SSDB Search Result: mmu:72843 -> tut

Entry	SW_score	bits	identity	overlap
tut:107369614	543	129.6	0.311	289
tut:107359545	525	125.5	0.311	264
tut:107361037	490	117.5	0.313	265
tut:107359239	482	115.7	0.374	182
tut:107364354	473	113.6	0.331	260
tut:107360435	470	112.9	0.316	275
tut:107363620	459	110.4	0.387	155
tut:107365806	459	110.4	0.333	189
tut:107365380	444	107.0	0.329	210
tut:107362183	436	105.2	0.406	133
tut:107362285	422	102.0	0.301	216
tut:107361608	418	101.1	0.381	134
tut:107365407	405	98.1	0.253	379
tut:107368283	399	96.7	0.385	161
tut:107363305	393	95.4	0.296	277
tut:107368849	373	90.8	0.275	265
tut:107362988	367	89.5	0.338	142
tut:107368835	362	88.3	0.270	226
tut:107359069	359	87.6	0.283	219
tut:107359896	357	87.2	0.349	166
tut:107371492	357	87.2	0.343	201
tut:107365106	355	86.7	0.325	169
tut:107365809	353	86.3	0.400	110
tut:107365475	345	84.4	0.281	210
tut:107361659	343	84.0	0.338	139
tut:107370391	340	83.3	0.331	136
tut:107365340	335	82.2	0.340	147
tut:107365988	331	81.2	0.277	159
tut:107369330	318	78.3	0.258	267
tut:107362687	315	77.6	0.310	158
tut:107362813	309	76.2	0.342	111
tut:107364773	306	75.5	0.260	262
tut:107364910	304	75.1	0.286	185
tut:107364308	303	74.9	0.303	195
tut:107362954	294	72.8	0.402	112
tut:107363160	292	72.4	0.333	156
tut:107368921	291	72.1	0.313	198
tut:107360909	287	71.2	0.417	84
tut:112538497	284	70.5	0.296	213
tut:107371844	279	69.4	0.333	141
tut:112539091	274	68.3	0.341	129
tut:107370679	271	67.6	0.288	212
tut:107364344	271	67.6	0.256	203
tut:107366616	267	66.7	0.287	178
tut:107364417	266	66.4	0.310	155
tut:107367522	266	66.4	0.287	178
tut:107360684	261	65.3	0.258	233
tut:107365950	260	65.1	0.325	163
tut:107361358	260	65.1	0.283	212
tut:107362364	259	64.8	0.370	92
tut:107364341	259	64.8	0.331	136
tut:107371828	259	64.8	0.304	158
tut:107364416	258	64.6	0.375	112
tut:107364441	255	63.9	0.311	151
tut:107371012	254	63.7	0.306	173
tut:107364068	253	63.5	0.297	175
tut:107364418	251	63.0	0.331	136
tut:107363436	251	63.0	0.331	121
tut:107359254	248	62.3	0.402	87
tut:112539686	248	62.3	0.273	187
tut:107371779	247	62.1	0.285	186
tut:107364961	246	61.9	0.389	95
tut:107364340	246	61.9	0.312	128
tut:107365919	244	61.4	0.330	94
tut:107363788	244	61.4	0.266	199
tut:107361604	243	61.2	0.330	91
tut:107363651	242	61.0	0.314	118
tut:107372262	240	60.5	0.265	166
tut:107365920	238	60.0	0.274	95
tut:112539029	236	59.6	0.390	77
tut:107360120	236	59.6	0.217	447
tut:107362272	235	59.4	0.348	115
tut:107363783	230	58.2	0.324	136
tut:107366058	229	58.0	0.374	91
tut:107363854	227	57.5	0.235	183
tut:107362506	213	54.3	0.294	102
tut:107363144	211	53.9	0.337	89
tut:107362354	201	51.6	0.229	271
tut:107361787	201	51.6	0.228	237
tut:107365763	196	50.5	0.429	56
tut:107368501	190	49.1	0.267	165
tut:107359591	186	48.2	0.295	146
tut:107367235	174	45.5	0.300	120
tut:107368408	169	44.3	0.296	81
tut:107362044	168	44.1	0.256	176
tut:107368702	165	43.4	0.266	177
tut:107371398	161	42.5	0.261	111
tut:107372173	160	42.3	0.250	176
tut:107371394	159	42.0	0.278	90
tut:107371112	158	41.8	0.295	95
tut:107367898	139	37.5	0.304	92
tut:107361814	129	35.2	0.313	67
tut:107361816	129	35.2	0.313	67
tut:107370582	129	35.2	0.313	67
tut:107359175	128	35.0	0.345	55
tut:107365217	124	34.1	0.317	101
tut:107370716	118	32.7	0.333	78
tut:107366300	118	32.7	0.327	49
tut:107360822	118	32.7	0.311	119
tut:107371903	116	32.2	0.300	80
tut:107371310	115	32.0	0.333	138
tut:107365244	113	31.6	0.350	60
tut:107364550	111	31.1	0.312	125
tut:112539649	110	30.9	0.531	32
tut:107359596	107	30.2	0.308	130
tut:107361761	106	30.0	0.302	86
tut:107363665	102	29.0	0.307	114