FB2026_02 , released June 18, 2026
FB2026_02 , released June 18, 2026
Decorated region view

Decorated region view for Muc68Ca (3L:11,610,578..11,620,101 [-])

Note that all features in the given genomic region are shown, including alternative intron/exon structures for a gene, and any overlapping features from different genes. Viewing the decorated region alongside a JBrowse view of the region is recommended.
Legend
Intergenic region
xxxxxx
UTR (or ncRNA)
XXXXXX
CDS
XXXXXX
Intron
xxxxxx
>3L:11610578..11620101 (reverse complemented)
TGATCCGACACCCGGTTTCTTGGAGGATCATGCGCTTGTTCCTCGTCGCGGTTTTGGCCG
CTTATTTCGCCTACGTAGCGGCCCAATCGCAATCTAAAACGGTAACAGCAGTGGCCACTC
CAGTTATTAAGGCACAGCCATGTTGTGAAAGTGTTCGACAAACTCTAATTGAAATACGAA
AAGATATACGCTTGTGGCTGCTGGACAGGCTTTTCGGAAAACTACTTCTTTTGCACGACG
GAGAACTCCTCGGCAATCCAAATTATGTGAATTGTGTCAATGGAAAAAAACAGTTACCAC
TCTTAGATGGAAGCTCAATTACAGATCACTCTGCATCGACTAACACTATAACCAAAATCA
TCGATGATGGACTTTCAAGTCAGACTACCTCCTCTTCGGCTCCAGTCGTAGATGTAACTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCTACGCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATTCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACAACAACAACTA
CAACGACGACATCTTCCGATGGTGGCCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACAACAACAACTA
CAACGACGACATCTTCCGATGGTGGCCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACAACAACAACTA
CAACGACGACATCTTCCGATGGTGGCCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
CCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACGA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCAGCGAAGTAGCTC
AGGGATCCTCTTCGATTGGTGATGGAAACTCAACCCAGTCCTCGACAACAACAACAACTA
CAACGACGACATCTTCCGATGGTGGCCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
CCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
CCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCAGCGAAGTAGCTC
AGGGATCCTCTTCGATTGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
CCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCTTCTTCGGATCCTGTCAGCGAAGTAGCTC
AGGGATCCTCTTCGACTGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAACGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCAGCGAAGTAGCTC
AGGGATCCTCTTTGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGCTCCTGTCGTAGAAGTCACCC
AAGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCTTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAACGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAGCTACCTCCTCTTCGGCTCCTGTCGTAGATATATCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAATTA
CAACGACGACATCTTCCGATGGTGACCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAACGGCGGTAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGCTCCTGTCGTAGAAGTCACTC
AAGGATCCTCTTCCAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAACGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAGCTACCTCCTCTTCGGCTCCTGTCGTAGATATATCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGACCAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAACGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGCTCCTGTCGTAGAAGTCACTC
AAGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGCTCCTGTCGTAGAAGTCACTC
AAGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGCTCCTGTCGTAGATATATCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGCTCCTGTCGTAGATATATCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAACTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCCTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCAACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCTACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAACGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCTTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAACGGCGATAACAGCTCCACTCAGTCTTCGTCGTCCACCACAACAA
CGACATCTTCAGATGAGGGCCAAACTACCTCTTCTTCGGATCCTGTCGTCGAAGTAGCTC
AGGGATCCTCTTCGAATGGTGATGGAAACTCTACCCAGTCCTCGACAACGACAACAACTA
CAACGACGACATCTTCCGATGGTGGCGAATCCACCACCTCATCTGACCCCGTTGTGGAAG
TCAGTCAAGGAACAAATGGCGATAACAGCTCCTCTCAATCTTCGTCATCCACCACAACAA
CGAAGGAAGTATCTTTAAAGGATAATAGAAGCCCTAAGTGGAATAGAACGACAAAAACTT
ATTCTTCGAGAACTATCAGAATTCCGAATTCAGGAAGAAAGTTAAATTCTAGTTCTAGCG
AAACTTCAACAACCGTAACATCAAGTTCTTCCTCAAAGCCACAGACCAAATATTCTTGGT
CAAGCTCTTCAAAGAAATCGAATAATGGTGGCAAGAATAAGAAATATTGGACCAAGCGGT
GGACTAAAAAATCCCGCAAAAATAACAATGGAAGCTCCACTATTGTTGGAGAGGAATCGT
CTGACTCACTGACAGATGCTGGAGTTGATGTCACCCAAGGAAATGGTTTAAACGATGAGG
GAAATTCGAGTCAGTCTACAGTTACCTCATCTCTGCCTGTTGTAGATACTAGTGCAGATG
TTCAGAACAGCGAATCAAGCTTAACATCAACTGAAAACACAACAAAATACTCGTCAAAAT
CATTTAAGGTCCCCAAGTCTAATGGTCAGTCGAGTATAAGCGCTAGCAAAACTACAAAAA
CCGTAACGACAAGCACTTCCTCAACACCCAACGTTAAGAGCTCATCAAAGAAAACTTCCA
ATAGTGGAAAATCGGTCAAGACTTCTTCGACCACTATAACAACAACTTCTTCAGATCCGG
GCCAATCCAGCTCAATTACACAGGGAATTCCACAAAACGATATTAAAAGCTTAAACCAGG
TCACCACAACGACATCATCTGTGAGCCAAGTCGGCGTACCTTCTTCACCTGTTGTTAAAG
TTACCAAGGAAACCTCAGTAAGCAAAGATGGAAAGACCACTCGGTCATCAACCACCACAA
CAACAATTACCACGACCAAAGGAAGTAATCAGTCAGGTACTTTAACTCTTCCTGCGGTCG
ATGGCCTAAAGTCGTCAACGAAAACTACAACAACATCCACCAAAGGAACTAAATTGTCAG
ATATCTTGTCTCTACCGGAAGTTGATGCCAGCATAGCCGTTAACGGCGATGAGTCCCGCT
CAGCATCTATTAAAGATACAAACATTTTGTCAAAGATAGACTTGAGTCTGCCTAAACTGG
ATGCCAGCCTAAATGTTAATGGTGGAAAGTCAAGCTCAAAATCCTCAACAACAACTACGA
CAACATCCACAAAGGGAAATAAAGTATCCTTGTCTCTACCAGAAGTTGATGCCAGCATAG
CCGTTAACGGAGATGATGCCCGCTCAGCATCTATTAAAGATACAAACATTTTGTCAAAGA
TAGACTTGAGTCTGCCTAAACTGGATGCCAGCCTAAATGTTAATGGTGGAAAGTCAAGCT
CAAAATCCTCAACAACAACTACGACAACATCCACAAAGGGAAATAAATTATCCTTGTCTC
TACCAGAAGTTGATGCCAGCATAGCCGTTAACGGAGATGATGCCCGCTCAGCATCTATTA
AAGATACAAACATTTTGTCAAAGATAGACTTGAGTCTGCCTAAACTGGATGCCAGCCTAA
ATGTTAATGGTGGAAAGTCAAGCTCAAAATCCTCAACAACAACTACGACAACATCCACAA
ATGGAAGTAAATCGTCTAAAATTTTGACTGTACCGAAAGTTGATGCCGGCATATCCATCG
ATGGCGGAATATCAGGTTCAACATCAACTAAAACTATTAAAATTACGTCAAAGAACTCTG
CAGTACCCAAGGCCAGTTCATCTTTCAAAACTACGACCACAACCACTACATCGAAGACTT
CATCGGTCCCAAAAACAGAGTCCAAATACTCCTGGTCTAGTTCGTCGAAGAAAACGTCCA
ATCCTATTCGTTTAACCCTACCTAACATCAACGCAGGTATTTCTGTTGGCGGAGGAGATT
CTTCGGGCTCCTGGTCCAAGCTAATCAAGAGGAGCACCAGCAGCGACGAGACGAATGCCA
GCGATGGTCCATCTCTTTCCGGTTCTATTGTAGGTGCAGGTGGATCTCAGTCTGATGAAT
CCTGGTCTCAACGTTCAGGATTCTCGGGTGACAGTTCCAGTGCCCAGGGATCTCCGGACA
TTCGCATTCGATTGGGCCGAGAACAGTCAGGAAACGATGCTCAGTCCCAAAACTCGAATT
CTTGGACCCAAAGCGCAACACAAGGCAGCGAAAGCTTGGCTAATGGAGCAATAACCGCCA
ATGGCCTAAGCTTGGAGGGTTCAGGGAGTTCCGGTGGTGTTGCAACTACGATACCAGGTG
GCTCTGTCGGTGTAACCGGACAATATCCATATTGGTGGGGCAACGGCCGTTGGGTGGGTG
TTGGAGCCAGGCCCAGTTGGCGATATGGATGGCGTCCTTATGGAAGCGCTTGGGGCGGAT
GGAACAATCAATATTAGAGTTGGTCCTTGCGAATGGATAGGGCCCAGATTAAACGGCTCA
TGACTTTAATGTATACGATTGTAAAATATATGCATACGAATATT