SSDB Search Result: hgl:101704771 -> alim

Entry	SW_score	bits	identity	overlap
alim:106511452	109	30.6	0.441	34
alim:106511765	105	29.7	0.457	35
alim:106512229	109	30.6	0.351	37
alim:106512819	109	30.6	0.441	34
alim:106513087	142	38.2	0.452	42
alim:106513150	131	35.7	0.442	43
alim:106513210	119	32.9	0.326	43
alim:106513226	147	39.3	0.413	46
alim:106513894	114	31.8	0.432	44
alim:106513909	112	31.3	0.378	45
alim:106514053	124	34.1	0.364	44
alim:106515048	135	36.6	0.442	43
alim:106515311	138	37.3	0.429	42
alim:106515641	109	30.6	0.349	43
alim:106515893	127	34.7	0.383	47
alim:106516126	160	42.3	0.500	42
alim:106516138	145	38.8	0.439	41
alim:106516263	2600	598.5	0.615	572
alim:106516268	142	38.2	0.450	40
alim:106516618	154	40.9	0.476	42
alim:106516784	100	28.6	0.311	74
alim:106516788	136	36.8	0.386	44
alim:106516825	3151	724.1	0.729	601
alim:106516957	114	31.8	0.425	40
alim:106517508	110	30.9	0.409	44
alim:106517510	104	29.5	0.389	36
alim:106517548	123	33.8	0.306	49
alim:106517550	115	32.0	0.339	62
alim:106517627	115	32.0	0.421	38
alim:106517630	103	29.3	0.441	34
alim:106517631	148	39.5	0.475	40
alim:106518594	110	30.9	0.372	43
alim:106518721	100	28.6	0.378	45
alim:106518901	128	35.0	0.419	43
alim:106518977	213	54.3	0.209	378
alim:106519287	148	39.5	0.488	43
alim:106519360	125	34.3	0.409	44
alim:106519438	101	28.8	0.340	47
alim:106519742	122	33.6	0.444	36
alim:106519890	120	33.1	0.405	42
alim:106519990	147	39.3	0.349	63
alim:106520332	116	32.2	0.378	45
alim:106520391	119	32.9	0.375	56
alim:106520917	145	38.8	0.413	46
alim:106521219	215	54.8	0.231	390
alim:106521519	114	31.8	0.419	43
alim:106521656	162	42.7	0.254	236
alim:106522164	109	30.6	0.372	43
alim:106522197	137	37.0	0.404	47
alim:106522230	125	34.3	0.425	40
alim:106522241	100	28.6	0.333	36
alim:106522408	120	33.1	0.409	44
alim:106523152	100	28.6	0.318	44
alim:106523166	139	37.5	0.455	44
alim:106523195	103	29.3	0.382	34
alim:106523368	133	36.1	0.500	36
alim:106523774	170	44.5	0.255	204
alim:106523905	102	29.0	0.441	34
alim:106524024	104	29.5	0.441	34
alim:106524367	126	34.5	0.422	45
alim:106524850	120	33.1	0.333	63
alim:106524901	128	35.0	0.444	36
alim:106524950	108	30.4	0.429	42
alim:106524952	104	29.5	0.450	40
alim:106525132	142	38.2	0.348	66
alim:106525339	116	32.2	0.400	55
alim:106525548	147	39.3	0.559	34
alim:106525835	127	34.7	0.381	42
alim:106525976	121	33.4	0.304	46
alim:106526426	121	33.4	0.395	43
alim:106526642	112	31.3	0.514	37
alim:106526743	128	35.0	0.486	35
alim:106526813	230	58.2	0.231	385
alim:106526967	151	40.2	0.429	49
alim:106527096	135	36.6	0.422	45
alim:106527139	137	37.0	0.467	45
alim:106528129	107	30.2	0.325	40
alim:106528255	133	36.1	0.372	43
alim:106528286	151	40.2	0.429	49
alim:106528349	110	30.9	0.304	56
alim:106528436	131	35.7	0.405	42
alim:106528470	132	35.9	0.442	43
alim:106528571	127	34.7	0.422	45
alim:106528686	160	42.3	0.500	40
alim:106528705	104	29.5	0.395	43
alim:106528756	148	39.5	0.475	40
alim:106528924	2531	582.7	0.610	567
alim:106529069	156	41.4	0.379	58
alim:106529583	150	40.0	0.439	41
alim:106529601	119	32.9	0.385	52
alim:106530357	101	28.8	0.459	37
alim:106531532	125	34.3	0.372	43
alim:106532321	113	31.6	0.341	44
alim:106532960	124	34.1	0.432	44
alim:106532962	124	34.1	0.432	44
alim:106533130	119	32.9	0.471	34
alim:106533366	109	30.6	0.439	41
alim:106534132	106	30.0	0.367	49
alim:106534779	101	28.8	0.400	35
alim:106535184	102	29.0	0.400	45
alim:106535263	138	37.3	0.455	44
alim:106536676	154	40.9	0.476	42
alim:106536874	133	36.1	0.409	44
alim:106537048	142	38.2	0.439	41
alim:106537270	106	30.0	0.405	37
alim:106537284	101	28.8	0.383	47