ATGTTCAGCGTGGTCAAGGACGCCTACGAGCTGCGCCGCATCCTCATCTACGCCCCCGATGAGCCGCCGGAGGACCCCGACCGGGCGCTGGCGGACCTGTACCGCGTCCCCTGCAGGCCCGTCGCGAGCGAGGAGACGATCCTGCTGCTCGAGATGCTCGGCGTGATCCGCCGCGGGGCGCACCGGCCCGACGGGAGCCCGCCGCGCGTCGTCTCCTCCGCCACGCCgagcagatcgtgtgcgagcggtggacgaggaccccggggtgagcgcgaggaagcgcgccaccgcgtctttgccctccgctgcaagcgcatcgaggacgtcgagtggtacgcgcccatcgcgtccctcgcgcaggcggcgtacggctcctcgcgggacgtccctcgctgcgggccgagatcaggcgcaaagcaccccgacctcggggccgactcgccttttcgcttcgaggcacggaccgacgtcgtcgggcgggcccgcttcgccctcctcaccaaggcgcgcgcccgcctcccgcctcccgacgcgcccgggcgccggctgatcgatattgtgaccgcccgcgccggggggtcagacgctgacgctgtacgccgggctgaacgccgaggtcgagggcgaggcgacgcgcggggcggcgcgcaagtgggcttcatcagcctcgccggcgccgagaggatcctccagggcctgccgcgcttcggacgagctcctcgtgccgttccgccgccagcgcctcgcctcgagggcgccgacgccgccgagatcgaggccgcgccgctgcccctcgcccccgcccgccgcatcgccatctttacgaagcgcgagtggctcacggaccagcacatcgccaactgcctctcgatcgtgctggcgcgggccagcgcggcgccccgcgaggggcgcgtcatcctctgcccgtctcgggcgggctcgtgcgcgcgggtcggagcgaacctggagcgcggggggccactggacgctcctcgtatctccggcgacctgcgccgcacccgctactttgacagcctgggcgcgcgcccggacccgtcgctggagcgggcggcgaaaaaggcctttccgaactttgagttcgaggtcgagacgcagctgcggctgcaggccgatgggtaccagtgcggcatctgggtcctctactttgcggagagcgtggtgagcgaggcgctcctcggctttccctgggacgacgagctgcgcaccggcgccctccactacctgcgcaccaagtcgccctcgtacgaggagagaaaggcgatcaacgggcgcttcatcgcgggaaagagggagcactttcggagcctgctcgagtcggcgctcgtcggcgacgtctacctcttctgcgaggccgacgtcgccgatccggagcgcgtgacgctcccgccgccggccgccgcgggcgaggccgccgccgccgccgccgccgccgccgagggaggccccgccggcggcggacggggggccgctggtcatctcctcgtcctcttcctcgtcgtcctcgtcgcgcagctggaaaaggagaagcgggaggagcgcaagtggcggccgcggggcgagaactgggtcgagtacgagcaggtcctgggcgcccggctcgccgccctcgagcagtacgagggcgcgaagacggactacgagcgggcccaggccctccgcgaggcctgcctcctcggcttcctcgccgtcacgccggcccgcgtcgggatcatccgccgcctgcgcgtggggtga