| Sequence ID | Evalue | Region | Family |
|---|
| A0A010QNS3 | 0.0000000248 | 142-186 | SIAH, seven in absentia homolog |
| | 0.0000288 | 255-285 | SIAH, seven in absentia homolog |
| | 0.0137 | 203-254 | SIAH, seven in absentia homolog |
| A0A010RW34 | 3.92e-23 | 63-172 | MATH domain |
| A0A015IER9 | 0.0000000015 | 9-130 | MATH domain |
| A0A015IWH9 | 2.01e-24 | 13-151 | MATH domain |
| A0A015IYI4 | 0.0000000000164 | 51-218 | MATH domain |
| A0A015JE07 | 1.37e-27 | 13-153 | MATH domain |
| A0A015JEE0 | 1.64e-25 | 18-155 | MATH domain |
| A0A015JEN8 | 0.00000131 | 48-167 | MATH domain |
| A0A015JIR8 | 1.08e-25 | 35-172 | MATH domain |
| A0A015JJC5 | 0.000000242 | 9-136 | MATH domain |
| A0A015JQN8 | 0.0000719 | 21-125 | MATH domain |
| A0A015JQP8 | 0.0000131 | 82-179 | MATH domain |
| A0A015JWH4 | 0.0000000000132 | 18-185 | MATH domain |
| A0A015JXT1 | 0.000000000000828 | 27-160 | MATH domain |
| A0A015JY49 | 0.000000000124 | 79-141 | SIAH, seven in absentia homolog |
| | 0.0000000163 | 167-230 | SIAH, seven in absentia homolog |
| A0A015K0M5 | 0.0000000116 | 28-188 | MATH domain |
| A0A015K3B1 | 0.00000000000128 | 7-158 | MATH domain |
| A0A015KBB3 | 0.0000948 | 7-112 | MATH domain |
| A0A015KNK8 | 0.00000278 | 12-124 | MATH domain |
| A0A015L625 | 0.0000000000132 | 21-155 | MATH domain |
| A0A015L6T2 | 0.0000000997 | 14-133 | MATH domain |
| A0A015LAM8 | 0.0000000676 | 20-132 | MATH domain |
| A0A015LJT5 | 0.000000157 | 49-152 | MATH domain |
| A0A015LVX5 | 0.000000589 | 9-108 | MATH domain |
| A0A015MYY0 | 0.0000000602 | 184-259 | SIAH, seven in absentia homolog |
| | 0.00000981 | 134-188 | SIAH, seven in absentia homolog |
| | 0.0497 | 91-127 | SIAH, seven in absentia homolog |
| A0A015NAP2 | 0.00000441 | 112-190 | MATH domain |
| A0A015NJW0 | 0.000000000719 | 4-128 | MATH domain |
| A0A016RU10 | 1.49e-44 | 100-241 | MATH domain |
| A0A016SCL9 | 1.19e-24 | 72-203 | MATH domain |
| A0A016SRH7 | 1.8e-23 | 149-289 | MATH domain |
| A0A016SRI1 | 9.48e-23 | 191-330 | MATH domain |
| A0A016SRX1 | 8.99e-23 | 150-289 | MATH domain |
| A0A016SS18 | 8.99e-23 | 150-289 | MATH domain |
| A0A016SS65 | 9.48e-23 | 191-330 | MATH domain |
| A0A016TDM3 | 3.11e-19 | 90-236 | MATH domain |
| A0A016TDS4 | 2.45e-19 | 45-189 | MATH domain |
| A0A016U641 | 9.32e-18 | 6-134 | MATH domain |
| A0A016U6J9 | 9.97e-18 | 6-134 | MATH domain |
| A0A016UKD0 | 0.0000105 | 366-474 | MATH domain |
| A0A016UKU2 | 0.00000915 | 324-432 | MATH domain |
| A0A016ULQ3 | 0.0000085 | 317-425 | MATH domain |
| A0A016UM01 | 1.34e-19 | 60-197 | MATH domain |
| A0A016UWJ4 | 0.0000000000229 | 77-171 | MATH domain |
| A0A016VM62 | 1.18e-21 | 21-117 | MATH domain |
| A0A016W816 | 5.4e-18 | 138-270 | MATH domain |
| A0A016W943 | 5.72e-21 | 101-235 | MATH domain |
| A0A016W9R3 | 7.03e-21 | 101-235 | MATH domain |
| A0A016WJX1 | 1.24e-25 | 31-155 | SIAH, seven in absentia homolog |
| A0A016WKF4 | 9.81e-44 | 174-381 | SIAH, seven in absentia homolog |
| A0A016WM80 | 2.42e-19 | 174-239 | SIAH, seven in absentia homolog |
| A0A016WX53 | 4.41e-21 | 39-173 | MATH domain |
| A0A017S1C3 | 2.06e-17 | 68-129,193-269 | MATH domain |
| A0A017SJZ4 | 0.00000000124 | 101-179 | SIAH, seven in absentia homolog |
| | 0.0000000301 | 189-246 | SIAH, seven in absentia homolog |
| A0A017SPI2 | 2.45e-24 | 16-156 | MATH domain |
| A0A022PPD4 | 7.68e-41 | 60-192 | MATH domain |
| A0A022PSF2 | 0.00000000000000932 | 98-178 | MATH domain |
| | 0.0000000000018 | 195-313 | MATH domain |
| A0A022PSR6 | 3.11e-31 | 70-204 | MATH domain |
| | 0.000000000245 | 222-297 | MATH domain |
| A0A022PSU1 | 1.8e-35 | 8-148 | MATH domain |
| | 1.34e-24 | 165-293 | MATH domain |
| A0A022PT09 | 3.11e-30 | 18-154 | MATH domain |
| | 1.52e-25 | 171-304 | MATH domain |
| A0A022PT71 | 0.00000000000164 | 56-183 | MATH domain |
| | 0.000000343 | 2-41 | MATH domain |
| A0A022PV86 | 6.21e-32 | 10-146 | MATH domain |
| | 0.000000000605 | 163-237 | MATH domain |
| A0A022PWH0 | 6.7e-33 | 8-142 | MATH domain |
| | 0.00000000000000196 | 164-190,219-308 | MATH domain |
| A0A022PWH2 | 1.5e-39 | 52-188 | MATH domain |
| A0A022PWS5 | 6.05e-25 | 5-141 | MATH domain |
| | 0.000154 | 156-214 | MATH domain |
| A0A022PWT2 | 2.45e-33 | 21-160 | MATH domain |
| A0A022PZ05 | 1.96e-36 | 20-159 | MATH domain |
| | 5.56e-29 | 174-307 | MATH domain |
| A0A022PZC9 | 1.64e-30 | 34-172 | MATH domain |
| | 4.09e-27 | 374-505 | MATH domain |
| | 4.74e-20 | 202-348 | MATH domain |
| | 4.25e-18 | 532-656 | MATH domain |
| A0A022PZJ2 | 3.4e-49 | 112-304 | SIAH, seven in absentia homolog |
| A0A022Q0C5 | 1.64e-33 | 21-160 | MATH domain |
| A0A022Q174 | 0.000000000229 | 52-98 | MATH domain |
| A0A022Q2Q1 | 1.96e-21 | 20-141 | MATH domain |
| A0A022Q3C6 | 1.39e-33 | 13-153 | MATH domain |
| | 5.56e-25 | 174-299 | MATH domain |
| A0A022Q3R1 | 9.16e-31 | 10-142 | MATH domain |
| | 0.00000000000507 | 158-259 | MATH domain |
| A0A022Q4J1 | 0.000049 | 200-296 | SIAH, seven in absentia homolog |
| A0A022Q6D8 | 8.67e-30 | 3-131 | MATH domain |
| | 3.92e-25 | 145-261 | MATH domain |
| A0A022Q6X4 | 0.00000000000000134 | 18-135 | MATH domain |
| A0A022Q7C3 | 6.21e-27 | 14-138 | MATH domain |
| A0A022Q951 | 1.24e-49 | 59-251 | SIAH, seven in absentia homolog |
| A0A022Q9E6 | 3.92e-36 | 10-148 | MATH domain |
| | 8.5e-31 | 163-297 | MATH domain |
| A0A022QA38 | 3.11e-20 | 116-214 | MATH domain |
| | 1.8e-19 | 7-100 | MATH domain |
| A0A022QA44 | 4.41e-30 | 10-143 | MATH domain |
| | 1.8e-27 | 159-282 | MATH domain |
| A0A022QA54 | 3.11e-21 | 6-130 | MATH domain |
| A0A022QA58 | 1.05e-30 | 24-158 | MATH domain |
| | 0.00000106 | 164-209 | MATH domain |
| A0A022QA63 | 4.74e-28 | 24-148 | MATH domain |
| A0A022QA69 | 0.0000000000392 | 85-156 | MATH domain |
| | 0.0000000349 | 8-69 | MATH domain |
| A0A022QA79 | 2.13e-26 | 6-151 | MATH domain |
| A0A022QA82 | 4.91e-22 | 6-135 | MATH domain |
| | 0.0768 | 150-179 | MATH domain |
| A0A022QA86 | 0.000000000000139 | 3-86 | MATH domain |
| | 0.00000000000213 | 102-161 | MATH domain |
| A0A022QAE9 | 1.64e-25 | 31-164 | MATH domain |
| A0A022QC78 | 3.43e-18 | 2-90 | MATH domain |
| A0A022QC83 | 5.72e-28 | 18-151 | MATH domain |
| | 0.000000000000164 | 166-253 | MATH domain |
| A0A022QC88 | 2.78e-22 | 6-131 | MATH domain |
| | 0.00834 | 146-175 | MATH domain |
| A0A022QC91 | 7.68e-21 | 6-117 | MATH domain |
| A0A022QC96 | 0.0000000000000392 | 6-109 | MATH domain |
| | 0.0164 | 124-153 | MATH domain |
| A0A022QCA1 | 8.99e-20 | 131-231 | MATH domain |
| | 8.01e-19 | 10-116 | MATH domain |
| A0A022QCA6 | 0.00000000000000136 | 43-128 | MATH domain |
| | 0.00262 | 2-26 | MATH domain |
| A0A022QCC0 | 0.00000000000000654 | 136-224 | MATH domain |
| | 0.000000000000196 | 7-127 | MATH domain |
| A0A022QCC5 | 1.64e-25 | 10-137 | MATH domain |
| | 0.000000000376 | 153-233 | MATH domain |
| A0A022QCD1 | 4.91e-22 | 6-134 | MATH domain |
| A0A022QD54 | 6.54e-22 | 6-132 | MATH domain |
| A0A022QD59 | 2.29e-20 | 117-212 | MATH domain |
| | 9.48e-18 | 12-117 | MATH domain |
| A0A022QD63 | 2.45e-23 | 6-130 | MATH domain |
| A0A022QD66 | 8.83e-18 | 71-163 | MATH domain |
| | 0.000000000458 | 12-56 | MATH domain |
| A0A022QD70 | 1.62e-22 | 6-131 | MATH domain |
| A0A022QD75 | 1.8e-19 | 96-195 | MATH domain |
| | 0.0000000000000018 | 8-81 | MATH domain |
| A0A022QD79 | 0.000000000000556 | 141-226 | MATH domain |
| | 0.000000000116 | 24-122 | MATH domain |
| A0A022QD82 | 0.000085 | 17-43 | MATH domain |
| | 0.0213 | 58-87 | MATH domain |
| A0A022QD84 | 4.09e-26 | 97-220 | MATH domain |
| | 3.6e-16 | 8-80 | MATH domain |
| A0A022QD89 | 1.8e-30 | 24-158 | MATH domain |
| | 0.00000018 | 174-215 | MATH domain |
| A0A022QD96 | 2.45e-31 | 24-157 | MATH domain |
| | 0.0000000000106 | 174-225 | MATH domain |
| A0A022QD98 | 1.14e-28 | 6-141 | MATH domain |
| A0A022QE68 | 1.8e-19 | 6-134 | MATH domain |
| A0A022QE70 | 8.83e-21 | 6-133 | MATH domain |
| A0A022QE74 | 1.46e-19 | 115-212 | MATH domain |
| | 1.64e-19 | 1-100 | MATH domain |
| A0A022QE78 | 6.87e-28 | 98-220 | MATH domain |
| | 0.000000000000687 | 8-81 | MATH domain |
| A0A022QE82 | 5.23e-21 | 140-239 | MATH domain |
| | 0.00000000000018 | 8-125 | MATH domain |
| A0A022QE85 | 1.06e-21 | 86-186 | MATH domain |
| | 0.00000054 | 8-71 | MATH domain |
| A0A022QE89 | 2.13e-28 | 6-141 | MATH domain |
| A0A022QE93 | 1.41e-27 | 10-143 | MATH domain |
| | 7.36e-22 | 160-274 | MATH domain |
| A0A022QE97 | 9.81e-20 | 115-251 | MATH domain |
| | 9.81e-19 | 1-100 | MATH domain |
| A0A022QEA1 | 7.68e-25 | 24-149 | MATH domain |
| | 0.00159 | 198-243 | MATH domain |
| A0A022QEA5 | 4.09e-16 | 6-138 | MATH domain |
| A0A022QEA9 | 8.67e-16 | 8-81 | MATH domain |
| | 0.0000000103 | 84-132 | MATH domain |
| A0A022QGA8 | 7.36e-23 | 6-130 | MATH domain |
| A0A022QGB2 | 1.03e-28 | 24-158 | MATH domain |
| | 0.000000589 | 159-201 | MATH domain |
| A0A022QGB6 | 0.00000000000128 | 6-109 | MATH domain |
| A0A022QGB9 | 1.34e-19 | 101-195 | MATH domain |
| | 0.000000000294 | 13-95 | MATH domain |
| A0A022QGD3 | 1.1e-22 | 6-155 | MATH domain |
| | 0.0409 | 166-196 | MATH domain |
| A0A022QGD8 | 3.43e-22 | 24-176 | MATH domain |
| | 0.000000719 | 220-263 | MATH domain |
| A0A022QGE2 | 2.45e-21 | 6-138 | MATH domain |
| A0A022QGE8 | 2.62e-24 | 11-145 | MATH domain |
| | 2.29e-18 | 160-258 | MATH domain |
| A0A022QGF3 | 6.21e-21 | 7-100 | MATH domain |
| | 0.054 | 115-144 | MATH domain |
| A0A022QGF8 | 9.48e-23 | 24-164 | MATH domain |
| | 0.00000000000137 | 180-265 | MATH domain |
| A0A022QGG3 | 1.16e-28 | 12-144 | MATH domain |
| A0A022QGG9 | 2.13e-16 | 96-188 | MATH domain |
| | 0.0000000000000018 | 8-81 | MATH domain |
| A0A022QJD9 | 4.74e-33 | 5-145 | MATH domain |
| | 8.67e-20 | 165-279 | MATH domain |
| A0A022QLI8 | 5.72e-21 | 2-136 | MATH domain |
| A0A022QLJ6 | 4.09e-22 | 6-108 | MATH domain |
| | 3.43e-18 | 122-228 | MATH domain |
| A0A022QQ48 | 2.45e-32 | 9-142 | MATH domain |
| | 5.4e-32 | 161-290 | MATH domain |
| A0A022QQQ4 | 5.4e-35 | 10-146 | MATH domain |
| | 1.54e-22 | 166-299 | MATH domain |
| A0A022QU33 | 0.00000183 | 442-553 | MATH domain |
| A0A022QU68 | 0.0000000000000121 | 25-85 | MATH domain |
| A0A022QVM3 | 5.72e-32 | 20-153 | MATH domain |
| | 4.91e-21 | 166-269 | MATH domain |
| A0A022QZE8 | 2.78e-32 | 67-194 | MATH domain |
| A0A022R0B9 | 1.37e-49 | 107-299 | SIAH, seven in absentia homolog |
| A0A022R607 | 7.68e-34 | 156-296 | MATH domain |
| | 0.00000000392 | 320-367 | MATH domain |
| A0A022R6B2 | 1.03e-39 | 49-180 | MATH domain |
| A0A022R700 | 1.06e-39 | 49-180 | MATH domain |
| A0A022R8L3 | 1.55e-33 | 8-146 | MATH domain |
| | 5.4e-19 | 155-256 | MATH domain |
| A0A022R9U7 | 1.96e-33 | 64-201 | MATH domain |
| | 3.76e-18 | 223-330 | MATH domain |
| A0A022RAE8 | 6.21e-22 | 10-125 | MATH domain |
| | 0.00000000000000687 | 142-170,197-266 | MATH domain |
| A0A022RB68 | 2.29e-25 | 10-144 | MATH domain |
| A0A022RBE1 | 5.72e-30 | 7-145 | MATH domain |
| | 0.000000000000262 | 161-239 | MATH domain |
| A0A022RCW6 | 5.56e-31 | 25-161 | MATH domain |
| | 1.03e-16 | 178-266 | MATH domain |
| A0A022RD45 | 2.16e-46 | 113-305 | SIAH, seven in absentia homolog |
| A0A022RES8 | 1.36e-38 | 54-187 | MATH domain |
| A0A022REV7 | 0.000000203 | 157-274 | MATH domain |
| A0A022RF95 | 4.84e-48 | 106-298 | SIAH, seven in absentia homolog |
| A0A022RH51 | 0.000000000000196 | 7-82 | MATH domain |
| | 0.0106 | 84-166 | MATH domain |
| A0A022RJ20 | 6.54e-44 | 106-298 | SIAH, seven in absentia homolog |
| A0A022RJ23 | 1.01e-31 | 10-148 | MATH domain |
| | 2.29e-26 | 161-291 | MATH domain |
| A0A022RJ27 | 4.58e-30 | 15-150 | MATH domain |
| | 7.36e-16 | 174-284 | MATH domain |
| A0A022RJK1 | 1.52e-33 | 69-205 | MATH domain |
| | 0.000719 | 214-264 | MATH domain |
| A0A022RK12 | 7.85e-44 | 110-301 | SIAH, seven in absentia homolog |
| A0A022RKP4 | 2.45e-23 | 7-142 | MATH domain |
| | 1.19e-20 | 157-256 | MATH domain |
| A0A022RKP7 | 4.25e-30 | 121-250 | MATH domain |
| | 5.89e-24 | 2-104 | MATH domain |
| A0A022RKQ2 | 2.94e-33 | 188-317 | MATH domain |
| | 2.13e-32 | 34-171 | MATH domain |
| A0A022RKQ6 | 7.03e-29 | 121-250 | MATH domain |
| | 3.6e-25 | 2-104 | MATH domain |
| A0A022RKR1 | 1.64e-31 | 11-144 | MATH domain |
| | 1.29e-29 | 160-283 | MATH domain |
| A0A022RKR6 | 2.29e-33 | 20-159 | MATH domain |
| | 1.08e-23 | 175-297 | MATH domain |
| A0A022RKR9 | 1.39e-29 | 162-283 | MATH domain |
| | 1.14e-27 | 8-147 | MATH domain |
| A0A022RKS4 | 4.91e-22 | 54-161 | MATH domain |
| | 0.0000036 | 182-228 | MATH domain |
| A0A022RKS9 | 7.68e-28 | 120-253 | MATH domain |
| | 4.74e-22 | 1-104 | MATH domain |
| A0A022RKV1 | 2.94e-20 | 2-104 | MATH domain |
| | 0.0000000343 | 123-203 | MATH domain |
| A0A022RKV6 | 2.62e-18 | 87-193 | MATH domain |
| | 0.0162 | 8-43 | MATH domain |
| A0A022RKY3 | 9.65e-30 | 10-147 | MATH domain |
| | 0.0000000000523 | 164-265 | MATH domain |
| A0A022RLP6 | 1.7e-39 | 72-228 | SIAH, seven in absentia homolog |
| A0A022RLS7 | 0.00000000111 | 3-47 | MATH domain |
| | 0.000000458 | 59-109 | MATH domain |
| A0A022RLT0 | 1.23e-32 | 34-171 | MATH domain |
| | 4.91e-30 | 188-317 | MATH domain |
| A0A022RLT1 | 1.8e-33 | 35-172 | MATH domain |
| | 1.96e-32 | 189-317 | MATH domain |
| A0A022RLT4 | 2.62e-21 | 11-123 | MATH domain |
| | 5.89e-19 | 140-262 | MATH domain |
| A0A022RLT7 | 7.36e-33 | 7-145 | MATH domain |
| | 1.28e-29 | 161-285 | MATH domain |
| A0A022RLT9 | 8.34e-34 | 7-147 | MATH domain |
| | 0.000000294 | 162-216 | MATH domain |
| A0A022RLU2 | 1.8e-26 | 160-284 | MATH domain |
| | 5.56e-26 | 14-142 | MATH domain |
| A0A022RLU4 | 5.07e-29 | 8-146 | MATH domain |
| | 0.000000000000245 | 162-215 | MATH domain |
| A0A022RM13 | 1.62e-29 | 73-192 | MATH domain |
| | 0.0000000000124 | 4-69 | MATH domain |
| A0A022RM16 | 7.52e-18 | 6-92 | MATH domain |
| A0A022RM25 | 1.1e-26 | 136-261 | MATH domain |
| | 2.78e-18 | 19-122 | MATH domain |
| A0A022RM27 | 4.09e-29 | 66-187 | MATH domain |
| | 0.00000000294 | 3-47 | MATH domain |
| A0A022RM32 | 3.43e-33 | 160-282 | MATH domain |
| | 1.41e-31 | 7-143 | MATH domain |
| A0A022RM39 | 0.000000000327 | 8-59 | MATH domain |
| A0A022RM46 | 3.43e-32 | 8-145 | MATH domain |
| | 1.8e-26 | 160-293 | MATH domain |
| A0A022RM52 | 4.91e-34 | 10-150 | MATH domain |
| | 1.64e-17 | 165-288 | MATH domain |
| A0A022RMB3 | 1.64e-29 | 7-144 | MATH domain |
| | 0.0000000000458 | 161-266 | MATH domain |
| A0A022RMC3 | 7.03e-25 | 22-161 | MATH domain |
| | 1.34e-19 | 178-299 | MATH domain |
| A0A022RMI9 | 1.16e-29 | 10-143 | MATH domain |
| | 1.96e-21 | 160-258 | MATH domain |
| A0A022RMK4 | 1.24e-29 | 8-142 | MATH domain |
| | 1.8e-27 | 162-285 | MATH domain |
| A0A022RMK8 | 1.06e-31 | 6-139 | MATH domain |
| | 7.52e-19 | 153-296 | MATH domain |
| A0A022RML6 | 1.21e-33 | 180-301 | MATH domain |
| | 3.43e-20 | 8-161 | MATH domain |
| A0A022RML9 | 1.96e-23 | 101-203 | MATH domain |
| | 0.000000000000916 | 12-84 | MATH domain |
| A0A022RMM4 | 3.11e-32 | 8-139 | MATH domain |
| | 0.000458 | 155-232 | MATH domain |
| A0A022RMP4 | 2.29e-17 | 96-202 | MATH domain |
| | 0.00000000000137 | 7-79 | MATH domain |
| A0A022RMT2 | 2.29e-19 | 54-171 | MATH domain |
| | 0.00000085 | 2-46 | MATH domain |
| A0A022RMX9 | 1.05e-23 | 40-201 | SIAH, seven in absentia homolog |
| A0A022RN89 | 6.87e-21 | 7-129 | MATH domain |
| | 0.0000000000768 | 145-216 | MATH domain |
| A0A022RND4 | 1.83e-24 | 431-591 | SIAH, seven in absentia homolog |
| A0A022RNU5 | 1.63e-43 | 105-292 | SIAH, seven in absentia homolog |
| A0A022RPZ5 | 1.96e-31 | 7-145 | MATH domain |
| | 4.09e-19 | 162-265 | MATH domain |
| A0A022RQ01 | 1.23e-33 | 64-193 | MATH domain |
| | 0.00000000018 | 3-47 | MATH domain |
| A0A022RQ06 | 0.00000000752 | 3-47 | MATH domain |
| | 0.000000141 | 49-113 | MATH domain |
| A0A022RQ10 | 8.34e-31 | 7-143 | MATH domain |
| | 5.07e-27 | 161-290 | MATH domain |
| A0A022RQ16 | 6.54e-34 | 8-147 | MATH domain |
| | 1.14e-29 | 163-286 | MATH domain |
| A0A022RQ20 | 5.4e-34 | 20-157 | MATH domain |
| | 1.18e-25 | 173-275 | MATH domain |
| A0A022RQ25 | 8.99e-33 | 8-147 | MATH domain |
| | 8.18e-30 | 162-286 | MATH domain |
| A0A022RQ30 | 2.78e-28 | 145-263 | MATH domain |
| | 2.13e-20 | 9-130 | MATH domain |
| A0A022RQ35 | 8.34e-31 | 7-145 | MATH domain |
| | 0.0000000523 | 177-220 | MATH domain |
| A0A022RQ85 | 6.05e-23 | 7-137 | MATH domain |
| | 7.36e-20 | 154-276 | MATH domain |
| A0A022RRS5 | 4.74e-31 | 213-341 | MATH domain |
| | 5.07e-31 | 56-196 | MATH domain |
| A0A022RT01 | 0.0000497 | 411-462 | SIAH, seven in absentia homolog |
| A0A022RU08 | 0.0000000011 | 4-40 | MATH domain |
| A0A022RVJ7 | 6.08e-47 | 113-305 | SIAH, seven in absentia homolog |
| A0A022RXS7 | 7.68e-23 | 5-156 | MATH domain |
| A0A022RYU3 | 4.91e-19 | 140-252 | MATH domain |
| | 9.81e-19 | 15-119 | MATH domain |
| A0A022S047 | 1.7e-24 | 193-371 | SIAH, seven in absentia homolog |
| A0A022S2K0 | 4.58e-36 | 25-164 | MATH domain |
| A0A022S3U6 | 3.92e-36 | 34-173 | MATH domain |
| A0A022VT57 | 3.6e-17 | 43-181 | MATH domain |
| A0A022VU68 | 0.00000000157 | 97-167 | SIAH, seven in absentia homolog |
| | 0.000262 | 186-240 | SIAH, seven in absentia homolog |
| A0A022W1V0 | 8.22e-17 | 258-319,400-479 | MATH domain |
| A0A022W2G5 | 1.03e-16 | 258-319,400-479 | MATH domain |
| A0A022XIM3 | 3.6e-17 | 43-181 | MATH domain |
| A0A022XKA6 | 0.00000000157 | 97-167 | SIAH, seven in absentia homolog |
| | 0.000262 | 186-240 | SIAH, seven in absentia homolog |
| A0A022XRM1 | 8.22e-17 | 258-319,400-479 | MATH domain |
| A0A022XS81 | 1.03e-16 | 258-319,400-479 | MATH domain |
| A0A023AY86 | 3.11e-19 | 13-159 | MATH domain |
| A0A023B2U9 | 0.00000000000000142 | 20-161 | MATH domain |
| A0A023EI64 | 3.11e-22 | 56-185 | MATH domain |
| A0A023ENJ2 | 2.42e-61 | 96-283 | SIAH, seven in absentia homolog |
| A0A023EQZ3 | 0.0000000283 | 24-142 | MATH domain |
| A0A023ERL4 | 1.8e-19 | 162-292 | MATH domain |
| | 0.00000000000036 | 12-106 | MATH domain |
| | 0.0000000000147 | 318-388 | MATH domain |
| A0A023ERQ1 | 0.00000000149 | 36-167 | MATH domain |
| A0A023ETK2 | 0.00000000000000106 | 325-443 | MATH domain |
| | 0.000000000818 | 196-279 | MATH domain |
| A0A023EUQ1 | 0.0000000000124 | 223-294 | SIAH, seven in absentia homolog |
| A0A023EUY8 | 0.0000000000294 | 636-725 | MATH domain |
| | 0.00000458 | 484-593 | MATH domain |
| A0A023EX94 | 3.11e-24 | 66-199 | MATH domain |
| A0A023EYV6 | 2.4e-25 | 241-386 | MATH domain |
| A0A023F0B4 | 0.0000248 | 38-77 | SIAH, seven in absentia homolog |
| A0A023F294 | 1.37e-22 | 282-407 | MATH domain |
| A0A023F463 | 3.6e-27 | 54-187 | MATH domain |
| A0A023F4I8 | 7.52e-43 | 248-399 | MATH domain |
| | 0.0000000000222 | 20-84 | SIAH, seven in absentia homolog |
| | 0.00000235 | 132-229 | SIAH, seven in absentia homolog |
| | 0.000288 | 81-133 | SIAH, seven in absentia homolog |
| A0A023F576 | 0.0000000000301 | 77-147 | SIAH, seven in absentia homolog |
| A0A023F6K5 | 8.34e-31 | 6-136 | MATH domain |
| A0A023F932 | 8.5e-56 | 139-326 | SIAH, seven in absentia homolog |
| A0A023FB09 | 7.68e-47 | 29-170 | MATH domain |
| A0A023FCE3 | 0.000000605 | 5-86 | MATH domain |
| A0A023FIP5 | 0.000000000785 | 6-138 | SIAH, seven in absentia homolog |
| A0A023FLL3 | 0.000000000517 | 175-226 | SIAH, seven in absentia homolog |
| | 0.000255 | 122-179 | SIAH, seven in absentia homolog |
| | 0.0163 | 94-123 | SIAH, seven in absentia homolog |
| A0A023FNU5 | 0.00000207 | 144-234 | MATH domain |
| A0A023G4H3 | 0.0000000118 | 122-158 | SIAH, seven in absentia homolog |
| | 0.000386 | 55-111 | SIAH, seven in absentia homolog |
| | 0.000418 | 26-59 | SIAH, seven in absentia homolog |
| A0A023G5W7 | 0.00000000194 | 15-148 | MATH domain |
| A0A023G6C4 | 0.00000000327 | 6-150 | MATH domain |
| A0A023G6F7 | 0.00000229 | 96-146 | SIAH, seven in absentia homolog |
| A0A023G704 | 0.0000000632 | 1-137 | MATH domain |
| A0A023G728 | 0.0000000327 | 25-159 | MATH domain |
| A0A023G778 | 0.00000000589 | 159-292 | MATH domain |
| A0A023G7E7 | 0.00000000507 | 77-185 | MATH domain |
| A0A023G7J8 | 0.000000166 | 230-366 | MATH domain |
| | 0.000471 | 1-60 | SIAH, seven in absentia homolog |
| A0A023G7R9 | 0.0000000111 | 93-155 | SIAH, seven in absentia homolog |
| | 0.000392 | 321-441 | MATH domain |
| A0A023G7T4 | 0.0000000741 | 345-473 | MATH domain |
| | 0.000000785 | 96-155 | SIAH, seven in absentia homolog |
| A0A023G7W2 | 0.0000000131 | 96-171 | SIAH, seven in absentia homolog |
| A0A023G8N7 | 0.0000157 | 210-331 | MATH domain |
| | 0.00144 | 38-95 | SIAH, seven in absentia homolog |
| A0A023G8V9 | 0.0000000305 | 333-465 | MATH domain |
| | 0.000124 | 97-149 | SIAH, seven in absentia homolog |
| A0A023G8W0 | 0.000000205 | 282-391 | MATH domain |
| | 0.0000157 | 26-84 | SIAH, seven in absentia homolog |
| A0A023G8W3 | 0.00000719 | 96-154 | SIAH, seven in absentia homolog |
| | 0.000214 | 384-473 | MATH domain |
| A0A023G8Z6 | 0.00000000305 | 323-429 | MATH domain |
| | 0.000216 | 65-117 | SIAH, seven in absentia homolog |
| A0A023GAC8 | 0.000000000632 | 26-156 | MATH domain |
| A0A023GAT0 | 0.00000012 | 68-204 | MATH domain |
| A0A023GB97 | 0.000001 | 304-391 | MATH domain |
| | 0.0015 | 2-60 | SIAH, seven in absentia homolog |
| A0A023GBC9 | 0.0000205 | 298-430 | MATH domain |
| | 0.00183 | 90-172 | SIAH, seven in absentia homolog |
| A0A023GBX6 | 0.000000017 | 100-187 | SIAH, seven in absentia homolog |
| A0A023GBZ9 | 0.0000163 | 92-171 | SIAH, seven in absentia homolog |
| | 0.000458 | 306-396 | MATH domain |
| A0A023GC22 | 0.0000414 | 323-411 | MATH domain |
| | 0.00019 | 96-147 | SIAH, seven in absentia homolog |
| A0A023GFZ8 | 1.57e-28 | 180-311 | MATH domain |
| A0A023GIE5 | 0.0000000654 | 177-227 | SIAH, seven in absentia homolog |
| | 0.000575 | 124-180 | SIAH, seven in absentia homolog |
| | 0.00608 | 95-126 | SIAH, seven in absentia homolog |
| A0A023GJ41 | 0.00000000235 | 137-201 | SIAH, seven in absentia homolog |
| A0A023GJ92 | 2.78e-46 | 30-171 | MATH domain |
| A0A023HJ59 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| A0A023ZS55 | 6.41e-51 | 47-239 | SIAH, seven in absentia homolog |
| A0A024D9V7 | 7.03e-51 | 414-561 | MATH domain |
| | 0.00000000000000719 | 102-163 | SIAH, seven in absentia homolog |
| | 0.000000333 | 203-267 | SIAH, seven in absentia homolog |
| A0A024GGV3 | 0.0000504 | 189-220 | SIAH, seven in absentia homolog |
| A0A024GTE2 | 0.00000163 | 727-785 | SIAH, seven in absentia homolog |
| A0A024GTM0 | 0.00000203 | 747-804 | SIAH, seven in absentia homolog |
| A0A024QZ19 | 3.27e-46 | 314-473 | MATH domain |
| | 5.04e-17 | 201-319 | SIAH, seven in absentia homolog |
| | 1.86e-16 | 86-151 | SIAH, seven in absentia homolog |
| A0A024QZ59 | 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 |
| A0A024R6N1 | 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 |
| A0A024R8H5 | 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 |
| A0A024RB33 | 0.000000000118 | 78-142 | SIAH, seven in absentia homolog |
| A0A024RY27 | 1.13e-25 | 75-214 | MATH domain |
| A0A024SA10 | 0.00000353 | 233-283 | SIAH, seven in absentia homolog |
| A0A024TLZ8 | 0.00000131 | 1177-1230 | SIAH, seven in absentia homolog |
| | 0.0000366 | 1262-1316 | SIAH, seven in absentia homolog |
| A0A024TYG0 | 0.00000000000000932 | 199-323 | MATH domain |
| A0A024U3S6 | 0.0000621 | 244-299 | SIAH, seven in absentia homolog |
| A0A024UIN8 | 0.000000981 | 1066-1155 | SIAH, seven in absentia homolog |
| | 0.00000248 | 1630-1683 | SIAH, seven in absentia homolog |
| | 0.00000981 | 1516-1609 | SIAH, seven in absentia homolog |
| A0A024UJD4 | 0.00000085 | 869-959 | SIAH, seven in absentia homolog |
| | 0.00000281 | 1434-1487 | SIAH, seven in absentia homolog |
| | 0.0000131 | 2748-2819 | SIAH, seven in absentia homolog |
| | 0.0000438 | 1320-1414 | SIAH, seven in absentia homolog |
| A0A024UJE0 | 0.000000915 | 1066-1155 | SIAH, seven in absentia homolog |
| | 0.00000248 | 1630-1683 | SIAH, seven in absentia homolog |
| | 0.0000288 | 1516-1610 | SIAH, seven in absentia homolog |
| A0A024UL14 | 0.00000085 | 1066-1155 | SIAH, seven in absentia homolog |
| | 0.00000229 | 1630-1683 | SIAH, seven in absentia homolog |
| | 0.00000981 | 1516-1609 | SIAH, seven in absentia homolog |
| A0A024UQC3 | 0.0000608 | 103-134 | SIAH, seven in absentia homolog |
| A0A024V536 | 0.00000343 | 466-550 | MATH domain |
| A0A024V7X3 | 0.000000000000915 | 84-190 | SIAH, seven in absentia homolog |
| A0A024V9N5 | 0.00000327 | 108-239 | MATH domain |
| A0A024VCC2 | 0.0000000000621 | 1327-1459 | MATH domain |
| A0A024VGM6 | 0.00000343 | 466-550 | MATH domain |
| A0A024VQY2 | 0.000000000000915 | 89-195 | SIAH, seven in absentia homolog |
| A0A024VT26 | 0.00000327 | 108-239 | MATH domain |
| A0A024VVD8 | 0.0000000000621 | 1320-1452 | MATH domain |
| A0A024W3G8 | 0.00000343 | 466-550 | MATH domain |
| A0A024W7C8 | 0.000000000000915 | 84-190 | SIAH, seven in absentia homolog |
| A0A024W9E3 | 0.00000213 | 108-239 | MATH domain |
| A0A024WD98 | 0.0000000000507 | 1330-1462 | MATH domain |
| A0A024WNA3 | 0.00000343 | 466-550 | MATH domain |
| A0A024WPJ7 | 0.000000000000915 | 84-190 | SIAH, seven in absentia homolog |
| A0A024WST3 | 0.00000311 | 108-239 | MATH domain |
| A0A024WWT6 | 0.0000000000556 | 1330-1462 | MATH domain |
| A0A024X4Y9 | 0.00000343 | 466-550 | MATH domain |
| A0A024X758 | 0.000000000000915 | 84-190 | SIAH, seven in absentia homolog |
| A0A024XAN4 | 0.00000327 | 108-239 | MATH domain |
| A0A024XCW9 | 0.0000000000621 | 1336-1468 | MATH domain |
| A0A026W0W2 | 0.0000807 | 3-64 | MATH domain |
| A0A026W670 | 0.00000000000768 | 122-175 | MATH domain |
| A0A026WBE8 | 0.000000000000719 | 138-198 | SIAH, seven in absentia homolog |
| A0A026WDT0 | 6.21e-43 | 299-454 | MATH domain |
| | 0.00000000141 | 74-136 | SIAH, seven in absentia homolog |
| | 0.0000000405 | 185-282 | SIAH, seven in absentia homolog |
| | 0.00000719 | 133-186 | SIAH, seven in absentia homolog |
| A0A026WE70 | 1.23e-30 | 205-352 | MATH domain |
| A0A026WG09 | 4.25e-27 | 69-201 | MATH domain |
| A0A026WJH8 | 0.000000000000054 | 152-259 | MATH domain |
| A0A026WJJ4 | 0.000000131 | 277-333 | SIAH, seven in absentia homolog |
| A0A026WL07 | 8.01e-47 | 29-170 | MATH domain |
| A0A026WMF0 | 0.0000000997 | 162-256 | MATH domain |
| A0A026WX55 | 0.0000000015 | 79-149 | SIAH, seven in absentia homolog |
| A0A026X146 | 3.27e-61 | 91-278 | SIAH, seven in absentia homolog |
| A0A034V5G1 | 4.32e-22 | 232-416 | SIAH, seven in absentia homolog |
| A0A034V689 | 1.77e-59 | 218-405 | SIAH, seven in absentia homolog |
| A0A034V863 | 4.05e-22 | 232-416 | SIAH, seven in absentia homolog |
| A0A034VAY2 | 7.36e-42 | 349-499 | MATH domain |
| | 0.000000000425 | 123-187 | SIAH, seven in absentia homolog |
| | 0.000000719 | 237-295 | SIAH, seven in absentia homolog |
| A0A034VFX9 | 4.25e-42 | 230-380 | MATH domain |
| | 0.000000000141 | 4-68 | SIAH, seven in absentia homolog |
| | 0.000000549 | 118-176 | SIAH, seven in absentia homolog |
| A0A034VKF8 | 0.00000000000017 | 220-292 | SIAH, seven in absentia homolog |
| A0A034W315 | 9.48e-29 | 258-396 | MATH domain |
| A0A034W321 | 5.56e-32 | 291-437 | MATH domain |
| | 0.000000000366 | 134-205 | SIAH, seven in absentia homolog |
| A0A034W418 | 1.32e-28 | 328-466 | MATH domain |
| A0A034WAV0 | 0.000000000000654 | 79-151 | SIAH, seven in absentia homolog |
| A0A034WMG0 | 1.29e-20 | 82-206 | MATH domain |
| A0A034WS19 | 0.000000196 | 238-372 | MATH domain |
| A0A044QZ34 | 0.0000288 | 322-430 | MATH domain |
| A0A044R0K6 | 8.01e-17 | 49-180 | MATH domain |
| A0A044RC37 | 1.29e-21 | 143-277 | MATH domain |
| A0A044RF34 | 7.03e-20 | 31-169 | MATH domain |
| A0A044TDU3 | 2.68e-50 | 183-371 | SIAH, seven in absentia homolog |
| A0A044TF86 | 1.42e-22 | 3-136 | MATH domain |
| A0A044TTE1 | 1.5e-24 | 269-401 | MATH domain |
| A0A044UYQ2 | 1.19e-44 | 61-202 | MATH domain |
| A0A044V4B0 | 2.78e-16 | 46-178 | MATH domain |
| A0A044V6I4 | 5.4e-22 | 60-197 | MATH domain |
| A0A058ZU47 | 0.000000000425 | 2-43 | MATH domain |
| A0A058ZVC9 | 0.00000000638 | 16-65 | MATH domain |
| A0A058ZVH3 | 5.56e-25 | 43-175 | MATH domain |
| A0A058ZVK2 | 1.96e-17 | 21-104 | MATH domain |
| A0A058ZVK8 | 1.8e-27 | 184-315 | MATH domain |
| | 3.76e-21 | 30-171 | MATH domain |
| A0A058ZWA8 | 6.05e-21 | 52-134 | MATH domain |
| A0A058ZWJ4 | 4.74e-26 | 65-195 | MATH domain |
| | 0.0000000736 | 6-50 | MATH domain |
| A0A058ZWS8 | 5.4e-24 | 92-218 | MATH domain |
| | 0.000147 | 40-75 | MATH domain |
| A0A058ZXP4 | 7.19e-29 | 10-146 | MATH domain |
| | 5.4e-27 | 161-289 | MATH domain |
| A0A058ZXQ0 | 0.0000000000262 | 7-102 | MATH domain |
| A0A058ZYA3 | 7.52e-22 | 30-163 | MATH domain |
| | 0.0000000000000392 | 183-252 | MATH domain |
| A0A058ZYB3 | 8.67e-34 | 9-149 | MATH domain |
| | 2.62e-20 | 163-290 | MATH domain |
| A0A058ZYD3 | 1.18e-36 | 8-149 | MATH domain |
| | 2.29e-27 | 160-290 | MATH domain |
| A0A058ZYD8 | 1.96e-35 | 21-162 | MATH domain |
| | 4.41e-25 | 173-304 | MATH domain |
| A0A058ZYE4 | 1.41e-23 | 104-228 | MATH domain |
| | 0.0000000000000137 | 19-93 | MATH domain |
| A0A058ZYF0 | 2.29e-35 | 21-162 | MATH domain |
| | 6.05e-22 | 174-304 | MATH domain |
| A0A058ZYF5 | 1.1e-37 | 53-191 | MATH domain |
| | 7.52e-27 | 202-332 | MATH domain |
| A0A058ZZA1 | 2.29e-33 | 21-162 | MATH domain |
| | 7.19e-24 | 173-304 | MATH domain |
| A0A058ZZA8 | 5.89e-31 | 4-133 | MATH domain |
| | 4.74e-26 | 149-276 | MATH domain |
| A0A058ZZB9 | 5.4e-35 | 30-170 | MATH domain |
| | 3.11e-27 | 182-311 | MATH domain |
| A0A058ZZF0 | 7.68e-28 | 27-159 | MATH domain |
| | 5.72e-26 | 177-308 | MATH domain |
| A0A059A0F9 | 2.29e-35 | 30-189 | MATH domain |
| | 1.64e-26 | 200-330 | MATH domain |
| A0A059A0G4 | 7.03e-28 | 106-233 | MATH domain |
| | 8.01e-20 | 4-95 | MATH domain |
| A0A059A0V0 | 4.41e-35 | 24-162 | MATH domain |
| A0A059A217 | 5.07e-39 | 156-289 | MATH domain |
| A0A059A221 | 4.41e-39 | 51-184 | MATH domain |
| A0A059A2W7 | 3.6e-35 | 8-142 | MATH domain |
| A0A059A2X3 | 4.41e-39 | 51-184 | MATH domain |
| A0A059A2Y0 | 4.41e-39 | 51-184 | MATH domain |
| A0A059A343 | 1.64e-38 | 8-142 | MATH domain |
| A0A059A348 | 0.0000000018 | 31-87 | MATH domain |
| A0A059A354 | 4.41e-39 | 51-184 | MATH domain |
| A0A059A362 | 6.38e-35 | 24-162 | MATH domain |
| A0A059A3A5 | 5.07e-37 | 7-137 | MATH domain |
| A0A059A3B0 | 5.56e-30 | 271-395 | MATH domain |
| A0A059A3B4 | 4.41e-39 | 51-184 | MATH domain |
| A0A059A481 | 3.27e-37 | 52-180 | MATH domain |
| A0A059A485 | 4.41e-39 | 51-184 | MATH domain |
| A0A059A603 | 4.09e-35 | 42-175 | MATH domain |
| A0A059A7A1 | 1.01e-34 | 31-170 | MATH domain |
| A0A059AA95 | 2.29e-36 | 24-163 | MATH domain |
| A0A059AB00 | 1.06e-36 | 24-163 | MATH domain |
| A0A059AC53 | 1.64e-37 | 8-142 | MATH domain |
| A0A059ACW0 | 1.06e-34 | 8-136 | MATH domain |
| A0A059AE42 | 1.18e-21 | 177-334 | SIAH, seven in absentia homolog |
| A0A059AN85 | 1.31e-21 | 4-128 | MATH domain |
| | 0.00000103 | 164-196 | MATH domain |
| A0A059B362 | 5.89e-35 | 70-196 | MATH domain |
| A0A059BGK1 | 2.45e-43 | 45-177 | MATH domain |
| A0A059BH66 | 2.94e-26 | 16-154 | MATH domain |
| A0A059BHL4 | 2.45e-43 | 48-180 | MATH domain |
| A0A059BHR4 | 5.07e-35 | 29-167 | MATH domain |
| A0A059BJA5 | 3.86e-47 | 110-302 | SIAH, seven in absentia homolog |
| A0A059BZV8 | 1.24e-50 | 113-305 | SIAH, seven in absentia homolog |
| A0A059C090 | 6.38e-21 | 23-154 | MATH domain |
| | 0.00000000000000213 | 175-295 | MATH domain |
| A0A059C0R2 | 5.82e-51 | 43-235 | SIAH, seven in absentia homolog |
| A0A059CF86 | 1.01e-27 | 36-164 | MATH domain |
| A0A059CF91 | 3.27e-22 | 175-306 | MATH domain |
| | 8.5e-20 | 23-166 | MATH domain |
| A0A059CF95 | 1.06e-28 | 20-157 | MATH domain |
| | 0.0000000000507 | 182-239 | MATH domain |
| A0A059CFI6 | 0.00000000000000621 | 2-100 | MATH domain |
| A0A059CFW6 | 9.16e-20 | 23-166 | MATH domain |
| | 2.62e-19 | 175-314 | MATH domain |
| A0A059CFX1 | 3.76e-30 | 168-299 | MATH domain |
| | 2.78e-29 | 21-155 | MATH domain |
| A0A059CG36 | 8.99e-20 | 23-166 | MATH domain |
| | 6.54e-19 | 175-313 | MATH domain |
| A0A059CG41 | 0.0000000311 | 3-56 | MATH domain |
| A0A059CG44 | 0.0000000000196 | 2-69 | MATH domain |
| A0A059CGS0 | 0.000000000205 | 2-69 | MATH domain |
| A0A059CGS9 | 1.37e-22 | 175-307 | MATH domain |
| | 8.67e-20 | 23-166 | MATH domain |
| A0A059CH27 | 0.000000523 | 454-567 | MATH domain |
| A0A059CIX5 | 0.000000157 | 379-490 | MATH domain |
| A0A059CJM2 | 0.00000019 | 434-545 | MATH domain |
| A0A059CQA0 | 4.09e-32 | 91-228 | MATH domain |
| | 1.18e-30 | 424-566 | MATH domain |
| | 6.05e-25 | 254-398 | MATH domain |
| | 8.18e-20 | 593-717 | MATH domain |
| A0A059D3S4 | 1.57e-33 | 18-158 | MATH domain |
| | 0.0000392 | 174-202 | MATH domain |
| A0A059D473 | 1.34e-34 | 20-161 | MATH domain |
| | 0.0000000000000278 | 178-228 | MATH domain |
| A0A059D4N8 | 4.58e-35 | 5-147 | MATH domain |
| | 0.0000392 | 162-193 | MATH domain |
| A0A059D593 | 4.09e-35 | 20-162 | MATH domain |
| | 0.0000343 | 178-209 | MATH domain |
| A0A059D658 | 1.18e-18 | 106-181 | SIAH, seven in absentia homolog |
| A0A059D9P5 | 1.96e-40 | 50-184 | MATH domain |
| A0A059DEY4 | 2.16e-48 | 134-326 | SIAH, seven in absentia homolog |
| A0A059DHW6 | 0.00000000085 | 200-295 | SIAH, seven in absentia homolog |
| A0A059DIV0 | 3.27e-49 | 112-303 | SIAH, seven in absentia homolog |
| A0A059J598 | 0.0000000000152 | 83-191 | MATH domain |
| A0A059J6R4 | 0.00000000118 | 97-192 | SIAH, seven in absentia homolog |
| | 0.0000124 | 189-240 | SIAH, seven in absentia homolog |
| A0A059JA79 | 6.05e-22 | 58-196 | MATH domain |
| A0A059JAD2 | 1.03e-16 | 260-321,402-481 | MATH domain |
| A0A059LB30 | 2.13e-34 | 33-159 | MATH domain |
| A0A059LH91 | 3.43e-34 | 47-179 | MATH domain |
| A0A059Q0A8 | 8.34e-22 | 17-160 | MATH domain |
| A0A060D1K8 | 7.19e-19 | 12-143 | MATH domain |
| A0A060D2E8 | 0.0000353 | 421-534 | MATH domain |
| A0A060D2Z7 | 3.27e-20 | 9-142 | MATH domain |
| A0A060D6L0 | 0.0000000899 | 2-32 | MATH domain |
| A0A060D7E9 | 1.42e-16 | 12-148 | MATH domain |
| A0A060D866 | 3.92e-25 | 176-301 | MATH domain |
| | 1.42e-23 | 19-152 | MATH domain |
| A0A060RP51 | 0.0000000000638 | 1362-1494 | MATH domain |
| A0A060RW70 | 0.0000018 | 108-239 | MATH domain |
| A0A060RYJ5 | 0.00000000000111 | 89-193 | SIAH, seven in absentia homolog |
| A0A060S143 | 0.00000343 | 466-550 | MATH domain |
| A0A060SF40 | 0.0000000000278 | 32-175 | MATH domain |
| A0A060SG58 | 1.1e-26 | 49-188 | MATH domain |
| A0A060SY29 | 0.000000124 | 310-380 | SIAH, seven in absentia homolog |
| A0A060T566 | 5.56e-22 | 64-220 | MATH domain |
| A0A060VRW6 | 8.01e-34 | 365-524 | MATH domain |
| | 0.00000163 | 76-142 | SIAH, seven in absentia homolog |
| A0A060VVI2 | 1.28e-45 | 271-430 | MATH domain |
| | 0.0000000000000284 | 42-108 | SIAH, seven in absentia homolog |
| | 0.000000000000137 | 158-293 | SIAH, seven in absentia homolog |
| | 0.0000118 | 102-157 | SIAH, seven in absentia homolog |
| A0A060VXM5 | 0.000000000196 | 29-98 | SIAH, seven in absentia homolog |
| A0A060VYX4 | 0.0000000000654 | 78-142 | SIAH, seven in absentia homolog |
| A0A060W244 | 2.94e-47 | 29-170 | MATH domain |
| A0A060W266 | 3.11e-34 | 435-590 | MATH domain |
| | 0.000000000373 | 138-220 | SIAH, seven in absentia homolog |
| A0A060W8A7 | 7.85e-26 | 413-492 | MATH domain |
| | 0.00000301 | 106-161 | SIAH, seven in absentia homolog |
| A0A060WAI5 | 5.4e-50 | 351-499 | MATH domain |
| | 0.0000000915 | 135-209 | SIAH, seven in absentia homolog |
| A0A060WAW7 | 1.44e-23 | 76-185 | SIAH, seven in absentia homolog |
| A0A060WB72 | 8.5e-23 | 280-404 | MATH domain |
| A0A060WC20 | 6.34e-23 | 76-185 | SIAH, seven in absentia homolog |
| A0A060WD36 | 5.56e-49 | 80-229 | MATH domain |
| A0A060WF04 | 8.5e-22 | 121-219 | SIAH, seven in absentia homolog |
| | 0.00000405 | 222-262 | SIAH, seven in absentia homolog |
| A0A060WKD1 | 0.0000000000464 | 78-142 | SIAH, seven in absentia homolog |
| A0A060WLY6 | 1.96e-27 | 425-598 | MATH domain |
| A0A060WMF3 | 0.000000000981 | 78-152 | SIAH, seven in absentia homolog |
| A0A060WS81 | 0.000000000915 | 29-121 | SIAH, seven in absentia homolog |
| A0A060WVN0 | 7.03e-48 | 423-572 | MATH domain |
| | 2.35e-21 | 121-219 | SIAH, seven in absentia homolog |
| | 0.0000085 | 222-261 | SIAH, seven in absentia homolog |
| A0A060WW00 | 3.6e-33 | 427-591 | MATH domain |
| A0A060WWK0 | 0.00000000000000311 | 2-98 | MATH domain |
| A0A060WY84 | 9.81e-62 | 131-318 | SIAH, seven in absentia homolog |
| A0A060X0Z8 | 0.000000111 | 103-161 | SIAH, seven in absentia homolog |
| A0A060X1T7 | 3.01e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A060X2B7 | 4.14e-49 | 198-346 | MATH domain |
| A0A060XCS7 | 1.21e-26 | 185-265 | MATH domain |
| A0A060XDM2 | 7.85e-50 | 352-500 | MATH domain |
| | 0.000000019 | 135-210 | SIAH, seven in absentia homolog |
| A0A060XG43 | 4.64e-63 | 139-327 | SIAH, seven in absentia homolog |
| A0A060XGX8 | 0.000000000229 | 78-149 | SIAH, seven in absentia homolog |
| A0A060XK45 | 0.000000785 | 39-97 | SIAH, seven in absentia homolog |
| A0A060XMU2 | 0.000000163 | 55-125 | SIAH, seven in absentia homolog |
| A0A060XTI2 | 3.14e-20 | 11-139 | SIAH, seven in absentia homolog |
| A0A060XVC3 | 3.43e-26 | 396-556 | MATH domain |
| A0A060XXY5 | 0.00000000000000131 | 2-107 | SIAH, seven in absentia homolog |
| A0A060XY23 | 1.09e-33 | 428-593 | MATH domain |
| A0A060Y7S8 | 0.00000000000019 | 153-232 | SIAH, seven in absentia homolog |
| A0A060YA31 | 7.36e-23 | 368-492 | MATH domain |
| A0A060YDK2 | 1.5e-58 | 80-262 | SIAH, seven in absentia homolog |
| A0A060YE90 | 4.41e-38 | 2-123 | MATH domain |
| A0A060YGN0 | 6.15e-46 | 365-516 | MATH domain |
| | 0.000000000504 | 60-135 | SIAH, seven in absentia homolog |
| A0A060YK28 | 0.00000294 | 152-233 | SIAH, seven in absentia homolog |
| A0A060YSE5 | 1.96e-38 | 2-120 | MATH domain |
| A0A060YWK7 | 1.42e-45 | 132-291 | MATH domain |
| | 0.00000000000017 | 19-155 | SIAH, seven in absentia homolog |
| A0A060Z9F7 | 1.13e-35 | 124-285 | MATH domain |
| A0A060ZXZ7 | 8.34e-42 | 153-303 | MATH domain |
| A0A061AIC3 | 0.000000216 | 138-196 | SIAH, seven in absentia homolog |
| | 0.0000019 | 80-135 | SIAH, seven in absentia homolog |
| A0A061AIC8 | 0.000000000458 | 176-261 | SIAH, seven in absentia homolog |
| A0A061AIG8 | 0.0000000255 | 75-132 | SIAH, seven in absentia homolog |
| A0A061AJJ0 | 0.0000484 | 108-189 | SIAH, seven in absentia homolog |
| A0A061AJJ6 | 0.00000379 | 81-136 | SIAH, seven in absentia homolog |
| A0A061APK8 | 0.0000196 | 107-167 | SIAH, seven in absentia homolog |
| | 0.00203 | 79-114 | SIAH, seven in absentia homolog |
| A0A061ARJ9 | 0.00000000000336 | 25-88,122-189 | MATH domain |
| A0A061AZ28 | 1.8e-26 | 67-218 | MATH domain |
| A0A061B3E8 | 0.0000523 | 180-234 | SIAH, seven in absentia homolog |
| A0A061B6S1 | 3.43e-28 | 89-227 | MATH domain |
| A0A061D599 | 0.0000000000294 | 83-201 | MATH domain |
| A0A061DBH3 | 0.00000137 | 59-176 | MATH domain |
| A0A061DSP3 | 0.00000118 | 267-378 | MATH domain |
| A0A061DSW3 | 0.00000229 | 439-550 | MATH domain |
| A0A061DSW7 | 0.00000216 | 412-523 | MATH domain |
| A0A061DTL0 | 3.33e-50 | 90-282 | SIAH, seven in absentia homolog |
| A0A061DTT7 | 0.00000177 | 355-466 | MATH domain |
| A0A061DUC7 | 1.24e-33 | 17-160 | MATH domain |
| | 2.62e-32 | 172-306 | MATH domain |
| A0A061DUH9 | 4.38e-50 | 119-311 | SIAH, seven in absentia homolog |
| A0A061DUQ9 | 0.0000017 | 347-458 | MATH domain |
| A0A061DVF4 | 8.5e-35 | 66-210 | MATH domain |
| | 0.000000278 | 213-267 | MATH domain |
| A0A061DWE1 | 0.00000000164 | 2-63 | MATH domain |
| A0A061DXU9 | 1.96e-35 | 30-169 | MATH domain |
| A0A061E0M1 | 0.00000137 | 300-411 | MATH domain |
| A0A061E8Y6 | 1.03e-24 | 182-237,274-341 | MATH domain |
| | 2.78e-24 | 27-167 | MATH domain |
| A0A061E932 | 1.03e-24 | 175-230,267-334 | MATH domain |
| | 2.94e-21 | 27-160 | MATH domain |
| A0A061EA04 | 3.11e-30 | 189-322 | MATH domain |
| | 7.68e-27 | 34-173 | MATH domain |
| A0A061EAN9 | 3.76e-30 | 222-355 | MATH domain |
| | 9.32e-27 | 67-206 | MATH domain |
| A0A061EBM8 | 1.64e-36 | 30-175 | MATH domain |
| | 8.83e-28 | 184-319 | MATH domain |
| A0A061EG86 | 3.2e-28 | 158-321 | SIAH, seven in absentia homolog |
| A0A061EGM7 | 2.88e-28 | 158-321 | SIAH, seven in absentia homolog |
| A0A061EM90 | 4.91e-37 | 33-172 | MATH domain |
| A0A061EPV2 | 6.38e-36 | 20-163 | MATH domain |
| | 4.91e-31 | 178-309 | MATH domain |
| A0A061EUI3 | 2.78e-35 | 68-194 | MATH domain |
| A0A061EYD4 | 1.05e-42 | 49-182 | MATH domain |
| A0A061EYN3 | 3.53e-47 | 112-304 | SIAH, seven in absentia homolog |
| A0A061F0Q8 | 8.5e-37 | 16-155 | MATH domain |
| A0A061F1D5 | 1.21e-36 | 16-155 | MATH domain |
| A0A061FBN7 | 0.0000915 | 16-85 | MATH domain |
| A0A061FMG0 | 1.59e-35 | 14-153 | MATH domain |
| A0A061FN45 | 2.29e-35 | 14-153 | MATH domain |
| A0A061FPV1 | 1.8e-40 | 8-132 | MATH domain |
| A0A061FPY1 | 1.26e-41 | 47-176 | MATH domain |
| A0A061FQI9 | 1.03e-38 | 41-169 | MATH domain |
| A0A061FR32 | 1.24e-41 | 32-161 | MATH domain |
| A0A061FRP3 | 9.16e-39 | 23-151 | MATH domain |
| A0A061FRP9 | 1.49e-35 | 12-138 | MATH domain |
| A0A061FS43 | 1.24e-47 | 109-301 | SIAH, seven in absentia homolog |
| A0A061FST0 | 2.35e-47 | 113-304 | SIAH, seven in absentia homolog |
| A0A061FT47 | 0.0000000157 | 3-52 | SIAH, seven in absentia homolog |
| A0A061FTG3 | 2.62e-24 | 458-628 | SIAH, seven in absentia homolog |
| A0A061FX09 | 1.8e-40 | 18-142 | MATH domain |
| A0A061FX36 | 1.32e-41 | 47-176 | MATH domain |
| A0A061G1U5 | 7.85e-51 | 129-321 | SIAH, seven in absentia homolog |
| A0A061G4X6 | 0.00000307 | 348-459 | MATH domain |
| A0A061G5Q8 | 0.0000032 | 360-471 | MATH domain |
| A0A061G669 | 0.00000438 | 451-562 | MATH domain |
| A0A061GCX9 | 0.00000307 | 347-458 | MATH domain |
| A0A061GJ43 | 1.96e-31 | 416-557 | MATH domain |
| | 2.78e-30 | 79-218 | MATH domain |
| | 2.94e-25 | 246-390 | MATH domain |
| | 2.29e-19 | 585-708 | MATH domain |
| A0A061GP82 | 4.09e-31 | 352-499 | MATH domain |
| | 8.18e-26 | 28-159 | MATH domain |
| | 1.64e-16 | 187-332 | MATH domain |
| | 0.0000262 | 519-609 | MATH domain |
| A0A061GTM1 | 2.29e-35 | 30-169 | MATH domain |
| A0A061GUN1 | 1.64e-35 | 30-169 | MATH domain |
| A0A061GV03 | 5.23e-21 | 1-85 | MATH domain |
| A0A061GVH4 | 0.00000333 | 84-141 | SIAH, seven in absentia homolog |
| A0A061GVH7 | 0.0000034 | 84-141 | SIAH, seven in absentia homolog |
| A0A061GVK4 | 2.29e-35 | 30-169 | MATH domain |
| A0A061GVP2 | 6.21e-42 | 51-183 | MATH domain |
| A0A061GWQ5 | 0.00000353 | 84-141 | SIAH, seven in absentia homolog |
| A0A061GZY7 | 0.0000034 | 84-141 | SIAH, seven in absentia homolog |
| A0A061H0W6 | 0.00000161 | 26-85,112-182 | MATH domain |
| A0A061HE83 | 0.0000163 | 234-314 | SIAH, seven in absentia homolog |
| A0A061HYS7 | 2.29e-50 | 388-538 | MATH domain |
| | 2.45e-16 | 111-210 | SIAH, seven in absentia homolog |
| A0A061I0A8 | 1.8e-28 | 52-181 | MATH domain |
| A0A061I2E8 | 1.8e-28 | 68-197 | MATH domain |
| A0A061I3I2 | 0.00000278 | 31-96 | MATH domain |
| A0A061I8T0 | 0.000000288 | 15-51 | SIAH, seven in absentia homolog |
| A0A061III8 | 0.00000000164 | 25-70 | MATH domain |
| A0A061IL42 | 0.0000000000536 | 110-223 | SIAH, seven in absentia homolog |
| A0A061IMX7 | 6.21e-38 | 660-825 | MATH domain |
| A0A061IYS1 | 2.62e-17 | 31-133 | MATH domain |
| A0A061JC40 | 1.86e-18 | 431-556 | MATH domain |
| A0A061QYH8 | 2.94e-35 | 97-225 | MATH domain |
| A0A061R491 | 1.32e-37 | 51-185 | MATH domain |
| A0A061RTH9 | 0.0000000000883 | 27-77 | MATH domain |
| | 0.000000000311 | 207-319 | MATH domain |
| A0A061RVQ5 | 0.0000000000000137 | 40-119 | MATH domain |
| A0A061S741 | 3.76e-35 | 97-225 | MATH domain |
| A0A061SCJ1 | 0.000000000275 | 111-183 | SIAH, seven in absentia homolog |
| A0A061SDH9 | 3.92e-35 | 97-225 | MATH domain |
| A0A061SH51 | 0.0000000000000379 | 103-182 | SIAH, seven in absentia homolog |
| A0A063C8H2 | 5.07e-25 | 98-237 | MATH domain |
| A0A063CCT1 | 0.00000235 | 240-299 | SIAH, seven in absentia homolog |
| A0A066UXS0 | 0.00000000425 | 15-123 | MATH domain |
| A0A066W618 | 0.00000000255 | 100-165 | SIAH, seven in absentia homolog |
| A0A066WJI5 | 0.00000589 | 34-97,139-205 | MATH domain |
| A0A066WKN9 | 1.31e-25 | 54-194 | MATH domain |
| A0A066WM04 | 1.96e-26 | 50-190 | MATH domain |
| A0A066X618 | 3.6e-24 | 63-202 | MATH domain |
| A0A066XZ15 | 0.000000000915 | 142-235 | SIAH, seven in absentia homolog |
| | 0.0000000163 | 233-285 | SIAH, seven in absentia homolog |
| A0A067BGW0 | 0.00000124 | 148-197 | SIAH, seven in absentia homolog |
| | 0.00000294 | 3-79 | SIAH, seven in absentia homolog |
| A0A067C9P3 | 5.56e-16 | 114-253 | MATH domain |
| A0A067CCF5 | 0.000000203 | 5171-5227 | SIAH, seven in absentia homolog |
| A0A067CRD2 | 0.000000477 | 866-944 | SIAH, seven in absentia homolog |
| A0A067CRW7 | 0.0000000418 | 143-198 | SIAH, seven in absentia homolog |
| | 0.000000118 | 220-270 | SIAH, seven in absentia homolog |
| A0A067CWE9 | 0.00000229 | 2174-2228 | SIAH, seven in absentia homolog |
| | 0.0000177 | 553-620 | SIAH, seven in absentia homolog |
| | 0.0000432 | 2050-2097 | SIAH, seven in absentia homolog |
| | 0.0000719 | 436-500 | SIAH, seven in absentia homolog |
| A0A067D462 | 3.92e-38 | 112-270 | SIAH, seven in absentia homolog |
| A0A067D4M5 | 6.05e-22 | 18-106 | MATH domain |
| A0A067D5P6 | 3.11e-32 | 11-140 | MATH domain |
| A0A067D6C4 | 1.29e-22 | 19-116 | MATH domain |
| | 0.000000213 | 133-168 | MATH domain |
| A0A067D6H8 | 1.24e-19 | 107-202 | MATH domain |
| | 0.00213 | 19-55 | MATH domain |
| A0A067DD66 | 1.96e-25 | 66-179 | MATH domain |
| | 0.00000000376 | 5-48 | MATH domain |
| A0A067DE09 | 1.11e-33 | 65-204 | MATH domain |
| | 0.0000000687 | 6-50 | MATH domain |
| A0A067DFM0 | 4.58e-34 | 68-196 | MATH domain |
| A0A067DGD4 | 1.64e-35 | 15-160 | MATH domain |
| | 0.000000000000129 | 169-251 | MATH domain |
| A0A067DGT6 | 1.23e-34 | 19-159 | MATH domain |
| | 1.6e-30 | 176-323 | MATH domain |
| A0A067DJK6 | 1.32e-27 | 10-155 | MATH domain |
| A0A067DMF1 | 1.39e-31 | 69-196 | MATH domain |
| | 0.000000000883 | 6-49 | MATH domain |
| A0A067DML1 | 2.45e-20 | 1-111 | MATH domain |
| | 0.000441 | 127-155 | MATH domain |
| A0A067DP25 | 1.8e-34 | 101-232 | MATH domain |
| | 0.00000000000000114 | 6-81 | MATH domain |
| A0A067DQ46 | 1.36e-41 | 52-188 | MATH domain |
| A0A067DT32 | 5.72e-33 | 68-193 | MATH domain |
| A0A067DXU5 | 7.85e-36 | 20-159 | MATH domain |
| A0A067E8V4 | 1.11e-35 | 20-159 | MATH domain |
| A0A067ECS4 | 4.91e-30 | 10-148 | MATH domain |
| | 1.52e-24 | 164-288 | MATH domain |
| A0A067EK55 | 2.16e-48 | 130-322 | SIAH, seven in absentia homolog |
| A0A067ENB1 | 3.86e-20 | 1-98 | SIAH, seven in absentia homolog |
| A0A067EPS6 | 2.13e-37 | 173-306 | MATH domain |
| | 8.18e-33 | 20-158 | MATH domain |
| A0A067EQL9 | 5.4e-25 | 125-237 | MATH domain |
| | 1.8e-21 | 2-107 | MATH domain |
| A0A067F374 | 2.29e-32 | 426-567 | MATH domain |
| | 2.78e-31 | 91-229 | MATH domain |
| | 2.94e-25 | 256-400 | MATH domain |
| | 4.09e-19 | 594-718 | MATH domain |
| A0A067F6X3 | 2.03e-24 | 464-636 | SIAH, seven in absentia homolog |
| A0A067F6X8 | 0.0000000032 | 73-151 | SIAH, seven in absentia homolog |
| A0A067F732 | 3.66e-21 | 111-251 | SIAH, seven in absentia homolog |
| A0A067FAG8 | 3.79e-28 | 45-220 | SIAH, seven in absentia homolog |
| A0A067FAH4 | 7.19e-30 | 141-314 | SIAH, seven in absentia homolog |
| A0A067FEB3 | 2.94e-32 | 426-567 | MATH domain |
| | 3.43e-31 | 91-229 | MATH domain |
| | 3.76e-25 | 256-400 | MATH domain |
| | 5.07e-19 | 594-718 | MATH domain |
| A0A067FF93 | 6.38e-36 | 27-166 | MATH domain |
| A0A067FHJ2 | 1.77e-48 | 113-304 | SIAH, seven in absentia homolog |
| A0A067FI71 | 1.44e-24 | 150-311 | SIAH, seven in absentia homolog |
| A0A067FIU8 | 4.25e-36 | 27-166 | MATH domain |
| A0A067FIX6 | 2.62e-24 | 74-232 | SIAH, seven in absentia homolog |
| A0A067FN81 | 6.21e-36 | 31-170 | MATH domain |
| A0A067FP85 | 5.4e-36 | 15-154 | MATH domain |
| A0A067FS88 | 4.58e-36 | 27-166 | MATH domain |
| A0A067FSR8 | 1.42e-35 | 15-154 | MATH domain |
| A0A067FTR7 | 3.76e-43 | 50-186 | MATH domain |
| A0A067FTT7 | 0.000000049 | 199-286 | SIAH, seven in absentia homolog |
| A0A067FTW0 | 3.76e-43 | 50-186 | MATH domain |
| A0A067FXB2 | 3.76e-43 | 50-186 | MATH domain |
| A0A067FXS8 | 1.8e-32 | 66-198 | MATH domain |
| | 0.0000000474 | 5-50 | MATH domain |
| A0A067FZD5 | 6.38e-36 | 31-170 | MATH domain |
| A0A067G0I7 | 9.48e-36 | 15-154 | MATH domain |
| A0A067G157 | 7.85e-33 | 15-153 | MATH domain |
| A0A067G1A4 | 1.49e-32 | 53-193 | MATH domain |
| | 3.92e-31 | 209-342 | MATH domain |
| A0A067G3D2 | 0.0000687 | 12-68 | MATH domain |
| | 0.000937 | 88-130 | MATH domain |
| A0A067G3H3 | 2.13e-28 | 173-310 | MATH domain |
| | 2.29e-22 | 15-163 | MATH domain |
| A0A067G589 | 3.76e-43 | 50-186 | MATH domain |
| A0A067G5K0 | 1.8e-35 | 26-165 | MATH domain |
| A0A067G5T8 | 2.45e-43 | 50-186 | MATH domain |
| A0A067G638 | 2.81e-47 | 109-301 | SIAH, seven in absentia homolog |
| A0A067G9P9 | 0.0000163 | 442-553 | MATH domain |
| A0A067G9Q2 | 0.00000981 | 300-411 | MATH domain |
| A0A067G9T8 | 6.38e-22 | 17-104 | MATH domain |
| A0A067G9X8 | 0.0000177 | 469-580 | MATH domain |
| A0A067GCN3 | 0.0000163 | 441-552 | MATH domain |
| A0A067GDN6 | 0.0000497 | 47-105 | SIAH, seven in absentia homolog |
| A0A067GGB7 | 0.000032 | 47-104 | SIAH, seven in absentia homolog |
| A0A067GLU2 | 0.0000177 | 470-581 | MATH domain |
| A0A067GLU6 | 0.0000137 | 392-503 | MATH domain |
| A0A067GM43 | 0.0000124 | 365-476 | MATH domain |
| A0A067H3D5 | 0.00000288 | 436-547 | MATH domain |
| A0A067H3E0 | 0.00000144 | 267-378 | MATH domain |
| A0A067H631 | 0.00000262 | 404-515 | MATH domain |
| A0A067H634 | 0.00000131 | 246-357 | MATH domain |
| A0A067H6D5 | 5.95e-50 | 115-307 | SIAH, seven in absentia homolog |
| A0A067HEI4 | 0.0000017 | 300-411 | MATH domain |
| A0A067HES8 | 0.00000203 | 336-447 | MATH domain |
| A0A067JDI6 | 2.78e-43 | 50-186 | MATH domain |
| A0A067JFD9 | 1.49e-36 | 31-170 | MATH domain |
| A0A067JFP8 | 1.05e-20 | 427-597 | SIAH, seven in absentia homolog |
| A0A067JIL7 | 0.00000000000000445 | 107-220 | SIAH, seven in absentia homolog |
| A0A067JPJ8 | 2.16e-47 | 111-303 | SIAH, seven in absentia homolog |
| A0A067JRB2 | 0.00000111 | 450-561 | MATH domain |
| A0A067JT13 | 5.89e-28 | 170-333 | SIAH, seven in absentia homolog |
| A0A067JU41 | 0.0000000000000019 | 1-105 | SIAH, seven in absentia homolog |
| A0A067JU88 | 3.76e-43 | 50-186 | MATH domain |
| A0A067JYP2 | 1.31e-48 | 112-304 | SIAH, seven in absentia homolog |
| A0A067K098 | 1.5e-49 | 122-314 | SIAH, seven in absentia homolog |
| A0A067K6U5 | 2.13e-24 | 153-288 | MATH domain |
| | 7.19e-24 | 7-137 | MATH domain |
| A0A067K843 | 1.36e-25 | 10-143 | MATH domain |
| | 6.7e-24 | 166-296 | MATH domain |
| A0A067K8C6 | 0.0000105 | 438-549 | MATH domain |
| A0A067KBP7 | 1.18e-31 | 405-546 | MATH domain |
| | 1.64e-31 | 68-206 | MATH domain |
| | 2.45e-26 | 235-379 | MATH domain |
| | 1.24e-19 | 573-697 | MATH domain |
| A0A067KHU1 | 0.00000000801 | 43-92 | MATH domain |
| A0A067KU29 | 1.03e-34 | 19-158 | MATH domain |
| A0A067KVB2 | 6.05e-36 | 37-176 | MATH domain |
| A0A067KWI1 | 7.85e-47 | 110-302 | SIAH, seven in absentia homolog |
| A0A067KXK0 | 5.89e-31 | 96-229 | MATH domain |
| | 0.000000000458 | 10-81 | MATH domain |
| A0A067KZB4 | 5.89e-34 | 68-195 | MATH domain |
| A0A067L123 | 3.11e-31 | 192-325 | MATH domain |
| | 3.11e-28 | 37-177 | MATH domain |
| A0A067L3D7 | 0.0000000213 | 4-50 | MATH domain |
| A0A067L7D9 | 1.44e-45 | 113-304 | SIAH, seven in absentia homolog |
| A0A067L8V8 | 7.52e-26 | 132-266 | MATH domain |
| | 2.29e-17 | 16-121 | MATH domain |
| A0A067L8W4 | 3.76e-19 | 3-102 | MATH domain |
| A0A067LEH8 | 2.13e-35 | 25-164 | MATH domain |
| A0A067LF79 | 9.81e-36 | 48-189 | MATH domain |
| | 1.96e-25 | 203-329 | MATH domain |
| A0A067LFR2 | 5.72e-33 | 13-148 | MATH domain |
| A0A067LKM3 | 4.09e-36 | 19-158 | MATH domain |
| A0A067LNX5 | 0.000000719 | 84-141 | SIAH, seven in absentia homolog |
| A0A067N2P1 | 7.19e-25 | 45-185 | MATH domain |
| A0A067N2W6 | 0.0000000203 | 176-233 | SIAH, seven in absentia homolog |
| | 0.000000053 | 88-157 | SIAH, seven in absentia homolog |
| A0A067NI12 | 0.00000000000981 | 75-142 | SIAH, seven in absentia homolog |
| A0A067NQI8 | 0.00000000000196 | 15-91,130-207 | MATH domain |
| A0A067NYT0 | 3.27e-26 | 41-180 | MATH domain |
| A0A067PSR0 | 0.0000000051 | 83-137 | SIAH, seven in absentia homolog |
| A0A067Q0U1 | 1.41e-25 | 45-185 | MATH domain |
| A0A067Q6G6 | 0.000000000000036 | 19-167 | MATH domain |
| A0A067QFK4 | 0.0000000915 | 48-83 | SIAH, seven in absentia homolog |
| A0A067QGD9 | 1.57e-17 | 74-249 | SIAH, seven in absentia homolog |
| A0A067QGE4 | 2.29e-17 | 76-211 | SIAH, seven in absentia homolog |
| A0A067QGR6 | 8.5e-22 | 77-261 | SIAH, seven in absentia homolog |
| A0A067QIS6 | 0.0000000000000314 | 49-215 | SIAH, seven in absentia homolog |
| A0A067QN51 | 9.15e-17 | 70-247 | SIAH, seven in absentia homolog |
| A0A067QP20 | 0.00000049 | 69-191 | SIAH, seven in absentia homolog |
| A0A067QPF2 | 0.0000000000000386 | 78-250 | SIAH, seven in absentia homolog |
| A0A067QPG0 | 0.0000000196 | 126-305 | SIAH, seven in absentia homolog |
| A0A067QPG5 | 3.07e-17 | 117-295 | SIAH, seven in absentia homolog |
| A0A067QQX7 | 0.000000000000719 | 72-219 | SIAH, seven in absentia homolog |
| A0A067QRJ6 | 0.000000000915 | 161-241 | SIAH, seven in absentia homolog |
| A0A067QRK1 | 0.0000000000000392 | 113-286 | SIAH, seven in absentia homolog |
| A0A067QTP9 | 0.00000000915 | 72-109 | SIAH, seven in absentia homolog |
| A0A067QUC4 | 0.0000000000000333 | 994-1176 | SIAH, seven in absentia homolog |
| A0A067QV64 | 0.00000000000177 | 91-258 | SIAH, seven in absentia homolog |
| A0A067QVA2 | 6.7e-28 | 244-381 | MATH domain |
| A0A067R188 | 0.0000000000719 | 77-253 | SIAH, seven in absentia homolog |
| A0A067R1M8 | 0.000000418 | 122-181 | SIAH, seven in absentia homolog |
| A0A067R2B4 | 0.0000000163 | 90-229 | SIAH, seven in absentia homolog |
| A0A067R3R6 | 0.0000000000000131 | 68-151 | SIAH, seven in absentia homolog |
| A0A067R3S3 | 0.0000000000000399 | 68-254 | SIAH, seven in absentia homolog |
| A0A067R4J1 | 0.000000915 | 54-144 | SIAH, seven in absentia homolog |
| A0A067R5H8 | 0.00000000000000981 | 92-157 | SIAH, seven in absentia homolog |
| A0A067R6R7 | 1.19e-43 | 241-396 | MATH domain |
| | 0.0000000000118 | 16-79 | SIAH, seven in absentia homolog |
| | 0.00000105 | 165-220 | SIAH, seven in absentia homolog |
| | 0.00000157 | 75-128 | SIAH, seven in absentia homolog |
| | 0.0000017 | 127-179 | SIAH, seven in absentia homolog |
| A0A067R6S9 | 0.00000000000575 | 79-149 | SIAH, seven in absentia homolog |
| A0A067R8P2 | 5.4e-18 | 262-405 | MATH domain |
| A0A067R8Y8 | 0.000000000000628 | 286-363 | SIAH, seven in absentia homolog |
| A0A067R945 | 9.81e-21 | 295-419 | MATH domain |
| A0A067R991 | 7.19e-17 | 71-242 | SIAH, seven in absentia homolog |
| A0A067RAC9 | 1.77e-60 | 93-280 | SIAH, seven in absentia homolog |
| A0A067RBI7 | 0.00000915 | 97-235 | SIAH, seven in absentia homolog |
| A0A067RFW6 | 1.62e-27 | 232-380 | MATH domain |
| A0A067RI51 | 0.0000000000242 | 513-580 | SIAH, seven in absentia homolog |
| A0A067RIX8 | 1.31e-21 | 156-342 | SIAH, seven in absentia homolog |
| A0A067RK91 | 6.54e-30 | 66-198 | MATH domain |
| A0A067RKJ6 | 6.02e-23 | 68-252 | SIAH, seven in absentia homolog |
| A0A067RP70 | 0.000000719 | 156-295 | SIAH, seven in absentia homolog |
| A0A067RPR4 | 0.00000000000105 | 515-688 | SIAH, seven in absentia homolog |
| A0A067RQ60 | 0.0000000111 | 94-277 | SIAH, seven in absentia homolog |
| A0A067RU74 | 0.00000000000209 | 75-257 | SIAH, seven in absentia homolog |
| A0A067SCS2 | 5.07e-23 | 45-181 | MATH domain |
| A0A067T757 | 7.52e-26 | 45-185 | MATH domain |
| A0A067T843 | 0.0000628 | 76-113,140-165 | SIAH, seven in absentia homolog |
| A0A067TNR1 | 2.78e-26 | 49-189 | MATH domain |
| A0A067TRZ0 | 0.0000000000016 | 12-161 | MATH domain |
| A0A067Y2I0 | 6.05e-25 | 188-316 | MATH domain |
| | 1.41e-19 | 16-152 | MATH domain |
| A0A068AYJ9 | 3.27e-42 | 396-546 | MATH domain |
| | 0.000000000621 | 139-201 | SIAH, seven in absentia homolog |
| | 0.00000000517 | 199-296 | SIAH, seven in absentia homolog |
| A0A068REP4 | 0.0000000000883 | 79-141 | SIAH, seven in absentia homolog |
| A0A068RKG7 | 0.00000000549 | 85-161 | SIAH, seven in absentia homolog |
| | 0.000000147 | 173-230 | SIAH, seven in absentia homolog |
| A0A068RM93 | 1.8e-26 | 106-245 | MATH domain |
| A0A068RPE2 | 1.8e-26 | 106-245 | MATH domain |
| A0A068RPJ1 | 5.4e-24 | 78-221 | MATH domain |
| A0A068RW90 | 1.96e-25 | 55-195 | MATH domain |
| A0A068S2F3 | 1.1e-16 | 60-182 | MATH domain |
| A0A068SF21 | 0.00000000000000196 | 78-210 | MATH domain |
| A0A068TR70 | 1.8e-33 | 12-153 | MATH domain |
| | 4.74e-32 | 167-302 | MATH domain |
| A0A068TSE6 | 2.29e-35 | 69-196 | MATH domain |
| A0A068TUM1 | 1.54e-40 | 50-185 | MATH domain |
| A0A068TVT4 | 1.05e-17 | 2-87 | MATH domain |
| A0A068U2L4 | 3.53e-27 | 187-362 | SIAH, seven in absentia homolog |
| A0A068U4V8 | 2.94e-35 | 33-172 | MATH domain |
| A0A068U841 | 0.000000258 | 199-288 | SIAH, seven in absentia homolog |
| A0A068U9T5 | 1.96e-50 | 122-314 | SIAH, seven in absentia homolog |
| A0A068UJG4 | 1.24e-49 | 109-301 | SIAH, seven in absentia homolog |
| A0A068UJW6 | 0.000034 | 440-551 | MATH domain |
| A0A068UN79 | 1.64e-31 | 2-121 | MATH domain |
| A0A068UP17 | 3.14e-46 | 177-369 | SIAH, seven in absentia homolog |
| A0A068USD7 | 1.06e-41 | 60-193 | MATH domain |
| A0A068UXN6 | 1.63e-18 | 6-159 | SIAH, seven in absentia homolog |
| A0A068UY02 | 2.88e-18 | 26-146 | SIAH, seven in absentia homolog |
| A0A068UZ05 | 1.96e-31 | 381-522 | MATH domain |
| | 7.52e-29 | 47-182 | MATH domain |
| | 1.18e-24 | 209-354 | MATH domain |
| | 1.62e-18 | 549-673 | MATH domain |
| A0A068V397 | 2.94e-28 | 30-170 | MATH domain |
| | 4.09e-26 | 186-316 | MATH domain |
| A0A068V516 | 1.37e-31 | 3-143 | MATH domain |
| | 1.36e-29 | 153-272 | MATH domain |
| A0A068V7N3 | 7.85e-47 | 112-304 | SIAH, seven in absentia homolog |
| A0A068VDB0 | 7.19e-33 | 67-253 | SIAH, seven in absentia homolog |
| A0A068VEQ9 | 6.87e-27 | 42-180 | MATH domain |
| | 2.29e-17 | 200-277 | MATH domain |
| A0A068VF70 | 2.22e-47 | 110-302 | SIAH, seven in absentia homolog |
| A0A068VJ29 | 0.00000144 | 84-141 | SIAH, seven in absentia homolog |
| A0A068VJX6 | 0.0000000000000017 | 10-109 | SIAH, seven in absentia homolog |
| A0A068WB86 | 1.01e-16 | 110-232 | MATH domain |
| A0A068WCD2 | 0.0000000915 | 120-226 | SIAH, seven in absentia homolog |
| A0A068WFF4 | 0.00000000000000213 | 91-205 | MATH domain |
| A0A068WGL4 | 2.13e-22 | 293-418 | MATH domain |
| A0A068WLS8 | 1.28e-34 | 317-469 | MATH domain |
| | 0.0000000687 | 219-297 | SIAH, seven in absentia homolog |
| | 0.0000000785 | 132-191 | SIAH, seven in absentia homolog |
| A0A068WMW7 | 5.23e-17 | 316-460 | MATH domain |
| A0A068WPA1 | 0.0000000124 | 361-422 | SIAH, seven in absentia homolog |
| A0A068WVH5 | 0.0000000000785 | 13-73 | SIAH, seven in absentia homolog |
| A0A068WVJ8 | 5.23e-18 | 196-320 | MATH domain |
| A0A068WWB5 | 0.000000163 | 42-152 | MATH domain |
| A0A068WWW3 | 0.0000126 | 39-147 | MATH domain |
| A0A068X3J6 | 7.03e-42 | 91-229 | MATH domain |
| A0A068X7Q0 | 5.23e-42 | 145-282 | MATH domain |
| A0A068XB54 | 0.00000000000000294 | 94-215 | MATH domain |
| A0A068XD33 | 0.000000155 | 40-152 | MATH domain |
| A0A068XHL1 | 6.87e-34 | 328-479 | MATH domain |
| | 0.000000000137 | 140-203 | SIAH, seven in absentia homolog |
| | 0.000000425 | 198-251 | SIAH, seven in absentia homolog |
| A0A068XRJ3 | 9.15e-56 | 247-435 | SIAH, seven in absentia homolog |
| A0A068XTF0 | 3.76e-22 | 291-418 | MATH domain |
| A0A068XWM1 | 7.03e-42 | 90-228 | MATH domain |
| A0A068Y0S0 | 9.81e-18 | 189-312 | MATH domain |
| A0A068Y3W7 | 0.0000126 | 39-147 | MATH domain |
| A0A068Y4Q1 | 8.67e-36 | 321-473 | MATH domain |
| | 0.000000000654 | 132-197 | SIAH, seven in absentia homolog |
| | 0.0000000981 | 192-246 | SIAH, seven in absentia homolog |
| | 0.000000216 | 227-301 | SIAH, seven in absentia homolog |
| A0A068Y4U1 | 2.94e-21 | 293-418 | MATH domain |
| A0A068Y5S2 | 0.0000000144 | 120-226 | SIAH, seven in absentia homolog |
| A0A068Y7B9 | 5.07e-17 | 309-453 | MATH domain |
| A0A068YCQ1 | 7.68e-17 | 110-232 | MATH domain |
| A0A068YCW6 | 0.00000000000000491 | 91-205 | MATH domain |
| A0A068YCX0 | 3.66e-55 | 188-376 | SIAH, seven in absentia homolog |
| A0A069DRG8 | 0.0000000000301 | 77-147 | SIAH, seven in absentia homolog |
| A0A069DUI7 | 7.52e-38 | 114-237 | MATH domain |
| A0A069DYM0 | 5.07e-28 | 5-135 | MATH domain |
| A0A069DYN6 | 8.5e-56 | 139-326 | SIAH, seven in absentia homolog |
| A0A069DZQ5 | 3.43e-27 | 53-186 | MATH domain |
| A0A072NW91 | 1.36e-22 | 74-215 | MATH domain |
| A0A072PEF1 | 0.000000000000729 | 204-264,360-434 | MATH domain |
| A0A072TKR7 | 3.11e-26 | 149-279 | MATH domain |
| | 2.78e-21 | 13-119 | MATH domain |
| | 0.00000000245 | 293-429 | MATH domain |
| A0A072TMU7 | 0.0000131 | 446-557 | MATH domain |
| A0A072TN38 | 6.41e-48 | 109-301 | SIAH, seven in absentia homolog |
| A0A072U1E2 | 1.63e-17 | 109-282 | SIAH, seven in absentia homolog |
| A0A072U1Y3 | 3.43e-36 | 34-173 | MATH domain |
| A0A072U2U4 | 1.7e-20 | 229-346 | SIAH, seven in absentia homolog |
| A0A072U3M4 | 7.85e-29 | 13-144 | MATH domain |
| A0A072U4N9 | 6.21e-22 | 130-269 | MATH domain |
| | 0.000000000000523 | 4-76 | MATH domain |
| A0A072UCG8 | 2.29e-35 | 15-154 | MATH domain |
| A0A072UDL4 | 0.00000196 | 17-51 | MATH domain |
| A0A072UF08 | 3.27e-35 | 29-172 | MATH domain |
| A0A072UG46 | 4.58e-32 | 23-161 | MATH domain |
| A0A072UGF6 | 3.53e-19 | 64-233 | SIAH, seven in absentia homolog |
| A0A072UGS6 | 5.23e-40 | 59-189 | MATH domain |
| A0A072UH26 | 8.99e-34 | 19-146 | MATH domain |
| A0A072UIB0 | 0.0000000464 | 84-143 | SIAH, seven in absentia homolog |
| A0A072UK93 | 0.0000000464 | 84-143 | SIAH, seven in absentia homolog |
| A0A072ULS1 | 0.00000000000000575 | 14-126 | SIAH, seven in absentia homolog |
| A0A072UR58 | 3.27e-35 | 29-172 | MATH domain |
| A0A072VGN5 | 3.53e-26 | 98-269 | SIAH, seven in absentia homolog |
| A0A072VGZ9 | 1.46e-40 | 56-186 | MATH domain |
| A0A072VHB2 | 7.85e-26 | 2-169 | SIAH, seven in absentia homolog |
| A0A072VHW0 | 2.75e-26 | 67-238 | SIAH, seven in absentia homolog |
| A0A072VI80 | 7.19e-46 | 117-306 | SIAH, seven in absentia homolog |
| A0A072VIC6 | 2.75e-26 | 67-238 | SIAH, seven in absentia homolog |
| A0A072VIQ6 | 1.47e-40 | 57-187 | MATH domain |
| A0A072VJK6 | 0.00000392 | 201-281 | SIAH, seven in absentia homolog |
| A0A072VKZ7 | 2.94e-32 | 48-178 | MATH domain |
| A0A072VMM4 | 2.78e-31 | 61-188 | MATH domain |
| A0A072VSV1 | 9.15e-22 | 73-237 | SIAH, seven in absentia homolog |
| A0A074RRR8 | 2.94e-17 | 18-160 | MATH domain |
| A0A074S7L9 | 0.00000000386 | 162-222 | SIAH, seven in absentia homolog |
| | 0.000000301 | 76-142 | SIAH, seven in absentia homolog |
| A0A074SCH5 | 9.81e-26 | 85-225 | MATH domain |
| A0A074SML9 | 0.0000741 | 196-312 | MATH domain |
| A0A074SWA0 | 0.0000000589 | 11-145 | MATH domain |
| A0A074SXD0 | 0.00000144 | 109-181 | SIAH, seven in absentia homolog |
| A0A074T3P0 | 0.00000000245 | 154-217 | SIAH, seven in absentia homolog |
| A0A074TRA4 | 0.0000000000163 | 1170-1285 | MATH domain |
| A0A074TWP2 | 0.000000164 | 223-313 | MATH domain |
| A0A074VX18 | 6.05e-18 | 181-345 | MATH domain |
| A0A074W7M0 | 2.16e-25 | 62-205 | MATH domain |
| A0A074W8F2 | 0.000000000366 | 81-147 | SIAH, seven in absentia homolog |
| | 0.00000163 | 165-218 | SIAH, seven in absentia homolog |
| A0A074WKY3 | 4.14e-25 | 62-205 | MATH domain |
| A0A074WR48 | 1.8e-18 | 248-414 | MATH domain |
| A0A074WSH2 | 0.00000017 | 81-149 | SIAH, seven in absentia homolog |
| | 0.0000049 | 165-219 | SIAH, seven in absentia homolog |
| A0A074WZQ4 | 0.0000000019 | 81-160 | SIAH, seven in absentia homolog |
| | 0.00000517 | 165-218 | SIAH, seven in absentia homolog |
| A0A074XCC4 | 1.09e-24 | 62-205 | MATH domain |
| A0A074XGP0 | 3.43e-17 | 236-403 | MATH domain |
| A0A074Y5T8 | 2.18e-25 | 62-205 | MATH domain |
| A0A074YPJ0 | 1.49e-18 | 241-408 | MATH domain |
| A0A074Z2K9 | 0.0000000000000196 | 118-243 | MATH domain |
| A0A074Z8C6 | 0.00000164 | 21-148 | MATH domain |
| A0A074Z8U9 | 0.0000000327 | 86-170 | SIAH, seven in absentia homolog |
| | 0.00000255 | 170-225 | SIAH, seven in absentia homolog |
| A0A074ZBA2 | 4.41e-23 | 273-400 | MATH domain |
| A0A074ZGV3 | 0.00000000017 | 455-516 | SIAH, seven in absentia homolog |
| | 0.00000000017 | 620-681 | SIAH, seven in absentia homolog |
| A0A074ZIC3 | 0.000000177 | 25-87 | SIAH, seven in absentia homolog |
| A0A074ZRT3 | 0.0000471 | 108-163 | SIAH, seven in absentia homolog |
| A0A074ZXG1 | 0.0000275 | 20-66 | SIAH, seven in absentia homolog |
| A0A074ZXK5 | 2.62e-42 | 2-139 | MATH domain |
| A0A075A0I3 | 4.06e-35 | 388-540 | MATH domain |
| | 0.000000000000085 | 198-258 | SIAH, seven in absentia homolog |
| | 0.0000575 | 260-310 | SIAH, seven in absentia homolog |
| A0A075A131 | 1.03e-18 | 273-427 | MATH domain |
| A0A075AIQ5 | 2.55e-56 | 171-357 | SIAH, seven in absentia homolog |
| A0A075ARA4 | 1.36e-20 | 54-187 | MATH domain |
| A0A075BR47 | 6.05e-41 | 395-544 | MATH domain |
| | 0.0000000000203 | 137-199 | SIAH, seven in absentia homolog |
| | 0.00000000418 | 195-292 | SIAH, seven in absentia homolog |
| A0A075Q571 | 0.000000000327 | 98-141 | MATH domain |
| A0A075QC52 | 0.000000000327 | 98-141 | MATH domain |
| A0A076KZV2 | 2.94e-45 | 31-172 | MATH domain |
| A0A077R3I3 | 1.01e-28 | 52-193 | MATH domain |
| A0A077RA52 | 1.05e-27 | 2-105 | MATH domain |
| A0A077RB83 | 0.0000000218 | 25-89,130-198 | MATH domain |
| A0A077REU4 | 3.11e-30 | 3-113 | MATH domain |
| A0A077REV5 | 1.1e-31 | 9-146 | MATH domain |
| A0A077RP50 | 3.99e-27 | 2-182 | SIAH, seven in absentia homolog |
| A0A077RP52 | 7.19e-24 | 80-212 | SIAH, seven in absentia homolog |
| A0A077RP54 | 6.54e-31 | 109-291 | SIAH, seven in absentia homolog |
| A0A077RP63 | 0.000000399 | 83-174 | SIAH, seven in absentia homolog |
| A0A077RP64 | 2.22e-25 | 112-296 | SIAH, seven in absentia homolog |
| A0A077RP67 | 2.35e-20 | 830-1008 | SIAH, seven in absentia homolog |
| A0A077RP72 | 2.42e-20 | 47-191 | SIAH, seven in absentia homolog |
| A0A077RP74 | 0.0000562 | 48-154 | SIAH, seven in absentia homolog |
| A0A077RP76 | 2.16e-27 | 43-209 | SIAH, seven in absentia homolog |
| A0A077RP77 | 2.16e-18 | 93-245 | SIAH, seven in absentia homolog |
| A0A077RP80 | 1.77e-24 | 149-282 | SIAH, seven in absentia homolog |
| A0A077RP94 | 1.34e-23 | 34-172 | MATH domain |
| A0A077RP98 | 7.19e-30 | 66-249 | SIAH, seven in absentia homolog |
| A0A077RPA4 | 2.62e-25 | 64-195 | SIAH, seven in absentia homolog |
| A0A077RPB0 | 7.85e-29 | 46-191 | SIAH, seven in absentia homolog |
| A0A077RPD4 | 2.94e-24 | 134-311 | SIAH, seven in absentia homolog |
| A0A077RPE5 | 5.36e-27 | 162-349 | SIAH, seven in absentia homolog |
| A0A077RPE8 | 0.000053 | 140-166 | SIAH, seven in absentia homolog |
| A0A077RPM5 | 4.97e-29 | 44-191 | SIAH, seven in absentia homolog |
| A0A077RPM8 | 1.37e-26 | 5-167 | SIAH, seven in absentia homolog |
| A0A077RPN4 | 2.94e-26 | 132-310 | SIAH, seven in absentia homolog |
| A0A077RPN6 | 5.82e-23 | 72-229 | SIAH, seven in absentia homolog |
| A0A077RPN7 | 2.62e-30 | 89-250 | SIAH, seven in absentia homolog |
| A0A077RPR3 | 5.4e-30 | 2-137 | MATH domain |
| A0A077RPX8 | 7.03e-31 | 26-154 | MATH domain |
| A0A077RPY2 | 2.42e-24 | 136-309 | SIAH, seven in absentia homolog |
| A0A077RQK6 | 8.34e-20 | 22-183 | MATH domain |
| A0A077RR67 | 0.0000000000114 | 100-204 | MATH domain |
| A0A077RRN1 | 1.7e-29 | 141-324 | SIAH, seven in absentia homolog |
| A0A077RRP4 | 5.69e-19 | 43-198 | SIAH, seven in absentia homolog |
| A0A077RRS6 | 1.21e-31 | 16-152 | MATH domain |
| A0A077RRT1 | 1.18e-24 | 332-516 | SIAH, seven in absentia homolog |
| | 0.000000562 | 2-86 | SIAH, seven in absentia homolog |
| A0A077RRT5 | 7.19e-27 | 128-295 | SIAH, seven in absentia homolog |
| A0A077RS17 | 2.94e-30 | 110-280 | SIAH, seven in absentia homolog |
| A0A077RS27 | 2.68e-23 | 2-160 | SIAH, seven in absentia homolog |
| A0A077RS29 | 2.88e-19 | 86-197 | SIAH, seven in absentia homolog |
| A0A077RSF3 | 2.16e-24 | 122-296 | SIAH, seven in absentia homolog |
| A0A077RSJ6 | 0.0000000000196 | 408-538 | MATH domain |
| | 0.0000000129 | 18-156 | MATH domain |
| A0A077RTC5 | 2.09e-20 | 755-933 | SIAH, seven in absentia homolog |
| A0A077RTS8 | 8.5e-26 | 136-304 | SIAH, seven in absentia homolog |
| A0A077RTT3 | 1.44e-23 | 114-284 | SIAH, seven in absentia homolog |
| A0A077RTZ2 | 0.0000262 | 122-240 | SIAH, seven in absentia homolog |
| A0A077RTZ5 | 2.88e-27 | 2-182 | SIAH, seven in absentia homolog |
| A0A077RTZ8 | 3.27e-33 | 109-291 | SIAH, seven in absentia homolog |
| A0A077RU20 | 2.75e-24 | 114-243 | SIAH, seven in absentia homolog |
| A0A077RU41 | 0.0000000000000425 | 48-173 | SIAH, seven in absentia homolog |
| A0A077RU48 | 0.00000000432 | 178-309 | SIAH, seven in absentia homolog |
| A0A077RUA7 | 1.08e-25 | 68-191 | MATH domain |
| A0A077RUB5 | 6.7e-30 | 15-155 | MATH domain |
| A0A077RUE6 | 0.00000124 | 136-164 | SIAH, seven in absentia homolog |
| A0A077RUG6 | 2.42e-24 | 107-248 | SIAH, seven in absentia homolog |
| A0A077RUK7 | 1.63e-19 | 87-226 | SIAH, seven in absentia homolog |
| A0A077RUL6 | 9.81e-29 | 77-216 | SIAH, seven in absentia homolog |
| A0A077RUX8 | 3.92e-26 | 398-538 | MATH domain |
| | 0.0000000000491 | 23-153 | MATH domain |
| A0A077RV50 | 5.69e-24 | 89-214 | SIAH, seven in absentia homolog |
| A0A077RV78 | 6.47e-23 | 127-252 | SIAH, seven in absentia homolog |
| A0A077RV93 | 9.81e-29 | 89-249 | SIAH, seven in absentia homolog |
| A0A077RVK1 | 5.23e-28 | 30-161 | MATH domain |
| A0A077RVL5 | 0.00000000000405 | 473-562 | SIAH, seven in absentia homolog |
| A0A077RWN3 | 0.00000000000000105 | 137-323 | SIAH, seven in absentia homolog |
| A0A077RXQ9 | 5.4e-32 | 24-158 | MATH domain |
| A0A077RXR5 | 5.89e-32 | 25-161 | MATH domain |
| A0A077RYF0 | 8.67e-38 | 26-161 | MATH domain |
| A0A077RYK2 | 4.84e-50 | 47-239 | SIAH, seven in absentia homolog |
| A0A077RYX8 | 5.89e-23 | 98-216 | SIAH, seven in absentia homolog |
| A0A077RZ93 | 0.00000000128 | 8-58 | MATH domain |
| A0A077RZK5 | 2.45e-39 | 19-157 | MATH domain |
| A0A077RZY6 | 1.54e-37 | 19-155 | MATH domain |
| A0A077S081 | 3.92e-28 | 31-169 | MATH domain |
| A0A077S2B5 | 8.99e-25 | 14-139 | MATH domain |
| A0A077S2Y0 | 0.00000000000000409 | 411-498 | MATH domain |
| | 0.0000000000245 | 17-145 | MATH domain |
| A0A077S3J8 | 1.8e-23 | 276-413 | MATH domain |
| A0A077S3L2 | 2.13e-36 | 53-186 | MATH domain |
| A0A077S475 | 1.37e-28 | 15-151 | MATH domain |
| A0A077S489 | 5.23e-34 | 57-185 | MATH domain |
| A0A077S4H7 | 0.00000000000327 | 170-284 | MATH domain |
| | 0.00000000213 | 19-144 | MATH domain |
| A0A077S4M4 | 1.47e-37 | 46-183 | MATH domain |
| A0A077S5D3 | 1.59e-36 | 23-159 | MATH domain |
| A0A077S5D4 | 1.96e-30 | 24-163 | MATH domain |
| A0A077S605 | 1.8e-31 | 25-158 | MATH domain |
| A0A077S6G9 | 1.05e-21 | 132-293 | SIAH, seven in absentia homolog |
| A0A077S6V6 | 5.89e-27 | 179-318 | MATH domain |
| | 6.05e-19 | 18-150 | MATH domain |
| A0A077S7C5 | 5.07e-28 | 31-169 | MATH domain |
| A0A077S873 | 1.7e-25 | 92-256 | SIAH, seven in absentia homolog |
| A0A077TKJ3 | 0.0000000000000262 | 1172-1290 | MATH domain |
| A0A077TLD2 | 0.00000000458 | 153-287 | MATH domain |
| A0A077TMP5 | 0.000000000105 | 90-163 | SIAH, seven in absentia homolog |
| A0A077TT71 | 0.00000213 | 501-572 | MATH domain |
| A0A077W8Q4 | 0.0000000915 | 59-130 | SIAH, seven in absentia homolog |
| A0A077WCG9 | 1.62e-19 | 78-219 | MATH domain |
| A0A077WD08 | 0.0000000105 | 84-160 | SIAH, seven in absentia homolog |
| | 0.0000000752 | 172-229 | SIAH, seven in absentia homolog |
| A0A077WHU9 | 0.00000000000000507 | 68-201 | MATH domain |
| A0A077WK85 | 1.41e-25 | 51-191 | MATH domain |
| A0A077WYL2 | 1.6e-17 | 58-171 | MATH domain |
| A0A077X1K2 | 5.56e-27 | 106-245 | MATH domain |
| A0A077X661 | 0.000000000392 | 154-286 | MATH domain |
| A0A077XCV5 | 0.0000000000000311 | 1190-1308 | MATH domain |
| A0A077XIW6 | 0.0000000000641 | 90-164 | SIAH, seven in absentia homolog |
| A0A077XK53 | 0.00000196 | 488-559 | MATH domain |
| A0A077Y3I2 | 0.0000000000523 | 167-302 | MATH domain |
| A0A077Y9T9 | 0.0000000000000458 | 1260-1377 | MATH domain |
| A0A077YWI7 | 0.00000719 | 306-434 | MATH domain |
| A0A077Z463 | 2.94e-17 | 25-156 | MATH domain |
| A0A077Z7P2 | 2.94e-45 | 61-201 | MATH domain |
| A0A077ZB91 | 1.18e-21 | 57-183 | MATH domain |
| A0A077ZK05 | 2.48e-56 | 139-327 | SIAH, seven in absentia homolog |
| A0A077ZM31 | 3.43e-18 | 90-191 | MATH domain |
| A0A077ZP55 | 0.000000000373 | 29-82 | SIAH, seven in absentia homolog |
| A0A077ZPY1 | 4.91e-25 | 410-532 | MATH domain |
| A0A077ZRK5 | 0.0000000000000438 | 107-165 | SIAH, seven in absentia homolog |
| A0A077ZTS8 | 0.0000000000124 | 4-63 | SIAH, seven in absentia homolog |
| A0A077ZUR9 | 0.00000915 | 149-214 | SIAH, seven in absentia homolog |
| A0A077ZVT2 | 0.00000333 | 100-146 | SIAH, seven in absentia homolog |
| A0A077ZWD5 | 0.0000137 | 174-242 | SIAH, seven in absentia homolog |
| A0A078A8V4 | 0.000000000654 | 47-105 | SIAH, seven in absentia homolog |
| A0A078ACM9 | 0.000000000137 | 35-97 | SIAH, seven in absentia homolog |
| A0A078AGE3 | 0.0000085 | 148-198 | SIAH, seven in absentia homolog |
| A0A078AKI9 | 0.000000111 | 109-207 | SIAH, seven in absentia homolog |
| A0A078AKM5 | 0.00000000288 | 144-214 | SIAH, seven in absentia homolog |
| A0A078AUB0 | 0.0000517 | 188-241 | SIAH, seven in absentia homolog |
| A0A078AUH7 | 0.000000000981 | 739-790 | SIAH, seven in absentia homolog |
| | 0.00000000405 | 790-880 | SIAH, seven in absentia homolog |
| | 0.0000281 | 611-661 | SIAH, seven in absentia homolog |
| A0A078AVY9 | 0.000000000000464 | 5-162 | SIAH, seven in absentia homolog |
| A0A078AYB6 | 0.000085 | 108-143 | SIAH, seven in absentia homolog |
| A0A078B0W7 | 0.0000294 | 3-75 | SIAH, seven in absentia homolog |
| A0A078B8G0 | 0.000000575 | 189-254 | SIAH, seven in absentia homolog |
| A0A078B9U3 | 0.00000000177 | 95-151 | SIAH, seven in absentia homolog |
| A0A078EZ10 | 8.99e-27 | 166-298 | MATH domain |
| | 3.92e-23 | 23-157 | MATH domain |
| A0A078F303 | 0.00000000000000101 | 33-136 | MATH domain |
| A0A078F4Y1 | 5.56e-36 | 30-169 | MATH domain |
| A0A078F6P1 | 7.52e-28 | 165-297 | MATH domain |
| | 3.43e-20 | 18-152 | MATH domain |
| A0A078F7K0 | 2.62e-35 | 20-159 | MATH domain |
| A0A078F9P4 | 4.25e-33 | 69-197 | MATH domain |
| A0A078FB73 | 1.14e-33 | 20-161 | MATH domain |
| A0A078FCR4 | 3.79e-39 | 100-284 | SIAH, seven in absentia homolog |
| A0A078FCR7 | 1.8e-30 | 176-303 | MATH domain |
| | 9.65e-17 | 19-143 | MATH domain |
| A0A078FEY9 | 9.32e-33 | 67-205 | MATH domain |
| | 3.6e-32 | 387-527 | MATH domain |
| | 5.72e-25 | 228-372 | MATH domain |
| | 7.36e-20 | 551-676 | MATH domain |
| A0A078FFG9 | 2.35e-17 | 91-150 | SIAH, seven in absentia homolog |
| A0A078FJP9 | 0.000000131 | 119-213 | SIAH, seven in absentia homolog |
| A0A078FK50 | 1.05e-34 | 86-251 | SIAH, seven in absentia homolog |
| A0A078FLE5 | 5.4e-34 | 23-162 | MATH domain |
| A0A078FLY6 | 5.23e-21 | 170-305 | MATH domain |
| A0A078FMB4 | 5.72e-41 | 53-189 | MATH domain |
| A0A078FMU5 | 0.00000000111 | 237-328 | SIAH, seven in absentia homolog |
| A0A078FNU9 | 2.13e-31 | 124-250 | MATH domain |
| A0A078FPK3 | 1.77e-48 | 111-302 | SIAH, seven in absentia homolog |
| A0A078FPK4 | 5.72e-16 | 3-94 | MATH domain |
| A0A078FPN7 | 2.29e-26 | 9-128 | MATH domain |
| A0A078FR58 | 1.63e-48 | 107-299 | SIAH, seven in absentia homolog |
| A0A078FR84 | 1.08e-23 | 7-140 | MATH domain |
| A0A078FT78 | 3.92e-34 | 704-833 | MATH domain |
| A0A078FVN0 | 7.85e-29 | 7-141 | MATH domain |
| A0A078FYT3 | 8.67e-24 | 6-129 | MATH domain |
| A0A078FZM0 | 3.11e-31 | 59-195 | MATH domain |
| | 2.13e-29 | 210-342 | MATH domain |
| A0A078G047 | 1.08e-35 | 12-149 | MATH domain |
| A0A078G0S7 | 8.18e-34 | 65-194 | MATH domain |
| A0A078G2P9 | 4.58e-26 | 96-224 | MATH domain |
| | 8.18e-20 | 244-377 | MATH domain |
| A0A078G316 | 9.15e-48 | 113-304 | SIAH, seven in absentia homolog |
| A0A078G357 | 2.29e-32 | 60-196 | MATH domain |
| | 4.25e-18 | 211-339 | MATH domain |
| A0A078G446 | 9.32e-31 | 56-191 | MATH domain |
| | 1.16e-23 | 207-337 | MATH domain |
| A0A078GAD7 | 2.62e-26 | 64-192 | MATH domain |
| A0A078GB37 | 1.9e-47 | 114-306 | SIAH, seven in absentia homolog |
| A0A078GB50 | 2.29e-30 | 793-922 | MATH domain |
| A0A078GCE8 | 0.0000981 | 400-447 | SIAH, seven in absentia homolog |
| A0A078GD65 | 1.44e-27 | 17-147 | MATH domain |
| A0A078GDF9 | 8.99e-24 | 6-138 | MATH domain |
| A0A078GE20 | 8.83e-33 | 5-143 | MATH domain |
| A0A078GFB3 | 2.13e-33 | 5-136 | MATH domain |
| A0A078GG13 | 4.09e-27 | 262-399 | MATH domain |
| | 5.4e-26 | 107-247 | MATH domain |
| A0A078GGM5 | 7.85e-28 | 173-303 | MATH domain |
| | 4.41e-18 | 17-146 | MATH domain |
| A0A078GH56 | 1.96e-27 | 7-133 | MATH domain |
| A0A078GIF3 | 6.05e-28 | 211-344 | MATH domain |
| | 2.13e-27 | 59-196 | MATH domain |
| A0A078GIT3 | 6.08e-48 | 112-304 | SIAH, seven in absentia homolog |
| A0A078GJD6 | 2.94e-34 | 26-165 | MATH domain |
| A0A078GMD0 | 1.11e-34 | 86-251 | SIAH, seven in absentia homolog |
| A0A078GPI3 | 2.55e-18 | 440-604 | SIAH, seven in absentia homolog |
| A0A078GPX2 | 1.5e-30 | 167-300 | MATH domain |
| | 2.29e-19 | 44-158 | MATH domain |
| A0A078GQU0 | 2.68e-34 | 153-313 | SIAH, seven in absentia homolog |
| A0A078GSU4 | 1.41e-27 | 88-222 | MATH domain |
| | 0.0000213 | 22-78 | MATH domain |
| A0A078GTW4 | 1.64e-36 | 14-153 | MATH domain |
| A0A078GVY8 | 2.62e-29 | 228-361 | MATH domain |
| | 4.91e-20 | 75-216 | MATH domain |
| A0A078GX94 | 3.92e-27 | 261-398 | MATH domain |
| | 3.43e-26 | 106-247 | MATH domain |
| A0A078H3Y9 | 4.74e-28 | 2-133 | MATH domain |
| A0A078H4W1 | 9.65e-23 | 7-132 | MATH domain |
| A0A078H565 | 4.25e-33 | 69-197 | MATH domain |
| A0A078H941 | 7.52e-21 | 181-291 | MATH domain |
| | 1.36e-19 | 31-167 | MATH domain |
| A0A078H9G4 | 4.74e-25 | 6-130 | MATH domain |
| A0A078HAA9 | 7.19e-47 | 112-304 | SIAH, seven in absentia homolog |
| A0A078HC43 | 4.91e-33 | 66-204 | MATH domain |
| | 8.34e-32 | 397-537 | MATH domain |
| | 1.24e-23 | 227-371 | MATH domain |
| | 1.8e-19 | 558-683 | MATH domain |
| A0A078HC56 | 1.96e-27 | 16-147 | MATH domain |
| A0A078HC91 | 5.4e-33 | 781-910 | MATH domain |
| A0A078HCE5 | 1.18e-29 | 235-375 | MATH domain |
| | 2.78e-17 | 114-223 | MATH domain |
| A0A078HD73 | 0.00000000000000278 | 91-192 | MATH domain |
| | 0.000000000801 | 24-96 | MATH domain |
| A0A078HE38 | 8.01e-26 | 76-201 | MATH domain |
| | 1.54e-25 | 215-351 | MATH domain |
| A0A078HEK9 | 1.57e-36 | 151-327 | SIAH, seven in absentia homolog |
| A0A078HF73 | 8.34e-35 | 782-918 | MATH domain |
| | 1.96e-28 | 239-379 | MATH domain |
| | 4.58e-27 | 85-228 | MATH domain |
| | 1.28e-26 | 626-768 | MATH domain |
| A0A078HFL7 | 1.05e-16 | 124-172 | SIAH, seven in absentia homolog |
| A0A078HH85 | 7.85e-21 | 340-457 | SIAH, seven in absentia homolog |
| A0A078HHN5 | 1.8e-23 | 23-113,141-184 | MATH domain |
| | 6.54e-17 | 187-283 | MATH domain |
| | 0.00000000000018 | 303-401 | MATH domain |
| A0A078HHS3 | 1.54e-27 | 27-156 | MATH domain |
| A0A078HKS5 | 3.92e-20 | 9-132 | MATH domain |
| A0A078HM20 | 4.41e-28 | 31-167 | MATH domain |
| | 8.5e-19 | 178-311 | MATH domain |
| A0A078HN66 | 8.5e-20 | 74-191 | SIAH, seven in absentia homolog |
| A0A078HPY3 | 1.96e-26 | 198-326 | MATH domain |
| | 0.00000719 | 79-124 | MATH domain |
| A0A078HX82 | 1.14e-30 | 84-224 | MATH domain |
| | 1.01e-28 | 238-376 | MATH domain |
| A0A078HZ99 | 0.00000582 | 390-502 | MATH domain |
| A0A078HZB2 | 9.15e-47 | 113-303 | SIAH, seven in absentia homolog |
| A0A078HZV6 | 1.64e-31 | 238-378 | MATH domain |
| | 7.52e-29 | 85-224 | MATH domain |
| A0A078I3E1 | 1.39e-27 | 179-307 | MATH domain |
| | 4.25e-27 | 18-159 | MATH domain |
| A0A078I4N1 | 1.64e-30 | 177-310 | MATH domain |
| | 1.14e-29 | 18-168 | MATH domain |
| A0A078I5X7 | 2.45e-30 | 228-361 | MATH domain |
| | 4.41e-19 | 75-216 | MATH domain |
| A0A078I8F0 | 5.72e-25 | 8-112 | MATH domain |
| A0A078ICZ5 | 6.54e-27 | 3-132 | MATH domain |
| A0A078IDD9 | 1.52e-30 | 6-135 | MATH domain |
| A0A078IDI7 | 2.29e-23 | 7-138 | MATH domain |
| A0A078IEZ0 | 7.03e-20 | 18-140 | MATH domain |
| | 0.0000000000000556 | 160-239 | MATH domain |
| A0A078IF33 | 1.42e-20 | 5-138 | MATH domain |
| A0A078IFB0 | 1.24e-33 | 148-308 | SIAH, seven in absentia homolog |
| A0A078IFM6 | 9.16e-31 | 116-243 | MATH domain |
| A0A078IK56 | 1.54e-32 | 241-377 | MATH domain |
| | 5.56e-24 | 86-225 | MATH domain |
| A0A078IL46 | 3.11e-31 | 238-378 | MATH domain |
| | 6.54e-29 | 85-224 | MATH domain |
| A0A078IM34 | 1.05e-30 | 84-224 | MATH domain |
| | 1.11e-28 | 238-376 | MATH domain |
| A0A078IMW7 | 1.8e-25 | 6-135 | MATH domain |
| A0A078IQW5 | 1.37e-16 | 95-266 | SIAH, seven in absentia homolog |
| A0A078IRJ0 | 3.11e-27 | 18-147 | MATH domain |
| | 8.83e-27 | 164-290 | MATH domain |
| A0A078ISF8 | 1.08e-32 | 8-140 | MATH domain |
| A0A078ISG1 | 0.00000118 | 442-555 | MATH domain |
| A0A078ITV2 | 1.05e-43 | 104-280 | SIAH, seven in absentia homolog |
| A0A078ITY1 | 7.85e-17 | 97-259 | SIAH, seven in absentia homolog |
| A0A078IVU6 | 8.01e-25 | 6-138 | MATH domain |
| A0A078IWZ2 | 0.000000719 | 442-557 | MATH domain |
| A0A078IXF2 | 1.62e-34 | 5-140 | MATH domain |
| A0A078IY29 | 1.49e-36 | 50-184 | MATH domain |
| A0A078IZ74 | 5.4e-41 | 52-188 | MATH domain |
| A0A078J092 | 2.03e-36 | 115-286 | SIAH, seven in absentia homolog |
| A0A078J0L3 | 5.72e-23 | 170-303 | MATH domain |
| | 5.56e-20 | 23-165 | MATH domain |
| A0A078J3T3 | 2.29e-18 | 176-264 | MATH domain |
| | 7.36e-17 | 19-146 | MATH domain |
| A0A078J3U5 | 2.75e-48 | 113-305 | SIAH, seven in absentia homolog |
| A0A078J427 | 5.4e-28 | 172-308 | MATH domain |
| | 9.48e-28 | 23-158 | MATH domain |
| A0A078J5L2 | 5.56e-18 | 117-237 | MATH domain |
| | 0.0000000000000497 | 25-105 | MATH domain |
| A0A078J5R4 | 5.4e-36 | 26-165 | MATH domain |
| A0A078J6Q2 | 9.32e-33 | 67-205 | MATH domain |
| | 3.6e-32 | 387-527 | MATH domain |
| | 5.23e-25 | 228-372 | MATH domain |
| | 6.54e-20 | 551-676 | MATH domain |
| A0A078J8M7 | 2.62e-35 | 42-181 | MATH domain |
| A0A078JAN6 | 0.00000000000000491 | 11-110 | MATH domain |
| A0A078JCI2 | 6.21e-18 | 5-105 | SIAH, seven in absentia homolog |
| A0A078JDB0 | 1.32e-17 | 11-108 | MATH domain |
| A0A078JDV3 | 1.64e-26 | 5-138 | MATH domain |
| | 1.08e-21 | 378-497 | MATH domain |
| A0A078JGH7 | 7.36e-28 | 5-130 | MATH domain |
| A0A078JJU0 | 1.64e-36 | 26-165 | MATH domain |
| A0A078JM55 | 3.33e-18 | 46-163 | SIAH, seven in absentia homolog |
| A0A078JMU3 | 1.29e-31 | 59-195 | MATH domain |
| | 9.97e-30 | 210-343 | MATH domain |
| A0A078JN49 | 1.31e-17 | 156-273 | SIAH, seven in absentia homolog |
| A0A078JND1 | 0.00000016 | 64-98 | MATH domain |
| A0A078JNS2 | 1.8e-31 | 59-195 | MATH domain |
| | 4.25e-28 | 210-343 | MATH domain |
| A0A078JP33 | 0.000000149 | 20-66 | MATH domain |
| A0A078JR92 | 7.85e-48 | 116-308 | SIAH, seven in absentia homolog |
| A0A078JU98 | 6.21e-27 | 127-258 | MATH domain |
| | 1.16e-20 | 11-117 | MATH domain |
| A0A078JV99 | 5.56e-27 | 17-146 | MATH domain |
| A0A078JVP2 | 1.8e-29 | 192-325 | MATH domain |
| | 1.18e-22 | 59-177 | MATH domain |
| A0A078JW34 | 6.21e-26 | 147-324 | SIAH, seven in absentia homolog |
| A0A078JXR3 | 0.0000000152 | 6-60 | MATH domain |
| A0A078JZP0 | 5.89e-18 | 5-108 | MATH domain |
| A0A078K0L9 | 1.03e-21 | 51-137 | MATH domain |
| A0A078K1B9 | 0.00000768 | 19-58 | MATH domain |
| A0A078K313 | 0.0000000000491 | 167-302 | MATH domain |
| A0A078K447 | 3.43e-18 | 5-104 | MATH domain |
| A0A078K5L6 | 0.0000000000000458 | 1266-1383 | MATH domain |
| A0A078KA57 | 0.000000000347 | 90-169 | SIAH, seven in absentia homolog |
| A0A078KFQ9 | 0.00000196 | 490-561 | MATH domain |
| A0A080YU18 | 0.00000000000399 | 103-263 | SIAH, seven in absentia homolog |
| A0A080Z1Y6 | 0.00000137 | 593-653 | SIAH, seven in absentia homolog |
| A0A080ZCG5 | 0.0000000000000218 | 79-201 | MATH domain |
| A0A080ZCG6 | 0.0000000000000218 | 79-201 | MATH domain |
| A0A080ZDG8 | 0.0000000118 | 1210-1266 | SIAH, seven in absentia homolog |
| | 0.00000602 | 1299-1352 | SIAH, seven in absentia homolog |
| A0A080ZH57 | 0.0000222 | 281-310 | SIAH, seven in absentia homolog |
| | 0.0000242 | 231-262 | SIAH, seven in absentia homolog |
| A0A080ZH58 | 0.0000216 | 251-280 | SIAH, seven in absentia homolog |
| A0A080ZNC3 | 0.00000523 | 119-187 | SIAH, seven in absentia homolog |
| A0A080ZZV5 | 3.92e-19 | 168-314 | MATH domain |
| A0A080ZZV6 | 2.78e-18 | 168-293 | MATH domain |
| A0A080ZZV7 | 2.78e-18 | 168-293 | MATH domain |
| A0A080ZZV8 | 3.27e-19 | 168-314 | MATH domain |
| A0A080ZZV9 | 2.29e-18 | 168-293 | MATH domain |
| A0A080ZZW0 | 7.19e-17 | 5-135 | MATH domain |
| A0A081AP27 | 0.000000213 | 75-172 | SIAH, seven in absentia homolog |
| A0A081CCQ0 | 1.31e-28 | 293-434 | MATH domain |
| A0A081CF68 | 0.00000458 | 255-333 | SIAH, seven in absentia homolog |
| A0A081CHE2 | 0.00000283 | 132-195,233-301 | MATH domain |
| A0A081IAD2 | 0.00000000556 | 153-287 | MATH domain |
| A0A081NCH6 | 1.96e-41 | 543-699 | MATH domain |
| A0A084ALK4 | 3.11e-24 | 93-231 | MATH domain |
| A0A084AWM0 | 0.0000000281 | 203-248 | SIAH, seven in absentia homolog |
| | 0.0000163 | 261-310 | SIAH, seven in absentia homolog |
| A0A084FX29 | 3.6e-24 | 64-203 | MATH domain |
| A0A084QAQ2 | 4.09e-24 | 93-231 | MATH domain |
| A0A084QD35 | 0.000000262 | 203-249 | SIAH, seven in absentia homolog |
| | 0.0000504 | 261-310 | SIAH, seven in absentia homolog |
| A0A084RH26 | 3.11e-24 | 93-231 | MATH domain |
| A0A084RW72 | 0.000000124 | 203-248 | SIAH, seven in absentia homolog |
| | 0.0000163 | 261-310 | SIAH, seven in absentia homolog |
| A0A084VI71 | 3.43e-46 | 69-210 | MATH domain |
| A0A084VJT9 | 6.02e-32 | 235-380 | MATH domain |
| | 0.0000000000222 | 94-166 | SIAH, seven in absentia homolog |
| A0A084VNR3 | 8.83e-20 | 399-520 | MATH domain |
| | 2.13e-16 | 247-370 | MATH domain |
| A0A084VQD2 | 1.11e-25 | 186-380 | SIAH, seven in absentia homolog |
| A0A084VRV4 | 0.000000000000981 | 192-264 | SIAH, seven in absentia homolog |
| A0A084VVI5 | 2.07e-21 | 387-525 | MATH domain |
| A0A084W238 | 5.89e-22 | 1065-1192 | MATH domain |
| | 3.6e-17 | 908-1034 | MATH domain |
| | 0.0000000000000164 | 750-853 | MATH domain |
| | 0.00000736 | 572-686 | MATH domain |
| A0A084W242 | 1.8e-16 | 366-483 | MATH domain |
| A0A084W246 | 9.16e-17 | 66-183 | MATH domain |
| A0A084W9C5 | 0.0000000000268 | 50-122 | SIAH, seven in absentia homolog |
| A0A084WCL0 | 2.13e-25 | 278-408 | MATH domain |
| A0A084WIQ4 | 1.11e-20 | 64-197 | SIAH, seven in absentia homolog |
| A0A084WQR8 | 4.74e-39 | 321-475 | MATH domain |
| | 0.00000000000193 | 95-161 | SIAH, seven in absentia homolog |
| | 0.000000131 | 209-260 | SIAH, seven in absentia homolog |
| A0A085LVI6 | 2.48e-56 | 139-327 | SIAH, seven in absentia homolog |
| A0A085M0N3 | 2.13e-21 | 28-154 | MATH domain |
| A0A085MJA3 | 0.0000124 | 436-564 | MATH domain |
| A0A085MLG8 | 4.25e-17 | 38-169 | MATH domain |
| A0A085N1R8 | 1.32e-21 | 57-183 | MATH domain |
| A0A085N4K0 | 3.11e-45 | 63-203 | MATH domain |
| A0A085NPL4 | 7.85e-22 | 146-273 | MATH domain |
| A0A085NS32 | 0.00000883 | 56-191 | MATH domain |
| A0A086J7L9 | 0.0000000589 | 11-145 | MATH domain |
| A0A086JB18 | 0.00000000219 | 154-217 | SIAH, seven in absentia homolog |
| A0A086JDE8 | 0.00000000000572 | 718-833 | MATH domain |
| A0A086JFV4 | 0.00000634 | 109-182 | SIAH, seven in absentia homolog |
| A0A086JNA9 | 0.0000000000153 | 760-875 | MATH domain |
| A0A086JNY4 | 0.00000000219 | 154-217 | SIAH, seven in absentia homolog |
| A0A086JVM1 | 0.00000634 | 109-182 | SIAH, seven in absentia homolog |
| A0A086K0X8 | 0.00000000219 | 154-217 | SIAH, seven in absentia homolog |
| A0A086K2Y3 | 0.0000000589 | 11-145 | MATH domain |
| A0A086KFK0 | 0.0000000589 | 11-145 | MATH domain |
| A0A086KGK9 | 0.00000634 | 109-182 | SIAH, seven in absentia homolog |
| A0A086KH50 | 0.000000327 | 225-313 | MATH domain |
| A0A086KK72 | 0.000000000015 | 691-806 | MATH domain |
| A0A086LCM6 | 0.000000311 | 225-313 | MATH domain |
| A0A086LKG8 | 0.00000634 | 109-182 | SIAH, seven in absentia homolog |
| A0A086LQE7 | 0.0000000589 | 11-145 | MATH domain |
| A0A086LRX4 | 0.0000000000124 | 291-406 | MATH domain |
| A0A086LY81 | 0.000000294 | 225-313 | MATH domain |
| A0A086M8D8 | 0.00000000219 | 154-217 | SIAH, seven in absentia homolog |
| A0A086PK48 | 0.00000000219 | 154-217 | SIAH, seven in absentia homolog |
| A0A086PN81 | 0.0000000589 | 11-145 | MATH domain |
| A0A086PR15 | 0.0000000000163 | 1168-1283 | MATH domain |
| A0A086PRE3 | 0.00000275 | 109-181 | SIAH, seven in absentia homolog |
| A0A086PUP2 | 0.00000634 | 109-182 | SIAH, seven in absentia homolog |
| A0A086QAG4 | 0.0000000000148 | 686-801 | MATH domain |
| A0A086QKR7 | 0.00000000219 | 154-217 | SIAH, seven in absentia homolog |
| A0A086QMF8 | 0.0000000589 | 11-145 | MATH domain |
| A0A086QVQ1 | 0.00000149 | 225-313 | MATH domain |
| A0A086SW02 | 3.92e-24 | 98-237 | MATH domain |
| A0A086TGC7 | 0.0000000523 | 221-269 | SIAH, seven in absentia homolog |
| | 0.0000216 | 331-362 | SIAH, seven in absentia homolog |
| A0A087FXP7 | 0.0000000000000213 | 7-79 | MATH domain |
| A0A087FZ67 | 1.08e-29 | 37-160 | MATH domain |
| A0A087G0A5 | 2.13e-28 | 24-171 | MATH domain |
| | 1.55e-26 | 186-299 | MATH domain |
| A0A087G1D2 | 0.0000785 | 401-456 | SIAH, seven in absentia homolog |
| A0A087G1I9 | 8.01e-33 | 186-318 | MATH domain |
| | 2.45e-28 | 24-171 | MATH domain |
| A0A087G273 | 3.27e-27 | 154-263 | MATH domain |
| | 3.43e-23 | 21-138 | MATH domain |
| A0A087G550 | 2.45e-27 | 172-304 | MATH domain |
| | 2.62e-26 | 17-162 | MATH domain |
| A0A087G5A2 | 1.01e-40 | 53-189 | MATH domain |
| A0A087G8D5 | 2.45e-35 | 22-161 | MATH domain |
| A0A087G8W4 | 2.29e-35 | 25-164 | MATH domain |
| A0A087G952 | 8.34e-34 | 64-200 | MATH domain |
| | 5.56e-27 | 215-345 | MATH domain |
| A0A087G956 | 3.27e-28 | 210-343 | MATH domain |
| | 3.11e-27 | 59-195 | MATH domain |
| A0A087G962 | 1.26e-23 | 152-284 | MATH domain |
| | 0.000000000141 | 61-137 | MATH domain |
| A0A087GAQ5 | 7.19e-49 | 109-301 | SIAH, seven in absentia homolog |
| A0A087GHF6 | 4.05e-47 | 93-283 | SIAH, seven in absentia homolog |
| A0A087GIU6 | 1.37e-37 | 162-337 | SIAH, seven in absentia homolog |
| A0A087GLB1 | 4.09e-25 | 18-143 | MATH domain |
| | 6.21e-25 | 164-293 | MATH domain |
| A0A087GMK1 | 5.4e-27 | 175-307 | MATH domain |
| | 0.0000000000000262 | 19-145 | MATH domain |
| A0A087GMK2 | 2.29e-22 | 18-150 | MATH domain |
| | 3.43e-18 | 178-318 | MATH domain |
| A0A087GPA9 | 1.1e-30 | 47-164 | MATH domain |
| A0A087GPY4 | 8.18e-27 | 23-132 | MATH domain |
| A0A087GR99 | 9.97e-16 | 2-107 | MATH domain |
| A0A087GRT0 | 7.68e-32 | 403-543 | MATH domain |
| | 1.23e-31 | 69-207 | MATH domain |
| | 1.96e-24 | 233-377 | MATH domain |
| | 7.52e-20 | 567-692 | MATH domain |
| A0A087GTR8 | 3.6e-33 | 171-332 | SIAH, seven in absentia homolog |
| A0A087GV26 | 3.11e-29 | 106-230 | MATH domain |
| | 0.00000000000278 | 2-88 | MATH domain |
| A0A087GV27 | 7.03e-29 | 206-329 | MATH domain |
| | 4.41e-28 | 49-193 | MATH domain |
| A0A087GY84 | 3.53e-30 | 86-258 | SIAH, seven in absentia homolog |
| A0A087GY85 | 9.81e-28 | 97-264 | SIAH, seven in absentia homolog |
| A0A087GYD7 | 3.27e-26 | 6-132 | MATH domain |
| A0A087GYR9 | 1.7e-42 | 99-275 | SIAH, seven in absentia homolog |
| A0A087GYS0 | 6.28e-44 | 84-262 | SIAH, seven in absentia homolog |
| A0A087GYS1 | 2.42e-44 | 94-272 | SIAH, seven in absentia homolog |
| A0A087GYU1 | 1.64e-34 | 7-141 | MATH domain |
| A0A087GYU2 | 1.1e-34 | 5-142 | MATH domain |
| A0A087GYU3 | 7.52e-35 | 6-144 | MATH domain |
| A0A087GYU5 | 2.62e-36 | 4-142 | MATH domain |
| A0A087GYU6 | 2.78e-31 | 8-142 | MATH domain |
| A0A087GYU7 | 4.41e-35 | 4-140 | MATH domain |
| A0A087GYU8 | 9.97e-22 | 4-99 | MATH domain |
| A0A087GYU9 | 2.29e-26 | 5-140 | MATH domain |
| A0A087GYV1 | 0.00000000000589 | 5-124 | MATH domain |
| A0A087GYV2 | 7.52e-30 | 4-138 | MATH domain |
| | 0.00000676 | 443-483 | MATH domain |
| A0A087GYV3 | 4.58e-34 | 5-142 | MATH domain |
| A0A087GYV4 | 5.4e-16 | 4-94 | MATH domain |
| A0A087GYV5 | 5.07e-22 | 65-178 | MATH domain |
| A0A087GYX3 | 1.96e-28 | 446-578 | MATH domain |
| | 0.000085 | 243-295 | MATH domain |
| A0A087GYX4 | 2.13e-35 | 29-165 | MATH domain |
| A0A087GZP0 | 0.0000177 | 446-559 | MATH domain |
| A0A087GZP1 | 0.0000177 | 442-555 | MATH domain |
| A0A087GZR5 | 9.81e-48 | 115-307 | SIAH, seven in absentia homolog |
| A0A087H3N5 | 1.64e-16 | 6-127 | MATH domain |
| A0A087H4P2 | 4.25e-31 | 636-764 | MATH domain |
| A0A087H4P3 | 1.49e-34 | 3-130 | MATH domain |
| A0A087H4P4 | 1.34e-22 | 6-132 | MATH domain |
| A0A087H4P5 | 5.72e-25 | 5-139 | MATH domain |
| A0A087H4P6 | 1.29e-21 | 6-133 | MATH domain |
| | 2.29e-17 | 180-260 | MATH domain |
| A0A087H4P7 | 2.62e-29 | 6-135 | MATH domain |
| A0A087H4U7 | 8.34e-28 | 4-140 | MATH domain |
| A0A087H6P9 | 1.96e-35 | 14-153 | MATH domain |
| A0A087H7J0 | 3.6e-36 | 29-168 | MATH domain |
| A0A087H8V3 | 3.27e-40 | 51-187 | MATH domain |
| A0A087H8V4 | 3.27e-40 | 52-188 | MATH domain |
| A0A087H9B3 | 2.42e-31 | 46-211 | SIAH, seven in absentia homolog |
| A0A087HA93 | 2.62e-28 | 78-219 | MATH domain |
| | 6.54e-20 | 233-368 | MATH domain |
| A0A087HB69 | 7.03e-17 | 50-131 | MATH domain |
| A0A087HB70 | 0.000000834 | 11-58 | MATH domain |
| A0A087HB71 | 8.99e-32 | 241-381 | MATH domain |
| | 3.6e-30 | 87-229 | MATH domain |
| A0A087HB72 | 7.85e-30 | 238-376 | MATH domain |
| | 1.19e-29 | 85-225 | MATH domain |
| A0A087HB73 | 2.45e-27 | 2-133 | MATH domain |
| | 1.06e-24 | 156-286 | MATH domain |
| A0A087HB74 | 1.8e-22 | 225-357 | MATH domain |
| | 6.05e-22 | 75-212 | MATH domain |
| A0A087HC46 | 9.81e-21 | 5-93 | MATH domain |
| A0A087HC47 | 9.81e-21 | 5-93 | MATH domain |
| A0A087HDR3 | 2.78e-32 | 5-140 | MATH domain |
| A0A087HF67 | 3.43e-29 | 6-135 | MATH domain |
| A0A087HFP3 | 6.54e-35 | 99-261 | SIAH, seven in absentia homolog |
| A0A087HFQ4 | 5.56e-21 | 18-123 | MATH domain |
| | 0.00000000000000106 | 133-228 | MATH domain |
| A0A087HFQ5 | 1.59e-30 | 18-169 | MATH domain |
| | 3.11e-30 | 179-310 | MATH domain |
| A0A087HFQ7 | 1.19e-37 | 7-144 | MATH domain |
| A0A087HG15 | 7.85e-40 | 109-283 | SIAH, seven in absentia homolog |
| A0A087HH93 | 0.00000000103 | 19-86 | MATH domain |
| A0A087HI43 | 2.13e-22 | 52-189 | MATH domain |
| | 0.00000000000000159 | 206-277 | MATH domain |
| A0A087HI44 | 1.8e-26 | 248-369 | MATH domain |
| | 1.96e-21 | 93-230 | MATH domain |
| A0A087HI51 | 1.14e-26 | 249-371 | MATH domain |
| | 3.76e-20 | 93-234 | MATH domain |
| A0A087HI52 | 2.13e-29 | 252-377 | MATH domain |
| | 3.6e-20 | 95-243 | MATH domain |
| A0A087HME0 | 0.0000458 | 84-136 | SIAH, seven in absentia homolog |
| A0A087QIG5 | 1.8e-27 | 42-171 | MATH domain |
| A0A087QIM5 | 1.05e-46 | 29-170 | MATH domain |
| A0A087QUP5 | 2.81e-20 | 78-198 | SIAH, seven in absentia homolog |
| A0A087QX40 | 4.9e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A087QZV9 | 1.1e-22 | 1-92 | MATH domain |
| A0A087R019 | 5.72e-24 | 275-399 | MATH domain |
| A0A087R2S2 | 9.32e-47 | 401-552 | MATH domain |
| | 0.000000000615 | 104-165 | SIAH, seven in absentia homolog |
| | 0.00000177 | 198-242 | SIAH, seven in absentia homolog |
| A0A087R3I7 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A087R4N1 | 1.11e-47 | 322-469 | MATH domain |
| | 0.000000000523 | 79-145 | SIAH, seven in absentia homolog |
| A0A087R598 | 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 |
| A0A087R842 | 6.54e-45 | 371-523 | MATH domain |
| | 0.00000000432 | 129-189 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 186-240 | SIAH, seven in absentia homolog |
| A0A087R865 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A087R9X8 | 0.00000000595 | 76-125 | SIAH, seven in absentia homolog |
| A0A087RBQ3 | 1.63e-57 | 2-183 | SIAH, seven in absentia homolog |
| A0A087REC1 | 4.25e-40 | 395-565 | MATH domain |
| A0A087RG74 | 0.000000000196 | 246-339 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A087RIE9 | 1.8e-47 | 29-170 | MATH domain |
| A0A087RKM2 | 1.49e-35 | 381-544 | MATH domain |
| A0A087SCM8 | 2.13e-33 | 73-199 | MATH domain |
| A0A087SDA6 | 1.24e-17 | 51-187 | MATH domain |
| A0A087SEY0 | 1.96e-25 | 1-119 | MATH domain |
| A0A087SPH1 | 1.01e-17 | 324-433 | MATH domain |
| | 0.0000000000000605 | 173-318 | MATH domain |
| | 0.0000000000311 | 25-105 | MATH domain |
| | 0.00000000124 | 446-588 | MATH domain |
| A0A087SUG6 | 0.00000000000000392 | 7-138 | MATH domain |
| A0A087SWA4 | 0.00001 | 28-157 | MATH domain |
| A0A087SXC7 | 0.000000000229 | 13-62 | SIAH, seven in absentia homolog |
| A0A087SXK6 | 0.00000000015 | 37-102 | SIAH, seven in absentia homolog |
| | 0.00000000111 | 149-215 | SIAH, seven in absentia homolog |
| A0A087SXK7 | 9.32e-19 | 3-87 | MATH domain |
| A0A087SZX4 | 4.91e-45 | 32-172 | MATH domain |
| A0A087T0B9 | 0.00000883 | 5-128 | MATH domain |
| A0A087T0C0 | 0.0000111 | 3-135 | MATH domain |
| A0A087T1H5 | 0.00000000000294 | 4-75 | SIAH, seven in absentia homolog |
| A0A087T2U0 | 0.0000000000523 | 8-134 | MATH domain |
| A0A087TA00 | 9.65e-45 | 33-173 | MATH domain |
| A0A087TBP1 | 0.00000327 | 35-97 | SIAH, seven in absentia homolog |
| A0A087TDE2 | 3.07e-59 | 118-305 | SIAH, seven in absentia homolog |
| A0A087TE01 | 0.00000000101 | 16-138 | MATH domain |
| A0A087TIW5 | 0.0000000000000458 | 21-147 | MATH domain |
| A0A087TKA4 | 4.74e-16 | 8-134 | MATH domain |
| A0A087TUM8 | 1.34e-20 | 8-140 | MATH domain |
| A0A087TUM9 | 4.91e-21 | 8-134 | MATH domain |
| | 0.0000000899 | 253-369 | MATH domain |
| A0A087TUN0 | 1.8e-21 | 9-134 | MATH domain |
| A0A087TUN1 | 8.5e-21 | 6-132 | MATH domain |
| A0A087TVB3 | 0.00000000343 | 5-120 | MATH domain |
| A0A087TVB4 | 1.96e-21 | 8-137 | MATH domain |
| A0A087TVL2 | 9.32e-23 | 29-159 | MATH domain |
| | 1.1e-20 | 300-432 | MATH domain |
| A0A087TWW7 | 0.000000163 | 124-184 | SIAH, seven in absentia homolog |
| A0A087U008 | 1.55e-18 | 383-529 | MATH domain |
| | 0.0000000000000067 | 551-697 | MATH domain |
| | 0.0000000000000392 | 48-205 | MATH domain |
| | 0.00000000000507 | 228-360 | MATH domain |
| | 0.000000000054 | 719-870 | MATH domain |
| A0A087U030 | 0.0000000000000054 | 15-133 | MATH domain |
| A0A087U0R6 | 1.08e-19 | 3-127 | MATH domain |
| A0A087U3P0 | 0.000000000157 | 79-150 | SIAH, seven in absentia homolog |
| A0A087U3Q7 | 6.21e-26 | 7-142 | MATH domain |
| A0A087U3R0 | 7.85e-23 | 8-135 | MATH domain |
| A0A087U3R9 | 2.78e-16 | 8-139 | MATH domain |
| A0A087U529 | 2.13e-27 | 67-201 | MATH domain |
| A0A087UCR3 | 0.000000768 | 9-84 | MATH domain |
| A0A087UCR4 | 0.0000000114 | 8-118 | MATH domain |
| | 0.0000196 | 239-361 | MATH domain |
| A0A087UDF9 | 0.00000000016 | 29-158 | MATH domain |
| A0A087UE47 | 3.27e-24 | 28-160 | MATH domain |
| | 5.89e-21 | 299-434 | MATH domain |
| A0A087UEF0 | 5.56e-19 | 9-133 | MATH domain |
| A0A087UEF1 | 0.0000218 | 12-150 | MATH domain |
| A0A087UKF6 | 8.67e-21 | 3-127 | MATH domain |
| A0A087USF5 | 2.13e-22 | 280-404 | MATH domain |
| A0A087UTI6 | 0.0000000000000108 | 44-139 | MATH domain |
| A0A087UTJ2 | 0.00000000000245 | 2-92 | MATH domain |
| A0A087UUM5 | 2.78e-20 | 18-150 | MATH domain |
| A0A087UWB6 | 0.00000589 | 34-125 | MATH domain |
| A0A087V0I2 | 1.39e-23 | 28-156 | MATH domain |
| | 1.01e-22 | 299-430 | MATH domain |
| A0A087V2G8 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A087V2V3 | 1.05e-46 | 29-170 | MATH domain |
| A0A087V587 | 4.84e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A087V7A6 | 0.0000000000163 | 50-114 | SIAH, seven in absentia homolog |
| A0A087VC16 | 8.99e-39 | 395-565 | MATH domain |
| A0A087VCH7 | 3.86e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A087VII1 | 0.0000015 | 36-97 | SIAH, seven in absentia homolog |
| A0A087VKT2 | 3.11e-35 | 381-544 | MATH domain |
| A0A087VLX2 | 9.32e-47 | 401-552 | MATH domain |
| | 0.000000000628 | 104-163 | SIAH, seven in absentia homolog |
| | 0.00000203 | 198-242 | MATH domain |
| A0A087VPA8 | 5.89e-45 | 371-523 | MATH domain |
| | 0.000000000464 | 129-190 | SIAH, seven in absentia homolog |
| | 0.00000085 | 186-240 | SIAH, seven in absentia homolog |
| A0A087VR91 | 4.9e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A087VRR3 | 1.1e-50 | 395-545 | MATH domain |
| | 3.6e-19 | 93-191 | SIAH, seven in absentia homolog |
| | 0.0000000275 | 182-234 | SIAH, seven in absentia homolog |
| A0A087VRS9 | 1.8e-27 | 42-171 | MATH domain |
| A0A087VS87 | 0.00000000015 | 246-339 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A087VXE3 | 0.000000105 | 40-154 | MATH domain |
| A0A087VYD4 | 0.000000000196 | 13-73 | SIAH, seven in absentia homolog |
| A0A087W287 | 0.0000000111 | 361-422 | SIAH, seven in absentia homolog |
| A0A087X3Y4 | 3.27e-37 | 429-590 | MATH domain |
| A0A087X438 | 2.13e-50 | 449-597 | MATH domain |
| | 0.000523 | 194-254 | SIAH, seven in absentia homolog |
| | 0.000785 | 105-161 | SIAH, seven in absentia homolog |
| A0A087X439 | 2.45e-38 | 420-585 | MATH domain |
| A0A087X4E1 | 0.0000000301 | 36-105 | SIAH, seven in absentia homolog |
| A0A087X7A5 | 0.00000000111 | 266-358 | SIAH, seven in absentia homolog |
| | 0.0000000105 | 193-260 | SIAH, seven in absentia homolog |
| A0A087X7X5 | 2.88e-58 | 139-326 | SIAH, seven in absentia homolog |
| A0A087XBD2 | 2.13e-51 | 417-566 | MATH domain |
| | 0.00000314 | 104-161 | SIAH, seven in absentia homolog |
| | 0.0036 | 191-254 | SIAH, seven in absentia homolog |
| | 0.0085 | 162-206 | SIAH, seven in absentia homolog |
| A0A087XCU6 | 1.24e-19 | 437-598 | MATH domain |
| A0A087XCW8 | 1.05e-21 | 436-599 | MATH domain |
| A0A087XQ11 | 0.00000000000133 | 373-477 | MATH domain |
| A0A087XQF2 | 0.0000000000000248 | 148-276 | SIAH, seven in absentia homolog |
| A0A087XR59 | 6.32e-19 | 381-546 | MATH domain |
| A0A087XSB3 | 3.76e-29 | 69-198 | MATH domain |
| A0A087XSU1 | 3.27e-46 | 373-532 | MATH domain |
| | 7.52e-16 | 144-205 | SIAH, seven in absentia homolog |
| | 0.000000000000785 | 260-387 | SIAH, seven in absentia homolog |
| | 0.00000229 | 204-259 | SIAH, seven in absentia homolog |
| A0A087XT90 | 5.23e-31 | 55-170 | MATH domain |
| A0A087XU33 | 1.24e-50 | 436-586 | MATH domain |
| | 4.84e-20 | 135-232 | SIAH, seven in absentia homolog |
| | 0.0000137 | 232-295 | SIAH, seven in absentia homolog |
| A0A087XVF8 | 3.4e-27 | 87-217 | SIAH, seven in absentia homolog |
| A0A087XVN1 | 0.00000562 | 37-102 | SIAH, seven in absentia homolog |
| A0A087XVZ1 | 0.00000000000111 | 78-142 | SIAH, seven in absentia homolog |
| A0A087XW11 | 0.00000000785 | 60-98 | SIAH, seven in absentia homolog |
| A0A087XYL9 | 2.29e-47 | 29-170 | MATH domain |
| A0A087YAF0 | 0.000000000085 | 29-106 | SIAH, seven in absentia homolog |
| A0A087YBB1 | 5.56e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A087YCI5 | 4.74e-30 | 434-604 | MATH domain |
| A0A087YD67 | 8.99e-28 | 434-542 | MATH domain |
| A0A087YH55 | 4.71e-22 | 78-199 | SIAH, seven in absentia homolog |
| A0A087YN34 | 2.62e-40 | 394-544 | MATH domain |
| | 0.000000000405 | 138-198 | SIAH, seven in absentia homolog |
| | 0.0000000981 | 198-279 | SIAH, seven in absentia homolog |
| A0A087YNX4 | 0.00000000275 | 31-101 | SIAH, seven in absentia homolog |
| A0A087YPL3 | 1.19e-50 | 365-514 | MATH domain |
| | 0.000000445 | 158-263 | SIAH, seven in absentia homolog |
| A0A087ZYE2 | 0.000000000000719 | 130-190 | SIAH, seven in absentia homolog |
| A0A088A0B5 | 0.0000000294 | 160-256 | MATH domain |
| A0A088A4J5 | 5.89e-38 | 2-123 | MATH domain |
| A0A088A530 | 7.03e-22 | 197-322 | MATH domain |
| A0A088A6D2 | 3.76e-21 | 294-418 | MATH domain |
| A0A088A6J7 | 3.43e-43 | 256-411 | MATH domain |
| | 0.000000000196 | 31-89 | SIAH, seven in absentia homolog |
| | 0.000000051 | 142-239 | SIAH, seven in absentia homolog |
| | 0.00000203 | 90-143 | SIAH, seven in absentia homolog |
| A0A088A7W0 | 1.1e-21 | 317-459 | MATH domain |
| A0A088AEN9 | 0.00000000242 | 79-145 | SIAH, seven in absentia homolog |
| A0A088AGA5 | 0.0000000000000458 | 152-260 | MATH domain |
| A0A088AGN3 | 0.00000801 | 11-122 | MATH domain |
| A0A088AKU2 | 0.00000386 | 279-335 | SIAH, seven in absentia homolog |
| A0A088AQX6 | 2.29e-27 | 223-354 | MATH domain |
| A0A088AT24 | 5.23e-34 | 262-410 | MATH domain |
| | 0.000000000497 | 97-160 | SIAH, seven in absentia homolog |
| A0A088AUY2 | 5.3e-61 | 91-278 | SIAH, seven in absentia homolog |
| A0A088RIE1 | 0.0000000000376 | 711-823 | MATH domain |
| | 0.00000399 | 410-461 | SIAH, seven in absentia homolog |
| A0A088RKH3 | 0.00000301 | 394-449 | SIAH, seven in absentia homolog |
| | 0.00000654 | 345-393 | SIAH, seven in absentia homolog |
| A0A088RT78 | 0.0000000000144 | 30-126 | MATH domain |
| A0A088SEN8 | 3.6e-20 | 421-544 | MATH domain |
| A0A090I469 | 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 |
| A0A090JQG8 | 2.22e-51 | 322-470 | MATH domain |
| | 0.0000399 | 103-155 | SIAH, seven in absentia homolog |
| A0A090KSD0 | 4.32e-49 | 327-514 | SIAH, seven in absentia homolog |
| A0A090KXS7 | 0.000000000687 | 40-178 | MATH domain |
| A0A090L0Z7 | 0.000000000000131 | 150-267 | MATH domain |
| A0A090L3N1 | 0.00000517 | 48-81 | SIAH, seven in absentia homolog |
| A0A090L417 | 0.00000000000981 | 27-165 | MATH domain |
| A0A090L7M6 | 0.00000000000000196 | 37-166 | MATH domain |
| A0A090L942 | 0.0000000000000687 | 202-331 | MATH domain |
| A0A090LAT4 | 1.46e-21 | 51-191 | MATH domain |
| A0A090LCH3 | 3.11e-19 | 230-364 | MATH domain |
| A0A090LFL9 | 0.00000458 | 20-152 | MATH domain |
| A0A090LNY3 | 3.92e-18 | 31-175 | MATH domain |
| A0A090M1M3 | 1.6e-36 | 138-266 | MATH domain |
| A0A090M5N6 | 0.00000000915 | 229-282 | SIAH, seven in absentia homolog |
| A0A090M5Y9 | 0.00000000501 | 164-215 | SIAH, seven in absentia homolog |
| A0A090MC93 | 0.0000418 | 244-313 | SIAH, seven in absentia homolog |
| | 0.0000484 | 309-363 | SIAH, seven in absentia homolog |
| A0A090MX10 | 9.81e-45 | 59-199 | MATH domain |
| A0A090MX26 | 1.8e-16 | 52-188 | MATH domain |
| A0A090MXS0 | 9.48e-21 | 33-161 | MATH domain |
| A0A090MY27 | 1.54e-20 | 97-231 | MATH domain |
| A0A090N0K8 | 2.45e-17 | 300-436 | MATH domain |
| A0A090N4Q1 | 2.62e-21 | 63-195 | MATH domain |
| A0A090X7I9 | 0.000000000997 | 73-204 | MATH domain |
| A0A090X7K0 | 2.62e-20 | 48-130 | MATH domain |
| A0A090X7L5 | 0.000000000307 | 42-100 | SIAH, seven in absentia homolog |
| | 0.0000752 | 226-304 | MATH domain |
| A0A090X844 | 0.00000915 | 94-126 | SIAH, seven in absentia homolog |
| A0A090X8A1 | 0.000000000392 | 75-157 | SIAH, seven in absentia homolog |
| A0A090X8R3 | 0.0000000314 | 92-148 | SIAH, seven in absentia homolog |
| A0A090X8R6 | 0.0000017 | 117-170 | SIAH, seven in absentia homolog |
| A0A090X9Y3 | 0.0000000981 | 1-39 | SIAH, seven in absentia homolog |
| A0A090X9Z2 | 0.00000085 | 11-80 | SIAH, seven in absentia homolog |
| A0A090XAJ1 | 0.000000000085 | 160-302 | MATH domain |
| A0A090XAS6 | 0.00000915 | 92-124,176-193 | SIAH, seven in absentia homolog |
| A0A090XAS9 | 0.00000032 | 59-118 | SIAH, seven in absentia homolog |
| A0A090XBM1 | 0.0000000000386 | 58-114 | SIAH, seven in absentia homolog |
| A0A090XBQ3 | 0.0000000000392 | 42-99 | SIAH, seven in absentia homolog |
| A0A090XDX1 | 0.0000000000412 | 61-190 | SIAH, seven in absentia homolog |
| A0A090XE07 | 0.0000000392 | 160-305 | MATH domain |
| A0A090XE23 | 0.0000000000392 | 174-313 | MATH domain |
| | 0.00000504 | 1-49 | SIAH, seven in absentia homolog |
| A0A090XE24 | 0.000000353 | 177-230 | SIAH, seven in absentia homolog |
| A0A090XEZ1 | 0.0000000981 | 2-119 | MATH domain |
| A0A090XFC3 | 0.0000000118 | 38-103 | SIAH, seven in absentia homolog |
| A0A091CRB5 | 1.49e-45 | 395-547 | MATH domain |
| | 0.0000000137 | 214-307 | SIAH, seven in absentia homolog |
| | 0.00000281 | 157-213 | SIAH, seven in absentia homolog |
| A0A091CU19 | 6.7e-52 | 423-572 | MATH domain |
| | 0.0000248 | 176-234 | SIAH, seven in absentia homolog |
| A0A091CUW2 | 2.62e-50 | 413-563 | MATH domain |
| | 4.77e-16 | 111-210 | SIAH, seven in absentia homolog |
| | 0.0000157 | 211-252 | SIAH, seven in absentia homolog |
| A0A091CWZ3 | 2.13e-46 | 29-170 | MATH domain |
| A0A091CXP8 | 0.000000000216 | 78-142 | SIAH, seven in absentia homolog |
| A0A091CYQ8 | 0.00000000000647 | 246-339 | SIAH, seven in absentia homolog |
| | 0.00000000137 | 183-240 | SIAH, seven in absentia homolog |
| A0A091D0F4 | 1.8e-46 | 312-472 | MATH domain |
| | 3.33e-17 | 199-317 | SIAH, seven in absentia homolog |
| | 1.77e-16 | 84-149 | SIAH, seven in absentia homolog |
| A0A091D0U2 | 8.83e-47 | 243-390 | MATH domain |
| A0A091D8Q6 | 1.24e-62 | 212-400 | SIAH, seven in absentia homolog |
| A0A091DA74 | 9.32e-48 | 423-575 | MATH domain |
| | 0.0000000000017 | 213-282 | SIAH, seven in absentia homolog |
| | 0.0000000000163 | 146-220 | SIAH, seven in absentia homolog |
| A0A091DBJ8 | 1.11e-39 | 90-256 | SIAH, seven in absentia homolog |
| A0A091DI38 | 0.000000654 | 15-51 | SIAH, seven in absentia homolog |
| A0A091DIH3 | 3.43e-39 | 17-158 | MATH domain |
| A0A091DJ63 | 9.65e-24 | 280-404 | MATH domain |
| A0A091DJZ2 | 1.8e-47 | 29-170 | MATH domain |
| A0A091DPA2 | 0.0000000000275 | 31-99 | SIAH, seven in absentia homolog |
| A0A091DPU6 | 1.05e-28 | 60-189 | MATH domain |
| A0A091DRB0 | 5.04e-62 | 7-195 | SIAH, seven in absentia homolog |
| A0A091DSW3 | 9.16e-33 | 391-553 | MATH domain |
| A0A091DUI6 | 6.34e-21 | 14-132 | SIAH, seven in absentia homolog |
| A0A091DWV1 | 1.64e-47 | 17-158 | MATH domain |
| A0A091E127 | 1.64e-33 | 725-898 | MATH domain |
| A0A091E683 | 0.00000000118 | 331-390 | SIAH, seven in absentia homolog |
| A0A091ECL9 | 0.000000111 | 76-110 | SIAH, seven in absentia homolog |
| A0A091EJN1 | 7.85e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091EMS1 | 3.73e-55 | 53-241 | SIAH, seven in absentia homolog |
| A0A091EPF6 | 2.81e-18 | 183-234,261-339 | SIAH, seven in absentia homolog |
| A0A091EQJ3 | 1.8e-27 | 42-171 | MATH domain |
| A0A091ERQ4 | 1.26e-22 | 1-92 | MATH domain |
| A0A091ETQ9 | 0.000000000015 | 49-113 | SIAH, seven in absentia homolog |
| A0A091EV47 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A091EXM2 | 1.05e-46 | 29-170 | MATH domain |
| A0A091EZS4 | 1.03e-37 | 395-565 | MATH domain |
| A0A091F024 | 5.07e-45 | 332-484 | MATH domain |
| | 0.000000000281 | 90-151 | SIAH, seven in absentia homolog |
| | 0.0000000785 | 147-201 | SIAH, seven in absentia homolog |
| A0A091F1V4 | 1.8e-47 | 29-170 | MATH domain |
| A0A091F2T0 | 1.1e-50 | 395-545 | MATH domain |
| | 2.81e-19 | 93-192 | SIAH, seven in absentia homolog |
| | 0.000000288 | 192-234 | SIAH, seven in absentia homolog |
| A0A091F5M3 | 5.72e-24 | 279-403 | MATH domain |
| A0A091F5V8 | 1.16e-47 | 314-461 | MATH domain |
| | 0.000000000543 | 79-149 | SIAH, seven in absentia homolog |
| A0A091F911 | 1.8e-33 | 383-544 | MATH domain |
| A0A091FJY6 | 0.000000000000405 | 76-118 | SIAH, seven in absentia homolog |
| A0A091FL77 | 0.000000000288 | 32-100 | SIAH, seven in absentia homolog |
| A0A091FPD2 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091FT46 | 1.8e-27 | 42-171 | MATH domain |
| A0A091FV02 | 2.45e-34 | 395-563 | MATH domain |
| A0A091FVD2 | 0.0000000000163 | 50-114 | SIAH, seven in absentia homolog |
| A0A091FVI9 | 7.85e-47 | 401-552 | MATH domain |
| | 0.0000000000327 | 104-170 | SIAH, seven in absentia homolog |
| | 0.000000621 | 192-242 | SIAH, seven in absentia homolog |
| A0A091FYW7 | 6.05e-34 | 381-544 | MATH domain |
| A0A091FZP4 | 1.1e-22 | 1-92 | MATH domain |
| A0A091G174 | 1.1e-50 | 395-545 | MATH domain |
| | 7.85e-20 | 93-192 | SIAH, seven in absentia homolog |
| | 0.000000268 | 192-234 | SIAH, seven in absentia homolog |
| A0A091G2H3 | 3.92e-39 | 395-565 | MATH domain |
| A0A091G3I3 | 0.0000000000497 | 183-255 | SIAH, seven in absentia homolog |
| | 0.0000000000647 | 246-356 | SIAH, seven in absentia homolog |
| A0A091GB71 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091GGN9 | 1.08e-46 | 29-170 | MATH domain |
| A0A091GHS8 | 1.26e-44 | 371-523 | MATH domain |
| | 0.00000000392 | 129-189 | SIAH, seven in absentia homolog |
| | 0.000000785 | 186-240 | SIAH, seven in absentia homolog |
| A0A091GIT1 | 3.2e-22 | 78-198 | SIAH, seven in absentia homolog |
| A0A091GJ11 | 3.66e-61 | 46-234 | SIAH, seven in absentia homolog |
| A0A091GJW3 | 5.72e-24 | 276-400 | MATH domain |
| A0A091GLW5 | 3.43e-47 | 401-552 | MATH domain |
| | 0.000000000785 | 105-165 | SIAH, seven in absentia homolog |
| | 0.00000111 | 198-242 | SIAH, seven in absentia homolog |
| A0A091GMW6 | 0.000000000366 | 246-339 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A091GPZ7 | 3.92e-38 | 395-567 | MATH domain |
| A0A091GRG3 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091GUJ1 | 0.0000183 | 7-56 | SIAH, seven in absentia homolog |
| A0A091GWD3 | 3.53e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091GXD7 | 3.92e-46 | 401-552 | MATH domain |
| | 0.00000000000124 | 104-163 | SIAH, seven in absentia homolog |
| | 0.00000294 | 198-242 | SIAH, seven in absentia homolog |
| A0A091H4T0 | 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 |
| A0A091H8H3 | 1.05e-47 | 322-469 | MATH domain |
| | 0.00000000157 | 79-146 | SIAH, seven in absentia homolog |
| A0A091H9E6 | 6.54e-45 | 369-521 | MATH domain |
| | 0.00000000262 | 127-188 | SIAH, seven in absentia homolog |
| | 0.000000163 | 184-238 | SIAH, seven in absentia homolog |
| A0A091HB40 | 1.05e-46 | 29-170 | MATH domain |
| A0A091HBF9 | 0.0000000085 | 35-97 | SIAH, seven in absentia homolog |
| A0A091HC00 | 1.8e-47 | 29-170 | MATH domain |
| A0A091HFM6 | 0.000000000196 | 32-100 | SIAH, seven in absentia homolog |
| A0A091HG61 | 5.72e-24 | 275-399 | MATH domain |
| A0A091HJV8 | 5.72e-44 | 369-521 | MATH domain |
| | 0.000000000209 | 127-187 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 184-238 | SIAH, seven in absentia homolog |
| A0A091HK34 | 2.09e-18 | 183-331 | SIAH, seven in absentia homolog |
| A0A091HM42 | 0.0000017 | 36-97 | SIAH, seven in absentia homolog |
| A0A091HST5 | 1.8e-27 | 42-171 | MATH domain |
| A0A091HTL3 | 1.42e-33 | 381-545 | MATH domain |
| A0A091HUK8 | 8.99e-48 | 29-170 | MATH domain |
| A0A091HVD0 | 6.8e-51 | 375-524 | MATH domain |
| A0A091HVE1 | 3.92e-48 | 331-478 | MATH domain |
| | 0.0000000000216 | 79-148 | SIAH, seven in absentia homolog |
| A0A091HX67 | 9.48e-24 | 275-399 | MATH domain |
| A0A091I1E0 | 1.05e-46 | 29-170 | MATH domain |
| A0A091I358 | 5.23e-47 | 401-552 | MATH domain |
| | 0.0000000000785 | 104-199 | SIAH, seven in absentia homolog |
| | 0.0000085 | 197-242 | SIAH, seven in absentia homolog |
| A0A091I7S8 | 2.22e-47 | 326-473 | MATH domain |
| | 0.0000015 | 80-159 | SIAH, seven in absentia homolog |
| A0A091I8M9 | 4.41e-35 | 395-565 | MATH domain |
| A0A091I9N9 | 0.0000000314 | 76-108 | SIAH, seven in absentia homolog |
| A0A091IE34 | 1.1e-50 | 395-545 | MATH domain |
| | 7.19e-20 | 93-192 | SIAH, seven in absentia homolog |
| | 0.000000275 | 192-234 | SIAH, seven in absentia homolog |
| A0A091IGX8 | 4.51e-23 | 78-198 | SIAH, seven in absentia homolog |
| A0A091IKV1 | 0.000000000157 | 32-100 | SIAH, seven in absentia homolog |
| A0A091IQF5 | 1.1e-22 | 1-92 | MATH domain |
| A0A091ISI7 | 0.000000000281 | 246-338 | SIAH, seven in absentia homolog |
| | 0.000000000654 | 183-240 | SIAH, seven in absentia homolog |
| A0A091IWV8 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A091IWY9 | 9.97e-24 | 275-399 | MATH domain |
| A0A091IXF6 | 1.5e-57 | 75-257 | SIAH, seven in absentia homolog |
| A0A091IYV3 | 0.0000000000177 | 49-113 | SIAH, seven in absentia homolog |
| A0A091J016 | 1.1e-50 | 395-545 | MATH domain |
| | 1.83e-19 | 93-191 | SIAH, seven in absentia homolog |
| | 0.000000268 | 192-234 | SIAH, seven in absentia homolog |
| A0A091J1V0 | 2.42e-61 | 63-251 | SIAH, seven in absentia homolog |
| A0A091J4B7 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091J694 | 2.62e-38 | 395-563 | MATH domain |
| A0A091J699 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091J6R5 | 3.4e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091JBL5 | 2.62e-27 | 42-171 | MATH domain |
| A0A091JCF7 | 1.01e-46 | 401-552 | MATH domain |
| | 0.00000000105 | 104-165 | SIAH, seven in absentia homolog |
| | 0.00000203 | 198-242 | MATH domain |
| A0A091JH25 | 1.05e-46 | 29-170 | MATH domain |
| A0A091JHE2 | 6.41e-46 | 325-472 | MATH domain |
| | 0.00000000157 | 79-158 | SIAH, seven in absentia homolog |
| A0A091JNZ9 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A091JTL6 | 1.05e-44 | 371-523 | MATH domain |
| | 0.00000000085 | 129-189 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 186-240 | SIAH, seven in absentia homolog |
| A0A091JV50 | 1.96e-39 | 395-565 | MATH domain |
| A0A091JXN3 | 1.11e-43 | 63-201 | SIAH, seven in absentia homolog |
| A0A091JYF3 | 9.42e-48 | 320-467 | MATH domain |
| | 0.000000000785 | 79-160 | SIAH, seven in absentia homolog |
| A0A091JYY4 | 6.67e-28 | 375-455 | MATH domain |
| | 0.000000307 | 189-243 | SIAH, seven in absentia homolog |
| A0A091K1L3 | 1.11e-23 | 78-198 | SIAH, seven in absentia homolog |
| A0A091K4D9 | 4.09e-45 | 371-523 | MATH domain |
| | 0.00000000412 | 129-187 | SIAH, seven in absentia homolog |
| | 0.000000105 | 186-240 | SIAH, seven in absentia homolog |
| A0A091K4S1 | 1.08e-46 | 29-170 | MATH domain |
| A0A091KBR1 | 1.1e-22 | 1-92 | MATH domain |
| A0A091KBX0 | 0.0000000124 | 32-100 | SIAH, seven in absentia homolog |
| A0A091KHT6 | 2.29e-51 | 376-525 | MATH domain |
| | 0.0000177 | 190-244 | SIAH, seven in absentia homolog |
| A0A091KJR0 | 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 |
| A0A091KKN8 | 1.05e-46 | 29-170 | MATH domain |
| A0A091KKQ3 | 1.8e-27 | 42-171 | MATH domain |
| A0A091KQF9 | 1.8e-47 | 29-170 | MATH domain |
| A0A091KWG1 | 0.000000000177 | 246-339 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A091KWP1 | 5.72e-24 | 275-399 | MATH domain |
| A0A091KX20 | 2.88e-23 | 78-198 | SIAH, seven in absentia homolog |
| A0A091KY28 | 2.78e-51 | 142-292 | MATH domain |
| A0A091KYM2 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091KZC1 | 2.29e-36 | 381-544 | MATH domain |
| A0A091KZX4 | 7.19e-20 | 93-191 | SIAH, seven in absentia homolog |
| | 0.000000144 | 192-234 | SIAH, seven in absentia homolog |
| A0A091L2H9 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091LBZ1 | 0.000000000105 | 32-100 | SIAH, seven in absentia homolog |
| A0A091LES3 | 6.54e-48 | 322-469 | MATH domain |
| | 0.00000000327 | 79-144 | SIAH, seven in absentia homolog |
| A0A091LHN8 | 8.99e-45 | 371-523 | MATH domain |
| | 0.00000000163 | 129-189 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 186-240 | SIAH, seven in absentia homolog |
| A0A091LJ85 | 1.05e-46 | 29-170 | MATH domain |
| A0A091LK13 | 3.4e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091LMC1 | 5.36e-48 | 325-472 | MATH domain |
| | 0.00000000118 | 80-156 | SIAH, seven in absentia homolog |
| A0A091LPM3 | 4.97e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A091LQ44 | 5.72e-24 | 275-399 | MATH domain |
| A0A091LQB5 | 2.13e-39 | 316-486 | MATH domain |
| A0A091LRL5 | 3.4e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091LT31 | 5.4e-34 | 395-563 | MATH domain |
| A0A091LVG5 | 5.72e-24 | 275-399 | MATH domain |
| A0A091LVM4 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A091LWG0 | 1.06e-33 | 381-544 | MATH domain |
| A0A091LXB2 | 5.3e-57 | 2-183 | SIAH, seven in absentia homolog |
| A0A091LXI9 | 0.000000000262 | 246-338 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A091M3H6 | 1.8e-27 | 42-171 | MATH domain |
| A0A091M456 | 6.54e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A091M5X8 | 7.19e-20 | 93-191 | SIAH, seven in absentia homolog |
| | 0.000000144 | 192-234 | SIAH, seven in absentia homolog |
| A0A091M6K7 | 4.58e-48 | 324-471 | MATH domain |
| | 0.0000000000785 | 79-146 | SIAH, seven in absentia homolog |
| A0A091M6X4 | 2.45e-39 | 395-565 | MATH domain |
| A0A091M8B1 | 2.94e-47 | 29-170 | MATH domain |
| A0A091M9F3 | 1.96e-24 | 275-399 | MATH domain |
| A0A091MD04 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A091MJ85 | 0.000000000615 | 32-100 | SIAH, seven in absentia homolog |
| A0A091MK81 | 5.72e-24 | 274-398 | MATH domain |
| A0A091MLU9 | 1.41e-46 | 396-548 | MATH domain |
| | 0.00000000144 | 99-165 | SIAH, seven in absentia homolog |
| | 0.00000291 | 187-237 | SIAH, seven in absentia homolog |
| A0A091MN45 | 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 |
| A0A091MNJ1 | 4.64e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091MRJ1 | 0.000000000000327 | 7-53 | MATH domain |
| A0A091MRV3 | 1.36e-37 | 395-565 | MATH domain |
| A0A091MS87 | 2.62e-45 | 273-425 | MATH domain |
| | 0.00000000137 | 31-91 | SIAH, seven in absentia homolog |
| | 0.0000000301 | 88-142 | SIAH, seven in absentia homolog |
| A0A091MYI4 | 7.19e-22 | 1-92 | MATH domain |
| A0A091MYI8 | 0.000000000131 | 169-277 | SIAH, seven in absentia homolog |
| | 0.000000000589 | 106-163 | SIAH, seven in absentia homolog |
| A0A091MYP5 | 1.31e-51 | 8-185 | SIAH, seven in absentia homolog |
| A0A091MYX0 | 0.000000000196 | 32-100 | SIAH, seven in absentia homolog |
| A0A091N1E5 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091N5W9 | 2.62e-27 | 42-171 | MATH domain |
| A0A091N7B7 | 0.000000000294 | 244-336 | SIAH, seven in absentia homolog |
| | 0.000000000615 | 183-238 | SIAH, seven in absentia homolog |
| A0A091N7I0 | 2.22e-51 | 376-525 | MATH domain |
| | 0.00000036 | 190-244 | SIAH, seven in absentia homolog |
| A0A091N7I7 | 5.23e-39 | 395-565 | MATH domain |
| A0A091NBF8 | 1.96e-47 | 29-170 | MATH domain |
| A0A091ND95 | 1.05e-46 | 29-170 | MATH domain |
| A0A091NL16 | 1.8e-27 | 44-173 | MATH domain |
| A0A091NLG0 | 0.00000000015 | 32-100 | SIAH, seven in absentia homolog |
| A0A091NMA7 | 6.7e-36 | 393-556 | MATH domain |
| A0A091NQ30 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091NQC2 | 2.94e-46 | 401-552 | MATH domain |
| | 0.000000000085 | 104-165 | SIAH, seven in absentia homolog |
| | 0.00000183 | 198-242 | SIAH, seven in absentia homolog |
| A0A091NQI2 | 1.6e-45 | 369-521 | MATH domain |
| | 0.00000000366 | 127-187 | SIAH, seven in absentia homolog |
| | 0.000000049 | 184-238 | SIAH, seven in absentia homolog |
| A0A091NQL7 | 1.1e-50 | 395-545 | MATH domain |
| | 4.64e-19 | 93-191 | SIAH, seven in absentia homolog |
| | 0.000000268 | 192-234 | SIAH, seven in absentia homolog |
| A0A091NSN1 | 1.16e-33 | 381-544 | MATH domain |
| A0A091NT48 | 1.05e-46 | 29-170 | MATH domain |
| A0A091NTG7 | 1.8e-27 | 42-171 | MATH domain |
| A0A091P1C0 | 1.05e-46 | 29-170 | MATH domain |
| A0A091P1J3 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A091P4A5 | 6.54e-45 | 371-523 | MATH domain |
| | 0.00000000137 | 129-189 | SIAH, seven in absentia homolog |
| | 0.0000000981 | 186-240 | SIAH, seven in absentia homolog |
| A0A091P5T5 | 1.62e-39 | 395-565 | MATH domain |
| A0A091P9J7 | 9.81e-47 | 417-568 | MATH domain |
| | 0.000000000621 | 104-163 | SIAH, seven in absentia homolog |
| | 0.00000167 | 192-242 | SIAH, seven in absentia homolog |
| A0A091PDE6 | 4.71e-48 | 323-470 | MATH domain |
| | 0.00000000549 | 79-143 | SIAH, seven in absentia homolog |
| A0A091PI96 | 3.4e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091PIW4 | 5.72e-24 | 275-399 | MATH domain |
| A0A091PKE9 | 5.72e-48 | 29-170 | MATH domain |
| A0A091PLQ3 | 5.72e-24 | 275-399 | MATH domain |
| A0A091PM16 | 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 |
| A0A091PNC2 | 9.97e-34 | 380-542 | MATH domain |
| A0A091PPN5 | 3.4e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091PQJ8 | 4.84e-48 | 330-477 | MATH domain |
| | 0.00000000235 | 79-148 | SIAH, seven in absentia homolog |
| A0A091PUR8 | 0.000000000255 | 246-338 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A091PX11 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091PZ07 | 2.75e-61 | 63-251 | SIAH, seven in absentia homolog |
| A0A091Q1D1 | 6.21e-47 | 401-552 | MATH domain |
| | 0.000000000353 | 104-163 | SIAH, seven in absentia homolog |
| | 0.00000209 | 198-242 | MATH domain |
| A0A091Q4I5 | 1.05e-46 | 29-170 | MATH domain |
| A0A091Q822 | 0.000000118 | 49-93 | SIAH, seven in absentia homolog |
| A0A091QCL8 | 9.29e-45 | 325-466 | MATH domain |
| | 0.00000000131 | 79-157 | SIAH, seven in absentia homolog |
| A0A091QD72 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091QDF5 | 4.25e-34 | 394-557 | MATH domain |
| A0A091QEZ0 | 1.05e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091QGY3 | 3.27e-32 | 383-551 | MATH domain |
| A0A091QKU8 | 5.72e-39 | 395-565 | MATH domain |
| A0A091QLJ7 | 0.000000000177 | 243-335 | SIAH, seven in absentia homolog |
| | 0.000000000628 | 183-237 | SIAH, seven in absentia homolog |
| A0A091QLR6 | 0.000000000288 | 246-337 | SIAH, seven in absentia homolog |
| | 0.000000000654 | 183-240 | SIAH, seven in absentia homolog |
| A0A091QMV4 | 1.47e-38 | 395-565 | MATH domain |
| A0A091QNH9 | 1.77e-51 | 2-171 | SIAH, seven in absentia homolog |
| A0A091QNJ6 | 3.6e-24 | 13-137 | MATH domain |
| A0A091QPA4 | 6.54e-45 | 371-523 | MATH domain |
| | 0.00000000981 | 129-189 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 186-240 | SIAH, seven in absentia homolog |
| A0A091QQ03 | 0.00000196 | 194-248 | SIAH, seven in absentia homolog |
| A0A091QQI7 | 1.06e-46 | 29-170 | MATH domain |
| A0A091QQU1 | 5.72e-24 | 275-399 | MATH domain |
| A0A091QVB9 | 9.48e-39 | 395-565 | MATH domain |
| A0A091QW30 | 8.18e-51 | 316-466 | MATH domain |
| | 5.17e-19 | 14-112 | SIAH, seven in absentia homolog |
| | 0.000000262 | 113-155 | SIAH, seven in absentia homolog |
| A0A091QYD0 | 6.21e-45 | 356-508 | MATH domain |
| | 0.00000000131 | 114-174 | SIAH, seven in absentia homolog |
| | 0.000000085 | 171-225 | SIAH, seven in absentia homolog |
| A0A091QZI9 | 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 |
| A0A091R0D2 | 8.5e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091R634 | 7.52e-28 | 42-171 | MATH domain |
| A0A091R891 | 0.0000000000608 | 49-113 | SIAH, seven in absentia homolog |
| A0A091R8J4 | 1.8e-27 | 42-171 | MATH domain |
| A0A091REP4 | 6.54e-61 | 63-251 | SIAH, seven in absentia homolog |
| A0A091RMI3 | 1.18e-22 | 1-92 | MATH domain |
| A0A091RPP2 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A091RQ68 | 1.08e-46 | 29-170 | MATH domain |
| A0A091RS64 | 7.19e-17 | 183-234,261-338 | SIAH, seven in absentia homolog |
| A0A091RUC8 | 3.27e-45 | 145-297 | MATH domain |
| | 0.0000719 | 6-38 | SIAH, seven in absentia homolog |
| A0A091RYI3 | 1.6e-45 | 369-521 | MATH domain |
| | 0.000000000719 | 127-188 | SIAH, seven in absentia homolog |
| | 0.0000000785 | 184-238 | SIAH, seven in absentia homolog |
| A0A091S0Z5 | 0.0000275 | 36-97 | SIAH, seven in absentia homolog |
| A0A091S2T8 | 7.85e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091S6R3 | 7.85e-20 | 93-192 | SIAH, seven in absentia homolog |
| | 0.000000163 | 192-234 | SIAH, seven in absentia homolog |
| A0A091SA28 | 1.8e-27 | 42-171 | MATH domain |
| A0A091SC44 | 1.1e-22 | 1-92 | MATH domain |
| A0A091SG13 | 1.96e-47 | 29-170 | MATH domain |
| A0A091SNT3 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091SNW6 | 5.72e-24 | 275-399 | MATH domain |
| A0A091SPD0 | 0.000000000196 | 246-339 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A091SPM8 | 1.05e-46 | 29-170 | MATH domain |
| A0A091SQ81 | 1.96e-38 | 395-565 | MATH domain |
| A0A091SR20 | 1.16e-47 | 325-472 | MATH domain |
| | 0.000000105 | 79-157 | SIAH, seven in absentia homolog |
| A0A091SRS0 | 1.46e-46 | 401-552 | MATH domain |
| | 0.000000000053 | 104-163 | SIAH, seven in absentia homolog |
| A0A091SSM8 | 9.94e-52 | 175-324 | MATH domain |
| A0A091SV66 | 0.0000268 | 7-55 | SIAH, seven in absentia homolog |
| A0A091SXD6 | 0.0000000785 | 49-103 | SIAH, seven in absentia homolog |
| A0A091SZ56 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A091T0U3 | 5.72e-24 | 275-399 | MATH domain |
| A0A091T442 | 2.88e-51 | 388-537 | MATH domain |
| A0A091T4Q0 | 9.32e-47 | 401-552 | MATH domain |
| | 0.00000000183 | 104-163 | SIAH, seven in absentia homolog |
| | 0.0000019 | 198-242 | MATH domain |
| A0A091T8Z7 | 2.13e-34 | 383-545 | MATH domain |
| A0A091TDT5 | 8.99e-45 | 371-523 | MATH domain |
| | 0.0000000015 | 129-189 | SIAH, seven in absentia homolog |
| | 0.000000209 | 187-240 | SIAH, seven in absentia homolog |
| A0A091TDZ1 | 2.75e-61 | 63-251 | SIAH, seven in absentia homolog |
| A0A091TEH2 | 5.56e-34 | 381-544 | MATH domain |
| A0A091TF73 | 1.19e-46 | 29-170 | MATH domain |
| A0A091TJM2 | 1.8e-27 | 42-171 | MATH domain |
| A0A091TK89 | 1.1e-22 | 1-92 | MATH domain |
| A0A091TLQ4 | 1.24e-18 | 93-191 | SIAH, seven in absentia homolog |
| | 0.000000111 | 192-234 | SIAH, seven in absentia homolog |
| A0A091TPP2 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A091TPU7 | 1.09e-47 | 326-473 | MATH domain |
| | 0.00000000105 | 79-160 | SIAH, seven in absentia homolog |
| A0A091TRA7 | 5.04e-56 | 2-183 | SIAH, seven in absentia homolog |
| A0A091TRK5 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A091TSD9 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A091TU28 | 7.19e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A091TVN2 | 9.32e-39 | 309-479 | MATH domain |
| A0A091TWI1 | 4.77e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091U328 | 4.41e-45 | 273-425 | MATH domain |
| | 0.00000000314 | 31-91 | SIAH, seven in absentia homolog |
| | 0.0000000654 | 88-142 | SIAH, seven in absentia homolog |
| A0A091U432 | 1.44e-47 | 323-470 | MATH domain |
| | 0.00000000229 | 79-148 | SIAH, seven in absentia homolog |
| A0A091U4F0 | 1.1e-50 | 395-545 | MATH domain |
| | 6.02e-20 | 93-192 | SIAH, seven in absentia homolog |
| | 0.0000000209 | 181-234 | SIAH, seven in absentia homolog |
| A0A091UCJ1 | 0.0000000000131 | 49-113 | SIAH, seven in absentia homolog |
| A0A091UDY3 | 1.36e-34 | 395-563 | MATH domain |
| A0A091UF44 | 1.57e-50 | 175-324 | MATH domain |
| A0A091UHC3 | 1.9e-18 | 183-332 | SIAH, seven in absentia homolog |
| A0A091UIC6 | 9.15e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091UIR4 | 1.05e-46 | 29-170 | MATH domain |
| A0A091UJM3 | 5.72e-24 | 275-399 | MATH domain |
| A0A091UL44 | 0.000000000255 | 246-339 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A091ULG7 | 5.72e-24 | 275-399 | MATH domain |
| A0A091USV8 | 1.13e-47 | 326-473 | MATH domain |
| | 0.000000000111 | 79-148 | SIAH, seven in absentia homolog |
| A0A091UTC7 | 1.8e-27 | 42-171 | MATH domain |
| A0A091UUR3 | 1.05e-46 | 29-170 | MATH domain |
| A0A091V107 | 1.57e-61 | 63-251 | SIAH, seven in absentia homolog |
| A0A091V3P6 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A091V3V4 | 1.1e-22 | 1-92 | MATH domain |
| A0A091V5G7 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A091V6M9 | 1.1e-50 | 395-545 | MATH domain |
| | 1.37e-19 | 93-192 | SIAH, seven in absentia homolog |
| | 0.000000268 | 192-234 | SIAH, seven in absentia homolog |
| A0A091V777 | 4.09e-34 | 383-546 | MATH domain |
| A0A091V9G0 | 0.000000000124 | 246-339 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A091VCN3 | 3.4e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091VE97 | 3.33e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091VIR0 | 3.79e-18 | 76-149 | SIAH, seven in absentia homolog |
| A0A091W0Y1 | 9.32e-47 | 401-552 | MATH domain |
| | 0.00000000034 | 104-163 | SIAH, seven in absentia homolog |
| | 0.00000517 | 198-242 | SIAH, seven in absentia homolog |
| A0A091W1Q2 | 8.5e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A091W8N6 | 1.41e-44 | 371-523 | MATH domain |
| | 0.000000000981 | 129-190 | SIAH, seven in absentia homolog |
| | 0.0000000785 | 186-240 | SIAH, seven in absentia homolog |
| A0A091WA75 | 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 |
| A0A091WAE0 | 1.8e-27 | 42-171 | MATH domain |
| A0A091WDQ2 | 1.1e-22 | 1-92 | MATH domain |
| A0A091WES2 | 1.05e-46 | 29-170 | MATH domain |
| A0A091WH96 | 0.0000000000163 | 50-114 | SIAH, seven in absentia homolog |
| A0A091WMN7 | 6.54e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A091WS48 | 6.54e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A091WVT9 | 5.72e-24 | 275-399 | MATH domain |
| A0A091WXB5 | 4.41e-45 | 145-297 | MATH domain |
| | 0.0000719 | 6-38 | SIAH, seven in absentia homolog |
| A0A091WXU2 | 5.23e-47 | 401-552 | MATH domain |
| | 0.000000000124 | 104-163 | SIAH, seven in absentia homolog |
| | 0.00000196 | 198-242 | MATH domain |
| A0A091WY49 | 4.25e-39 | 395-565 | MATH domain |
| A0A091X204 | 0.0000000000981 | 32-100 | SIAH, seven in absentia homolog |
| A0A091XAT0 | 5.07e-39 | 395-565 | MATH domain |
| A0A091XJI4 | 4.09e-33 | 397-560 | MATH domain |
| A0A091XRN9 | 4.71e-48 | 324-471 | MATH domain |
| | 0.00000000301 | 79-157 | SIAH, seven in absentia homolog |
| A0A091XSD1 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A093BBU0 | 0.0000000000137 | 49-113 | SIAH, seven in absentia homolog |
| A0A093BET8 | 1.1e-50 | 395-545 | MATH domain |
| | 6.54e-20 | 93-192 | SIAH, seven in absentia homolog |
| | 0.000000268 | 192-234 | SIAH, seven in absentia homolog |
| A0A093BF64 | 1.1e-22 | 1-92 | MATH domain |
| A0A093BHZ4 | 3.6e-45 | 371-523 | MATH domain |
| | 0.000000000536 | 129-189 | SIAH, seven in absentia homolog |
| | 0.000000183 | 186-238 | SIAH, seven in absentia homolog |
| A0A093BN42 | 1.8e-47 | 29-170 | MATH domain |
| A0A093BVZ4 | 0.000000000281 | 31-123 | SIAH, seven in absentia homolog |
| A0A093BYE2 | 7.19e-23 | 78-198 | SIAH, seven in absentia homolog |
| A0A093C108 | 3.43e-35 | 383-541 | MATH domain |
| A0A093C290 | 0.000000000288 | 31-99 | SIAH, seven in absentia homolog |
| A0A093C356 | 1.44e-51 | 175-324 | MATH domain |
| A0A093C385 | 1.1e-22 | 1-92 | MATH domain |
| A0A093C7N6 | 5.72e-24 | 275-399 | MATH domain |
| A0A093CGD4 | 8.5e-28 | 42-171 | MATH domain |
| A0A093CHK6 | 5.07e-28 | 44-173 | MATH domain |
| A0A093CJE1 | 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 |
| A0A093CK36 | 9.32e-47 | 401-552 | MATH domain |
| | 0.00000000255 | 104-165 | SIAH, seven in absentia homolog |
| | 0.0000019 | 198-242 | MATH domain |
| A0A093CWZ2 | 5.89e-45 | 338-490 | MATH domain |
| | 0.00000000294 | 96-156 | SIAH, seven in absentia homolog |
| | 0.0000000719 | 153-207 | SIAH, seven in absentia homolog |
| A0A093CWZ4 | 1.1e-50 | 395-545 | MATH domain |
| | 1.96e-19 | 93-192 | SIAH, seven in absentia homolog |
| | 0.00000036 | 192-234 | SIAH, seven in absentia homolog |
| A0A093CY34 | 1.37e-49 | 2-171 | SIAH, seven in absentia homolog |
| A0A093D0L1 | 3.4e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A093DEP1 | 3.76e-47 | 401-552 | MATH domain |
| | 0.000000000032 | 105-163 | SIAH, seven in absentia homolog |
| | 0.00000177 | 198-242 | SIAH, seven in absentia homolog |
| A0A093DTS6 | 0.0000497 | 8-55 | SIAH, seven in absentia homolog |
| A0A093DYH9 | 5.72e-24 | 275-399 | MATH domain |
| A0A093DZV1 | 0.000000000000507 | 7-53 | MATH domain |
| A0A093E6M3 | 4.9e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A093EBP2 | 3.11e-40 | 395-564 | MATH domain |
| A0A093EC01 | 2.29e-35 | 365-528 | MATH domain |
| A0A093EF36 | 6.54e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A093EGF9 | 8.61e-40 | 324-466 | MATH domain |
| | 0.0000000000654 | 79-148 | SIAH, seven in absentia homolog |
| A0A093EJY5 | 3.53e-47 | 325-472 | MATH domain |
| | 0.000000000785 | 79-161 | SIAH, seven in absentia homolog |
| A0A093ELX1 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A093ENY6 | 0.000000000196 | 242-335 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-236 | SIAH, seven in absentia homolog |
| A0A093EQT2 | 3.92e-39 | 395-565 | MATH domain |
| A0A093ERZ5 | 1.6e-27 | 42-171 | MATH domain |
| A0A093EV11 | 2.13e-47 | 29-170 | MATH domain |
| A0A093EW47 | 5.63e-47 | 322-469 | MATH domain |
| | 0.00000000157 | 80-146 | SIAH, seven in absentia homolog |
| A0A093EWH2 | 9.32e-47 | 401-552 | MATH domain |
| | 0.000000000981 | 104-165 | SIAH, seven in absentia homolog |
| | 0.0000015 | 192-242 | SIAH, seven in absentia homolog |
| A0A093EXJ8 | 4.25e-35 | 380-543 | MATH domain |
| A0A093EY43 | 5.72e-24 | 275-399 | MATH domain |
| A0A093F020 | 1.62e-34 | 365-528 | MATH domain |
| A0A093F0W8 | 8.34e-39 | 395-565 | MATH domain |
| A0A093F1N8 | 5.07e-45 | 371-523 | MATH domain |
| | 0.000000000785 | 129-190 | SIAH, seven in absentia homolog |
| | 0.000000085 | 186-240 | SIAH, seven in absentia homolog |
| A0A093F3B0 | 0.00000000019 | 246-338 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A093F416 | 3.86e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A093F940 | 3.86e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A093FFL0 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A093FK74 | 1.05e-46 | 29-170 | MATH domain |
| A0A093FMV9 | 0.000000000373 | 32-100 | SIAH, seven in absentia homolog |
| A0A093FN53 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A093FRW3 | 1.05e-46 | 29-170 | MATH domain |
| A0A093FSS7 | 1.96e-47 | 29-170 | MATH domain |
| A0A093FUE1 | 3.33e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A093FV74 | 2.75e-48 | 324-471 | MATH domain |
| | 0.000000000275 | 79-157 | SIAH, seven in absentia homolog |
| A0A093G7W3 | 1.14e-39 | 395-564 | MATH domain |
| A0A093GDS9 | 1.96e-46 | 401-552 | MATH domain |
| | 0.00000000000615 | 104-176 | SIAH, seven in absentia homolog |
| | 0.00000304 | 192-242 | SIAH, seven in absentia homolog |
| A0A093GGZ9 | 3.76e-28 | 17-136 | MATH domain |
| A0A093GKN2 | 3.27e-27 | 368-448 | MATH domain |
| | 0.0000137 | 184-238 | SIAH, seven in absentia homolog |
| A0A093GNU9 | 9.97e-34 | 381-544 | MATH domain |
| A0A093GQZ5 | 7.85e-25 | 78-198 | SIAH, seven in absentia homolog |
| A0A093GRL8 | 8.01e-24 | 274-398 | MATH domain |
| A0A093GXR5 | 1.63e-19 | 93-191 | SIAH, seven in absentia homolog |
| | 0.000000111 | 192-234 | SIAH, seven in absentia homolog |
| A0A093GYP0 | 1.1e-22 | 1-92 | MATH domain |
| A0A093GZA4 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A093H2Z9 | 1.57e-47 | 322-469 | MATH domain |
| | 0.000000000085 | 79-172 | SIAH, seven in absentia homolog |
| A0A093H477 | 1.8e-46 | 29-170 | MATH domain |
| A0A093H4I4 | 0.0000000000458 | 183-255 | SIAH, seven in absentia homolog |
| | 0.000000000157 | 246-341 | SIAH, seven in absentia homolog |
| A0A093H522 | 4.25e-47 | 401-552 | MATH domain |
| | 0.000000000209 | 104-163 | SIAH, seven in absentia homolog |
| | 0.00000183 | 198-242 | MATH domain |
| A0A093H6F4 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A093H826 | 0.000000000222 | 31-99 | SIAH, seven in absentia homolog |
| A0A093HIQ4 | 1.1e-50 | 395-545 | MATH domain |
| | 1.18e-18 | 93-191 | SIAH, seven in absentia homolog |
| | 0.000000262 | 192-234 | SIAH, seven in absentia homolog |
| A0A093HJY4 | 6.54e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A093HKA1 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A093HL46 | 1.06e-23 | 275-399 | MATH domain |
| A0A093HMG5 | 2.78e-51 | 142-292 | MATH domain |
| A0A093HR19 | 1.44e-23 | 78-198 | SIAH, seven in absentia homolog |
| A0A093HST3 | 1.8e-27 | 42-171 | MATH domain |
| A0A093HUS5 | 2.55e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A093HZV3 | 7.06e-48 | 332-479 | MATH domain |
| | 0.00000000111 | 79-147 | SIAH, seven in absentia homolog |
| A0A093I2C3 | 0.00000000017 | 247-340 | SIAH, seven in absentia homolog |
| | 0.0000432 | 183-241 | SIAH, seven in absentia homolog |
| A0A093I2T4 | 1.8e-39 | 395-566 | MATH domain |
| A0A093I3N7 | 0.000000000281 | 245-337 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 182-239 | SIAH, seven in absentia homolog |
| A0A093I5G0 | 1.1e-50 | 395-545 | MATH domain |
| | 1.44e-19 | 93-192 | SIAH, seven in absentia homolog |
| | 0.000000268 | 192-234 | SIAH, seven in absentia homolog |
| A0A093I616 | 3.4e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A093IFQ3 | 1.05e-46 | 29-170 | MATH domain |
| A0A093IGF1 | 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 |
| A0A093IGP0 | 1.41e-27 | 46-175 | MATH domain |
| A0A093IH60 | 1.47e-27 | 42-171 | MATH domain |
| A0A093IMX7 | 1.15e-47 | 330-477 | MATH domain |
| | 0.00000000235 | 79-148 | SIAH, seven in absentia homolog |
| A0A093IN49 | 1.44e-47 | 321-468 | MATH domain |
| | 0.00000000163 | 79-158 | SIAH, seven in absentia homolog |
| A0A093IQ37 | 2.42e-61 | 62-250 | SIAH, seven in absentia homolog |
| A0A093ISR9 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A093IWB5 | 9.32e-47 | 401-552 | MATH domain |
| | 0.000000000543 | 104-163 | SIAH, seven in absentia homolog |
| | 0.00000196 | 198-242 | MATH domain |
| A0A093IWN4 | 1.96e-39 | 395-566 | MATH domain |
| A0A093J2G1 | 5.72e-24 | 275-399 | MATH domain |
| A0A093J942 | 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 |
| A0A093J9Z4 | 0.000000000255 | 246-338 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A093JAZ8 | 1.57e-38 | 395-565 | MATH domain |
| A0A093JVQ0 | 1.05e-46 | 29-170 | MATH domain |
| A0A093K020 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A093KDA2 | 6.54e-45 | 371-523 | MATH domain |
| | 0.000000051 | 129-189 | SIAH, seven in absentia homolog |
| | 0.0000000569 | 186-240 | SIAH, seven in absentia homolog |
| A0A093KLK8 | 6.28e-52 | 175-324 | MATH domain |
| A0A093LHI1 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A093N942 | 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 |
| A0A093N9H7 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A093NH53 | 0.000000000177 | 32-100 | SIAH, seven in absentia homolog |
| A0A093NHJ4 | 1.05e-46 | 29-170 | MATH domain |
| A0A093NIU7 | 9.48e-35 | 381-544 | MATH domain |
| A0A093NM49 | 5.72e-24 | 275-399 | MATH domain |
| A0A093NQ73 | 1.18e-60 | 63-251 | SIAH, seven in absentia homolog |
| A0A093NTA5 | 1.24e-23 | 78-198 | SIAH, seven in absentia homolog |
| A0A093NWQ0 | 4.9e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A093P095 | 1.8e-47 | 29-170 | MATH domain |
| A0A093P381 | 9.32e-47 | 401-552 | MATH domain |
| | 0.000000000615 | 104-165 | SIAH, seven in absentia homolog |
| | 0.00000177 | 198-242 | SIAH, seven in absentia homolog |
| A0A093P9D7 | 0.00000000017 | 246-339 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A093PA44 | 8.99e-45 | 371-523 | MATH domain |
| | 0.00000000432 | 129-189 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 186-240 | SIAH, seven in absentia homolog |
| A0A093PJI2 | 0.000000000196 | 32-100 | SIAH, seven in absentia homolog |
| A0A093PRL2 | 2.29e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A093Q6C0 | 0.000000000275 | 246-338 | SIAH, seven in absentia homolog |
| A0A093Q6J6 | 3.53e-49 | 1-177 | SIAH, seven in absentia homolog |
| A0A093Q9C0 | 1.96e-47 | 29-170 | MATH domain |
| A0A093QHA5 | 1.8e-27 | 42-171 | MATH domain |
| A0A093QIV6 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A093QJB7 | 5.72e-24 | 275-399 | MATH domain |
| A0A093QKH5 | 1.96e-46 | 401-552 | MATH domain |
| | 0.000000000301 | 104-177 | SIAH, seven in absentia homolog |
| | 0.000085 | 192-242 | SIAH, seven in absentia homolog |
| A0A093QNR3 | 9.32e-47 | 401-552 | MATH domain |
| | 0.00000000163 | 104-165 | SIAH, seven in absentia homolog |
| | 0.00000144 | 198-242 | SIAH, seven in absentia homolog |
| A0A093QR52 | 4.09e-24 | 75-199 | MATH domain |
| A0A093QSC8 | 5.07e-34 | 367-532 | MATH domain |
| A0A093R404 | 1.11e-47 | 322-469 | MATH domain |
| | 0.000000000523 | 79-145 | SIAH, seven in absentia homolog |
| A0A093R5M8 | 3.43e-35 | 395-563 | MATH domain |
| A0A093R740 | 4.09e-48 | 126-273 | MATH domain |
| A0A093RA68 | 2.78e-34 | 395-565 | MATH domain |
| A0A093RB71 | 2.42e-57 | 2-183 | SIAH, seven in absentia homolog |
| A0A093RN80 | 2.13e-39 | 395-565 | MATH domain |
| A0A093S2X4 | 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 |
| A0A093S454 | 5.23e-45 | 371-523 | MATH domain |
| | 0.00000000229 | 129-189 | SIAH, seven in absentia homolog |
| | 0.000000196 | 186-240 | SIAH, seven in absentia homolog |
| A0A093SEU9 | 1.05e-46 | 29-170 | MATH domain |
| A0A093SV84 | 1.26e-22 | 1-92 | MATH domain |
| A0A093SVZ4 | 0.000000000229 | 32-100 | SIAH, seven in absentia homolog |
| A0A093UZQ8 | 0.00000000595 | 101-186 | SIAH, seven in absentia homolog |
| | 0.000000131 | 184-243 | SIAH, seven in absentia homolog |
| A0A093V843 | 6.07e-16 | 201-263,333-409 | MATH domain |
| A0A093VNX4 | 0.00000000000000224 | 201-263,333-409 | MATH domain |
| A0A093XCZ6 | 0.00000477 | 181-258 | SIAH, seven in absentia homolog |
| A0A093XL97 | 0.00000615 | 181-258 | SIAH, seven in absentia homolog |
| A0A093XZN6 | 3.76e-24 | 75-211 | MATH domain |
| A0A093Y681 | 8.34e-25 | 38-176 | MATH domain |
| A0A093YFF8 | 1.64e-24 | 38-176 | MATH domain |
| A0A093YJ25 | 3.76e-24 | 75-211 | MATH domain |
| A0A093YY51 | 7.85e-24 | 37-177 | MATH domain |
| A0A093ZE16 | 0.000000654 | 181-267 | SIAH, seven in absentia homolog |
| A0A094A7E0 | 1.21e-23 | 88-225 | MATH domain |
| A0A094AQZ4 | 6.05e-23 | 75-211 | MATH domain |
| A0A094AZR7 | 2.45e-22 | 37-176 | MATH domain |
| A0A094B1A2 | 6.87e-24 | 73-210 | MATH domain |
| A0A094BJA5 | 2.45e-23 | 73-210 | MATH domain |
| A0A094BYU9 | 8.18e-24 | 37-177 | MATH domain |
| A0A094CGM9 | 2.78e-22 | 39-177 | MATH domain |
| A0A094CJ61 | 0.00000314 | 181-259 | SIAH, seven in absentia homolog |
| A0A094D3A0 | 0.00000412 | 181-258 | SIAH, seven in absentia homolog |
| A0A094DCT8 | 3.76e-24 | 75-211 | MATH domain |
| A0A094DDW4 | 6.87e-23 | 75-210 | MATH domain |
| A0A094E014 | 0.000000719 | 181-267 | SIAH, seven in absentia homolog |
| A0A094E604 | 1.47e-22 | 75-211 | MATH domain |
| A0A094EFZ7 | 9.97e-20 | 37-194 | MATH domain |
| A0A094ETM6 | 0.00000262 | 181-259 | SIAH, seven in absentia homolog |
| A0A094F1K3 | 0.00000451 | 182-268 | SIAH, seven in absentia homolog |
| A0A094F3S3 | 0.00000144 | 181-260 | SIAH, seven in absentia homolog |
| A0A094F541 | 1.64e-23 | 38-176 | MATH domain |
| A0A094FQ81 | 8.99e-24 | 37-177 | MATH domain |
| A0A094FY47 | 5.89e-24 | 75-211 | MATH domain |
| A0A094GCM5 | 0.00000451 | 182-268 | SIAH, seven in absentia homolog |
| A0A094GPG2 | 1.47e-22 | 75-211 | MATH domain |
| A0A094GSX7 | 6.87e-23 | 75-210 | MATH domain |
| A0A094GW90 | 2.78e-22 | 39-177 | MATH domain |
| A0A094H545 | 8.99e-24 | 37-177 | MATH domain |
| A0A094H8F7 | 0.00000124 | 181-260 | SIAH, seven in absentia homolog |
| A0A094HKR7 | 5.89e-24 | 75-211 | MATH domain |
| A0A094JB29 | 9.97e-20 | 37-194 | MATH domain |
| A0A094JTR5 | 0.00000654 | 181-259 | SIAH, seven in absentia homolog |
| A0A094KAM7 | 0.0000000000163 | 50-114 | SIAH, seven in absentia homolog |
| A0A094KHM7 | 9.16e-34 | 395-563 | MATH domain |
| A0A094KNN2 | 7.85e-16 | 183-325 | SIAH, seven in absentia homolog |
| A0A094KNX4 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A094KQ22 | 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 |
| A0A094KQT8 | 5.63e-44 | 318-455 | MATH domain |
| | 0.0000000000615 | 79-151 | SIAH, seven in absentia homolog |
| A0A094KR52 | 8.5e-40 | 395-565 | MATH domain |
| A0A094KR65 | 3.27e-37 | 395-560 | MATH domain |
| A0A094KSN0 | 5.72e-24 | 275-399 | MATH domain |
| A0A094KW58 | 0.000000000268 | 246-338 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 183-240 | SIAH, seven in absentia homolog |
| A0A094KWE3 | 4.41e-45 | 273-425 | MATH domain |
| | 0.00000000111 | 31-92 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 89-142 | SIAH, seven in absentia homolog |
| A0A094KYC7 | 4.58e-48 | 320-467 | MATH domain |
| | 0.0000000000915 | 79-147 | SIAH, seven in absentia homolog |
| A0A094L6A1 | 1.6e-46 | 401-552 | MATH domain |
| | 0.000000000785 | 104-165 | SIAH, seven in absentia homolog |
| | 0.00000196 | 198-242 | MATH domain |
| A0A094L9P4 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A094LHH2 | 6.54e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A094LIQ3 | 4.9e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A094M1M8 | 3.76e-34 | 392-560 | MATH domain |
| A0A094MED9 | 0.0000000163 | 36-97 | SIAH, seven in absentia homolog |
| A0A094MNU1 | 1.05e-46 | 29-170 | MATH domain |
| A0A094NKI7 | 1.05e-23 | 78-198 | SIAH, seven in absentia homolog |
| A0A094NNU7 | 1.05e-46 | 29-170 | MATH domain |
| A0A094ZGC7 | 0.0000163 | 45-117 | SIAH, seven in absentia homolog |
| A0A094ZKS4 | 0.000000196 | 135-201 | SIAH, seven in absentia homolog |
| A0A094ZN65 | 4.25e-16 | 130-232 | MATH domain |
| A0A094ZTS7 | 0.00000311 | 63-103,133-197 | MATH domain |
| A0A095A617 | 1.96e-21 | 264-390 | MATH domain |
| A0A095AXL0 | 5.89e-17 | 340-440 | MATH domain |
| | 0.00000000000000451 | 149-208 | SIAH, seven in absentia homolog |
| A0A095B587 | 3.76e-42 | 48-180 | MATH domain |
| A0A095C4N5 | 0.0000000000146 | 37-191 | MATH domain |
| A0A095CEB4 | 7.52e-22 | 274-401 | MATH domain |
| A0A095CF75 | 2.16e-55 | 169-355 | SIAH, seven in absentia homolog |
| A0A095CIZ4 | 5.72e-28 | 52-194 | MATH domain |
| A0A096LQD2 | 0.00000000785 | 60-98 | SIAH, seven in absentia homolog |
| A0A096LYV4 | 3.4e-19 | 78-208 | SIAH, seven in absentia homolog |
| A0A096M4U9 | 0.00000000785 | 60-98 | SIAH, seven in absentia homolog |
| A0A096M590 | 1.8e-50 | 387-535 | MATH domain |
| A0A096M766 | 1.05e-18 | 390-553 | MATH domain |
| A0A096M7M5 | 8.07e-19 | 433-594 | MATH domain |
| A0A096MA93 | 3.4e-23 | 76-190 | SIAH, seven in absentia homolog |
| A0A096MD61 | 0.0000000000155 | 117-179 | MATH domain |
| A0A096MEB4 | 2.45e-46 | 307-466 | MATH domain |
| | 0.00000000000000209 | 78-144 | SIAH, seven in absentia homolog |
| | 0.000000000000621 | 194-321 | SIAH, seven in absentia homolog |
| | 0.00000209 | 138-193 | SIAH, seven in absentia homolog |
| A0A096MG62 | 6.08e-23 | 76-188 | SIAH, seven in absentia homolog |
| A0A096MG78 | 3.92e-19 | 227-388 | MATH domain |
| A0A096MGG1 | 1.74e-21 | 394-559 | MATH domain |
| A0A096MHK2 | 0.00000981 | 44-99 | SIAH, seven in absentia homolog |
| A0A096MRJ5 | 0.000000000497 | 135-194 | SIAH, seven in absentia homolog |
| A0A096MT65 | 0.00000719 | 36-97 | SIAH, seven in absentia homolog |
| A0A096MUM5 | 2.55e-61 | 133-321 | SIAH, seven in absentia homolog |
| A0A096MV94 | 1.37e-23 | 77-212 | SIAH, seven in absentia homolog |
| A0A096MX12 | 1.8e-46 | 348-500 | MATH domain |
| | 0.000000000196 | 186-292 | SIAH, seven in absentia homolog |
| | 0.000000484 | 129-183 | SIAH, seven in absentia homolog |
| A0A096N416 | 6.38e-35 | 419-585 | MATH domain |
| A0A096N4S4 | 0.0000000196 | 84-143 | SIAH, seven in absentia homolog |
| A0A096N9F4 | 2.13e-46 | 29-170 | MATH domain |
| A0A096NI55 | 6.41e-63 | 124-312 | SIAH, seven in absentia homolog |
| A0A096NIV6 | 4.74e-38 | 415-584 | MATH domain |
| A0A096NJV5 | 2.62e-50 | 418-568 | MATH domain |
| | 3.07e-16 | 116-215 | SIAH, seven in absentia homolog |
| | 0.0000163 | 216-257 | SIAH, seven in absentia homolog |
| A0A096NKZ0 | 1.63e-23 | 79-209 | SIAH, seven in absentia homolog |
| A0A096NL15 | 0.00000000000647 | 246-339 | SIAH, seven in absentia homolog |
| | 0.00000000366 | 183-240 | SIAH, seven in absentia homolog |
| A0A096NLM0 | 1.01e-28 | 48-177 | MATH domain |
| A0A096NRQ7 | 7.85e-53 | 350-499 | MATH domain |
| | 0.0118 | 212-238 | SIAH, seven in absentia homolog |
| | 0.0418 | 110-166 | SIAH, seven in absentia homolog |
| A0A096NUF2 | 0.0000000000347 | 31-99 | SIAH, seven in absentia homolog |
| A0A096NY00 | 3.11e-47 | 402-552 | MATH domain |
| | 7.19e-16 | 105-196 | SIAH, seven in absentia homolog |
| | 0.000000000105 | 192-261 | SIAH, seven in absentia homolog |
| A0A096NYW7 | 6.54e-39 | 89-258 | SIAH, seven in absentia homolog |
| A0A096P0Q4 | 1.24e-46 | 266-413 | MATH domain |
| | 0.0111 | 86-110 | SIAH, seven in absentia homolog |
| A0A096P3D7 | 3.11e-46 | 307-466 | MATH domain |
| | 1.11e-17 | 194-312 | SIAH, seven in absentia homolog |
| | 2.13e-16 | 79-144 | SIAH, seven in absentia homolog |
| | 0.000111 | 139-193 | SIAH, seven in absentia homolog |
| A0A096P456 | 1.8e-47 | 29-170 | MATH domain |
| A0A096P4V2 | 0.000000556 | 81-158 | MATH domain |
| A0A096P9S9 | 0.000000458 | 94-181 | SIAH, seven in absentia homolog |
| A0A096PBY4 | 7.85e-25 | 45-207 | MATH domain |
| A0A096PEM2 | 0.0000000262 | 78-130 | SIAH, seven in absentia homolog |
| A0A096UMF5 | 3.92e-18 | 18-154 | MATH domain |
| A0A096UMS3 | 9.65e-35 | 40-179 | MATH domain |
| A0A096USD2 | 7.19e-31 | 28-165 | MATH domain |
| A0A096USQ4 | 0.00000981 | 84-138 | SIAH, seven in absentia homolog |
| A0A096UT49 | 0.00000458 | 84-138 | SIAH, seven in absentia homolog |
| A0A096UV51 | 0.00000000000474 | 12-155 | MATH domain |
| A0A096VQ06 | 5.36e-26 | 47-134 | SIAH, seven in absentia homolog |
| A0A096VQ09 | 1.83e-26 | 48-138 | SIAH, seven in absentia homolog |
| A0A096VQ10 | 5.36e-26 | 47-134 | SIAH, seven in absentia homolog |
| A0A096VQ12 | 5.36e-26 | 47-134 | SIAH, seven in absentia homolog |
| A0A096VQ13 | 1.05e-25 | 40-126 | SIAH, seven in absentia homolog |
| A0A097DC73 | 2.13e-34 | 412-564 | MATH domain |
| | 0.0000000000085 | 91-153 | SIAH, seven in absentia homolog |
| A0A097PQ03 | 0.0000719 | 9-79 | MATH domain |
| A0A098VTW2 | 0.00000000121 | 204-297,325-348 | MATH domain |
| A0A099P4B6 | 0.00000000036 | 6-123 | MATH domain |
| A0A099YS09 | 8.5e-23 | 78-198 | SIAH, seven in absentia homolog |
| A0A099YVR7 | 3.86e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A099YX98 | 1.96e-46 | 29-170 | MATH domain |
| A0A099Z158 | 0.0000000000523 | 183-255 | SIAH, seven in absentia homolog |
| | 0.0000000000562 | 246-342 | SIAH, seven in absentia homolog |
| A0A099Z1Z5 | 6.05e-23 | 1-93 | MATH domain |
| A0A099Z3M7 | 1.8e-27 | 42-171 | MATH domain |
| A0A099Z884 | 3.43e-47 | 405-556 | MATH domain |
| | 0.000000000177 | 104-165 | SIAH, seven in absentia homolog |
| | 0.000000327 | 192-242 | SIAH, seven in absentia homolog |
| A0A099ZE16 | 8.67e-24 | 158-282 | MATH domain |
| A0A099ZKQ7 | 2.29e-51 | 377-526 | MATH domain |
| A0A099ZMB5 | 5.56e-45 | 371-523 | MATH domain |
| | 0.000000111 | 129-193 | SIAH, seven in absentia homolog |
| | 0.000000118 | 186-239 | SIAH, seven in absentia homolog |
| A0A099ZN20 | 0.000000000051 | 49-113 | SIAH, seven in absentia homolog |
| A0A099ZQ80 | 6.41e-48 | 315-462 | MATH domain |
| | 0.0000000000242 | 79-146 | SIAH, seven in absentia homolog |
| A0A099ZQC7 | 1.1e-50 | 395-545 | MATH domain |
| | 2.62e-18 | 93-191 | SIAH, seven in absentia homolog |
| | 0.000000281 | 192-234 | SIAH, seven in absentia homolog |
| A0A099ZSD4 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A099ZTK4 | 0.000000000307 | 32-100 | SIAH, seven in absentia homolog |
| A0A099ZXH7 | 1.19e-36 | 381-544 | MATH domain |
| A0A099ZY69 | 3.6e-46 | 401-552 | MATH domain |
| | 0.000000000203 | 104-165 | SIAH, seven in absentia homolog |
| | 0.00000981 | 198-242 | MATH domain |
| A0A099ZYX5 | 0.0000000000915 | 247-341 | SIAH, seven in absentia homolog |
| | 0.000000000719 | 184-241 | SIAH, seven in absentia homolog |
| A0A0A0A1D9 | 0.000000000085 | 32-101 | SIAH, seven in absentia homolog |
| A0A0A0A312 | 6.54e-45 | 371-523 | MATH domain |
| | 0.00000000118 | 129-190 | SIAH, seven in absentia homolog |
| | 0.000000085 | 186-240 | SIAH, seven in absentia homolog |
| A0A0A0A9Z9 | 5.72e-24 | 275-399 | MATH domain |
| A0A0A0ABS0 | 1.8e-27 | 42-171 | MATH domain |
| A0A0A0AE46 | 6.54e-58 | 2-183 | SIAH, seven in absentia homolog |
| A0A0A0AHY6 | 4.91e-39 | 395-565 | MATH domain |
| A0A0A0AJU5 | 4.71e-63 | 93-281 | SIAH, seven in absentia homolog |
| A0A0A0AKS9 | 1.1e-22 | 1-92 | MATH domain |
| A0A0A0AW75 | 0.0000000000163 | 49-113 | SIAH, seven in absentia homolog |
| A0A0A0AXQ5 | 3.4e-24 | 78-198 | SIAH, seven in absentia homolog |
| A0A0A0AY97 | 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 |
| A0A0A0AYL4 | 1.05e-46 | 29-170 | MATH domain |
| A0A0A0B138 | 4.71e-48 | 327-474 | MATH domain |
| | 0.0000000000549 | 79-146 | SIAH, seven in absentia homolog |
| A0A0A0HY18 | 0.0000000507 | 463-543 | MATH domain |
| | 0.00000018 | 316-379 | MATH domain |
| A0A0A0K9U9 | 2.94e-34 | 21-160 | MATH domain |
| | 1.6e-31 | 177-311 | MATH domain |
| A0A0A0KCP1 | 2.29e-34 | 33-172 | MATH domain |
| A0A0A0KD45 | 0.00000144 | 436-548 | MATH domain |
| A0A0A0KF08 | 5.69e-47 | 106-298 | SIAH, seven in absentia homolog |
| A0A0A0KND8 | 2.13e-31 | 38-179 | MATH domain |
| | 3.92e-16 | 194-279 | MATH domain |
| A0A0A0KQG8 | 7.85e-46 | 110-302 | SIAH, seven in absentia homolog |
| A0A0A0KRN7 | 1.96e-46 | 109-301 | SIAH, seven in absentia homolog |
| A0A0A0KRR8 | 1.31e-17 | 99-156 | MATH domain |
| | 0.0000000000101 | 1-86 | MATH domain |
| A0A0A0KTM5 | 0.0000000000288 | 59-165 | SIAH, seven in absentia homolog |
| A0A0A0KUE1 | 3.6e-29 | 30-167 | MATH domain |
| | 9.65e-25 | 181-310 | MATH domain |
| A0A0A0KWU0 | 7.19e-41 | 52-186 | MATH domain |
| A0A0A0KWV9 | 5.62e-44 | 131-322 | SIAH, seven in absentia homolog |
| A0A0A0KYI9 | 1.96e-33 | 20-159 | MATH domain |
| A0A0A0L4I5 | 0.000000409 | 69-108 | MATH domain |
| A0A0A0L788 | 0.000000229 | 440-551 | MATH domain |
| A0A0A0L8V3 | 1.55e-34 | 31-170 | MATH domain |
| A0A0A0L9Z6 | 1.77e-24 | 92-254 | SIAH, seven in absentia homolog |
| A0A0A0LAJ0 | 6.54e-48 | 124-316 | SIAH, seven in absentia homolog |
| A0A0A0LC94 | 2.09e-48 | 123-315 | SIAH, seven in absentia homolog |
| A0A0A0LEA9 | 2.62e-32 | 409-550 | MATH domain |
| | 1.46e-29 | 74-212 | MATH domain |
| | 1.41e-25 | 238-384 | MATH domain |
| | 7.19e-19 | 576-701 | MATH domain |
| A0A0A0LGV9 | 3.6e-43 | 48-184 | MATH domain |
| A0A0A0LX79 | 1.47e-35 | 31-169 | MATH domain |
| A0A0A0LXJ0 | 0.0000203 | 84-141 | SIAH, seven in absentia homolog |
| A0A0A0NXH6 | 6.28e-31 | 8-97 | SIAH, seven in absentia homolog |
| A0A0A1MJ50 | 2.78e-17 | 17-126 | MATH domain |
| A0A0A1MMI8 | 4.74e-25 | 14-143 | MATH domain |
| A0A0A1N277 | 1.8e-24 | 61-189 | MATH domain |
| A0A0A1NL79 | 7.68e-16 | 3-88 | MATH domain |
| A0A0A1NNB2 | 0.0000000445 | 167-228 | SIAH, seven in absentia homolog |
| | 0.0000036 | 82-156 | SIAH, seven in absentia homolog |
| A0A0A1NSJ5 | 1.55e-26 | 48-183 | MATH domain |
| A0A0A1NVX6 | 3.27e-28 | 48-188 | MATH domain |
| A0A0A1PGK8 | 0.0000000719 | 165-223 | SIAH, seven in absentia homolog |
| | 0.00000271 | 80-154 | SIAH, seven in absentia homolog |
| A0A0A1SYN8 | 0.00000015 | 224-285 | SIAH, seven in absentia homolog |
| A0A0A1T7E8 | 3.92e-26 | 74-213 | MATH domain |
| A0A0A1U1I9 | 0.000000817 | 137-223 | MATH domain |
| A0A0A1UI30 | 2.94e-17 | 18-160 | MATH domain |
| A0A0A1UUI4 | 1.01e-24 | 100-238 | MATH domain |
| A0A0A1V4Y0 | 0.0000445 | 246-291 | SIAH, seven in absentia homolog |
| | 0.0085 | 355-386 | SIAH, seven in absentia homolog |
| A0A0A1WMX5 | 1.8e-28 | 328-466 | MATH domain |
| A0A0A1WVQ7 | 5.89e-46 | 29-170 | MATH domain |
| A0A0A1X2C8 | 1.46e-31 | 293-439 | MATH domain |
| | 0.000000000432 | 135-205 | SIAH, seven in absentia homolog |
| A0A0A1XDR0 | 0.000000000000654 | 79-151 | SIAH, seven in absentia homolog |
| A0A0A1XH08 | 7.03e-46 | 58-199 | MATH domain |
| A0A0A1XJ09 | 0.00000000000017 | 220-292 | SIAH, seven in absentia homolog |
| A0A0A1XQU2 | 7.85e-60 | 113-300 | SIAH, seven in absentia homolog |
| A0A0A1XRM1 | 2.13e-20 | 82-206 | MATH domain |
| A0A0A1XRW6 | 9.15e-22 | 440-624 | SIAH, seven in absentia homolog |
| A0A0A1XTE2 | 3.76e-41 | 350-500 | MATH domain |
| | 0.000000000275 | 124-188 | SIAH, seven in absentia homolog |
| | 0.00000124 | 238-296 | SIAH, seven in absentia homolog |
| A0A0A1XTG2 | 1.34e-28 | 258-396 | MATH domain |
| A0A0A2ILR0 | 2.13e-21 | 93-233 | MATH domain |
| A0A0A2IZE5 | 0.0000000379 | 189-245 | SIAH, seven in absentia homolog |
| | 0.000000085 | 101-187 | SIAH, seven in absentia homolog |
| A0A0A2JGK6 | 2.71e-17 | 105-167,234-311 | MATH domain |
| A0A0A2KI10 | 5.56e-21 | 64-203 | MATH domain |
| A0A0A2L3L3 | 0.0000000163 | 188-245 | SIAH, seven in absentia homolog |
| | 0.000000288 | 101-190 | SIAH, seven in absentia homolog |
| A0A0A2V3Q4 | 0.0000000687 | 460-540 | MATH domain |
| | 0.000000556 | 314-376 | MATH domain |
| A0A0A2V747 | 1.5e-24 | 16-155 | MATH domain |
| A0A0A2VH50 | 2.13e-24 | 96-235 | MATH domain |
| A0A0A5IFG8 | 2.29e-24 | 16-154 | MATH domain |
| A0A0A6YVW8 | 7.19e-43 | 18-159 | MATH domain |
| A0A0A6YWE7 | 5.23e-42 | 1-126 | MATH domain |
| A0A0A6YWK3 | 1.16e-48 | 94-246 | MATH domain |
| A0A0A6YWS7 | 3.76e-24 | 2-105 | MATH domain |
| A0A0A6YXC4 | 0.000000000000549 | 68-133 | SIAH, seven in absentia homolog |
| | 0.000000000051 | 2-71 | SIAH, seven in absentia homolog |
| A0A0A6YXL2 | 9.48e-37 | 14-155 | MATH domain |
| A0A0A6YXL9 | 4.25e-44 | 29-160 | MATH domain |
| A0A0A6YXV6 | 0.00000000213 | 29-69 | MATH domain |
| A0A0A7AEN0 | 4.91e-17 | 89-159 | MATH domain |
| A0A0A7AEW9 | 4.91e-18 | 89-159 | MATH domain |
| A0A0A7LUK6 | 1.7e-42 | 120-312 | SIAH, seven in absentia homolog |
| A0A0A7NNV2 | 0.00000000000255 | 78-142 | SIAH, seven in absentia homolog |
| A0A0A8LBH0 | 1.37e-21 | 36-181 | MATH domain |
| A0A0A8XX45 | 7.36e-30 | 17-156 | MATH domain |
| A0A0A8XXL2 | 2.13e-37 | 14-159 | MATH domain |
| A0A0A8Y551 | 1.37e-29 | 80-238 | SIAH, seven in absentia homolog |
| A0A0A8YN87 | 5.56e-30 | 3-116 | MATH domain |
| A0A0A8Z7J9 | 0.0000834 | 18-73 | MATH domain |
| A0A0A8ZHM4 | 0.00000262 | 77-160 | SIAH, seven in absentia homolog |
| A0A0A8ZR53 | 4.91e-36 | 42-181 | MATH domain |
| A0A0A8ZXU8 | 8.34e-24 | 186-311 | MATH domain |
| | 8.34e-21 | 31-161 | MATH domain |
| A0A0A9A749 | 2.94e-23 | 19-140 | MATH domain |
| A0A0A9ASZ8 | 0.0000000441 | 2-82 | MATH domain |
| A0A0A9BKE4 | 9.81e-16 | 47-107 | SIAH, seven in absentia homolog |
| A0A0A9BKX1 | 2.29e-17 | 13-156 | MATH domain |
| A0A0A9C5Q0 | 0.0000229 | 9-40 | MATH domain |
| A0A0A9CLF8 | 0.00000000000000491 | 2-123 | MATH domain |
| A0A0A9CM01 | 1.32e-23 | 14-137 | MATH domain |
| A0A0A9CVJ2 | 7.85e-20 | 133-257 | SIAH, seven in absentia homolog |
| A0A0A9CYY0 | 1.37e-26 | 2-126 | MATH domain |
| A0A0A9D0H8 | 6.38e-18 | 11-157 | MATH domain |
| A0A0A9D3J7 | 1.64e-18 | 18-145 | MATH domain |
| A0A0A9D7B8 | 0.0000000000000621 | 2-84 | SIAH, seven in absentia homolog |
| A0A0A9D8E4 | 6.54e-49 | 105-297 | SIAH, seven in absentia homolog |
| A0A0A9DFZ9 | 2.29e-20 | 14-152 | MATH domain |
| A0A0A9DH11 | 0.0000281 | 84-139 | SIAH, seven in absentia homolog |
| A0A0A9DKI9 | 0.00000000105 | 20-152 | MATH domain |
| A0A0A9DLS0 | 6.21e-16 | 22-157 | MATH domain |
| A0A0A9DN02 | 0.0000164 | 4-94 | MATH domain |
| A0A0A9DSY3 | 3.53e-48 | 118-310 | SIAH, seven in absentia homolog |
| A0A0A9DWW3 | 1.11e-25 | 15-151 | MATH domain |
| A0A0A9E324 | 1.44e-17 | 7-107 | SIAH, seven in absentia homolog |
| A0A0A9EDS8 | 4.45e-24 | 5-130 | SIAH, seven in absentia homolog |
| A0A0A9EWD1 | 4.91e-17 | 19-146 | MATH domain |
| A0A0A9EYP3 | 1.21e-24 | 54-178 | MATH domain |
| A0A0A9FGD6 | 6.41e-34 | 90-253 | SIAH, seven in absentia homolog |
| A0A0A9FP48 | 4.58e-29 | 42-180 | MATH domain |
| A0A0A9FTS0 | 4.91e-38 | 23-159 | MATH domain |
| A0A0A9FVC8 | 1.44e-28 | 132-308 | SIAH, seven in absentia homolog |
| A0A0A9FVT4 | 1.03e-30 | 15-152 | MATH domain |
| A0A0A9G836 | 1.8e-32 | 21-152 | MATH domain |
| A0A0A9H1A1 | 9.32e-36 | 19-148 | MATH domain |
| A0A0A9H6B2 | 1.31e-16 | 2-136 | SIAH, seven in absentia homolog |
| A0A0A9H6F2 | 0.00000000899 | 5-76 | MATH domain |
| A0A0A9HAG6 | 3.27e-28 | 19-153 | MATH domain |
| A0A0A9HAP9 | 3.43e-23 | 17-95,129-176 | MATH domain |
| A0A0A9HCQ1 | 1.96e-16 | 14-158 | MATH domain |
| A0A0A9II24 | 0.000000114 | 2-32 | MATH domain |
| A0A0A9JGP8 | 8.5e-17 | 2-81 | SIAH, seven in absentia homolog |
| A0A0A9JND0 | 9.81e-19 | 2-106 | SIAH, seven in absentia homolog |
| A0A0A9JSI2 | 2.62e-17 | 2-84 | SIAH, seven in absentia homolog |
| A0A0A9K5J8 | 1.06e-26 | 2-126 | MATH domain |
| A0A0A9KG47 | 4.09e-28 | 2-126 | MATH domain |
| A0A0A9LTG7 | 0.00000000105 | 20-152 | MATH domain |
| A0A0A9M409 | 3.92e-35 | 17-156 | MATH domain |
| A0A0A9M4C3 | 0.000000119 | 13-45 | MATH domain |
| A0A0A9MQZ6 | 8.18e-35 | 43-185 | MATH domain |
| A0A0A9NSI6 | 6.28e-33 | 123-298 | SIAH, seven in absentia homolog |
| A0A0A9NUC2 | 6.28e-33 | 123-298 | SIAH, seven in absentia homolog |
| A0A0A9P949 | 0.00000000000000288 | 3-84 | SIAH, seven in absentia homolog |
| A0A0A9P952 | 0.0000000000343 | 5-131 | MATH domain |
| A0A0A9PT19 | 1.64e-18 | 59-148 | MATH domain |
| A0A0A9Q1Y0 | 0.0000373 | 14-66 | SIAH, seven in absentia homolog |
| A0A0A9QFL0 | 0.0000376 | 19-56 | MATH domain |
| A0A0A9QPE8 | 0.0000000124 | 18-96 | MATH domain |
| A0A0A9QWD0 | 5.49e-23 | 80-188 | SIAH, seven in absentia homolog |
| A0A0A9R192 | 3.73e-25 | 62-186 | SIAH, seven in absentia homolog |
| A0A0A9R825 | 0.00000000000000229 | 22-157 | MATH domain |
| A0A0A9RCP6 | 5.56e-35 | 68-197 | MATH domain |
| A0A0A9RIR7 | 6.21e-21 | 13-146 | MATH domain |
| A0A0A9RN49 | 2.13e-42 | 52-188 | MATH domain |
| A0A0A9RS19 | 0.000085 | 243-356 | MATH domain |
| A0A0A9SJF7 | 1.21e-17 | 21-147 | MATH domain |
| A0A0A9SJK5 | 0.000000000000036 | 2-142 | SIAH, seven in absentia homolog |
| A0A0A9T638 | 6.38e-40 | 22-155 | MATH domain |
| A0A0A9TR19 | 1.01e-30 | 19-150 | MATH domain |
| A0A0A9U615 | 7.03e-30 | 17-156 | MATH domain |
| A0A0A9UNQ8 | 0.00000000000000376 | 22-157 | MATH domain |
| A0A0A9VHW4 | 3.92e-33 | 21-153 | MATH domain |
| A0A0A9VIR9 | 7.19e-27 | 131-310 | SIAH, seven in absentia homolog |
| A0A0A9VR63 | 4.58e-30 | 23-168 | MATH domain |
| A0A0A9VTK2 | 5.89e-26 | 9-141 | MATH domain |
| A0A0A9VYC6 | 1.06e-16 | 4-95 | MATH domain |
| A0A0A9VYY5 | 7.68e-25 | 11-146 | MATH domain |
| A0A0A9W4D3 | 0.0000000000464 | 77-147 | SIAH, seven in absentia homolog |
| A0A0A9W687 | 7.68e-25 | 11-146 | MATH domain |
| A0A0A9W8S2 | 0.0000000000049 | 165-222 | SIAH, seven in absentia homolog |
| A0A0A9WAN7 | 6.05e-22 | 48-176 | MATH domain |
| A0A0A9WBM8 | 0.0000017 | 43-97 | SIAH, seven in absentia homolog |
| A0A0A9WEK0 | 1.32e-45 | 123-256 | MATH domain |
| A0A0A9WFW9 | 0.0000000000000196 | 38-167 | MATH domain |
| A0A0A9WFY7 | 0.0000000000000196 | 38-167 | MATH domain |
| A0A0A9WGR8 | 8.34e-19 | 30-142 | MATH domain |
| A0A0A9WH28 | 0.00000000491 | 38-137 | MATH domain |
| A0A0A9WHK5 | 5.72e-30 | 13-150 | MATH domain |
| A0A0A9WIY5 | 1.8e-35 | 9-143 | MATH domain |
| A0A0A9WJ35 | 1.28e-42 | 71-161,193-243 | MATH domain |
| A0A0A9WMS1 | 8.83e-46 | 86-219 | MATH domain |
| A0A0A9WN55 | 0.0000000000000085 | 16-131 | MATH domain |
| A0A0A9WQQ0 | 0.00000000000997 | 36-165 | MATH domain |
| A0A0A9WSC4 | 3.43e-43 | 258-409 | MATH domain |
| | 0.0000000000327 | 30-94 | SIAH, seven in absentia homolog |
| | 0.000000000222 | 142-240 | SIAH, seven in absentia homolog |
| A0A0A9WVA1 | 3.76e-43 | 281-432 | MATH domain |
| | 0.0000000000311 | 53-117 | SIAH, seven in absentia homolog |
| | 0.000000000229 | 165-263 | SIAH, seven in absentia homolog |
| A0A0A9WW90 | 0.00000000245 | 46-166 | MATH domain |
| A0A0A9WW92 | 1.28e-23 | 287-411 | MATH domain |
| A0A0A9WYC6 | 0.00000000932 | 46-146 | MATH domain |
| A0A0A9X1S5 | 0.00000000867 | 46-146 | MATH domain |
| A0A0A9X5N5 | 1.8e-18 | 19-132 | MATH domain |
| A0A0A9X6M7 | 0.00000000278 | 46-166 | MATH domain |
| A0A0A9X9P3 | 0.00000719 | 48-91 | MATH domain |
| A0A0A9XCV6 | 0.00000376 | 58-157 | MATH domain |
| A0A0A9XE17 | 8.99e-19 | 4-140 | MATH domain |
| A0A0A9XJ58 | 1.49e-17 | 24-165 | MATH domain |
| A0A0A9XTU4 | 3.86e-55 | 105-291 | SIAH, seven in absentia homolog |
| A0A0A9XWF0 | 7.19e-46 | 71-204 | MATH domain |
| A0A0A9XWF1 | 1.62e-42 | 123-213,245-295 | MATH domain |
| A0A0A9XXN8 | 5.72e-23 | 291-415 | MATH domain |
| A0A0A9XXP2 | 4.41e-23 | 291-415 | MATH domain |
| A0A0A9XYZ0 | 6.87e-42 | 43-133,165-207 | MATH domain |
| A0A0A9XYZ2 | 3.6e-46 | 29-162 | MATH domain |
| A0A0A9XZ73 | 5.72e-23 | 291-415 | MATH domain |
| A0A0A9Y0G4 | 4.74e-46 | 43-176 | MATH domain |
| A0A0A9Y0G7 | 1.37e-42 | 86-176,208-258 | MATH domain |
| A0A0A9Y198 | 0.000000324 | 5-85 | MATH domain |
| A0A0A9Y1Y9 | 1.11e-42 | 43-133,165-215 | MATH domain |
| A0A0A9Y1Z4 | 9.81e-47 | 71-212 | MATH domain |
| A0A0A9Y3R7 | 4.41e-23 | 291-415 | MATH domain |
| A0A0A9Y6F4 | 0.00000000523 | 38-137 | MATH domain |
| A0A0A9Y6H6 | 1.05e-46 | 86-227 | MATH domain |
| A0A0A9YEL2 | 0.0000000000386 | 77-147 | SIAH, seven in absentia homolog |
| A0A0A9YI77 | 1.96e-19 | 72-186 | MATH domain |
| | 1.96e-19 | 212-327 | MATH domain |
| A0A0A9YJX0 | 1.96e-17 | 1-93 | MATH domain |
| A0A0A9YWX0 | 1.23e-46 | 123-264 | MATH domain |
| A0A0A9YWX8 | 1.03e-42 | 29-119,151-201 | MATH domain |
| A0A0A9YY86 | 2.29e-27 | 11-147 | MATH domain |
| A0A0A9YZB7 | 1.8e-41 | 123-213,245-287 | MATH domain |
| A0A0A9YZK9 | 4.09e-19 | 1-122 | MATH domain |
| A0A0A9Z0Y4 | 7.68e-47 | 29-170 | MATH domain |
| A0A0A9Z0Y8 | 1.23e-41 | 86-176,208-250 | MATH domain |
| A0A0A9Z2F2 | 5.4e-42 | 29-119,151-193 | MATH domain |
| A0A0A9Z6U1 | 8.34e-47 | 43-184 | MATH domain |
| A0A0A9Z6U5 | 1.01e-41 | 71-161,193-235 | MATH domain |
| A0A0B0ED37 | 5.72e-25 | 74-212 | MATH domain |
| A0A0B0MFM6 | 0.00000719 | 410-456 | SIAH, seven in absentia homolog |
| A0A0B0MHD3 | 1.24e-24 | 155-314 | SIAH, seven in absentia homolog |
| A0A0B0MKI9 | 2.55e-46 | 113-304 | SIAH, seven in absentia homolog |
| A0A0B0MTI1 | 5.17e-48 | 113-305 | SIAH, seven in absentia homolog |
| A0A0B0MTI8 | 1.18e-32 | 30-167 | MATH domain |
| A0A0B0MW97 | 7.68e-36 | 99-238 | MATH domain |
| | 2.29e-33 | 433-577 | MATH domain |
| | 5.4e-25 | 266-410 | MATH domain |
| | 0.000000000000638 | 605-708 | MATH domain |
| A0A0B0MXC7 | 4.09e-29 | 33-183 | MATH domain |
| A0A0B0MYT6 | 3.66e-50 | 129-320 | SIAH, seven in absentia homolog |
| A0A0B0N0M3 | 2.42e-47 | 119-311 | SIAH, seven in absentia homolog |
| A0A0B0N127 | 0.0000085 | 439-550 | MATH domain |
| A0A0B0N2M0 | 1.54e-32 | 266-396 | MATH domain |
| | 0.000000229 | 10-80 | MATH domain |
| A0A0B0N2T7 | 0.000000703 | 20-68 | MATH domain |
| A0A0B0N386 | 3.73e-29 | 114-237 | SIAH, seven in absentia homolog |
| A0A0B0N4S4 | 7.19e-34 | 30-168 | MATH domain |
| A0A0B0N6E7 | 1.57e-42 | 49-182 | MATH domain |
| A0A0B0N7A2 | 1.54e-34 | 18-144 | MATH domain |
| A0A0B0NFK2 | 3.11e-35 | 67-193 | MATH domain |
| A0A0B0NG38 | 5.07e-35 | 86-213 | MATH domain |
| A0A0B0NLD3 | 4.05e-46 | 113-304 | SIAH, seven in absentia homolog |
| A0A0B0NLJ7 | 4.91e-35 | 63-190 | MATH domain |
| A0A0B0NMS8 | 1.16e-33 | 32-170 | MATH domain |
| A0A0B0NNG0 | 3.11e-35 | 67-193 | MATH domain |
| A0A0B0NRS8 | 4.74e-35 | 68-194 | MATH domain |
| A0A0B0NS55 | 0.00000183 | 439-550 | MATH domain |
| A0A0B0NUZ7 | 9.32e-31 | 26-154 | MATH domain |
| A0A0B0NZR5 | 1.5e-45 | 111-303 | SIAH, seven in absentia homolog |
| A0A0B0P5S5 | 1.96e-47 | 113-305 | SIAH, seven in absentia homolog |
| A0A0B0P8S9 | 8.67e-38 | 31-170 | MATH domain |
| A0A0B0P919 | 0.00000108 | 206-296 | SIAH, seven in absentia homolog |
| A0A0B0PAQ0 | 1.16e-33 | 27-165 | MATH domain |
| A0A0B0PCP4 | 9.15e-49 | 130-320 | SIAH, seven in absentia homolog |
| A0A0B0PE47 | 7.85e-50 | 114-306 | SIAH, seven in absentia homolog |
| A0A0B0PET7 | 3.92e-33 | 22-160 | MATH domain |
| A0A0B0PKD1 | 2.03e-21 | 461-619 | SIAH, seven in absentia homolog |
| A0A0B0PMP5 | 0.0000157 | 130-203 | SIAH, seven in absentia homolog |
| A0A0B0PMT4 | 6.21e-42 | 48-181 | MATH domain |
| A0A0B0PP32 | 1.96e-36 | 16-155 | MATH domain |
| A0A0B0PPJ6 | 7.85e-47 | 109-301 | SIAH, seven in absentia homolog |
| A0A0B0PTN1 | 1.24e-49 | 130-322 | SIAH, seven in absentia homolog |
| A0A0B0PTR8 | 2.62e-42 | 51-183 | MATH domain |
| A0A0B0PUZ2 | 9.32e-37 | 22-161 | MATH domain |
| A0A0B0PYV6 | 0.000000817 | 447-560 | MATH domain |
| A0A0B0Q092 | 0.0000000000196 | 7-55 | MATH domain |
| A0A0B1P6V8 | 4.41e-23 | 72-211 | MATH domain |
| A0A0B1P8Q7 | 0.0000163 | 245-286 | SIAH, seven in absentia homolog |
| A0A0B1PFH6 | 1.03e-17 | 38-169 | MATH domain |
| A0A0B1RQA4 | 1.08e-18 | 18-109 | MATH domain |
| A0A0B1RWH8 | 8.5e-35 | 96-227 | SIAH, seven in absentia homolog |
| A0A0B1S6T1 | 0.0000575 | 6-72 | MATH domain |
| A0A0B1SBG7 | 0.00000000000157 | 74-144 | SIAH, seven in absentia homolog |
| A0A0B1SEI1 | 0.00000000000000441 | 5-118 | MATH domain |
| A0A0B1SL88 | 0.0000111 | 6-76 | MATH domain |
| A0A0B1SPG9 | 0.00000048 | 3-84 | MATH domain |
| A0A0B1SRA1 | 0.00000000000915 | 48-107 | SIAH, seven in absentia homolog |
| A0A0B1T362 | 9.48e-20 | 59-196 | MATH domain |
| A0A0B1TCJ5 | 1.47e-21 | 56-200 | MATH domain |
| A0A0B1TDW0 | 1.57e-18 | 68-200 | MATH domain |
| A0A0B1TJT2 | 4.45e-28 | 174-273 | SIAH, seven in absentia homolog |
| A0A0B1TL60 | 0.0000085 | 32-96 | SIAH, seven in absentia homolog |
| A0A0B1TP23 | 4.41e-23 | 23-162 | MATH domain |
| A0A0B2NSG3 | 0.0000000621 | 204-284 | SIAH, seven in absentia homolog |
| A0A0B2NV20 | 4.25e-30 | 2-121 | MATH domain |
| A0A0B2NV33 | 1.39e-41 | 96-227 | MATH domain |
| A0A0B2NXJ3 | 3.92e-26 | 207-332 | MATH domain |
| A0A0B2NXP5 | 3.11e-32 | 13-141 | MATH domain |
| A0A0B2P4E9 | 0.000000621 | 28-61 | MATH domain |
| A0A0B2PE25 | 9.97e-42 | 52-184 | MATH domain |
| A0A0B2PTT1 | 0.0000000000164 | 2-49 | MATH domain |
| A0A0B2Q1L4 | 0.00000373 | 46-120 | SIAH, seven in absentia homolog |
| A0A0B2QCH6 | 1.62e-35 | 184-317 | MATH domain |
| | 6.7e-35 | 30-175 | MATH domain |
| A0A0B2QDW9 | 3.73e-50 | 115-307 | SIAH, seven in absentia homolog |
| A0A0B2QF78 | 2.13e-25 | 68-193 | MATH domain |
| A0A0B2QFI3 | 6.05e-36 | 5-144 | MATH domain |
| A0A0B2QSA6 | 3.27e-30 | 13-137 | MATH domain |
| A0A0B2QTF0 | 7.85e-29 | 147-316 | SIAH, seven in absentia homolog |
| A0A0B2QTS7 | 2.62e-33 | 96-223 | MATH domain |
| A0A0B2QU15 | 1.14e-39 | 59-190 | MATH domain |
| A0A0B2R093 | 6.7e-40 | 43-175 | MATH domain |
| A0A0B2R2D2 | 9.97e-36 | 21-164 | MATH domain |
| | 6.21e-24 | 174-319 | MATH domain |
| A0A0B2R537 | 0.00000275 | 389-500 | MATH domain |
| A0A0B2R573 | 1.7e-45 | 109-301 | SIAH, seven in absentia homolog |
| A0A0B2R8A1 | 6.05e-33 | 9-150 | MATH domain |
| | 5.72e-27 | 168-299 | MATH domain |
| A0A0B2RFR3 | 2.94e-33 | 67-194 | MATH domain |
| A0A0B2RQL6 | 8.5e-48 | 102-294 | SIAH, seven in absentia homolog |
| A0A0B2RSL0 | 0.000000719 | 440-551 | MATH domain |
| A0A0B2S4N3 | 2.29e-29 | 147-317 | SIAH, seven in absentia homolog |
| A0A0B2SD70 | 2.78e-40 | 21-153 | MATH domain |
| A0A0B2SF97 | 2.42e-48 | 114-306 | SIAH, seven in absentia homolog |
| A0A0B2SK55 | 4.64e-19 | 84-213 | SIAH, seven in absentia homolog |
| A0A0B2SRF5 | 1.64e-31 | 18-159 | MATH domain |
| A0A0B2URX9 | 0.0000116 | 59-102 | MATH domain |
| A0A0B2UXD3 | 0.0000000916 | 60-100 | MATH domain |
| A0A0B2V154 | 5.72e-22 | 136-269 | MATH domain |
| A0A0B2V2S2 | 0.0000164 | 2-81 | MATH domain |
| A0A0B2VCR6 | 2.62e-17 | 120-251 | MATH domain |
| A0A0B2VIX4 | 9.97e-24 | 112-244 | MATH domain |
| A0A0B2VJ35 | 1.31e-44 | 217-396 | SIAH, seven in absentia homolog |
| A0A0B2VK88 | 5.23e-23 | 75-212 | MATH domain |
| A0A0B2VKQ4 | 9.97e-31 | 119-269 | MATH domain |
| | 0.00000000255 | 37-156 | SIAH, seven in absentia homolog |
| A0A0B2VSX7 | 0.0000373 | 11-90 | MATH domain |
| A0A0B2VTQ9 | 1.64e-42 | 58-190 | MATH domain |
| | 0.00000000000997 | 202-248 | MATH domain |
| A0A0B2VXC2 | 2.29e-20 | 45-177 | MATH domain |
| A0A0B2W1E9 | 1.14e-17 | 48-193 | MATH domain |
| A0A0B2W3C8 | 2.13e-23 | 88-228 | MATH domain |
| A0A0B2W4M5 | 0.000000000000262 | 112-235 | MATH domain |
| | 0.0000000000621 | 47-109 | MATH domain |
| A0A0B2W4S6 | 6.05e-26 | 127-268 | MATH domain |
| A0A0B2WMA0 | 1.32e-24 | 100-238 | MATH domain |
| A0A0B2WY46 | 0.000000464 | 241-297 | SIAH, seven in absentia homolog |
| A0A0B4EZ25 | 0.0000196 | 246-291 | SIAH, seven in absentia homolog |
| A0A0B4F7Q8 | 1.11e-24 | 100-238 | MATH domain |
| A0A0B4G8A6 | 0.00000386 | 246-290 | SIAH, seven in absentia homolog |
| A0A0B4GCE6 | 1.11e-24 | 100-238 | MATH domain |
| A0A0B4GJ78 | 1.11e-24 | 100-238 | MATH domain |
| A0A0B4GN39 | 0.0000203 | 246-291 | SIAH, seven in absentia homolog |
| A0A0B4HEB6 | 0.0000523 | 246-291 | SIAH, seven in absentia homolog |
| A0A0B4HWL0 | 1.11e-24 | 100-238 | MATH domain |
| A0A0B4PLV9 | 0.00000000373 | 96-194 | SIAH, seven in absentia homolog |
| | 0.00000000474 | 339-434 | MATH domain |
| A0A0B4SVI9 | 0.000000000589 | 29-171 | MATH domain |
| A0A0B5A823 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5A832 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5A948 | 1.11e-28 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5A953 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5ABS3 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5ACJ9 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5ACK6 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5ACK9 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5AE69 | 1.77e-29 | 11-96 | SIAH, seven in absentia homolog |
| A0A0B5AE74 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5AE80 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5AE84 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5CVF5 | 3.76e-40 | 394-544 | MATH domain |
| | 0.0000000105 | 138-207 | SIAH, seven in absentia homolog |
| | 0.000000418 | 196-280 | SIAH, seven in absentia homolog |
| A0A0B5GJH5 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B5GP09 | 4.9e-29 | 46-131 | SIAH, seven in absentia homolog |
| A0A0B6XUV7 | 5.56e-33 | 3-102 | MATH domain |
| A0A0B6XW81 | 0.00000000000327 | 7-64 | MATH domain |
| A0A0B6Y2A9 | 9.97e-22 | 12-112 | MATH domain |
| A0A0B6Y3D3 | 1.13e-28 | 2-98 | MATH domain |
| A0A0B6Y4K0 | 3.76e-47 | 29-170 | MATH domain |
| A0A0B6Y7S0 | 2.45e-23 | 298-421 | MATH domain |
| A0A0B6YJD1 | 0.00000785 | 11-76 | SIAH, seven in absentia homolog |
| A0A0B6YNJ4 | 0.00000111 | 54-109 | SIAH, seven in absentia homolog |
| A0A0B6YNJ9 | 0.0000752 | 24-92 | SIAH, seven in absentia homolog |
| A0A0B6YNR4 | 3.27e-22 | 1-95 | MATH domain |
| A0A0B6YQR8 | 0.0000000000051 | 51-110 | SIAH, seven in absentia homolog |
| A0A0B6YT56 | 0.0000000144 | 97-202 | MATH domain |
| A0A0B6Z428 | 0.00000327 | 22-128 | MATH domain |
| A0A0B6Z7R4 | 0.0000937 | 176-251 | MATH domain |
| A0A0B6ZB44 | 0.000000000235 | 79-150 | SIAH, seven in absentia homolog |
| A0A0B6ZI03 | 6.41e-21 | 103-167 | SIAH, seven in absentia homolog |
| A0A0B6ZID7 | 5.62e-30 | 5-129 | SIAH, seven in absentia homolog |
| A0A0B6ZXB0 | 0.00000255 | 85-137 | SIAH, seven in absentia homolog |
| A0A0B7A3N3 | 0.00000000183 | 21-84 | SIAH, seven in absentia homolog |
| A0A0B7A440 | 0.00000000242 | 105-168 | SIAH, seven in absentia homolog |
| A0A0B7A5U4 | 0.00000000229 | 105-168 | SIAH, seven in absentia homolog |
| A0A0B7A5Y2 | 0.00000000196 | 21-84 | SIAH, seven in absentia homolog |
| A0A0B7ADH1 | 1.8e-29 | 365-513 | MATH domain |
| | 0.000000000785 | 142-199 | SIAH, seven in absentia homolog |
| | 0.0000000915 | 64-123 | SIAH, seven in absentia homolog |
| A0A0B7AG80 | 7.52e-30 | 44-175 | MATH domain |
| A0A0B7AHU5 | 8.67e-30 | 61-192 | MATH domain |
| A0A0B7AHU8 | 2.03e-57 | 104-292 | SIAH, seven in absentia homolog |
| A0A0B7B1X3 | 0.0000915 | 50-109 | SIAH, seven in absentia homolog |
| A0A0B7B2Q1 | 0.0000000000327 | 62-130 | SIAH, seven in absentia homolog |
| A0A0B7C1A9 | 0.00000000124 | 7-60 | SIAH, seven in absentia homolog |
| A0A0B7FMC8 | 7.85e-18 | 16-160 | MATH domain |
| A0A0B7FTC3 | 0.000000000000242 | 164-219 | SIAH, seven in absentia homolog |
| | 0.00000785 | 76-142 | SIAH, seven in absentia homolog |
| A0A0B7JRS4 | 0.0000000137 | 178-226 | SIAH, seven in absentia homolog |
| A0A0B7JYL5 | 3.76e-22 | 100-234 | MATH domain |
| A0A0B7MNX1 | 2.62e-27 | 88-229 | MATH domain |
| A0A0B7MUL2 | 2.24e-21 | 45-180 | MATH domain |
| A0A0B7NFG6 | 0.00000000085 | 78-144 | SIAH, seven in absentia homolog |
| A0A0B7NGA4 | 0.00000000621 | 171-247 | SIAH, seven in absentia homolog |
| | 0.000000177 | 83-156 | SIAH, seven in absentia homolog |
| A0A0B7NI03 | 4.58e-28 | 90-222 | MATH domain |
| A0A0B8RP39 | 1.8e-47 | 29-170 | MATH domain |
| A0A0B8RWN2 | 0.000000000288 | 245-337 | SIAH, seven in absentia homolog |
| | 0.00000000177 | 182-239 | SIAH, seven in absentia homolog |
| A0A0B8RXQ2 | 0.000000000163 | 31-97 | SIAH, seven in absentia homolog |
| A0A0B8RY10 | 0.0000000000621 | 78-142 | SIAH, seven in absentia homolog |
| A0A0C2BSG8 | 4.51e-51 | 166-354 | SIAH, seven in absentia homolog |
| A0A0C2C2M9 | 0.0000477 | 6-72 | MATH domain |
| A0A0C2CC13 | 0.0000000000000196 | 66-188 | MATH domain |
| A0A0C2CDA5 | 1.08e-16 | 68-171 | MATH domain |
| A0A0C2D9N0 | 9.16e-43 | 16-147 | MATH domain |
| A0A0C2DVT8 | 8.83e-23 | 191-330 | MATH domain |
| A0A0C2F7P5 | 1.46e-24 | 74-207 | MATH domain |
| A0A0C2FRA3 | 0.0000281 | 436-494 | SIAH, seven in absentia homolog |
| A0A0C2GTD9 | 0.00000000000343 | 68-158 | MATH domain |
| A0A0C2H1N9 | 0.0000000000000054 | 129-238 | MATH domain |
| A0A0C2N5U9 | 0.00000000000785 | 99-149 | SIAH, seven in absentia homolog |
| A0A0C2TGA0 | 0.000000000036 | 76-138 | SIAH, seven in absentia homolog |
| A0A0C2WU69 | 0.000000000235 | 50-112 | SIAH, seven in absentia homolog |
| | 0.000000085 | 143-183 | SIAH, seven in absentia homolog |
| A0A0C2X5S9 | 2.45e-25 | 48-188 | MATH domain |
| A0A0C2XG56 | 8.99e-16 | 15-163 | MATH domain |
| A0A0C2XYX8 | 0.0000000000000556 | 37-146 | MATH domain |
| A0A0C3A5V0 | 0.000000654 | 130-230 | SIAH, seven in absentia homolog |
| | 0.0000131 | 74-122 | SIAH, seven in absentia homolog |
| A0A0C3AHK5 | 0.00000000000216 | 5-155 | MATH domain |
| A0A0C3AJD8 | 2.45e-18 | 12-153 | MATH domain |
| A0A0C3AN81 | 3.11e-26 | 48-188 | MATH domain |
| A0A0C3AXL5 | 0.0000000366 | 119-207 | SIAH, seven in absentia homolog |
| A0A0C3BZT2 | 0.00000000105 | 76-138 | SIAH, seven in absentia homolog |
| | 0.000301 | 141-186 | SIAH, seven in absentia homolog |
| | 0.000314 | 188-219 | SIAH, seven in absentia homolog |
| A0A0C3CIC0 | 0.00000000000000376 | 12-160 | MATH domain |
| A0A0C3CKG8 | 4.91e-27 | 45-185 | MATH domain |
| A0A0C3CN66 | 0.0000000000111 | 76-139 | SIAH, seven in absentia homolog |
| | 0.00719 | 161-187 | SIAH, seven in absentia homolog |
| A0A0C3DHE8 | 0.0000615 | 161-217 | SIAH, seven in absentia homolog |
| A0A0C3DIF6 | 1.8e-26 | 47-186 | MATH domain |
| A0A0C3E5M5 | 0.00000000000000294 | 10-154 | MATH domain |
| A0A0C3FLZ6 | 3.11e-26 | 45-184 | MATH domain |
| A0A0C3FXP8 | 0.000000000000458 | 8-151 | MATH domain |
| A0A0C3GTY8 | 5.23e-22 | 106-245 | MATH domain |
| A0A0C3J1B7 | 0.000000000011 | 10-174 | MATH domain |
| A0A0C3JL57 | 0.0000000144 | 76-138 | SIAH, seven in absentia homolog |
| | 0.00562 | 188-220 | SIAH, seven in absentia homolog |
| | 0.0785 | 141-186 | SIAH, seven in absentia homolog |
| A0A0C3MB84 | 0.00000000000000121 | 17-161 | MATH domain |
| A0A0C3PE66 | 6.05e-27 | 46-185 | MATH domain |
| A0A0C3QC17 | 1.16e-23 | 48-185 | MATH domain |
| A0A0C3QJ63 | 0.0000000000118 | 78-145 | SIAH, seven in absentia homolog |
| | 0.00000000124 | 166-223 | SIAH, seven in absentia homolog |
| A0A0C3RV95 | 0.00000608 | 76-125 | SIAH, seven in absentia homolog |
| A0A0C3SAZ6 | 1.05e-28 | 48-188 | MATH domain |
| A0A0C3SB34 | 0.000000162 | 106-176 | MATH domain |
| A0A0C4B9F9 | 3.11e-27 | 11-161 | MATH domain |
| A0A0C4DFM9 | 1.14e-22 | 51-192 | MATH domain |
| A0A0C4DFQ4 | 1.44e-23 | 78-201 | SIAH, seven in absentia homolog |
| A0A0C4E8V7 | 7.52e-28 | 72-211 | MATH domain |
| A0A0C4EXF0 | 0.0000000000129 | 22-84,128-195 | MATH domain |
| A0A0C4EZ67 | 0.000000000000193 | 2-96 | MATH domain |
| A0A0C4F1K8 | 1.6e-19 | 184-308 | MATH domain |
| A0A0C4F8R4 | 4.41e-29 | 50-189 | MATH domain |
| A0A0C7AVH0 | 1.8e-24 | 59-187 | MATH domain |
| A0A0C7B246 | 0.000000032 | 79-122 | SIAH, seven in absentia homolog |
| | 0.00000915 | 107-143,173-194 | SIAH, seven in absentia homolog |
| A0A0C7BCD9 | 3.76e-20 | 48-193 | MATH domain |
| A0A0C7BD35 | 0.0000000000000425 | 3-88 | MATH domain |
| A0A0C7BD84 | 3.43e-25 | 48-177 | MATH domain |
| A0A0C7BDQ0 | 9.97e-17 | 15-113 | MATH domain |
| A0A0C7BN86 | 1.13e-27 | 48-188 | MATH domain |
| A0A0C7BP90 | 9.48e-28 | 48-188 | MATH domain |
| A0A0C7BPJ3 | 9.65e-28 | 48-188 | MATH domain |
| A0A0C7BQ65 | 1.19e-29 | 38-181 | MATH domain |
| A0A0C7BYW2 | 0.0000000504 | 165-225 | SIAH, seven in absentia homolog |
| | 0.00000163 | 80-154 | SIAH, seven in absentia homolog |
| A0A0C7C8K9 | 8.67e-28 | 38-181 | MATH domain |
| A0A0C7CB36 | 0.0000000229 | 165-226 | SIAH, seven in absentia homolog |
| | 0.00000157 | 80-154 | SIAH, seven in absentia homolog |
| A0A0C7CBE4 | 0.0000000131 | 90-151 | SIAH, seven in absentia homolog |
| | 0.00000124 | 5-79 | SIAH, seven in absentia homolog |
| A0A0C7CKN4 | 0.000000186 | 107-165 | SIAH, seven in absentia homolog |
| A0A0C7NGZ1 | 2.78e-23 | 38-189 | MATH domain |
| A0A0C9LRC1 | 1.15e-22 | 46-180 | MATH domain |
| A0A0C9M4S4 | 0.000000000203 | 78-148 | SIAH, seven in absentia homolog |
| A0A0C9M7C2 | 0.00000000163 | 83-153 | SIAH, seven in absentia homolog |
| | 0.000000222 | 171-252 | SIAH, seven in absentia homolog |
| A0A0C9M9R8 | 3.11e-25 | 92-233 | MATH domain |
| A0A0C9MHH3 | 6.87e-23 | 31-165 | MATH domain |
| A0A0C9MQV1 | 4.09e-27 | 105-236 | MATH domain |
| A0A0C9MZK5 | 0.00000192 | 12-144 | MATH domain |
| A0A0C9PK53 | 8.67e-29 | 264-408 | MATH domain |
| | 0.00000000405 | 99-172 | SIAH, seven in absentia homolog |
| A0A0C9PQI9 | 0.0000752 | 27-152 | MATH domain |
| A0A0C9PYM0 | 9.48e-22 | 295-420 | MATH domain |
| A0A0C9Q670 | 2.29e-45 | 84-219 | MATH domain |
| A0A0C9QE03 | 0.00000000000349 | 157-304 | MATH domain |
| A0A0C9QE22 | 0.000000000311 | 161-258 | MATH domain |
| | 0.00000311 | 33-143 | MATH domain |
| A0A0C9QI28 | 0.0000647 | 109-225 | SIAH, seven in absentia homolog |
| A0A0C9QKE8 | 3.6e-43 | 262-417 | MATH domain |
| | 0.000000000118 | 37-95 | SIAH, seven in absentia homolog |
| | 0.0000017 | 96-149 | SIAH, seven in absentia homolog |
| | 0.00000255 | 149-245 | SIAH, seven in absentia homolog |
| A0A0C9QSA0 | 1.64e-21 | 295-420 | MATH domain |
| A0A0C9QXB3 | 2.29e-20 | 53-174 | MATH domain |
| A0A0C9R0N5 | 0.00000000218 | 157-237 | MATH domain |
| A0A0C9R335 | 0.00000000981 | 92-155 | SIAH, seven in absentia homolog |
| | 0.0000000589 | 308-444 | MATH domain |
| A0A0C9R415 | 0.0000000000024 | 112-259 | MATH domain |
| A0A0C9R494 | 5.4e-26 | 54-185 | MATH domain |
| A0A0C9R4N0 | 0.0000128 | 23-80 | MATH domain |
| A0A0C9R7N9 | 4.25e-43 | 300-455 | MATH domain |
| | 0.00000000018 | 75-133 | SIAH, seven in absentia homolog |
| | 0.00000196 | 134-187 | SIAH, seven in absentia homolog |
| | 0.00000288 | 187-283 | SIAH, seven in absentia homolog |
| A0A0C9R8J8 | 2.62e-22 | 16-147 | MATH domain |
| A0A0C9R8K1 | 4.32e-56 | 92-279 | SIAH, seven in absentia homolog |
| A0A0C9R9M6 | 1.13e-46 | 85-225 | MATH domain |
| A0A0C9RA19 | 6.7e-26 | 154-285 | MATH domain |
| A0A0C9RJY3 | 1.8e-27 | 46-172 | MATH domain |
| A0A0C9RMN6 | 1.13e-46 | 84-224 | MATH domain |
| A0A0C9RNC2 | 3.43e-34 | 42-181 | MATH domain |
| A0A0C9RPS4 | 0.00000000523 | 206-278 | SIAH, seven in absentia homolog |
| A0A0C9RQU0 | 9.65e-47 | 54-194 | MATH domain |
| A0A0C9RSF7 | 0.00000000371 | 8-140 | MATH domain |
| A0A0C9RWY2 | 7.68e-35 | 43-182 | MATH domain |
| A0A0C9S325 | 1.96e-34 | 32-171 | MATH domain |
| A0A0C9S6A1 | 1.44e-48 | 109-301 | SIAH, seven in absentia homolog |
| A0A0C9S8D9 | 7.19e-49 | 47-239 | SIAH, seven in absentia homolog |
| A0A0C9SC38 | 0.00000000157 | 79-149 | SIAH, seven in absentia homolog |
| A0A0C9SPV3 | 0.00000000000000124 | 10-152 | MATH domain |
| A0A0C9US09 | 5.07e-17 | 8-154 | MATH domain |
| A0A0C9UZL0 | 0.0000458 | 21-134 | MATH domain |
| A0A0C9VAD0 | 0.00000000000000152 | 10-153 | MATH domain |
| A0A0C9VPG9 | 2.45e-26 | 45-185 | MATH domain |
| A0A0C9W9J5 | 8.18e-22 | 71-206 | MATH domain |
| A0A0C9X8Z7 | 1.8e-26 | 50-189 | MATH domain |
| A0A0C9XCI3 | 0.0000000000124 | 76-135 | SIAH, seven in absentia homolog |
| A0A0C9Y2H2 | 0.000000000834 | 85-173 | MATH domain |
| A0A0C9YSR4 | 0.000000000399 | 76-153 | SIAH, seven in absentia homolog |
| A0A0C9YWQ7 | 0.0000000000000392 | 10-153 | MATH domain |
| A0A0C9Z5K0 | 1.16e-23 | 27-163 | MATH domain |
| A0A0C9ZBW6 | 1.64e-27 | 46-186 | MATH domain |
| A0A0D0AB54 | 0.00000000000015 | 12-153 | MATH domain |
| A0A0D0AGV0 | 7.36e-28 | 46-185 | MATH domain |
| A0A0D0BLA7 | 0.00000000000634 | 73-135 | SIAH, seven in absentia homolog |
| | 0.0000157 | 162-223 | SIAH, seven in absentia homolog |
| A0A0D0BW14 | 9.48e-27 | 45-185 | MATH domain |
| A0A0D0DK57 | 6.87e-27 | 46-186 | MATH domain |
| A0A0D0E0T4 | 0.000000458 | 17-79 | SIAH, seven in absentia homolog |
| | 0.0000307 | 128-160 | SIAH, seven in absentia homolog |
| | 0.0255 | 82-125 | SIAH, seven in absentia homolog |
| A0A0D0E7T9 | 0.00000000000196 | 11-154 | MATH domain |
| A0A0D0TD18 | 5.23e-28 | 33-175 | MATH domain |
| A0A0D0TWH6 | 5.72e-28 | 52-194 | MATH domain |
| A0A0D0U3D7 | 0.0000000000146 | 37-191 | MATH domain |
| A0A0D0UPE4 | 0.0000000000164 | 37-191 | MATH domain |
| A0A0D0W0R3 | 5.72e-28 | 52-194 | MATH domain |
| A0A0D0WDU8 | 0.00000242 | 190-220 | SIAH, seven in absentia homolog |
| A0A0D0WY95 | 0.000000131 | 128-158 | SIAH, seven in absentia homolog |
| | 0.0000196 | 18-106 | SIAH, seven in absentia homolog |
| A0A0D0YGW7 | 0.0000000000164 | 37-191 | MATH domain |
| A0A0D0YL03 | 5.72e-28 | 52-194 | MATH domain |
| A0A0D0Z1W7 | 0.0000000000164 | 37-191 | MATH domain |
| A0A0D1DVA8 | 0.00000000589 | 25-89,128-195 | MATH domain |
| A0A0D1E084 | 1.8e-28 | 54-195 | MATH domain |
| A0A0D1WCC2 | 2.78e-22 | 64-205 | MATH domain |
| A0A0D1Z0U2 | 0.00000000000159 | 208-267,358-434 | MATH domain |
| A0A0D1Z139 | 0.00000785 | 151-214 | SIAH, seven in absentia homolog |
| A0A0D1Z9C6 | 0.0000000000000374 | 258-323,390-467 | MATH domain |
| A0A0D1ZDZ2 | 1.96e-22 | 64-205 | MATH domain |
| A0A0D1ZNY4 | 0.00000000654 | 260-320 | MATH domain |
| | 0.0000801 | 410-489 | MATH domain |
| A0A0D2AWS1 | 1.96e-24 | 64-205 | MATH domain |
| A0A0D2AWV7 | 2.78e-24 | 63-204 | MATH domain |
| A0A0D2B4H5 | 2.62e-23 | 90-230 | MATH domain |
| A0A0D2B806 | 9.81e-26 | 64-204 | MATH domain |
| A0A0D2BA59 | 0.000000000000308 | 204-262,352-428 | MATH domain |
| A0A0D2C390 | 1.59e-24 | 64-205 | MATH domain |
| A0A0D2C463 | 0.000000000000542 | 207-266,355-431 | MATH domain |
| A0A0D2CF81 | 2.78e-24 | 50-191 | MATH domain |
| A0A0D2CTW5 | 4.41e-24 | 64-205 | MATH domain |
| A0A0D2CWK3 | 0.0000067 | 201-256 | MATH domain |
| A0A0D2D5W7 | 0.0000000000121 | 208-267,362-439 | MATH domain |
| A0A0D2DAL3 | 0.00000981 | 151-215 | SIAH, seven in absentia homolog |
| A0A0D2DQF7 | 4.25e-24 | 73-214 | MATH domain |
| A0A0D2DVX9 | 0.000000504 | 144-207 | SIAH, seven in absentia homolog |
| A0A0D2E6I0 | 0.000000327 | 352-432 | MATH domain |
| | 0.0000294 | 207-263 | MATH domain |
| A0A0D2EF89 | 0.0000000000112 | 141-200,295-372 | MATH domain |
| A0A0D2F6R7 | 0.0000216 | 146-208 | SIAH, seven in absentia homolog |
| A0A0D2FCC1 | 6.05e-22 | 65-205 | MATH domain |
| A0A0D2FPX3 | 4.41e-24 | 74-215 | MATH domain |
| A0A0D2FUM8 | 0.0000275 | 142-206 | SIAH, seven in absentia homolog |
| A0A0D2G503 | 2.62e-24 | 75-215 | MATH domain |
| A0A0D2GB41 | 0.00000556 | 162-217 | MATH domain |
| A0A0D2HHS6 | 0.0000000131 | 206-265,357-434 | MATH domain |
| A0A0D2I7Q9 | 2.94e-24 | 74-215 | MATH domain |
| A0A0D2IJ15 | 0.00000589 | 203-258 | MATH domain |
| A0A0D2J2C6 | 0.000000000000201 | 1609-1724 | MATH domain |
| A0A0D2JEF1 | 0.00000213 | 366-444 | MATH domain |
| | 0.0000149 | 219-282 | MATH domain |
| A0A0D2JYM6 | 1.96e-24 | 73-214 | MATH domain |
| A0A0D2KEF5 | 0.0000118 | 144-207 | SIAH, seven in absentia homolog |
| A0A0D2LY11 | 2.62e-42 | 51-183 | MATH domain |
| A0A0D2LYL8 | 2.94e-24 | 46-179 | MATH domain |
| A0A0D2M5Y1 | 1.8e-35 | 68-196 | MATH domain |
| A0A0D2M9A3 | 0.0000000000883 | 30-90 | SIAH, seven in absentia homolog |
| A0A0D2MA68 | 7.36e-27 | 49-189 | MATH domain |
| A0A0D2MBI1 | 7.19e-26 | 82-268 | SIAH, seven in absentia homolog |
| A0A0D2MBI8 | 0.0000327 | 221-293 | SIAH, seven in absentia homolog |
| A0A0D2ME32 | 0.00000000000018 | 23-170 | MATH domain |
| A0A0D2MEX2 | 8.67e-42 | 53-182 | MATH domain |
| A0A0D2MS32 | 1.8e-34 | 70-194 | MATH domain |
| A0A0D2MTK7 | 0.0000124 | 440-551 | MATH domain |
| A0A0D2MWW3 | 5.3e-49 | 130-321 | SIAH, seven in absentia homolog |
| A0A0D2N1S6 | 3.6e-36 | 30-168 | MATH domain |
| A0A0D2N7G6 | 2.13e-37 | 31-170 | MATH domain |
| A0A0D2N7Y9 | 5.89e-35 | 63-190 | MATH domain |
| A0A0D2N8V0 | 2.62e-42 | 51-183 | MATH domain |
| A0A0D2N9Q1 | 0.00000441 | 12-86 | MATH domain |
| A0A0D2NHC0 | 1.64e-35 | 68-196 | MATH domain |
| A0A0D2NNM5 | 6.54e-47 | 111-303 | SIAH, seven in absentia homolog |
| A0A0D2NNN4 | 0.0000239 | 239-312 | SIAH, seven in absentia homolog |
| A0A0D2P5N6 | 0.0000000000000101 | 12-162 | MATH domain |
| A0A0D2P6L3 | 0.0000085 | 338-449 | MATH domain |
| A0A0D2PA97 | 1.37e-22 | 130-220 | SIAH, seven in absentia homolog |
| A0A0D2PG28 | 3.92e-17 | 49-124 | MATH domain |
| A0A0D2PQ37 | 0.00000491 | 12-86 | MATH domain |
| A0A0D2PTN0 | 0.00000183 | 439-550 | MATH domain |
| A0A0D2PX30 | 8.5e-34 | 17-163 | MATH domain |
| | 1.34e-28 | 172-307 | MATH domain |
| A0A0D2PY21 | 2.62e-42 | 35-167 | MATH domain |
| A0A0D2PZS5 | 1.36e-35 | 68-196 | MATH domain |
| A0A0D2Q6Z6 | 1.64e-23 | 12-117 | MATH domain |
| A0A0D2Q6Z8 | 1.42e-35 | 68-196 | MATH domain |
| A0A0D2QBR3 | 1.21e-42 | 51-184 | MATH domain |
| A0A0D2QDK1 | 2.75e-22 | 111-202 | SIAH, seven in absentia homolog |
| A0A0D2QH79 | 1.31e-48 | 119-311 | SIAH, seven in absentia homolog |
| A0A0D2QHT9 | 8.99e-42 | 53-182 | MATH domain |
| A0A0D2QJP3 | 3.47e-50 | 130-322 | SIAH, seven in absentia homolog |
| A0A0D2QJT4 | 0.0000034 | 84-141 | SIAH, seven in absentia homolog |
| A0A0D2QJT8 | 0.000000418 | 84-140 | SIAH, seven in absentia homolog |
| A0A0D2QPQ0 | 2.62e-42 | 51-183 | MATH domain |
| A0A0D2QPQ4 | 2.62e-42 | 35-167 | MATH domain |
| A0A0D2QRN5 | 0.00000628 | 267-378 | MATH domain |
| A0A0D2QUV9 | 9.15e-25 | 155-315 | SIAH, seven in absentia homolog |
| A0A0D2QVN0 | 6.21e-43 | 43-176 | MATH domain |
| A0A0D2QVY0 | 2.29e-49 | 47-238 | SIAH, seven in absentia homolog |
| A0A0D2QZ68 | 1.59e-36 | 16-155 | MATH domain |
| A0A0D2QZL4 | 1.47e-35 | 68-196 | MATH domain |
| A0A0D2QZM3 | 2.62e-36 | 30-169 | MATH domain |
| A0A0D2R0I2 | 1.64e-33 | 17-158 | MATH domain |
| | 1.21e-17 | 173-260 | MATH domain |
| A0A0D2R2V9 | 6.54e-49 | 2-189 | SIAH, seven in absentia homolog |
| A0A0D2R8J2 | 2.13e-36 | 30-168 | MATH domain |
| A0A0D2RAX3 | 1.47e-36 | 22-161 | MATH domain |
| A0A0D2RBB5 | 8.67e-42 | 53-182 | MATH domain |
| A0A0D2REC6 | 1.24e-46 | 3-185 | SIAH, seven in absentia homolog |
| A0A0D2RFN3 | 5.4e-35 | 63-190 | MATH domain |
| A0A0D2RGS1 | 2.13e-31 | 20-163 | MATH domain |
| | 3.43e-31 | 178-310 | MATH domain |
| A0A0D2RM06 | 0.0000032 | 448-560 | MATH domain |
| A0A0D2RRE5 | 6.38e-42 | 48-181 | MATH domain |
| A0A0D2RTK7 | 2.78e-36 | 22-161 | MATH domain |
| A0A0D2RU03 | 3.27e-36 | 30-169 | MATH domain |
| A0A0D2RUU8 | 2.29e-33 | 17-158 | MATH domain |
| | 9.48e-31 | 173-305 | MATH domain |
| A0A0D2RV06 | 2.62e-35 | 78-217 | MATH domain |
| | 8.01e-33 | 412-556 | MATH domain |
| | 1.52e-24 | 245-389 | MATH domain |
| | 4.25e-19 | 584-707 | MATH domain |
| A0A0D2RWH0 | 1.21e-42 | 51-184 | MATH domain |
| A0A0D2RXD8 | 2.62e-49 | 58-249 | SIAH, seven in absentia homolog |
| A0A0D2RZH2 | 3.66e-50 | 129-320 | SIAH, seven in absentia homolog |
| A0A0D2S3F8 | 0.000000301 | 127-219 | SIAH, seven in absentia homolog |
| A0A0D2S3P9 | 4.74e-36 | 30-168 | MATH domain |
| A0A0D2S577 | 1.57e-45 | 130-315 | SIAH, seven in absentia homolog |
| A0A0D2S5A8 | 2.13e-23 | 178-319 | MATH domain |
| | 4.09e-16 | 349-458 | MATH domain |
| A0A0D2S5B2 | 1.96e-23 | 175-316 | MATH domain |
| | 3.92e-16 | 346-455 | MATH domain |
| A0A0D2S644 | 2.75e-48 | 56-248 | SIAH, seven in absentia homolog |
| A0A0D2SB97 | 6.54e-50 | 114-306 | SIAH, seven in absentia homolog |
| A0A0D2SCC0 | 9.81e-18 | 207-339 | MATH domain |
| | 0.00000000458 | 43-186 | MATH domain |
| A0A0D2SFV5 | 7.36e-43 | 49-182 | MATH domain |
| A0A0D2SFW3 | 4.58e-43 | 43-176 | MATH domain |
| A0A0D2SR76 | 1.05e-36 | 16-155 | MATH domain |
| A0A0D2SW46 | 1.06e-36 | 22-161 | MATH domain |
| A0A0D2SX14 | 5.23e-23 | 461-630 | SIAH, seven in absentia homolog |
| A0A0D2T3W5 | 3.6e-35 | 68-194 | MATH domain |
| A0A0D2T557 | 1.18e-49 | 114-306 | SIAH, seven in absentia homolog |
| A0A0D2T7S2 | 0.000000278 | 447-560 | MATH domain |
| A0A0D2T9D3 | 3.76e-35 | 67-193 | MATH domain |
| A0A0D2TC48 | 6.38e-42 | 48-181 | MATH domain |
| A0A0D2TC52 | 6.38e-42 | 48-181 | MATH domain |
| A0A0D2TCR7 | 0.00000183 | 439-550 | MATH domain |
| A0A0D2TEA8 | 3.11e-36 | 22-161 | MATH domain |
| A0A0D2TEE4 | 1.41e-35 | 27-166 | MATH domain |
| A0A0D2TEJ5 | 3.43e-35 | 78-216 | MATH domain |
| | 1.96e-32 | 412-556 | MATH domain |
| | 9.16e-24 | 245-389 | MATH domain |
| | 3.11e-19 | 584-707 | MATH domain |
| A0A0D2TLI3 | 1.03e-36 | 16-155 | MATH domain |
| A0A0D2TLR0 | 1.23e-42 | 51-184 | MATH domain |
| A0A0D2TRX4 | 1.57e-23 | 116-257 | MATH domain |
| | 3.11e-16 | 287-396 | MATH domain |
| A0A0D2TSS0 | 2.55e-48 | 52-244 | SIAH, seven in absentia homolog |
| A0A0D2U240 | 1.77e-23 | 114-208 | SIAH, seven in absentia homolog |
| A0A0D2U2A7 | 7.36e-43 | 43-176 | MATH domain |
| A0A0D2U9D2 | 0.00000333 | 460-572 | MATH domain |
| A0A0D2U9T5 | 1.8e-29 | 345-487 | MATH domain |
| | 8.34e-18 | 187-328 | MATH domain |
| | 0.000000000000768 | 506-629 | MATH domain |
| | 0.0000155 | 30-157 | MATH domain |
| A0A0D2UFV9 | 1.06e-36 | 22-161 | MATH domain |
| A0A0D2UVY1 | 4.84e-47 | 109-301 | SIAH, seven in absentia homolog |
| A0A0D2UW78 | 2.94e-34 | 18-163 | MATH domain |
| | 6.38e-31 | 178-309 | MATH domain |
| A0A0D2UWG9 | 3.47e-47 | 113-304 | SIAH, seven in absentia homolog |
| A0A0D2UWH6 | 1.9e-47 | 109-301 | SIAH, seven in absentia homolog |
| A0A0D2UWP9 | 5.89e-42 | 48-181 | MATH domain |
| A0A0D2UWQ3 | 6.21e-42 | 33-166 | MATH domain |
| A0A0D2UWR2 | 1.42e-28 | 33-157 | MATH domain |
| A0A0D2UWR6 | 1.54e-32 | 18-144 | MATH domain |
| A0A0D2UWX1 | 0.000000000703 | 31-84 | MATH domain |
| A0A0D2UYG1 | 1.21e-36 | 22-161 | MATH domain |
| A0A0D2UYJ2 | 1.96e-33 | 22-160 | MATH domain |
| A0A0D2V069 | 7.36e-43 | 43-176 | MATH domain |
| A0A0D2V718 | 2.13e-23 | 188-329 | MATH domain |
| | 4.25e-16 | 359-468 | MATH domain |
| A0A0D2V720 | 1.96e-23 | 160-301 | MATH domain |
| | 3.76e-16 | 331-440 | MATH domain |
| A0A0D2V724 | 1.34e-23 | 86-227 | MATH domain |
| | 2.78e-16 | 257-366 | MATH domain |
| A0A0D2V7K1 | 5.17e-48 | 113-305 | SIAH, seven in absentia homolog |
| A0A0D2V886 | 1.26e-23 | 74-215 | MATH domain |
| | 2.62e-16 | 245-354 | MATH domain |
| A0A0D2V8W6 | 2.35e-45 | 113-304 | SIAH, seven in absentia homolog |
| A0A0D2VPL4 | 2.29e-34 | 18-163 | MATH domain |
| | 8.99e-21 | 178-261 | MATH domain |
| A0A0D2VQH3 | 6.05e-42 | 48-181 | MATH domain |
| A0A0D2VQH7 | 0.00000000116 | 5-54 | MATH domain |
| A0A0D2VQI4 | 0.000000000000245 | 33-99 | MATH domain |
| A0A0D2VSA6 | 3.6e-36 | 22-161 | MATH domain |
| A0A0D2VU97 | 0.00000000000719 | 322-328,372-400,429-476 | SIAH, seven in absentia homolog |
| A0A0D2VVZ7 | 2.94e-23 | 98-218 | MATH domain |
| A0A0D2W0Y5 | 1.64e-23 | 130-271 | MATH domain |
| | 3.27e-16 | 301-410 | MATH domain |
| A0A0D2W1I0 | 1.18e-19 | 113-222 | SIAH, seven in absentia homolog |
| A0A0D2W9H2 | 2.78e-36 | 32-171 | MATH domain |
| A0A0D2WHV7 | 0.0000048 | 82-231 | MATH domain |
| A0A0D2XCB1 | 6.7e-25 | 74-212 | MATH domain |
| A0A0D2Y4D6 | 0.00000105 | 223-285 | SIAH, seven in absentia homolog |
| | 0.000307 | 334-364 | SIAH, seven in absentia homolog |
| | 0.0301 | 283-331 | SIAH, seven in absentia homolog |
| A0A0D2ZQ87 | 4.09e-19 | 21-120 | MATH domain |
| A0A0D2ZS17 | 5.36e-48 | 116-308 | SIAH, seven in absentia homolog |
| A0A0D2ZSF5 | 2.29e-36 | 26-165 | MATH domain |
| A0A0D2ZUD2 | 7.85e-18 | 98-260 | SIAH, seven in absentia homolog |
| A0A0D2ZWN5 | 9.65e-32 | 11-147 | MATH domain |
| | 4.91e-20 | 162-267 | MATH domain |
| A0A0D3A0E4 | 0.000000085 | 19-51 | MATH domain |
| A0A0D3A748 | 9.15e-48 | 113-304 | SIAH, seven in absentia homolog |
| A0A0D3AA81 | 9.65e-23 | 7-132 | MATH domain |
| |
| Weak hits: |
| A0A010JT29 | 0.0371 | 17-49 | MATH domain |
| A0A010QVD8 | 0.0647 | 292-370 | SIAH, seven in absentia homolog |
| A0A010RB22 | 0.0628 | 535-581 | SIAH, seven in absentia homolog |
| A0A014B8G7 | 0.0168 | 17-50 | MATH domain |
| A0A014BBJ6 | 0.0168 | 17-50 | MATH domain |
| A0A014CBS4 | 0.0168 | 17-50 | MATH domain |
| A0A014CFX6 | 0.0168 | 17-50 | MATH domain |
| A0A014CG79 | 0.0168 | 17-50 | MATH domain |
| A0A014CWA1 | 0.0168 | 17-50 | MATH domain |
| A0A014D450 | 0.0168 | 17-50 | MATH domain |
| A0A014E2M6 | 0.0168 | 17-50 | MATH domain |
| A0A015J6D3 | 0.0399 | 33-88 | SIAH, seven in absentia homolog |
| A0A015JN50 | 0.00262 | 24-68 | MATH domain |
| A0A015LD19 | 0.000118 | 7-104 | MATH domain |
| A0A015LE71 | 0.0719 | 22-103 | MATH domain |
| A0A015LF98 | 0.0948 | 149-186 | MATH domain |
| A0A015LZY1 | 0.0425 | 84-139 | SIAH, seven in absentia homolog |
| A0A015N5R8 | 0.000676 | 6-123 | MATH domain |
| A0A015SCZ6 | 0.0981 | 197-264 | MATH domain |
| A0A015WVQ4 | 0.0556 | 206-264 | MATH domain |
| A0A016CRR6 | 0.0445 | 14-76 | MATH domain |
| A0A016RXK0 | 0.0412 | 14-74 | SIAH, seven in absentia homolog |
| A0A016UFZ8 | 0.00137 | 257-324 | SIAH, seven in absentia homolog |
| A0A016ULW2 | 0.0654 | 317-386,416-455 | MATH domain |
| A0A016UMW2 | 0.0654 | 324-393,423-462 | MATH domain |
| A0A022Q2M6 | 0.0915 | 161-189 | SIAH, seven in absentia homolog |
| A0A022QBM9 | 0.00242 | 132-163 | SIAH, seven in absentia homolog |
| A0A022QNG4 | 0.00981 | 45-135 | SIAH, seven in absentia homolog |
| A0A022R0G4 | 0.0105 | 16-99 | MATH domain |
| A0A022R3L3 | 0.0785 | 67-103 | SIAH, seven in absentia homolog |
| A0A022R4H2 | 0.0602 | 196-222 | SIAH, seven in absentia homolog |
| A0A022RJ78 | 0.000262 | 430-542 | MATH domain |
| A0A022S045 | 0.00307 | 7-78 | MATH domain |
| A0A022W101 | 0.0137 | 58-89 | MATH domain |
| A0A023B364 | 0.000458 | 19-149 | MATH domain |
| A0A023BDJ7 | 0.0268 | 82-118 | SIAH, seven in absentia homolog |
| A0A023FBG7 | 0.0386 | 31-94 | SIAH, seven in absentia homolog |
| A0A023FQB5 | 0.0085 | 33-65 | MATH domain |
| A0A023FQC9 | 0.0209 | 33-65 | MATH domain |
| A0A023FRN1 | 0.000126 | 94-190 | MATH domain |
| A0A023FTE8 | 0.00916 | 33-65 | MATH domain |
| A0A023FTF2 | 0.0196 | 33-64 | MATH domain |
| A0A023FZM3 | 0.00507 | 170-290 | MATH domain |
| A0A023G177 | 0.0262 | 32-81 | MATH domain |
| A0A023G1V9 | 0.00024 | 127-260 | MATH domain |
| A0A023G8U0 | 0.00183 | 95-142 | SIAH, seven in absentia homolog |
| A0A023GC37 | 0.000198 | 336-463 | MATH domain |
| | 0.085 | 97-148 | SIAH, seven in absentia homolog |
| A0A024B141 | 0.015 | 9-77 | MATH domain |
| A0A024B1A1 | 0.015 | 9-77 | MATH domain |
| A0A024B2X5 | 0.015 | 9-77 | MATH domain |
| A0A024V3M1 | 0.0353 | 861-934 | SIAH, seven in absentia homolog |
| A0A024VNB9 | 0.0353 | 861-934 | SIAH, seven in absentia homolog |
| A0A024VPD3 | 0.0014 | 245-364 | MATH domain |
| A0A024W3W7 | 0.0353 | 861-934 | SIAH, seven in absentia homolog |
| A0A024WNP9 | 0.0353 | 861-934 | SIAH, seven in absentia homolog |
| A0A024WSU6 | 0.00245 | 436-556 | MATH domain |
| A0A024WZM1 | 0.00379 | 615-662 | SIAH, seven in absentia homolog |
| A0A024X4C8 | 0.0353 | 861-934 | SIAH, seven in absentia homolog |
| A0A024X6H3 | 0.00142 | 243-362 | MATH domain |
| A0A024X920 | 0.00262 | 444-564 | MATH domain |
| A0A044SMA4 | 0.0278 | 38-127 | MATH domain |
| A0A059A359 | 0.0436 | 1-31 | MATH domain |
| A0A059AIC4 | 0.0222 | 157-185 | SIAH, seven in absentia homolog |
| A0A059AK64 | 0.0301 | 140-170 | SIAH, seven in absentia homolog |
| A0A059BKV3 | 0.00242 | 12-63 | SIAH, seven in absentia homolog |
| A0A059BLA6 | 0.000144 | 12-80 | SIAH, seven in absentia homolog |
| A0A059BZ89 | 0.0445 | 164-192 | SIAH, seven in absentia homolog |
| A0A059CWQ3 | 0.00438 | 188-213 | SIAH, seven in absentia homolog |
| A0A059CXV7 | 0.00497 | 220-245 | SIAH, seven in absentia homolog |
| A0A059DDV5 | 0.0111 | 410-475 | SIAH, seven in absentia homolog |
| A0A059DEC8 | 0.00556 | 410-461 | SIAH, seven in absentia homolog |
| A0A060D196 | 0.0327 | 19-46 | MATH domain |
| A0A061APK4 | 0.0327 | 81-163 | SIAH, seven in absentia homolog |
| A0A061APL6 | 0.000353 | 27-79 | SIAH, seven in absentia homolog |
| A0A061APM1 | 0.00556 | 82-112,148-170 | SIAH, seven in absentia homolog |
| A0A061DKI3 | 0.00124 | 410-456 | SIAH, seven in absentia homolog |
| | 0.0386 | 456-513 | SIAH, seven in absentia homolog |
| A0A061E546 | 0.0405 | 161-188 | SIAH, seven in absentia homolog |
| A0A061EX08 | 0.00017 | 205-278 | SIAH, seven in absentia homolog |
| A0A061GDA2 | 0.00589 | 12-102 | MATH domain |
| A0A061GM60 | 0.0118 | 194-220 | SIAH, seven in absentia homolog |
| A0A062N9W1 | 0.0168 | 17-50 | MATH domain |
| A0A062SCR8 | 0.0168 | 17-50 | MATH domain |
| A0A067DDQ4 | 0.0347 | 161-188 | SIAH, seven in absentia homolog |
| A0A067DG87 | 0.0981 | 2-58 | MATH domain |
| A0A067DRA8 | 0.0399 | 161-188 | SIAH, seven in absentia homolog |
| A0A067EGS9 | 0.0137 | 411-474 | SIAH, seven in absentia homolog |
| A0A067ENV1 | 0.0034 | 175-204 | SIAH, seven in absentia homolog |
| A0A067FHB2 | 0.000105 | 84-140 | SIAH, seven in absentia homolog |
| A0A067FKU4 | 0.000105 | 92-148 | SIAH, seven in absentia homolog |
| A0A067FU62 | 0.000105 | 92-148 | SIAH, seven in absentia homolog |
| A0A067G340 | 0.0242 | 16-99 | MATH domain |
| A0A067GGC1 | 0.00034 | 47-104 | SIAH, seven in absentia homolog |
| A0A067GKS4 | 0.019 | 181-227 | SIAH, seven in absentia homolog |
| A0A067GNH6 | 0.00137 | 43-91 | SIAH, seven in absentia homolog |
| A0A067GNT2 | 0.000242 | 12-59 | SIAH, seven in absentia homolog |
| | 0.0216 | 60-108 | SIAH, seven in absentia homolog |
| A0A067GQL7 | 0.000464 | 47-104 | SIAH, seven in absentia homolog |
| A0A067GZC3 | 0.0654 | 162-190 | SIAH, seven in absentia homolog |
| A0A067TCZ0 | 0.0288 | 21-57 | SIAH, seven in absentia homolog |
| A0A068X361 | 0.000333 | 106-135 | SIAH, seven in absentia homolog |
| A0A068XF90 | 0.000314 | 120-172 | SIAH, seven in absentia homolog |
| A0A068Y1E5 | 0.000163 | 116-146 | SIAH, seven in absentia homolog |
| A0A072UEB7 | 0.000311 | 33-81 | SIAH, seven in absentia homolog |
| A0A072VD90 | 0.0981 | 40-73,129-156 | SIAH, seven in absentia homolog |
| A0A072VES8 | 0.000113 | 12-87 | MATH domain |
| A0A077TM46 | 0.00278 | 410-524 | MATH domain |
| A0A077XIU0 | 0.0333 | 380-426 | SIAH, seven in absentia homolog |
| A0A086JGB7 | 0.000159 | 197-313 | MATH domain |
| A0A086JLN2 | 0.00177 | 579-667 | SIAH, seven in absentia homolog |
| A0A086JYA3 | 0.000159 | 197-313 | MATH domain |
| A0A086K4D0 | 0.00915 | 599-659 | MATH domain |
| A0A086KE53 | 0.00085 | 580-668 | SIAH, seven in absentia homolog |
| A0A086KX13 | 0.00915 | 599-659 | MATH domain |
| A0A086L024 | 0.0118 | 8-103 | SIAH, seven in absentia homolog |
| A0A086L1H5 | 0.000159 | 197-313 | MATH domain |
| A0A086L9G7 | 0.00085 | 580-668 | SIAH, seven in absentia homolog |
| A0A086LLU9 | 0.000159 | 197-313 | MATH domain |
| A0A086MB76 | 0.0118 | 8-103 | SIAH, seven in absentia homolog |
| A0A086PMM6 | 0.000159 | 197-313 | MATH domain |
| A0A086PR75 | 0.000159 | 197-313 | MATH domain |
| A0A086QB81 | 0.0118 | 8-103 | SIAH, seven in absentia homolog |
| A0A087QQ40 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A087VRC8 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A087Y2Z9 | 0.00248 | 58-129 | SIAH, seven in absentia homolog |
| | 0.0288 | 13-56 | SIAH, seven in absentia homolog |
| A0A088ACZ1 | 0.00101 | 14-147 | MATH domain |
| A0A091LP76 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A091PLF5 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A091QKR0 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A091SEV7 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A091UB82 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A093CKU0 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A093FX43 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A093HKQ5 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A093TDC1 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A094MRL8 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A096N2Q9 | 0.0163 | 99-188 | SIAH, seven in absentia homolog |
| A0A096P2L4 | 0.00235 | 8-63 | SIAH, seven in absentia homolog |
| | 0.00275 | 84-173 | SIAH, seven in absentia homolog |
| A0A096UKJ4 | 0.00785 | 178-204 | SIAH, seven in absentia homolog |
| A0A096UQP7 | 0.000497 | 95-147 | SIAH, seven in absentia homolog |
| A0A0A0AUQ8 | 0.0085 | 47-136 | SIAH, seven in absentia homolog |
| A0A0A0K3N1 | 0.0157 | 16-87 | MATH domain |
| A0A0A0KK83 | 0.000654 | 46-105 | SIAH, seven in absentia homolog |
| A0A0A0LTP8 | 0.00118 | 154-226 | SIAH, seven in absentia homolog |
| A0A0A1TV82 | 0.00118 | 354-408 | SIAH, seven in absentia homolog |
| A0A0A1UCM5 | 0.0981 | 293-335 | MATH domain |
| A0A0A1UET2 | 0.0915 | 204-252 | SIAH, seven in absentia homolog |
| A0A0B2P4H9 | 0.00262 | 14-85 | MATH domain |
| A0A0B2PN88 | 0.0445 | 156-185 | SIAH, seven in absentia homolog |
| A0A0C2X7R0 | 0.0517 | 560-611 | SIAH, seven in absentia homolog |
| A0A0C2Y304 | 0.0294 | 96-142 | SIAH, seven in absentia homolog |
| A0A0C3B1Q6 | 0.00981 | 593-681 | SIAH, seven in absentia homolog |
| A0A0C3BL89 | 0.00523 | 100-151 | SIAH, seven in absentia homolog |
| A0A0C3DEP8 | 0.0785 | 193-262 | MATH domain |
| A0A0C3FBG4 | 0.0177 | 60-143 | MATH domain |
| A0A0C3M615 | 0.00105 | 45-170 | MATH domain |
| A0A0C3N1G9 | 0.0373 | 40-94 | SIAH, seven in absentia homolog |
| A0A0C3PTF1 | 0.085 | 110-135 | SIAH, seven in absentia homolog |
| A0A0C4DLU6 | 0.00105 | 147-189 | SIAH, seven in absentia homolog |
| | 0.053 | 235-313 | SIAH, seven in absentia homolog |
| A0A0C4ED52 | 0.0641 | 97-140 | MATH domain |
| A0A0C9UR72 | 0.0379 | 56-104 | MATH domain |
| A0A0C9VLY8 | 0.00883 | 162-186 | MATH domain |
| A0A0C9YXP2 | 0.085 | 267-342 | SIAH, seven in absentia homolog |
| A0A0C9ZEB4 | 0.0719 | 76-142 | SIAH, seven in absentia homolog |
| A0A0D0C1C8 | 0.017 | 21-45 | SIAH, seven in absentia homolog |
| A0A0D0C2M9 | 0.0205 | 7-34 | MATH domain |
| A0A0D0CF26 | 0.0131 | 12-37 | SIAH, seven in absentia homolog |
| A0A0D0D6Y0 | 0.0137 | 48-90 | SIAH, seven in absentia homolog |
| A0A0D0DXG2 | 0.0019 | 134-163 | SIAH, seven in absentia homolog |
| A0A0D0E2X6 | 0.0981 | 21-45 | SIAH, seven in absentia homolog |
| A0A0D1E5I8 | 0.00163 | 209-271 | SIAH, seven in absentia homolog |
| | 0.0504 | 166-199 | SIAH, seven in absentia homolog |
| A0A0D2NMT2 | 0.000916 | 88-148 | SIAH, seven in absentia homolog |
| | 0.0163 | 12-63 | SIAH, seven in absentia homolog |
| A0A0D2PJF1 | 0.00418 | 181-209 | SIAH, seven in absentia homolog |
| A0A0D2Q5Z8 | 0.000543 | 46-127 | SIAH, seven in absentia homolog |
| A0A0D2Q607 | 0.0294 | 45-93 | SIAH, seven in absentia homolog |
| A0A0D2QEW5 | 0.0785 | 169-218 | SIAH, seven in absentia homolog |
| A0A0D2QL86 | 0.0015 | 45-101 | SIAH, seven in absentia homolog |
| A0A0D2QPK5 | 0.0118 | 152-180 | SIAH, seven in absentia homolog |
| A0A0D2QTV8 | 0.000242 | 410-456 | SIAH, seven in absentia homolog |
| | 0.0157 | 456-513 | SIAH, seven in absentia homolog |
| A0A0D2RZD7 | 0.000785 | 46-126 | SIAH, seven in absentia homolog |
| A0A0D2THQ6 | 0.00412 | 179-207 | SIAH, seven in absentia homolog |
| A0A0D2TIT5 | 0.0504 | 67-117 | SIAH, seven in absentia homolog |
| A0A0D2TPF1 | 0.0654 | 125-174 | SIAH, seven in absentia homolog |
| A0A0D2TPI3 | 0.00294 | 88-144 | SIAH, seven in absentia homolog |
| | 0.0163 | 12-70 | SIAH, seven in absentia homolog |
| A0A0D2TU18 | 0.00412 | 120-174 | SIAH, seven in absentia homolog |
| A0A0D2TZC7 | 0.000654 | 1-31 | MATH domain |
| A0A0D2U5B9 | 0.00183 | 4-69 | SIAH, seven in absentia homolog |
| A0A0D2U870 | 0.00222 | 1-66 | SIAH, seven in absentia homolog |
| A0A0D2U8Z0 | 0.0307 | 152-179 | SIAH, seven in absentia homolog |
| A0A0D2UAV4 | 0.0105 | 54-83 | SIAH, seven in absentia homolog |
| A0A0D2UL47 | 0.0314 | 4-55 | SIAH, seven in absentia homolog |
| A0A0D2UYW7 | 0.049 | 41-121 | MATH domain |
| A0A0D2V2H7 | 0.000294 | 19-86 | MATH domain |
| A0A0D2V510 | 0.00392 | 60-125 | SIAH, seven in absentia homolog |
| | 0.0111 | 12-59 | SIAH, seven in absentia homolog |
| A0A0D2XR27 | 0.0373 | 36-104 | SIAH, seven in absentia homolog |
