Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 213330..213339 | 213351 | 213360 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 212980..212989 | 213036 | 213045 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 213360..213351 | 213330 | 213339 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 212960..212970 | 213037 | 213047 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 213045..213036 | 212980 | 212989 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 213047..213037 | 212960 | 212970 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 211255..211245 | 211226 | 211236 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 210749..210758 | 210846 | 210855 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 210928..210919 | 210840 | 210849 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 210840..210849 | 210919 | 210928 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 211226..211236 | 211245 | 211255 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |