| Seqid | Datnioides_undecimradiatus19142_RT1_B3_L3_3_fsta.txt#LTR |
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| Seqname | Datnioides_undecimradiatus19142_RT1_B3_L3_3_fsta.txt |
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| Seq Type | LTR/LTR |
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| Class | CLASS I |
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| Order | LTR |
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| Super Family | Unknown |
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| Species Latin Name | Datnioides undecimradiatus |
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| Seq | TTCACCTTTTGATTTGTACACTCCTGCCAAAGTGAGCAACCCAATGTAAGTGTCAAGGTCTAAGTCTGGTCAAGCTGGTGTCTGTGTCTCGTCTCGTGATTTCCTGTTTTATTTTGAAAGATCTAACTTCCCTCTCGTTTCAGGTGGCTTGCCCTTCCTCTCGTGTTTCCCGCCTGTCTGATTGTCTTCCCCGTCCTGATTGTTTCCACCTGTTCCCCATTTCCTCTTGTGTATAAAAGTCTGCGTCTCCCCCTGTCTTGTGCCAGTTCGTCATGTCATGCCTGTACCGAGAACCAGCGTCTTTGCCTTGTTACAAATTACCTTGCTCTCGTTCCTGTCTTGCCTGAAGGTTTGTTTGTTACTTTGTTTGTATTTTTCCTCGATTACGAGTGATTTTTCGTTGTTAACTTTGGACCTGTTTGTTTCTAGTGTTTTTCCTCGAAAGAGTGATTTTTTGTTTGCTTCGGCCTTATTTTCCTCAGCACCGCTGAGAGAATTTACGTTGATACTTTGTGTTCATTTTTCCCTGTTCCCGTACCTTTTGCTTTTGTAAATAAAACCTCCTTGAACTTTATTCAGAGTGTGGAGTCGAGCATTTGGGTTCATAGACCCGCCTTGTCAGTACGAACTGGCCAGAGATGAACCCAGCCGACTCAGGAACACTCGAGGCGGCAGTCCGCTCGCAGGGACTCCGTCTCAACAGCCAAGAAGACCAGCTCTCCTCCCTTCACCAGGGGATCCAGGAACTAGCCTGCAACCAGGAGAGTTTAAAAGCAGGCATGTCGGCTCAGGTGGGAGTATTATCGACTCAGGTTCAGCAGATCCTGACTCTCCTCACCGCAGGGCCTGCGCCCGCCGCCGGAGCGGCGGCTCCGGCGCCCGTACCCGAAGGTACATTTTCCCCGTCACCACCCGCCGAGGCAATCCGCCTCGCTCCCCCCGAGAAGTTTTCCGGTGAGTCAGGCGAATGCTCCTCATTTATTACTAACTGTCAAATGCACTTTGACTTCTCGCCGGCCGCCTTCTCTACAGATCGAGCGAGGGTGGCATTCATGATTTCGTATCTCACCGGAAGAGCGAGAAGATGGGCGACCGCCGAATGGGCTCGGGGATCCGCGGTGTGTGGGTCCAGCCATGCCTTCGTCGCGGCACTAAGGGAAGTTTTCGATCCGGCCGTGATGGACAAGGAACGGGCGAGGGAACTGAGCTCCATACGGCAGGGGAGAGACTCGGTGAGCGATTACGCAATCCGATTTCGCACGCTGGCCTCGGGCAGCGGTTGGAACGACACTGCCTTGTATGACGTTTTTTTGAAGGGTCTCTCAGACCAAATACAGGACTTGCTGGTTCCCCTGGACCTGCCATCCGGGTTAGAGGCTCTGATAACTCTGGCTACCCGGACCGATAACCGGCTACAGGAGCGCCGGAAGGCCCGGGGAAAGCCGCGACAGGATTGGTTCAGAGGACCCGCGGAGAATTCTGGGAAGGCGAGTTCTTTCTACAGCGCGGCGGTGGCACCAAAGCTCAGCCGAGATGCGGTGGCAGCCGAACCAATGGAGCTGGGCCGCGCCAAGCTGACCTCCGAGGAGCGTCGGCGCCGACTACAGGAGGGGCGATGCTTCTACTGTGGGCAGTCGGGACATCTCCGAGATCGATGCCCGCTAAAAGATCGGGCTCACCAGTAAAGGGAGGATTACTGGTGAGCCGCTTCGCCTCCTCTCCTCCTCTCTCACGACCACCTACGGAAGTAGAGGTAACAGTATTAAACACTCGTCTAACCTTGCCTGCGTTGATAGACTCAGGGGCCGATGAAAGCCTAATAGATTGGGGGGTGGCGCAACAATTAGGAGCCCGAACGAGTCTATTACCTAGATCTTTGACGGTTAGCGCACTTAACGGAAACCGAATCTTCACAATCACGCACATAGCGGGACCCATCGGGGTCAGAATTGCGGATCATCATGAACTAATGACTTTCTTTGTGTACAGATCCCCCAAGCACCCCCTGGTTCTGGGTTTCCCATGGCTTCAAAGACATAATCCGGTCATAGATTGGGTTTCGGGGACAGTGCGGAGGTGGGCGGACGCCTGCTCCCGCCGCTGTCTAGGGAAAACGGGAGGGGCTACTATGTCAACTGTGCCCACTAATGACTCTGTTCTCGCCGCAGGTCCGGCCTCGCCAGACCTGTCTTCAGTTCCGGAATGCTACCACGACCTAGGAGAGGTTTTTAGCAAAACCAAGGCCACCTCCCTGCCCCCCCACAGACCTTATGATTGCCCGATTGACCTGACCCCGGGCGCCCCGATTCCCAAAGGGAGGATTTACTCCTTGTCAGGTCCAGAGAGGGAAGCCATGAAAGAGTACATAGACTCTTCCTTAAAGGCGGGACTTATCCGTCCGTCCTCCTCACCGGCAGGGGCAGGGTTCTTCTTTGTGGGGAAGAAGGATGGCTCATTGCGCCCGTGTATTGACTACAGCCCTCTAAATGACATCACGATTAAGAACCGATACCCCCTCCCTTTAATGTCGGACGCTTTTGATCAGCTACAACAAGCCAAGGTATTTACGAAATTGGATCTGCGTAATGCCTATCACCTAGTCCGCATTAGGGAGGGGGACGAATGGAAAACAGGGTTTAATACTCCAAGCGGCCACTATGAATACCTAGTCATGCCTTTCGGCCTTACAAACGCGCCGGCGGTCTTTCAGTCTATGATAAATGAGGTCCTCCGCGATTTTCTGAACCAGTTTGTGTACGTCTATATAGATGACATATTGATTTTCTCCGCGGACCTAGACTCTCACGTACGGCACGTTCGGCTGGTTCTCCAGCGGCTGCTGGAGAACCAGTTGTATGTTAAGGCCGAAAAGAGCGAATTTCATGCCGACTCCGTGTCCTTCCTGGGTTTTATCATAGCCCCTGGGAGGATTCAGATGGACCCGGCTAAAGTCAGCGCTGTGGCTCAGTGGCCGGTTCCGGATGGCCGTAGGAAAGTTCAGCAATTCCTGGGATTTGCTAACTTTTATCGACGGTTCATCAGAAACTTCAGCGCAACAGCTGCCCCCCTCACCGCATTAACATCACCGAAAACGCCGTTCAGATGGTCGCCTGAAGCGGCGGCGGCGTTTGCACGGTTAAAGCGGCTTTTTTCCACGGCCCCGATTCTGGTTGTCCCGGACCCGCGCAGACAGTTTATCGTAGAGGTAGACGCCTTATCTCGCCTGTTCGACCCCGAGCCGCCTGCCAAGGAGCCGAAGCCAGTCCTACCACCTGACCGTGTGATAGGAGCTGTCTCCTGGCAGATAGAATCAGAGGTACAGCGAGCAAATGAGGAGAGCCCGCCACCTCGAGGATGCCCACGGAACCGTTTGTTCGTTCCGACAGCTCTGCGTCCTCAGGTTATTCACTGGGCTCATACCTCGCTCCTTACCTGCCATCCCGGTGTCAAGAGAACGGTGTGGGTTATTTCCCAGCGTTTCTGGTGGCCAGCCATGGTTCACCAAGTGCGGGAGTATGTGGAGGCCTGCACCGTTTGTGCTAGAAATAAGACCTCCTCAAAAGCACGAGCGGGGTTGCTGCAACCACTCCCGGTGCCGTCGCGCCCTTGGGCGGGGATCTCCATGGACTTCGTCACCGGCCTTCCGGTATCAAACGGAAAAACTACCATCTTAACGGTGGTTGACAGGTTTTCCAAAATGACTCATTTCATCGCACTGTCTAAATTGCCGTCAGCCAAAGAAACGGCGGAAATAATGATGACTGATATTTTCCGCATTCATGGTTTTCCCAGGGACATTGTTTCGGACAGGGGGCCCCAGTTCGTGTCTCACTTCTGGAAGGAGTTTTGCAAGATGATTGGCGCCACGGTGAGTCTGTCGTCAGGATATCACCCAGAATCCAACGGCCAAGCTGAACGCCTTAACCAGGAGCTGGAGACGTGCCTGAGATGTTTGGTCTCGCAAAACCCGACATCCTGGAGCAAGAACCTAGCGTGGGTGGAGTTCGCCCACAACTCCCTTCCCACATCTGCCACCGGCATGTCCCCCTTTCAATGTGTTTTTGGCTATCAACCTCCTTTGTTTCCAGATCTGGAGGGGGAGGTCTCGGTACCATCGGCCCACGCTTTGGTCCGAAGGTGTCGCCGCACCTGGGCGGCCGCTCGCCGGATGCTCATGCGCGCCTCAGCTCAAATGAAGAGAGCAGCAGATCGCAAACGCCGTCCAGCGCCGAGCTACCGTCCGGATCAGAGGGTGTGGTTGTCAACCCGGGACCTTCCCCTGCGAGTGGAATCCAGAAAGCTGGCCCCTCGATTCGTGGGACCGTTCCCGATCTCTAAGGTTATCGGCCCCTCCGCTGTCCGGTTGCGCCTGCCTCGGTCCCTAAAAGTACATCCGACGTTCCACGTAAGCCGGATAAAGCCTGTTAAAGAAAGCCAGATAGTTCCAGCGGTCAAGGCCCCCTCGGATGATGGACGGGGGCCCAGTATATACAGTACGGAAGTTATTGGCAGTCCGTAACAGGGGCCGGGGCAGGCAGTTTCTGGTCGACTGGGAGGGCTACGGTCCGGAGGAACGCTCTTGGGTTCCGGCCAGCTTCATTATGGACCCGAACCTCATCACAGATTTCTACCGAGCGCACCCTCAGATTCCTGGGCCGTCGGGAGCCGTCCCTAGGGAAGGGGGTACTGTCAAGGTCTAAGTCTGGTCAAGCTGGTGTCTGTGTCTCGTCTCGTGATTTCCTGTTTTATTTTGAAAGATCTAACTTCCCTCTCGTTTCAGGTGGCTTGCCCTTCCTCTCGTGTTTCCCGCCTGTCTGATTGTCTTCCCCGTCCTGATTGTTTCCACCTGTTCCCCATTTCCTCTTGTGTATAAAAGTCTGCGTCTCCCCCTGTCTTGTGCCAGTTCGTCGTGTCATGCCTGTACCGAGAACCAGCGTCTTTGCCTTGTTACAAATTACCTTGCTCTCGTTCCTGTCTTGCCTGAAGGTTTGTTTGTTACTTTGTTTGTATTTTTCCTCGATTACGAGTGATTTTTCGTTGTTAACTTTGGACCTGTTTGTTTCTAGTGTTTTTCCTCGAAAGAGTGATTTTTTGTTTGCTTCGGCCTTATTTTCCTCAGCACCGCTGAGAGAATTTACGTTGATACTTTGTGTTCATTTTTCCCTGTTCCCGTACCTTTTGCTTTTGTAAATAAAACCTCCTTGAACTTTATTCAGAGTGTGGAGTCGAGCATTTGGGTTCATAGACCCGCCTTGTCAGTAAGCTTGCAAGTGGGTCACA |
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