Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 1037261..1037252 | 1037184 | 1037193 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1037184..1037193 | 1037252 | 1037261 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 1038485..1038495 | 1038588 | 1038598 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1038814..1038823 | 1038899 | 1038908 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1038908..1038899 | 1038814 | 1038823 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1038598..1038588 | 1038485 | 1038495 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 1039910..1039901 | 1039870 | 1039879 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 1039870..1039879 | 1039901 | 1039910 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |