SSDB Search Result: rno:680515 -> hame

Entry	SW_score	bits	identity	overlap
hame:121853149	203	52.1	0.187	566
hame:121853375	170	44.5	0.254	334
hame:121853479	106	30.0	0.306	134
hame:121853496	156	41.4	0.251	191
hame:121853612	211	53.9	0.200	449
hame:121853740	211	53.9	0.222	483
hame:121853962	209	53.4	0.211	470
hame:121853967	166	43.6	0.251	263
hame:121854065	232	58.7	0.229	493
hame:121854081	202	51.8	0.227	534
hame:121854412	155	41.1	0.276	152
hame:121854875	170	44.5	0.254	334
hame:121854881	201	51.6	0.199	448
hame:121854890	258	64.6	0.232	487
hame:121855097	175	45.7	0.259	255
hame:121855099	229	58.0	0.214	448
hame:121855140	200	51.4	0.208	510
hame:121855227	242	61.0	0.224	429
hame:121855329	203	52.1	0.189	508
hame:121855335	218	55.5	0.233	296
hame:121855355	160	42.3	0.253	162
hame:121855808	204	52.3	0.200	416
hame:121856078	221	56.2	0.253	363
hame:121856293	108	30.4	0.301	146
hame:121856434	205	52.5	0.211	388
hame:121856665	240	60.5	0.214	439
hame:121856771	255	63.9	0.235	412
hame:121856956	215	54.8	0.211	478
hame:121856977	284	70.5	0.205	484
hame:121857286	110	30.9	0.305	105
hame:121857419	229	58.0	0.219	526
hame:121857521	242	61.0	0.249	381
hame:121857742	203	52.1	0.218	413
hame:121857756	202	51.8	0.192	490
hame:121857972	200	51.4	0.208	414
hame:121858121	214	54.6	0.217	461
hame:121858310	154	40.9	0.252	317
hame:121858339	209	53.4	0.226	447
hame:121858501	218	55.5	0.184	685
hame:121858522	102	29.0	0.306	98
hame:121858635	106	30.0	0.300	100
hame:121858760	212	54.1	0.214	369
hame:121858904	201	51.6	0.210	357
hame:121858971	232	58.7	0.212	472
hame:121859257	214	54.6	0.222	510
hame:121859365	296	73.3	0.217	511
hame:121859490	219	55.7	0.213	541
hame:121859677	201	51.6	0.214	513
hame:121859754	234	59.1	0.230	505
hame:121859910	263	65.7	0.226	451
hame:121860237	225	57.1	0.228	478
hame:121860267	207	53.0	0.214	379
hame:121861132	102	29.0	0.313	150
hame:121861146	200	51.4	0.210	372
hame:121861173	209	53.4	0.237	329
hame:121861174	208	53.2	0.201	364
hame:121861671	155	41.1	0.253	261
hame:121861854	275	68.5	0.227	582
hame:121862145	262	65.5	0.225	592
hame:121862626	232	58.7	0.201	502
hame:121862658	202	51.8	0.245	359
hame:121863339	226	57.3	0.229	463
hame:121863637	204	52.3	0.190	520
hame:121863680	204	52.3	0.215	413
hame:121863892	182	47.3	0.272	169
hame:121863975	209	53.4	0.233	472
hame:121864065	200	51.4	0.206	588
hame:121864501	201	51.6	0.215	657
hame:121864685	237	59.8	0.221	358
hame:121864686	202	51.8	0.219	494
hame:121864687	215	54.8	0.248	310
hame:121865035	215	54.8	0.208	529
hame:121865302	237	59.8	0.215	530
hame:121865306	183	47.5	0.258	248
hame:121865466	155	41.1	0.268	272
hame:121865535	206	52.8	0.227	339
hame:121865669	245	61.6	0.190	706
hame:121865841	205	52.5	0.195	456
hame:121865968	129	35.2	0.330	103
hame:121866136	242	61.0	0.242	475
hame:121866179	228	57.8	0.213	464
hame:121866282	160	42.3	0.251	247
hame:121866748	243	61.2	0.211	555
hame:121867091	262	65.5	0.218	473
hame:121867186	209	53.4	0.200	476
hame:121867534	208	53.2	0.210	395
hame:121867555	222	56.4	0.240	429
hame:121867617	246	61.9	0.244	451
hame:121867630	201	51.6	0.226	469
hame:121867632	216	55.0	0.224	504
hame:121867660	216	55.0	0.213	493
hame:121867787	213	54.3	0.191	498
hame:121867830	222	56.4	0.229	384
hame:121868227	237	59.8	0.257	435
hame:121868361	113	31.6	0.306	124
hame:121868667	200	51.4	0.214	459
hame:121868907	211	53.9	0.178	568
hame:121869035	223	56.6	0.211	673
hame:121869059	247	62.1	0.211	545
hame:121869227	220	55.9	0.214	454
hame:121869927	102	29.0	0.300	110
hame:121870083	105	29.7	0.307	101
hame:121870460	231	58.5	0.213	682
hame:121870611	207	53.0	0.195	476
hame:121871149	209	53.4	0.205	469
hame:121871335	206	52.8	0.214	444
hame:121871386	211	53.9	0.197	697
hame:121871503	207	53.0	0.193	508
hame:121871541	234	59.1	0.228	720
hame:121871678	229	58.0	0.208	424
hame:121871723	202	51.8	0.213	503
hame:121871924	215	54.8	0.229	363
hame:121872058	101	28.8	0.301	83
hame:121872781	209	53.4	0.227	291
hame:121872991	241	60.7	0.211	522
hame:121873119	238	60.0	0.221	723
hame:121873567	207	53.0	0.222	397
hame:121873972	209	53.4	0.207	657
hame:121874039	108	30.4	0.308	91
hame:121874071	102	29.0	0.347	72
hame:121874156	290	71.9	0.215	531
hame:121874304	232	58.7	0.193	461
hame:121874628	204	52.3	0.232	366
hame:121874634	205	52.5	0.198	474
hame:121874674	220	55.9	0.216	584
hame:121874888	176	45.9	0.256	305
hame:121874898	216	55.0	0.213	657
hame:121874914	202	51.8	0.170	694
hame:121875203	215	54.8	0.192	668
hame:121875311	213	54.3	0.228	381
hame:121875954	230	58.2	0.220	482
hame:121876135	261	65.3	0.237	459
hame:121876186	209	53.4	0.197	456
hame:121876340	203	52.1	0.223	453
hame:121876494	258	64.6	0.225	484
hame:121876731	267	66.7	0.220	705
hame:121876997	256	64.1	0.209	527
hame:121877063	212	54.1	0.213	539
hame:121877298	200	51.4	0.229	380
hame:121877538	218	55.5	0.207	386
hame:121877721	242	61.0	0.235	459
hame:121877782	120	33.1	0.324	136
hame:121878094	217	55.3	0.197	461
hame:121878109	262	65.5	0.230	473
hame:121878328	216	55.0	0.207	502
hame:121878538	221	56.2	0.217	732
hame:121878666	208	53.2	0.201	541
hame:121878783	201	51.6	0.226	474
hame:121879068	219	55.7	0.229	341
hame:121879125	219	55.7	0.182	730
hame:121879733	209	53.4	0.229	494
hame:121879801	226	57.3	0.207	518
hame:121879907	120	33.1	0.306	121