#NEXUS BEGIN DATA; DIMENSIONS NTAX=43 NCHAR=663; FORMAT DATATYPE=DNA MISSING=N GAP=-; MATRIX GAL2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACTCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA MAL1 TTCGGATCACTCCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GER3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGACTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GER4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGGGACCCA AST3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAAATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SMA4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCCTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA AST1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SE5 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GAL4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GER1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GER2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SMA1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SE1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SE2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SE3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SE4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SMA2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA SMA3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GAL1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA MAL3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTCTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA MAL4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTCTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA MAL2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGACTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTCTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA GAL3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGGTGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAACGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATGCTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGACCCA C1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA C2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA MCB3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA MCB4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA C4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA C3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAACCCTCTTCTTACCCAACCTCCTTGGAGACCCA CR1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCGTATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTTATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA CR3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCGTATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTTATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA CR4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MCB1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MCB2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MJL2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATGTCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTCGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MJL1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA SIN1 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA SIN2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA SIN3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA SIN4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MJL3 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA MJL4 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTAATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTAATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTTTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTGACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA CR2 TTCGGATCACTTCTAGGTCTATGCCTCATCATTCAAACTCTTACAGGGCTCTTCTTAGCTATACACTATACTGCAGATGTCTCCTCCGCATTCTCATCTGTTGCCCACATCCACCGAGATGTCCAACACGGATGGCTTATTCGTAATTTACATGCCAACGGTGCATCCATATTCTTTTTCTGTATTTACCTACACATCGGACGCGGGTTATATTATGGCTCCTACACCTACACCGAAACCTGAAATATTGGGGTTATTCTTCTTCTAATAGTAATAGCCACAGCTTTCATAGGCTACGTACTACCCTGAGGACAGATATCCTTCTGAGGAGCCACCGTGATCACCAACCTCCTCTCCGCAATACCCTATGTAGGCACCACCCTCGTTGAATGAATCTGAGGGGGCTTCGCAATCGATAATGCAACCCTTACCCGATTTTTTACCATCCACTTTCTACTACCCTTTGTTATCATAGGCATCTCCATGGTCCACCTTCTCTTTCTTCACGAAACAGGATCAAACAATCCAACGGGCCTTAACTCCAACACAGATAAAATTCCATTCCACCCCTATTTTTCTTACAAGGACCTTCTTGGTGCTCTAATAATACTAACATGCCTCCTATCCCTAGCCCTCTTCTTACCCAACCTCCTTGGAGATCCA ; END;