#NEXUS BEGIN DATA; DIMENSIONS NTAX=83 NCHAR=663; FORMAT DATATYPE=DNA GAP=- MISSING=?; MATRIX AST1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA AST3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAAATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA BEJ1 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA BEJ10 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA BEJ2 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA BEJ3 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA BEJ4 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA BEJ5 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA BEJ6 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCGGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA BEJ7 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA BEJ8 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA BEJ9 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCCTCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCACCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA C1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA C2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA C3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA C4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA CR1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCGTATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTTATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA CR2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTGATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTCTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTAACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA CR3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCGTATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTTATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA CR4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA GAL1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GAL2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACTCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GAL3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GAL4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GER1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GER2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GER3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGACTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GER4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGGGACCCA GUA1 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUA10 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUA2 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAGACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUA3 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUA4 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUA5 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUA6 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUA7 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUA8 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUA9 TTCGGATCACTCTTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTTTGTATTTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTCATCCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAACACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTTACATGCCTCCTATCCCTAGCCCTCTTCTTGCCTAACCTCCTTGGGGACCCA GUP1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA GUP10 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTTTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA GUP2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTTTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTGATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA GUP3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA GUP4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA GUP5 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTTTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA GUP6 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTTTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA GUP7 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA GUP8 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA GUP9 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTTTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA MAL1 TTCGGATCACTCCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA MAL2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTCTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA MAL3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTCTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA MAL4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTCTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA MCB1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MCB2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MCB3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA MCB4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA MJL2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATGTCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTCGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MJL3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MJL4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MJL1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA SE1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SE2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SE3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SE4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SE5 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SIN1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA SIN2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA SIN3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA SIN4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA SMA1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SMA2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SMA3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SMA4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCCTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA TOL1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA TOL10 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA TOL2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA TOL3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA TOL4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA TOL5 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA TOL6 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA TOL7 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA TOL8 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA TOL9 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTCGCCCACATCCACCGAGATGTCCAACATGGATGACTAATTCGTAATTTACATGCCAATGGTGCATCCATATTCTTTTTTTGTATCTACCTACACATCGGACGCGGATTATATTATGGCTCATACACCTACACCGAAACCTGAAATATTGGAGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATTTGGGGGGGCTTCGCAATCGATAACGCAACCCTCACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATTATAGGCATCTCCATAGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAACCCAACAGGCCTTAACTCTAATACAGATAAAATTCCATTCCACCCTTATTTTTCTTACAAGGACCTTCTTGGTGCTCTACTTATACTCACATGCCTCCTATTCCTAGCCCTCTTCTTGCCTAACCTCCTTGGAGACCCA ; END; BEGIN ASSUMPTIONS; EXSET * UNTITLED = ; END; BEGIN CODONS; CODONPOSSET * CodonPositions = N:, 1: 1-661\3, 2: 2-662\3, 3: 3-663\3; CODESET * UNTITLED = Universal: all ; END; BEGIN SETS; END;