>test1
CGGCCAGGTGTGT-GGGACTGAAGTTCTTGGAGAAGGGAGTCCAACTCTT
CAAGGTGAACTATGACCACTTT-ACTCTGGGTTTTCGTGACTCTGAGGGT
CATCACTGCAGCTGTCACTGTAGAA-ACTTCAGACCATGACAACTCGCTG
AGTGTCAGCATCCCCCAACCGTCCCCGCTGAGGGTCCTCCTGGGGACCTC
CCTCACCATCCCC
>test2
CGGCCAGGTGTGTTGGGACTGAAGTTCTTGGAGTAGGGAGTCCAACTCTT
GAAGGTGAACTATGACCACTTT-ACTCTGGGTTTTCGTGACTCTGAGGGT
AATCACTGCAGCTGTCTCTGTTGAA-ACTTCTGACCATGACAACTCGCTG
AGTGTCAGCATCCCCCAAGCGTCCCCGCTGAGGGTCCTCCTCGGGACCTC
CCTCACCATCCCC
>test3
CGGCCAGGTATGTTGGGAGTGAAGTCCTTGGAGTAGGGAGTCCAACTCTT
CAAGGTGAACTATGACCACTTT-ACTCTGGGTTTTCGTGATTCTGAGGGT
CATCACTGCAGCTGTCTCTGTAGAATACTTCTGTCCATGACAACTCGCTG
AGTGTCAGCATACGC-AAGCGTCCCCGCTGAGGATCCTCCAGGGGACCTC
CCTCACCATCGCC
>test4
CGGCCAGGTGTGTTGCGCGTGAAGTCCTTGGAGTAGGGAGTCCAACTCGT
CAAGGTGAACTATGACCACTTTCACTCTGGGTTTTCGTGATTCAGAGGGT
CATCACTGCAGCTGTCTCTGTAGAA-GCTTCTAACCATGACAACTCGCTG
AGTGTCAGCATAAAC-AAGCGTCCCCGCTGAGGGTCCTCCAGACGACCAC
CCTCACCATCCCC
>test5
CGGCCAGGTGTGTTGCGCGTGAAGTCCTTGGAGTAGGGAGACCAACTCGT
CAAGGTGAACTATGACCACTTTGACTCTGGGTTTTCGTGATTCAGAGGGT
GATCACTGCGGCTGTCACTGTAGAA-GCTTCTAACCATGACAACTCGCTG
AGTGTCAGCATAAAC-AAGCGTCCCCGCTGAAGGTCCTCCAGACGACCAC
CCTCACCATCCCC