>AT2G20180.3
ATGCATCATTTTGTCCCTGACTTCGATACCGATGATGATTATGTCAACAACCATAATTCT
TCTTTGAATCATCTTCCTAGAAAATCCATTACTACTATGGGTGAAGATGATGATCTTATG
GAGCTTTTATGGCAGAACGGTCAAGTTGTTGTTCAAAACCAGAGACTTCACACCAAGAAA
CCTTCTTCTTCTCCACCGAAGCTTCTTCCTTCTATGGATCCTCAGCAGCAACCTTCTTCA
GATCAGAATCTTTTTATTCAAGAAGATGAAATGACTTCTTGGCTTCATTATCCTCTCCGT
GACGATGATTTCTGCTCAGATCTTCTCTTCTCCGCCGCACCTACTGCGACGGCTACCGCG
ACGGTGAGTCAAGTCACCGCCGCGAGACCGCCAGTATCTTCGACGAATGAGTCGAGGCCG
CCGGTGAGGAACTTCATGAATTTCTCGAGGCTGAGAGGGGATTTTAATAACGGTAGAGGT
GGTGAATCTGGACCGTTGCTTTCGAAGGCGGTTGTGAGAGAATCTACGCAGGTAAGTCCT
AGCGCAACACCGTCGGCGGCGGCGAGTGAATCCGGTTTAACACGGCGGACGGATGGTACT
GACAGTTCCGCCGTAGCTGGAGGCGGCGCGTATAATCGGAAGGGAAAAGCAGTGGCTATG
ACGGCGCCGGCGATCGAGATAACCGGTACATCGTCATCTGTAGTGTCAAAGAGCGAAATC
GAACCGGAGAAGACGAACGTCGATGATAGGAAACGAAAAGAGAGAGAAGCCACCACTACT
GATGAAACTGAATCCCGTAGCGAGGAAACAAAACAAGCACGTGTATCAACAACATCTACC
AAGAGATCTCGTGCTGCTGAAGTTCATAATCTCTCTGAAAGAAAACGGAGAGATAGGATC
AATGAGAGAATGAAAGCTTTGCAAGAACTTATACCTCGCTGCAACAAGTCAGATAAAGCT
TCGATGCTAGATGAAGCTATTGAGTACATGAAATCTCTTCAGCTTCAAATACAGATGATG
TCAATGGGATGTGGAATGATGCCAATGATGTATCCGGGCATGCAACAGTACATGCCTCAT
ATGGCGATGGGTATGGGTATGAACCAGCCTATTCCTCCTCCTTCCTTCATGCCATTCCCC
AACATGTTAGCCGCTCAAAGACCTTTGCCTACACAAACTCACATGGCCGGGTCAGGACCG
CAATACCCTGTTCATGCTTCTGACCCGTCAAGAGTCTTTGTACCGAACCAGCAGTATGAT
CCAACCTCGGGCCAGCCTCAGTATCCAGCTGGTTACACGGATCCATATCAGCAGTTCCGC
GGTCTCCACCCGACCCAACCACCTCAGTTTCAGAATCAAGCAACATCGTATCCAAGTTCG
AGCAGGGTGAGTAGTAGTAAGGAATCTGAGGATCACGGAAACCACACAACAGGTTAA