SSDB Search Result: dre:558981 -> alab

Entry	SW_score	bits	identity	overlap
alab:122710318	202	51.8	0.364	118
alab:122710387	262	65.5	0.276	333
alab:122710419	151	40.2	0.256	215
alab:122710443	259	64.8	0.290	238
alab:122710446	187	48.4	0.259	170
alab:122710525	254	63.7	0.258	326
alab:122710542	183	47.5	0.251	307
alab:122710544	134	36.3	0.405	84
alab:122710717	238	60.0	0.242	297
alab:122710728	232	58.7	0.321	190
alab:122710760	178	46.4	0.261	238
alab:122710808	234	59.1	0.259	274
alab:122710848	205	52.5	0.251	347
alab:122710849	187	48.4	0.325	154
alab:122710928	337	82.6	0.258	360
alab:122711006	166	43.6	0.363	91
alab:122711020	191	49.3	0.254	272
alab:122711040	166	43.6	0.379	116
alab:122711047	167	43.9	0.309	162
alab:122711067	187	48.4	0.288	153
alab:122711181	152	40.4	0.300	217
alab:122711227	188	48.6	0.252	222
alab:122711349	121	33.4	0.308	91
alab:122711583	158	41.8	0.375	112
alab:122711603	250	62.8	0.275	244
alab:122711631	258	64.6	0.243	317
alab:122711723	156	41.4	0.257	218
alab:122711865	265	66.2	0.246	334
alab:122711892	188	48.6	0.339	121
alab:122711896	102	29.0	0.302	86
alab:122712078	151	40.2	0.279	222
alab:122712079	241	60.7	0.355	166
alab:122712086	220	55.9	0.254	311
alab:122712172	213	54.3	0.281	224
alab:122712255	290	71.9	0.260	358
alab:122712324	184	47.7	0.253	186
alab:122712392	256	64.1	0.279	247
alab:122712422	207	53.0	0.271	225
alab:122712481	144	38.6	0.311	148
alab:122712500	155	41.1	0.274	157
alab:122712573	250	62.8	0.256	324
alab:122712659	185	48.0	0.336	152
alab:122712691	307	75.8	0.262	324
alab:122712705	207	53.0	0.248	246
alab:122712727	289	71.7	0.258	341
alab:122712792	235	59.4	0.261	238
alab:122712800	205	52.5	0.250	252
alab:122712873	217	55.3	0.253	367
alab:122712874	186	48.2	0.250	224
alab:122712955	172	45.0	0.267	221
alab:122713057	166	43.6	0.413	92
alab:122713144	183	47.5	0.319	138
alab:122713191	289	71.7	0.253	348
alab:122713193	104	29.5	0.314	121
alab:122713238	248	62.3	0.332	205
alab:122713240	206	52.8	0.345	142
alab:122713388	246	61.9	0.258	229
alab:122713409	125	34.3	0.304	194
alab:122713556	243	61.2	0.380	137
alab:122713776	195	50.2	0.253	245
alab:122714045	106	30.0	0.426	54
alab:122714143	200	51.4	0.264	193
alab:122714174	179	46.6	0.304	168
alab:122714234	190	49.1	0.321	159
alab:122714311	196	50.5	0.312	138
alab:122714321	186	48.2	0.250	308
alab:122714330	153	40.7	0.254	209
alab:122714362	315	77.6	0.275	338
alab:122714379	205	52.5	0.216	463
alab:122714381	209	53.4	0.225	329
alab:122714416	159	42.0	0.277	184
alab:122714453	109	30.6	0.325	126
alab:122714558	158	41.8	0.256	234
alab:122715029	187	48.4	0.358	134
alab:122715054	202	51.8	0.235	421
alab:122715178	203	52.1	0.242	285
alab:122715185	126	34.5	0.415	82
alab:122715259	152	40.4	0.318	129
alab:122715341	168	44.1	0.282	220
alab:122715352	240	60.5	0.245	323
alab:122715414	249	62.6	0.246	358
alab:122715446	180	46.8	0.251	251
alab:122715455	206	52.8	0.253	225
alab:122715557	191	49.3	0.355	124
alab:122715617	297	73.5	0.279	326
alab:122715659	1711	395.8	0.610	423
alab:122715732	159	42.0	0.313	131
alab:122715764	214	54.6	0.328	174
alab:122715807	191	49.3	0.250	324
alab:122715839	149	39.8	0.301	136
alab:122715902	246	61.9	0.266	252
alab:122716208	162	42.7	0.253	293
alab:122716324	131	35.7	0.325	120
alab:122716347	267	66.7	0.250	344
alab:122716352	188	48.6	0.306	229
alab:122716445	152	40.4	0.260	215
alab:122716458	211	53.9	0.319	188
alab:122716664	293	72.6	0.267	251
alab:122716694	201	51.6	0.239	305
alab:122716764	184	47.7	0.277	137
alab:122716765	210	53.7	0.394	109
alab:122716982	210	53.7	0.263	232
alab:122717108	274	68.3	0.258	325
alab:122717314	349	85.3	0.261	337
alab:122717408	209	53.4	0.267	236
alab:122717463	289	71.7	0.278	327
alab:122717486	226	57.3	0.301	183
alab:122717499	151	40.2	0.288	132
alab:122717501	258	64.6	0.276	239
alab:122717610	238	60.0	0.268	231
alab:122717619	299	74.0	0.272	327
alab:122717655	224	56.9	0.283	247
alab:122717668	257	64.4	0.286	227
alab:122717671	227	57.5	0.239	381
alab:122717784	123	33.8	0.305	177
alab:122717793	113	31.6	0.351	111
alab:122717806	230	58.2	0.261	238
alab:122717815	125	34.3	0.308	143
alab:122717843	300	74.2	0.242	534
alab:122717855	204	52.3	0.321	165
alab:122717900	184	47.7	0.275	200
alab:122717940	250	62.8	0.269	242
alab:122717959	212	54.1	0.243	333
alab:122718060	202	51.8	0.220	186
alab:122718094	187	48.4	0.327	147
alab:122718150	225	57.1	0.345	142
alab:122718228	319	78.5	0.255	326
alab:122718266	215	54.8	0.338	157
alab:122718319	216	55.0	0.236	250
alab:122718548	248	62.3	0.349	149
alab:122718559	263	65.7	0.280	257
alab:122718753	247	62.1	0.369	179
alab:122718771	232	58.7	0.263	320
alab:122718888	153	40.7	0.266	252
alab:122718955	204	52.3	0.247	259
alab:122719017	203	52.1	0.255	247
alab:122719054	251	63.0	0.228	267
alab:122719107	209	53.4	0.369	168
alab:122719151	275	68.5	0.254	244
alab:122719165	170	44.5	0.253	261
alab:122719177	514	123.0	0.254	477
alab:122719196	686	162.2	0.295	481
alab:122719231	593	141.0	0.288	431
alab:122719232	104	29.5	0.373	51
alab:122719237	205	52.5	0.274	226
alab:122719243	168	44.1	0.329	173
alab:122719244	215	54.8	0.318	173
alab:122719413	203	52.1	0.248	278
alab:122719415	194	50.0	0.263	255
alab:122719419	113	31.6	0.442	43
alab:122719459	139	37.5	0.362	94
alab:122719488	272	67.8	0.293	232
alab:122719506	189	48.9	0.327	165
alab:122719569	238	60.0	0.345	174
alab:122719671	554	132.1	0.246	582
alab:122719674	291	72.1	0.232	341
alab:122719703	245	61.6	0.232	362
alab:122719742	151	40.2	0.275	193
alab:122719759	170	44.5	0.278	144
alab:122719961	287	71.2	0.248	323
alab:122720136	244	61.4	0.343	169
alab:122720290	207	53.0	0.354	181
alab:122720292	215	54.8	0.312	221
alab:122720347	223	56.6	0.266	244
alab:122720357	192	49.6	0.263	152
alab:122720402	175	45.7	0.317	164
alab:122720432	279	69.4	0.246	382
alab:122720438	293	72.6	0.258	368
alab:122720446	628	148.9	0.293	348
alab:122720448	188	48.6	0.382	102
alab:122720476	231	58.5	0.298	248
alab:122720648	188	48.6	0.250	276
alab:122720695	236	59.6	0.229	437
alab:122720817	279	69.4	0.272	261
alab:122720846	201	51.6	0.305	236
alab:122720982	227	57.5	0.230	409