000000000000155 | 116-236 | MATH domain |
| 31234.CRE21327 | 0.000000000294 | 133-264 | MATH domain |
| 31234.CRE21328 | 0.00000000000000278 | 181-303 | MATH domain |
| 31234.CRE21329 | 0.00000000245 | 179-276 | MATH domain |
| 31234.CRE21342 | 0.00000000000054 | 3-87 | MATH domain |
| 31234.CRE21343 | 5.23e-21 | 8-132 | MATH domain |
| 31234.CRE21346 | 0.00000000000000103 | 114-239 | MATH domain |
| 31234.CRE21348 | 0.000000196 | 20-128 | MATH domain |
| 31234.CRE21349 | 0.00000000000128 | 7-126 | MATH domain |
| 31234.CRE21353 | 1.96e-18 | 8-127 | MATH domain |
| 31234.CRE21355 | 0.0000000000147 | 7-112 | MATH domain |
| 31234.CRE21359 | 0.00000000000278 | 154-266 | MATH domain |
| 31234.CRE21360 | 0.000000000000294 | 183-306 | MATH domain |
| 31234.CRE21361 | 0.000000000000018 | 139-262 | MATH domain |
| 31234.CRE21395 | 0.00000000867 | 24-133 | MATH domain |
| 31234.CRE21396 | 0.00000736 | 12-127 | MATH domain |
| 31234.CRE21398 | 6.05e-18 | 100-225 | MATH domain |
| 31234.CRE21400 | 2.62e-16 | 76-201 | MATH domain |
| 31234.CRE21401 | 0.00000000000000932 | 147-285 | MATH domain |
| 31234.CRE21402 | 0.00000164 | 192-231 | MATH domain |
| 31234.CRE21403 | 0.000000000000015 | 130-267 | MATH domain |
| 31234.CRE21419 | 0.00000785 | 348-452 | MATH domain |
| 31234.CRE21420 | 0.000000000000229 | 23-129 | MATH domain |
| 31234.CRE21426 | 0.00000000000000654 | 7-125 | MATH domain |
| 31234.CRE21427 | 0.000000146 | 7-125 | MATH domain |
| 31234.CRE21428 | 1.5e-18 | 2-126 | MATH domain |
| 31234.CRE21429 | 1.14e-18 | 69-209 | MATH domain |
| 31234.CRE21430 | 0.0000872 | 28-121 | MATH domain |
| 31234.CRE21767 | 0.0000327 | 74-156 | MATH domain |
| 31234.CRE21769 | 0.0000018 | 82-172 | MATH domain |
| 31234.CRE21831 | 0.0000654 | 81-159 | MATH domain |
| 31234.CRE21832 | 0.000000311 | 83-176 | MATH domain |
| 31234.CRE22631 | 0.00000392 | 29-121 | MATH domain |
| 31234.CRE22656 | 0.000000000000605 | 105-192 | MATH domain |
| 31234.CRE23129 | 0.00000327 | 48-163 | MATH domain |
| 31234.CRE25076 | 8.01e-22 | 45-182 | MATH domain |
| 31234.CRE25130 | 2.13e-20 | 44-177 | MATH domain |
| 31234.CRE25216 | 1.96e-43 | 101-242 | MATH domain |
| 31234.CRE26413 | 0.00000000000406 | 24-176 | MATH domain |
| 31234.CRE27261 | 3.27e-23 | 17-144 | MATH domain |
| 31234.CRE28409 | 0.00000000000327 | 8-126 | MATH domain |
| 31234.CRE28840 | 0.000000000245 | 112-223 | MATH domain |
| 31234.CRE29592 | 6.38e-18 | 38-183 | MATH domain |
| 3218.JGI14169 | 1.19e-36 | 9-135 | MATH domain |
| 3218.JGI143618 | 1.64e-35 | 18-157 | MATH domain |
| 3218.JGI171827 | 4.58e-19 | 679-792 | MATH domain |
| 3218.JGI180457 | 3.76e-39 | 48-183 | MATH domain |
| 3218.JGI187320 | 1.37e-36 | 35-167 | MATH domain |
| 3218.JGI188453 | 5.23e-33 | 376-521 | MATH domain |
| | 7.36e-32 | 58-192 | MATH domain |
| | 5.56e-23 | 210-354 | MATH domain |
| | 3.76e-18 | 547-672 | MATH domain |
| 3218.JGI206770 | 3.4e-51 | 47-239 | SIAH, seven in absentia homolog |
| 3218.JGI215197 | 1.57e-50 | 47-239 | SIAH, seven in absentia homolog |
| 3218.JGI216093 | 1.96e-40 | 48-183 | MATH domain |
| 3218.JGI217835 | 1.96e-35 | 24-163 | MATH domain |
| 3218.JGI226178 | 1.29e-35 | 23-162 | MATH domain |
| 3218.JGI234588 | 8.99e-21 | 677-789 | MATH domain |
| 3218.JGI25870 | 1.37e-16 | 69-143 | SIAH, seven in absentia homolog |
| 3218.JGI26035 | 0.0000000000000137 | 62-120 | SIAH, seven in absentia homolog |
| 3218.JGI33451 | 0.00000327 | 201-270 | SIAH, seven in absentia homolog |
| | 0.0000785 | 158-206 | SIAH, seven in absentia homolog |
| 3218.JGI3473 | 1.47e-36 | 9-135 | MATH domain |
| 3218.JGI65174 | 5.56e-21 | 635-747 | MATH domain |
| 33169.AGOS_AGL357W | 4.58e-24 | 34-175 | MATH domain |
| 33178.CADATEAP00004183 | 3.92e-24 | 62-203 | MATH domain |
| 33178.CADATEAP00005273 | 1.05e-17 | 132-194,257-333 | MATH domain |
| 33178.CADATEAP00005326 | 0.000000000000647 | 101-178 | SIAH, seven in absentia homolog |
| | 0.0000000268 | 186-244 | SIAH, seven in absentia homolog |
| 332648.A6S3N1 | 0.0000000000000203 | 109-205 | MATH domain |
| 35128.JGI11592 | 0.0000484 | 115-158 | SIAH, seven in absentia homolog |
| 35128.JGI263528 | 0.000000000262 | 5-100 | SIAH, seven in absentia homolog |
| 35128.JGI6585 | 1.64e-17 | 24-143 | MATH domain |
| 35128.JGI6692 | 0.0000000000111 | 29-154 | MATH domain |
| 35128.JGI9378 | 0.00000000595 | 308-367 | SIAH, seven in absentia homolog |
| 36630.CADNFIAP00002906 | 4.09e-25 | 63-203 | MATH domain |
| 36630.CADNFIAP00003035 | 2.29e-18 | 134-196,261-337 | MATH domain |
| 36630.CADNFIAP00004058 | 0.000000000015 | 101-178 | SIAH, seven in absentia homolog |
| | 0.0000000137 | 185-244 | SIAH, seven in absentia homolog |
| 36630.CADNFIAP00007855 | 0.00000000000366 | 101-178 | SIAH, seven in absentia homolog |
| | 0.00000000785 | 185-244 | SIAH, seven in absentia homolog |
| 36914.A5DYC8 | 1.05e-19 | 164-283 | MATH domain |
| 36914.A5E4G5 | 0.0000373 | 140-176 | SIAH, seven in absentia homolog |
| | 0.0981 | 339-390 | SIAH, seven in absentia homolog |
| 3694.estExt_Genewise1_v1.C_LG_I8700 | 0.000000294 | 299-411 | MATH domain |
| 3694.estExt_Genewise1_v1.C_LG_III0871 | 2.62e-46 | 110-302 | SIAH, seven in absentia homolog |
| 3694.estExt_Genewise1_v1.C_LG_VI0616 | 4.12e-48 | 112-303 | SIAH, seven in absentia homolog |
| 3694.estExt_Genewise1_v1.C_LG_X5521 | 2.45e-33 | 68-195 | MATH domain |
| 3694.estExt_fgenesh4_pg.C_6380005 | 4.91e-20 | 140-221 | MATH domain |
| | 0.000000000484 | 20-124 | MATH domain |
| 3694.estExt_fgenesh4_pg.C_LG_III0806 | 8.67e-36 | 28-172 | MATH domain |
| | 8.83e-36 | 183-316 | MATH domain |
| 3694.estExt_fgenesh4_pg.C_LG_IV0830 | 1.7e-22 | 223-385 | SIAH, seven in absentia homolog |
| 3694.estExt_fgenesh4_pg.C_LG_VIII0105 | 2.13e-43 | 50-186 | MATH domain |
| 3694.estExt_fgenesh4_pg.C_LG_X2216 | 9.32e-43 | 50-186 | MATH domain |
| 3694.estExt_fgenesh4_pg.C_LG_XII0205 | 3.73e-50 | 123-315 | SIAH, seven in absentia homolog |
| 3694.estExt_fgenesh4_pg.C_LG_XIX0452 | 1.34e-22 | 22-112 | MATH domain |
| 3694.estExt_fgenesh4_pg.C_LG_XVII0101 | 1.34e-34 | 18-158 | MATH domain |
| | 5.72e-33 | 172-298 | MATH domain |
| 3694.estExt_fgenesh4_pm.C_LG_VIII0697 | 1.05e-33 | 68-195 | MATH domain |
| 3694.estExt_fgenesh4_pm.C_LG_XIV0160 | 0.0000017 | 434-545 | MATH domain |
| 3694.estExt_fgenesh4_pm.C_LG_XIV0431 | 0.0000373 | 408-456 | SIAH, seven in absentia homolog |
| 3694.eugene3.00002269 | 9.48e-26 | 25-144 | MATH domain |
| | 0.000000000000376 | 159-239 | MATH domain |
| 3694.eugene3.00002348 | 9.15e-26 | 230-386 | SIAH, seven in absentia homolog |
| 3694.eugene3.00031078 | 0.00000262 | 447-559 | MATH domain |
| 3694.eugene3.00031885 | 2.55e-48 | 116-308 | SIAH, seven in absentia homolog |
| 3694.eugene3.00040639 | 3.73e-24 | 39-182 | SIAH, seven in absentia homolog |
| 3694.eugene3.00040640 | 0.00000000000032 | 449-606 | SIAH, seven in absentia homolog |
| 3694.eugene3.00061154 | 3.11e-41 | 49-181 | MATH domain |
| 3694.eugene3.00061878 | 4.03e-26 | 69-129,190-260 | MATH domain |
| | 1.1e-19 | 287-411 | MATH domain |
| 3694.eugene3.00080040 | 1.11e-25 | 112-244 | MATH domain |
| | 0.0000000000343 | 6-94 | MATH domain |
| 3694.eugene3.00180454 | 1.21e-32 | 82-220 | MATH domain |
| | 7.03e-24 | 256-401 | MATH domain |
| | 2.62e-22 | 427-537 | MATH domain |
| 3694.eugene3.00440156 | 0.0000000441 | 13-58 | MATH domain |
| 3694.eugene3.00440259 | 7.19e-27 | 179-352 | SIAH, seven in absentia homolog |
| 3694.eugene3.06380004 | 0.0000000000736 | 3-89 | MATH domain |
| 3694.eugene3.06380010 | 0.0000000000736 | 3-89 | MATH domain |
| 3694.eugene3.23410001 | 0.0000000589 | 14-49 | MATH domain |
| 3694.eugene3.72950001 | 0.000000654 | 20-64 | MATH domain |
| 3694.fgenesh4_pg.C_LG_I000093 | 5.82e-46 | 91-283 | SIAH, seven in absentia homolog |
| 3694.fgenesh4_pg.C_LG_I001687 | 0.0000163 | 84-140 | SIAH, seven in absentia homolog |
| 3694.fgenesh4_pg.C_LG_II002310 | 0.000000000000314 | 37-181 | SIAH, seven in absentia homolog |
| 3694.fgenesh4_pg.C_LG_IV000774 | 8.67e-19 | 86-170 | MATH domain |
| | 0.0000000000883 | 2-72 | MATH domain |
| 3694.fgenesh4_pg.C_LG_VI000471 | 6.7e-28 | 43-172 | MATH domain |
| | 9.32e-21 | 363-507 | MATH domain |
| | 5.07e-17 | 188-324 | MATH domain |
| | 0.0000000000000425 | 518-636 | MATH domain |
| 3694.fgenesh4_pg.C_LG_VIII000501 | 1.13e-22 | 19-110 | MATH domain |
| 3694.fgenesh4_pg.C_LG_VIII000876 | 7.52e-29 | 154-287 | MATH domain |
| | 1.96e-23 | 23-137 | MATH domain |
| 3694.fgenesh4_pg.C_LG_VIII001802 | 2.45e-30 | 35-183 | MATH domain |
| | 1.52e-23 | 195-250,278-335 | MATH domain |
| 3694.fgenesh4_pg.C_scaffold_328000002 | 9.15e-26 | 230-386 | SIAH, seven in absentia homolog |
| 3694.fgenesh4_pg.C_scaffold_40000058 | 1.1e-29 | 67-184 | MATH domain |
| | 0.00000000134 | 11-64 | MATH domain |
| 3694.fgenesh4_pm.C_LG_I000095 | 3.92e-45 | 102-294 | SIAH, seven in absentia homolog |
| 3694.grail3.0004018901 | 1.83e-48 | 109-300 | SIAH, seven in absentia homolog |
| 3694.grail3.0009047601 | 1.23e-22 | 34-141 | MATH domain |
| 3694.grail3.0029027501 | 8.5e-33 | 178-309 | MATH domain |
| | 9.81e-33 | 21-163 | MATH domain |
| 3694.grail3.0051013501 | 0.00000000000916 | 25-82 | MATH domain |
| 3694.grail3.0078003301 | 2.78e-33 | 151-277 | MATH domain |
| | 7.03e-33 | 1-137 | MATH domain |
| 3694.grail3.8193000101 | 3.6e-35 | 36-176 | MATH domain |
| | 0.000124 | 190-222 | MATH domain |
| 3694.gw1.40.135.1 | 8.18e-36 | 3-148 | MATH domain |
| 3694.gw1.I.241.1 | 0.000000294 | 1-30 | MATH domain |
| 3694.gw1.II.1232.1 | 0.000000294 | 438-549 | MATH domain |
| 3694.gw1.II.2951.1 | 2.62e-49 | 60-252 | SIAH, seven in absentia homolog |
| 3694.gw1.IX.519.1 | 4.58e-23 | 10-100 | MATH domain |
| 3694.gw1.X.2040.1 | 4.41e-35 | 6-145 | MATH domain |
| 3694.gw1.X.4168.1 | 5.56e-37 | 11-150 | MATH domain |
| 3694.gw1.XIII.2173.1 | 0.000000036 | 11-91 | MATH domain |
| 3694.gw1.XIV.1720.1 | 4.05e-48 | 60-252 | SIAH, seven in absentia homolog |
| 3694.gw1.XV.382.1 | 5.04e-49 | 84-276 | SIAH, seven in absentia homolog |
| 3694.gw1.XVI.1986.1 | 0.00000948 | 200-275 | SIAH, seven in absentia homolog |
| 3694.gw1.XVI.2030.1 | 8.01e-42 | 50-186 | MATH domain |
| 3702.AT1G04300.3-P | 1.18e-31 | 68-205 | MATH domain |
| 3702.AT1G31370.1-P | 0.00000556 | 49-98 | MATH domain |
| 3702.AT1G31390.1-P | 8.18e-36 | 4-144 | MATH domain |
| 3702.AT1G31400.1-P | 3.76e-28 | 5-141 | MATH domain |
| 3702.AT1G58270.1-P | 8.83e-29 | 250-377 | MATH domain |
| | 8.18e-23 | 94-235 | MATH domain |
| 3702.AT1G65050.1-P | 1.18e-22 | 29-133 | MATH domain |
| | 0.000311 | 148-223 | MATH domain |
| 3702.AT1G65150.1-P | 4.41e-22 | 29-149 | MATH domain |
| | 4.74e-18 | 161-291 | MATH domain |
| 3702.AT1G65370.1-P | 1.64e-21 | 96-223 | MATH domain |
| | 0.0000000000425 | 1-90 | MATH domain |
| 3702.AT1G66610.1-P | 1.57e-43 | 183-339 | SIAH, seven in absentia homolog |
| 3702.AT1G66620.1-P | 2.42e-46 | 97-276 | SIAH, seven in absentia homolog |
| 3702.AT1G66630.1-P | 1.31e-42 | 102-298 | SIAH, seven in absentia homolog |
| 3702.AT1G66650.1-P | 2.16e-38 | 142-320 | SIAH, seven in absentia homolog |
| 3702.AT1G66660.2-P | 1.05e-35 | 161-339 | SIAH, seven in absentia homolog |
| 3702.AT1G69650.1-P | 2.29e-28 | 158-287 | MATH domain |
| | 1.13e-16 | 20-145 | MATH domain |
| 3702.AT1G69660.1-P | 3.43e-26 | 95-226 | MATH domain |
| | 0.00000000018 | 4-84 | MATH domain |
| 3702.AT2G01790.1-P | 1.59e-33 | 8-145 | MATH domain |
| 3702.AT2G04170.2-P | 7.19e-32 | 129-262 | MATH domain |
| | 4.25e-27 | 280-413 | MATH domain |
| 3702.AT2G04190.1-P | 4.74e-27 | 119-254 | MATH domain |
| | 1.8e-24 | 271-404 | MATH domain |
| 3702.AT2G05410.1-P | 6.05e-20 | 2-104 | MATH domain |
| 3702.AT2G05420.1-P | 5.07e-34 | 8-149 | MATH domain |
| 3702.AT2G15710.1-P | 1.8e-26 | 96-241 | MATH domain |
| | 5.07e-21 | 252-360 | MATH domain |
| 3702.AT2G25320.1-P | 6.87e-32 | 403-543 | MATH domain |
| | 1.64e-31 | 69-207 | MATH domain |
| | 1.05e-23 | 233-377 | MATH domain |
| | 6.05e-20 | 566-692 | MATH domain |
| 3702.AT2G25330.1-P | 1.03e-32 | 358-499 | MATH domain |
| | 2.45e-29 | 44-183 | MATH domain |
| | 2.78e-22 | 200-344 | MATH domain |
| | 1.64e-19 | 520-647 | MATH domain |
| 3702.AT2G32870.1-P | 6.87e-35 | 275-411 | MATH domain |
| | 5.72e-23 | 121-248 | MATH domain |
| 3702.AT2G32880.1-P | 1.06e-32 | 176-313 | MATH domain |
| | 1.41e-23 | 21-144 | MATH domain |
| 3702.AT2G39760.1-P | 4.41e-37 | 21-160 | MATH domain |
| 3702.AT2G41980.1-P | 7.19e-49 | 110-302 | SIAH, seven in absentia homolog |
| 3702.AT2G42460.1-P | 7.52e-29 | 7-136 | MATH domain |
| | 0.0981 | 288-309 | MATH domain |
| 3702.AT2G42470.1-P | 2.13e-30 | 492-619 | MATH domain |
| | 9.32e-19 | 29-155 | MATH domain |
| | 0.000000948 | 306-362 | MATH domain |
| 3702.AT2G42480.1-P | 8.34e-28 | 5-135 | MATH domain |
| | 4.74e-26 | 388-519 | MATH domain |
| 3702.AT2G46260.1-P | 0.00000118 | 442-556 | MATH domain |
| 3702.AT3G03740.1-P | 8.5e-36 | 43-182 | MATH domain |
| 3702.AT3G06190.1-P | 1.44e-35 | 29-168 | MATH domain |
| 3702.AT3G11910.1-P | 3.27e-39 | 51-187 | MATH domain |
| 3702.AT3G11950.1-P | 0.0000000141 | 195-319 | SIAH, seven in absentia homolog |
| 3702.AT3G13672.2-P | 9.15e-37 | 33-211 | SIAH, seven in absentia homolog |
| 3702.AT3G17380.1-P | 1.13e-37 | 18-157 | MATH domain |
| | 7.85e-32 | 172-304 | MATH domain |
| 3702.AT3G20360.1-P | 2.29e-27 | 65-205 | MATH domain |
| | 1.03e-26 | 221-355 | MATH domain |
| 3702.AT3G20370.1-P | 6.54e-29 | 84-221 | MATH domain |
| | 1.55e-26 | 236-375 | MATH domain |
| 3702.AT3G20380.1-P | 3.76e-28 | 84-223 | MATH domain |
| | 1.54e-22 | 239-369 | MATH domain |
| 3702.AT3G22080.1-P | 8.99e-30 | 459-587 | MATH domain |
| | 2.62e-28 | 299-449 | MATH domain |
| | 1.8e-23 | 132-268 | MATH domain |
| | 2.78e-16 | 15-104 | MATH domain |
| 3702.AT3G27040.1-P | 3.76e-31 | 93-231 | MATH domain |
| | 0.000000000000507 | 6-75 | MATH domain |
| 3702.AT3G28220.1-P | 1.96e-30 | 236-361 | MATH domain |
| | 1.54e-27 | 79-226 | MATH domain |
| 3702.AT3G29580.1-P | 1.34e-17 | 6-132 | MATH domain |
| 3702.AT3G43700.1-P | 1.14e-34 | 32-171 | MATH domain |
| 3702.AT3G44790.1-P | 3.27e-30 | 5-135 | MATH domain |
| 3702.AT3G44800.1-P | 4.25e-31 | 5-139 | MATH domain |
| | 0.00000605 | 332-385 | MATH domain |
| 3702.AT3G46190.1-P | 1.8e-32 | 158-286 | MATH domain |
| | 6.05e-17 | 32-135 | MATH domain |
| 3702.AT3G58040.1-P | 4.12e-48 | 113-305 | SIAH, seven in absentia homolog |
| 3702.AT3G58200.1-P | 7.52e-35 | 5-140 | MATH domain |
| 3702.AT3G58210.1-P | 2.13e-38 | 4-144 | MATH domain |
| 3702.AT3G58220.2-P | 6.21e-29 | 12-144 | MATH domain |
| 3702.AT3G58240.1-P | 3.27e-23 | 4-136 | MATH domain |
| 3702.AT3G58250.1-P | 8.34e-38 | 9-142 | MATH domain |
| 3702.AT3G58260.1-P | 6.05e-32 | 4-144 | MATH domain |
| 3702.AT3G58270.2-P | 2.29e-35 | 5-142 | MATH domain |
| 3702.AT3G58280.1-P | 0.0000000000000654 | 5-79 | MATH domain |
| 3702.AT3G58290.1-P | 3.76e-32 | 6-148 | MATH domain |
| 3702.AT3G58340.1-P | 2.13e-33 | 5-141 | MATH domain |
| 3702.AT3G58350.1-P | 3.11e-35 | 6-144 | MATH domain |
| 3702.AT3G58360.1-P | 1.8e-34 | 8-142 | MATH domain |
| 3702.AT3G58380.1-P | 0.0000000000000621 | 5-140 | MATH domain |
| 3702.AT3G58400.1-P | 1.31e-18 | 65-159 | MATH domain |
| 3702.AT3G58410.1-P | 1.96e-27 | 28-139 | MATH domain |
| 3702.AT3G58420.1-P | 0.000000000207 | 7-162 | MATH domain |
| 3702.AT3G58430.1-P | 0.00000000000000196 | 6-138 | MATH domain |
| | 0.000000409 | 245-313 | MATH domain |
| 3702.AT3G58440.1-P | 1.8e-29 | 10-138 | MATH domain |
| 3702.AT3G61600.1-P | 0.0000017 | 444-558 | MATH domain |
| 3702.AT3G61790.1-P | 6.21e-48 | 116-308 | SIAH, seven in absentia homolog |
| 3702.AT4G00780.1-P | 1.96e-28 | 19-147 | MATH domain |
| | 2.94e-28 | 164-294 | MATH domain |
| 3702.AT4G01390.1-P | 2.94e-27 | 165-295 | MATH domain |
| | 3.27e-24 | 21-146 | MATH domain |
| 3702.AT4G09770.1-P | 6.87e-29 | 156-292 | MATH domain |
| | 3.11e-26 | 8-147 | MATH domain |
| 3702.AT4G09780.1-P | 7.52e-26 | 226-371 | MATH domain |
| | 1.8e-20 | 61-217 | MATH domain |
| 3702.AT4G16045.1-P | 0.0000000000000458 | 20-108 | MATH domain |
| 3702.AT4G27880.1-P | 4.58e-48 | 117-308 | SIAH, seven in absentia homolog |
| 3702.AT5G06600.1-P | 4.91e-41 | 52-188 | MATH domain |
| 3702.AT5G19000.1-P | 2.45e-35 | 30-169 | MATH domain |
| 3702.AT5G21010.1-P | 1.29e-34 | 25-164 | MATH domain |
| 3702.AT5G26260.1-P | 1.8e-29 | 60-196 | MATH domain |
| | 9.32e-28 | 211-344 | MATH domain |
| 3702.AT5G26280.1-P | 5.89e-32 | 59-195 | MATH domain |
| | 2.45e-28 | 210-343 | MATH domain |
| 3702.AT5G26290.1-P | 7.19e-27 | 53-185 | MATH domain |
| | 1.21e-22 | 200-326 | MATH domain |
| 3702.AT5G26300.1-P | 1.05e-30 | 59-194 | MATH domain |
| | 1.8e-25 | 210-341 | MATH domain |
| 3702.AT5G26320.1-P | 1.18e-27 | 59-197 | MATH domain |
| | 6.87e-26 | 211-346 | MATH domain |
| 3702.AT5G37870.1-P | 2.22e-49 | 98-276 | SIAH, seven in absentia homolog |
| 3702.AT5G37890.1-P | 9.15e-47 | 104-281 | SIAH, seven in absentia homolog |
| 3702.AT5G37900.1-P | 4.32e-47 | 56-232 | SIAH, seven in absentia homolog |
| 3702.AT5G37910.1-P | 3.33e-49 | 91-269 | SIAH, seven in absentia homolog |
| 3702.AT5G37930.1-P | 4.12e-43 | 168-340 | SIAH, seven in absentia homolog |
| 3702.AT5G43560.1-P | 3.6e-32 | 69-198 | MATH domain |
| 3702.AT5G52330.1-P | 1.52e-32 | 19-148 | MATH domain |
| 3702.AT5G53360.1-P | 5.1e-47 | 23-215 | SIAH, seven in absentia homolog |
| 3702.AT5G62800.1-P | 1.57e-46 | 99-271 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000165 | 5.49e-31 | 108-293 | SIAH, seven in absentia homolog |
| | 5.3e-27 | 469-630 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000166 | 2.16e-40 | 125-310 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000167 | 1.57e-36 | 138-329 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000168 | 3.14e-22 | 98-263 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000169 | 2.13e-27 | 41-181 | MATH domain |
| 39946.BGIOSIBCE000170 | 1.96e-21 | 23-169 | MATH domain |
| 39946.BGIOSIBCE000177 | 1.57e-30 | 91-270 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000179 | 7.19e-18 | 109-264 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000180 | 2.09e-32 | 201-374 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000190 | 3.99e-16 | 97-149 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000192 | 3.53e-29 | 95-280 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000193 | 1.83e-36 | 66-246 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE001011 | 2.88e-48 | 56-248 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE001701 | 5.56e-40 | 23-167 | MATH domain |
| 39946.BGIOSIBCE001702 | 1.5e-38 | 21-162 | MATH domain |
| 39946.BGIOSIBCE001703 | 6.54e-35 | 23-165 | MATH domain |
| | 8.18e-24 | 398-513 | MATH domain |
| 39946.BGIOSIBCE001776 | 0.0000000000229 | 18-66 | MATH domain |
| 39946.BGIOSIBCE003708 | 3.2e-34 | 79-246 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE003782 | 1.8e-25 | 51-160 | MATH domain |
| 39946.BGIOSIBCE003810 | 1.57e-33 | 102-227 | MATH domain |
| 39946.BGIOSIBCE005473 | 1.5e-49 | 113-305 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE006400 | 0.0000157 | 442-557 | MATH domain |
| 39946.BGIOSIBCE006567 | 2.48e-50 | 140-332 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE006662 | 1.21e-38 | 16-154 | MATH domain |
| 39946.BGIOSIBCE006663 | 4.25e-36 | 16-153 | MATH domain |
| 39946.BGIOSIBCE006666 | 1.31e-36 | 16-153 | MATH domain |
| 39946.BGIOSIBCE007796 | 7.52e-31 | 384-526 | MATH domain |
| | 6.21e-21 | 41-183 | MATH domain |
| | 8.34e-20 | 190-353 | MATH domain |
| | 7.52e-18 | 553-672 | MATH domain |
| 39946.BGIOSIBCE011071 | 0.00000085 | 26-80 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE011146 | 2.55e-46 | 106-298 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE012190 | 1.19e-32 | 23-172 | MATH domain |
| 39946.BGIOSIBCE012753 | 0.0000000000932 | 20-59 | MATH domain |
| 39946.BGIOSIBCE013247 | 3.11e-23 | 46-135 | MATH domain |
| 39946.BGIOSIBCE013248 | 8.99e-34 | 44-183 | MATH domain |
| 39946.BGIOSIBCE013936 | 8.67e-35 | 31-172 | MATH domain |
| 39946.BGIOSIBCE014445 | 1.96e-27 | 13-150 | MATH domain |
| 39946.BGIOSIBCE015238 | 3.43e-34 | 23-168 | MATH domain |
| 39946.BGIOSIBCE015241 | 4.58e-18 | 20-83 | MATH domain |
| 39946.BGIOSIBCE015243 | 1.29e-38 | 22-160 | MATH domain |
| 39946.BGIOSIBCE015244 | 5.4e-35 | 23-166 | MATH domain |
| 39946.BGIOSIBCE015245 | 2.13e-33 | 17-154 | MATH domain |
| 39946.BGIOSIBCE015250 | 0.00000000000000376 | 3-74 | MATH domain |
| 39946.BGIOSIBCE016665 | 1.1e-25 | 30-149 | MATH domain |
| 39946.BGIOSIBCE016676 | 0.000000000000556 | 15-115 | MATH domain |
| 39946.BGIOSIBCE016677 | 7.19e-28 | 38-183 | MATH domain |
| 39946.BGIOSIBCE016678 | 1.64e-31 | 30-167 | MATH domain |
| 39946.BGIOSIBCE016679 | 2.94e-21 | 18-153 | MATH domain |
| 39946.BGIOSIBCE016923 | 1.96e-28 | 29-169 | MATH domain |
| 39946.BGIOSIBCE017598 | 1.44e-38 | 183-374 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE017599 | 7.85e-37 | 129-339 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE017600 | 0.0000209 | 110-232 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE017601 | 1.11e-19 | 201-356 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE018184 | 2.88e-48 | 179-371 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE018289 | 0.0000000000000015 | 114-173 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE018441 | 0.00000000301 | 165-224 | SIAH, seven in absentia homolog |
| | 0.000301 | 227-270 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE018752 | 7.03e-27 | 24-164 | MATH domain |
| 39946.BGIOSIBCE019626 | 1.96e-34 | 68-196 | MATH domain |
| 39946.BGIOSIBCE021239 | 5.89e-20 | 12-93 | MATH domain |
| 39946.BGIOSIBCE021347 | 0.00000000000000523 | 9-145 | MATH domain |
| 39946.BGIOSIBCE021651 | 5.89e-36 | 140-317 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE022086 | 0.0000131 | 421-534 | MATH domain |
| 39946.BGIOSIBCE022964 | 1.01e-17 | 13-146 | MATH domain |
| | 0.0000000132 | 358-493 | MATH domain |
| 39946.BGIOSIBCE022965 | 0.0000000000000736 | 11-130 | MATH domain |
| 39946.BGIOSIBCE022966 | 0.00000000000343 | 12-137 | MATH domain |
| 39946.BGIOSIBCE023395 | 1.19e-35 | 13-152 | MATH domain |
| 39946.BGIOSIBCE023800 | 4.74e-40 | 59-192 | MATH domain |
| 39946.BGIOSIBCE023827 | 4.58e-35 | 39-178 | MATH domain |
| 39946.BGIOSIBCE025110 | 8.18e-20 | 31-118 | MATH domain |
| 39946.BGIOSIBCE025911 | 4.32e-45 | 342-534 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE026159 | 1.46e-25 | 39-174 | MATH domain |
| 39946.BGIOSIBCE026365 | 2.62e-26 | 12-153 | MATH domain |
| 39946.BGIOSIBCE026366 | 1.37e-23 | 11-151 | MATH domain |
| 39946.BGIOSIBCE026367 | 2.29e-23 | 21-159 | MATH domain |
| 39946.BGIOSIBCE026368 | 1.21e-23 | 2-142 | MATH domain |
| 39946.BGIOSIBCE026369 | 3.11e-19 | 3-143 | MATH domain |
| 39946.BGIOSIBCE026371 | 6.21e-18 | 14-106 | MATH domain |
| 39946.BGIOSIBCE026372 | 4.09e-16 | 13-147 | MATH domain |
| 39946.BGIOSIBCE026375 | 0.000000000000474 | 3-66 | MATH domain |
| 39946.BGIOSIBCE026814 | 5.23e-16 | 259-390 | MATH domain |
| 39946.BGIOSIBCE026816 | 1.96e-17 | 13-145 | MATH domain |
| 39946.BGIOSIBCE026889 | 0.000000000245 | 27-72 | MATH domain |
| 39946.BGIOSIBCE026890 | 1.42e-33 | 23-168 | MATH domain |
| 39946.BGIOSIBCE026892 | 2.62e-23 | 5-119 | MATH domain |
| 39946.BGIOSIBCE026894 | 5.72e-35 | 32-172 | MATH domain |
| 39946.BGIOSIBCE026895 | 0.00000114 | 44-101 | MATH domain |
| 39946.BGIOSIBCE026943 | 7.03e-28 | 26-159 | MATH domain |
| 39946.BGIOSIBCE026946 | 4.41e-32 | 18-157 | MATH domain |
| 39946.BGIOSIBCE026948 | 0.00000000000000474 | 73-165 | MATH domain |
| 39946.BGIOSIBCE026949 | 0.0000000206 | 15-122 | MATH domain |
| 39946.BGIOSIBCE026950 | 4.41e-33 | 18-154 | MATH domain |
| 39946.BGIOSIBCE026953 | 3.92e-32 | 18-154 | MATH domain |
| 39946.BGIOSIBCE026955 | 9.81e-17 | 34-170 | MATH domain |
| 39946.BGIOSIBCE026956 | 5.89e-21 | 19-164 | MATH domain |
| 39946.BGIOSIBCE026958 | 3.6e-16 | 34-170 | MATH domain |
| 39946.BGIOSIBCE026959 | 0.0000000741 | 29-121 | MATH domain |
| 39946.BGIOSIBCE026961 | 5.07e-24 | 2-113 | MATH domain |
| 39946.BGIOSIBCE026966 | 5.89e-32 | 23-171 | MATH domain |
| 39946.BGIOSIBCE026967 | 5.89e-32 | 23-171 | MATH domain |
| 39946.BGIOSIBCE026972 | 0.0000000000278 | 325-413 | MATH domain |
| | 0.0000036 | 36-141 | MATH domain |
| 39946.BGIOSIBCE026973 | 0.000000327 | 8-76 | MATH domain |
| 39946.BGIOSIBCE027821 | 4.91e-27 | 29-157 | MATH domain |
| 39946.BGIOSIBCE027822 | 8.67e-33 | 30-162 | MATH domain |
| 39946.BGIOSIBCE027823 | 6.21e-32 | 9-140 | MATH domain |
| 39946.BGIOSIBCE028557 | 2.62e-19 | 12-156 | MATH domain |
| 39946.BGIOSIBCE028558 | 0.0000000054 | 23-138 | MATH domain |
| 39946.BGIOSIBCE028559 | 4.25e-18 | 13-132 | MATH domain |
| 39946.BGIOSIBCE028561 | 2.78e-24 | 13-135 | MATH domain |
| 39946.BGIOSIBCE028562 | 0.000000409 | 13-53 | MATH domain |
| 39946.BGIOSIBCE028564 | 1.55e-17 | 12-104 | MATH domain |
| 39946.BGIOSIBCE028566 | 4.25e-26 | 12-140 | MATH domain |
| 39946.BGIOSIBCE028571 | 0.0000000000000867 | 17-145 | MATH domain |
| 39946.BGIOSIBCE031658 | 0.00000000000621 | 23-141 | MATH domain |
| 39946.BGIOSIBCE031660 | 0.0000349 | 5-44 | MATH domain |
| 39946.BGIOSIBCE032035 | 1.8e-22 | 74-163 | MATH domain |
| 39946.BGIOSIBCE032085 | 4.41e-30 | 30-153 | MATH domain |
| 39946.BGIOSIBCE032086 | 1.59e-29 | 29-169 | MATH domain |
| 39946.BGIOSIBCE032088 | 7.36e-33 | 27-166 | MATH domain |
| 39946.BGIOSIBCE032089 | 5.56e-18 | 96-226 | MATH domain |
| 39946.BGIOSIBCE032090 | 2.62e-38 | 19-158 | MATH domain |
| 39946.BGIOSIBCE032092 | 0.00000000000036 | 16-90 | MATH domain |
| 39946.BGIOSIBCE032093 | 1.18e-35 | 17-163 | MATH domain |
| 39946.BGIOSIBCE032094 | 1.54e-28 | 17-155 | MATH domain |
| 39946.BGIOSIBCE032095 | 0.00000000000327 | 20-114 | MATH domain |
| 39946.BGIOSIBCE032096 | 0.00000000000589 | 24-103 | MATH domain |
| 39946.BGIOSIBCE032098 | 2.45e-33 | 21-164 | MATH domain |
| 39946.BGIOSIBCE032099 | 2.62e-22 | 33-174 | MATH domain |
| 39946.BGIOSIBCE032101 | 1.16e-24 | 28-171 | MATH domain |
| 39946.BGIOSIBCE032105 | 1.05e-28 | 2-138 | MATH domain |
| 39946.BGIOSIBCE032106 | 7.36e-39 | 24-163 | MATH domain |
| 39946.BGIOSIBCE032107 | 1.55e-37 | 26-167 | MATH domain |
| 39946.BGIOSIBCE032108 | 1.42e-23 | 21-180 | MATH domain |
| 39946.BGIOSIBCE032116 | 1.54e-25 | 24-116 | MATH domain |
| 39946.BGIOSIBCE032117 | 3.27e-37 | 28-169 | MATH domain |
| 39946.BGIOSIBCE032118 | 4.25e-38 | 20-160 | MATH domain |
| 39946.BGIOSIBCE032119 | 5.72e-26 | 29-141 | MATH domain |
| 39946.BGIOSIBCE032120 | 9.97e-17 | 22-90 | MATH domain |
| 39946.BGIOSIBCE032121 | 2.94e-34 | 23-149 | MATH domain |
| 39946.BGIOSIBCE032122 | 0.00000752 | 4-46 | MATH domain |
| 39946.BGIOSIBCE032123 | 3.11e-39 | 24-164 | MATH domain |
| 39946.BGIOSIBCE032124 | 2.13e-27 | 81-196 | MATH domain |
| 39946.BGIOSIBCE032125 | 1.21e-22 | 17-133 | MATH domain |
| 39946.BGIOSIBCE032127 | 6.21e-27 | 36-157 | MATH domain |
| 39946.BGIOSIBCE032128 | 1.41e-24 | 22-107 | MATH domain |
| 39946.BGIOSIBCE032132 | 5.23e-36 | 23-167 | MATH domain |
| 39946.BGIOSIBCE032133 | 3.27e-38 | 258-399 | MATH domain |
| | 0.00000229 | 11-45 | MATH domain |
| 39946.BGIOSIBCE032134 | 2.78e-40 | 23-167 | MATH domain |
| 39946.BGIOSIBCE032135 | 1.28e-33 | 164-300 | MATH domain |
| 39946.BGIOSIBCE032136 | 8.01e-35 | 22-165 | MATH domain |
| 39946.BGIOSIBCE032137 | 3.27e-35 | 22-163 | MATH domain |
| 39946.BGIOSIBCE032140 | 2.62e-41 | 166-306 | MATH domain |
| 39946.BGIOSIBCE032141 | 1.01e-27 | 19-130 | MATH domain |
| 39946.BGIOSIBCE032143 | 4.58e-21 | 24-167 | MATH domain |
| 39946.BGIOSIBCE032145 | 2.45e-30 | 17-150 | MATH domain |
| 39946.BGIOSIBCE032165 | 2.29e-33 | 32-165 | MATH domain |
| 39946.BGIOSIBCE032166 | 1.31e-34 | 34-169 | MATH domain |
| 39946.BGIOSIBCE032167 | 8.67e-35 | 30-168 | MATH domain |
| 39946.BGIOSIBCE032169 | 1.05e-32 | 27-163 | MATH domain |
| 39946.BGIOSIBCE032170 | 4.58e-33 | 15-151 | MATH domain |
| 39946.BGIOSIBCE032175 | 7.68e-25 | 2-109 | MATH domain |
| 39946.BGIOSIBCE032176 | 3.6e-33 | 29-169 | MATH domain |
| 39946.BGIOSIBCE032177 | 3.43e-27 | 17-129 | MATH domain |
| 39946.BGIOSIBCE032178 | 0.0000187 | 31-68 | MATH domain |
| 39946.BGIOSIBCE032205 | 3.43e-18 | 12-95 | MATH domain |
| 39946.BGIOSIBCE034077 | 2.62e-17 | 24-162 | MATH domain |
| 39946.BGIOSIBCE034078 | 7.36e-17 | 22-165 | MATH domain |
| 39946.BGIOSIBCE034331 | 6.7e-24 | 9-147 | MATH domain |
| 39946.BGIOSIBCE034375 | 9.32e-25 | 2-141 | MATH domain |
| 39946.BGIOSIBCE034887 | 8.83e-42 | 52-188 | MATH domain |
| 39946.BGIOSIBCE035077 | 3.11e-26 | 34-172 | MATH domain |
| 39946.BGIOSIBCE035080 | 8.01e-30 | 23-164 | MATH domain |
| 39946.BGIOSIBCE035081 | 1.05e-32 | 24-161 | MATH domain |
| 39946.BGIOSIBCE035082 | 0.00000000000000262 | 22-85 | MATH domain |
| 39946.BGIOSIBCE035083 | 6.7e-20 | 302-389 | MATH domain |
| | 0.0000000018 | 46-89 | MATH domain |
| 39946.BGIOSIBCE035084 | 4.58e-29 | 152-293 | MATH domain |
| 39946.BGIOSIBCE035144 | 2.62e-29 | 24-170 | MATH domain |
| 39946.BGIOSIBCE035177 | 4.41e-25 | 28-168 | MATH domain |
| 39946.BGIOSIBCE035178 | 0.000000000000491 | 26-93 | MATH domain |
| 39946.BGIOSIBCE035179 | 0.000000572 | 33-76 | MATH domain |
| | 0.000000589 | 199-242 | MATH domain |
| 39946.BGIOSIBCE035197 | 3.11e-33 | 28-175 | MATH domain |
| 39946.BGIOSIBCE035789 | 0.0000785 | 84-139 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE035956 | 0.00000000543 | 165-224 | SIAH, seven in absentia homolog |
| | 0.000124 | 227-270 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE035957 | 0.0000000105 | 165-224 | SIAH, seven in absentia homolog |
| | 0.00255 | 227-270 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE036615 | 7.36e-41 | 43-178 | MATH domain |
| 39946.BGIOSIBCE037203 | 5.72e-35 | 70-195 | MATH domain |
| 39946.BGIOSIBSE038491 | 0.0000000000278 | 2-97 | MATH domain |
| 39947.LOC_Os01g03170.1 | 3.79e-38 | 445-631 | SIAH, seven in absentia homolog |
| | 5.95e-31 | 108-293 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03190.1 | 1.57e-36 | 138-329 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03210.1 | 0.00000281 | 156-301 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03270.1 | 1.9e-30 | 108-287 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03290.1 | 6.34e-30 | 118-290 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03300.1 | 2.09e-32 | 201-374 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03410.1 | 8.5e-29 | 29-187 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03420.1 | 3.53e-29 | 95-280 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03429.1 | 1.83e-36 | 66-246 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03464.1 | 1.44e-36 | 44-224 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g13370.1 | 6.34e-48 | 139-331 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g55640.1 | 3.86e-35 | 79-246 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g56490.1 | 1.96e-36 | 50-180 | MATH domain |
| 39947.LOC_Os01g56800.1 | 1.8e-34 | 101-229 | MATH domain |
| 39947.LOC_Os02g03620.1 | 1.5e-49 | 113-305 | SIAH, seven in absentia homolog |
| 39947.LOC_Os02g16000.1 | 0.0000157 | 442-557 | MATH domain |
| 39947.LOC_Os02g19140.1 | 2.48e-50 | 140-332 | SIAH, seven in absentia homolog |
| 39947.LOC_Os02g20590.1 | 2.94e-37 | 16-154 | MATH domain |
| 39947.LOC_Os02g20620.1 | 1.8e-37 | 16-153 | MATH domain |
| 39947.LOC_Os02g20690.1 | 9.81e-37 | 16-153 | MATH domain |
| 39947.LOC_Os02g20720.1 | 6.21e-38 | 28-168 | MATH domain |
| 39947.LOC_Os03g24040.1 | 2.55e-46 | 106-298 | SIAH, seven in absentia homolog |
| 39947.LOC_Os03g57854.1 | 2.45e-35 | 45-184 | MATH domain |
| 39947.LOC_Os04g14110.1 | 0.0000438 | 170-213 | SIAH, seven in absentia homolog |
| 39947.LOC_Os04g14190.1 | 0.00000000314 | 165-224 | SIAH, seven in absentia homolog |
| | 0.000268 | 227-270 | SIAH, seven in absentia homolog |
| 39947.LOC_Os04g18830.1 | 1.46e-25 | 39-174 | MATH domain |
| 39947.LOC_Os04g35310.1 | 1.06e-38 | 21-159 | MATH domain |
| 39947.LOC_Os04g35340.1 | 4.58e-23 | 21-109 | MATH domain |
| 39947.LOC_Os04g35370.1 | 3.43e-34 | 25-170 | MATH domain |
| 39947.LOC_Os04g53390.1 | 0.000000000000572 | 15-115 | MATH domain |
| 39947.LOC_Os04g53400.1 | 1.05e-27 | 38-175 | MATH domain |
| 39947.LOC_Os04g53410.1 | 1.64e-31 | 30-167 | MATH domain |
| 39947.LOC_Os04g53430.1 | 1.59e-22 | 18-159 | MATH domain |
| 39947.LOC_Os04g56460.1 | 1.96e-28 | 29-169 | MATH domain |
| 39947.LOC_Os05g06060.1 | 3.33e-38 | 183-374 | SIAH, seven in absentia homolog |
| 39947.LOC_Os05g06070.1 | 2.16e-37 | 133-338 | SIAH, seven in absentia homolog |
| 39947.LOC_Os05g06080.1 | 2.55e-24 | 130-307 | SIAH, seven in absentia homolog |
| 39947.LOC_Os05g06100.1 | 9.15e-38 | 184-375 | SIAH, seven in absentia homolog |
| 39947.LOC_Os05g14860.1 | 2.42e-48 | 153-345 | SIAH, seven in absentia homolog |
| 39947.LOC_Os05g23950.1 | 0.00000000301 | 165-224 | SIAH, seven in absentia homolog |
| | 0.000301 | 227-270 | SIAH, seven in absentia homolog |
| 39947.LOC_Os05g43280.1 | 1.96e-34 | 68-196 | MATH domain |
| 39947.LOC_Os05g44540.1 | 2.45e-24 | 12-121 | MATH domain |
| 39947.LOC_Os06g14060.1 | 0.00000000000000523 | 9-145 | MATH domain |
| 39947.LOC_Os06g20610.1 | 3.92e-36 | 50-227 | SIAH, seven in absentia homolog |
| 39947.LOC_Os06g31100.1 | 0.0000131 | 421-534 | MATH domain |
| 39947.LOC_Os06g45720.1 | 0.000000245 | 14-138 | MATH domain |
| 39947.LOC_Os06g45730.1 | 2.94e-18 | 13-146 | MATH domain |
| 39947.LOC_Os06g45770.1 | 0.0000414 | 153-197 | MATH domain |
| 39947.LOC_Os06g45790.1 | 0.00000000000343 | 12-137 | MATH domain |
| 39947.LOC_Os07g01140.1 | 1.39e-35 | 13-152 | MATH domain |
| 39947.LOC_Os07g06950.1 | 5.23e-40 | 130-263 | MATH domain |
| 39947.LOC_Os07g07270.1 | 4.25e-35 | 39-178 | MATH domain |
| 39947.LOC_Os07g20130.1 | 3.11e-27 | 24-164 | MATH domain |
| 39947.LOC_Os07g46160.1 | 1.37e-34 | 60-198 | MATH domain |
| 39947.LOC_Os07g46560.1 | 1.05e-45 | 107-299 | SIAH, seven in absentia homolog |
| 39947.LOC_Os08g03470.1 | 2.62e-26 | 12-153 | MATH domain |
| 39947.LOC_Os08g03480.1 | 5.89e-24 | 11-151 | MATH domain |
| 39947.LOC_Os08g03490.1 | 1.13e-23 | 21-159 | MATH domain |
| 39947.LOC_Os08g03500.1 | 2.29e-25 | 18-158 | MATH domain |
| 39947.LOC_Os08g03510.1 | 1.18e-19 | 32-172 | MATH domain |
| 39947.LOC_Os08g03530.1 | 1.06e-28 | 14-159 | MATH domain |
| 39947.LOC_Os08g03540.1 | 9.32e-16 | 13-147 | MATH domain |
| 39947.LOC_Os08g12960.1 | 3.6e-33 | 17-153 | MATH domain |
| 39947.LOC_Os08g12970.1 | 0.00000867 | 26-59 | MATH domain |
| 39947.LOC_Os08g13000.1 | 4.41e-32 | 18-157 | MATH domain |
| 39947.LOC_Os08g13030.1 | 3.76e-32 | 18-154 | MATH domain |
| 39947.LOC_Os08g13060.1 | 9.81e-17 | 34-170 | MATH domain |
| 39947.LOC_Os08g13070.1 | 5.89e-21 | 19-164 | MATH domain |
| 39947.LOC_Os08g13090.1 | 0.00000196 | 13-88 | MATH domain |
| 39947.LOC_Os08g13180.1 | 4.74e-32 | 23-171 | MATH domain |
| 39947.LOC_Os08g13250.1 | 0.00000000036 | 333-421 | MATH domain |
| | 0.00000327 | 36-141 | MATH domain |
| 39947.LOC_Os08g25240.1 | 4.91e-16 | 21-158 | MATH domain |
| 39947.LOC_Os08g31420.1 | 8.18e-27 | 29-157 | MATH domain |
| 39947.LOC_Os08g31430.1 | 6.7e-34 | 37-169 | MATH domain |
| 39947.LOC_Os08g31450.1 | 2.29e-33 | 27-156 | MATH domain |
| 39947.LOC_Os08g40490.1 | 0.00000741 | 21-91 | MATH domain |
| 39947.LOC_Os08g41120.1 | 0.0000000000018 | 7-136 | MATH domain |
| 39947.LOC_Os08g41150.1 | 4.25e-19 | 16-156 | MATH domain |
| 39947.LOC_Os08g41170.1 | 0.00000000262 | 23-138 | MATH domain |
| 39947.LOC_Os08g41180.1 | 1.42e-18 | 13-132 | MATH domain |
| 39947.LOC_Os08g41190.1 | 2.78e-24 | 13-135 | MATH domain |
| 39947.LOC_Os08g41200.1 | 0.000000000119 | 13-65 | MATH domain |
| 39947.LOC_Os08g41220.1 | 9.16e-18 | 12-104 | MATH domain |
| 39947.LOC_Os08g41240.1 | 0.0000000000000867 | 17-145 | MATH domain |
| 39947.LOC_Os10g20290.1 | 0.000000000572 | 37-155 | MATH domain |
| 39947.LOC_Os10g28130.1 | 7.68e-31 | 10-162 | MATH domain |
| 39947.LOC_Os10g28760.1 | 8.5e-37 | 30-173 | MATH domain |
| 39947.LOC_Os10g28770.1 | 2.78e-35 | 29-169 | MATH domain |
| 39947.LOC_Os10g28780.1 | 2.78e-35 | 29-173 | MATH domain |
| 39947.LOC_Os10g28790.1 | 1.52e-33 | 27-166 | MATH domain |
| 39947.LOC_Os10g28810.1 | 6.54e-36 | 17-161 | MATH domain |
| 39947.LOC_Os10g28820.1 | 1.54e-28 | 17-155 | MATH domain |
| 39947.LOC_Os10g28840.1 | 0.00000000000589 | 24-103 | MATH domain |
| 39947.LOC_Os10g28860.1 | 1.57e-33 | 25-168 | MATH domain |
| 39947.LOC_Os10g28870.1 | 1.54e-22 | 33-174 | MATH domain |
| 39947.LOC_Os10g28970.2 | 2.45e-24 | 25-168 | MATH domain |
| 39947.LOC_Os10g28990.1 | 1.19e-27 | 32-168 | MATH domain |
| 39947.LOC_Os10g29020.1 | 4.91e-39 | 24-162 | MATH domain |
| 39947.LOC_Os10g29050.1 | 2.45e-37 | 28-169 | MATH domain |
| 39947.LOC_Os10g29100.1 | 1.1e-39 | 23-163 | MATH domain |
| 39947.LOC_Os10g29110.1 | 1.96e-35 | 38-180 | MATH domain |
| 39947.LOC_Os10g29120.1 | 5.89e-23 | 17-112 | MATH domain |
| 39947.LOC_Os10g29150.1 | 1.62e-37 | 32-183 | MATH domain |
| 39947.LOC_Os10g29180.1 | 8.99e-36 | 23-167 | MATH domain |
| 39947.LOC_Os10g29190.1 | 0.000000801 | 11-45 | MATH domain |
| 39947.LOC_Os10g29220.1 | 1.19e-38 | 21-162 | MATH domain |
| 39947.LOC_Os10g29230.1 | 4.25e-40 | 23-167 | MATH domain |
| 39947.LOC_Os10g29260.1 | 0.0000000196 | 29-96 | MATH domain |
| 39947.LOC_Os10g29290.1 | 4.25e-38 | 20-160 | MATH domain |
| 39947.LOC_Os10g29310.1 | 1.96e-41 | 20-160 | MATH domain |
| 39947.LOC_Os10g29320.1 | 0.00000000000000703 | 64-140 | MATH domain |
| 39947.LOC_Os10g29330.1 | 2.78e-32 | 22-167 | MATH domain |
| 39947.LOC_Os10g29340.1 | 3.27e-34 | 23-149 | MATH domain |
| 39947.LOC_Os10g29380.1 | 6.87e-37 | 27-160 | MATH domain |
| 39947.LOC_Os10g29390.1 | 1.8e-20 | 22-85 | MATH domain |
| 39947.LOC_Os10g29410.1 | 5.72e-31 | 30-166 | MATH domain |
| 39947.LOC_Os10g29420.1 | 4.41e-18 | 32-154 | MATH domain |
| 39947.LOC_Os10g29440.1 | 8.5e-17 | 28-148 | MATH domain |
| 39947.LOC_Os10g29460.1 | 4.58e-21 | 24-167 | MATH domain |
| 39947.LOC_Os10g29495.1 | 8.83e-30 | 17-150 | MATH domain |
| 39947.LOC_Os10g29740.1 | 2.29e-33 | 32-165 | MATH domain |
| 39947.LOC_Os10g29750.1 | 3.76e-34 | 34-169 | MATH domain |
| 39947.LOC_Os10g29790.1 | 1.5e-34 | 31-171 | MATH domain |
| 39947.LOC_Os10g29810.1 | 3.27e-33 | 30-168 | MATH domain |
| 39947.LOC_Os10g29830.1 | 0.0000000000000834 | 66-138 | MATH domain |
| 39947.LOC_Os10g29840.1 | 1.05e-32 | 27-163 | MATH domain |
| 39947.LOC_Os10g29850.1 | 3.27e-33 | 15-150 | MATH domain |
| 39947.LOC_Os10g29920.1 | 1.6e-25 | 30-138 | MATH domain |
| 39947.LOC_Os10g29950.1 | 2.45e-27 | 17-129 | MATH domain |
| 39947.LOC_Os10g30040.1 | 0.000000213 | 34-75 | MATH domain |
| 39947.LOC_Os10g30350.1 | 0.0000000000000343 | 50-134 | MATH domain |
| 39947.LOC_Os10g30360.1 | 1.14e-20 | 17-104 | MATH domain |
| 39947.LOC_Os10g33830.1 | 8.5e-31 | 548-681 | MATH domain |
| | 2.45e-24 | 246-374 | MATH domain |
| | 0.000000000000883 | 134-250 | MATH domain |
| | 0.0000011 | 455-521 | MATH domain |
| 39947.LOC_Os11g14780.1 | 1.13e-18 | 23-165 | MATH domain |
| 39947.LOC_Os11g14800.1 | 0.00000000155 | 12-102 | MATH domain |
| 39947.LOC_Os11g14870.1 | 0.00000000000000164 | 22-165 | MATH domain |
| 39947.LOC_Os11g14940.1 | 1.26e-17 | 23-165 | MATH domain |
| 39947.LOC_Os11g24550.1 | 6.7e-24 | 9-147 | MATH domain |
| 39947.LOC_Os11g27030.1 | 4.58e-22 | 2-117 | MATH domain |
| 39947.LOC_Os11g40220.1 | 9.32e-29 | 24-169 | MATH domain |
| 39947.LOC_Os11g40480.1 | 4.58e-17 | 28-92 | MATH domain |
| 39947.LOC_Os11g40490.1 | 8.18e-26 | 26-170 | MATH domain |
| 39947.LOC_Os11g40680.1 | 3.11e-33 | 28-175 | MATH domain |
| 39947.LOC_Os11g41230.1 | 9.81e-30 | 23-164 | MATH domain |
| 39947.LOC_Os11g41240.1 | 2.78e-32 | 23-160 | MATH domain |
| 39947.LOC_Os11g41250.1 | 0.00000000000000262 | 22-85 | MATH domain |
| 39947.LOC_Os11g41260.1 | 2.62e-28 | 303-443 | MATH domain |
| | 0.00000000229 | 46-90 | MATH domain |
| 39947.LOC_Os11g41290.1 | 0.00000000965 | 100-152 | MATH domain |
| 39947.LOC_Os11g41300.1 | 6.38e-29 | 26-160 | MATH domain |
| 39947.LOC_Os11g41310.1 | 2.78e-34 | 32-180 | MATH domain |
| 39947.LOC_Os11g41350.1 | 2.13e-27 | 41-181 | MATH domain |
| 39947.LOC_Os11g41360.1 | 1.8e-20 | 23-169 | MATH domain |
| 39947.LOC_Os11g45560.1 | 4.74e-27 | 31-174 | MATH domain |
| 39947.LOC_Os12g08070.1 | 0.00000000608 | 165-224 | SIAH, seven in absentia homolog |
| | 0.000157 | 227-270 | SIAH, seven in absentia homolog |
| 39947.LOC_Os12g30540.1 | 8.01e-41 | 60-195 | MATH domain |
| 39947.LOC_Os12g34820.1 | 0.0000000000278 | 2-97 | MATH domain |
| 39947.LOC_Os12g40520.1 | 3.27e-36 | 70-196 | MATH domain |
| 436017.A4RT79 | 9.81e-20 | 26-161 | MATH domain |
| 436017.A4RVU4 | 0.00000000049 | 176-234 | SIAH, seven in absentia homolog |
| | 0.0196 | 234-256 | SIAH, seven in absentia homolog |
| 436017.A4RY33 | 5.23e-37 | 16-144 | MATH domain |
| 436017.A4S4G9 | 0.000000131 | 246-308 | SIAH, seven in absentia homolog |
| | 0.0137 | 308-378 | SIAH, seven in absentia homolog |
| 436017.A4S540 | 0.000000000118 | 223-313 | SIAH, seven in absentia homolog |
| | 0.00000209 | 311-366 | SIAH, seven in absentia homolog |
| | 0.00163 | 374-421 | SIAH, seven in absentia homolog |
| | 0.00177 | 421-474 | SIAH, seven in absentia homolog |
| 436017.A4S743 | 0.0000392 | 211-290 | SIAH, seven in absentia homolog |
| | 0.000471 | 162-211 | SIAH, seven in absentia homolog |
| | 0.0105 | 309-357 | SIAH, seven in absentia homolog |
| | 0.0294 | 93-148 | SIAH, seven in absentia homolog |
| 436017.A4SBI4 | 5.72e-24 | 6-148 | MATH domain |
| 436907.A7TML1 | 7.63e-23 | 37-188 | MATH domain |
| 44689.DDBDRAFT_0167082 | 4.74e-29 | 158-281 | MATH domain |
| 44689.DDBDRAFT_0168013 | 0.00000034 | 135-189 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0168208 | 1.64e-17 | 323-445 | MATH domain |
| | 0.00000000163 | 94-196 | SIAH, seven in absentia homolog |
| | 0.00017 | 195-255 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0168209 | 0.00000131 | 254-384 | MATH domain |
| | 0.000111 | 79-137 | MATH domain |
| | 0.00111 | 181-205 | SIAH, seven in absentia homolog |
| | 0.0255 | 141-179 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0168481 | 0.00000000405 | 92-162 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0168944 | 0.0000000203 | 103-185 | SIAH, seven in absentia homolog |
| | 0.0000032 | 197-230,271-296 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0169129 | 9.65e-26 | 288-416 | MATH domain |
| | 0.0000000000719 | 89-137,166-195 | SIAH, seven in absentia homolog |
| | 0.0000471 | 191-249 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0184391 | 0.000054 | 608-693 | MATH domain |
| 44689.DDBDRAFT_0184426 | 0.000000000139 | 253-336 | MATH domain |
| | 0.000000000203 | 72-124 | SIAH, seven in absentia homolog |
| | 0.00000392 | 130-202 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0186943 | 5.72e-20 | 371-498 | MATH domain |
| 44689.DDBDRAFT_0187121 | 0.000000000196 | 221-269,296-373 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0189132 | 1.57e-26 | 321-453 | MATH domain |
| | 0.00000000000209 | 126-186 | SIAH, seven in absentia homolog |
| | 0.000111 | 191-229 | MATH domain |
| | 0.00445 | 233-257 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0189138 | 0.00000000000000543 | 645-773 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0189160 | 6.05e-23 | 375-502 | MATH domain |
| | 0.0000000000301 | 167-225 | SIAH, seven in absentia homolog |
| | 0.00268 | 273-298 | SIAH, seven in absentia homolog |
| | 0.0484 | 219-273 | MATH domain |
| 44689.DDBDRAFT_0189161 | 0.0000000575 | 75-110 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0189162 | 0.0000000000000504 | 78-142 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0189172 | 0.000000000000621 | 418-569 | MATH domain |
| | 0.00000000015 | 118-177 | SIAH, seven in absentia homolog |
| | 0.000229 | 170-225 | SIAH, seven in absentia homolog |
| | 0.00719 | 225-249 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0189177 | 1.8e-20 | 321-444 | MATH domain |
| | 1.18e-16 | 90-182 | SIAH, seven in absentia homolog |
| | 0.0000785 | 182-260 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0189514 | 0.0000000177 | 288-421 | MATH domain |
| | 0.0000294 | 81-133 | MATH domain |
| | 0.000085 | 186-238 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0189521 | 0.000000036 | 330-453 | MATH domain |
| | 0.0000373 | 135-165 | SIAH, seven in absentia homolog |
| | 0.000981 | 222-282 | SIAH, seven in absentia homolog |
| | 0.00196 | 177-230 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0191817 | 6.54e-23 | 302-427 | MATH domain |
| | 0.0000000000517 | 136-193 | SIAH, seven in absentia homolog |
| | 0.000085 | 192-248 | SIAH, seven in absentia homolog |
| | 0.000144 | 111-141 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0204449 | 0.0000000000523 | 332-472 | MATH domain |
| 44689.DDBDRAFT_0204665 | 1.37e-20 | 152-315 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0206007 | 0.000000164 | 290-373 | MATH domain |
| | 0.0504 | 135-185 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0206573 | 9.16e-24 | 311-442 | MATH domain |
| | 0.00000000000000235 | 118-182 | SIAH, seven in absentia homolog |
| | 0.0000268 | 213-269 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0206580 | 7.19e-25 | 457-591 | MATH domain |
| | 0.00000085 | 157-206 | SIAH, seven in absentia homolog |
| | 0.0000432 | 263-320 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0215809 | 2.29e-23 | 282-420 | MATH domain |
| | 0.00000000464 | 87-177 | SIAH, seven in absentia homolog |
| | 0.00000915 | 188-246 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0216051 | 0.000000327 | 2-95 | MATH domain |
| 44689.DDBDRAFT_0216959 | 0.00000000000000441 | 935-1043 | MATH domain |
| | 0.000183 | 90-136 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0217014 | 2.45e-24 | 451-583 | MATH domain |
| | 0.0000000249 | 326-410 | SIAH, seven in absentia homolog |
| | 0.0000245 | 83-89,117-147 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0217166 | 0.00000131 | 254-384 | MATH domain |
| | 0.000111 | 79-137 | MATH domain |
| | 0.00111 | 181-205 | SIAH, seven in absentia homolog |
| | 0.0255 | 141-179 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0217168 | 1.64e-17 | 323-445 | MATH domain |
| | 0.00000000163 | 94-196 | SIAH, seven in absentia homolog |
| | 0.00017 | 195-255 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0217386 | 0.00000034 | 135-189 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0217537 | 1.64e-27 | 317-446 | MATH domain |
| | 2.29e-27 | 174-302 | MATH domain |
| | 2.13e-26 | 741-869 | MATH domain |
| | 6.05e-23 | 470-591 | MATH domain |
| 44689.DDBDRAFT_0217621 | 5.4e-24 | 55-179 | MATH domain |
| | 0.000132 | 3-39 | MATH domain |
| 44689.DDBDRAFT_0217622 | 0.00000000000159 | 715-807 | MATH domain |
| 44689.DDBDRAFT_0218221 | 5.4e-32 | 304-435 | MATH domain |
| | 8.99e-32 | 444-580 | MATH domain |
| 44689.DDB_0216198 | 6.67e-26 | 321-453 | MATH domain |
| | 0.00000000000144 | 126-189 | SIAH, seven in absentia homolog |
| | 0.0000785 | 191-229 | SIAH, seven in absentia homolog |
| | 0.00471 | 233-257 | SIAH, seven in absentia homolog |
| 44689.DDB_0231207 | 8.99e-27 | 1178-1297 | MATH domain |
| | 7.03e-24 | 1025-1160 | MATH domain |
| 44689.DDB_0232346 | 2.45e-17 | 368-491 | MATH domain |
| | 0.000000000111 | 90-173 | SIAH, seven in absentia homolog |
| | 0.00000242 | 170-236 | SIAH, seven in absentia homolog |
| 45351.JGI104836 | 3.92e-33 | 320-465 | MATH domain |
| | 0.0000000000654 | 88-149 | SIAH, seven in absentia homolog |
| | 0.00000000504 | 201-275 | SIAH, seven in absentia homolog |
| | 0.0000000177 | 146-204 | SIAH, seven in absentia homolog |
| 45351.JGI112390 | 1.31e-44 | 332-478 | MATH domain |
| | 0.0000000000015 | 83-175 | SIAH, seven in absentia homolog |
| 45351.JGI112560 | 1.01e-29 | 106-265 | MATH domain |
| | 0.000177 | 16-76 | SIAH, seven in absentia homolog |
| 45351.JGI124803 | 0.00000000000000124 | 76-162 | SIAH, seven in absentia homolog |
| 45351.JGI141553 | 5.07e-26 | 21-161 | MATH domain |
| 45351.JGI156301 | 7.03e-30 | 76-235 | MATH domain |
| | 0.000017 | 5-46 | SIAH, seven in absentia homolog |
| 45351.JGI157134 | 0.000000109 | 4-52 | MATH domain |
| 45351.JGI158326 | 0.000000000785 | 78-153 | SIAH, seven in absentia homolog |
| 45351.JGI159793 | 0.0000000124 | 187-261 | SIAH, seven in absentia homolog |
| | 0.000347 | 252-298 | SIAH, seven in absentia homolog |
| 45351.JGI161826 | 1.06e-28 | 265-411 | MATH domain |
| | 0.000000111 | 80-141 | SIAH, seven in absentia homolog |
| | 0.000085 | 139-191 | SIAH, seven in absentia homolog |
| | 0.00111 | 182-229 | SIAH, seven in absentia homolog |
| 45351.JGI172482 | 7.19e-28 | 49-180 | MATH domain |
| 45351.JGI174288 | 2.29e-37 | 306-457 | MATH domain |
| | 0.0000000399 | 115-176 | SIAH, seven in absentia homolog |
| | 0.000000602 | 176-254 | SIAH, seven in absentia homolog |
| 45351.JGI177584 | 3.6e-44 | 17-158 | MATH domain |
| 45351.JGI178259 | 2.45e-39 | 330-480 | MATH domain |
| | 0.0000000157 | 126-179 | SIAH, seven in absentia homolog |
| | 0.000000131 | 179-247 | SIAH, seven in absentia homolog |
| 45351.JGI188980 | 3.76e-42 | 312-463 | MATH domain |
| | 0.00000000000556 | 78-150 | SIAH, seven in absentia homolog |
| | 0.000000213 | 198-252 | SIAH, seven in absentia homolog |
| 45351.JGI201051 | 0.0000000163 | 46-106 | SIAH, seven in absentia homolog |
| 45351.JGI207576 | 0.0000000497 | 88-148 | SIAH, seven in absentia homolog |
| | 0.00229 | 142-223 | SIAH, seven in absentia homolog |
| 45351.JGI207593 | 5.72e-40 | 228-381 | MATH domain |
| | 0.0000301 | 145-203 | SIAH, seven in absentia homolog |
| 45351.JGI209771 | 0.000032 | 102-134 | SIAH, seven in absentia homolog |
| 45351.JGI211309 | 2.62e-16 | 17-143 | MATH domain |
| | 0.00000000018 | 158-271 | MATH domain |
| 45351.JGI213139 | 1.23e-27 | 15-104 | MATH domain |
| 45351.JGI217424 | 1.08e-35 | 302-453 | MATH domain |
| | 0.00000000438 | 104-165 | SIAH, seven in absentia homolog |
| | 0.00000105 | 165-234 | SIAH, seven in absentia homolog |
| 45351.JGI218898 | 2.29e-29 | 258-398 | MATH domain |
| | 0.0000000000255 | 87-165 | SIAH, seven in absentia homolog |
| | 0.000464 | 164-216 | SIAH, seven in absentia homolog |
| 45351.JGI218900 | 6.21e-25 | 258-398 | MATH domain |
| | 0.00000000000915 | 87-165 | SIAH, seven in absentia homolog |
| | 0.000458 | 164-216 | SIAH, seven in absentia homolog |
| 45351.JGI220806 | 0.00000000000477 | 180-251 | SIAH, seven in absentia homolog |
| | 0.000000000196 | 102-176 | SIAH, seven in absentia homolog |
| 45351.JGI22095 | 3.43e-42 | 378-523 | MATH domain |
| | 0.00000000163 | 71-140 | SIAH, seven in absentia homolog |
| | 0.00000157 | 135-211 | SIAH, seven in absentia homolog |
| 45351.JGI222626 | 0.00000000785 | 97-143 | SIAH, seven in absentia homolog |
| 45351.JGI227950 | 2.78e-39 | 252-403 | MATH domain |
| | 0.0000000000131 | 90-152 | SIAH, seven in absentia homolog |
| | 0.0000000785 | 187-231 | SIAH, seven in absentia homolog |
| | 0.00275 | 150-185 | SIAH, seven in absentia homolog |
| 45351.JGI232054 | 0.0000235 | 157-209 | SIAH, seven in absentia homolog |
| | 0.00248 | 103-157 | SIAH, seven in absentia homolog |
| 45351.JGI233739 | 0.0000000229 | 463-586 | MATH domain |
| 45351.JGI234831 | 0.0000000000000144 | 77-199 | SIAH, seven in absentia homolog |
| 45351.JGI238776 | 0.00000000036 | 111-196 | MATH domain |
| 45351.JGI238777 | 2.13e-33 | 359-487 | MATH domain |
| | 0.0000000000719 | 90-168 | SIAH, seven in absentia homolog |
| | 0.00157 | 167-212 | SIAH, seven in absentia homolog |
| 45351.JGI244664 | 0.0000000000111 | 83-174 | SIAH, seven in absentia homolog |
| 45351.JGI245210 | 0.0000000000981 | 72-139 | SIAH, seven in absentia homolog |
| | 0.000268 | 128-169 | SIAH, seven in absentia homolog |
| 45351.JGI4250 | 1.16e-28 | 1-92 | MATH domain |
| 45351.JGI4389 | 9.32e-22 | 22-100 | MATH domain |
| 45351.JGI55373 | 3.11e-19 | 1-122 | MATH domain |
| 45351.JGI60078 | 0.000017 | 272-350 | SIAH, seven in absentia homolog |
| 45351.JGI80332 | 2.45e-49 | 376-524 | MATH domain |
| | 0.00000000000347 | 80-137 | SIAH, seven in absentia homolog |
| | 0.0000307 | 176-223 | SIAH, seven in absentia homolog |
| | 0.00314 | 141-184 | SIAH, seven in absentia homolog |
| 45351.JGI88271 | 0.0000000000549 | 79-131 | SIAH, seven in absentia homolog |
| 45351.JGI93606 | 2.55e-61 | 64-251 | SIAH, seven in absentia homolog |
| 45351.JGI95966 | 0.00000000000474 | 207-260 | MATH domain |
| 45351.JGI96958 | 0.000000000719 | 85-138 | SIAH, seven in absentia homolog |
| 4558.Sb01g005590.1 | 2.29e-35 | 43-182 | MATH domain |
| 4558.Sb01g013450.1 | 4.64e-26 | 34-191 | SIAH, seven in absentia homolog |
| 4558.Sb01g013780.1 | 2.78e-35 | 30-168 | MATH domain |
| 4558.Sb01g015806.1 | 1.06e-33 | 36-168 | MATH domain |
| 4558.Sb01g015810.1 | 5.07e-37 | 17-154 | MATH domain |
| 4558.Sb01g015820.1 | 2.13e-37 | 17-154 | MATH domain |
| 4558.Sb01g018710.1 | 4.09e-23 | 18-133 | MATH domain |
| 4558.Sb01g018720.1 | 6.38e-25 | 18-152 | MATH domain |
| 4558.Sb01g019200.1 | 2.94e-26 | 175-301 | MATH domain |
| | 2.62e-24 | 16-149 | MATH domain |
| 4558.Sb01g019210.1 | 6.05e-29 | 180-311 | MATH domain |
| | 2.29e-16 | 17-149 | MATH domain |
| 4558.Sb01g021370.1 | 0.00000000000523 | 7-92 | MATH domain |
| 4558.Sb01g021380.1 | 1.26e-31 | 30-165 | MATH domain |
| 4558.Sb01g021390.1 | 1.41e-30 | 26-161 | MATH domain |
| 4558.Sb01g021410.1 | 1.96e-29 | 28-172 | MATH domain |
| 4558.Sb01g021440.1 | 6.38e-29 | 26-157 | MATH domain |
| 4558.Sb01g021460.1 | 4.09e-33 | 23-168 | MATH domain |
| 4558.Sb01g021770.1 | 0.0000000000556 | 26-126 | MATH domain |
| 4558.Sb01g021780.1 | 1.34e-32 | 31-166 | MATH domain |
| 4558.Sb01g021790.1 | 1.19e-32 | 15-156 | MATH domain |
| 4558.Sb01g021810.1 | 3.6e-31 | 20-150 | MATH domain |
| 4558.Sb01g021830.1 | 9.48e-26 | 2-149 | MATH domain |
| 4558.Sb01g021850.1 | 7.19e-38 | 22-156 | MATH domain |
| 4558.Sb01g021860.1 | 3.76e-23 | 25-168 | MATH domain |
| 4558.Sb01g035070.1 | 5.3e-49 | 107-299 | SIAH, seven in absentia homolog |
| 4558.Sb01g038420.1 | 0.00000000000132 | 2-67 | MATH domain |
| 4558.Sb01g038430.1 | 3.92e-29 | 44-174 | MATH domain |
| 4558.Sb01g038440.1 | 1.03e-22 | 34-138 | MATH domain |
| 4558.Sb01g043510.1 | 0.00000000000000376 | 19-81 | MATH domain |
| 4558.Sb02g000320.1 | 1.47e-34 | 20-159 | MATH domain |
| 4558.Sb02g002510.1 | 1.16e-18 | 5-154 | MATH domain |
| 4558.Sb02g002520.1 | 2.45e-31 | 2-147 | MATH domain |
| 4558.Sb02g003660.1 | 2.29e-39 | 58-191 | MATH domain |
| 4558.Sb02g003880.1 | 1.37e-34 | 55-194 | MATH domain |
| 4558.Sb02g007170.1 | 5.07e-35 | 25-160 | MATH domain |
| 4558.Sb02g010170.1 | 3.92e-20 | 16-144 | MATH domain |
| 4558.Sb02g011060.1 | 6.21e-16 | 126-189 | SIAH, seven in absentia homolog |
| 4558.Sb02g033755.1 | 0.0000000000000018 | 4-95 | MATH domain |
| 4558.Sb02g036820.1 | 4.25e-27 | 19-156 | MATH domain |
| 4558.Sb02g041470.1 | 1.96e-33 | 52-190 | MATH domain |
| 4558.Sb02g041870.1 | 4.38e-46 | 107-299 | SIAH, seven in absentia homolog |
| 4558.Sb03g000630.1 | 1.63e-47 | 99-291 | SIAH, seven in absentia homolog |
| 4558.Sb03g007530.1 | 3.66e-25 | 101-286 | SIAH, seven in absentia homolog |
| 4558.Sb03g007540.1 | 1.24e-24 | 102-237 | SIAH, seven in absentia homolog |
| 4558.Sb03g007552.1 | 3.47e-24 | 96-257 | SIAH, seven in absentia homolog |
| 4558.Sb03g007556.1 | 1.5e-19 | 65-231 | SIAH, seven in absentia homolog |
| 4558.Sb03g007558.1 | 0.000000124 | 98-127 | SIAH, seven in absentia homolog |
| 4558.Sb03g007560.1 | 1.57e-21 | 246-432 | SIAH, seven in absentia homolog |
| 4558.Sb03g007580.1 | 1.57e-22 | 99-280 | SIAH, seven in absentia homolog |
| 4558.Sb03g007582.1 | 0.0000000163 | 40-179 | SIAH, seven in absentia homolog |
| 4558.Sb03g007590.1 | 0.000000000288 | 142-181 | SIAH, seven in absentia homolog |
| 4558.Sb03g007600.1 | 1.18e-21 | 98-303 | SIAH, seven in absentia homolog |
| 4558.Sb03g007620.1 | 1.31e-18 | 63-191 | SIAH, seven in absentia homolog |
| 4558.Sb03g007630.1 | 4.18e-20 | 6-175 | SIAH, seven in absentia homolog |
| 4558.Sb03g007633.1 | 2.75e-21 | 64-232 | SIAH, seven in absentia homolog |
| 4558.Sb03g007640.1 | 0.0000000471 | 104-259 | SIAH, seven in absentia homolog |
| 4558.Sb03g007650.1 | 2.48e-23 | 140-284 | SIAH, seven in absentia homolog |
| 4558.Sb03g007653.1 | 0.00000000118 | 110-149 | SIAH, seven in absentia homolog |
| 4558.Sb03g007670.1 | 1.44e-33 | 134-318 | SIAH, seven in absentia homolog |
| 4558.Sb03g007680.1 | 8.5e-30 | 130-298 | SIAH, seven in absentia homolog |
| 4558.Sb03g007690.1 | 3.01e-20 | 128-319 | SIAH, seven in absentia homolog |
| 4558.Sb03g007695.1 | 0.000000000000053 | 2-158 | SIAH, seven in absentia homolog |
| 4558.Sb03g007710.1 | 5.17e-25 | 120-248 | SIAH, seven in absentia homolog |
| 4558.Sb03g007720.1 | 1.57e-25 | 124-261 | SIAH, seven in absentia homolog |
| 4558.Sb03g007730.1 | 2.75e-23 | 110-282 | SIAH, seven in absentia homolog |
| 4558.Sb03g007740.1 | 1.05e-18 | 21-203 | SIAH, seven in absentia homolog |
| 4558.Sb03g008190.1 | 0.0000000000425 | 79-120 | SIAH, seven in absentia homolog |
| 4558.Sb03g028750.1 | 0.00000785 | 84-146 | SIAH, seven in absentia homolog |
| 4558.Sb03g029750.1 | 2.78e-26 | 27-139 | MATH domain |
| 4558.Sb03g030723.1 | 0.0000137 | 18-69 | MATH domain |
| 4558.Sb03g035900.1 | 5.56e-39 | 37-172 | MATH domain |
| 4558.Sb03g036140.1 | 5.56e-35 | 68-194 | MATH domain |
| 4558.Sb04g002390.1 | 1.18e-48 | 115-306 | SIAH, seven in absentia homolog |
| 4558.Sb04g009720.1 | 0.0000163 | 423-536 | MATH domain |
| 4558.Sb04g011560.1 | 1.96e-50 | 135-327 | SIAH, seven in absentia homolog |
| 4558.Sb04g025460.1 | 0.0000333 | 156-214 | SIAH, seven in absentia homolog |
| | 0.0111 | 203-271 | SIAH, seven in absentia homolog |
| 4558.Sb04g025910.1 | 3.11e-30 | 383-526 | MATH domain |
| | 3.92e-23 | 40-181 | MATH domain |
| | 3.27e-19 | 189-352 | MATH domain |
| | 3.27e-19 | 553-677 | MATH domain |
| 4558.Sb05g001630.1 | 0.0000000085 | 169-222 | SIAH, seven in absentia homolog |
| | 0.00000719 | 226-271 | SIAH, seven in absentia homolog |
| 4558.Sb05g022390.1 | 1.44e-40 | 54-189 | MATH domain |
| 4558.Sb05g024040.1 | 1.46e-37 | 12-151 | MATH domain |
| 4558.Sb05g024370.1 | 1.26e-33 | 22-168 | MATH domain |
| 4558.Sb05g024640.1 | 8.67e-26 | 32-169 | MATH domain |
| 4558.Sb05g024650.1 | 1.19e-36 | 29-167 | MATH domain |
| 4558.Sb05g024660.1 | 8.67e-38 | 26-166 | MATH domain |
| 4558.Sb05g024670.1 | 1.64e-29 | 26-161 | MATH domain |
| 4558.Sb05g024680.1 | 2.62e-22 | 24-136 | MATH domain |
| 4558.Sb05g024710.1 | 2.29e-27 | 8-142 | MATH domain |
| 4558.Sb05g024750.1 | 9.32e-21 | 32-147 | MATH domain |
| 4558.Sb05g024760.1 | 0.00000000000000301 | 39-183 | MATH domain |
| 4558.Sb05g024790.1 | 1.49e-26 | 26-172 | MATH domain |
| 4558.Sb05g024820.1 | 8.34e-29 | 19-150 | MATH domain |
| | 3.11e-18 | 214-353 | MATH domain |
| 4558.Sb05g024830.1 | 1.6e-21 | 22-129 | MATH domain |
| | 0.00000000572 | 167-218 | MATH domain |
| 4558.Sb05g026450.1 | 1.46e-25 | 23-164 | MATH domain |
| 4558.Sb06g000720.1 | 1.03e-40 | 21-162 | MATH domain |
| 4558.Sb06g000740.1 | 6.87e-37 | 26-163 | MATH domain |
| 4558.Sb06g006310.1 | 4.74e-21 | 51-141 | MATH domain |
| 4558.Sb06g027983.1 | 1.64e-17 | 2-113 | MATH domain |
| 4558.Sb06g029110.1 | 3.43e-18 | 24-166 | MATH domain |
| 4558.Sb06g029130.1 | 7.52e-25 | 103-236 | MATH domain |
| 4558.Sb06g029140.1 | 1.8e-29 | 26-162 | MATH domain |
| 4558.Sb06g029160.1 | 2.29e-23 | 25-172 | MATH domain |
| 4558.Sb06g029170.1 | 3.92e-28 | 39-174 | MATH domain |
| 4558.Sb06g031210.1 | 1.14e-21 | 7-147 | MATH domain |
| 4558.Sb06g031480.1 | 4.25e-26 | 11-142 | MATH domain |
| 4558.Sb06g031500.1 | 9.32e-20 | 184-319 | MATH domain |
| | 0.00000000000000981 | 19-136 | MATH domain |
| 4558.Sb06g031510.1 | 2.29e-28 | 21-159 | MATH domain |
| 4558.Sb07g002130.1 | 1.1e-35 | 59-197 | MATH domain |
| 4558.Sb07g002390.1 | 0.0000000000144 | 92-232 | MATH domain |
| 4558.Sb07g002400.1 | 3.11e-27 | 7-149 | MATH domain |
| 4558.Sb07g002410.1 | 8.01e-22 | 14-151 | MATH domain |
| 4558.Sb07g003210.1 | 6.7e-27 | 22-149 | MATH domain |
| 4558.Sb07g003373.1 | 0.0000146 | 18-73 | MATH domain |
| 4558.Sb07g003710.1 | 1.96e-27 | 29-181 | MATH domain |
| 4558.Sb07g003715.1 | 1.8e-24 | 5-166 | MATH domain |
| 4558.Sb07g003845.1 | 0.000000000000458 | 1-101 | MATH domain |
| 4558.Sb07g006240.1 | 0.000000000000018 | 2-66 | MATH domain |
| 4558.Sb07g006430.1 | 2.78e-25 | 17-154 | MATH domain |
| 4558.Sb07g006440.1 | 3.6e-20 | 18-160 | MATH domain |
| 4558.Sb07g006450.1 | 4.58e-29 | 20-157 | MATH domain |
| 4558.Sb07g006460.1 | 5.4e-29 | 17-155 | MATH domain |
| 4558.Sb07g006466.1 | 0.000000000245 | 2-97 | MATH domain |
| 4558.Sb07g006500.1 | 2.62e-16 | 14-153 | MATH domain |
| 4558.Sb07g006510.1 | 1.29e-29 | 48-182 | MATH domain |
| 4558.Sb07g006520.1 | 7.85e-21 | 25-169 | MATH domain |
| 4558.Sb07g006570.1 | 1.46e-17 | 32-198 | MATH domain |
| 4558.Sb07g006580.1 | 1.6e-21 | 15-155 | MATH domain |
| 4558.Sb07g006590.2 | 7.03e-28 | 34-170 | MATH domain |
| 4558.Sb07g006600.1 | 8.01e-24 | 14-144 | MATH domain |
| 4558.Sb07g006610.1 | 2.78e-26 | 12-150 | MATH domain |
| 4558.Sb07g006620.1 | 3.43e-27 | 13-150 | MATH domain |
| 4558.Sb07g006630.1 | 8.83e-22 | 23-151 | MATH domain |
| 4558.Sb07g006850.1 | 7.03e-29 | 21-155 | MATH domain |
| 4558.Sb07g007550.1 | 4.25e-25 | 18-161 | MATH domain |
| 4558.Sb07g007730.1 | 1.46e-32 | 21-153 | MATH domain |
| 4558.Sb07g007740.1 | 8.83e-34 | 21-153 | MATH domain |
| 4558.Sb07g015690.1 | 2.78e-31 | 19-177 | MATH domain |
| 4558.Sb07g026660.1 | 4.25e-22 | 19-151 | MATH domain |
| 4558.Sb07g026670.1 | 6.05e-23 | 5-133 | MATH domain |
| 4558.Sb07g026680.1 | 1.26e-20 | 5-139 | MATH domain |
| 4558.Sb07g026690.1 | 0.0000000018 | 20-86 | MATH domain |
| 4558.Sb07g026700.1 | 9.97e-18 | 14-139 | MATH domain |
| 4558.Sb07g026710.1 | 1.05e-21 | 12-135 | MATH domain |
| 4558.Sb07g026730.1 | 0.000000000000818 | 19-102 | MATH domain |
| 4558.Sb07g026735.1 | 0.00000000458 | 2-102 | MATH domain |
| 4558.Sb07g026750.1 | 2.29e-18 | 3-125 | MATH domain |
| 4558.Sb07g026755.1 | 3.27e-21 | 17-139 | MATH domain |
| 4558.Sb07g026830.1 | 1.96e-17 | 16-94 | MATH domain |
| 4558.Sb08g006830.1 | 6.34e-29 | 144-321 | SIAH, seven in absentia homolog |
| 4558.Sb08g015020.1 | 1.8e-41 | 57-192 | MATH domain |
| 4558.Sb08g015510.1 | 0.000000265 | 14-156 | MATH domain |
| 4558.Sb08g017890.1 | 9.81e-27 | 53-191 | MATH domain |
| 4558.Sb08g017910.1 | 1.47e-28 | 25-169 | MATH domain |
| 4558.Sb08g017915.1 | 4.58e-22 | 29-164 | MATH domain |
| 4558.Sb08g017920.1 | 5.07e-28 | 30-172 | MATH domain |
| 4558.Sb08g022810.1 | 1.2e-19 | 23-107,138-190 | MATH domain |
| 4558.Sb09g003910.1 | 9.81e-26 | 129-299 | SIAH, seven in absentia homolog |
| 4558.Sb09g004040.1 | 1.7e-20 | 117-323 | SIAH, seven in absentia homolog |
| 4558.Sb09g004070.1 | 5.95e-19 | 129-342 | SIAH, seven in absentia homolog |
| 4558.Sb09g004080.1 | 0.00000000000000471 | 78-221 | SIAH, seven in absentia homolog |
| 4558.Sb09g004093.1 | 3.01e-17 | 85-146 | SIAH, seven in absentia homolog |
| 4558.Sb09g004100.1 | 1.44e-27 | 170-387 | SIAH, seven in absentia homolog |
| 4558.Sb09g004110.1 | 5.62e-18 | 239-397 | SIAH, seven in absentia homolog |
| 4558.Sb09g008090.1 | 2.42e-48 | 145-337 | SIAH, seven in absentia homolog |
| 4558.Sb09g024465.1 | 0.000000163 | 5-71 | SIAH, seven in absentia homolog |
| 4558.Sb09g024970.1 | 0.00000932 | 68-97 | MATH domain |
| 4558.Sb09g026713.1 | 1.14e-23 | 162-292 | MATH domain |
| | 7.68e-16 | 5-132 | MATH domain |
| 4558.Sb10g003110.1 | 1.26e-23 | 17-149 | MATH domain |
| 4558.Sb10g005600.1 | 0.00000000000589 | 191-252 | SIAH, seven in absentia homolog |
| 4558.Sb10g009594.1 | 0.000000000255 | 7-84 | SIAH, seven in absentia homolog |
| 4558.Sb10g020060.1 | 0.0000451 | 421-535 | MATH domain |
| 4558.Sb10g026720.1 | 0.00000284 | 18-93 | MATH domain |
| 4558.Sb10g026730.1 | 0.0000000000392 | 18-152 | MATH domain |
| 4558.Sb10g026740.1 | 5.89e-16 | 29-172 | MATH domain |
| 4558.Sb10g026760.1 | 0.00000000000018 | 16-148 | MATH domain |
| 4558.Sb10g026770.1 | 0.000000000311 | 14-161 | MATH domain |
| 4558.Sb10g026790.1 | 0.0000000000000154 | 16-149 | MATH domain |
| 4896.SPBC713.02c-1 | 9.35e-26 | 50-107,136-214 | MATH domain |
| 4896.SPCC188.08c-1 | 2.45e-18 | 57-198 | MATH domain |
| 4924.PICST_83076 | 0.0000281 | 135-171,204-229 | SIAH, seven in absentia homolog |
| | 0.00105 | 236-298 | SIAH, seven in absentia homolog |
| 4924.PICST_90001 | 1.96e-23 | 116-258 | MATH domain |
| 4929.A5DJV3 | 1.8e-27 | 104-243 | MATH domain |
| 4929.A5DMR0 | 0.0000000000425 | 148-243 | SIAH, seven in absentia homolog |
| 4932.YMR304W | 7.19e-21 | 40-190 | MATH domain |
| 4952.Q6C5I2 | 0.00000000000333 | 95-191 | SIAH, seven in absentia homolog |
| | 0.0000000019 | 199-254 | SIAH, seven in absentia homolog |
| 4952.Q6C8W6 | 1.96e-18 | 70-182 | MATH domain |
| 4959.Q6BHM2 | 0.000000000915 | 140-236 | SIAH, seven in absentia homolog |
| 4959.Q6BU81 | 2.29e-27 | 100-238 | MATH domain |
| 500485.B6HHQ4 | 1.12e-17 | 104-166,232-309 | MATH domain |
| 500485.B6HJL1 | 0.000000015 | 101-151 | SIAH, seven in absentia homolog |
| | 0.0000242 | 188-245 | SIAH, seven in absentia homolog |
| 500485.B6HKL7 | 8.18e-21 | 65-203 | MATH domain |
| 5057.CADACLAP00000025 | 7.19e-18 | 142-204,268-344 | MATH domain |
| 5057.CADACLAP00000214 | 1.55e-24 | 63-203 | MATH domain |
| 5057.CADACLAP00006863 | 0.0000000000275 | 101-178 | SIAH, seven in absentia homolog |
| | 0.00000144 | 185-244 | SIAH, seven in absentia homolog |
| 5059.CADAFLAP00001862 | 2.22e-17 | 151-212,276-352 | MATH domain |
| 5059.CADAFLAP00003401 | 0.000000000000392 | 101-176 | SIAH, seven in absentia homolog |
| 5059.CADAFLAP00010662 | 8.67e-24 | 55-195 | MATH domain |
| 5061.CADANGAP00007936 | 1.8e-22 | 63-202 | MATH domain |
| 5061.CADANGAP00012058 | 0.00000000000085 | 104-178 | SIAH, seven in absentia homolog |
| | 0.0000000085 | 189-247 | SIAH, seven in absentia homolog |
| 5061.CADANGAP00012380 | 0.00000000981 | 157-233 | MATH domain |
| | 0.0000018 | 280-360 | MATH domain |
| 5062.CADAORAP00001843 | 2.22e-17 | 151-212,276-352 | MATH domain |
| 5062.CADAORAP00009624 | 8.5e-24 | 63-203 | MATH domain |
| 5085.CADAFUAP00002748 | 2.4e-18 | 134-196,261-337 | MATH domain |
| 5085.CADAFUAP00002861 | 2.29e-25 | 63-203 | MATH domain |
| 5085.CADAFUAP00004010 | 0.0000000000000641 | 101-177 | SIAH, seven in absentia homolog |
| | 0.00000000915 | 204-260 | SIAH, seven in absentia homolog |
| 5141.NCU03356.1 | 0.000000216 | 238-295 | SIAH, seven in absentia homolog |
| | 0.000536 | 152-206 | SIAH, seven in absentia homolog |
| 5141.NCU03797.1 | 5.72e-25 | 103-241 | MATH domain |
| 51453.JGI78806 | 0.00000347 | 187-237 | SIAH, seven in absentia homolog |
| | 0.000654 | 297-328 | SIAH, seven in absentia homolog |
| 51453.JGI81859 | 1.11e-25 | 75-214 | MATH domain |
| 51511.ENSCSAVP00000000202 | 0.00000000785 | 105-180 | SIAH, seven in absentia homolog |
| | 0.0000981 | 190-240 | SIAH, seven in absentia homolog |
| 51511.ENSCSAVP00000000203 | 6.38e-20 | 58-134 | MATH domain |
| 51511.ENSCSAVP00000002651 | 1.24e-20 | 43-173 | MATH domain |
| 51511.ENSCSAVP00000002715 | 6.54e-51 | 4-154 | MATH domain |
| 51511.ENSCSAVP00000002716 | 9.81e-50 | 31-183 | MATH domain |
| 51511.ENSCSAVP00000002718 | 3.27e-25 | 2-83 | MATH domain |
| 51511.ENSCSAVP00000002720 | 2.29e-51 | 2-149 | MATH domain |
| 51511.ENSCSAVP00000002721 | 7.85e-50 | 4-154 | MATH domain |
| 51511.ENSCSAVP00000002723 | 3.11e-16 | 21-75 | MATH domain |
| | 0.00000000164 | 108-142 | MATH domain |
| 51511.ENSCSAVP00000003120 | 7.85e-30 | 115-264 | MATH domain |
| 51511.ENSCSAVP00000003128 | 1.13e-31 | 126-277 | MATH domain |
| 51511.ENSCSAVP00000007412 | 0.000000196 | 110-245 | SIAH, seven in absentia homolog |
| 51511.ENSCSAVP00000008962 | 1.01e-39 | 309-463 | MATH domain |
| | 0.0000000000373 | 80-144 | SIAH, seven in absentia homolog |
| | 0.000019 | 140-199 | SIAH, seven in absentia homolog |
| | 0.000916 | 196-268 | SIAH, seven in absentia homolog |
| 51511.ENSCSAVP00000010323 | 3.6e-51 | 4-155 | MATH domain |
| 51511.ENSCSAVP00000011310 | 4.25e-46 | 29-170 | MATH domain |
| 51511.ENSCSAVP00000012244 | 2.13e-48 | 5-153 | MATH domain |
| 51511.ENSCSAVP00000016052 | 0.000000036 | 66-135 | SIAH, seven in absentia homolog |
| | 0.00719 | 139-169 | SIAH, seven in absentia homolog |
| 51511.ENSCSAVP00000019809 | 1.83e-60 | 66-253 | SIAH, seven in absentia homolog |
| 5270.UM02639.1 | 1.8e-28 | 54-195 | MATH domain |
| 5270.UM03783.1 | 0.00000000589 | 25-89,128-195 | MATH domain |
| 5306.JGI73298 | 8.5e-28 | 13-153 | MATH domain |
| 5476.CAL0000934 | 2.94e-25 | 178-323 | MATH domain |
| 5476.CAL0003728 | 0.000000196 | 137-174,206-234 | SIAH, seven in absentia homolog |
| | 0.00281 | 240-291 | SIAH, seven in absentia homolog |
| 5518.FG01568.1 | 0.0000621 | 223-286 | SIAH, seven in absentia homolog |
| | 0.00036 | 334-364 | SIAH, seven in absentia homolog |
| 5518.FG07382.1 | 1.32e-25 | 135-273 | MATH domain |
| 559295.KLTH0B09944g | 3.27e-25 | 35-187 | MATH domain |
| 559307.ZYRO0D07062g | 5.56e-23 | 36-188 | MATH domain |
| 5671.LinJ07.0100 | 0.000000000018 | 805-918 | MATH domain |
| | 0.0000000654 | 513-559 | SIAH, seven in absentia homolog |
| 5671.LinJ13.0130 | 0.000000915 | 463-523 | SIAH, seven in absentia homolog |
| | 0.00719 | 388-453 | SIAH, seven in absentia homolog |
| | 0.0255 | 657-681 | SIAH, seven in absentia homolog |
| 5671.LinJ26.2400 | 0.00000000000687 | 30-126 | MATH domain |
| 5671.LinJ30.0050 | 1.77e-20 | 422-545 | MATH domain |
| 5691.Tb09.160.0600 | 1.96e-18 | 31-133 | MATH domain |
| 5691.Tb11.01.7450 | 0.0000719 | 680-709,758-779 | SIAH, seven in absentia homolog |
| 5691.Tb11.02.2260 | 0.0000085 | 364-438 | SIAH, seven in absentia homolog |
| | 0.0981 | 444-489 | SIAH, seven in absentia homolog |
| 5691.Tb11.02.4960 | 0.0000015 | 429-474 | SIAH, seven in absentia homolog |
| 5691.Tb927.6.1430 | 5.01e-20 | 429-552 | MATH domain |
| 5722.A2EVB1 | 0.00000085 | 119-234 | MATH domain |
| 5722.A2FHD0 | 6.7e-18 | 228-349 | MATH domain |
| 5722.A2FU86 | 7.85e-17 | 257-388 | MATH domain |
| 5722.A2G6C6 | 0.00000000311 | 17-133 | MATH domain |
| 573826.CD36_24100 | 8.5e-24 | 157-301 | MATH domain |
| 573826.CD36_43330 | 0.000000000425 | 142-179,211-240 | SIAH, seven in absentia homolog |
| | 0.000719 | 245-313 | SIAH, seven in absentia homolog |
| 5807.cgd5_1160 | 0.0000000000001 | 18-133 | MATH domain |
| 5807.cgd6_4290 | 0.0000000000155 | 107-234 | MATH domain |
| 5807.cgd8_1530 | 0.0000000179 | 38-199 | MATH domain |
| 5833.MAL7P1.147-1 | 0.00000327 | 108-239 | MATH domain |
| 5833.PF10_0127-1 | 0.00000000000085 | 68-174 | SIAH, seven in absentia homolog |
| 5833.PFE0570w-1 | 0.0000000000621 | 1328-1460 | MATH domain |
| 5833.PFL1050w-1 | 0.00000343 | 466-550 | MATH domain |
| 5850.PKH_021090 | 0.000000507 | 111-243 | MATH domain |
| 5850.PKH_081250 | 0.0000000399 | 64-182 | SIAH, seven in absentia homolog |
| 5850.PKH_102150 | 0.000000000000507 | 1514-1632 | MATH domain |
| 5850.PKH_143840 | 0.00000507 | 496-565 | MATH domain |
| 5855.PVX_080660 | 0.000000000000409 | 1590-1706 | MATH domain |
| 5855.PVX_081630 | 0.000000638 | 108-243 | MATH domain |
| 5855.PVX_094870 | 0.000000000085 | 64-172 | SIAH, seven in absentia homolog |
| 5855.PVX_123725 | 0.0000196 | 377-446 | MATH domain |
| 5874.Q4UBT6 | 0.00000152 | 55-175 | MATH domain |
| 5874.Q4UGK2 | 0.00000000000229 | 72-196 | MATH domain |
| 5874.Q4UH19 | 0.0000085 | 451-531 | MATH domain |
| 5875.TP01_0263 | 0.00000000000458 | 72-196 | MATH domain |
| 5875.TP01_0468 | 0.0000048 | 328-408 | MATH domain |
| 5911.XP_001009516 | 0.0000000000034 | 83-143 | SIAH, seven in absentia homolog |
| 5911.XP_001012744 | 0.00000017 | 143-198 | SIAH, seven in absentia homolog |
| | 0.000445 | 228-280 | SIAH, seven in absentia homolog |
| 5911.XP_001012868 | 0.000085 | 221-251 | SIAH, seven in absentia homolog |
| 5911.XP_001013127 | 0.00000000000017 | 2840-2945 | SIAH, seven in absentia homolog |
| 5911.XP_001014568 | 0.0000000628 | 90-148 | SIAH, seven in absentia homolog |
| 5911.XP_001015038 | 0.00000248 | 134-198 | SIAH, seven in absentia homolog |
| 5911.XP_001015463 | 0.00000105 | 120-167 | SIAH, seven in absentia homolog |
| | 0.00582 | 220-291 | SIAH, seven in absentia homolog |
| | 0.0333 | 167-223 | SIAH, seven in absentia homolog |
| 5911.XP_001015729 | 0.0000373 | 91-121 | SIAH, seven in absentia homolog |
| 5911.XP_001016026 | 0.000051 | 202-233 | SIAH, seven in absentia homolog |
| 5911.XP_001016057 | 0.000000000517 | 187-256 | SIAH, seven in absentia homolog |
| | 0.000085 | 274-327 | SIAH, seven in absentia homolog |
| 5911.XP_001017281 | 0.000000392 | 156-211 | SIAH, seven in absentia homolog |
| | 0.00000124 | 93-155 | SIAH, seven in absentia homolog |
| | 0.0000654 | 216-293 | SIAH, seven in absentia homolog |
| 5911.XP_001017371 | 5.23e-20 | 425-544 | MATH domain |
| 5911.XP_001020010 | 0.000000000000275 | 92-147 | SIAH, seven in absentia homolog |
| | 0.00000144 | 153-215 | SIAH, seven in absentia homolog |
| 5911.XP_001020938 | 0.00000000222 | 147-195 | SIAH, seven in absentia homolog |
| 5911.XP_001021332 | 0.0000000000000157 | 103-191 | SIAH, seven in absentia homolog |
| 5911.XP_001023023 | 0.000000222 | 361-434 | SIAH, seven in absentia homolog |
| 5911.XP_001024925 | 0.000000000000105 | 247-314 | SIAH, seven in absentia homolog |
| | 0.0785 | 308-361 | SIAH, seven in absentia homolog |
| 5911.XP_001025152 | 0.00000000288 | 89-172 | SIAH, seven in absentia homolog |
| 5911.XP_001032110 | 0.000000248 | 203-259 | SIAH, seven in absentia homolog |
| 5911.XP_001032288 | 0.000000288 | 99-154 | SIAH, seven in absentia homolog |
| 5911.XP_001033011 | 0.000000051 | 84-141 | SIAH, seven in absentia homolog |
| 5911.XP_001033177 | 0.000000719 | 195-265 | SIAH, seven in absentia homolog |
| 5911.XP_001470615 | 0.00000177 | 71-130 | SIAH, seven in absentia homolog |
| 59689.Al_scaffold_0001_2723 | 1.96e-30 | 85-225 | MATH domain |
| | 1.19e-29 | 240-380 | MATH domain |
| 59689.Al_scaffold_0001_3598 | 2.29e-34 | 4-143 | MATH domain |
| 59689.Al_scaffold_0002_1260 | 6.02e-37 | 129-305 | SIAH, seven in absentia homolog |
| 59689.Al_scaffold_0002_1624 | 3.43e-28 | 20-164 | MATH domain |
| | 1.59e-20 | 176-286 | MATH domain |
| 59689.Al_scaffold_0002_708 | 3.76e-22 | 242-346 | MATH domain |
| | 0.000000000000016 | 94-234 | MATH domain |
| 59689.Al_scaffold_0003_1404 | 3.33e-33 | 36-215 | SIAH, seven in absentia homolog |
| 59689.Al_scaffold_0003_2425 | 0.00000000000154 | 12-98 | MATH domain |
| 59689.Al_scaffold_0003_2994 | 1.96e-20 | 31-135 | MATH domain |
| 59689.Al_scaffold_0003_2996 | 7.03e-35 | 5-140 | MATH domain |
| 59689.Al_scaffold_0004_2887 | 2.94e-27 | 17-143 | MATH domain |
| 59689.Al_scaffold_0004_2889 | 1.41e-24 | 20-145 | MATH domain |
| 59689.Al_scaffold_0004_2890 | 1.8e-32 | 6-136 | MATH domain |
| 59689.Al_scaffold_0004_2896 | 3.43e-28 | 8-140 | MATH domain |
| | 0.0000000589 | 346-396 | MATH domain |
| 59689.Al_scaffold_0004_605 | 1.18e-30 | 15-163 | MATH domain |
| | 5.07e-20 | 172-290 | MATH domain |
| 59689.Al_scaffold_0005_1220 | 2.94e-29 | 4-139 | MATH domain |
| | 0.00000149 | 321-377 | MATH domain |
| 59689.Al_scaffold_0005_1222 | 1.8e-27 | 4-139 | MATH domain |
| 59689.Al_scaffold_0005_2742 | 9.81e-26 | 4-135 | MATH domain |
| 59689.Al_scaffold_0005_2743 | 5.56e-37 | 9-141 | MATH domain |
| 59689.Al_scaffold_0005_2749 | 0.000000000000102 | 13-91 | MATH domain |
| 59689.Al_scaffold_0005_2754 | 3.43e-33 | 5-141 | MATH domain |
| 59689.Al_scaffold_0005_888 | 1.8e-19 | 5-132 | MATH domain |
| 59689.Al_scaffold_0006_2750 | 0.0000000000000111 | 104-210 | MATH domain |
| | 0.000000000327 | 3-94 | MATH domain |
| 59689.Al_scaffold_0006_3072 | 6.38e-30 | 17-166 | MATH domain |
| | 1.19e-26 | 176-306 | MATH domain |
| 59689.Al_scaffold_0006_3878 | 2.29e-27 | 147-281 | MATH domain |
| | 5.23e-25 | 9-124 | MATH domain |
| 59689.Al_scaffold_0007_1340 | 1.96e-48 | 117-308 | SIAH, seven in absentia homolog |
| 59689.Al_scaffold_0008_1615 | 2.78e-34 | 20-149 | MATH domain |
| 59689.fgenesh1_pg.C_scaffold_1000822 | 6.21e-24 | 6-137 | MATH domain |
| 59689.fgenesh1_pg.C_scaffold_1003133 | 7.03e-37 | 5-144 | MATH domain |
| 59689.fgenesh1_pg.C_scaffold_2000725 | 3.11e-19 | 110-241 | MATH domain |
| | 0.0000899 | 27-98 | MATH domain |
| 59689.fgenesh1_pg.C_scaffold_3001079 | 0.000000173 | 197-274 | SIAH, seven in absentia homolog |
| 59689.fgenesh1_pg.C_scaffold_4002386 | 4.41e-22 | 17-148 | MATH domain |
| 59689.fgenesh1_pg.C_scaffold_4002387 | 5.23e-28 | 17-152 | MATH domain |
| 59689.fgenesh1_pg.C_scaffold_7002916 | 1.37e-34 | 7-186 | SIAH, seven in absentia homolog |
| 59689.fgenesh1_pg.C_scaffold_7003383 | 4.05e-43 | 223-400 | SIAH, seven in absentia homolog |
| 59689.fgenesh1_pg.C_scaffold_8002274 | 2.94e-47 | 101-271 | SIAH, seven in absentia homolog |
| 59689.fgenesh1_pm.C_scaffold_2001000 | 1.1e-30 | 95-226 | MATH domain |
| | 0.00000000245 | 5-84 | MATH domain |
| 59689.fgenesh1_pm.C_scaffold_3000987 | 5.89e-39 | 51-187 | MATH domain |
| 59689.fgenesh1_pm.C_scaffold_3001955 | 4.09e-28 | 102-236 | MATH domain |
| | 0.0000000000245 | 2-93 | MATH domain |
| 59689.fgenesh1_pm.C_scaffold_4000114 | 1.11e-20 | 102-239 | MATH domain |
| | 1.16e-20 | 285-375 | MATH domain |
| 59689.fgenesh1_pm.C_scaffold_4000116 | 1.64e-22 | 40-133 | MATH domain |
| 59689.fgenesh1_pm.C_scaffold_4001984 | 1.96e-29 | 473-600 | MATH domain |
| | 1.36e-18 | 4-130 | MATH domain |
| | 0.0000687 | 295-346 | MATH domain |
| 59689.fgenesh1_pm.C_scaffold_4001985 | 1.26e-31 | 399-529 | MATH domain |
| | 1.64e-26 | 5-131 | MATH domain |
| 59689.fgenesh1_pm.C_scaffold_5000375 | 3.6e-32 | 94-235 | MATH domain |
| | 0.0000000000000164 | 6-84 | MATH domain |
| 59689.fgenesh1_pm.C_scaffold_5001854 | 7.19e-32 | 10-144 | MATH domain |
| 59689.fgenesh1_pm.C_scaffold_5001860 | 3.43e-33 | 6-140 | MATH domain |
| 59689.fgenesh2_kg.1__363__AT1G04300.3 | 8.18e-32 | 63-200 | MATH domain |
| 59689.fgenesh2_kg.2__658__AT1G65150.2 | 8.18e-24 | 31-150 | MATH domain |
| | 4.74e-17 | 162-291 | MATH domain |
| 59689.fgenesh2_kg.3__1915__AT3G17380.1 | 1.44e-37 | 18-157 | MATH domain |
| | 7.19e-32 | 172-304 | MATH domain |
| 59689.fgenesh2_kg.3__2261__AT3G20360.1 | 3.6e-25 | 58-186 | MATH domain |
| | 1.8e-16 | 211-331 | MATH domain |
| 59689.fgenesh2_kg.3__2262__AT3G20370.1 | 2.78e-29 | 241-381 | MATH domain |
| | 2.13e-28 | 87-227 | MATH domain |
| 59689.fgenesh2_kg.3__2847__AT2G05420.1 | 1.59e-34 | 7-139 | MATH domain |
| 59689.fgenesh2_kg.4__1289__AT2G32870.1 | 2.29e-34 | 171-308 | MATH domain |
| | 7.52e-23 | 18-145 | MATH domain |
| 59689.fgenesh2_kg.4__2834__AT2G46260.1 | 0.00000085 | 442-556 | MATH domain |
| 59689.fgenesh2_kg.4__450__AT2G25330.1 | 1.52e-31 | 367-509 | MATH domain |
| | 1.13e-26 | 42-182 | MATH domain |
| | 4.58e-21 | 201-345 | MATH domain |
| | 1.06e-20 | 529-657 | MATH domain |
| 59689.fgenesh2_kg.5__2264__AT3G58200.1 | 9.65e-26 | 5-116 | MATH domain |
| 59689.fgenesh2_kg.5__2265__AT3G58210.1 | 1.64e-36 | 4-144 | MATH domain |
| 59689.fgenesh2_kg.5__2272__AT3G58270.1 | 1.96e-35 | 5-142 | MATH domain |
| 59689.fgenesh2_kg.5__2279__AT3G58350.1 | 1.64e-35 | 6-144 | MATH domain |
| 59689.fgenesh2_kg.5__2284__AT3G58440.1 | 1.96e-32 | 9-139 | MATH domain |
| 59689.fgenesh2_kg.5__2639__AT3G61600.1 | 0.0000017 | 445-559 | MATH domain |
| 59689.fgenesh2_kg.5__2672__AT3G61790.1 | 1.18e-47 | 108-300 | SIAH, seven in absentia homolog |
| 59689.fgenesh2_kg.5__596__AT3G28220.1 | 6.38e-32 | 234-361 | MATH domain |
| | 3.6e-27 | 79-225 | MATH domain |
| 59689.fgenesh2_kg.6__1918__AT5G19000.1 | 3.92e-35 | 30-169 | MATH domain |
| 59689.fgenesh2_kg.6__2606__AT5G26300.1 | 2.94e-31 | 59-195 | MATH domain |
| | 1.64e-28 | 210-343 | MATH domain |
| 59689.fgenesh2_kg.6__2965__AT4G09770.1 | 4.41e-28 | 143-280 | MATH domain |
| | 2.29e-16 | 12-134 | MATH domain |
| 59689.fgenesh2_kg.6__3622__AT4G00780.1 | 6.7e-29 | 18-146 | MATH domain |
| | 4.58e-28 | 162-296 | MATH domain |
| 59689.fgenesh2_kg.6__604__AT5G06600.1 | 2.62e-41 | 52-188 | MATH domain |
| 59689.fgenesh2_kg.7__3616__AT5G37930.1 | 5.04e-43 | 169-341 | SIAH, seven in absentia homolog |
| 59689.fgenesh2_kg.7__3617__AT5G37910.1 | 7.19e-46 | 90-260 | SIAH, seven in absentia homolog |
| 59689.fgenesh2_kg.8__461__AT5G43560.2 | 2.62e-32 | 70-199 | MATH domain |
| 59689.scaffold_104871.1 | 1.57e-23 | 2-130 | MATH domain |
| 59689.scaffold_105654.1 | 1.46e-34 | 6-145 | MATH domain |
| 59689.scaffold_200144.1 | 3.43e-26 | 6-135 | MATH domain |
| 59689.scaffold_200533.1 | 5.4e-19 | 18-130 | MATH domain |
| 59689.scaffold_200782.1 | 0.00000000000126 | 119-195 | MATH domain |
| | 0.000392 | 30-76 | MATH domain |
| 59689.scaffold_200957.1 | 1.11e-23 | 31-147 | MATH domain |
| | 9.48e-17 | 162-291 | MATH domain |
| 59689.scaffold_200959.1 | 1.1e-23 | 31-150 | MATH domain |
| | 1.96e-17 | 162-293 | MATH domain |
| 59689.scaffold_200960.1 | 1.8e-17 | 161-292 | MATH domain |
| | 0.00000000000000883 | 47-152 | MATH domain |
| 59689.scaffold_201262.1 | 1.26e-23 | 17-170 | MATH domain |
| | 1.6e-22 | 178-312 | MATH domain |
| 59689.scaffold_201411.1 | 6.08e-21 | 47-166 | SIAH, seven in absentia homolog |
| 59689.scaffold_201416.1 | 1.5e-38 | 155-333 | SIAH, seven in absentia homolog |
| 59689.scaffold_202294.1 | 1.26e-23 | 150-297 | MATH domain |
| | 0.00000000000000116 | 306-399 | MATH domain |
| 59689.scaffold_300359.1 | 7.52e-36 | 14-153 | MATH domain |
| 59689.scaffold_300699.1 | 1.44e-35 | 29-168 | MATH domain |
| 59689.scaffold_301016.1 | 3.27e-23 | 25-152 | MATH domain |
| 59689.scaffold_303198.1 | 9.16e-33 | 7-141 | MATH domain |
| | 3.27e-28 | 158-291 | MATH domain |
| 59689.scaffold_303199.1 | 9.16e-33 | 7-141 | MATH domain |
| | 3.27e-28 | 158-291 | MATH domain |
| 59689.scaffold_303200.1 | 9.16e-33 | 7-141 | MATH domain |
| | 3.27e-28 | 158-291 | MATH domain |
| 59689.scaffold_303415.1 | 8.18e-16 | 4-105 | MATH domain |
| 59689.scaffold_401090.1 | 1.8e-29 | 14-145 | MATH domain |
| | 1.14e-23 | 154-287 | MATH domain |
| 59689.scaffold_401281.1 | 1.64e-26 | 210-349 | MATH domain |
| | 3.11e-20 | 69-196 | MATH domain |
| 59689.scaffold_401854.1 | 1.16e-29 | 172-302 | MATH domain |
| | 3.76e-22 | 18-145 | MATH domain |
| 59689.scaffold_402729.1 | 2.29e-36 | 21-160 | MATH domain |
| 59689.scaffold_403044.1 | 6.54e-48 | 110-302 | SIAH, seven in absentia homolog |
| 59689.scaffold_403116.1 | 5.07e-30 | 5-140 | MATH domain |
| 59689.scaffold_403119.1 | 1.8e-24 | 9-134 | MATH domain |
| 59689.scaffold_501153.1 | 1.06e-34 | 33-173 | MATH domain |
| 59689.scaffold_501314.1 | 4.25e-33 | 6-145 | MATH domain |
| 59689.scaffold_501318.1 | 1.18e-33 | 4-140 | MATH domain |
| 59689.scaffold_501503.1 | 0.000000000000229 | 5-82 | MATH domain |
| 59689.scaffold_501506.1 | 9.48e-20 | 195-287 | MATH domain |
| | 0.0000000000000018 | 33-136 | MATH domain |
| 59689.scaffold_502748.1 | 5.89e-20 | 4-150 | MATH domain |
| 59689.scaffold_502978.1 | 1.37e-47 | 114-306 | SIAH, seven in absentia homolog |
| 59689.scaffold_503002.1 | 2.13e-36 | 39-175 | MATH domain |
| 59689.scaffold_503006.1 | 2.13e-33 | 113-253 | MATH domain |
| 59689.scaffold_503008.1 | 1.44e-35 | 5-142 | MATH domain |
| 59689.scaffold_503009.1 | 1.14e-32 | 4-141 | MATH domain |
| 59689.scaffold_503024.1 | 7.52e-30 | 4-133 | MATH domain |
| 59689.scaffold_503025.1 | 1.05e-33 | 9-141 | MATH domain |
| 59689.scaffold_503027.1 | 1.8e-29 | 6-137 | MATH domain |
| | 5.07e-18 | 199-321 | MATH domain |
| 59689.scaffold_602199.1 | 1.29e-34 | 25-164 | MATH domain |
| 59689.scaffold_602762.1 | 3.27e-24 | 46-179 | MATH domain |
| | 5.56e-22 | 194-320 | MATH domain |
| 59689.scaffold_701060.1 | 2.62e-22 | 4-150 | MATH domain |
| 59689.scaffold_703625.1 | 5.56e-20 | 74-217 | MATH domain |
| | 0.00425 | 230-256 | MATH domain |
| 59689.scaffold_703695.1 | 3.99e-22 | 33-123 | SIAH, seven in absentia homolog |
| 59689.scaffold_703697.1 | 9.81e-28 | 87-222 | SIAH, seven in absentia homolog |
| 59689.scaffold_703698.1 | 4.32e-49 | 63-242 | SIAH, seven in absentia homolog |
| 59689.scaffold_703699.1 | 3.53e-47 | 104-280 | SIAH, seven in absentia homolog |
| 59689.scaffold_703700.1 | 1.31e-42 | 91-251 | SIAH, seven in absentia homolog |
| 59689.scaffold_703702.1 | 0.00000000000000981 | 7-87 | SIAH, seven in absentia homolog |
| 59689.scaffold_703762.1 | 0.00000000157 | 85-137 | SIAH, seven in absentia homolog |
| 59689.scaffold_704310.1 | 9.81e-19 | 119-182 | SIAH, seven in absentia homolog |
| 59689.scaffold_704331.1 | 5.75e-41 | 7-185 | SIAH, seven in absentia homolog |
| 59689.scaffold_704334.1 | 0.0000432 | 74-108 | SIAH, seven in absentia homolog |
| 59689.scaffold_704336.1 | 7.85e-42 | 91-267 | SIAH, seven in absentia homolog |
| 59689.scaffold_704338.1 | 5.75e-29 | 91-232 | SIAH, seven in absentia homolog |
| 59689.scaffold_801688.1 | 0.00000000000111 | 49-152 | MATH domain |
| | 0.000000000458 | 188-279 | MATH domain |
| 59689.scaffold_801814.1 | 1.77e-17 | 58-153 | SIAH, seven in absentia homolog |
| 59689.scaffold_91900001.1 | 5.89e-24 | 15-105 | MATH domain |
| 59729.ENSTGUP00000002510 | 1.83e-51 | 348-497 | MATH domain |
| | 0.00032 | 203-241 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000003276 | 3.6e-47 | 401-552 | MATH domain |
| | 0.000000000216 | 104-179 | SIAH, seven in absentia homolog |
| | 0.000000621 | 192-242 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000004871 | 1.96e-27 | 69-198 | MATH domain |
| 59729.ENSTGUP00000006517 | 0.000000000981 | 183-240 | SIAH, seven in absentia homolog |
| | 0.00000000118 | 246-338 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000006737 | 1.44e-47 | 324-471 | MATH domain |
| | 0.0000000000595 | 79-150 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000006876 | 0.0000392 | 44-107 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000007695 | 5.56e-24 | 279-403 | MATH domain |
| 59729.ENSTGUP00000008918 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000010271 | 3.6e-24 | 75-197 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000010462 | 5.56e-45 | 371-523 | MATH domain |
| | 0.00000000327 | 129-187 | SIAH, seven in absentia homolog |
| | 0.000000196 | 186-240 | SIAH, seven in absentia homolog |
| | 0.000915 | 238-264 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000011096 | 4.74e-35 | 395-560 | MATH domain |
| 59729.ENSTGUP00000011112 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000012199 | 1.03e-46 | 29-170 | MATH domain |
| 59729.ENSTGUP00000012253 | 6.08e-24 | 78-198 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000012669 | 1.44e-41 | 2-165 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000013203 | 1.1e-50 | 395-545 | MATH domain |
| | 1.77e-19 | 93-192 | SIAH, seven in absentia homolog |
| | 0.000000268 | 192-234 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000013614 | 8.99e-36 | 381-544 | MATH domain |
| 6085.XP_002153777 | 2.45e-29 | 433-580 | MATH domain |
| | 0.00000137 | 242-304 | SIAH, seven in absentia homolog |
| 6085.XP_002154378 | 0.0000000000137 | 86-151 | SIAH, seven in absentia homolog |
| | 0.0000000347 | 147-200 | SIAH, seven in absentia homolog |
| 6085.XP_002155270 | 0.0000000523 | 80-144 | SIAH, seven in absentia homolog |
| 6085.XP_002155932 | 0.0000000817 | 117-184 | SIAH, seven in absentia homolog |
| | 0.000275 | 58-108 | SIAH, seven in absentia homolog |
| 6085.XP_002156040 | 1.96e-35 | 116-260 | MATH domain |
| 6085.XP_002156351 | 2.62e-40 | 252-406 | MATH domain |
| | 0.00000000000307 | 88-155 | SIAH, seven in absentia homolog |
| | 0.0000000157 | 187-236 | SIAH, seven in absentia homolog |
| | 0.00981 | 150-183 | SIAH, seven in absentia homolog |
| 6085.XP_002156546 | 0.000000000628 | 65-131 | SIAH, seven in absentia homolog |
| 6085.XP_002156789 | 1.8e-21 | 335-444 | MATH domain |
| | 0.0000000000085 | 143-204 | SIAH, seven in absentia homolog |
| | 0.00085 | 205-241 | SIAH, seven in absentia homolog |
| 6085.XP_002156996 | 0.000000000608 | 119-178 | SIAH, seven in absentia homolog |
| | 0.0000177 | 178-238 | SIAH, seven in absentia homolog |
| 6085.XP_002157792 | 7.52e-39 | 287-433 | MATH domain |
| | 0.00015 | 85-149 | SIAH, seven in absentia homolog |
| | 0.000216 | 149-211 | SIAH, seven in absentia homolog |
| 6085.XP_002158239 | 1.5e-24 | 580-738 | MATH domain |
| 6085.XP_002159365 | 1.08e-34 | 370-514 | MATH domain |
| | 0.00144 | 196-247 | SIAH, seven in absentia homolog |
| 6085.XP_002160084 | 1.8e-39 | 220-373 | MATH domain |
| | 0.0000177 | 154-195 | SIAH, seven in absentia homolog |
| | 0.0000209 | 108-159 | SIAH, seven in absentia homolog |
| 6085.XP_002160384 | 0.00000327 | 231-297 | MATH domain |
| | 0.0177 | 81-109 | SIAH, seven in absentia homolog |
| 6085.XP_002160568 | 0.00000262 | 393-468 | MATH domain |
| 6085.XP_002161103 | 3.43e-27 | 49-134 | MATH domain |
| 6085.XP_002161248 | 1.16e-34 | 174-321 | MATH domain |
| 6085.XP_002162099 | 1.31e-57 | 99-286 | SIAH, seven in absentia homolog |
| 6085.XP_002163394 | 1.37e-21 | 155-278 | MATH domain |
| 6085.XP_002163801 | 9.16e-24 | 43-175 | MATH domain |
| 6085.XP_002164212 | 2.45e-18 | 369-461 | MATH domain |
| | 0.0000000000111 | 203-278 | SIAH, seven in absentia homolog |
| 6085.XP_002164239 | 1.96e-30 | 50-203 | MATH domain |
| 6085.XP_002164816 | 0.0000000719 | 76-137 | SIAH, seven in absentia homolog |
| | 0.0314 | 138-178 | SIAH, seven in absentia homolog |
| 6085.XP_002165002 | 0.0000000327 | 76-136 | SIAH, seven in absentia homolog |
| | 0.0177 | 138-178 | SIAH, seven in absentia homolog |
| 6085.XP_002165691 | 0.00000000000105 | 88-149 | SIAH, seven in absentia homolog |
| | 0.000000053 | 149-224 | SIAH, seven in absentia homolog |
| 6085.XP_002165877 | 0.000000203 | 33-78 | SIAH, seven in absentia homolog |
| | 0.00000288 | 76-125 | SIAH, seven in absentia homolog |
| 6085.XP_002166763 | 6.05e-23 | 43-175 | MATH domain |
| 6085.XP_002167601 | 2.45e-35 | 122-266 | MATH domain |
| 6085.XP_002167749 | 5.23e-19 | 160-280 | MATH domain |
| 6085.XP_002168887 | 6.41e-16 | 80-204 | SIAH, seven in absentia homolog |
| 6085.XP_002169208 | 0.00000000000163 | 90-159 | SIAH, seven in absentia homolog |
| 6085.XP_002169387 | 4.74e-35 | 242-386 | MATH domain |
| 6085.XP_002170576 | 2.13e-32 | 373-521 | MATH domain |
| | 0.000000000307 | 181-242 | SIAH, seven in absentia homolog |
| | 0.0000209 | 278-404 | SIAH, seven in absentia homolog |
| | 0.00268 | 242-277 | SIAH, seven in absentia homolog |
| 6085.XP_002170590 | 0.00000000000654 | 165-220 | MATH domain |
| 6182.Q5BXD0 | 3.43e-44 | 69-210 | MATH domain |
| 6182.Q5C025 | 0.00000000000932 | 130-207 | MATH domain |
| 6182.Q5C817 | 1.96e-16 | 185-236 | SIAH, seven in absentia homolog |
| 6238.CBG00352 | 0.00000085 | 72-163 | MATH domain |
| 6238.CBG00354 | 0.00000167 | 391-481 | MATH domain |
| 6238.CBG02705 | 9.81e-19 | 78-210 | MATH domain |
| 6238.CBG03498 | 0.0000085 | 20-131 | MATH domain |
| 6238.CBG04662 | 0.0000000000000016 | 82-199 | MATH domain |
| | 0.000000000000278 | 320-441 | MATH domain |
| 6238.CBG06295 | 0.000000000981 | 29-138 | MATH domain |
| 6238.CBG06699 | 7.36e-21 | 17-147 | MATH domain |
| 6238.CBG08288 | 1.18e-54 | 224-414 | SIAH, seven in absentia homolog |
| 6238.CBG08441 | 0.00000000105 | 10-136 | MATH domain |
| 6238.CBG08449 | 0.0000000000213 | 14-107 | MATH domain |
| 6238.CBG08732 | 2.13e-16 | 161-277 | MATH domain |
| 6238.CBG08764 | 0.00000000327 | 37-137 | MATH domain |
| 6238.CBG09886 | 1.64e-43 | 101-242 | MATH domain |
| 6238.CBG10279 | 2.78e-18 | 75-188 | MATH domain |
| | 3.76e-18 | 338-455 | MATH domain |
| 6238.CBG10347 | 0.0000000915 | 16-85 | MATH domain |
| 6238.CBG11449 | 4.14e-17 | 758-886 | MATH domain |
| 6238.CBG11451 | 0.00000000132 | 8-124 | MATH domain |
| 6238.CBG12451 | 3.43e-18 | 38-168 | MATH domain |
| 6238.CBG13157 | 0.0000000000000883 | 23-168 | MATH domain |
| 6238.CBG15853 | 0.00000000343 | 100-206 | MATH domain |
| 6238.CBG16327 | 0.0000543 | 25-91 | SIAH, seven in absentia homolog |
| 6238.CBG16568 | 3.27e-21 | 45-183 | MATH domain |
| 6238.CBG17036 | 0.0000605 | 31-129 | MATH domain |
| 6238.CBG17057 | 3.11e-19 | 17-130 | MATH domain |
| 6238.CBG19508 | 0.00000501 | 15-111 | MATH domain |
| 6238.CBG19511 | 0.00000000000213 | 30-129 | MATH domain |
| 6238.CBG19512 | 0.00000131 | 29-131 | MATH domain |
| 6238.CBG19518 | 0.00000000000294 | 61-182 | MATH domain |
| 6238.CBG19519 | 0.00000136 | 7-133 | MATH domain |
| 6238.CBG19640 | 0.000000000000105 | 102-186 | MATH domain |
| 6238.CBG19641 | 0.000000000000278 | 119-206 | MATH domain |
| 6238.CBG19643 | 0.000000000000294 | 119-206 | MATH domain |
| 6238.CBG19798 | 4.09e-20 | 43-183 | MATH domain |
| 6238.CBG20446 | 0.00000000000785 | 17-103 | MATH domain |
| 6238.CBG20453 | 0.0000000000867 | 42-149 | MATH domain |
| 6238.CBG20855 | 0.0000000000245 | 5-90 | MATH domain |
| 6238.CBG20865 | 0.0000024 | 72-174 | MATH domain |
| 6238.CBG20921 | 3.92e-24 | 191-321 | MATH domain |
| 6238.CBG20948 | 0.000000409 | 41-84 | MATH domain |
| 6238.CBG20950 | 0.000000441 | 45-84 | MATH domain |
| 6238.CBG21219 | 1.64e-35 | 237-390 | MATH domain |
| | 0.0000000144 | 76-137 | SIAH, seven in absentia homolog |
| | 0.000085 | 138-172 | SIAH, seven in absentia homolog |
| 6238.CBG21445 | 0.00000000392 | 38-116 | MATH domain |
| 6238.CBG21474 | 2.29e-17 | 53-158 | MATH domain |
| 6238.CBG21869 | 1.19e-17 | 17-130 | MATH domain |
| 6238.CBG21875 | 0.0000000000262 | 16-104 | MATH domain |
| 6238.CBG23105 | 5.56e-19 | 29-171 | MATH domain |
| 6238.CBG23748 | 0.00000000589 | 160-265 | MATH domain |
| | 0.0654 | 85-118 | SIAH, seven in absentia homolog |
| 6238.CBG23830 | 1.8e-21 | 17-131 | MATH domain |
| 6238.CBG24099 | 0.00000981 | 63-156,196-232 | MATH domain |
| 6238.CBG24113 | 1.54e-16 | 98-208 | MATH domain |
| 6238.CBG24114 | 0.00000507 | 170-237 | MATH domain |
| 6238.CBG24133 | 0.00000124 | 14-134 | MATH domain |
| 6238.CBG24226 | 6.38e-19 | 16-127 | MATH domain |
| 6238.CBG24449 | 2.13e-22 | 405-532 | MATH domain |
| | 1.59e-18 | 145-259 | MATH domain |
| | 8.67e-18 | 16-129 | MATH domain |
| 6238.CBG24810 | 3.27e-18 | 16-130 | MATH domain |
| 6238.CBG24811 | 0.0000000137 | 17-85 | MATH domain |
| 6239.B0047.1b | 0.00000000000000916 | 14-135 | MATH domain |
| 6239.B0047.3 | 0.000000119 | 19-58 | MATH domain |
| 6239.B0047.4 | 4.58e-18 | 43-139 | MATH domain |
| 6239.C07D10.2b.2 | 0.000000000000102 | 25-176 | MATH domain |
| 6239.C08C3.2 | 2.13e-18 | 7-129 | MATH domain |
| 6239.C08E3.3 | 0.0000000000605 | 2-126 | MATH domain |
| 6239.C08F1.1 | 0.000000000343 | 387-468 | MATH domain |
| | 0.000000000736 | 184-259 | MATH domain |
| | 0.0000000142 | 276-378 | MATH domain |
| | 0.000000262 | 62-154 | MATH domain |
| 6239.C08F1.4a | 0.0000000000000018 | 330-448 | MATH domain |
| | 0.0000000000000458 | 193-314 | MATH domain |
| | 0.0000000000703 | 45-169 | MATH domain |
| | 0.00126 | 3-33 | MATH domain |
| | 0.00589 | 459-510 | MATH domain |
| 6239.C08F1.5b | 0.00000000000000425 | 777-899 | MATH domain |
| | 0.0000000000000213 | 517-636 | MATH domain |
| | 0.000000000000128 | 360-486 | MATH domain |
| | 0.0000000000262 | 651-764 | MATH domain |
| | 0.00000000605 | 6-128 | MATH domain |
| | 0.00278 | 256-342 | MATH domain |
| 6239.C10E2.2 | 0.00000196 | 26-98 | SIAH, seven in absentia homolog |
| 6239.C16C4.10 | 2.13e-30 | 5-126 | MATH domain |
| | 4.09e-29 | 143-261 | MATH domain |
| 6239.C16C4.11 | 1.19e-25 | 151-269 | MATH domain |
| | 2.94e-23 | 14-139 | MATH domain |
| 6239.C16C4.12 | 1.14e-25 | 131-252 | MATH domain |
| | 7.36e-22 | 5-116 | MATH domain |
| 6239.C16C4.13 | 3.11e-26 | 5-125 | MATH domain |
| | 5.4e-21 | 352-458 | MATH domain |
| | 0.0000000000000589 | 147-266 | MATH domain |
| 6239.C16C4.14 | 3.43e-20 | 100-217 | MATH domain |
| | 0.00000000000000262 | 6-89 | MATH domain |
| 6239.C16C4.15 | 6.7e-21 | 142-257 | MATH domain |
| | 4.41e-20 | 6-126 | MATH domain |
| 6239.C16C4.16 | 4.41e-29 | 17-135 | MATH domain |
| 6239.C16C4.3 | 2.13e-28 | 4-123 | MATH domain |
| | 2.13e-21 | 140-255 | MATH domain |
| 6239.C16C4.4.1 | 7.36e-22 | 102-221 | MATH domain |
| | 0.000000000000867 | 4-87 | MATH domain |
| 6239.C16C4.5 | 3.43e-28 | 6-125 | MATH domain |
| | 3.11e-27 | 139-260 | MATH domain |
| 6239.C16C4.8 | 4.91e-25 | 148-266 | MATH domain |
| | 9.32e-25 | 5-126 | MATH domain |
| 6239.C16C4.9 | 1.13e-27 | 90-208 | MATH domain |
| | 0.000101 | 50-77 | MATH domain |
| 6239.C40A11.1 | 1.46e-28 | 6-128 | MATH domain |
| | 9.97e-22 | 144-262 | MATH domain |
| 6239.C40D2.1 | 4.91e-25 | 5-125 | MATH domain |
| | 0.00000000523 | 147-207 | MATH domain |
| 6239.C40D2.2.2 | 5.72e-26 | 276-397 | MATH domain |
| | 1.55e-25 | 147-265 | MATH domain |
| | 2.94e-25 | 3-125 | MATH domain |
| 6239.C40D2.3 | 1.5e-24 | 4-124 | MATH domain |
| | 2.78e-24 | 282-402 | MATH domain |
| | 1.64e-17 | 147-267 | MATH domain |
| 6239.C46F9.1 | 7.85e-29 | 3-123 | MATH domain |
| 6239.C46F9.2 | 1.96e-29 | 282-401 | MATH domain |
| | 9.97e-29 | 147-266 | MATH domain |
| | 5.07e-26 | 5-125 | MATH domain |
| 6239.C46F9.3 | 2.94e-27 | 147-266 | MATH domain |
| | 1.8e-26 | 283-402 | MATH domain |
| | 6.54e-24 | 5-125 | MATH domain |
| 6239.C46F9.4 | 2.13e-25 | 6-125 | MATH domain |
| | 1.96e-21 | 279-399 | MATH domain |
| | 2.62e-20 | 147-264 | MATH domain |
| 6239.C50C3.8.2 | 2.94e-20 | 45-178 | MATH domain |
| 6239.F12E12.4 | 0.00000000000000948 | 8-130 | MATH domain |
| 6239.F14D2.12 | 0.0000000000054 | 11-135 | MATH domain |
| 6239.F14D2.4a | 0.00000000000654 | 12-135 | MATH domain |
| 6239.F25E5.16a | 0.00000015 | 39-135 | MATH domain |
| 6239.F25H9.4 | 2.13e-22 | 53-184 | MATH domain |
| 6239.F29C12.5 | 0.000000000343 | 12-127 | MATH domain |
| 6239.F36H5.1.1 | 0.0000000000000245 | 560-678 | MATH domain |
| | 0.0000000000000474 | 276-399 | MATH domain |
| | 0.0000000000000572 | 690-812 | MATH domain |
| | 0.000000000000703 | 424-544 | MATH domain |
| | 0.000000000018 | 145-264 | MATH domain |
| | 0.0000000134 | 6-131 | MATH domain |
| 6239.F36H5.2b.2 | 0.000000000000123 | 439-561 | MATH domain |
| | 0.00000000000213 | 309-427 | MATH domain |
| | 0.00000000000278 | 43-164 | MATH domain |
| | 0.0000000000409 | 172-293 | MATH domain |
| | 0.00801 | 3-33 | MATH domain |
| 6239.F36H5.3b | 7.52e-17 | 436-552 | MATH domain |
| | 0.0000000000000054 | 699-820 | MATH domain |
| | 0.00000000000164 | 286-405 | MATH domain |
| | 0.000000000118 | 569-685 | MATH domain |
| | 0.000000000196 | 156-273 | MATH domain |
| | 0.000491 | 21-141 | MATH domain |
| 6239.F37A4.9 | 5.23e-23 | 44-180 | MATH domain |
| 6239.F40B1.1 | 2.62e-17 | 6-130 | MATH domain |
| 6239.F45C12.11 | 0.0000000311 | 9-134 | MATH domain |
| 6239.F45G2.6 | 2.29e-33 | 263-416 | MATH domain |
| | 0.00000000301 | 75-135 | SIAH, seven in absentia homolog |
| | 0.00255 | 137-172 | SIAH, seven in absentia homolog |
| | 0.0562 | 176-214 | SIAH, seven in absentia homolog |
| 6239.F52C6.10 | 0.00000000000000262 | 12-129 | MATH domain |
| 6239.F52C6.11 | 0.00000000000523 | 16-130 | MATH domain |
| 6239.F52C6.5 | 1.29e-21 | 90-209 | MATH domain |
| | 1.8e-18 | 220-336 | MATH domain |
| | 0.000000000000376 | 5-88 | MATH domain |
| 6239.F52C6.6 | 0.000000000113 | 4-84 | MATH domain |
| 6239.F52C6.8 | 2.29e-17 | 18-133 | MATH domain |
| 6239.F52H3.3 | 2.78e-20 | 79-211 | MATH domain |
| 6239.F59H6.1 | 0.0000000131 | 11-129 | MATH domain |
| 6239.F59H6.10 | 4.91e-17 | 16-133 | MATH domain |
| 6239.F59H6.11 | 1.8e-16 | 6-126 | MATH domain |
| 6239.F59H6.4 | 0.000000000000327 | 78-163 | MATH domain |
| | 0.000000018 | 3-67 | MATH domain |
| 6239.F59H6.8 | 0.000000245 | 10-132 | MATH domain |
| 6239.F59H6.9 | 1.59e-19 | 5-124 | MATH domain |
| 6239.H19N07.2c | 7.85e-18 | 31-174 | MATH domain |
| 6239.R52.1 | 1.14e-20 | 9-132 | MATH domain |
| 6239.R52.3 | 2.45e-21 | 219-340 | MATH domain |
| | 5.07e-19 | 89-209 | MATH domain |
| | 0.00000000000142 | 5-77 | MATH domain |
| 6239.R52.8 | 2.78e-23 | 104-226 | MATH domain |
| | 0.00000000000000409 | 2-97 | MATH domain |
| 6239.R52.9 | 2.13e-17 | 5-142 | MATH domain |
| 6239.T07H3.1 | 0.000000000507 | 167-282 | MATH domain |
| | 0.00000213 | 432-532 | MATH domain |
| 6239.T07H3.2 | 0.0000000507 | 183-284 | MATH domain |
| 6239.T07H3.3b | 0.0000507 | 28-124 | MATH domain |
| | 0.000491 | 148-261 | MATH domain |
| 6239.T07H3.6 | 0.0000018 | 24-146 | MATH domain |
| 6239.T08E11.2 | 2.94e-30 | 5-126 | MATH domain |
| | 6.21e-28 | 140-261 | MATH domain |
| 6239.T08E11.3 | 1.55e-29 | 5-126 | MATH domain |
| | 3.43e-26 | 141-261 | MATH domain |
| 6239.T08E11.4 | 1.62e-28 | 410-530 | MATH domain |
| | 1.28e-25 | 544-665 | MATH domain |
| 6239.T16A1.1a | 4.91e-26 | 21-141 | MATH domain |
| | 7.03e-25 | 163-283 | MATH domain |
| | 2.94e-16 | 294-413 | MATH domain |
| | 0.000000000000589 | 561-679 | MATH domain |
| | 0.00000000000229 | 429-548 | MATH domain |
| 6239.T16H12.5a | 1.06e-43 | 93-234 | MATH domain |
| 6239.T27C10.4 | 0.000000000000106 | 5-125 | MATH domain |
| 6239.Y105E8B.4 | 4.09e-19 | 46-183 | MATH domain |
| 6239.Y110A7A.2 | 4.91e-29 | 157-308 | MATH domain |
| | 0.015 | 83-132 | SIAH, seven in absentia homolog |
| 6239.Y16E11A.1 | 2.13e-31 | 5-126 | MATH domain |
| | 1.52e-28 | 218-339 | MATH domain |
| | 0.00000000000000262 | 132-216 | MATH domain |
| | 0.000000000000965 | 356-433 | MATH domain |
| 6239.Y37E11AR.2 | 1.24e-54 | 209-399 | SIAH, seven in absentia homolog |
| 6239.Y49F6C.3 | 1.44e-16 | 12-128 | MATH domain |
| 6239.Y49F6C.4 | 3.92e-18 | 13-132 | MATH domain |
| 6239.Y49F6C.5 | 0.00000111 | 43-100 | MATH domain |
| 6239.Y51H7BM.1 | 0.000000000114 | 5-124 | MATH domain |
| | 0.000000000327 | 213-301 | MATH domain |
| | 0.00000000164 | 311-427 | MATH domain |
| | 0.00000507 | 139-205 | MATH domain |
| 6239.Y57A10A.18b | 2.29e-25 | 175-306 | MATH domain |
| 6239.Y75B12B.4 | 0.000000000294 | 7-141 | MATH domain |
| 6239.ZK250.5b | 1.31e-21 | 77-196 | MATH domain |
| | 0.0000000000311 | 3-62 | MATH domain |
| 6239.ZK250.6 | 1.39e-27 | 566-687 | MATH domain |
| | 6.21e-24 | 268-388 | MATH domain |
| | 1.55e-22 | 702-821 | MATH domain |
| | 1.44e-20 | 403-522 | MATH domain |
| 6239.ZK250.7 | 9.81e-26 | 5-125 | MATH domain |
| | 2.78e-21 | 273-387 | MATH domain |
| | 0.0000000000000018 | 147-266 | MATH domain |
| 6239.ZK250.8 | 4.74e-25 | 153-271 | MATH domain |
| | 7.68e-24 | 282-402 | MATH domain |
| | 2.62e-23 | 20-131 | MATH domain |
| 6239.ZK858.4 | 3.76e-18 | 39-169 | MATH domain |
| 644223.PAS_chr1-1_0399 | 0.00000229 | 271-314 | SIAH, seven in absentia homolog |
| | 0.00000569 | 151-188 | SIAH, seven in absentia homolog |
| 644223.PAS_chr4_0022 | 1.59e-24 | 59-203 | MATH domain |
| 665079.A7EXI1 | 5.07e-22 | 69-210 | MATH domain |
| 67593.JGI128000 | 0.0000000111 | 64-136 | SIAH, seven in absentia homolog |
| | 0.00209 | 729-784 | SIAH, seven in absentia homolog |
| | 0.0438 | 136-159 | SIAH, seven in absentia homolog |
| 67593.JGI130651 | 0.0000235 | 217-248 | SIAH, seven in absentia homolog |
| | 0.0000281 | 267-295 | SIAH, seven in absentia homolog |
| 67593.JGI133568 | 0.0000000000248 | 61-172 | MATH domain |
| 67593.JGI136486 | 2.13e-17 | 169-294 | MATH domain |
| 67593.JGI155684 | 0.000000418 | 86-144 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000002409 | 1.5e-60 | 125-312 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000003456 | 5.56e-63 | 93-281 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000004477 | 6.54e-21 | 407-565 | MATH domain |
| 69293.ENSGACP00000004634 | 1.4e-33 | 421-586 | MATH domain |
| 69293.ENSGACP00000005679 | 9.16e-33 | 423-597 | MATH domain |
| 69293.ENSGACP00000005703 | 3.43e-48 | 424-574 | MATH domain |
| | 2.03e-21 | 122-219 | SIAH, seven in absentia homolog |
| | 0.00000053 | 222-262 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000005707 | 1.28e-36 | 421-587 | MATH domain |
| 69293.ENSGACP00000006974 | 8.37e-51 | 353-502 | MATH domain |
| | 0.00000333 | 103-161 | SIAH, seven in absentia homolog |
| | 0.0209 | 162-253 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000007385 | 0.0000000000000268 | 165-293 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000007678 | 0.000000000137 | 231-326 | SIAH, seven in absentia homolog |
| | 0.00000000379 | 155-162,191-225 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000009363 | 2.29e-47 | 29-170 | MATH domain |
| 69293.ENSGACP00000009716 | 1.03e-46 | 29-170 | MATH domain |
| 69293.ENSGACP00000012054 | 0.000000000000105 | 78-187 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000014341 | 0.0000000000111 | 78-142 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000014759 | 5.56e-46 | 306-466 | MATH domain |
| | 6.21e-16 | 78-139 | SIAH, seven in absentia homolog |
| | 0.000000000000144 | 194-325 | SIAH, seven in absentia homolog |
| | 0.0000049 | 138-193 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000015311 | 0.0000000209 | 32-100 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000015410 | 0.00000399 | 29-108 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000015565 | 1.24e-19 | 76-175 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000015817 | 3.79e-27 | 80-209 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000016173 | 0.0000327 | 29-93 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000017197 | 1.8e-30 | 366-521 | MATH domain |
| 69293.ENSGACP00000018888 | 5.56e-29 | 69-198 | MATH domain |
| 69293.ENSGACP00000020860 | 5.07e-36 | 380-489 | MATH domain |
| | 0.00275 | 106-161 | SIAH, seven in absentia homolog |
| | 0.00654 | 162-266 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000022084 | 4.25e-50 | 368-517 | MATH domain |
| | 0.0000242 | 191-233 | SIAH, seven in absentia homolog |
| | 0.00248 | 98-157 | SIAH, seven in absentia homolog |
| | 0.0105 | 158-189 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000022648 | 1.03e-41 | 398-548 | MATH domain |
| | 0.00000000242 | 197-280 | SIAH, seven in absentia homolog |
| | 0.0000000105 | 139-201 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000025883 | 1.11e-35 | 370-522 | MATH domain |
| | 0.0915 | 180-212 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000027085 | 0.00000785 | 38-102 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000027086 | 0.00000785 | 36-98 | SIAH, seven in absentia homolog |
| 69293.ENSGACP00000027591 | 7.36e-23 | 274-398 | MATH domain |
| 6945.ISCW000724-PA | 0.00000000392 | 90-169 | SIAH, seven in absentia homolog |
| 6945.ISCW000732-PA | 0.000000242 | 140-184 | SIAH, seven in absentia homolog |
| | 0.0000235 | 92-130 | SIAH, seven in absentia homolog |
| 6945.ISCW000733-PA | 5.23e-19 | 51-203 | MATH domain |
| 6945.ISCW001705-PA | 0.0000000000000523 | 93-155 | MATH domain |
| 6945.ISCW002266-PA | 0.000000000131 | 1-75 | SIAH, seven in absentia homolog |
| 6945.ISCW002862-PA | 6.05e-39 | 166-321 | MATH domain |
| | 0.00000183 | 15-53 | SIAH, seven in absentia homolog |
| | 0.00000203 | 52-146 | SIAH, seven in absentia homolog |
| 6945.ISCW003083-PA | 0.0000000000536 | 70-128 | SIAH, seven in absentia homolog |
| | 0.00000137 | 302-392 | MATH domain |
| 6945.ISCW004465-PA | 0.0000245 | 238-379 | MATH domain |
| 6945.ISCW004610-PA | 0.000000000523 | 35-166 | MATH domain |
| 6945.ISCW005080-PA | 0.000000000255 | 37-116 | SIAH, seven in absentia homolog |
| 6945.ISCW005120-PA | 0.0000000000111 | 51-127 | SIAH, seven in absentia homolog |
| | 0.000536 | 133-187 | SIAH, seven in absentia homolog |
| 6945.ISCW005834-PA | 0.0000000102 | 2-124 | MATH domain |
| 6945.ISCW005836-PA | 0.00000000000146 | 178-311 | MATH domain |
| 6945.ISCW005837-PA | 0.00000153 | 98-207 | MATH domain |
| 6945.ISCW007132-PA | 1.13e-17 | 81-222 | MATH domain |
| 6945.ISCW007514-PA | 0.0000000085 | 97-159 | SIAH, seven in absentia homolog |
| 6945.ISCW009101-PA | 1.18e-18 | 541-682 | MATH domain |
| | 2.29e-18 | 205-345 | MATH domain |
| | 8.83e-18 | 705-858 | MATH domain |
| | 7.36e-17 | 370-517 | MATH domain |
| | 0.00000000000000294 | 31-180 | MATH domain |
| 6945.ISCW009786-PA | 0.00000000000719 | 201-254 | MATH domain |
| 6945.ISCW010020-PA | 0.0000000549 | 88-159 | SIAH, seven in absentia homolog |
| 6945.ISCW010021-PA | 0.00000209 | 89-173 | SIAH, seven in absentia homolog |
| 6945.ISCW010071-PA | 0.00000000209 | 44-102 | SIAH, seven in absentia homolog |
| 6945.ISCW010826-PA | 0.000000000000107 | 96-175 | MATH domain |
| 6945.ISCW011003-PA | 0.0000036 | 2-83 | MATH domain |
| 6945.ISCW011055-PA | 0.0000000915 | 5-42 | SIAH, seven in absentia homolog |
| 6945.ISCW011773-PA | 0.000000000177 | 90-156 | SIAH, seven in absentia homolog |
| | 0.00000000436 | 278-418 | MATH domain |
| 6945.ISCW011930-PA | 0.00000000000379 | 128-186 | SIAH, seven in absentia homolog |
| 6945.ISCW012083-PA | 7.52e-29 | 265-413 | MATH domain |
| | 0.000000000379 | 93-151 | SIAH, seven in absentia homolog |
| 6945.ISCW012435-PA | 0.000000000157 | 79-172 | SIAH, seven in absentia homolog |
| 6945.ISCW014589-PA | 0.0000000000000288 | 300-444 | MATH domain |
| | 0.000000137 | 94-153 | SIAH, seven in absentia homolog |
| 6945.ISCW015149-PA | 0.00000000000981 | 100-158 | SIAH, seven in absentia homolog |
| 6945.ISCW015272-PA | 0.0000000327 | 263-390 | MATH domain |
| | 0.0000105 | 105-159 | SIAH, seven in absentia homolog |
| 6945.ISCW015643-PA | 4.64e-56 | 104-289 | SIAH, seven in absentia homolog |
| 6945.ISCW015924-PA | 5.07e-28 | 205-336 | MATH domain |
| 6945.ISCW016475-PA | 0.000000000654 | 61-192 | SIAH, seven in absentia homolog |
| 6945.ISCW017907-PA | 0.00000163 | 91-148 | SIAH, seven in absentia homolog |
| 6945.ISCW018847-PA | 2.78e-46 | 30-171 | MATH domain |
| 6945.ISCW019469-PA | 0.0000154 | 89-188 | MATH domain |
| | 0.00589 | 250-303 | MATH domain |
| 6945.ISCW021620-PA | 0.000000602 | 94-152 | SIAH, seven in absentia homolog |
| 6945.ISCW021630-PA | 0.000000327 | 172-226 | SIAH, seven in absentia homolog |
| | 0.000981 | 46-95 | SIAH, seven in absentia homolog |
| | 0.00288 | 98-163 | SIAH, seven in absentia homolog |
| 6945.ISCW021687-PA | 0.0000000641 | 90-148 | SIAH, seven in absentia homolog |
| | 0.0556 | 279-319 | MATH domain |
| 6945.ISCW021697-PA | 0.00000654 | 96-155 | SIAH, seven in absentia homolog |
| 6945.ISCW023233-PA | 0.0000053 | 96-151 | SIAH, seven in absentia homolog |
| | 0.085 | 253-396 | MATH domain |
| 6945.ISCW024053-PA | 0.0000000438 | 99-159 | SIAH, seven in absentia homolog |
| 6945.ISCW024060-PA | 0.00000105 | 72-121 | SIAH, seven in absentia homolog |
| 6945.ISCW024077-PA | 0.000036 | 62-115 | SIAH, seven in absentia homolog |
| 6945.ISCW024144-PA | 0.00000000785 | 77-137 | SIAH, seven in absentia homolog |
| 6945.ISCW024176-PA | 0.00000399 | 55-114 | SIAH, seven in absentia homolog |
| 6945.ISCW024179-PA | 0.00000124 | 58-111 | SIAH, seven in absentia homolog |
| 6945.ISCW024341-PA | 0.00000000085 | 60-119 | SIAH, seven in absentia homolog |
| 6945.ISCW024376-PA | 0.000000000536 | 61-113 | SIAH, seven in absentia homolog |
| 6945.ISCW024456-PA | 0.00000124 | 58-111 | SIAH, seven in absentia homolog |
| 6945.ISCW024634-PA | 0.000085 | 59-118 | SIAH, seven in absentia homolog |
| 6945.ISCW024739-PA | 0.00000000314 | 58-113 | SIAH, seven in absentia homolog |
| 6945.ISCW024770-PA | 0.00000000235 | 58-114 | SIAH, seven in absentia homolog |
| 6945.ISCW024897-PA | 0.000000471 | 62-121 | SIAH, seven in absentia homolog |
| 6945.ISCW024901-PA | 0.0000000144 | 60-98 | SIAH, seven in absentia homolog |
| 70448.Q00VL7 | 2.29e-25 | 45-195 | MATH domain |
| 70448.Q00YI6 | 0.0000366 | 145-214 | SIAH, seven in absentia homolog |
| | 0.000118 | 210-256 | SIAH, seven in absentia homolog |
| | 0.00111 | 310-361 | SIAH, seven in absentia homolog |
| | 0.032 | 261-311 | SIAH, seven in absentia homolog |
| 70448.Q00Z68 | 0.00000000915 | 430-483 | SIAH, seven in absentia homolog |
| | 0.00242 | 491-565 | SIAH, seven in absentia homolog |
| | 0.0418 | 356-425 | SIAH, seven in absentia homolog |
| | 0.0719 | 570-593 | SIAH, seven in absentia homolog |
| 70448.Q01B68 | 0.000000203 | 195-244 | SIAH, seven in absentia homolog |
| | 0.000000294 | 164-210 | SIAH, seven in absentia homolog |
| 70448.Q01E14 | 2.62e-21 | 68-200 | MATH domain |
| 7070.D2CG10 | 0.0000000981 | 73-112 | SIAH, seven in absentia homolog |
| 7070.XP_001810634 | 0.000000373 | 695-830 | SIAH, seven in absentia homolog |
| 7070.XP_001813394 | 0.0000000000000019 | 64-196 | SIAH, seven in absentia homolog |
| | 0.000000124 | 335-399 | SIAH, seven in absentia homolog |
| 7070.XP_001814302 | 0.000000131 | 228-280 | SIAH, seven in absentia homolog |
| 7070.XP_001815329 | 1.11e-16 | 310-422 | SIAH, seven in absentia homolog |
| | 0.000000000000248 | 65-150 | SIAH, seven in absentia homolog |
| 7070.XP_001815751 | 0.0000000000000196 | 61-228 | SIAH, seven in absentia homolog |
| 7070.XP_966622 | 7.68e-47 | 29-170 | MATH domain |
| 7070.XP_966730 | 0.0000000000621 | 121-180 | SIAH, seven in absentia homolog |
| 7070.XP_967534 | 5.56e-45 | 308-463 | MATH domain |
| | 0.0000000000641 | 82-146 | SIAH, seven in absentia homolog |
| | 0.0000000288 | 195-291 | SIAH, seven in absentia homolog |
| | 0.000131 | 142-195 | SIAH, seven in absentia homolog |
| 7070.XP_971492 | 3.33e-54 | 100-287 | SIAH, seven in absentia homolog |
| 7070.XP_972786 | 4.74e-25 | 265-409 | MATH domain |
| 7070.XP_972869 | 0.0000000000085 | 79-150 | SIAH, seven in absentia homolog |
| 7070.XP_972942 | 1.05e-21 | 292-417 | MATH domain |
| 7070.XP_972955 | 5.23e-31 | 250-394 | MATH domain |
| | 0.00301 | 91-126 | SIAH, seven in absentia homolog |
| 7070.XP_973054 | 0.0000000000229 | 239-355 | SIAH, seven in absentia homolog |
| | 0.0000915 | 64-99 | SIAH, seven in absentia homolog |
| 7070.XP_973137 | 0.0000000000595 | 295-421 | SIAH, seven in absentia homolog |
| 7070.XP_974219 | 0.0000000000000051 | 77-204 | SIAH, seven in absentia homolog |
| | 0.0000000248 | 343-434 | SIAH, seven in absentia homolog |
| 7070.XP_974951 | 1.52e-27 | 141-273 | MATH domain |
| 7070.XP_975517 | 1.77e-18 | 69-240 | SIAH, seven in absentia homolog |
| 7159.AAEL000781-PA | 1.31e-17 | 39-223 | SIAH, seven in absentia homolog |
| 7159.AAEL004713-PA | 4.25e-17 | 313-431 | MATH domain |
| | 0.0000000000054 | 187-269 | MATH domain |
| 7159.AAEL005040-PA | 1.11e-19 | 63-200 | SIAH, seven in absentia homolog |
| 7159.AAEL005512-PA | 8.99e-46 | 121-262 | MATH domain |
| 7159.AAEL005826-PA | 3.47e-20 | 171-364 | SIAH, seven in absentia homolog |
| 7159.AAEL006156-PA | 1.42e-16 | 238-357 | MATH domain |
| | 3.6e-16 | 405-514 | MATH domain |
| 7159.AAEL006649-PA | 1.8e-39 | 324-474 | MATH domain |
| | 0.00000000000216 | 98-163 | SIAH, seven in absentia homolog |
| | 0.0000000183 | 212-279 | SIAH, seven in absentia homolog |
| | 0.00915 | 159-210 | SIAH, seven in absentia homolog |
| 7159.AAEL008184-PA | 0.00000000000203 | 79-151 | SIAH, seven in absentia homolog |
| 7159.AAEL008511-PA | 0.00000621 | 345-463 | MATH domain |
| 7159.AAEL009614-PA | 4.38e-61 | 96-283 | SIAH, seven in absentia homolog |
| 7159.AAEL011363-PA | 1.83e-21 | 315-455 | MATH domain |
| | 0.000314 | 37-80 | MATH domain |
| 7159.AAEL011575-PA | 0.00000000000451 | 222-293 | SIAH, seven in absentia homolog |
| 7159.AAEL011740-PA | 0.000000000932 | 273-407 | MATH domain |
| 7159.AAEL012435-PA | 0.000000000196 | 305-359 | MATH domain |
| 7159.AAEL012693-PA | 4.74e-19 | 331-450 | MATH domain |
| 7159.AAEL013204-PA | 0.00000000222 | 475-579 | MATH domain |
| 7159.AAEL013791-PA | 2.13e-21 | 394-522 | MATH domain |
| | 9.97e-20 | 238-368 | MATH domain |
| | 0.0000000000000132 | 79-182 | MATH domain |
| 7159.AAEL014180-PA | 0.0000000000000425 | 425-553 | MATH domain |
| 7159.AAEL014894-PA | 0.0000000000752 | 25-159 | MATH domain |
| 7159.AAEL015342-PA | 3.05e-22 | 315-455 | MATH domain |
| | 0.00085 | 39-79 | MATH domain |
| 7159.AAEL015485-PA | 1.57e-19 | 145-329 | SIAH, seven in absentia homolog |
| 7165.AGAP000377-PA | 4.12e-27 | 93-287 | SIAH, seven in absentia homolog |
| 7165.AGAP000388-PA | 2.13e-25 | 286-424 | MATH domain |
| | 0.00085 | 17-55 | SIAH, seven in absentia homolog |
| 7165.AGAP001541-PA | 5.72e-22 | 288-414 | MATH domain |
| | 1.11e-18 | 130-261 | MATH domain |
| | 0.000392 | 9-75 | MATH domain |
| 7165.AGAP001544-PB | 1.03e-16 | 381-502 | MATH domain |
| 7165.AGAP001882-PA | 0.000000000000432 | 79-151 | SIAH, seven in absentia homolog |
| 7165.AGAP003004-PA | 8.01e-33 | 243-388 | MATH domain |
| | 2.62e-16 | 80-186 | SIAH, seven in absentia homolog |
| 7165.AGAP003428-PA | 3.43e-46 | 66-207 | MATH domain |
| 7165.AGAP004202-PA | 1.8e-21 | 26-145 | MATH domain |
| 7165.AGAP006127-PA | 3.4e-61 | 133-320 | SIAH, seven in absentia homolog |
| 7165.AGAP008530-PA | 4.41e-27 | 82-212 | MATH domain |
| 7165.AGAP010017-PA | 2.78e-40 | 322-480 | MATH domain |
| | 0.00000000000392 | 96-161 | SIAH, seven in absentia homolog |
| | 0.00000131 | 210-261 | SIAH, seven in absentia homolog |
| | 0.0015 | 261-288 | SIAH, seven in absentia homolog |
| | 0.0105 | 157-209 | SIAH, seven in absentia homolog |
| 7165.AGAP010350-PA | 0.00000229 | 233-376 | MATH domain |
| 7165.AGAP011871-PA | 3.07e-27 | 40-228 | SIAH, seven in absentia homolog |
| 7176.CPIJ001207-PA | 2.29e-20 | 381-508 | MATH domain |
| | 6.05e-17 | 249-355 | MATH domain |
| | 0.0000000000000129 | 75-178 | MATH domain |
| 7176.CPIJ001208-PA | 0.0000000425 | 2-118 | MATH domain |
| 7176.CPIJ001213-PA | 1.57e-18 | 309-427 | MATH domain |
| 7176.CPIJ001424-PA | 6.34e-21 | 45-215 | SIAH, seven in absentia homolog |
| 7176.CPIJ001425-PA | 7.85e-20 | 69-246 | SIAH, seven in absentia homolog |
| 7176.CPIJ001427-PA | 5.36e-20 | 25-202 | SIAH, seven in absentia homolog |
| 7176.CPIJ001920-PA | 0.000000000376 | 332-437 | MATH domain |
| | 0.00000137 | 211-287 | MATH domain |
| 7176.CPIJ003853-PA | 0.0000000000196 | 231-330 | MATH domain |
| 7176.CPIJ004372-PA | 0.000000441 | 471-591 | MATH domain |
| 7176.CPIJ005312-PA | 5.4e-39 | 329-479 | MATH domain |
| | 0.00000000000167 | 103-169 | SIAH, seven in absentia homolog |
| | 0.0000000981 | 217-268 | SIAH, seven in absentia homolog |
| | 0.00000268 | 254-296 | SIAH, seven in absentia homolog |
| | 0.00589 | 164-215 | SIAH, seven in absentia homolog |
| 7176.CPIJ005760-PA | 4.25e-46 | 115-256 | MATH domain |
| 7176.CPIJ006152-PA | 0.000000000196 | 241-375 | MATH domain |
| 7176.CPIJ007680-PA | 1.49e-23 | 49-179 | MATH domain |
| 7176.CPIJ008386-PA | 0.000000000000785 | 79-151 | SIAH, seven in absentia homolog |
| 7176.CPIJ009165-PA | 0.0000000000245 | 300-355 | MATH domain |
| 7176.CPIJ009247-PA | 2.42e-61 | 96-283 | SIAH, seven in absentia homolog |
| 7176.CPIJ010192-PA | 4.25e-17 | 233-353 | MATH domain |
| | 0.0000000000000141 | 409-513 | MATH domain |
| 7176.CPIJ010463-PA | 0.00000000000000785 | 80-215 | MATH domain |
| 7176.CPIJ010862-PA | 1.37e-22 | 74-214 | MATH domain |
| 7176.CPIJ010988-PA | 6.21e-25 | 65-197 | MATH domain |
| 7176.CPIJ013438-PA | 0.0000589 | 285-357 | MATH domain |
| 7176.CPIJ015216-PA | 7.85e-19 | 74-202 | MATH domain |
| 7176.CPIJ015423-PA | 0.0000262 | 2-35 | MATH domain |
| 7176.CPIJ015787-PA | 2.62e-18 | 126-319 | SIAH, seven in absentia homolog |
| 7176.CPIJ016555-PA | 2.55e-20 | 96-266 | SIAH, seven in absentia homolog |
| 7176.CPIJ018019-PA | 0.000000000425 | 488-591 | MATH domain |
| 7176.CPIJ018435-PA | 0.000000000392 | 458-561 | MATH domain |
| 7176.CPIJ018467-PA | 0.00000000000000255 | 74-209 | MATH domain |
| 7176.CPIJ018620-PA | 0.000000000015 | 225-297 | SIAH, seven in absentia homolog |
| 7217.FBpp0113418 | 0.00000000000105 | 174-241 | SIAH, seven in absentia homolog |
| 7217.FBpp0121988 | 1.18e-45 | 477-618 | MATH domain |
| 7217.FBpp0122706 | 5.23e-20 | 116-240 | MATH domain |
| 7217.FBpp0122759 | 3.27e-30 | 324-463 | MATH domain |
| | 0.0034 | 34-132 | MATH domain |
| 7217.FBpp0124166 | 8.99e-30 | 330-476 | MATH domain |
| | 0.000000000248 | 166-240 | SIAH, seven in absentia homolog |
| 7217.FBpp0124329 | 5.23e-41 | 331-481 | MATH domain |
| | 0.0000000000425 | 105-169 | SIAH, seven in absentia homolog |
| | 0.00000183 | 255-298 | SIAH, seven in absentia homolog |
| | 0.00000719 | 219-270 | SIAH, seven in absentia homolog |
| | 0.000471 | 165-218 | SIAH, seven in absentia homolog |
| 7217.FBpp0124889 | 0.0000000719 | 152-205 | SIAH, seven in absentia homolog |
| 7217.FBpp0124890 | 0.000000000981 | 79-138 | SIAH, seven in absentia homolog |
| 7217.FBpp0125641 | 3.14e-27 | 259-443 | SIAH, seven in absentia homolog |
| 7217.FBpp0127032 | 0.0000484 | 106-162 | SIAH, seven in absentia homolog |
| 7217.FBpp0127128 | 1.63e-59 | 134-320 | SIAH, seven in absentia homolog |
| 7217.FBpp0127129 | 3.2e-48 | 134-321 | SIAH, seven in absentia homolog |
| 7217.FBpp0127291 | 0.000000000209 | 79-152 | SIAH, seven in absentia homolog |
| 7222.FBpp0145814 | 2.45e-20 | 119-243 | MATH domain |
| 7222.FBpp0146604 | 5.07e-30 | 323-460 | MATH domain |
| | 0.000562 | 24-96 | SIAH, seven in absentia homolog |
| 7222.FBpp0146684 | 1.5e-28 | 296-481 | SIAH, seven in absentia homolog |
| 7222.FBpp0147114 | 2.13e-40 | 333-483 | MATH domain |
| | 0.000000000291 | 107-171 | SIAH, seven in absentia homolog |
| | 0.00000144 | 257-306 | SIAH, seven in absentia homolog |
| | 0.0019 | 167-220 | SIAH, seven in absentia homolog |
| 7222.FBpp0147782 | 0.0000000981 | 79-174 | SIAH, seven in absentia homolog |
| 7222.FBpp0148677 | 0.0000000000981 | 79-156 | SIAH, seven in absentia homolog |
| 7222.FBpp0149873 | 1.64e-18 | 27-146 | MATH domain |
| 7222.FBpp0150503 | 1.9e-59 | 123-309 | SIAH, seven in absentia homolog |
| 7222.FBpp0150504 | 7.85e-45 | 122-307 | SIAH, seven in absentia homolog |
| 7222.FBpp0150904 | 0.00000000000124 | 179-247 | SIAH, seven in absentia homolog |
| 7222.FBpp0152338 | 1.31e-45 | 533-674 | MATH domain |
| 7222.FBpp0158766 | 9.16e-31 | 334-480 | MATH domain |
| | 0.00000000157 | 170-255 | SIAH, seven in absentia homolog |
| 7227.FBpp0070458 | 1.05e-28 | 259-443 | SIAH, seven in absentia homolog |
| 7227.FBpp0071136 | 1.83e-30 | 327-474 | MATH domain |
| | 0.000000000366 | 167-242 | SIAH, seven in absentia homolog |
| 7227.FBpp0072874 | 0.00000000000017 | 179-253 | SIAH, seven in absentia homolog |
| 7227.FBpp0073474 | 1.8e-20 | 101-225 | MATH domain |
| 7227.FBpp0074051 | 3.11e-31 | 334-472 | MATH domain |
| | 0.000412 | 40-117 | MATH domain |
| 7227.FBpp0075092 | 1.57e-59 | 126-312 | SIAH, seven in absentia homolog |
| 7227.FBpp0075265 | 0.0000000000981 | 79-151 | SIAH, seven in absentia homolog |
| 7227.FBpp0080156 | 0.0000000216 | 79-135 | SIAH, seven in absentia homolog |
| 7227.FBpp0099767 | 1.19e-45 | 484-625 | MATH domain |
| 7227.FBpp0111838 | 6.87e-41 | 402-552 | MATH domain |
| | 0.000000000137 | 176-240 | SIAH, seven in absentia homolog |
| | 0.00000085 | 326-369 | SIAH, seven in absentia homolog |
| | 0.0000118 | 290-341 | SIAH, seven in absentia homolog |
| | 0.00255 | 236-289 | SIAH, seven in absentia homolog |
| 7227.FBpp0289460 | 3.07e-48 | 128-315 | SIAH, seven in absentia homolog |
| 7237.FBpp0274243 | 6.87e-30 | 340-478 | MATH domain |
| | 0.00602 | 41-89 | SIAH, seven in absentia homolog |
| 7237.FBpp0275034 | 0.000000000445 | 79-152 | SIAH, seven in absentia homolog |
| 7237.FBpp0275155 | 0.00000124 | 129-190 | SIAH, seven in absentia homolog |
| 7237.FBpp0279066 | 0.0000000085 | 147-205 | SIAH, seven in absentia homolog |
| 7237.FBpp0279320 | 0.0000000543 | 79-135 | SIAH, seven in absentia homolog |
| 7237.FBpp0279527 | 6.7e-41 | 336-486 | MATH domain |
| | 0.000000000252 | 110-174 | SIAH, seven in absentia homolog |
| | 0.00000641 | 260-303 | SIAH, seven in absentia homolog |
| | 0.00000719 | 224-275 | SIAH, seven in absentia homolog |
| | 0.00425 | 170-225 | SIAH, seven in absentia homolog |
| 7237.FBpp0282681 | 1.49e-31 | 318-463 | MATH domain |
| | 0.0000000032 | 152-226 | SIAH, seven in absentia homolog |
| 7237.FBpp0283353 | 1.46e-19 | 104-228 | MATH domain |
| 7237.FBpp0283924 | 1.37e-45 | 561-702 | MATH domain |
| 7237.FBpp0286277 | 0.00000000000248 | 178-237 | SIAH, seven in absentia homolog |
| 7237.FBpp0286472 | 4.12e-32 | 266-450 | SIAH, seven in absentia homolog |
| 7237.FBpp0286932 | 1.57e-59 | 126-312 | SIAH, seven in absentia homolog |
| 7237.FBpp0286933 | 4.45e-47 | 147-333 | SIAH, seven in absentia homolog |
| 7244.FBpp0226491 | 0.0000000000124 | 3-101 | MATH domain |
| 7244.FBpp0226759 | 1.57e-59 | 126-312 | SIAH, seven in absentia homolog |
| 7244.FBpp0226760 | 2.48e-46 | 121-307 | SIAH, seven in absentia homolog |
| 7244.FBpp0227986 | 0.000000000327 | 79-151 | SIAH, seven in absentia homolog |
| 7244.FBpp0228024 | 0.0000000000049 | 174-233 | SIAH, seven in absentia homolog |
| 7244.FBpp0228802 | 1.21e-45 | 491-632 | MATH domain |
| 7244.FBpp0230538 | 7.03e-41 | 336-486 | MATH domain |
| | 0.000000000425 | 110-174 | SIAH, seven in absentia homolog |
| | 0.00000366 | 224-282 | SIAH, seven in absentia homolog |
| | 0.00248 | 170-227 | SIAH, seven in absentia homolog |
| | 0.0654 | 276-301 | SIAH, seven in absentia homolog |
| 7244.FBpp0232286 | 0.000000000373 | 79-141 | SIAH, seven in absentia homolog |
| 7244.FBpp0232782 | 0.00000000458 | 79-137 | SIAH, seven in absentia homolog |
| 7244.FBpp0232930 | 2.94e-19 | 123-247 | MATH domain |
| 7244.FBpp0232934 | 2.75e-22 | 2-170 | SIAH, seven in absentia homolog |
| 7244.FBpp0233175 | 3.49e-31 | 334-480 | MATH domain |
| | 0.000000000981 | 173-250 | SIAH, seven in absentia homolog |
| 7244.FBpp0233214 | 2.94e-29 | 327-465 | MATH domain |
| | 0.00137 | 29-99 | SIAH, seven in absentia homolog |
| 7245.FBpp0255080 | 3.27e-46 | 61-202 | MATH domain |
| 7245.FBpp0256502 | 0.0000000203 | 79-150 | SIAH, seven in absentia homolog |
| 7245.FBpp0261736 | 1.18e-20 | 109-233 | MATH domain |
| 7245.FBpp0262282 | 2.94e-31 | 328-466 | MATH domain |
| | 0.000373 | 34-110 | MATH domain |
| 7245.FBpp0262485 | 1.57e-30 | 327-474 | MATH domain |
| | 0.000000000301 | 168-244 | SIAH, seven in absentia homolog |
| 7245.FBpp0263293 | 5.56e-41 | 349-499 | MATH domain |
| | 0.000000000425 | 123-187 | SIAH, seven in absentia homolog |
| | 0.00000053 | 273-321 | SIAH, seven in absentia homolog |
| | 0.0000105 | 237-288 | SIAH, seven in absentia homolog |
| | 0.00118 | 183-236 | SIAH, seven in absentia homolog |
| 7245.FBpp0264891 | 1.57e-59 | 126-312 | SIAH, seven in absentia homolog |
| 7245.FBpp0264892 | 3.27e-50 | 154-340 | SIAH, seven in absentia homolog |
| 7245.FBpp0266683 | 0.000000000000654 | 175-249 | SIAH, seven in absentia homolog |
| 7245.FBpp0267293 | 0.000000000049 | 79-151 | SIAH, seven in absentia homolog |
| 7245.FBpp0267877 | 0.000000000049 | 79-151 | SIAH, seven in absentia homolog |
| 7260.FBpp0241456 | 0.000000000000981 | 175-248 | SIAH, seven in absentia homolog |
| 7260.FBpp0245517 | 6.54e-28 | 279-463 | SIAH, seven in absentia homolog |
| 7260.FBpp0245873 | 0.0000785 | 227-279 | SIAH, seven in absentia homolog |
| 7260.FBpp0246009 | 0.000000000032 | 79-144 | SIAH, seven in absentia homolog |
| 7260.FBpp0249058 | 3.6e-31 | 322-468 | MATH domain |
| | 0.00000504 | 155-253 | SIAH, seven in absentia homolog |
| 7260.FBpp0250015 | 1.77e-59 | 143-329 | SIAH, seven in absentia homolog |
| 7260.FBpp0250026 | 1.37e-48 | 132-319 | SIAH, seven in absentia homolog |
| 7260.FBpp0251623 | 1.31e-45 | 532-673 | MATH domain |
| 7260.FBpp0253480 | 1.96e-40 | 332-482 | MATH domain |
| | 0.0000000000219 | 106-170 | SIAH, seven in absentia homolog |
| | 0.0000105 | 220-270 | SIAH, seven in absentia homolog |
| | 0.00163 | 166-219 | SIAH, seven in absentia homolog |
| | 0.0124 | 272-297 | SIAH, seven in absentia homolog |
| 7260.FBpp0253573 | 0.0000000000464 | 79-152 | SIAH, seven in absentia homolog |
| 7260.FBpp0253687 | 0.000000051 | 125-195 | SIAH, seven in absentia homolog |
| 7260.FBpp0253688 | 0.000000000451 | 79-195 | SIAH, seven in absentia homolog |
| 7260.FBpp0254185 | 6.05e-19 | 125-249 | MATH domain |
| 7260.FBpp0254356 | 1.16e-31 | 336-474 | MATH domain |
| | 0.00464 | 37-113 | SIAH, seven in absentia homolog |
| 73239.Q7RJP3 | 0.00000196 | 490-561 | MATH domain |
| 73239.Q7RMK9 | 0.00000000000000556 | 447-564 | MATH domain |
| 73239.Q7RPL8 | 0.000000000131 | 167-302 | MATH domain |
| 73239.Q7RPU5 | 0.000000000275 | 32-112 | SIAH, seven in absentia homolog |
| 7425.NP_001153347 | 1.13e-20 | 21-149 | MATH domain |
| 7425.NP_001153348 | 7.03e-25 | 14-143 | MATH domain |
| 7425.XP_001600357 | 7.85e-20 | 22-161 | MATH domain |
| 7425.XP_001600360 | 4.74e-23 | 16-147 | MATH domain |
| 7425.XP_001600488 | 8.9e-17 | 18-156 | MATH domain |
| 7425.XP_001600524 | 1.5e-17 | 17-156 | MATH domain |
| 7425.XP_001600568 | 0.00000000418 | 79-149 | SIAH, seven in absentia homolog |
| 7425.XP_001601158 | 7.03e-27 | 8-143 | MATH domain |
| 7425.XP_001601376 | 0.0000000000556 | 67-203 | MATH domain |
| 7425.XP_001601461 | 0.00000000000000654 | 35-173 | MATH domain |
| 7425.XP_001601534 | 0.0000105 | 4-33 | MATH domain |
| 7425.XP_001601681 | 2.13e-30 | 12-145 | MATH domain |
| 7425.XP_001601684 | 1.49e-16 | 27-142 | MATH domain |
| 7425.XP_001601930 | 0.000000000000032 | 11-147 | MATH domain |
| 7425.XP_001601957 | 3.6e-16 | 92-213 | MATH domain |
| 7425.XP_001602264 | 2.78e-36 | 36-170 | MATH domain |
| 7425.XP_001602645 | 6.05e-23 | 29-153 | MATH domain |
| 7425.XP_001602701 | 4.74e-25 | 309-423 | MATH domain |
| | 0.00000000347 | 84-147 | SIAH, seven in absentia homolog |
| | 0.000000549 | 197-292 | SIAH, seven in absentia homolog |
| | 0.0000333 | 143-196 | SIAH, seven in absentia homolog |
| 7425.XP_001602767 | 3.11e-29 | 24-164 | MATH domain |
| 7425.XP_001602790 | 4.58e-32 | 17-149 | MATH domain |
| 7425.XP_001602887 | 2.13e-34 | 76-220 | MATH domain |
| 7425.XP_001602899 | 3.14e-60 | 90-277 | SIAH, seven in absentia homolog |
| 7425.XP_001603040 | 7.52e-21 | 15-151 | MATH domain |
| 7425.XP_001603071 | 1.47e-24 | 17-151 | MATH domain |
| 7425.XP_001603123 | 8.18e-26 | 17-155 | MATH domain |
| 7425.XP_001603361 | 8.99e-47 | 56-197 | MATH domain |
| 7425.XP_001603518 | 1.8e-29 | 13-140 | MATH domain |
| 7425.XP_001603561 | 2.13e-19 | 29-171 | MATH domain |
| 7425.XP_001603620 | 8.99e-22 | 18-157 | MATH domain |
| 7425.XP_001603813 | 3.92e-20 | 23-152 | MATH domain |
| 7425.XP_001603898 | 8.34e-28 | 16-137 | MATH domain |
| 7425.XP_001603917 | 1.64e-27 | 21-157 | MATH domain |
| 7425.XP_001604132 | 9.81e-29 | 12-142 | MATH domain |
| 7425.XP_001604724 | 1.96e-17 | 37-157 | MATH domain |
| 7425.XP_001604793 | 1.46e-21 | 294-418 | MATH domain |
| 7425.XP_001604885 | 2.78e-20 | 14-140 | MATH domain |
| 7425.XP_001605016 | 0.0000144 | 21-147 | MATH domain |
| 7425.XP_001605492 | 3.6e-26 | 245-377 | MATH domain |
| 7425.XP_001605508 | 1.44e-25 | 152-285 | MATH domain |
| 7425.XP_001605686 | 9.81e-17 | 15-143 | MATH domain |
| 7425.XP_001605697 | 2.45e-25 | 17-146 | MATH domain |
| 7425.XP_001605731 | 2.29e-24 | 12-148 | MATH domain |
| 7425.XP_001605741 | 1.52e-17 | 24-157 | MATH domain |
| 7425.XP_001605746 | 4.09e-26 | 11-154 | MATH domain |
| 7425.XP_001606154 | 1.64e-37 | 21-155 | MATH domain |
| 7425.XP_001606204 | 1.64e-35 | 21-152 | MATH domain |
| 7425.XP_001606263 | 4.14e-25 | 11-141 | MATH domain |
| 7425.XP_001606288 | 1.02e-23 | 11-141 | MATH domain |
| 7425.XP_001606299 | 1.36e-25 | 15-140 | MATH domain |
| 7425.XP_001606703 | 0.00000000000353 | 10-152 | MATH domain |
| 7425.XP_001606717 | 3.24e-17 | 14-139 | MATH domain |
| 7425.XP_001606747 | 0.00000000000157 | 159-218 | SIAH, seven in absentia homolog |
| 7425.XP_001606927 | 8.5e-29 | 13-143 | MATH domain |
| 7425.XP_001607010 | 5.07e-16 | 14-143 | MATH domain |
| 7425.XP_001607106 | 6.38e-24 | 12-139 | MATH domain |
| 7425.XP_001607331 | 8.5e-18 | 41-161 | MATH domain |
| 7425.XP_001607341 | 0.00000000018 | 38-131 | MATH domain |
| 7425.XP_001607877 | 2.29e-18 | 6-136 | MATH domain |
| 7460.XP_392288 | 4.25e-43 | 299-454 | MATH domain |
| | 0.000000000327 | 74-136 | SIAH, seven in absentia homolog |
| | 0.0000000562 | 185-282 | SIAH, seven in absentia homolog |
| | 0.00000235 | 133-186 | SIAH, seven in absentia homolog |
| 7460.XP_393127 | 0.0000209 | 447-483 | SIAH, seven in absentia homolog |
| | 0.00085 | 298-326 | SIAH, seven in absentia homolog |
| | 0.00157 | 399-429 | SIAH, seven in absentia homolog |
| | 0.0327 | 345-373 | SIAH, seven in absentia homolog |
| 7460.XP_394284 | 5.3e-61 | 91-278 | SIAH, seven in absentia homolog |
| 7460.XP_395055 | 0.00000000242 | 79-145 | SIAH, seven in absentia homolog |
| 7460.XP_395294 | 8.83e-47 | 51-192 | MATH domain |
| 7460.XP_396554 | 0.000000000000719 | 130-190 | SIAH, seven in absentia homolog |
| 7460.XP_396821 | 3.76e-21 | 294-418 | MATH domain |
| 7460.XP_624207 | 3.6e-34 | 199-347 | MATH domain |
| | 0.0000000314 | 97-150 | SIAH, seven in absentia homolog |
| 7668.XP_001176631 | 2.94e-30 | 305-457 | MATH domain |
| | 0.0000000019 | 14-77 | SIAH, seven in absentia homolog |
| | 0.00719 | 122-149 | SIAH, seven in absentia homolog |
| 7668.XP_001179909 | 1.8e-37 | 372-519 | MATH domain |
| 7668.XP_001180545 | 1.14e-24 | 279-397 | MATH domain |
| 7668.XP_001180871 | 4.25e-18 | 76-171 | SIAH, seven in absentia homolog |
| 7668.XP_001182717 | 0.0000229 | 269-336 | SIAH, seven in absentia homolog |
| 7668.XP_001182772 | 0.00000000000000105 | 79-166 | SIAH, seven in absentia homolog |
| 7668.XP_001189633 | 3.43e-48 | 286-436 | MATH domain |
| | 0.0144 | 54-82 | SIAH, seven in absentia homolog |
| 7668.XP_001190147 | 2.62e-18 | 78-201 | SIAH, seven in absentia homolog |
| 7668.XP_001191827 | 2.45e-40 | 359-512 | MATH domain |
| | 0.000785 | 271-345 | SIAH, seven in absentia homolog |
| 7668.XP_001197231 | 1.08e-35 | 255-402 | MATH domain |
| 7668.XP_001197696 | 0.00000549 | 269-336 | SIAH, seven in absentia homolog |
| 7668.XP_001203370 | 0.000000000124 | 24-87 | SIAH, seven in absentia homolog |
| | 0.00000615 | 85-143 | SIAH, seven in absentia homolog |
| 7668.XP_780194 | 0.000000000458 | 79-170 | SIAH, seven in absentia homolog |
| 7668.XP_780297 | 4.25e-36 | 266-420 | MATH domain |
| | 0.0000000000248 | 78-140 | SIAH, seven in absentia homolog |
| | 0.0000015 | 137-190 | SIAH, seven in absentia homolog |
| | 0.00000432 | 170-227 | SIAH, seven in absentia homolog |
| 7668.XP_780569 | 0.0000000000113 | 247-294 | MATH domain |
| 7668.XP_780965 | 1.83e-17 | 76-171 | SIAH, seven in absentia homolog |
| 7668.XP_784749 | 0.000000000445 | 122-182 | SIAH, seven in absentia homolog |
| 7668.XP_785064 | 2.13e-36 | 145-291 | MATH domain |
| 7668.XP_789029 | 7.68e-19 | 384-523 | MATH domain |
| 7668.XP_797311 | 8.5e-63 | 93-280 | SIAH, seven in absentia homolog |
| 7719.ENSCINP00000001022 | 2.45e-51 | 215-364 | MATH domain |
| 7719.ENSCINP00000001432 | 9.16e-52 | 153-302 | MATH domain |
| 7719.ENSCINP00000003143 | 1.64e-52 | 39-188 | MATH domain |
| 7719.ENSCINP00000003578 | 0.0000019 | 211-261,288-313 | SIAH, seven in absentia homolog |
| 7719.ENSCINP00000003738 | 1.11e-35 | 252-404 | MATH domain |
| | 0.000000883 | 63-127 | SIAH, seven in absentia homolog |
| | 0.000085 | 121-173 | SIAH, seven in absentia homolog |
| | 0.000654 | 178-212 | SIAH, seven in absentia homolog |
| 7719.ENSCINP00000005981 | 4.91e-51 | 74-224 | MATH domain |
| 7719.ENSCINP00000008733 | 9.81e-21 | 43-173 | MATH domain |
| 7719.ENSCINP00000008842 | 8.83e-46 | 41-182 | MATH domain |
| 7719.ENSCINP00000008928 | 0.0000000000000067 | 307-366 | MATH domain |
| | 0.0000000000353 | 78-139 | SIAH, seven in absentia homolog |
| | 0.00000105 | 138-196 | SIAH, seven in absentia homolog |
| | 0.000647 | 194-268 | SIAH, seven in absentia homolog |
| 7719.ENSCINP00000017081 | 3.76e-33 | 450-600 | MATH domain |
| 7719.ENSCINP00000017083 | 1.19e-27 | 332-481 | MATH domain |
| 7719.ENSCINP00000022659 | 0.00000000438 | 112-244 | SIAH, seven in absentia homolog |
| 7719.ENSCINP00000024174 | 8.5e-20 | 83-186 | MATH domain |
| 7719.ENSCINP00000025605 | 2.94e-52 | 13-163 | MATH domain |
| 7719.ENSCINP00000026704 | 0.0000278 | 8-57 | MATH domain |
| 7719.ENSCINP00000027041 | 2.78e-28 | 136-216 | MATH domain |
| 7719.ENSCINP00000027890 | 9.16e-52 | 197-346 | MATH domain |
| 7719.ENSCINP00000029512 | 5.72e-18 | 1-72 | MATH domain |
| 7739.JGI107005 | 1.49e-36 | 236-388 | MATH domain |
| 7739.JGI107010 | 3.11e-30 | 163-285 | MATH domain |
| 7739.JGI107012 | 0.0000000000157 | 36-99 | SIAH, seven in absentia homolog |
| 7739.JGI107013 | 1.34e-21 | 166-283 | MATH domain |
| 7739.JGI107015 | 0.0000000000019 | 82-145 | SIAH, seven in absentia homolog |
| | 0.000000000105 | 481-545 | SIAH, seven in absentia homolog |
| | 0.0000327 | 540-623 | SIAH, seven in absentia homolog |
| | 0.000399 | 143-187 | SIAH, seven in absentia homolog |
| | 0.00124 | 199-239 | SIAH, seven in absentia homolog |
| 7739.JGI107017 | 1.19e-45 | 491-639 | MATH domain |
| | 0.000000000000602 | 173-236 | SIAH, seven in absentia homolog |
| | 0.000222 | 238-280 | SIAH, seven in absentia homolog |
| | 0.0255 | 292-317 | SIAH, seven in absentia homolog |
| 7739.JGI107021 | 2.88e-47 | 323-470 | MATH domain |
| | 0.000000000000085 | 72-131 | SIAH, seven in absentia homolog |
| | 0.0000981 | 166-224 | SIAH, seven in absentia homolog |
| | 0.000118 | 131-177 | SIAH, seven in absentia homolog |
| 7739.JGI109339 | 1.47e-23 | 31-106 | MATH domain |
| 7739.JGI115711 | 8.01e-44 | 61-215 | MATH domain |
| | 0.00131 | 1-26 | SIAH, seven in absentia homolog |
| 7739.JGI118249 | 0.0000981 | 96-129 | SIAH, seven in absentia homolog |
| 7739.JGI118654 | 0.000000000000015 | 77-170 | SIAH, seven in absentia homolog |
| 7739.JGI118839 | 5.75e-19 | 78-198 | SIAH, seven in absentia homolog |
| 7739.JGI118879 | 0.00000000000687 | 827-946 | MATH domain |
| 7739.JGI120093 | 0.00000504 | 287-319 | SIAH, seven in absentia homolog |
| 7739.JGI123268 | 6.87e-26 | 379-506 | MATH domain |
| | 4.74e-25 | 535-663 | MATH domain |
| 7739.JGI123398 | 0.0000000000517 | 79-137 | SIAH, seven in absentia homolog |
| 7739.JGI125673 | 0.000000000137 | 79-136 | SIAH, seven in absentia homolog |
| 7739.JGI125681 | 0.000000000484 | 79-137 | SIAH, seven in absentia homolog |
| 7739.JGI126439 | 0.0000000124 | 172-226 | SIAH, seven in absentia homolog |
| | 0.00000203 | 112-168 | SIAH, seven in absentia homolog |
| 7739.JGI127342 | 0.000032 | 268-300 | SIAH, seven in absentia homolog |
| 7739.JGI129882 | 2.88e-61 | 84-271 | SIAH, seven in absentia homolog |
| 7739.JGI164936 | 0.00000105 | 52-87 | SIAH, seven in absentia homolog |
| 7739.JGI170776 | 3.43e-34 | 14-140 | MATH domain |
| 7739.JGI199800 | 0.0000000131 | 69-125 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 132-227 | SIAH, seven in absentia homolog |
| 7739.JGI228565 | 1.31e-16 | 84-175 | SIAH, seven in absentia homolog |
| 7739.JGI232239 | 0.0000157 | 4-50 | SIAH, seven in absentia homolog |
| 7739.JGI237951 | 1.96e-48 | 382-530 | MATH domain |
| | 7.85e-17 | 77-139 | SIAH, seven in absentia homolog |
| | 0.0000000085 | 139-192 | SIAH, seven in absentia homolog |
| | 0.000105 | 179-219 | SIAH, seven in absentia homolog |
| 7739.JGI237984 | 1.62e-48 | 379-526 | MATH domain |
| | 0.0000000000000504 | 78-140 | SIAH, seven in absentia homolog |
| | 0.000000163 | 178-219 | SIAH, seven in absentia homolog |
| | 0.00333 | 142-176 | SIAH, seven in absentia homolog |
| 7739.JGI238009 | 1.57e-48 | 372-519 | MATH domain |
| | 0.0000000000000523 | 78-140 | SIAH, seven in absentia homolog |
| | 0.00000049 | 178-219 | SIAH, seven in absentia homolog |
| | 0.00262 | 142-176 | SIAH, seven in absentia homolog |
| 7739.JGI250186 | 2.45e-46 | 328-477 | MATH domain |
| | 0.000000000000235 | 72-138 | SIAH, seven in absentia homolog |
| | 0.00275 | 136-178 | SIAH, seven in absentia homolog |
| | 0.0085 | 190-214 | SIAH, seven in absentia homolog |
| 7739.JGI250196 | 3.6e-45 | 360-508 | MATH domain |
| | 0.000000000000111 | 88-157 | SIAH, seven in absentia homolog |
| | 0.000654 | 152-196 | SIAH, seven in absentia homolog |
| | 0.0216 | 191-233 | SIAH, seven in absentia homolog |
| 7739.JGI250201 | 1.7e-42 | 334-483 | MATH domain |
| | 0.000000000000229 | 87-147 | SIAH, seven in absentia homolog |
| | 0.0000438 | 147-177,206-237 | SIAH, seven in absentia homolog |
| 7739.JGI250202 | 6.21e-48 | 333-481 | MATH domain |
| | 0.00000000000000915 | 79-156 | SIAH, seven in absentia homolog |
| | 0.0131 | 142-229 | SIAH, seven in absentia homolog |
| 7739.JGI250205 | 1.44e-46 | 280-429 | MATH domain |
| | 0.000000438 | 4-58 | SIAH, seven in absentia homolog |
| | 0.000314 | 56-100 | SIAH, seven in absentia homolog |
| 7739.JGI250208 | 1.83e-47 | 209-357 | MATH domain |
| | 0.000366 | 19-64 | SIAH, seven in absentia homolog |
| 7739.JGI250213 | 9.65e-47 | 402-552 | MATH domain |
| | 0.0000000000000085 | 87-152 | SIAH, seven in absentia homolog |
| | 0.00000654 | 149-196 | SIAH, seven in absentia homolog |
| 7739.JGI254867 | 0.0000124 | 4-52 | SIAH, seven in absentia homolog |
| 7739.JGI259400 | 0.000000000000278 | 1-62 | MATH domain |
| 7739.JGI264545 | 6.05e-26 | 9-140 | MATH domain |
| 7739.JGI265402 | 6.7e-16 | 286-362 | MATH domain |
| 7739.JGI280901 | 6.05e-26 | 9-140 | MATH domain |
| 7739.JGI59234 | 0.0000000000183 | 79-137 | SIAH, seven in absentia homolog |
| 7739.JGI63895 | 2.13e-23 | 387-512 | MATH domain |
| | 2.45e-20 | 651-781 | MATH domain |
| | 0.00000000474 | 550-625 | MATH domain |
| 7739.JGI63896 | 4.41e-24 | 65-191 | MATH domain |
| | 0.0000000000458 | 228-325 | MATH domain |
| 7739.JGI65195 | 0.00000327 | 64-166 | MATH domain |
| | 0.000311 | 188-238 | MATH domain |
| 7739.JGI68985 | 4.58e-37 | 198-350 | MATH domain |
| 7739.JGI68986 | 8.67e-48 | 320-469 | MATH domain |
| 7739.JGI68988 | 1.03e-30 | 342-464 | MATH domain |
| 7739.JGI68989 | 3.11e-46 | 399-547 | MATH domain |
| | 0.00000000000053 | 85-149 | SIAH, seven in absentia homolog |
| | 0.0000183 | 145-190 | SIAH, seven in absentia homolog |
| | 0.0785 | 200-224 | SIAH, seven in absentia homolog |
| 7739.JGI68990 | 2.88e-44 | 458-603 | MATH domain |
| | 0.000000000000654 | 146-210 | SIAH, seven in absentia homolog |
| | 0.00163 | 206-251 | SIAH, seven in absentia homolog |
| 7739.JGI68991 | 3.92e-17 | 2-66 | MATH domain |
| 7739.JGI68992 | 8.9e-47 | 479-626 | MATH domain |
| | 0.000000000000504 | 130-190 | SIAH, seven in absentia homolog |
| | 0.000085 | 190-236 | SIAH, seven in absentia homolog |
| | 0.00719 | 246-271 | SIAH, seven in absentia homolog |
| 7739.JGI68993 | 5.89e-46 | 221-369 | MATH domain |
| | 0.085 | 67-95 | SIAH, seven in absentia homolog |
| 7739.JGI68994 | 4.09e-45 | 397-545 | MATH domain |
| | 0.0000000000000268 | 80-149 | SIAH, seven in absentia homolog |
| | 0.000017 | 144-173,205-226 | SIAH, seven in absentia homolog |
| 7739.JGI68995 | 2.78e-46 | 350-499 | MATH domain |
| | 0.0000000000000229 | 33-98 | SIAH, seven in absentia homolog |
| | 0.0000177 | 96-140 | SIAH, seven in absentia homolog |
| | 0.0347 | 151-175 | SIAH, seven in absentia homolog |
| 7739.JGI68997 | 2.88e-47 | 330-477 | MATH domain |
| | 0.0000000000000582 | 63-122 | SIAH, seven in absentia homolog |
| | 0.0000569 | 157-220 | SIAH, seven in absentia homolog |
| | 0.000118 | 122-168 | SIAH, seven in absentia homolog |
| 7739.JGI69221 | 0.0000000137 | 91-147 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 154-249 | SIAH, seven in absentia homolog |
| 7739.JGI69354 | 1.01e-32 | 507-644 | MATH domain |
| | 0.00000000000049 | 124-199 | SIAH, seven in absentia homolog |
| | 0.0000000517 | 209-298 | SIAH, seven in absentia homolog |
| 7739.JGI75398 | 0.000000124 | 127-187 | SIAH, seven in absentia homolog |
| 7739.JGI78132 | 0.00000000333 | 209-273 | SIAH, seven in absentia homolog |
| | 0.000222 | 152-206 | SIAH, seven in absentia homolog |
| 7739.JGI78351 | 0.0000000497 | 46-106 | SIAH, seven in absentia homolog |
| 7739.JGI82867 | 7.03e-26 | 725-855 | MATH domain |
| | 2.94e-23 | 403-533 | MATH domain |
| | 8.83e-21 | 562-692 | MATH domain |
| 7739.JGI82868 | 2.45e-25 | 568-695 | MATH domain |
| | 3.6e-22 | 412-538 | MATH domain |
| | 4.41e-21 | 726-859 | MATH domain |
| 7739.JGI82869 | 1.21e-26 | 429-559 | MATH domain |
| | 3.76e-19 | 587-721 | MATH domain |
| 7739.JGI83220 | 0.000000000019 | 89-147 | SIAH, seven in absentia homolog |
| 7739.JGI84017 | 1.06e-46 | 16-157 | MATH domain |
| 7739.JGI84269 | 7.68e-38 | 213-364 | MATH domain |
| | 0.00000589 | 133-198 | SIAH, seven in absentia homolog |
| | 0.00032 | 92-137 | SIAH, seven in absentia homolog |
| 7739.JGI85024 | 1.83e-41 | 322-472 | MATH domain |
| | 0.00000347 | 79-124 | SIAH, seven in absentia homolog |
| | 0.000536 | 136-222 | SIAH, seven in absentia homolog |
| 7739.JGI87110 | 0.0000000000000229 | 79-141 | SIAH, seven in absentia homolog |
| | 0.00000000124 | 118-200 | SIAH, seven in absentia homolog |
| 7739.JGI87767 | 3.01e-61 | 87-274 | SIAH, seven in absentia homolog |
| 7739.JGI88126 | 1.55e-41 | 259-409 | MATH domain |
| | 0.0262 | 124-153 | SIAH, seven in absentia homolog |
| 7739.JGI89402 | 1.96e-37 | 246-397 | MATH domain |
| | 0.000281 | 102-146 | SIAH, seven in absentia homolog |
| | 0.00131 | 142-181 | SIAH, seven in absentia homolog |
| 7739.JGI89609 | 1.06e-24 | 387-512 | MATH domain |
| | 2.29e-20 | 709-839 | MATH domain |
| | 6.05e-20 | 550-679 | MATH domain |
| 7739.JGI93970 | 0.0000000484 | 119-186 | SIAH, seven in absentia homolog |
| 7739.JGI94610 | 0.0000275 | 153-208 | MATH domain |
| 7739.JGI97096 | 0.0000000000203 | 80-137 | SIAH, seven in absentia homolog |
| | 0.00000144 | 139-199 | SIAH, seven in absentia homolog |
| 7739.JGI98231 | 1.7e-19 | 78-198 | SIAH, seven in absentia homolog |
| 7739.JGI99859 | 0.00000327 | 64-166 | MATH domain |
| | 0.000343 | 188-238 | MATH domain |
| 7739.JGI99999 | 1.8e-48 | 360-508 | MATH domain |
| | 0.000000000000517 | 76-137 | SIAH, seven in absentia homolog |
| | 0.000000118 | 140-205 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000009962 | 1.8e-38 | 420-579 | MATH domain |
| 7955.ENSDARP00000013267 | 1.8e-47 | 29-170 | MATH domain |
| 7955.ENSDARP00000013849 | 8.83e-46 | 306-466 | MATH domain |
| | 0.00000000000000118 | 78-144 | SIAH, seven in absentia homolog |
| | 0.0000000000000262 | 194-332 | SIAH, seven in absentia homolog |
| | 0.00000229 | 138-193 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000016657 | 2.09e-50 | 352-500 | MATH domain |
| | 0.0000333 | 103-161 | SIAH, seven in absentia homolog |
| | 0.0000366 | 194-295 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000025967 | 0.0000000183 | 29-95 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000026361 | 1.06e-46 | 29-170 | MATH domain |
| 7955.ENSDARP00000036715 | 1.8e-44 | 372-521 | MATH domain |
| | 0.000000000137 | 130-199 | SIAH, seven in absentia homolog |
| | 0.0000602 | 193-270 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000038596 | 9.48e-49 | 420-569 | MATH domain |
| | 2.03e-20 | 115-213 | SIAH, seven in absentia homolog |
| | 0.0000347 | 214-258 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000040549 | 0.0000000000118 | 102-173 | SIAH, seven in absentia homolog |
| | 0.00000915 | 164-234 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000043465 | 6.54e-52 | 351-500 | MATH domain |
| | 0.00000209 | 103-161 | SIAH, seven in absentia homolog |
| | 0.0000981 | 194-293 | SIAH, seven in absentia homolog |
| | 0.0242 | 162-206 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000043842 | 4.84e-63 | 93-281 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000047194 | 2.62e-35 | 416-582 | MATH domain |
| 7955.ENSDARP00000053471 | 0.00000000000556 | 78-142 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000056877 | 3.76e-41 | 307-475 | MATH domain |
| | 1.83e-18 | 193-338 | SIAH, seven in absentia homolog |
| | 3.2e-16 | 78-137 | SIAH, seven in absentia homolog |
| | 0.0000262 | 139-191 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000065168 | 8.5e-61 | 142-329 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000069217 | 2.78e-50 | 381-530 | MATH domain |
| | 0.000000105 | 173-245 | SIAH, seven in absentia homolog |
| | 0.0000915 | 113-172 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000075888 | 0.000000000549 | 31-99 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000076528 | 2.13e-23 | 427-597 | MATH domain |
| 7955.ENSDARP00000079014 | 0.00000000049 | 215-307 | SIAH, seven in absentia homolog |
| | 0.00000000307 | 152-209 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000081094 | 0.00000000000105 | 148-226 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000090619 | 1.49e-33 | 427-596 | MATH domain |
| 7955.ENSDARP00000091948 | 7.06e-46 | 400-549 | MATH domain |
| | 0.000000000000255 | 113-185 | SIAH, seven in absentia homolog |
| | 0.0517 | 216-248 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000092573 | 0.0000575 | 42-96 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000097902 | 3.76e-41 | 307-475 | MATH domain |
| | 1.83e-18 | 193-338 | SIAH, seven in absentia homolog |
| | 3.2e-16 | 78-137 | SIAH, seven in absentia homolog |
| | 0.0000262 | 139-191 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000098392 | 5.69e-27 | 78-208 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000100414 | 3.99e-21 | 76-184 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000101540 | 9.15e-23 | 78-190 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000101894 | 0.000000131 | 30-103 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000101938 | 4.64e-25 | 76-185 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000103056 | 8.67e-23 | 280-404 | MATH domain |
| 7955.ENSDARP00000103804 | 9.81e-47 | 17-158 | MATH domain |
| 8090.ENSORLP00000001290 | 5.89e-40 | 427-576 | MATH domain |
| | 0.00000000288 | 119-180 | SIAH, seven in absentia homolog |
| | 0.00000000654 | 179-254 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000001368 | 1.23e-37 | 387-541 | MATH domain |
| | 0.0000000000275 | 87-153 | SIAH, seven in absentia homolog |
| | 0.0262 | 179-237 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000003220 | 3.43e-50 | 387-535 | MATH domain |
| | 0.000229 | 106-161 | SIAH, seven in absentia homolog |
| | 0.0209 | 162-235 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000003250 | 0.0000034 | 53-91 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000003274 | 0.00000000412 | 55-93 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000005579 | 1.31e-46 | 306-466 | MATH domain |
| | 5.23e-16 | 78-139 | SIAH, seven in absentia homolog |
| | 0.000000000000484 | 194-320 | SIAH, seven in absentia homolog |
| | 0.00000327 | 138-193 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000007031 | 1.8e-47 | 29-170 | MATH domain |
| 8090.ENSORLP00000008989 | 4.71e-44 | 365-514 | MATH domain |
| | 0.00000131 | 158-248 | SIAH, seven in absentia homolog |
| | 0.0000118 | 98-157 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000011194 | 1.24e-21 | 78-201 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000011634 | 3.53e-25 | 80-207 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000013831 | 2.48e-21 | 76-179 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000014528 | 0.0000000000000412 | 110-235 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000016130 | 7.52e-29 | 68-197 | MATH domain |
| 8090.ENSORLP00000017128 | 3.71e-21 | 372-533 | MATH domain |
| 8090.ENSORLP00000017484 | 1.96e-17 | 54-168 | MATH domain |
| 8090.ENSORLP00000017831 | 0.0000015 | 34-105 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000018000 | 1.96e-35 | 428-593 | MATH domain |
| 8090.ENSORLP00000019284 | 0.00000000000216 | 78-142 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000019514 | 5.56e-36 | 425-595 | MATH domain |
| 8090.ENSORLP00000019766 | 1.44e-38 | 413-579 | MATH domain |
| 8090.ENSORLP00000020807 | 0.000000000477 | 258-350 | SIAH, seven in absentia homolog |
| | 0.00000000196 | 182-189,218-252 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000020860 | 1.06e-49 | 371-519 | MATH domain |
| | 0.000000085 | 102-159 | SIAH, seven in absentia homolog |
| | 0.00399 | 192-242 | SIAH, seven in absentia homolog |
| | 0.00719 | 160-204 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000021550 | 1.6e-29 | 429-600 | MATH domain |
| 8090.ENSORLP00000024257 | 0.000000000131 | 140-215 | SIAH, seven in absentia homolog |
| | 0.00000307 | 218-258 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000025379 | 1.05e-46 | 29-170 | MATH domain |
| 81824.JGI12342 | 0.000019 | 83-136 | SIAH, seven in absentia homolog |
| | 0.00111 | 141-166 | SIAH, seven in absentia homolog |
| 81824.JGI25541 | 0.0000000347 | 78-141 | SIAH, seven in absentia homolog |
| 81824.JGI26455 | 0.0000523 | 91-98,131-165 | SIAH, seven in absentia homolog |
| | 0.000333 | 167-212 | SIAH, seven in absentia homolog |
| 81824.JGI31000 | 0.0000000157 | 1048-1102 | SIAH, seven in absentia homolog |
| 81824.JGI33376 | 1.8e-17 | 111-234 | MATH domain |
| 81824.JGI33436 | 0.00000015 | 22-157 | MATH domain |
| 81824.JGI38356 | 0.000000654 | 505-567 | SIAH, seven in absentia homolog |
| 81824.JGI5431 | 0.00000000504 | 96-144 | SIAH, seven in absentia homolog |
| | 0.00000549 | 125-204 | SIAH, seven in absentia homolog |
| 81824.JGI8463 | 0.000000000000111 | 82-174 | SIAH, seven in absentia homolog |
| 81824.JGI9491 | 0.00000000425 | 94-157 | SIAH, seven in absentia homolog |
| | 0.0000144 | 155-225 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000000855 | 7.19e-20 | 76-166 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000002453 | 0.000000768 | 89-156 | MATH domain |
| 8364.ENSXETP00000002795 | 1.03e-46 | 3-144 | MATH domain |
| 8364.ENSXETP00000008559 | 2.13e-50 | 348-497 | MATH domain |
| | 0.00425 | 161-206 | SIAH, seven in absentia homolog |
| | 0.015 | 213-237 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000016445 | 1.64e-44 | 384-536 | MATH domain |
| | 0.0000000628 | 131-187 | SIAH, seven in absentia homolog |
| | 0.0000432 | 188-239 | SIAH, seven in absentia homolog |
| | 0.00131 | 241-266 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000017726 | 3.14e-63 | 93-281 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000019033 | 2.29e-29 | 68-198 | MATH domain |
| 8364.ENSXETP00000020954 | 0.0000000000785 | 78-146 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000027864 | 5.07e-50 | 407-557 | MATH domain |
| | 5.49e-16 | 107-170 | SIAH, seven in absentia homolog |
| | 0.00000036 | 194-249 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000031605 | 1.6e-40 | 399-530 | MATH domain |
| | 0.00000000000203 | 105-180 | SIAH, seven in absentia homolog |
| | 0.0000000000371 | 192-261 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000032078 | 3.6e-37 | 104-258 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000034856 | 0.000000000163 | 242-334 | SIAH, seven in absentia homolog |
| | 0.00000000386 | 179-251 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000035476 | 8.18e-37 | 429-599 | MATH domain |
| 8364.ENSXETP00000039945 | 0.0000000000432 | 31-98 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000042386 | 6.7e-18 | 245-394 | MATH domain |
| 8364.ENSXETP00000043392 | 3.66e-59 | 127-315 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000044365 | 2.29e-30 | 398-563 | MATH domain |
| 8364.ENSXETP00000056667 | 8.18e-46 | 260-419 | MATH domain |
| | 0.00000000000000216 | 32-97 | SIAH, seven in absentia homolog |
| | 0.000000000000785 | 147-244 | SIAH, seven in absentia homolog |
| | 0.000157 | 91-146 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000057841 | 1.8e-47 | 29-170 | MATH domain |
| 9031.ENSGALP00000002401 | 6.93e-49 | 352-501 | MATH domain |
| | 0.000000242 | 104-172 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000006226 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000006340 | 0.000000000131 | 178-266 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000008139 | 5.72e-24 | 280-404 | MATH domain |
| 9031.ENSGALP00000009249 | 0.000000000294 | 246-338 | SIAH, seven in absentia homolog |
| | 0.00000000242 | 183-240 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000011813 | 1.8e-27 | 42-171 | MATH domain |
| 9031.ENSGALP00000012678 | 3.99e-24 | 76-197 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000012873 | 5.56e-45 | 374-526 | MATH domain |
| | 0.0000000425 | 132-193 | SIAH, seven in absentia homolog |
| | 0.000000118 | 189-243 | SIAH, seven in absentia homolog |
| | 0.000915 | 241-267 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000014649 | 2.88e-51 | 376-524 | MATH domain |
| | 0.00124 | 103-161 | SIAH, seven in absentia homolog |
| | 0.00719 | 212-240 | SIAH, seven in absentia homolog |
| | 0.0085 | 162-209 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000016021 | 3.76e-48 | 401-552 | MATH domain |
| | 0.000000000451 | 105-165 | SIAH, seven in absentia homolog |
| | 0.0000203 | 198-242 | SIAH, seven in absentia homolog |
| | 0.0183 | 167-212 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000016140 | 1.8e-47 | 29-170 | MATH domain |
| 9031.ENSGALP00000016911 | 1.83e-60 | 128-316 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000020186 | 1.03e-46 | 29-170 | MATH domain |
| 9031.ENSGALP00000022640 | 0.00000327 | 68-104 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000024435 | 1.03e-38 | 404-574 | MATH domain |
| 9031.ENSGALP00000025667 | 3.47e-24 | 78-198 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000026921 | 2.78e-37 | 434-600 | MATH domain |
| 9031.ENSGALP00000027385 | 7.85e-40 | 111-286 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000029073 | 0.0000000000163 | 50-114 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000036699 | 1.1e-50 | 395-545 | MATH domain |
| | 1.24e-19 | 93-192 | SIAH, seven in absentia homolog |
| | 0.000000268 | 192-234 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000001757 | 6.41e-50 | 243-391 | MATH domain |
| | 0.0000000134 | 15-80 | MATH domain |
| 9258.ENSOANP00000006120 | 0.00000248 | 33-93 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000008935 | 1.2e-29 | 429-591 | MATH domain |
| 9258.ENSOANP00000012720 | 2.13e-46 | 29-170 | MATH domain |
| 9258.ENSOANP00000013111 | 4.25e-29 | 44-173 | MATH domain |
| 9258.ENSOANP00000013153 | 4.58e-35 | 433-603 | MATH domain |
| 9258.ENSOANP00000013484 | 1.64e-46 | 402-553 | MATH domain |
| | 0.0000000000000203 | 105-196 | SIAH, seven in absentia homolog |
| | 0.00000000085 | 192-271 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000013526 | 0.00000229 | 97-160 | MATH domain |
| 9258.ENSOANP00000018318 | 0.0000000000386 | 25-93 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000018657 | 1.55e-46 | 370-522 | MATH domain |
| | 0.00000000785 | 186-261 | SIAH, seven in absentia homolog |
| | 0.00000000915 | 129-185 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000019424 | 6.05e-44 | 114-274 | MATH domain |
| | 0.00000000000000785 | 1-106 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000023053 | 2.62e-50 | 413-563 | MATH domain |
| | 3.4e-19 | 111-210 | SIAH, seven in absentia homolog |
| | 0.000000438 | 211-252 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000023585 | 0.000000000137 | 61-120 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000024541 | 4.51e-37 | 130-281 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000002565 | 8.5e-27 | 74-202 | MATH domain |
| 9361.ENSDNOP00000002913 | 1.03e-47 | 229-380 | MATH domain |
| | 0.0000000000477 | 19-85 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000004575 | 0.000000000000719 | 348-409 | MATH domain |
| | 0.000242 | 229-269 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000004643 | 0.0000000032 | 48-112 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000006384 | 1.06e-30 | 68-170 | MATH domain |
| 9361.ENSDNOP00000007524 | 0.000000000376 | 538-600 | MATH domain |
| 9361.ENSDNOP00000009220 | 0.0000000000981 | 316-404 | MATH domain |
| 9361.ENSDNOP00000009701 | 3.76e-23 | 405-505 | MATH domain |
| 9361.ENSDNOP00000011443 | 9.97e-47 | 29-170 | MATH domain |
| 9361.ENSDNOP00000014734 | 6.34e-58 | 131-318 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000015611 | 0.00000000000000137 | 112-186 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000015698 | 9.48e-17 | 31-96 | SIAH, seven in absentia homolog |
| | 0.00000000000163 | 146-218 | SIAH, seven in absentia homolog |
| | 0.0000000000229 | 365-419 | MATH domain |
| | 0.0000458 | 91-145 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000016106 | 2.07e-22 | 247-365 | MATH domain |
| | 0.00517 | 37-64 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000003441 | 2.13e-46 | 29-170 | MATH domain |
| 9544.ENSMMUP00000003581 | 0.000000000497 | 135-194 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000005427 | 1.05e-28 | 75-204 | MATH domain |
| 9544.ENSMMUP00000009709 | 6.41e-63 | 124-312 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000010419 | 1.57e-23 | 77-207 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000014922 | 5.1e-47 | 121-292 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000015011 | 1.11e-23 | 280-404 | MATH domain |
| 9544.ENSMMUP00000015132 | 9.48e-53 | 400-549 | MATH domain |
| | 0.0209 | 262-288 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000015419 | 4.58e-44 | 414-550 | MATH domain |
| | 2.35e-16 | 112-211 | SIAH, seven in absentia homolog |
| | 0.0000157 | 212-253 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000016631 | 4.51e-24 | 77-212 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000017809 | 0.00000719 | 36-97 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000020449 | 2.55e-61 | 133-321 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000021905 | 3.76e-37 | 338-485 | MATH domain |
| | 0.00000222 | 126-197 | SIAH, seven in absentia homolog |
| | 0.00118 | 209-266 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000021907 | 1.96e-46 | 364-516 | MATH domain |
| | 0.000000000203 | 202-308 | SIAH, seven in absentia homolog |
| | 0.000000536 | 145-199 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000022296 | 1.83e-30 | 88-239 | MATH domain |
| | 0.00785 | 1-65 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000024681 | 1.8e-47 | 29-170 | MATH domain |
| 9544.ENSMMUP00000025265 | 0.00000000000647 | 246-339 | SIAH, seven in absentia homolog |
| | 0.00000000366 | 183-240 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000026496 | 1.24e-46 | 266-413 | MATH domain |
| | 0.0111 | 86-110 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000028200 | 2.45e-46 | 260-419 | MATH domain |
| | 1.18e-17 | 147-265 | SIAH, seven in absentia homolog |
| | 1.24e-16 | 32-97 | SIAH, seven in absentia homolog |
| | 0.000105 | 92-146 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000028887 | 0.0000000000347 | 31-99 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000028946 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000030283 | 4.58e-38 | 430-599 | MATH domain |
| 9544.ENSMMUP00000030306 | 1.13e-34 | 426-592 | MATH domain |
| 9544.ENSMMUP00000038268 | 3.11e-47 | 402-552 | MATH domain |
| | 6.28e-16 | 105-196 | SIAH, seven in absentia homolog |
| | 0.000000000105 | 192-261 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000039948 | 0.000000915 | 76-109 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000003288 | 4.09e-47 | 402-552 | MATH domain |
| | 6.54e-16 | 105-196 | SIAH, seven in absentia homolog |
| | 0.000000000105 | 192-261 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000006096 | 2.62e-46 | 348-500 | MATH domain |
| | 0.000000000124 | 186-287 | SIAH, seven in absentia homolog |
| | 0.000000595 | 129-183 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000008651 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000011503 | 2.62e-50 | 414-564 | MATH domain |
| | 1.18e-16 | 112-211 | SIAH, seven in absentia homolog |
| | 0.0000163 | 212-253 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000013019 | 4.45e-22 | 78-178 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000013051 | 0.00000000000484 | 246-339 | SIAH, seven in absentia homolog |
| | 0.0000000000915 | 183-256 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000013820 | 2.09e-55 | 94-266 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000015252 | 2.45e-46 | 261-420 | MATH domain |
| | 5.1e-17 | 148-266 | SIAH, seven in absentia homolog |
| | 1.05e-16 | 33-98 | SIAH, seven in absentia homolog |
| | 0.000105 | 93-147 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000015931 | 1.8e-47 | 29-170 | MATH domain |
| 9598.ENSPTRP00000016064 | 1.1e-23 | 280-404 | MATH domain |
| 9598.ENSPTRP00000016926 | 2.62e-34 | 426-592 | MATH domain |
| 9598.ENSPTRP00000021390 | 2.13e-46 | 29-170 | MATH domain |
| 9598.ENSPTRP00000026085 | 4.51e-24 | 77-212 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000026334 | 0.00000719 | 35-97 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000026742 | 2.55e-61 | 133-321 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000031170 | 7.36e-39 | 430-599 | MATH domain |
| 9598.ENSPTRP00000031882 | 0.0000000000268 | 31-99 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000035418 | 0.000000015 | 62-121 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000036416 | 1.14e-46 | 266-413 | MATH domain |
| | 0.00785 | 85-110 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000036949 | 7.85e-53 | 350-499 | MATH domain |
| | 0.0124 | 212-238 | SIAH, seven in absentia homolog |
| | 0.0131 | 105-166 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000050174 | 0.00000137 | 76-108 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000053773 | 1.05e-28 | 76-205 | MATH domain |
| 9598.ENSPTRP00000055888 | 9.15e-40 | 89-258 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000000253 | 2.45e-47 | 402-552 | MATH domain |
| | 3.4e-16 | 105-200 | SIAH, seven in absentia homolog |
| | 0.0000000000543 | 192-260 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000003845 | 2.62e-46 | 348-500 | MATH domain |
| | 0.000000000124 | 186-287 | SIAH, seven in absentia homolog |
| | 0.000000595 | 129-183 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000005297 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000006084 | 1.24e-39 | 89-258 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000007003 | 2.62e-50 | 414-564 | MATH domain |
| | 1.18e-16 | 112-211 | SIAH, seven in absentia homolog |
| | 0.0000163 | 212-253 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000007897 | 1.57e-23 | 78-208 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000007911 | 0.00000000000484 | 246-339 | SIAH, seven in absentia homolog |
| | 0.0000000000915 | 183-256 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000008014 | 1.01e-28 | 76-205 | MATH domain |
| 9600.ENSPPYP00000008278 | 6.41e-63 | 124-312 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000009119 | 2.45e-46 | 259-418 | MATH domain |
| | 9.81e-17 | 146-264 | SIAH, seven in absentia homolog |
| | 1.6e-16 | 31-96 | SIAH, seven in absentia homolog |
| | 0.0000654 | 91-145 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000009897 | 1.1e-23 | 262-386 | MATH domain |
| 9600.ENSPPYP00000010012 | 1.8e-47 | 29-170 | MATH domain |
| 9600.ENSPPYP00000010211 | 2.45e-34 | 426-592 | MATH domain |
| 9600.ENSPPYP00000014314 | 2.13e-46 | 29-170 | MATH domain |
| 9600.ENSPPYP00000015094 | 0.00000719 | 35-97 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000015335 | 3.27e-24 | 77-212 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000015889 | 2.55e-61 | 133-321 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000018655 | 6.7e-38 | 419-588 | MATH domain |
| 9600.ENSPPYP00000019118 | 0.0000000000248 | 31-99 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000021283 | 0.000000015 | 62-121 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000021917 | 8.67e-47 | 266-413 | MATH domain |
| | 0.00785 | 85-110 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000022191 | 7.85e-53 | 350-499 | MATH domain |
| | 0.0124 | 212-238 | SIAH, seven in absentia homolog |
| | 0.0131 | 105-166 | SIAH, seven in absentia homolog |
| 9606.ENSP00000230588 | 1.8e-37 | 430-599 | MATH domain |
| 9606.ENSP00000237281 | 0.0000000000268 | 31-99 | SIAH, seven in absentia homolog |
| 9606.ENSP00000240327 | 1.8e-47 | 29-170 | MATH domain |
| 9606.ENSP00000247668 | 8.83e-53 | 350-499 | MATH domain |
| | 0.0144 | 105-166 | SIAH, seven in absentia homolog |
| | 0.0209 | 212-237 | SIAH, seven in absentia homolog |
| 9606.ENSP00000261464 | 6.38e-47 | 402-552 | MATH domain |
| | 5.82e-17 | 105-196 | SIAH, seven in absentia homolog |
| | 0.000000000373 | 192-261 | SIAH, seven in absentia homolog |
| 9606.ENSP00000262294 | 1.11e-23 | 280-404 | MATH domain |
| 9606.ENSP00000262395 | 3.11e-46 | 307-466 | MATH domain |
| | 4.9e-17 | 194-312 | SIAH, seven in absentia homolog |
| | 1.8e-16 | 79-144 | SIAH, seven in absentia homolog |
| | 0.000111 | 139-193 | SIAH, seven in absentia homolog |
| 9606.ENSP00000263666 | 9.81e-24 | 77-212 | SIAH, seven in absentia homolog |
| 9606.ENSP00000269202 | 1.55e-34 | 426-589 | MATH domain |
| 9606.ENSP00000280098 | 2.13e-46 | 29-170 | MATH domain |
| 9606.ENSP00000316840 | 2.62e-46 | 348-500 | MATH domain |
| | 0.000000000196 | 186-286 | SIAH, seven in absentia homolog |
| | 0.000000504 | 129-183 | SIAH, seven in absentia homolog |
| 9606.ENSP00000318944 | 0.00000000000477 | 246-339 | SIAH, seven in absentia homolog |
| | 0.0000000000915 | 183-256 | SIAH, seven in absentia homolog |
| 9606.ENSP00000322457 | 2.55e-61 | 133-321 | SIAH, seven in absentia homolog |
| 9606.ENSP00000325794 | 1.44e-23 | 78-201 | SIAH, seven in absentia homolog |
| 9606.ENSP00000332468 | 2.62e-50 | 414-564 | MATH domain |
| | 1.9e-16 | 112-211 | SIAH, seven in absentia homolog |
| | 0.0000163 | 212-253 | SIAH, seven in absentia homolog |
| 9606.ENSP00000337510 | 0.00000719 | 35-97 | SIAH, seven in absentia homolog |
| 9606.ENSP00000342755 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| 9606.ENSP00000343535 | 1.05e-28 | 68-197 | MATH domain |
| 9606.ENSP00000349156 | 6.41e-63 | 124-312 | SIAH, seven in absentia homolog |
| 9606.ENSP00000362994 | 9.97e-47 | 266-413 | MATH domain |
| | 0.0118 | 86-110 | SIAH, seven in absentia homolog |
| 9606.ENSP00000383256 | 1.24e-40 | 89-258 | SIAH, seven in absentia homolog |
| 9606.ENSP00000387426 | 0.000000000497 | 135-194 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000000162 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000000458 | 0.0000000000288 | 31-99 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000003016 | 7.03e-39 | 443-615 | MATH domain |
| 9615.ENSCAFP00000006741 | 1.24e-38 | 71-238 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000007768 | 9.16e-46 | 29-170 | MATH domain |
| 9615.ENSCAFP00000010159 | 6.54e-46 | 367-519 | MATH domain |
| | 0.000000000307 | 186-282 | SIAH, seven in absentia homolog |
| | 0.0000105 | 129-185 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000012403 | 5.3e-61 | 121-309 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000014740 | 6.54e-56 | 95-267 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000016912 | 0.00000203 | 40-103 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000017853 | 4.25e-47 | 410-562 | MATH domain |
| | 0.00000000000144 | 200-279 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000024915 | 1.8e-47 | 30-171 | MATH domain |
| 9615.ENSCAFP00000025908 | 9.65e-24 | 280-404 | MATH domain |
| 9615.ENSCAFP00000026614 | 8.18e-34 | 429-594 | MATH domain |
| 9615.ENSCAFP00000026713 | 2.62e-50 | 414-564 | MATH domain |
| | 0.00000000000000111 | 112-211 | SIAH, seven in absentia homolog |
| | 0.0000157 | 212-253 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000027741 | 6.54e-26 | 356-463 | MATH domain |
| | 1.5e-16 | 78-144 | SIAH, seven in absentia homolog |
| | 0.0000000000203 | 194-261 | SIAH, seven in absentia homolog |
| | 0.0000654 | 139-193 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000028037 | 1.03e-28 | 64-193 | MATH domain |
| 9615.ENSCAFP00000028710 | 0.00000000000647 | 246-339 | SIAH, seven in absentia homolog |
| | 0.00000000366 | 183-240 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000028784 | 7.85e-22 | 79-180 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000028895 | 2.45e-52 | 352-500 | MATH domain |
| | 0.00015 | 103-161 | SIAH, seven in absentia homolog |
| | 0.085 | 212-237 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000031262 | 7.2e-45 | 268-411 | MATH domain |
| | 0.00235 | 84-123 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000034779 | 0.0000000118 | 179-238 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000000359 | 2.78e-52 | 386-534 | MATH domain |
| | 0.0785 | 248-273 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000001966 | 1.8e-47 | 402-554 | MATH domain |
| | 0.000000000000111 | 116-199 | SIAH, seven in absentia homolog |
| | 0.0000000000549 | 192-258 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000002430 | 1.8e-47 | 29-170 | MATH domain |
| 9685.ENSFCAP00000003714 | 1.8e-46 | 307-467 | MATH domain |
| | 3.47e-17 | 194-312 | SIAH, seven in absentia homolog |
| | 8.17e-17 | 79-144 | SIAH, seven in absentia homolog |
| | 0.00015 | 139-193 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000003773 | 4.58e-18 | 75-204 | MATH domain |
| 9685.ENSFCAP00000005900 | 0.00000000000654 | 245-338 | SIAH, seven in absentia homolog |
| | 0.0000000582 | 183-239 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000006708 | 0.00000000000000229 | 77-143 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000008621 | 3.27e-39 | 381-553 | MATH domain |
| 9685.ENSFCAP00000009288 | 2.29e-50 | 378-528 | MATH domain |
| | 0.00000222 | 100-151 | SIAH, seven in absentia homolog |
| | 0.085 | 183-217 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000010533 | 8.5e-62 | 38-226 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000010871 | 0.0000000000235 | 31-99 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000010897 | 2.75e-22 | 78-180 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000012365 | 1.24e-19 | 280-399 | MATH domain |
| 9685.ENSFCAP00000013154 | 8.18e-36 | 400-565 | MATH domain |
| 9685.ENSFCAP00000013341 | 0.000000017 | 61-120 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000014395 | 0.00000163 | 34-97 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000014515 | 4.58e-46 | 350-502 | MATH domain |
| | 0.000373 | 229-281 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000015974 | 1.7e-38 | 63-227 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000004743 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000005414 | 4.91e-48 | 402-554 | MATH domain |
| | 0.00000000000000248 | 105-199 | SIAH, seven in absentia homolog |
| | 0.00000000000719 | 192-261 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000006898 | 4.12e-22 | 78-179 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000007352 | 2.13e-35 | 400-563 | MATH domain |
| 9796.ENSECAP00000007643 | 9.65e-24 | 280-404 | MATH domain |
| 9796.ENSECAP00000007969 | 1.01e-28 | 52-181 | MATH domain |
| 9796.ENSECAP00000009372 | 8.34e-47 | 266-413 | MATH domain |
| | 0.00111 | 75-117 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000009502 | 1.47e-46 | 260-420 | MATH domain |
| | 2.75e-17 | 147-265 | SIAH, seven in absentia homolog |
| | 1.21e-16 | 32-97 | SIAH, seven in absentia homolog |
| | 0.000137 | 92-146 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000011150 | 2.13e-52 | 355-503 | MATH domain |
| | 0.000294 | 105-161 | SIAH, seven in absentia homolog |
| | 0.0105 | 212-237 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000011230 | 0.00000144 | 36-99 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000011634 | 1.01e-45 | 29-170 | MATH domain |
| 9796.ENSECAP00000011833 | 2.62e-50 | 414-564 | MATH domain |
| | 5.62e-17 | 112-211 | SIAH, seven in absentia homolog |
| | 0.000017 | 212-253 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000014616 | 0.00000000000915 | 31-99 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000015474 | 0.000000000785 | 135-197 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000015617 | 0.000000445 | 248-330 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000016160 | 1.8e-47 | 29-170 | MATH domain |
| 9796.ENSECAP00000018618 | 4.74e-46 | 364-516 | MATH domain |
| | 0.000000464 | 181-275 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000021676 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000022669 | 6.41e-38 | 114-281 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000022724 | 1.63e-61 | 87-275 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000022727 | 8.67e-40 | 426-598 | MATH domain |
| 9823.ENSSSCP00000000405 | 0.000000000085 | 78-142 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000001881 | 6.87e-38 | 443-616 | MATH domain |
| 9823.ENSSSCP00000002733 | 2.62e-50 | 414-564 | MATH domain |
| | 1.5e-16 | 112-211 | SIAH, seven in absentia homolog |
| | 0.0000183 | 212-253 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000003060 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000003062 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000004039 | 5.89e-32 | 427-592 | MATH domain |
| 9823.ENSSSCP00000004453 | 0.0000000000105 | 31-99 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000005907 | 2.94e-24 | 265-343 | MATH domain |
| | 0.00386 | 83-114 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000006248 | 1.53e-50 | 251-396 | MATH domain |
| | 0.00654 | 92-117 | SIAH, seven in absentia homolog |
| | 0.0517 | 41-87 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000006311 | 0.00000000366 | 135-194 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000008442 | 1.05e-28 | 76-205 | MATH domain |
| 9823.ENSSSCP00000008590 | 0.0000000000085 | 246-338 | SIAH, seven in absentia homolog |
| | 0.0000000036 | 183-240 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000010050 | 4.45e-38 | 46-213 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000012660 | 0.00000386 | 36-99 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000014123 | 5.23e-46 | 369-521 | MATH domain |
| | 0.000000333 | 130-200 | SIAH, seven in absentia homolog |
| | 0.000000641 | 187-275 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000016546 | 0.0000000000209 | 75-157 | SIAH, seven in absentia homolog |
| | 0.00000000719 | 5-82 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000016627 | 1.01e-45 | 29-170 | MATH domain |
| 9823.ENSSSCP00000018704 | 9.65e-24 | 280-404 | MATH domain |
| 9823.ENSSSCP00000018834 | 1.64e-46 | 266-426 | MATH domain |
| | 1.05e-17 | 153-271 | SIAH, seven in absentia homolog |
| | 8.83e-17 | 38-103 | SIAH, seven in absentia homolog |
| | 0.0000575 | 98-152 | SIAH, seven in absentia homolog |
| 9823.ENSSSCP00000018947 | 0.0000399 | 26-99 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000005686 | 4.25e-40 | 303-476 | MATH domain |
| 9913.ENSBTAP00000007075 | 0.00000000000981 | 31-99 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000007177 | 1.01e-28 | 46-175 | MATH domain |
| 9913.ENSBTAP00000007660 | 1.8e-47 | 30-171 | MATH domain |
| 9913.ENSBTAP00000013869 | 1.05e-51 | 353-501 | MATH domain |
| | 0.00137 | 104-164 | SIAH, seven in absentia homolog |
| | 0.0111 | 213-238 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000015940 | 6.7e-48 | 402-554 | MATH domain |
| | 4.64e-16 | 105-199 | SIAH, seven in absentia homolog |
| | 0.00000000000981 | 193-278 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000016271 | 1.34e-46 | 243-403 | MATH domain |
| | 9.15e-18 | 130-248 | SIAH, seven in absentia homolog |
| | 2.83e-16 | 15-81 | SIAH, seven in absentia homolog |
| | 0.0000543 | 75-129 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000017898 | 1.03e-45 | 50-191 | MATH domain |
| 9913.ENSBTAP00000017918 | 2.62e-50 | 414-564 | MATH domain |
| | 2.16e-17 | 112-211 | SIAH, seven in absentia homolog |
| | 0.000017 | 212-253 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000019285 | 0.00000209 | 41-102 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000021630 | 5.56e-46 | 368-520 | MATH domain |
| | 0.0000000000163 | 187-284 | SIAH, seven in absentia homolog |
| | 0.00000196 | 130-183 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000025393 | 0.00000000000915 | 245-338 | SIAH, seven in absentia homolog |
| | 0.00000000373 | 182-239 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000035393 | 9.16e-21 | 280-406 | MATH domain |
| 9913.ENSBTAP00000037191 | 0.000000719 | 114-173 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000041215 | 9.81e-47 | 264-412 | MATH domain |
| | 0.00301 | 83-109 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000042520 | 4.84e-63 | 95-283 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000044010 | 6.41e-55 | 135-324 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000044518 | 2.09e-22 | 79-182 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000045584 | 1.96e-35 | 428-594 | MATH domain |
| 9913.ENSBTAP00000047976 | 8.5e-58 | 180-362 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000050075 | 1.8e-46 | 307-467 | MATH domain |
| | 1.5e-17 | 194-312 | SIAH, seven in absentia homolog |
| | 5.23e-16 | 79-144 | SIAH, seven in absentia homolog |
| | 0.0000641 | 139-193 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000051318 | 0.0000000000654 | 78-147 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000052492 | 3.14e-59 | 95-283 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000000748 | 1.8e-46 | 307-467 | MATH domain |
| | 1.31e-17 | 194-312 | SIAH, seven in absentia homolog |
| | 6.54e-16 | 79-144 | SIAH, seven in absentia homolog |
| | 0.000131 | 139-193 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000001280 | 3.43e-37 | 439-612 | MATH domain |
| 9986.ENSOCUP00000002007 | 9.65e-24 | 280-404 | MATH domain |
| 9986.ENSOCUP00000003060 | 2.45e-28 | 51-180 | MATH domain |
| 9986.ENSOCUP00000003184 | 4.09e-50 | 414-564 | MATH domain |
| | 0.00000000000000327 | 112-209 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000003613 | 0.0000000085 | 61-121 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000004916 | 7.98e-45 | 265-413 | MATH domain |
| | 0.0255 | 86-110 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000006003 | 9.97e-47 | 29-170 | MATH domain |
| 9986.ENSOCUP00000008672 | 0.000000000137 | 78-142 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000009127 | 0.000000000032 | 31-100 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000010330 | 4.58e-46 | 354-506 | MATH domain |
| | 0.00000000262 | 186-267 | SIAH, seven in absentia homolog |
| | 0.000000275 | 129-186 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000010706 | 0.00000281 | 35-97 | SIAH, seven in absentia homolog |
| |
| Weak hits: |
| 10090.ENSMUSP00000014614 | 0.00615 | 99-188 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000072453 | 0.00602 | 280-307 | SIAH, seven in absentia homolog |
| 10090.ENSMUSP00000123011 | 0.0719 | 8-56 | SIAH, seven in absentia homolog |
| | 0.0719 | 66-112 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000018591 | 0.00615 | 99-188 | SIAH, seven in absentia homolog |
| 10116.ENSRNOP00000025273 | 0.00432 | 279-306 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000002380 | 0.036 | 27-53 | MATH domain |
| 10141.ENSCPOP00000013327 | 0.0131 | 5-29 | MATH domain |
| 10141.ENSCPOP00000015225 | 0.00203 | 13-64 | SIAH, seven in absentia homolog |
| 10141.ENSCPOP00000016043 | 0.00157 | 81-127 | SIAH, seven in absentia homolog |
| 10228.JGI23613 | 0.0595 | 4-38 | SIAH, seven in absentia homolog |
| 10228.JGI55409 | 0.00036 | 92-123 | SIAH, seven in absentia homolog |
| 104341.JGI103575 | 0.00654 | 300-360 | SIAH, seven in absentia homolog |
| 104341.JGI25750 | 0.000582 | 1-117 | SIAH, seven in absentia homolog |
| 104341.JGI93376 | 0.0085 | 322-369 | SIAH, seven in absentia homolog |
| 104341.JGI99825 | 0.000608 | 52-119 | SIAH, seven in absentia homolog |
| 121224.XP_002424433 | 0.053 | 101-139 | SIAH, seven in absentia homolog |
| 121224.XP_002427612 | 0.0053 | 18-108 | MATH domain |
| 121224.XP_002427793 | 0.0399 | 13-79 | SIAH, seven in absentia homolog |
| 121224.XP_002428606 | 0.00118 | 7-57 | SIAH, seven in absentia homolog |
| 135651.CBN03572 | 0.000405 | 21-124 | MATH domain |
| 135651.CBN05281 | 0.00164 | 57-97 | MATH domain |
| 135651.CBN08004 | 0.0412 | 3-61 | MATH domain |
| 135651.CBN09157 | 0.0137 | 55-133 | MATH domain |
| 135651.CBN09930 | 0.0118 | 36-126 | MATH domain |
| 135651.CBN11774 | 0.0131 | 46-140 | MATH domain |
| 135651.CBN11824 | 0.0314 | 90-133 | MATH domain |
| 135651.CBN12993 | 0.000392 | 152-242 | MATH domain |
| 135651.CBN13165 | 0.0049 | 46-144 | MATH domain |
| 135651.CBN20589 | 0.00235 | 2-94 | MATH domain |
| 135651.CBN21345 | 0.00373 | 83-153 | MATH domain |
| 135651.CBN25119 | 0.00981 | 452-559 | MATH domain |
| 135651.CBN25543 | 0.00719 | 8-56 | MATH domain |
| 135651.CBN25577 | 0.0915 | 28-143 | MATH domain |
| 13616.ENSMODP00000005124 | 0.0105 | 113-201 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000012328 | 0.0163 | 6-133 | SIAH, seven in absentia homolog |
| 13616.ENSMODP00000036927 | 0.0137 | 43-97 | SIAH, seven in absentia homolog |
| 148305.A4QWM9 | 0.000242 | 288-339 | SIAH, seven in absentia homolog |
| 148305.A4QWN0 | 0.000543 | 959-1010 | SIAH, seven in absentia homolog |
| 148305.A4R5Z4 | 0.00719 | 71-100 | SIAH, seven in absentia homolog |
| 148305.A4R7G7 | 0.00549 | 272-302 | SIAH, seven in absentia homolog |
| 148305.A4UBM9 | 0.00621 | 17-55 | MATH domain |
| 15368.BRADI1G00640.1 | 0.0159 | 348-468 | MATH domain |
| 15368.BRADI1G02890.1 | 0.0392 | 310-425 | MATH domain |
| 15368.BRADI1G19150.1 | 0.00105 | 69-130 | SIAH, seven in absentia homolog |
| | 0.0015 | 16-64 | SIAH, seven in absentia homolog |
| 15368.BRADI1G52520.1 | 0.0484 | 175-204 | SIAH, seven in absentia homolog |
| 15368.BRADI1G62020.1 | 0.000497 | 16-64 | SIAH, seven in absentia homolog |
| | 0.0222 | 66-130 | SIAH, seven in absentia homolog |
| 15368.BRADI2G01750.1 | 0.00111 | 3-119 | SIAH, seven in absentia homolog |
| 15368.BRADI2G01790.1 | 0.00654 | 11-106 | SIAH, seven in absentia homolog |
| 15368.BRADI2G16670.1 | 0.0262 | 44-108 | SIAH, seven in absentia homolog |
| 15368.BRADI2G35530.1 | 0.000392 | 126-158 | SIAH, seven in absentia homolog |
| 15368.BRADI2G57790.1 | 0.00134 | 156-252 | SIAH, seven in absentia homolog |
| 15368.BRADI3G18250.1 | 0.00018 | 24-53 | MATH domain |
| 15368.BRADI3G40720.1 | 0.017 | 54-145 | MATH domain |
| 15368.BRADI3G46370.1 | 0.0438 | 156-181 | SIAH, seven in absentia homolog |
| 15368.BRADI3G48250.1 | 0.000589 | 198-259 | SIAH, seven in absentia homolog |
| 15368.BRADI4G31850.1 | 0.00915 | 257-284 | SIAH, seven in absentia homolog |
| 15368.BRADI5G11660.1 | 0.0118 | 148-175 | SIAH, seven in absentia homolog |
| 164328.JGI80147 | 0.0523 | 10-102 | MATH domain |
| 164328.JGI84519 | 0.036 | 994-1047 | SIAH, seven in absentia homolog |
| 204669.Acid345_2550 | 0.0582 | 68-98 | SIAH, seven in absentia homolog |
| 205914.HS_1192 | 0.0915 | 6-39 | SIAH, seven in absentia homolog |
| 237895.Q5CK83 | 0.0131 | 308-343 | SIAH, seven in absentia homolog |
| 257309.DIP2024 | 0.0915 | 22-65 | MATH domain |
| 281687.CJA04683 | 0.00203 | 81-154 | MATH domain |
| 281687.CJA18140 | 0.0981 | 81-146 | MATH domain |
| 281687.CJA18524 | 0.00425 | 26-104 | SIAH, seven in absentia homolog |
| 281687.CJA23387 | 0.00719 | 48-84 | MATH domain |
| 281687.CJA24910 | 0.00283 | 73-106 | MATH domain |
| | 0.0242 | 2-36 | SIAH, seven in absentia homolog |
| 281687.CJA25417 | 0.0719 | 37-81 | MATH domain |
| 28377.ENSACAP00000003621 | 0.00785 | 78-105 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000006594 | 0.0915 | 82-171 | SIAH, seven in absentia homolog |
| 28377.ENSACAP00000010348 | 0.0294 | 106-137 | SIAH, seven in absentia homolog |
| 2850.JGI36956 | 0.0268 | 41-110 | MATH domain |
| 294381.C4LTR5 | 0.0405 | 232-294 | SIAH, seven in absentia homolog |
| 294381.C4LV86 | 0.0235 | 280-316 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00010573001 | 0.0785 | 30-115 | MATH domain |
| 29760.GSVIVG00015066001 | 0.00183 | 12-59 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00015068001 | 0.0085 | 32-87 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00015319001 | 0.017 | 137-165 | SIAH, seven in absentia homolog |
| 29760.GSVIVG00021862001 | 0.015 | 17-105 | MATH domain |
| 29760.GSVIVG00029206001 | 0.0567 | 69-157 | MATH domain |
| 29760.GSVIVG00031384001 | 0.015 | 69-187 | MATH domain |
| 29760.GSVIVG00033478001 | 0.00235 | 16-100 | MATH domain |
| 29760.GSVIVG00034752001 | 0.016 | 69-186 | MATH domain |
| 29760.GSVIVG00037525001 | 0.036 | 69-157 | MATH domain |
| 29760.GSVIVG00037865001 | 0.0386 | 128-168 | SIAH, seven in absentia homolog |
| 3055.JGI299909 | 0.0432 | 4-36 | MATH domain |
| 309799.DICTH_1498 | 0.00981 | 61-114 | MATH domain |
| 309801.trd_0145 | 0.0307 | 3-46 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000030809 | 0.0216 | 31-97 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000032395 | 0.00177 | 6-47 | SIAH, seven in absentia homolog |
| 31033.ENSTRUP00000038316 | 0.0654 | 107-138 | SIAH, seven in absentia homolog |
| 31234.CRE00838 | 0.00163 | 34-177 | MATH domain |
| 31234.CRE00975 | 0.000366 | 42-147 | MATH domain |
| 31234.CRE03076 | 0.0137 | 32-131 | MATH domain |
| 31234.CRE05447 | 0.000343 | 44-146 | MATH domain |
| 31234.CRE05655 | 0.0915 | 318-428 | MATH domain |
| 31234.CRE05657 | 0.00785 | 434-546 | MATH domain |
| 31234.CRE07962 | 0.0111 | 69-177 | MATH domain |
| 31234.CRE09401 | 0.0589 | 45-129 | MATH domain |
| 31234.CRE09625 | 0.00016 | 31-123 | MATH domain |
| 31234.CRE10422 | 0.000163 | 25-130 | MATH domain |
| 31234.CRE11782 | 0.0353 | 137-179 | SIAH, seven in absentia homolog |
| 31234.CRE14375 | 0.0785 | 101-200 | MATH domain |
| 31234.CRE14496 | 0.00024 | 137-211 | MATH domain |
| 31234.CRE14576 | 0.0412 | 19-140 | MATH domain |
| 31234.CRE14577 | 0.00118 | 36-137 | MATH domain |
| 31234.CRE14631 | 0.00036 | 49-163 | MATH domain |
| 31234.CRE14673 | 0.000371 | 4-107 | MATH domain |
| 31234.CRE15077 | 0.00543 | 97-188 | MATH domain |
| 31234.CRE15745 | 0.00719 | 19-116 | MATH domain |
| 31234.CRE16075 | 0.00301 | 309-385 | MATH domain |
| 31234.CRE16245 | 0.0373 | 67-136 | MATH domain |
| 31234.CRE21397 | 0.000477 | 31-133 | MATH domain |
| 31234.CRE21441 | 0.000687 | 92-188 | MATH domain |
| 31234.CRE21766 | 0.000719 | 68-159 | MATH domain |
| 31234.CRE21768 | 0.00981 | 85-160 | MATH domain |
| 31234.CRE21771 | 0.000981 | 75-159 | MATH domain |
| 31234.CRE21829 | 0.00218 | 72-161 | MATH domain |
| 31234.CRE22629 | 0.000153 | 29-121 | MATH domain |
| 31234.CRE25351 | 0.00719 | 67-181 | SIAH, seven in absentia homolog |
| 31234.CRE26720 | 0.0915 | 23-117 | MATH domain |
| 31234.CRE26721 | 0.0785 | 43-140 | MATH domain |
| 31234.CRE26724 | 0.0589 | 349-379 | MATH domain |
| 31234.CRE26751 | 0.024 | 79-119 | MATH domain |
| 31234.CRE26754 | 0.0203 | 31-117 | MATH domain |
| 31234.CRE27992 | 0.0137 | 67-136 | MATH domain |
| 31234.CRE29201 | 0.000248 | 8-130 | MATH domain |
| 31234.CRE30683 | 0.053 | 86-159 | MATH domain |
| 315750.BPUM_1034 | 0.0981 | 30-69 | MATH domain |
| 319224.Sputcn32_1391 | 0.0147 | 95-146 | MATH domain |
| 3218.JGI122867 | 0.00019 | 425-540 | MATH domain |
| 3218.JGI161030 | 0.0981 | 27-68 | SIAH, seven in absentia homolog |
| 3218.JGI174203 | 0.000105 | 164-216 | SIAH, seven in absentia homolog |
| | 0.00105 | 214-278 | SIAH, seven in absentia homolog |
| 3218.JGI189922 | 0.000255 | 422-536 | MATH domain |
| 33178.CADATEAP00004064 | 0.0915 | 16-42 | SIAH, seven in absentia homolog |
| 332648.A6RV97 | 0.00477 | 271-322 | SIAH, seven in absentia homolog |
| 342610.Patl_1787 | 0.00131 | 70-132 | MATH domain |
| 351745.Sputw3181_2710 | 0.0157 | 96-147 | MATH domain |
| 36630.CADNFIAP00001970 | 0.00085 | 10-46 | SIAH, seven in absentia homolog |
| 36630.CADNFIAP00002097 | 0.0235 | 11-48 | MATH domain |
| 36630.CADNFIAP00003117 | 0.00405 | 10-45 | SIAH, seven in absentia homolog |
| 36630.CADNFIAP00007013 | 0.00654 | 10-45 | SIAH, seven in absentia homolog |
| 36630.CADNFIAP00009264 | 0.0137 | 10-46 | SIAH, seven in absentia homolog |
| 3694.estExt_Genewise1_v1.C_LG_I6151 | 0.00379 | 16-101 | MATH domain |
| 3694.eugene3.00061165 | 0.00262 | 72-99 | SIAH, seven in absentia homolog |
| 3694.eugene3.01450060 | 0.00085 | 177-206 | SIAH, seven in absentia homolog |
| 3694.fgenesh4_pg.C_LG_I001084 | 0.0262 | 84-113 | SIAH, seven in absentia homolog |
| 3694.fgenesh4_pg.C_LG_I001268 | 0.00203 | 128-181 | SIAH, seven in absentia homolog |
| 3694.fgenesh4_pg.C_LG_II000753 | 0.00049 | 8-95 | MATH domain |
| 3694.fgenesh4_pg.C_scaffold_117000010 | 0.0262 | 51-110 | MATH domain |
| 3694.grail3.0003096203 | 0.0497 | 12-66 | SIAH, seven in absentia homolog |
| 3694.grail3.0151001801 | 0.00477 | 180-239 | SIAH, seven in absentia homolog |
| 3694.gw1.371.2.1 | 0.0523 | 53-111 | MATH domain |
| 3694.gw1.III.2289.1 | 0.0589 | 155-183 | SIAH, seven in absentia homolog |
| 3694.gw1.III.988.1 | 0.019 | 89-118 | SIAH, seven in absentia homolog |
| 3694.gw1.V.5122.1 | 0.0451 | 97-124 | SIAH, seven in absentia homolog |
| 3702.AT1G31380.1-P | 0.00621 | 2-36 | MATH domain |
| 3702.AT1G54550.1-P | 0.0154 | 257-332 | MATH domain |
| 3702.AT1G77770.1-P | 0.0438 | 112-141 | SIAH, seven in absentia homolog |
| 3702.AT1G80220.1-P | 0.00124 | 127-156 | SIAH, seven in absentia homolog |
| 3702.AT2G26050.1-P | 0.00589 | 98-153 | SIAH, seven in absentia homolog |
| 3702.AT3G24740.1-P | 0.0118 | 162-193 | SIAH, seven in absentia homolog |
| 3702.AT3G44805.1-P | 0.000148 | 191-238 | MATH domain |
| 3702.AT4G01160.1-P | 0.00438 | 389-502 | MATH domain |
| 3702.AT4G08460.2-P | 0.053 | 132-158 | SIAH, seven in absentia homolog |
| 3702.AT4G15420.1-P | 0.0314 | 401-479 | SIAH, seven in absentia homolog |
| 395492.Rleg2_0069 | 0.0425 | 121-218 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE000172 | 0.0412 | 1-76 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE002211 | 0.00445 | 345-397 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE007116 | 0.0177 | 12-66 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE007472 | 0.00785 | 161-187 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE007737 | 0.000137 | 190-276 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE015363 | 0.0105 | 148-175 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE018442 | 0.000615 | 2-35 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE022085 | 0.0333 | 70-199 | MATH domain |
| 39946.BGIOSIBCE024540 | 0.0203 | 107-135 | SIAH, seven in absentia homolog |
| 39946.BGIOSIBCE028504 | 0.000703 | 2-33 | MATH domain |
| 39946.BGIOSIBCE032109 | 0.000216 | 22-98 | MATH domain |
| 39946.BGIOSIBCE032204 | 0.00206 | 26-64 | MATH domain |
| 39946.BGIOSIBCE034075 | 0.0105 | 22-75 | MATH domain |
| 39947.LOC_Os01g03220.1 | 0.0719 | 1-76 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g03400.1 | 0.0235 | 101-121 | SIAH, seven in absentia homolog |
| 39947.LOC_Os01g35040.1 | 0.00451 | 410-462 | SIAH, seven in absentia homolog |
| 39947.LOC_Os02g35840.1 | 0.0504 | 161-187 | SIAH, seven in absentia homolog |
| 39947.LOC_Os02g39290.1 | 0.000458 | 163-221 | SIAH, seven in absentia homolog |
| | 0.00654 | 224-308 | SIAH, seven in absentia homolog |
| 39947.LOC_Os03g24184.1 | 0.00203 | 26-96 | SIAH, seven in absentia homolog |
| 39947.LOC_Os04g37530.1 | 0.0105 | 148-175 | SIAH, seven in absentia homolog |
| 39947.LOC_Os06g31090.1 | 0.0333 | 70-199 | MATH domain |
| 39947.LOC_Os07g23790.1 | 0.0262 | 175-203 | SIAH, seven in absentia homolog |
| 39947.LOC_Os07g46390.1 | 0.00131 | 69-135 | SIAH, seven in absentia homolog |
| | 0.032 | 17-87 | SIAH, seven in absentia homolog |
| 39947.LOC_Os09g27860.1 | 0.00562 | 135-167 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0185540 | 0.00556 | 129-184 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0188021 | 0.000118 | 118-174 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0188853 | 0.0484 | 72-115 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0189217 | 0.00118 | 215-242,303-346 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0203286 | 0.017 | 21-87 | MATH domain |
| 44689.DDBDRAFT_0204448 | 0.0438 | 169-238 | SIAH, seven in absentia homolog |
| 44689.DDBDRAFT_0204450 | 0.00131 | 4-43 | MATH domain |
| 44689.DDBDRAFT_0204482 | 0.0036 | 156-199 | SIAH, seven in absentia homolog |
| 45351.JGI201322 | 0.00105 | 112-159 | SIAH, seven in absentia homolog |
| 45351.JGI208916 | 0.00248 | 33-90 | SIAH, seven in absentia homolog |
| 45351.JGI210242 | 0.0915 | 441-507 | SIAH, seven in absentia homolog |
| 45351.JGI217751 | 0.00458 | 113-155 | SIAH, seven in absentia homolog |
| 45351.JGI247147 | 0.000255 | 2-32 | SIAH, seven in absentia homolog |
| 45351.JGI84363 | 0.0017 | 77-107 | SIAH, seven in absentia homolog |
| 4558.Sb01g034980.1 | 0.000785 | 18-93 | SIAH, seven in absentia homolog |
| | 0.0549 | 69-138 | SIAH, seven in absentia homolog |
| 4558.Sb02g005140.1 | 0.00205 | 39-163 | MATH domain |
| 4558.Sb02g010020.1 | 0.0177 | 198-227 | SIAH, seven in absentia homolog |
| 4558.Sb02g022410.1 | 0.00177 | 33-150 | MATH domain |
| 4558.Sb02g026320.1 | 0.000785 | 133-182 | SIAH, seven in absentia homolog |
| 4558.Sb03g023980.1 | 0.00314 | 408-472 | SIAH, seven in absentia homolog |
| 4558.Sb03g027730.1 | 0.0268 | 149-179 | SIAH, seven in absentia homolog |
| 4558.Sb04g003670.1 | 0.0654 | 134-161 | SIAH, seven in absentia homolog |
| 4558.Sb04g023440.1 | 0.015 | 158-185 | SIAH, seven in absentia homolog |
| 4558.Sb06g018150.1 | 0.0602 | 148-175 | SIAH, seven in absentia homolog |
| 4558.Sb07g026757.1 | 0.000213 | 11-61 | MATH domain |
| 4558.Sb09g004096.1 | 0.00105 | 2-106 | SIAH, seven in absentia homolog |
| 4558.Sb09g028400.1 | 0.0255 | 42-100 | SIAH, seven in absentia homolog |
| 4558.Sb10g017795.1 | 0.00589 | 21-69 | MATH domain |
| 4558.Sb10g026750.1 | 0.00414 | 10-74 | MATH domain |
| 4929.A5DDM9 | 0.049 | 58-108 | SIAH, seven in absentia homolog |
| 4959.Q6BU38 | 0.00163 | 490-556 | SIAH, seven in absentia homolog |
| 5061.CADANGAP00006719 | 0.0333 | 84-156 | SIAH, seven in absentia homolog |
| 5085.CADAFUAP00001786 | 0.00399 | 10-45 | SIAH, seven in absentia homolog |
| 508767.CLH_1527 | 0.0327 | 6-47 | MATH domain |
| 509170.ABSDF2494 | 0.0785 | 12-63 | SIAH, seven in absentia homolog |
| 5141.NCU07586.1 | 0.0307 | 162-220 | SIAH, seven in absentia homolog |
| 515635.Dtur_1608 | 0.0981 | 61-115 | MATH domain |
| 525909.Afer_0972 | 0.00255 | 11-83 | SIAH, seven in absentia homolog |
| 5270.UM02160.1 | 0.00163 | 209-271 | SIAH, seven in absentia homolog |
| | 0.0504 | 166-199 | SIAH, seven in absentia homolog |
| 5270.UM04600.1 | 0.0549 | 109-165 | SIAH, seven in absentia homolog |
| 5518.FG08032.1 | 0.00203 | 137-167 | SIAH, seven in absentia homolog |
| 559307.ZYRO0C16962g | 0.0632 | 345-414 | MATH domain |
| 565034.BHWA1_00756 | 0.0981 | 78-132 | MATH domain |
| 5671.LinJ12.0610 | 0.0118 | 74-134 | SIAH, seven in absentia homolog |
| 5671.LinJ14.0390 | 0.00376 | 20-128 | MATH domain |
| 5671.LinJ14.0400 | 0.0142 | 20-128 | MATH domain |
| 5671.LinJ26.0890 | 0.00307 | 569-639 | SIAH, seven in absentia homolog |
| 5691.Tb11.01.1420 | 0.0085 | 147-175 | SIAH, seven in absentia homolog |
| 5691.Tb927.1.4050 | 0.0386 | 49-119 | SIAH, seven in absentia homolog |
| 5691.Tb927.3.4710 | 0.0458 | 188-218 | SIAH, seven in absentia homolog |
| 5691.Tb927.7.4360 | 0.0209 | 20-129 | MATH domain |
| 5722.A2DC57 | 0.00135 | 62-120 | MATH domain |
| 5722.A2DDI7 | 0.000109 | 25-142 | MATH domain |
| 5722.A2E3W3 | 0.00445 | 45-79 | SIAH, seven in absentia homolog |
| 5722.A2F0F3 | 0.0517 | 341-420,453-486 | MATH domain |
| 5722.A2F5R5 | 0.085 | 564-598 | SIAH, seven in absentia homolog |
| 5722.A2FU72 | 0.0262 | 19-135 | MATH domain |
| 5722.A2FWH2 | 0.000458 | 15-120 | MATH domain |
| 5722.A2G8Z6 | 0.0458 | 72-136 | MATH domain |
| 5833.PF10_0265-1 | 0.0177 | 1415-1534 | MATH domain |
| 5833.PF14_0707-1 | 0.00386 | 627-674 | SIAH, seven in absentia homolog |
| 5833.PFI1065c-1 | 0.00262 | 444-564 | MATH domain |
| 5833.PFL1510c-1 | 0.0353 | 861-934 | SIAH, seven in absentia homolog |
| 5850.PKH_071890 | 0.000872 | 444-559 | MATH domain |
| 5850.PKH_092990 | 0.0915 | 924-948 | SIAH, seven in absentia homolog |
| 5855.PVX_099505 | 0.012 | 461-530 | MATH domain |
| 5911.XP_001008144 | 0.0785 | 48-92 | MATH domain |
| 5911.XP_001008622 | 0.000366 | 69-129 | SIAH, seven in absentia homolog |
| 5911.XP_001011346 | 0.000327 | 1008-1083 | SIAH, seven in absentia homolog |
| | 0.0333 | 1090-1136 | SIAH, seven in absentia homolog |
| 5911.XP_001011862 | 0.000981 | 97-170 | SIAH, seven in absentia homolog |
| 5911.XP_001015730 | 0.000105 | 85-115 | SIAH, seven in absentia homolog |
| 5911.XP_001016510 | 0.000536 | 90-118 | SIAH, seven in absentia homolog |
| 5911.XP_001019391 | 0.000294 | 6-56 | SIAH, seven in absentia homolog |
| | 0.0034 | 59-119 | SIAH, seven in absentia homolog |
| 5911.XP_001021071 | 0.00242 | 131-182 | SIAH, seven in absentia homolog |
| 5911.XP_001021098 | 0.0015 | 145-191 | SIAH, seven in absentia homolog |
| 5911.XP_001021331 | 0.000399 | 469-497 | SIAH, seven in absentia homolog |
| 5911.XP_001024804 | 0.000131 | 881-930 | SIAH, seven in absentia homolog |
| 5911.XP_001033147 | 0.00019 | 347-408 | SIAH, seven in absentia homolog |
| 593117.TGAM_1409 | 0.0589 | 74-138 | MATH domain |
| 593117.TGAM_1954 | 0.0392 | 60-100 | MATH domain |
| 59374.Fisuc_2936 | 0.0654 | 27-58 | MATH domain |
| 59689.Al_scaffold_0001_5225 | 0.032 | 6-34 | MATH domain |
| 59689.Al_scaffold_0002_2773 | 0.0131 | 126-176 | SIAH, seven in absentia homolog |
| 59689.Al_scaffold_0004_752 | 0.00183 | 99-174 | SIAH, seven in absentia homolog |
| 59689.Al_scaffold_0007_3920 | 0.00229 | 65-89 | SIAH, seven in absentia homolog |
| 59689.fgenesh1_pg.C_scaffold_7003332 | 0.00118 | 65-114 | SIAH, seven in absentia homolog |
| 59689.fgenesh2_kg.1__1698__AT1G15430.1 | 0.0719 | 124-151 | SIAH, seven in absentia homolog |
| 59689.fgenesh2_kg.2__2073__AT1G77770.2 | 0.0484 | 112-141 | SIAH, seven in absentia homolog |
| 59689.fgenesh2_kg.3__2694__AT3G24740.1 | 0.0229 | 166-194 | SIAH, seven in absentia homolog |
| 59689.fgenesh2_kg.5__108__AT2G01940.1 | 0.0719 | 164-250 | SIAH, seven in absentia homolog |
| 59689.fgenesh2_kg.6__3587__AT4G01160.1 | 0.000464 | 389-501 | MATH domain |
| 59689.scaffold_703701.1 | 0.00105 | 3-51 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000000433 | 0.0262 | 41-153 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000007961 | 0.00628 | 47-137 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000013735 | 0.000647 | 36-97 | SIAH, seven in absentia homolog |
| 59729.ENSTGUP00000014446 | 0.000562 | 36-97 | SIAH, seven in absentia homolog |
| 60480.Shewmr4_2602 | 0.0317 | 69-127 | MATH domain |
| 60481.Shewmr7_2669 | 0.0317 | 69-127 | MATH domain |
| 6085.XP_002155622 | 0.00785 | 808-836 | SIAH, seven in absentia homolog |
| | 0.0101 | 1049-1174 | MATH domain |
| 6085.XP_002157096 | 0.000915 | 195-250 | SIAH, seven in absentia homolog |
| 6085.XP_002168453 | 0.0137 | 81-109 | SIAH, seven in absentia homolog |
| 6085.XP_002169572 | 0.000294 | 74-135 | SIAH, seven in absentia homolog |
| 6085.XP_002169913 | 0.01 | 4-40 | MATH domain |
| 6182.C7TZI3 | 0.0131 | 97-127 | SIAH, seven in absentia homolog |
| 6182.Q5DBL3 | 0.0144 | 97-127 | SIAH, seven in absentia homolog |
| 6182.Q86EX9 | 0.00785 | 97-127 | SIAH, seven in absentia homolog |
| 6238.CBG03413 | 0.00621 | 24-113 | MATH domain |
| 6238.CBG08443 | 0.00432 | 19-132 | MATH domain |
| 6238.CBG15855 | 0.000107 | 246-328 | MATH domain |
| 6238.CBG19527 | 0.000317 | 19-125 | MATH domain |
| 6238.CBG23965 | 0.0719 | 12-52 | SIAH, seven in absentia homolog |
| 6238.CBG26172 | 0.00458 | 20-120 | MATH domain |
| 6239.M01D1.2b | 0.00218 | 268-376 | MATH domain |
| 6239.T08G5.7 | 0.0111 | 135-165 | SIAH, seven in absentia homolog |
| 6239.W02A11.8 | 0.00307 | 6-95 | MATH domain |
| 6239.W07A12.4 | 0.085 | 340-448 | MATH domain |
| 634176.NT05HA_1479 | 0.0275 | 18-96 | MATH domain |
| 665079.A7EAC3 | 0.000654 | 279-322 | SIAH, seven in absentia homolog |
| 67593.JGI128498 | 0.0163 | 903-969 | SIAH, seven in absentia homolog |
| | 0.019 | 861-908 | SIAH, seven in absentia homolog |
| 67593.JGI129492 | 0.015 | 306-333 | SIAH, seven in absentia homolog |
| 67593.JGI132833 | 0.0654 | 405-435 | SIAH, seven in absentia homolog |
| 67593.JGI136098 | 0.000262 | 48-131 | SIAH, seven in absentia homolog |
| 67593.JGI138878 | 0.0163 | 1022-1074 | SIAH, seven in absentia homolog |
| 6945.ISCW002391-PA | 0.00111 | 182-230 | SIAH, seven in absentia homolog |
| 6945.ISCW013374-PA | 0.00049 | 73-143 | SIAH, seven in absentia homolog |
| 6945.ISCW016998-PA | 0.0183 | 92-161 | SIAH, seven in absentia homolog |
| 6945.ISCW024137-PA | 0.000556 | 92-148 | SIAH, seven in absentia homolog |
| 70448.Q00VF0 | 0.000347 | 5-58 | SIAH, seven in absentia homolog |
| 7070.XP_968123 | 0.00124 | 77-113 | SIAH, seven in absentia homolog |
| 7070.XP_970743 | 0.0124 | 119-169 | SIAH, seven in absentia homolog |
| | 0.0981 | 10-55 | SIAH, seven in absentia homolog |
| 7070.XP_976316 | 0.017 | 135-178 | SIAH, seven in absentia homolog |
| 7159.AAEL009963-PA | 0.0288 | 13-44 | SIAH, seven in absentia homolog |
| 7159.AAEL011085-PA | 0.00741 | 487-572 | MATH domain |
| 7159.AAEL014380-PA | 0.0109 | 168-230 | MATH domain |
| 7176.CPIJ003708-PA | 0.00567 | 75-159 | MATH domain |
| 7176.CPIJ009786-PA | 0.000222 | 606-665 | SIAH, seven in absentia homolog |
| | 0.00137 | 302-358 | SIAH, seven in absentia homolog |
| | 0.00425 | 405-490 | SIAH, seven in absentia homolog |
| 7176.CPIJ017777-PA | 0.0915 | 42-105 | SIAH, seven in absentia homolog |
| 7217.FBpp0113526 | 0.0177 | 208-347 | MATH domain |
| 7217.FBpp0113999 | 0.0281 | 96-136 | SIAH, seven in absentia homolog |
| 7217.FBpp0117059 | 0.0144 | 33-61 | SIAH, seven in absentia homolog |
| 7217.FBpp0123538 | 0.0275 | 20-78 | SIAH, seven in absentia homolog |
| 7217.FBpp0124316 | 0.0412 | 1129-1172 | SIAH, seven in absentia homolog |
| 7217.FBpp0124875 | 0.0615 | 32-65 | SIAH, seven in absentia homolog |
| 7222.FBpp0144545 | 0.0307 | 97-136 | SIAH, seven in absentia homolog |
| 7222.FBpp0150877 | 0.00366 | 186-235,278-332 | MATH domain |
| 7222.FBpp0150983 | 0.0628 | 29-59 | SIAH, seven in absentia homolog |
| 7222.FBpp0151101 | 0.00157 | 49-104 | SIAH, seven in absentia homolog |
| 7222.FBpp0157769 | 0.0399 | 35-65 | SIAH, seven in absentia homolog |
| 7227.FBpp0070684 | 0.0785 | 16-51 | SIAH, seven in absentia homolog |
| 7227.FBpp0070704 | 0.0262 | 32-84 | SIAH, seven in absentia homolog |
| 7227.FBpp0074855 | 0.00719 | 97-140 | SIAH, seven in absentia homolog |
| 7227.FBpp0076978 | 0.00589 | 141-174 | SIAH, seven in absentia homolog |
| 7227.FBpp0077842 | 0.0103 | 191-330 | MATH domain |
| 7237.FBpp0273966 | 0.0654 | 369-398 | SIAH, seven in absentia homolog |
| 7237.FBpp0274641 | 0.0981 | 508-538 | SIAH, seven in absentia homolog |
| 7237.FBpp0275078 | 0.00301 | 86-141 | SIAH, seven in absentia homolog |
| 7244.FBpp0225766 | 0.0053 | 47-98 | SIAH, seven in absentia homolog |
| 7244.FBpp0227705 | 0.0235 | 582-620 | SIAH, seven in absentia homolog |
| 7244.FBpp0227952 | 0.000213 | 180-321 | MATH domain |
| 7244.FBpp0232688 | 0.0032 | 16-56 | SIAH, seven in absentia homolog |
| 7244.FBpp0232781 | 0.000144 | 135-208 | SIAH, seven in absentia homolog |
| 7244.FBpp0233631 | 0.0418 | 14-82 | SIAH, seven in absentia homolog |
| 7245.FBpp0260340 | 0.0915 | 143-176 | SIAH, seven in absentia homolog |
| 7245.FBpp0261377 | 0.0333 | 14-89 | SIAH, seven in absentia homolog |
| 7245.FBpp0261378 | 0.0196 | 41-110 | SIAH, seven in absentia homolog |
| 7245.FBpp0261845 | 0.0157 | 32-62 | SIAH, seven in absentia homolog |
| 7245.FBpp0264682 | 0.0148 | 278-344 | MATH domain |
| 7245.FBpp0267066 | 0.00301 | 97-140 | SIAH, seven in absentia homolog |
| 7260.FBpp0239904 | 0.00785 | 88-140 | SIAH, seven in absentia homolog |
| 7260.FBpp0244513 | 0.032 | 15-51 | SIAH, seven in absentia homolog |
| 7260.FBpp0246100 | 0.0011 | 214-360 | MATH domain |
| 7260.FBpp0249616 | 0.0785 | 469-512 | SIAH, seven in absentia homolog |
| 7425.XP_001602036 | 0.00458 | 108-149 | MATH domain |
| 7425.XP_001604142 | 0.0222 | 315-377 | MATH domain |
| 7425.XP_001605033 | 0.0915 | 402-459 | SIAH, seven in absentia homolog |
| 7460.XP_392503 | 0.0785 | 58-99 | SIAH, seven in absentia homolog |
| 7460.XP_623188 | 0.00101 | 14-147 | MATH domain |
| 7460.XP_624867 | 0.0458 | 332-466 | MATH domain |
| 7668.XP_780177 | 0.0915 | 546-582 | SIAH, seven in absentia homolog |
| 7668.XP_797580 | 0.000187 | 401-506 | MATH domain |
| 7719.ENSCINP00000021626 | 0.0235 | 169-197 | SIAH, seven in absentia homolog |
| 7739.JGI107907 | 0.0543 | 26-89 | SIAH, seven in absentia homolog |
| 7739.JGI128914 | 0.0575 | 87-112 | SIAH, seven in absentia homolog |
| 7739.JGI203557 | 0.0294 | 299-428 | MATH domain |
| 7739.JGI215614 | 0.0314 | 299-428 | MATH domain |
| 7739.JGI281382 | 0.0504 | 99-133 | SIAH, seven in absentia homolog |
| 7739.JGI63979 | 0.00281 | 56-94 | SIAH, seven in absentia homolog |
| 7739.JGI83056 | 0.0017 | 434-472 | SIAH, seven in absentia homolog |
| 7739.JGI84585 | 0.000471 | 339-455 | MATH domain |
| 7955.ENSDARP00000002502 | 0.0209 | 1-27 | MATH domain |
| 7955.ENSDARP00000063605 | 0.0222 | 105-133 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000090658 | 0.000569 | 8-57 | SIAH, seven in absentia homolog |
| | 0.0608 | 58-123 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000098636 | 0.0366 | 32-54 | SIAH, seven in absentia homolog |
| 7955.ENSDARP00000099529 | 0.0347 | 83-129 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000003164 | 0.00595 | 59-92 | SIAH, seven in absentia homolog |
| 8090.ENSORLP00000007859 | 0.00392 | 11-80 | SIAH, seven in absentia homolog |
| 81824.JGI10282 | 0.0785 | 347-381 | SIAH, seven in absentia homolog |
| 81824.JGI11254 | 0.0915 | 148-182 | SIAH, seven in absentia homolog |
| 81824.JGI11538 | 0.0294 | 288-322 | SIAH, seven in absentia homolog |
| 81824.JGI13052 | 0.0222 | 23-57 | SIAH, seven in absentia homolog |
| 81824.JGI13102 | 0.0981 | 202-236 | SIAH, seven in absentia homolog |
| 81824.JGI13149 | 0.0399 | 405-439 | SIAH, seven in absentia homolog |
| 81824.JGI13165 | 0.0268 | 310-344 | SIAH, seven in absentia homolog |
| 81824.JGI24993 | 0.0281 | 191-225 | SIAH, seven in absentia homolog |
| 81824.JGI28176 | 0.034 | 288-322 | SIAH, seven in absentia homolog |
| 81824.JGI30626 | 0.0543 | 99-133 | SIAH, seven in absentia homolog |
| 81824.JGI30632 | 0.0621 | 202-236 | SIAH, seven in absentia homolog |
| 81824.JGI33442 | 0.00307 | 157-203 | SIAH, seven in absentia homolog |
| 81824.JGI38072 | 0.00144 | 257-320 | SIAH, seven in absentia homolog |
| 81824.JGI8973 | 0.0399 | 45-79 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000021194 | 0.00216 | 4-30 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000024568 | 0.0105 | 95-183 | SIAH, seven in absentia homolog |
| 8364.ENSXETP00000055430 | 0.000242 | 12-63 | SIAH, seven in absentia homolog |
| | 0.0333 | 86-130 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000007653 | 0.00915 | 59-125 | SIAH, seven in absentia homolog |
| | 0.0196 | 12-60 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000009523 | 0.0203 | 8-67 | SIAH, seven in absentia homolog |
| 9031.ENSGALP00000038156 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000007602 | 0.0569 | 60-127 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000016035 | 0.00464 | 70-159 | SIAH, seven in absentia homolog |
| 9258.ENSOANP00000026143 | 0.0445 | 35-63 | MATH domain |
| 9258.ENSOANP00000028670 | 0.00959 | 291-320 | MATH domain |
| 9361.ENSDNOP00000001764 | 0.0523 | 61-125 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000001908 | 0.0017 | 126-211 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000014556 | 0.000719 | 72-132 | SIAH, seven in absentia homolog |
| 9361.ENSDNOP00000014839 | 0.000163 | 7-58 | SIAH, seven in absentia homolog |
| | 0.000915 | 82-172 | SIAH, seven in absentia homolog |
| 94122.Shewana3_2776 | 0.00229 | 69-126 | MATH domain |
| 9544.ENSMMUP00000012556 | 0.000124 | 8-61 | SIAH, seven in absentia homolog |
| 9544.ENSMMUP00000032283 | 0.032 | 99-179 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000009285 | 0.00209 | 13-60 | SIAH, seven in absentia homolog |
| 9598.ENSPTRP00000014427 | 0.0163 | 99-188 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000008622 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| 9600.ENSPPYP00000008872 | 0.0248 | 8-64 | SIAH, seven in absentia homolog |
| 9606.ENSP00000326095 | 0.0163 | 99-188 | SIAH, seven in absentia homolog |
| 9606.ENSP00000354822 | 0.0105 | 8-66 | SIAH, seven in absentia homolog |
| 9615.ENSCAFP00000032082 | 0.00124 | 13-60 | SIAH, seven in absentia homolog |
| 9685.ENSFCAP00000002764 | 0.0543 | 23-66 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000010692 | 0.00425 | 47-138 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000018634 | 0.0131 | 13-60 | SIAH, seven in absentia homolog |
| 9796.ENSECAP00000022521 | 0.00543 | 8-65 | SIAH, seven in absentia homolog |
| | 0.0307 | 59-130 | SIAH, seven in absentia homolog |
| 9913.ENSBTAP00000004861 | 0.0271 | 27-53 | MATH domain |
| 9913.ENSBTAP00000015077 | 0.00053 | 8-55 | SIAH, seven in absentia homolog |
| | 0.0051 | 57-130 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000005672 | 0.0053 | 80-160 | SIAH, seven in absentia homolog |
| 9986.ENSOCUP00000006561 | 0.0034 | 13-59 | SIAH, seven in absentia homolog |
| | 0.0255 | 61-124 | SIAH, seven in absentia homolog |
