SSDB Search Result: pon:100440788 -> gmu

Entry	SW_score	bits	identity	overlap
gmu:124855204	165	43.4	0.285	235
gmu:124855232	115	32.0	0.352	88
gmu:124855239	107	30.2	0.307	114
gmu:124855280	215	54.8	0.245	641
gmu:124855511	261	65.3	0.220	681
gmu:124855622	135	36.6	0.304	138
gmu:124855936	118	32.7	0.303	119
gmu:124855974	390	94.7	0.298	302
gmu:124855995	210	53.7	0.225	481
gmu:124856739	2279	525.3	0.428	1002
gmu:124856773	169	44.3	0.265	230
gmu:124856845	202	51.8	0.254	287
gmu:124856950	214	54.6	0.230	287
gmu:124856953	249	62.6	0.242	418
gmu:124857102	127	34.7	0.324	111
gmu:124857198	101	28.8	0.351	74
gmu:124857533	111	31.1	0.329	79
gmu:124858130	224	56.9	0.236	569
gmu:124858132	221	56.2	0.237	476
gmu:124858297	220	55.9	0.214	542
gmu:124858871	249	62.6	0.238	517
gmu:124858886	272	67.8	0.217	710
gmu:124858970	152	40.4	0.333	126
gmu:124859177	214	54.6	0.234	525
gmu:124859313	187	48.4	0.274	223
gmu:124859483	221	56.2	0.216	672
gmu:124859795	143	38.4	0.333	99
gmu:124859986	223	56.6	0.231	620
gmu:124860147	327	80.3	0.273	337
gmu:124860214	142	38.2	0.303	145
gmu:124860362	110	30.9	0.303	109
gmu:124860672	111	31.1	0.310	100
gmu:124861152	218	55.5	0.202	712
gmu:124861187	167	43.9	0.266	184
gmu:124861334	241	60.7	0.231	737
gmu:124861593	5004	1146.4	0.707	1140
gmu:124861904	106	30.0	0.311	90
gmu:124862186	264	66.0	0.205	565
gmu:124862348	3671	842.6	0.569	1081
gmu:124862413	183	47.5	0.261	199
gmu:124862584	150	40.0	0.250	228
gmu:124862685	201	51.6	0.214	594
gmu:124862693	244	61.4	0.203	656
gmu:124862729	274	68.3	0.223	533
gmu:124862736	231	58.5	0.219	521
gmu:124862819	100	28.6	0.410	39
gmu:124862849	210	53.7	0.209	603
gmu:124862875	241	60.7	0.220	640
gmu:124863242	104	29.5	0.306	255
gmu:124863704	202	51.8	0.216	527
gmu:124863905	183	47.5	0.261	199
gmu:124864143	239	60.3	0.204	668
gmu:124864197	267	66.7	0.237	426
gmu:124864276	100	28.6	0.410	39
gmu:124864287	3669	842.1	0.566	1078
gmu:124864325	104	29.5	0.306	255
gmu:124864342	219	55.7	0.221	526
gmu:124864807	246	61.9	0.211	692
gmu:124865526	1514	350.9	0.453	638
gmu:124865725	234	59.1	0.228	635
gmu:124866135	222	56.4	0.227	472
gmu:124866200	107	30.2	0.465	43
gmu:124866231	155	41.1	0.253	225
gmu:124866337	183	47.5	0.275	356
gmu:124866523	103	29.3	0.321	84
gmu:124866617	224	56.9	0.254	429
gmu:124866694	171	44.8	0.288	191
gmu:124866797	132	35.9	0.316	98
gmu:124866846	228	57.8	0.207	627
gmu:124866877	200	51.4	0.229	589
gmu:124866897	170	44.5	0.254	193
gmu:124867039	124	34.1	0.313	83
gmu:124867158	217	55.3	0.198	958
gmu:124867528	139	37.5	0.303	99
gmu:124867584	197	50.7	0.259	266
gmu:124867633	336	82.4	0.197	756
gmu:124867673	115	32.0	0.338	80
gmu:124867766	223	56.6	0.219	589
gmu:124867961	128	35.0	0.303	132
gmu:124868177	133	36.1	0.313	115
gmu:124868198	161	42.5	0.251	247
gmu:124868371	102	29.0	0.317	101
gmu:124868454	241	60.7	0.223	696
gmu:124868455	1005	234.9	0.405	464
gmu:124868618	103	29.3	0.306	134
gmu:124868704	209	53.4	0.224	411
gmu:124868907	299	74.0	0.207	730
gmu:124868982	100	28.6	0.312	96
gmu:124869128	221	56.2	0.217	782
gmu:124869323	152	40.4	0.254	228
gmu:124869684	104	29.5	0.303	76
gmu:124869701	256	64.1	0.223	578
gmu:124869804	130	35.4	0.308	143
gmu:124869993	219	55.7	0.230	539
gmu:124870077	187	48.4	0.277	173
gmu:124870329	230	58.2	0.223	512
gmu:124870553	135	36.6	0.303	119
gmu:124870765	151	40.2	0.271	207
gmu:124871028	2907	668.4	0.511	991
gmu:124871084	235	59.4	0.255	365
gmu:124871180	153	40.7	0.284	148
gmu:124871203	4838	1108.6	0.686	1126
gmu:124871342	119	32.9	0.307	101
gmu:124871800	137	37.0	0.316	133
gmu:124871835	162	42.7	0.252	210
gmu:124872126	169	44.3	0.306	157
gmu:124872714	158	41.8	0.259	321
gmu:124873124	185	48.0	0.256	285
gmu:124873360	151	40.2	0.251	399
gmu:124873902	218	55.5	0.281	224
gmu:124873932	118	32.7	0.315	89
gmu:124874146	101	28.8	0.303	89
gmu:124874233	143	38.4	0.323	124
gmu:124874628	151	40.2	0.261	303
gmu:124874742	101	28.8	0.302	126
gmu:124874859	217	55.3	0.219	461
gmu:124875105	209	53.4	0.206	539
gmu:124875645	125	34.3	0.305	128
gmu:124875694	221	56.2	0.225	515
gmu:124875764	269	67.1	0.226	473
gmu:124876087	154	40.9	0.259	197
gmu:124876261	208	53.2	0.210	732
gmu:124877220	119	32.9	0.301	93
gmu:124877262	139	37.5	0.303	99
gmu:124877773	102	29.0	0.313	115
gmu:124878238	121	33.4	0.312	154
gmu:124878283	246	61.9	0.210	625
gmu:124878330	169	44.3	0.289	149
gmu:124878545	140	37.7	0.303	99
gmu:124878619	119	32.9	0.313	131
gmu:124878623	108	30.4	0.301	136
gmu:124878762	125	34.3	0.322	115
gmu:124878960	156	41.4	0.275	204
gmu:124879028	114	31.8	0.304	125
gmu:124879065	150	40.0	0.260	223
gmu:124879101	133	36.1	0.319	116
gmu:124879109	215	54.8	0.226	399
gmu:124879135	209	53.4	0.216	722
gmu:124879282	175	45.7	0.253	308
gmu:124879547	388	94.2	0.298	302
gmu:124879892	103	29.3	0.302	96
gmu:124880302	252	63.2	0.220	703
gmu:124880511	253	63.5	0.224	736
gmu:124880723	404	97.9	0.268	381
gmu:124881200	113	31.6	0.322	87
gmu:124881214	214	54.6	0.218	637
gmu:124881288	130	35.4	0.306	157
gmu:124881386	115	32.0	0.309	123
gmu:124881643	160	42.3	0.311	119
gmu:124881877	116	32.2	0.304	158
gmu:124881934	283	70.3	0.220	681
gmu:124881963	215	54.8	0.207	531
gmu:124881999	150	40.0	0.297	111
gmu:124882034	207	53.0	0.330	106
gmu:124882113	393	95.4	0.291	333
gmu:124882242	163	43.0	0.268	209
gmu:124882280	103	29.3	0.317	126
gmu:124882420	110	30.9	0.322	90
gmu:124882629	159	42.0	0.257	296
gmu:124882641	112	31.3	0.300	100
gmu:124882714	123	33.8	0.340	103
gmu:124883032	227	57.5	0.221	680
gmu:124883683	211	53.9	0.340	147
gmu:124883752	213	54.3	0.242	516
gmu:124883998	800	188.2	0.352	432
gmu:124884008	203	52.1	0.224	531
gmu:124884091	157	41.6	0.290	131
gmu:124884608	122	33.6	0.308	117
gmu:124884672	119	32.9	0.310	126
gmu:124884909	108	30.4	0.333	117