Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 1709750..1709740 | 1709661 | 1709671 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1708391..1708400 | 1708468 | 1708477 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1709661..1709671 | 1709740 | 1709750 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1708035..1708045 | 1708072 | 1708082 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1708477..1708468 | 1708391 | 1708400 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1708082..1708072 | 1708035 | 1708045 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1709097..1709106 | 1709111 | 1709120 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1709120..1709111 | 1709097 | 1709106 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 1710365..1710355 | 1710306 | 1710316 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1710306..1710316 | 1710355 | 1710365 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |