PI0009643 (gene) Melon (PI 482460) v1
Overview
Sequences
The following sequences are available for this feature:
Legend: exonCDSpolypeptide Hold the cursor over a type above to highlight its positions in the sequence below.ATGGGAATCACTTTTTTTGATACAGCCGATGTATATGGACCCCACTCCAATGAAACCCTGGTTGGAAAGGTACTCACCTCTGCTTTTGAAGTATAGCAAACAGAATGCAGAACTAATTCCAAGTTTGGTTTAATTTCAGGATTTTTTTCAAGATTAAATTTCTTATGACTGCTTGTGTGCACTGTTTTTTTATTCCTCCTCTTTTTGCACTGTTGAGAATCCTCTTATAGTGAAATACCTGTTTAGACATATTTTTCATTGACCTGTCTTTTCATTTTCTTCTTTTCTATTTTTTCATCTTTCAGGCACTGAAACGGTTACCAAGAGAAAAGGTTCAGATTGCCACTAAGTTTGGAATTACAAGGATTGGAAGTTCAATGACAGTGAATGGAACCCCAGAGTATGTGCGGTCATGTTGTGAGGCTAGCTTGAAACGACTTGATATAGATTACATTGATCTCTATTATCAACATCGCACTGATACATCTACACCTATAGAAGAAACTGTAAACAATCCCTACTCATATCCCCTCTTTGTTGTCATTACACTAATTTCTTGTTCCTTTTTGTATTAGTGATAACACTAACTAGTACCAGTAGATTAATTTGAGATATATGTTCTTGATTTGTAGATGAGTGAACTGAAAAAACTCGTGGAGGAGGGAAAGATCAAATATATAGGTCTATCTGAAGCTAGCCCAGACACCATAAAGAGGGCACATGCAGTTCATCCTATTACAGCTCTACAGATGGAGTGGTCCATCTGGACGCGTGACATCGAGGAGGAGATTGTTCCTCTTTGCAGGTACTGTTTGACATCTTAAACTCATATTCTCCCTACAACTGATATATTGAGTTCAAATTAGGAACTACAATTCAAAATTAAGGCCTCTCACTGATGAAATGAAAAGAGTCCATTGATGAAATGAAAAGAGTCCATTTATATGAAAAGAGTATGTTAGAATTAGTGGGCTTGTTGTGTGTTGAAAGTCCAAGGGTTCTTTTGTATTTTATGTAACCCTATTTATTCTTTCCTTTTTTATCTTAGGCTCATGTTGGCTATTAATCTTCTCCCTTTGTATTATTTGTGATATGAGAAAATAATGATAAAACTTGCACCGTGGTTTGTCTCCCTGTGCTAGGGTTTCCACGTAAATTTGTGTGTTGTTATTTTCAATAAAGTTTAGCGCTCAAAGTACAAAAACAGGAGGTTAAAATTAGGAACCACAGTTTGGCTTTATCGGATTTGGCAGTAGGTAACAGTTTGTTCAATTGATCTTCAAATCTTGAAGTCGTCCTAGACCTGTGGGCTATCCAAATAGTAAGGGATTTTGATGTTTGTATTGGGATATTTAGTATTACCTTCCAAGGTCTTGGGTTCAAGTTCCTGGGTTTTAACTTAATGTCAGAGTTGTCCTTAGGATGAATGAGGACTCCTAGAGATTAGTGAGGGTGGGGCATGAGCATAATGCAAGGAGAAAGACTCCTCAACACTGTTAAAATTAGAAATTCAAGTTTGTAACAGATTTCCTGTCATTTGTGCACTTAGATTAAGGAAGCACTTGAGTTTTGGACAACCTCTCTAGGCTACAATGAATTATCCAATTTTGGATTTATATTTTGATCATTGATCATTTTCACATATTGGTAACTGAATCTGTTCGAGGAGCAGGGAGCCAGAGTTTCTTTACTTATTAAATGATTGGCTTTTGTCTTGTTACATTGCTTGATTTGCCCCTTTTTATGTCTATGTTTAAGCTGTCATACTTTTCCTTTGCTAAATAAGACAACATTGGCATGTTATTGTTTTGCAGAGAGCTAGGCATAGGCATTGTTCCTTACAGCCCTCTCGGTCGAGGCTTCTTTGCTGGTAAAGCAGTTGTGGAAAGTTTACCTGTTGGTAGTCACTTGGTATCTATCTGTTCTGGACCATTATCTCTCTCTCTCTTTCTAGTTAAGTCTAATACTCTTTGAATGAAATCAGTTTAAACTCTAAAGTAACTATCAAATCCTAGTTAACTCTCAAGGAAATCAGTAGGGAGTTTCAAGAGTATATAAAAGTCTCTCAAGGAAAGGAAAAATGGCCAAGAATATCATCCTTGTTAACTCTCAAAAGGAGGCGTCCTCTCATGTTTGAGACTGATTCTAAAATGGTTAAAATCATTTTTGTCTTTTTCGAAATCTTCGTAACTAATTTGATATGAAAATTGCATTTATAAGTGTAAAATTTAATACAAAATTAATTTTGATTGATTAAAAGCGTGCTTTAAAGTGATTTAAAAATGACAAGTGATTATGACAATTTTAAAATCACTCCCAAACATATATGTACTCATTTGGCACTATATAATACCTTGCTTAAGTTTTTTTTTGAAACAGAAACAAACCTCTTTATTAATGATAATAAATGAGACTAATGCTCAAAATGACTAAAAGGACAATCAAATAACGATACAAACAAGCCAAAATCCTTTATAACTCAAACCAAAAAGGAGAAATAACAACCTAGCAAAATAATGCTTTTTCAATAAGAAGCCAAATTATGTGGAAGAACTGCACACTAATAGCTTCGAAAAGAATGTAGATGGAACACCAATGGGAGACAAAAACAACCTTGAGCCCGAGAAGACTTGCTAACAATTTTAAAACCAACAAACTGCAAAGTAACATTAAATTCTTTGACAAGAGGAAACCATTCTTGCGCCCAATGAGAAAAGATGAAACGAACAACCAACTCAACCGAAATGCCGAAAACTAAATTATGTTGCCAACAATAAGCTTCGAGATGAGTGAAGAGGGAACACCAAGAGAACAACAACCATCCTTGCTGAATCTTCACTAAGATGAAAACCAAGAACTGCTAAAAATATTAATTGTTCAATCGGTTAGAAACAATTCTTGAGCCCAGCTTCTTCAATGAATCTAGGGGGAGAACTAGTTCTGAATTAAGTGTTCAAGAGACTTGAATCCCAAACTCTTTATCTGCAGCCTTCAAACCTCACAAAGAAACCAATTATTGAACCAAAAAGTGACTAAAATCAGATCTCAAATGAAAACTAGTTTGCATTTTTCTACTATTGACTTTAAATGGGTTGGAGTTTAGCAAAACTTAGACTGAGAGGGGTTTTCGGAGGTTTGATTTCCAACATTCAAATCCTTTTCATTCTAAAACAAATCGTTGAGATCAGTTTCTAAGGGGTCCTTCAAAGAATGATCCTCTAACTCATTTAACTTCCCAAATGATCATCTTCGACACTGCTCACACTAAAAGGAGAGTCAAAATCTGAATCACAATTCTTTTTGGATGGAGGGCCTAGAAAACGACAAGGGGAGCCTCTCAAAACCTTTACTTTCGAGGAAGGTAAGTAAAAAACATAATATTTAAAATGTGGTTGACAGGATTTCTGAGGGTCTCATCTAGTTGAAACAAAAGGAACTTGAATCCGTGTGCAATTAACCTCCAAAGAATCAGGGTTTTGATCTAAAATCCATTTTGCCCTTAAGGTACTGCTTTTTGAATTCTGGATGTTTGTCCTAATTGAAGAAGAAACAACTTGGCCTTGAGTGTTTTACCTTTAAAATTTTAGAATTTTGAGGATTTGGTCTGACAACATCTTTGTCTTTACGATAGACTTTTTTAAGAGATCCTTCGGCCTCCTTCTTTTAACAAAATGTTTCGGGAACGTCTTAAAGGGAAGCGAGGGTTTCTTTGATTTTGTATGCTTTTTAAAATTACCTCTTAGACCAGATTTGGCCGAAGACGCATGAGATGAAGATGATAAATGCGCAGATGATGAGGAAAGGCTTGAGACTTTTTTAGAAGGAGTTGCGATGGGCACTAACTCAGCCTTTGCATAAGGGACAACCGATGCTGAAGAAGCAAGAGAAAGACTTTCTTATTATGATATATGTTTATATTTATATATACGTGTCTATTATTGTAATTTTACACAGTCTAGAGTTTCTACGTACTTTATATATATTTGTAGCTTTACTCTGATCTGAATAATAAGAAATATTTTCTCCAAATTATTGAGTACATATATCAGGGACATTAGGGTTTAAAATATTTTAGTTGGTATTTTCCTTCTCCATTAGGGCTTATGTTTAGGTCATCTTTGAGTGGCCATTTGTCGACACCGCCCGGTTCATGAGAAGTGCCGCCACTGTCCGCCGTCGTCTGTCATTGCCGATCATCGGAAAACCCCGCCCGTGAGCTTCACGCGCAGTATGCATGTCCTCCACGTGCCGACGCGTGGGAGCACGTGAGTGGTCCGTTTTGACCGCCGTCTTCTGGGCTTGTGTCGGATCCTCTTTTTCGACCAGTCTGTGCAGTTAGTTCCATTGAACATTGTCCGGTTTTGACGAAGGGTGACAAATACGACGTAATTCTAGGATTTGTGACTGTTTTTTGTTCCAATTTCGTAGCTGGTTGGATTGTTTTCTTCTATTTGTTGGACTAAAATCAGTGTGTGCCTTCAGTATGGCCGACATAAAGAATTTGGTAGTTTCTAATGTAATTCCCTTAGCCTCTAAGATTACAGAACATAAATTAAAGGGATCTAACTATTATGATTGGTGTTAGAAAATTCTGTTCTATTTGAGAAGTACTGATATGGATGATCATATGACCGACGATCCCCTAGAAGATGCAAAGAATAAGGATTGGCTCCGTGATGATGCCCGACTATATCTTTAGATCGTAAACTGCATTGAGAGTGAGGTAATTGGATTGGTTGATCACTGTGAGTCTGTTAAGGAACTCTTAGAATTTCTAGAGTTTCTATATTCTAATAAGGAGAAAGTACATAGAATGTTTGAAGTGTGTATACAGTTTTTCCGTGCTGAACAAAAAGCAGAATCAGTTACCAACTATTTTATGCGCCTTAAGAGGATAACTGCCGAGCTTGCCTTGTAATTACCCTTTAGTCCTGATGTTAAAGTTTAGCAAGCTCAACGGGAGAAGATGGCTATTATGATTTTTTTGAATGGACTCTTACATGAATTTGGAATGACCAAAACATAGATTCTCTCTGACTCTAAGATTCCATCATTAGATGATGCTTTCACTCGTGTTCTCCACCTTGAGAGTTCTTCAACCAGTGTGTCTATTCCTCAATCCAGTAGTGCTTTAATTAGCAAGAACGATAACCCCCGGGTACCTCGAGTGATAAATAGCAACTTTCGGAAAAATATTTATGATCATCGGATACCAGATTCTGCAGGGATTTTTTGTAACTACTGTTTAAGCCAGACCATATGAAACGTGATTGTCGAAAATTCTTATATAAGAATAATCAATGATCTCAGCATGCTCAGATAGCTTCCACAGGTGAGATGACAGAGGCATCGATTACTATTTCTGCAGACGAGTTTGCTAAGTTTTAGATGTACCAAGATTCATTGCAAGTCTCGTCGTCCCCTACTCCTGTTGCATCCACTATTACCCTAGGTAATACAAAATGTCTTTTTACATCCTCTACCAAATGGATCATAAACTCCACCGCCATATGACAGGTAATTCTCTCTTATTTTCTAACAAATTGTCCCCTGCCCCTTTTCCATCTGTCACATTGGAAGATGGCTCCACATCCTCCGTTCTTGGCTCTGGCACCATTCACCTTACCTCATCCTTTTCTTTGTCTTCTGTGTTACATTTACCTAACTTATCCTTTAATTTAATTTCTTCTTGTATTAAGTCCTCACGACCTTAATTGTATTGTCTTGTTCTTTCTTGGTTATTGCTTGTTTCAGGATCATGTGACGAAGAAGATTATTGGTAGAGGATATGAGTTGGGAGGCCTTTATCTCTTTAATCATCAAGTACCGCAAGGTGTGGCGTGTCCTATAGTTCCATCTCCATTTGAAGTCCACTGTCGTTTAGGTCATCCATCTTTACTCGTGTTGAAGAAGCTTTATCCCGAATTTCAGTCTTTGTCCTCTTTGCATTGTGATTCATGTCAATTTGCTAAATTTCATCGTCTTAGTTCGATCCTCGAGTTAATAAACGAGCTAGTGCTCCATTTGAGTTAGTTTATTATGATATTTGGGGTCTGTGTCCAGTTGTGTCTCAAACATGCTTTCGTTATTTTATGATTATTCTTGTCTAACCTGTTTATATTTAATGAAAAATCGTTATGAGTTATCCTTTCACTTTTGTGCTTTTCATGCTGAAATAAAAAATCAGTTTAATGTCTCTCTCAAAACTTTGTGCACTGATAATGCTGGTGAATATTTTTCTCATGTTCTTGGCTCTTACTTGTATGAACATGACATTCTTCATCAATCTTCTTGTGTTGACACTCCATCTCAAAATTGTGTGGCTGATCGAAAAAATAGACACTTACTTGAAACTGCACGTGCTTTATCGTTTCAAATGCATGTTCCGAAACTTTTTTGGACGGATGCTGTTTCCACTGCTTGTTTTTTGATTAATAGGATGCCTTCCTCTGTTCTTGATGGTGAGATTCCTTATCGTGTTCTTTTACCTACCAAGTCTTTGTTTCCAATTGATCCTAAAATATTGGGTTGTGTTTGTTTTGTTCGAGACATTCATCCTCATCATATTAAGTTAGATCCAAAATCCTTGAAATGCATCTACTTCGGTTATTCACGTGTTCAAAAGGGGTATCGTTGTTATTGTCCTATTCTTAACAGGTATCTTGTTTCTCTTGACGTTTCGTTTTGTGAGGATGTACCCTTCACTTCATCACCATCGAGTCCGTGTCAGGGGGAGGATGACAATATGTTTATATATGAGGTTACCTCTCCCACCTCAACATCGACTCCATCTTTCTCTCTTACGCCTCTGTCCCGTCCGTTGCTTTCTCGAGTCTACTCCCGACGACCTCCACCGTATCCTTCGGACTCATGTCCTCCAAATTCAAGTCCTCTACCAATGCCTTCTTCATCATGCGATCGGGTACCAAGTGATGATCTTGCCATTGCTCTTCGAAAAGGTAAACGCAAATGTACTTACCCTGTTTCTTTCTTTGTTTCCTATCGTCAGTTGTCTCTTCCTACATATGCTTTTATTACATCTCTTGATTCCACATCTGTTCCTAACACTATTCATGAAGCTTTATCTCATCCTGGCTGGCGACAGGCGATGATTGAGGAGATGACTGCTTTAGATGATAATGGTACTTGGGATTTAGTATCTCTTCCTGTAGGAAAAAAGGCCATTGGTTGTAAATGGGTGTTTGTTGTCAAGGTCAATCTTGATGGAACAGTGGCTCGGTTGAAAGCTCGTCTTGTTGCCAAAGGTTATGCACAAATCTACGGAATTGATTATTCAGACACCTTTTCTCTAGTTGTCAAATTAACATCCATCCGCATTTTTCTTTCCATGGCTGCTACACATAATTGGCCTTTGCATCAACTTGACATCAAGAATGCTTTTCTGCATGGTGATCTTCAGGAGGAAGTTTATATGGAGCAACCACCTGGGTTTGTTGTCTAGGGGGAGAGTGATAGAGTATGTCGTCTTCGGAAATCTTTGTATGGTCTGAAACAGAGTCCACGTGCGTGGTTTGGTAAGTTTAGTCAATCTCTCGTATGCTTTGGTATGCAGAAGAGTACATCTGATCATTCTGTTTTCTATCAACGATCTGATAATGATATTATTTTACTTGTTGTGTATGTTGATGTTATTGTCATTACTGGAAACGGTGCATCGGGTATTTCATCTCTCAAAACTTTCCTTCAGAGTCAGTTTCATACAAAAGATTTAGGACAATACAAAAGATTTAGGACAATTGAAATATTTTTTGGGTATTGAAGTGATGAGAAACAAGAAAGACATTTATTTATCTCAACGAGAATATGTACTTGATTTATTATCTGAGACAAGAAAACTAGGAGCCAAACCAAGTAGTACTCCGATGATGCCGAATCAACAACTTGCTAAAGGAGAATTATGTAAAGATCCTGAGAGATATAGGAGGCTAGTTGGGAAGTTGAACTATTTAACAGTGACTCGATCAGATATTGCTTATTCTGCAAGCGTTGTCAGTCAGTTCATGTCTTCTCCTACTGTGGATCGTTGGGCTACAGTAGAACATATCCTCTGATATCTGAAAGCTGTCTTGGACGTGGGATCTTATATAAAGATCATGGACATACGAGAGTTGAATATTTTTCTGATACTGATTGGGTTGGATCTCGAGAGGATAGGAGATCGACCTCTGGATATTGTGTCTTTGTGGGTGGATACTTGGTATCATGGAAGAGTAAGAAACAAAATGTTATTTCTCGTTCGAGTGCTGAGTCAGAATATAGGGCTATGGTACAAGCTGGGTGCGAGATAGTATGGATACAACAACTATTATCTGAGATAGGCTTCAGTATTACAGTGGCAACTAAACTATGGTGTGATAATCAAGCTGCACTCCACATTGCATCTAATCTGGTATTTCATGAACGAACTAAACATATTGAGGTGGATTGTCACTTCATTCGTGAGAAGATCCAAGAAGGGTTGGTGTCTACAGGATATGTGAAGACTGAAGAACAATTGGGGGATATTCTTACCAAAACTGTAAATGGAGCAAGAATAAGCTATGTGTGCAACAAGCTGGGCATGATTGACCTATTTGCTCCAACTTGAGGGGGAGTGTTATGATATATGTTTATATTTATATTATACGTGTCCATTATTGTAATTTTACATATAGTCTAGGGTTTCTACGTACTCTATATATATTTGTAGTTTTACTCTGATTCTAAATAATAAAAAATATTTTCTCCAAATTATTGAGTACACTTCTAACGGCAGAACATGGAGTGGCTGAATTTTGACATTTAGCCGATTGGACTAAATCAAAGGAGTTAGGCTGAATGTCTCTTGGGTTCTCGATGGGCGATAAAGAAGGATCAGCCAAAAAACTCCCTTTCTTCTTTAAAAGCACTCATTCAATTTCCGCTTCAATGTTCCTCCAAAAATGAAGGGATTGTTGATTAAACTTCATGTCTTAGTGCACTTTACAACTGTATGAGCATTAATTATGCCTTTTGGTGGGAAGGAATTGATGCTTGACTTCCCCAATGACTAATTGACTTCGTTAGTAGTGTCAGGCGACTGCACCAAAGAATCCAACCCTTCCTTTGGAATGCAAGACGTTGATTGGCTTTCCCCATTTAAGAAAACTGAAAAGCCCAAAAGAATGTGAAAGCTCTCCAGTAAGAGTTTGGTTCTTTACTTAATAAACAATAAAATATAATTTATCTCCTTTTGAGAGAGAGGAACTTTCCAACAAGTGTGATTAACATACAAAAAGCATATGTGGCCCAAAACATTACAAAAACATAAGGCCCAAAACATGACCCACGTCACGCAACCACCACTTAACCCTAGTTAGGTGAATTACCCAAACTACCCCTCCTAACATAAGTATGTTTTATTGGTGGTCTAACAATACCCCGGGGATGAAAACTTCCTTGTCCTCAAGGGAGAATGAAGGAAACTGTTCCTTGTTAACTCCAAACTTTCCCTTGTGGCTTCATATTCCGGCAAACCCTTCCACTGGACATGTAATTCCCATTCACGTGTGTGATTGTTGAAACGATAGGCTGTACGTGATATCTTCGGGAATAGCTTCCCATTCAAAATCATTAGTAAAAACCGGTGGTAGGGGTTTGACGGGAGTCGTGTTGCTAAGAGCTTGTTCTAGGAGACATGGAAAATTAGGTGGATAGATGAAGAAACGGGTAATGCAAGGCGGTAGGCCACCGACCCAATTCTTTCTTCAATCTGGTAGGGTCCAAAATATTTGGGAGATAGTTTCTCACTATATCGCTGCAACACCTTATGTTGCCGATAGGGTCGTAATTTCAAATAAACCCAATCACCTACTGCATATTCAACATCCTGTCGATGGCGGTCCGCATATTGTTTCATCCATTCTTGGGCCTTCTCTAAATGATACTTAAGTTTGTGTAACACTTTATCACGTTCCGAAAGCTGGTCGTCAAGGGTAGCATTGGAAGTCTTATGGCTGCCATAAAAAGTAATGGCAGAGGGGGATCGTCCGAAAACAATCTGATAAGGAGTGGACTTAAGGGTGGCTATTGTACCAATGCTAGGCCCAATTGACCCAATCTAGCCAATGTTTTGGTTTCTTGCCATGGAAACAATGCAAATATGTCTCTTATTCATAATTTCTGTCTGTCCATCTATTTGGGGATGAAACGCCGTACTTCGTCAACTGAGTTCCTTGCAAACGAAACATTTCGCTCCAAAACTTAATGATAAAAACTTTGTCACGCTTAGATATAATGGACTTGGGAAACCCAAACTCGCGCACGAGCTCCTTAACAAACAGTCGAGCAACAATCTTGGCTGTGTAGGGATGGCTCAATAGTAAGAATCTCACAAATTTACTTAGCCTATCGACAACCTCTAAGATTGTATCATACCCTTGCAAACGCGGTAACTTTTCGATAAAATCCATTAAAAAATCTTCCATTATATGTTCTAGAATTGGTAAAGGTTGTAAGAGATCGACGAGAGCCAACTTGCTTGACTTGTTTCATTGGCATGGGGTCACATTTTGATAGGTACCGTTTCATTAAATTTTTCATCCCTCGCCAATACAATTCACTAGAAATTCTCTTGTATGTCCTCAAATAACCTGAATGGCCCCTCAACACCGACTCATGGTAAGTGTGTAGGATAGTTGGAATCAAGGATGATTGGGCCGACAAGACTAACCGGTCTTTATATAGTAAATTTCCTTGAACCACCGAGAAATGTTGATGGCTGTTGGAATCGACCTCTAAATCTTCACGTATCTGCTTGAGGTATTAATCAGAGGTAACCTCATTACGTATGACATCCACATCCAAAATGGCTAGAGCCGTTAGGTTCTTCAGATGCACATGGGGAATACGAGAGAAAGCATCTGGTACGTTATTTTGAGGTCTTGGTTTATATTCTACTTCAAAGTCATAATTGAGAAGTTTGAACACCCACATCTGGTATTCTGGTTGAATAACCTTCTGCTCCACAATGTACTTTAGGGACTGTTGATCTGTTCGAACAATAAACCGCCTCCCCAAAAGGTATGAGCGCCAACGCTGAATTGCCATCACAATAGCCATAAGCTCTCTCTCGTACGCTAATTTAGCTTGTGCGTGGGGTGAGAGAACTTTGCTAAAGAAAGCAATAGGTCTCTACCCTTGAGTCAAAACTGCTCCCACTCCTGTTCCCAAGGCATCAAATCTCAACAATAAAGGGATTAGAAAAATCAAGTAAAGCTAGAACCGACAACGTTAGCATGGCTTGTTTTAACTGTTCAATTGCCTCTATGGATTCCTCGAACCAAACAAACGCATCAGTACCAATCATTCGGTGTAACGATTGTGCTATTCTTCCATAATCAACTACAAATCTGCAGTAATAACTAGTCAATCCCAAGAAACTTCGTAGTTCACTGACCGTGGTTGGTTGGGGTCATTCGAGTATTGCTCGCACCTTTTCCAGATCGGCCTCAACTCCTTCTGCTGACACCCAATGACCTTAGAAATGATCCTGAGCAAAACGACATTTCTTGTAGTTTGCATACAAAGAGTGATTTCACAGCAATTCAAATACTAGGGTCAGGTGTTCAATATGGGATTCCAAGATCTGGGCTATAAATAAGAATATAATCAAAGAAAACCAATACGAAACGCCTTAGGAATGGTTTAAAAATTTCATTCATCAATGATTGAAAAGTAGATGCGCGTTCTTCTGTCCAAACAATATCACAAGAGATTCGTAATGTCCGTCTTGCATACGAAATGTTGTTTTTGGTACATCCGTCTCATGAACACGTATTTGGTGGTAACCAGAACGAAAATCCAACTTGGTGAAAATCTTTGCACTGAAGTGTTCATCCAACAGTTCTTTAATGACCGGAATCGGAAACTTATCCAAAATTGTTATCTCATTTAAAGCTAGACAATCAACACAAACATGCCAACTACCGTCTTTTTTCTTGATCAAGAGGACCGGGCTGACATATGGACAATGACTGGGGTGTATAATTCCTGCCTACAACATTTCTGCAACTAACCTTTCAATCTTATCCTTTTGGTCTGTTGAATAACGATAGGGACGTAGGTTCATTCACGATCATCCTTGAGAACAATGCGATGATCTGTCTCTTGGTGTGGTGGTAACTGGTCAGGGGTTTCAAAAACATCTGTGAAACTCTCAATCAACTCATGTATCGGTTGCCATATTTTGAGGTTAGAAGTTACCTCTTGACCACTTTCCGGTACCAACTTAGCTGTGATGGTTCGTGATGTAACTCAAATGAGAGAATTTTATTAATGTTTTTGAAGTTGTGAATACAAGAAAACTACTACTCTATTTATAACAAAAGTAAACTAATCCTAATCCTAATTAATAAAAAAAAACTTAACATTAGTAAGCTAATCTGAATCATAATCCTAATTAATAAAAGAAACTTAATCCTAATCCTAAATAATAAAACAAACTAATTCTAATCCTAATAAACCAAAGAAACTAATCCTAATCCTTATCCTTATAAATTAAGAATTTGACCATAATACCCTCTTCCTACTACATCATTCTATCCCTCCCAAAAGAAATTTGTCATCGAGTTTTAAAACGAAAATGATGATAAAAATAAAAAAGTAAGCCGGTCGAATGGAGGCATCTTGGAACATCCAACATCAATAATATCCATCTTCGTATTGCTACTTCTTTTTTCTTCATTGATTCTTGCATAAATTGCGATCCATCTGGGACTAGTGTCGCCCAAAATTCATCTTCATTTTCGTAGAGAATTGTTTCTTCATTTTTGTGTGCAAAAACATCAATTTTGATTGGTTTTGTTTCCTCTACAACGCTGCCGATTTCATCTTCTTCGTCCAAAGTAGGTAATTCAATTGCTTCACCTTTTTGTAGTCAACGATTTTCACTTCAATGCTTAGAGTTTCGATCATTTTTTCTTATGTGTTTGAAATTTTGGGTGGTTTATGTTATGATATATGTTTATATTTATATTATACATGTCCATTAATGTAATTTTACATAAGGTCTAGGGTTTCTACGTATTCTATATATATTTGTAACTTTACTCTTATTCTCGATAAGAAGAAATATTATTCTCCGAATTATTGAGTACATGATATTAGAGACTTTAGGATTAAAATATTTTATTTGGTAGTTTCCTTCTCCGTTAGGGCTTAGGTTTAGGTCAACATTGAGTGGCCATTTGTCGACACCGCCTGATTCATGAGAAGCACCACCACGTTCCGCCGCCATCTGTCATCGTCGATCATTGAAAAACACCGCGCGTGAGTTTCACGCGCTGCCACAATCCAACTTCACGTCCTCCACGCGTCGACGGGTGGGAGCGTGTGGGAGGTCCGTTTCGACCGCGATCTTCTGGGCTTGTCTTGAATTCTTTTTTTCGGCCAGTTTGTGAAGTTAGTTCCATTGAATAGTGTCCAGTTTTGGCGAAGGGTGACGACTACAACGGGTTTGTGACTGTTTTTTGTTTTTTATTTCGCAGCTGGTTGGATTGTTTCTTCTATTTGTTTGACTACAGTGTGTGCCTTCTGAATGACCGACATAAAAAATTTGGTAGTTTCAAATGTAATTCCCCTAGCCTCTAAAATCACAGAACATAAGTTAAATGGGTCTAACTATTATGATTGGCGTCGGACAATTCTATTCTATTTAAGAAGTACTGATATGGATGATCATATGACTGAGGATCCCCAGAAGATGCAAAGGAGAAAAAGGATTCGATCCGTGATGATGCCCGACTATATCTTCAGATCAAAAACTCCATTGAGAGTCAGGTAATTGGATTGGTTGATCACTGTGAGTTTGTTAAAGAACTCTTAGAATTTCTAGAGTTTCTATATTCCGGTAAGGAGCAAGTACATAGAATGTTTGAAGTGTGTATGCAGTTTTTTCGTGCTGAACAAAAAACAGAATCACTTACCAGCTATTTTATGCGCTTCAAGAGGATAAGTGCCGAGCTTGCTTTGCTCTTACTCTTTAGTCCCGATGTTAAAGTTCAACAAGCTCAACGGGAGAAGATGGCTGTTATGATCTTTTTGAATGGACTCTTACCTGAATTTGGAATGCCTAAACCACAGATTCTCTCTAACTCTAAGATTCCATCATTAGATGATGCTTTCGCTCGTGTTCTTCGCCTTGAGAGTTCTTCGACCAATATGTCTATTCCTCAATCCAATAGTGCTCTCATTAGCAAGAACGATAACCCTCGGGTGCCTCGAGTGATGGATAACAACTTTTAGAAGAATAGTTATGATCATCGGAAACCAGATTCTGCAGGGATTGTTTGTAACTATTGTCGTAAGTCAGGCCATATGAAACGTGACTGTCGGAAATTGTTATATAAGAATAATCAACGGTCTTAGCATGCTCAGATAGCTTCTACAGGTGAGATGACAGAGACATCGGTTACTATTTCTGCAGATGAGTTTGCTAAGTTTTAGATGTACCAAGATTCATTGCACGCGTCGTCTTCCTCTACTCCTGTTGCATCCACTGTTGCCCCAGGTAATACAAAATGTCTCCTTACATCCTCTTCCAAATGGGTCATAGACTCTGGTGCCACCGCCCATATGATAGGTAATTCTAGCTTATTCCTAACAAATTGTCCACTGCCACGTTTCCATCTGTCACATTGGCAGATGGCTCCACATCCTCCGTTCTTGGCTCTGACACCATTCACCTTACTCCATCATTTTCTTTGTCTTCTGTGTTACATTTACCTAACTTATCCTTTAATTTAATTTCTATTAGCCAACTTACTCACGACCTTAATTGTGTTGTCTTGTTCTTTCCTGGTTATTGCTTGTTTCAGGATCGTGTGACGAAGAAGATTATTGGTAAAAGATATGAGTCGGGAGGCCTTTATCTCTTTGATCAAGTATCGCAAGGTGTGGCGTGTCCCGTAGTCCCATCTCCATTTGAAGTCCATTGTCATCTAGGTCATCCATCATCGTTCGTGTTGAAGAAGCTTTATCCCAATTTCGATCTTTGTCCTCTTTGCATTGTGATTCGTGTTAAATTGCTAAATTTCATCGTCTTAGTTCGAGTCCTCGAGTCAATACACGAGCTAGTGCTCCATTTGAGTTAGTTCATTCTGATATTTGAGGTCCGTGTCCTATTATGTCTCAAACAGTCTTTTGTTATTTTGTTACTTTTGTTGACGATTATTCTCGTCTAACCTGGTTATATTTAAAGAAAAATCTTTCTGAGTTATTTTCTCACTTTGTGCTTTTCATGCTGAAATAAAAAATTAGTTTAATGTCTCTCAAAACTTTGCGCACAGATAATGCTGGTGAATATTTTTTCTCATGTTCTTGGTTCTTACTTGTCTGAACATGGCATTCTTCATCAATCTTCTTGTGCTGACACTCCATCTCAAAATGGTCTGGCTGAACGAAAAATAGACGCTTACTTGAAACTGCACGTGCTTTATCGTTTCAAATGCATGTTCCGAAACCGTTTTGCGAATTCTGTTTCCACGGCTTGTTTTTTGATTAATAGGATGCCTTCCTATGTTCTTAATCGTGATATTCCTTATTGTGTTCTTTTTCCTACCAAGTCTTTATTTCCTAGTGATTTTAAAATATTTGGTTGTGTTTGTTTTGTTCGAGACATTCGTCCTCATCATACTAAGTTAGATCCAAAATCCTTGAAATGCATCTTTTTGGGTTATTCACGTGTTCAAAAGGGGTATCGTTGTTATTGTCCTATCCTTAACCGGTATGTTGTTTCTCCTGATGTTTCGTTTTGTTAGGATATTCCCTTTACTTCATCACCATCGAGTCTGTGTTAGGGGGAGGATGACAATCTGTTTATATATGAGGTTACCTCTCCCACCTCATCATTGACTCTATCTTCCTCTGTTGCGCCTCCGTCCCGTCCGTTGCTTTCTCGAGTCTACTCCCGCGACCTCCACCGCATCCTTCAGACTCATGTCCTCCAGATTCAAGTCCTCCACCAATGCCTTCTTCATCATGCGACCCGGTACCAAGTGATGATCTTCCCATTGCTCTTCGAAAAGGTAAACGCAAATGTACTTACCCTGTTTCTTCCTTTGTTTCCTATCATCAGTTGTCTCCTCCATATGCTTTGTTACATCTCTTGATTCCACCTCTATTCCTAACATTATTCATGAAGCTTTATCTCATCCTGGCTGGCGACAGACGATGATTGAGGAGATGACTGCATTAGATGATAATGGTACTTAGGATTTAGTATCTCTTCCTCTAGGAAAAAAGGCCATTGGTTGTAAATGGGTGTTTGCTGTCAAGGTCAATCCTGATGGAACAGTGGCTCGTTGAAAGCTCGTCTTGTTGCCAAATGTTATGCACAAATCTACGGAACTGATTATTCAGACACCTTTTCTCCAGTTGCCAAATTAACATCCATCCGCCTTTTTCTTTCCATGGCTGCTACACATAATTGGCCTTTGTATCAACTTGACATCAAGAATGCTTTTCTTTATGGTGATCTTCAGGAGGAAGTTTATATGGAGCAACCACCTGGATTTGTTGCCTAGGGGGAGAGTGATAGAGTATGTCGTCCTCGAAAATCTTTGTATGGTCTGAAACAGAGTCCACGTGTGTGGTTTGGTAAGTTTAGTCAAGCTCTCATATGCTTTGGTATGCAGAAGAGTACATCTGATCATTCTGTTTTTTATCAACGATCTGATAATGGTATTATTTTACTTGTTGTGTATGTTGATGATATTGTCATTATTGGAAATGATGTATCAGGTATTTCATCTCTCAAAACTTTCCTTCACGGTCAGTTTCATACGAAAGATTTGGGACCATTGAAATATTTTTGGGTATTGAAGTGATGAGAAACAAGAAAGACATTTATTTATCTCAATGAAAATATGTACTTGATTTATTATCTGAGACAGGAAAGCTAGTAGCCAAACCAAGTAGTACTCCGATGATACCGAATCAACAATTTGCTAAAGAAGGAGAATTATGTAAAGATTCTGAGAGATATAGGACCAGTTGGGAAGTTGAACTATCTAACAGTGACTCGACCAGATATTGCTTATTCTGTAAGTGTTGTTAGTCAGTTCATGTCTTCTCCTACGGTGGATCATTGGGCTGCAGTAGAACATATCCTTTGTTATCTGAAAGCTGCTCCTGGACGTGGGATCTTATATAAAGATCATGCACATATGTTTTTCTGATGCTGATTGGGCTTGATTTCGAGAGGATAGGAGATCGACCTCTGGATATTGTGTCTTTGTGGGTGGAAACTTGGTATCATGGAAGAGTAAGAAACAAAATGTTGTTTCTCGTTCGAGTGCTGAGTCAGAATATAGGGCTATGACACATTCTGTGTGCGAGATAGTATGGATACAACAACTATTTTCTGAGATAGGCTTCAATATTACAGTGCCAACTAAACTATGGTGTGATAATCAAGCTGCACTCCACATTGCATCTAATCTGGTCTTTCATGAACGAACTAAACATATTGAGGTGGATTGTCACTTCATTCGTGAGAAGATCCAAGAAGGGTTGGTGTCCACAGGATATGTGAAGACTGAAGAACAATTGGGGGATATTCTTACTAAAGCTGTAAATGGAGCGAGGATAAGCTATCTGTGCAACAAGTTGTGCATGATTGACATATTTGCTCCAGCTTGAGGATGAGTGTTATGATATATGTTTATATTTATATTATACATGTCCATTAATGTAATTTTACATAGGGTCTATGATTTCTATGTACTCTATATATATTTGTAACTTTACTCTTATTCTCAATAAGAAGAAATATTATTCTCCAAATTATCGAGTACAGTTTATTCCCCGATTTTTCCTCAATTATCGACGAAATTTTCTCTTTCAAATTAGGTTGCACAATCTCTAAATTGACAATGTTTTCGTCGTTTTTATTCCCATAAGCAATTTCTTCTTCTTTGCGGTTTATCCCAAGTTTTCTGCATGGATTTCAACATCACCTCCCTTCTCATTAGAGTGGGGTGTCCCTTAATAATAATTCATTCGCCTCCTATACCGATCGTTAGGGTCAAATTCTTCCAATCAACTTCTGTCACAATTTATGTTTGCAACCACTGCATGCCTAGGATCAATTCGACTCCTCCTCGTTCCAATAGTAAGAAATCTTCTTTTATGGTGATACCTTCCAAGGTCACCACTGCATTCTTGCAAATTCCTTTGCCGCGAATTGCCATTCTCGTTCCCATGATCACGCCCTAAGAAGCACAGACACTGACATGCGATACATGACACGACATGTTATAATTTTTTTATTTTTTTAAAATAACATATGTGATAATTCTTGTAGATAAATTACTCATGTGTTAGAACATAACAATACTTCTTTAAAACATAAATAAAGAGTACATTAGTTGTTTGAGTTCATTAAAAAGTTCCAAACTACAATACAAATAGAAAATCCTAAATAGAAATCACACTTGCATCCAAAACAAAATGTAAAAACTAAAGTAGAAGCTTAGAACAACATCCTCAAACTTCCATGACATCTTCATCCTCACAATTCTTATCCTCATTTCCACTAGGACCACTACCATCATTAGTGAAATTACCACCTCTAAATTTGGCTCATCTAATGGCAAATCGGCCACTTTAAGCATCCCAACATCTTCATAAGAATCAAAAGAATATCCAGCAATATTCCATAATTTTGTCTCGCCTAGTGAATATTTTGGATTTCTTCTTAACAAAAGACGCAAATTATTAAAAAGATGCAAATTACTATGAACATATACCAGATCATCTGCACATTGAGGTATCAACTTGTTTTGCCTAATTGAATTAATAAAAGAGTATGTGCTCCAATTCCTTTCACAACATGAAGATGAGGAAGGTTGACCAAGTAGCTTAAAAGCAATTGATTGAAGCATTGGTGCATAAACACCATGCATACCCCACCAATCATATGGATCCTCATTATACCTGGCCGTTATAGAATCAATATCATTAAAATCTTTTCCCATAGTTGAAAATCTAGCAAACTTCAAGGTCACTTCGGCCCGATCTTCTACATTAAGAAAATATCTTTTGAAGCATTTCATTCTCTCACGAGTTACTTCAATGTCCTTATGTGGAGGTACACGATTAGGATCTTCCTGAAGCCATTGTTCACTATAGTACCTAATTGCAAGTTAACAAATTTTGGTCTATCAATTTTAGAAACTATAAGACAACTAAAGAATGGTTATAATAGGAAGATGTAATTATTATAAAGTACCTTGGGTTCAAAGAATGAGCCAAACAATGAAGTGGAGTATTACTTTTGTTCTAACGATCAATGAAAATATTATGAACATCATAAAATGAAGAGTCTGCATTTCCATGTTTGCCTTCATGCCTATAGATTGCAATCTTCACTTTTTCAATCATACTATCCCACATGCCATAAACCAGATGAAAGGTAGATGCATCTGTAGCATAAATCCAAATCATGTCGTATATAGGTTTAGTGAAGGAAAGGATGTAATCAATTTTATCCCACCAAATATCATCCAAGATCAATCCTTTCACATATCTTGCTTTTTCCACGTCATCCTCTCGATAGCACGTCAATTTGTCACTAATAACCATAGCTTGCAACCCACCTTTAATAAGCTTGAATCTTTTAAGCATTATAATGTTTGATGCAAATCGTGTTTCTGCCACGGAAAGTAATTTCAAAGATACGAACTCATTAGAAATAGCAAGCCTCATTGAATGATTCATTATGAAATTCTTCACTACCATCACATCACTAGTGATATCAGAAATCCAACTACATTCCCCATAAACAAGCGCATTATTTTCAACATTTTTCGTTGCACATATATTCTTCAAGGCAAGATTAAGAATATGTACTACACATGACGTCCATACAATTGTGGGAAACTGTGACTCAATAAGCTGACTTGCACCTTTGTAGTTAGGAGCATTATCCGTAATTACTTGAATCACATTATGAGGGCCAACTTCATTAATCACATCCTTAAGCAAATTTGAAATAAAATACTTATCTTTGACCTCACCTGAGCAATCAACTGCTTTAAAAAACATTGGTTTGCCATCTGAAATCGCCACAAAATTTATGAGAGATCTCATTTGTGAGTCACTCCAACCATCACTCACAATACTGACCCCCTTTCCCTTCCATGTATCTTTAATGGATTGTAACAATCTTTCGATATTTGCCTTTTCCCTATGAAGAAGAGTTGTTCTCAACAAATTATATCGAGGAGGCAAATATCCAGACAATAAATTATTTGCAGAATAAGTGTATGAGTTTACGTAGTATGGATTTCTGGCTAAATGAAAAGGCAATTCTGAAGAATAAAACATCTGTGCAATAAGTGAATGCAATTGGTCTCTTGAAACCATATTAAATGATCTTTCTATTGCACTTGGAGCTGTTTTTCTTTTCTTTTGCTCAAAGGTAGAATGAGATGATTGTTTACTCCCACTAAACCCACTATAAATTGTAAACGGAGGTGGTAAAGGAACGTTTTTAGGAGTCTTTCTAGCCATTCAATCTTTTGCCTCATCTTCTAATTTTTGCATCTCGGCCAAAGCTTGAGGGGTAACTTTATTACATGCTCCAACACCATAACCACTTAAACCTAGTAATTGTGCTTTGACCCTTGTATAAGAACTTTTTTTTACGCAATGACAAAAGTTACATTGCCAAGAAATGATTCCACCTCCTTCCTTCAATCTTTGATTCTTGGTCACATATTACCAAAGTGGTTTCGACTCATCTTCAACACTAGAGGATGTCAATGTACTCGCTGCTGAAGGAACTTTGGATGATTGACTACTATTGGTAGATGTCGACTGAGGAGGAAGATGCCATCTAATATAAAAATAGAATGAATTGTCATTAAATAAATGTGACCAGCCTCACACCATATATGTACAGTGTACAATGCACACATTCCACATTAAATAATCGGAATAAAAAACCAGTTGCGTTGAATTTGATACACAAAAAAGAAAAAAAAGGAAAAACCTTTAAACCGAGAACCAAAATGGAGGGGAGTGCGGTTGGTCTAACGAAGTTACCATTTCCGGTGTCGTTTGATCGGAGAGGGTGAGCAGCGGTCTCTGGCGTCGTCTGAACGTGAAGATTGGAGAGGTATGGAGTAAAGGGACTGGAGGGCCCTAGGGTTTGTCTTTGTCTTTTACGAAAGGGGCTGATTCTTTTTTTAAAAATTTTTAATGATATTAAAAAATATTAAAATATTCAAAGTGTCCCTCTAGCGCGTGTCATAATAAAAAAAATTGACACGTAAAATTGCGTGTCTAACACGTGTTAGTGTCGGAGATGTGTCCGACACCGACACCCTCTCCAAAAAAGAGTGTCCGTGCTTCGTAGATCACGCCATAGTTCGTTGTATCCGTTAGCGATAGCTTCAATTTTTCCACTACACGGGGCGTTATGAAGTTGTGGGTGGCCCCACAGTCAACTAGAACCACCGCCTTCTCCGTCTCGATCTTCCTTCTTACCTTCAAGGTGCCTTGGTTAGAGATTCCCACCACGGTATTGAGAGATAACTCTGCCACTTTCATAACTTCCTACTCCGTCGGTAAGGAAACATCACCCATTTCGTCCTCTTCTCTCCGCATTTCGTCGTCCACCACAAGTAATCGCAACTCCTTGCTCTTGCAACAGGCAGTGTATTTTTTGTCACATCGAGAACACAAACATTTTGCTCTTCTTGCTTGTAACTCGGTATACGAGAGACGTTTAATAGGAACGTCTTTCCACACAGGGTAATAGGTGTTTGGCAGAGTATTGAACAGATGGGTACCGCCTCAATGGCCTTGACTGGTGTGACGTTTTAAGTTTCTTGGGCCGTGTTGATGGGCTGGAATGGTTGGTAAGGTTTAATGGTCTTGGTTTGGCCCAATCGATTTTTAGTTGTTGTTCTTTTATCTTCTACCCTCTGGGCTGCTTGGATTATCTAGCCCAAACCCACCGGTTCATAACACACCACTTCCGCCTTAATCTCTGGGTCTTGCCCATTTAGGAAAGTGCTCCCGAGTACCTCGTCAGATAGGTGAGGCAACGGTGCTGACAGGGCCTTAAATCGCTCACAAAAGTCGGCTATATTGGACTCTTGCTTGACCACTAAAAAACGAGCACAGAGAGTTCCCTCTTGTGTTGGCCGTAATCTATCTAGCAGTCAATACTTTAGGTCCTTCCAATCCTCGAAGGGTGGCGGCTGTCTGCCCATCTATACCAATGTAAGACTGCACCGAAGAAACTAATTGATGTCACCGTCACCTTTTCAGAATCCGAGAGTTGATGAATTCTGAAATACCTCTCCGCTCGGAACAACCATGAGTCGGGCTGATTGCCTTCAAACACAGGCATGTCGACCTTCTTGAACTTGCTTCGATCGGTGTATCCTTCATCTGTTTTTGTGCGTTGGCCACCTCCTTTGCGGTTCTCCGTATGAAGAATCTCCAATACCTTCAGGGTGCTTTCGCTTTGGGGTGTTGTTCTGTCATCCGTGCTCTGAGTGAAAATTCCTCGAGATAGAGAAGAGATGGCTCTGCGAGTCTCTTCGGCTGCACTTCTCTGGTCTTCAAAATTGTGGAACATCAACTCTGTACTCTTCTGATTTTCTGACGTCACCTTCCGTTGCTCTTCCATTTGTTGTATCATCAGATTAACCTTATCTGTAAGTTCCTCAATGGTCACTTCCGTTTCCTTTTGAACATCGTTTACGATCTGGTCGGAATCTTTCGGTCGCTCTTCTTGTTTCTTCGTCGACATATTCCTAAGCTAAACCAGAACGAACGCTCTGATACCAAATGTGAAAGCTCTCCACTGAGAGGGAGGAACTCTCCATCAACAGTGTGATTAACACATCCAAAAAGCTTAAGGCTCAAAACATTACAAAAGTACATATATATGACCCACGTCACCCAACCACCACTTAACCCTGGTTAGGTGAATTACCCAAACTGCCCCTCCTAACATAAGTATGTATTATTTGTGGTCTAACAAAGAACTTTCTCACTCTTCTTTGATTGCACCTTTTTGAATTCCAGAGTTCACAATAACCTTTGGATTTACCTCATGCGCAACCACCTTCTCCGGCTCTGGTGAAGCAGATTTCAGCTTCTGAAGTTTCAACTAGTTGAATTTTTGACTGGATAAATGGATTTCTGGTGTACTGTCCACGCATCCTTGCTTGTAGAAGAAACTCAAACTCGAATCACATTCAACCCCTTCATCCTTCAAAACTTGATTTAATCTAACAGCATCCATCGGATTTGAAAAATCATAAACAAATAAATCTCCTATGATTTTACTGGGTGGATTGATTGATGAAATATCAGCGAAGGTCAAGAAAATATTACCTTTTTTCTCATCATTGATTTCAAGTGTTGCCGGAATGAACTCACAAAGATTCTCTTTCTACCCAACATACCTTTCTTAGGTTCTTAAATTCCGTTAACTGAAGTTAATATTACATCTTTTTCTTTGCCTGTTTACATAATGATATGCCATGTCCTTCCTGATAAAATTGTTTTTGTCCATTTGACTTCTTGTTTCTTTGTTTCTTTAAAGAGGCAGTTCAACTTTGGTGTTGATATATTAGGAATCTTCATTTGTTTGGGTTCATAATAAAGATATGTTGCAAAATTCATTCCTTAGGCTACTCATCCTCGATTTGTTGAAGAAAACTTGGAGAAGAACAAACACTTTTACACACGAATAGAGAAGCTTGCTGAAAAACACCTATGCTCTCCTGCTCAGCTTGCCCTTGCATGGGTTCTCGAGCAAGGCGATGATGTTGTTCCAATTCCAGGTGACTAGTAACTTTATAAAGTTTTAATTTGATCCAGAACTTTAAATTATGATATTATGTCGTCCATCTCATCAACAACTAAATGATGATGTGACATGTTTACCGAACAAATTTTAGCTGATTTGATTGGATGCGGTAGTTTAATGGTGGAAATGAATAGAATGATAAAATTAAATGACACACATCTACTATTGGTATATCACATGTCAAATCAGCTAACATTTGTGCAACAACGACATGTATCATCATTTAATTAACTTTGTTAAACACATGGACTGCATAAAATCATAGCTCCAAATTTGAGGATGCAGTTGTTCAAACTTTTTTAGATTGAAGAACTAAATAGCAAAGTTCAATGTTAATTACCAAACTTATAACAAAAGAACAAGGCTGGATTGTTTTTCATAAACGTAGCACTTTGATCTATCTTTTACTAGCTGCATTAATAAACTCCCAAGAGATGGAAACATCATGCAGAGGCAGAACCTCTCTTTTTATGACTTCTTTCCTTTTATGTCCCAAGGCACAACCAAGATAAAGAATTTGGATCAGAACATTGGTTCGTTGACAGTTAGGCTCAACAAAGACGACCTGAACGAAATTTCTGAGGCCGTACCCGAAAGTGAGGTGGCTGGAAATAGAACTTATGATAGCATGGCTCATGCAACATGGAAATATGCTATCACTCCAAAAGTGAATGACATTTCAACCTAA ATGGGAATCACTTTTTTTGATACAGCCGATGTATATGGACCCCACTCCAATGAAACCCTGGTTGGAAAGGCACTGAAACGGTTACCAAGAGAAAAGGTTCAGATTGCCACTAAGTTTGGAATTACAAGGATTGGAAGTTCAATGACAGTGAATGGAACCCCAGAGTATGTGCGGTCATGTTGTGAGGCTAGCTTGAAACGACTTGATATAGATTACATTGATCTCTATTATCAACATCGCACTGATACATCTACACCTATAGAAGAAACTATGAGTGAACTGAAAAAACTCGTGGAGGAGGGAAAGATCAAATATATAGGTCTATCTGAAGCTAGCCCAGACACCATAAAGAGGGCACATGCAGTTCATCCTATTACAGCTCTACAGATGGAGTGGTCCATCTGGACGCGTGACATCGAGGAGGAGATTGCTACTCATCCTCGATTTGTTGAAGAAAACTTGGAGAAGAACAAACACTTTTACACACGAATAGAGAAGCTTGCTGAAAAACACCTATGCTCTCCTGCTCAGCTTGCCCTTGCATGGGTTCTCGAGCAAGGCGATGATGTTGTTCCAATTCCAGGCACAACCAAGATAAAGAATTTGGATCAGAACATTGGTTCGTTGACAGTTAGGCTCAACAAAGACGACCTGAACGAAATTTCTGAGGCCGTACCCGAAAGTGAGGTGGCTGGAAATAGAACTTATGATAGCATGGCTCATGCAACATGGAAATATGCTATCACTCCAAAAGTGAATGACATTTCAACCTAA ATGGGAATCACTTTTTTTGATACAGCCGATGTATATGGACCCCACTCCAATGAAACCCTGGTTGGAAAGGCACTGAAACGGTTACCAAGAGAAAAGGTTCAGATTGCCACTAAGTTTGGAATTACAAGGATTGGAAGTTCAATGACAGTGAATGGAACCCCAGAGTATGTGCGGTCATGTTGTGAGGCTAGCTTGAAACGACTTGATATAGATTACATTGATCTCTATTATCAACATCGCACTGATACATCTACACCTATAGAAGAAACTATGAGTGAACTGAAAAAACTCGTGGAGGAGGGAAAGATCAAATATATAGGTCTATCTGAAGCTAGCCCAGACACCATAAAGAGGGCACATGCAGTTCATCCTATTACAGCTCTACAGATGGAGTGGTCCATCTGGACGCGTGACATCGAGGAGGAGATTGCTACTCATCCTCGATTTGTTGAAGAAAACTTGGAGAAGAACAAACACTTTTACACACGAATAGAGAAGCTTGCTGAAAAACACCTATGCTCTCCTGCTCAGCTTGCCCTTGCATGGGTTCTCGAGCAAGGCGATGATGTTGTTCCAATTCCAGGCACAACCAAGATAAAGAATTTGGATCAGAACATTGGTTCGTTGACAGTTAGGCTCAACAAAGACGACCTGAACGAAATTTCTGAGGCCGTACCCGAAAGTGAGGTGGCTGGAAATAGAACTTATGATAGCATGGCTCATGCAACATGGAAATATGCTATCACTCCAAAAGTGAATGACATTTCAACCTAA MGITFFDTADVYGPHSNETLVGKALKRLPREKVQIATKFGITRIGSSMTVNGTPEYVRSCCEASLKRLDIDYIDLYYQHRTDTSTPIEETMSELKKLVEEGKIKYIGLSEASPDTIKRAHAVHPITALQMEWSIWTRDIEEEIATHPRFVEENLEKNKHFYTRIEKLAEKHLCSPAQLALAWVLEQGDDVVPIPGTTKIKNLDQNIGSLTVRLNKDDLNEISEAVPESEVAGNRTYDSMAHATWKYAITPKVNDIST Homology
BLAST of PI0009643 vs. ExPASy Swiss-Prot
Match: C6TBN2 (Probable aldo-keto reductase 1 OS=Glycine max OX=3847 GN=AKR1 PE=2 SV=1) HSP 1 Score: 369.8 bits (948), Expect = 2.5e-101 Identity = 189/295 (64.07%), Postives = 219/295 (74.24%), Query Frame = 0
BLAST of PI0009643 vs. ExPASy Swiss-Prot
Match: Q3L181 (Perakine reductase OS=Rauvolfia serpentina OX=4060 GN=PR PE=1 SV=1) HSP 1 Score: 349.7 bits (896), Expect = 2.7e-95 Identity = 178/288 (61.81%), Postives = 211/288 (73.26%), Query Frame = 0
BLAST of PI0009643 vs. ExPASy Swiss-Prot
Match: Q93ZN2 (Probable aldo-keto reductase 4 OS=Arabidopsis thaliana OX=3702 GN=At1g60710 PE=2 SV=1) HSP 1 Score: 289.3 bits (739), Expect = 4.4e-77 Identity = 156/290 (53.79%), Postives = 189/290 (65.17%), Query Frame = 0
BLAST of PI0009643 vs. ExPASy Swiss-Prot
Match: Q7XT99 (Probable aldo-keto reductase 2 OS=Oryza sativa subsp. japonica OX=39947 GN=Os04g0338000 PE=2 SV=2) HSP 1 Score: 286.6 bits (732), Expect = 2.8e-76 Identity = 144/290 (49.66%), Postives = 188/290 (64.83%), Query Frame = 0
BLAST of PI0009643 vs. ExPASy Swiss-Prot
Match: A2XRZ0 (Probable aldo-keto reductase 2 OS=Oryza sativa subsp. indica OX=39946 GN=OsI_15387 PE=3 SV=1) HSP 1 Score: 286.2 bits (731), Expect = 3.7e-76 Identity = 144/290 (49.66%), Postives = 188/290 (64.83%), Query Frame = 0
BLAST of PI0009643 vs. ExPASy TrEMBL
Match: A0A5A7VMY6 (Putative aldo-keto reductase 1 OS=Cucumis melo var. makuwa OX=1194695 GN=E6C27_scaffold38G002270 PE=4 SV=1) HSP 1 Score: 485.7 bits (1249), Expect = 1.2e-133 Identity = 248/293 (84.64%), Postives = 252/293 (86.01%), Query Frame = 0
BLAST of PI0009643 vs. ExPASy TrEMBL
Match: A0A1S3CBJ1 (probable aldo-keto reductase 1 OS=Cucumis melo OX=3656 GN=LOC103499096 PE=4 SV=1) HSP 1 Score: 485.7 bits (1249), Expect = 1.2e-133 Identity = 248/293 (84.64%), Postives = 252/293 (86.01%), Query Frame = 0
BLAST of PI0009643 vs. ExPASy TrEMBL
Match: A0A5D3DQZ4 (Putative aldo-keto reductase 1 OS=Cucumis melo var. makuwa OX=1194695 GN=E5676_scaffold1567G00070 PE=4 SV=1) HSP 1 Score: 480.3 bits (1235), Expect = 4.9e-132 Identity = 248/307 (80.78%), Postives = 252/307 (82.08%), Query Frame = 0
BLAST of PI0009643 vs. ExPASy TrEMBL
Match: A0A6J1CN72 (probable aldo-keto reductase 1 isoform X3 OS=Momordica charantia OX=3673 GN=LOC111013031 PE=4 SV=1) HSP 1 Score: 459.1 bits (1180), Expect = 1.2e-125 Identity = 232/294 (78.91%), Postives = 246/294 (83.67%), Query Frame = 0
BLAST of PI0009643 vs. ExPASy TrEMBL
Match: A0A6J1CP12 (probable aldo-keto reductase 1 isoform X1 OS=Momordica charantia OX=3673 GN=LOC111013031 PE=4 SV=1) HSP 1 Score: 459.1 bits (1180), Expect = 1.2e-125 Identity = 232/294 (78.91%), Postives = 246/294 (83.67%), Query Frame = 0
BLAST of PI0009643 vs. NCBI nr
Match: XP_008460212.1 (PREDICTED: probable aldo-keto reductase 1 [Cucumis melo] >KAA0067155.1 putative aldo-keto reductase 1 [Cucumis melo var. makuwa]) HSP 1 Score: 485.7 bits (1249), Expect = 2.4e-133 Identity = 248/293 (84.64%), Postives = 252/293 (86.01%), Query Frame = 0
BLAST of PI0009643 vs. NCBI nr
Match: XP_011655093.1 (probable aldo-keto reductase 1 [Cucumis sativus] >XP_011655094.1 probable aldo-keto reductase 1 [Cucumis sativus] >XP_031742270.1 probable aldo-keto reductase 1 [Cucumis sativus] >XP_031742273.1 probable aldo-keto reductase 1 [Cucumis sativus] >XP_031742274.1 probable aldo-keto reductase 1 [Cucumis sativus] >XP_031742275.1 probable aldo-keto reductase 1 [Cucumis sativus] >KGN50491.2 hypothetical protein Csa_018844 [Cucumis sativus]) HSP 1 Score: 482.6 bits (1241), Expect = 2.1e-132 Identity = 245/293 (83.62%), Postives = 248/293 (84.64%), Query Frame = 0
BLAST of PI0009643 vs. NCBI nr
Match: TYK26004.1 (putative aldo-keto reductase 1 [Cucumis melo var. makuwa]) HSP 1 Score: 480.3 bits (1235), Expect = 1.0e-131 Identity = 248/307 (80.78%), Postives = 252/307 (82.08%), Query Frame = 0
BLAST of PI0009643 vs. NCBI nr
Match: XP_038877221.1 (probable aldo-keto reductase 1 [Benincasa hispida]) HSP 1 Score: 471.1 bits (1211), Expect = 6.2e-129 Identity = 243/294 (82.65%), Postives = 246/294 (83.67%), Query Frame = 0
BLAST of PI0009643 vs. NCBI nr
Match: XP_022143047.1 (probable aldo-keto reductase 1 isoform X2 [Momordica charantia]) HSP 1 Score: 459.1 bits (1180), Expect = 2.4e-125 Identity = 232/294 (78.91%), Postives = 246/294 (83.67%), Query Frame = 0
BLAST of PI0009643 vs. TAIR 10
Match: AT1G60710.1 (NAD(P)-linked oxidoreductase superfamily protein ) HSP 1 Score: 289.3 bits (739), Expect = 3.1e-78 Identity = 156/290 (53.79%), Postives = 189/290 (65.17%), Query Frame = 0
BLAST of PI0009643 vs. TAIR 10
Match: AT1G60680.1 (NAD(P)-linked oxidoreductase superfamily protein ) HSP 1 Score: 285.4 bits (729), Expect = 4.5e-77 Identity = 153/291 (52.58%), Postives = 192/291 (65.98%), Query Frame = 0
BLAST of PI0009643 vs. TAIR 10
Match: AT1G60750.1 (NAD(P)-linked oxidoreductase superfamily protein ) HSP 1 Score: 285.4 bits (729), Expect = 4.5e-77 Identity = 149/274 (54.38%), Postives = 191/274 (69.71%), Query Frame = 0
BLAST of PI0009643 vs. TAIR 10
Match: AT1G60690.1 (NAD(P)-linked oxidoreductase superfamily protein ) HSP 1 Score: 285.0 bits (728), Expect = 5.8e-77 Identity = 148/290 (51.03%), Postives = 189/290 (65.17%), Query Frame = 0
BLAST of PI0009643 vs. TAIR 10
Match: AT1G60730.1 (NAD(P)-linked oxidoreductase superfamily protein ) HSP 1 Score: 278.9 bits (712), Expect = 4.2e-75 Identity = 145/290 (50.00%), Postives = 188/290 (64.83%), Query Frame = 0
The following BLAST results are available for this feature:
InterPro
Analysis Name: InterPro Annotations of Melon (PI 482460) v1
Date Performed: 2021-10-25
Relationships
The following mRNA feature(s) are a part of this gene:
GO Annotation
GO Assignments
This gene is annotated with the following GO terms.
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