SSDB Search Result: hsa:120787 -> gmu

Entry	SW_score	bits	identity	overlap
gmu:124861119	126	34.5	0.336	107
gmu:124861179	133	36.1	0.312	154
gmu:124865618	135	36.6	0.319	116
gmu:124869819	206	52.8	0.242	314
gmu:124870866	381	92.6	0.260	319
gmu:124870867	385	93.6	0.263	319
gmu:124870872	189	48.9	0.251	207
gmu:124870877	305	75.3	0.241	311
gmu:124870878	300	74.2	0.248	303
gmu:124870879	313	77.1	0.244	303
gmu:124870881	312	76.9	0.259	294
gmu:124870882	312	76.9	0.259	294
gmu:124870883	334	81.9	0.278	302
gmu:124870884	329	80.8	0.273	304
gmu:124871051	351	85.8	0.272	312
gmu:124871393	353	86.3	0.278	284
gmu:124871396	337	82.6	0.240	304
gmu:124871397	337	82.6	0.238	302
gmu:124871399	318	78.3	0.252	306
gmu:124871400	357	87.2	0.259	305
gmu:124871402	362	88.3	0.272	290
gmu:124871403	341	83.5	0.272	276
gmu:124871405	336	82.4	0.273	282
gmu:124871407	356	86.9	0.278	288
gmu:124871619	362	88.3	0.282	312
gmu:124871763	325	79.9	0.245	306
gmu:124871779	317	78.1	0.257	311
gmu:124871786	360	87.9	0.273	282
gmu:124871791	319	78.5	0.262	309
gmu:124871792	353	86.3	0.266	286
gmu:124871797	342	83.8	0.270	293
gmu:124871804	296	73.3	0.238	303
gmu:124871807	340	83.3	0.267	285
gmu:124871808	349	85.3	0.274	285
gmu:124871824	352	86.0	0.279	290
gmu:124871829	413	99.9	0.296	301
gmu:124871830	357	87.2	0.273	286
gmu:124871832	307	75.8	0.235	302
gmu:124871838	321	79.0	0.263	308
gmu:124871843	341	83.5	0.278	302
gmu:124871854	310	76.5	0.256	308
gmu:124871856	321	79.0	0.263	308
gmu:124871868	115	32.0	0.309	94
gmu:124871905	116	32.2	0.319	94
gmu:124871910	119	32.9	0.319	94
gmu:124871991	365	89.0	0.257	311
gmu:124872372	150	40.0	0.256	297
gmu:124872771	150	40.0	0.272	323
gmu:124872835	146	39.1	0.312	154
gmu:124876068	434	104.7	0.297	317
gmu:124876645	407	98.6	0.303	287
gmu:124876654	437	105.4	0.303	304
gmu:124876717	399	96.7	0.298	322
gmu:124876823	447	107.7	0.284	317
gmu:124876824	441	106.3	0.303	304
gmu:124876825	438	105.6	0.302	301
gmu:124876827	427	103.1	0.291	316
gmu:124876830	457	110.0	0.266	312
gmu:124876831	490	117.5	0.305	302
gmu:124876853	469	112.7	0.277	311
gmu:124876865	156	41.4	0.254	303
gmu:124876868	441	106.3	0.260	315
gmu:124876890	404	97.9	0.271	303
gmu:124876901	457	110.0	0.270	311
gmu:124876906	442	106.5	0.263	308
gmu:124876927	493	118.2	0.289	311
gmu:124876953	445	107.2	0.260	315
gmu:124876960	489	117.3	0.297	320
gmu:124876961	493	118.2	0.297	323
gmu:124877441	170	44.5	0.263	297
gmu:124884172	595	141.4	0.363	306
gmu:124884407	391	94.9	0.273	319
gmu:124884434	447	107.7	0.299	311
gmu:124884488	370	90.1	0.251	311
gmu:124884489	506	121.1	0.325	314
gmu:124884500	544	129.8	0.328	299
gmu:124884529	495	118.6	0.294	296
gmu:124884562	424	102.4	0.290	317
gmu:124884605	432	104.3	0.283	293
gmu:124884609	394	95.6	0.273	300
gmu:124884620	373	90.8	0.253	292
gmu:124884636	546	130.3	0.341	299
gmu:124884648	385	93.6	0.296	294
gmu:124884659	396	96.1	0.299	294
gmu:124884688	458	110.2	0.300	310
gmu:124884689	458	110.2	0.300	307
gmu:124884690	445	107.2	0.302	315
gmu:124884691	519	124.1	0.304	303
gmu:124884692	445	107.2	0.290	297
gmu:124884694	477	114.5	0.315	311
gmu:124884729	403	97.7	0.336	217
gmu:124884730	550	131.2	0.328	317
gmu:124884732	437	105.4	0.326	307
gmu:124884733	363	88.5	0.253	312
gmu:124884735	373	90.8	0.255	314
gmu:124884736	284	70.5	0.244	271