Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 2560971..2560962 | 2560869 | 2560878 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 2561125..2561115 | 2561026 | 2561036 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 2561223..2561214 | 2561161 | 2561170 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 2561026..2561036 | 2561115 | 2561125 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 2560889..2560880 | 2560835 | 2560844 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 2560835..2560844 | 2560880 | 2560889 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 2560869..2560878 | 2560962 | 2560971 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 2561161..2561170 | 2561214 | 2561223 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |