SSDB Search Result: hsa:51284 -> hame

Entry	SW_score	bits	identity	overlap
hame:121853181	372	90.6	0.261	418
hame:121853337	138	37.3	0.345	110
hame:121853834	270	67.3	0.211	859
hame:121854215	188	48.6	0.267	206
hame:121854251	614	145.8	0.272	848
hame:121854257	157	41.6	0.258	279
hame:121854300	374	91.0	0.285	347
hame:121854705	105	29.7	0.333	81
hame:121855532	181	47.1	0.279	226
hame:121855542	176	45.9	0.310	171
hame:121856037	244	61.4	0.266	383
hame:121856198	151	40.2	0.337	104
hame:121856694	568	135.3	0.266	865
hame:121856766	202	51.8	0.268	228
hame:121856768	210	53.7	0.289	270
hame:121857024	224	56.9	0.302	192
hame:121858076	176	45.9	0.292	171
hame:121859117	176	45.9	0.263	255
hame:121859491	562	133.9	0.234	965
hame:121859495	513	122.7	0.222	923
hame:121859544	325	79.9	0.250	557
hame:121860011	150	40.0	0.252	226
hame:121860310	151	40.2	0.308	133
hame:121860426	515	123.2	0.266	768
hame:121860460	195	50.2	0.310	174
hame:121860742	185	48.0	0.276	181
hame:121860945	215	54.8	0.241	348
hame:121860987	308	76.0	0.242	499
hame:121861202	152	40.4	0.293	157
hame:121861207	485	116.3	0.245	815
hame:121861255	375	91.3	0.282	347
hame:121861282	573	136.4	0.228	1072
hame:121861507	163	43.0	0.250	228
hame:121862170	468	112.5	0.261	771
hame:121862265	148	39.5	0.328	125
hame:121862273	547	130.5	0.261	817
hame:121862327	218	55.5	0.265	377
hame:121862468	224	56.9	0.217	364
hame:121862495	143	38.4	0.333	93
hame:121862727	280	69.6	0.273	385
hame:121863037	321	79.0	0.245	510
hame:121863482	366	89.2	0.259	436
hame:121863999	101	28.8	0.341	88
hame:121864141	474	113.8	0.240	851
hame:121864171	239	60.3	0.246	345
hame:121864273	214	54.6	0.241	332
hame:121864648	489	117.3	0.268	668
hame:121864812	209	53.4	0.268	298
hame:121865336	497	119.1	0.243	770
hame:121865977	131	35.7	0.348	89
hame:121866128	152	40.4	0.308	133
hame:121866380	452	108.8	0.231	1117
hame:121866820	183	47.5	0.309	175
hame:121867251	150	40.0	0.279	172
hame:121867335	114	31.8	0.352	88
hame:121868067	240	60.5	0.283	286
hame:121868481	182	47.3	0.286	217
hame:121868618	213	54.3	0.240	379
hame:121868859	328	80.6	0.283	332
hame:121868896	452	108.8	0.221	902
hame:121868953	273	68.0	0.224	433
hame:121869027	160	42.3	0.254	248
hame:121869680	215	54.8	0.271	269
hame:121869758	207	53.0	0.271	280
hame:121869957	156	41.4	0.280	271
hame:121869963	288	71.4	0.229	428
hame:121869973	181	47.1	0.288	233
hame:121870811	108	30.4	0.333	75
hame:121871021	266	66.4	0.244	406
hame:121871141	205	52.5	0.265	309
hame:121871496	154	40.9	0.272	191
hame:121871598	156	41.4	0.277	206
hame:121871714	429	103.6	0.221	1046
hame:121871910	104	29.5	0.305	95
hame:121872136	180	46.8	0.276	145
hame:121872145	174	45.5	0.259	216
hame:121872383	156	41.4	0.277	206
hame:121872514	235	59.4	0.301	226
hame:121872536	321	79.0	0.264	326
hame:121872686	147	39.3	0.359	92
hame:121873049	136	36.8	0.304	125
hame:121873054	331	81.2	0.259	390
hame:121874095	459	110.4	0.236	1089
hame:121874361	182	47.3	0.254	240
hame:121874561	208	53.2	0.263	278
hame:121874864	270	67.3	0.282	340
hame:121875037	378	92.0	0.220	1133
hame:121875582	147	39.3	0.359	92
hame:121876017	207	53.0	0.261	375
hame:121876235	105	29.7	0.303	76
hame:121876595	233	58.9	0.311	251
hame:121876710	165	43.4	0.309	162
hame:121877079	242	61.0	0.245	511
hame:121877450	558	133.0	0.232	973
hame:121878008	341	83.5	0.259	348
hame:121878053	348	85.1	0.271	325
hame:121878441	101	28.8	0.312	64
hame:121878950	235	59.4	0.252	302
hame:121879044	264	66.0	0.275	389
hame:121879201	249	62.6	0.339	189
hame:121879840	107	30.2	0.421	38
hame:121880298	170	44.5	0.291	158