Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 18166..18157 | 18085 | 18094 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18014..18002 | 17940 | 17952 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 17940..17952 | 18002 | 18014 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18089..18078 | 18039 | 18050 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 17633..17642 | 17652 | 17661 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18567..18557 | 18489 | 18499 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18039..18050 | 18078 | 18089 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18206..18189 | 18156 | 18173 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 17986..17995 | 18060 | 18069 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 17837..17827 | 17779 | 17789 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 17661..17652 | 17633 | 17642 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18489..18499 | 18557 | 18567 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18085..18094 | 18157 | 18166 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 17779..17789 | 17827 | 17837 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18156..18173 | 18189 | 18206 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18069..18060 | 17986 | 17995 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18535..18526 | 18436 | 18445 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Inverted repeat (palindrome) of 18436..18445 | 18526 | 18535 | - |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |
Name | Start | Stop | Strand | Evidence | PMID | |
---|---|---|---|---|---|---|
Inverted repeat (palindrome) of 19475..19466 | 19371 | 19380 | + |
ECO:0000246
computational combinatorial evidence used in automatic assertion |
10827456 | Details |