>Ghy07-01f1-a03
GCACGAGGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC
>Ghy07-01f1-a09
GAGGGTAATTGCATTAACCCTCACTCAGGACCCTTTAATCCCCCTTATTGCAAGAATCCGGCACGAGGTGGCTGTGAGACCACACTTAGATACTTTCCCCCTATATATATATATATATA
>Ghy07-01f1-b11
GCACGAGGCCTCGTGCCGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATAGATATAGAGAGAGA
>Ghy07-01f1-e11
GCCGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGTCCCC
>Ghy07-01f1-f02
TGACCCTGATTCTCAATTCCCCGG
>Ghy07-01f1-f04
C
>Ghy07-01f1-f05
CC
>Ghy07-01f1-h05
CGGCACGAGGCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
>Ghy07-02f1-a01
CCCCT
>Ghy07-02f1-a02
TGCTTACAT
>Ghy07-02f1-a03
GTCGC
>Ghy07-02f1-a10
ACTCCTCGTAGTGCTTTGACTAATATTGGCGTTGTGATGTAATCACTAACCTTCTGATGACAGGAGGGGGGTGATAATCTCTTATGACGACCTC
>Ghy07-02f1-b01
ATGATGG
>Ghy07-02f1-b03
TGTTGCTCTCTCTCATATCTTTCACATGTTACAAACCTCGAAATTCCATCTGTTATTGATTTTATTGTATGCCCTCTACTGAGTGTATTACTGAATCGTCCTTCTCCATCAAAACTCATCCCTGTTCTT
>Ghy07-02f1-b07
GCACGAGG
>Ghy07-02f1-b11
GCACGAG
>Ghy07-02f1-c04
GCACGAGGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
>Ghy07-02f1-c06
CCTAA
>Ghy07-02f1-c10
GCACGAG
>Ghy07-02f1-c12
GCACGAG
>Ghy07-02f1-d07
GCACGAGGAAGAATAGTGCCCCCTTGATCCAAGTTTTTGTAGTTTATGACTCCGTTAGGAAGTGTAAGAACGTTATTTTTGATCGTTTGGATCACCTTCATGGTTGGTTCTTATATGCACTAGTTTGGTATTTCGTTGCAAAAAAAAAAAAAAAAAAAA
>Ghy07-02f1-d10
GA
>Ghy07-02f1-d11
ATTACAG
>Ghy07-02f1-d12
AAA
>Ghy07-02f1-e12
GCACGAGG
>Ghy07-02f1-f03
GATTTATACCCC
>Ghy07-02f1-f06
GCACGAGGGACAGAACTAACCCCCAGGACCCTGTCGGTGCTCCCCACACCGAATTCCCACCCCAT
>Ghy07-02f1-f10
GGATGGCTCT
>Ghy07-02f1-f11
CGCCTCAATT
>Ghy07-02f1-f12
CA
>Ghy07-02f1-g01
GCACGAGGGTACAGTCAAGAGGCGACGGTGAGGAGGCTGTTCTTGGACGAAAATTACTTGAATGGGT
>Ghy07-02f1-g02
GAATAGCC
>Ghy07-02f1-g03
GCACGAGGGAGAGACATTCACATACTTTCATCAATCCTTGCTTTACCGATTTC
>Ghy07-02f1-g09
CAAT
>Ghy07-02f1-g10
TGATCTG
>Ghy07-02f1-g11
GAA
>Ghy07-02f1-g12
TGT
>Ghy07-02f1-h01
CTGT
>Ghy07-02f1-h02
GCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGCGAGA
>Ghy07-02f1-h03
AGGTTGGACACAGAGTAACTACTCTTGGGGTAACGAGGATGTCCCCCCAAAGACGCGCATCTTGGATGT
>Ghy07-02f1-h04
CC
>Ghy07-02f1-h05
CGTAGA
>Ghy07-02f1-h06
GG
>Ghy07-02f1-h09
GCGA
>Ghy07-02f1-h11
GCACGAGG
>Ghy07-03f1-a01
GG
>Ghy07-03f1-b02
TGACCACG
>Ghy07-03f1-d03
GCACGAGGCGAAACTACGCCGATTCGACTCACCC
>Ghy07-03f1-d05
TT
>Ghy07-03f1-d11
CCTTAGGAAGGAGACGACACCGTGAAATGGGCTGCTTGAATATCA
>Ghy07-03f1-e06
GCACGAGG
>Ghy07-03f1-f07
GCACGAGGGATCTTGATTATGTACCCGAAGGAAGAACAATTTTCTTTCATTTCTTTCTTTGGATTTGGGTGTTATTAAAATGAAATATTAAAGAAATTCAATTGTTNTTTGAAAAAAAAAAAAAAAAAAA
>Ghy07-03f1-h01
GGGGGG
>Ghy07-04f1-a01
GCACGAGG
>Ghy07-04f1-a06
GCACGAGGTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCACTCGCGCACGAGAGGGAGTGTGCGAGAGAGAGAGAGAGAGAGAGTGAGTGTGTGTATCTATAAAAAAAAAAAAAAAAAAAA
>Ghy07-04f1-a07
AAAA
>Ghy07-04f1-b11
GCACGAGGAAGTTATATTTGATATTCAAATAATGATATTATATAAAAATTTTAATGTACAAAAAAAAAAAAAAAAAAAA
>Ghy07-04f1-c06
GCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGACGCACGAGCAT
>Ghy07-04f1-c11
GCACGAGGGTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTAAAAAAACCCCCGGAAATTTTTTTTTCAACCCGCGGGGAAACCCCCCCCAAAGAAATAAAAAAAAAAAA
>Ghy07-04f1-d01
TTCCTGAA
>Ghy07-04f1-e11
TCATTACCAG
>Ghy07-05f1-a02
GCACGAGGATTGGAAGTGGTTAGATATTTTTGTTTTATAAAATATGTTTTTGGTTTAATCGATAATTTAGATTCCGTAAAAAAAAAAAAAAAAAA
>Ghy07-05f1-a06
GCACGAG
>Ghy07-05f1-a10
GCACGAG
>Ghy07-05f1-b06
GCACGAGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
>Ghy07-05f1-c04
GCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
>Ghy07-05f1-c05
GCACGAG
>Ghy07-05f1-c06
CT
>Ghy07-05f1-c09
CCC
>Ghy07-05f1-c10
GCACGAGG
>Ghy07-05f1-c11
CCCCCC
>Ghy07-05f1-c12
GT
>Ghy07-05f1-d02
GCACGAG
>Ghy07-05f1-g01
AATTTTT
>Ghy07-05f1-h09
GCACGAGGCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
>Ghy07-05f1-h11
TACGCTCCATTCAAATAACACAGAGAATTAGTGAAAACAAAAGCTATCAAATTACCCGAAAAACATCCTCGTTGCATCGCACTATGGGAATGAATTA
>Ghy07-06f1-b01
CCTTTGAGTGAGGGTTATTGC
>Ghy07-06f1-b02
AAAAAAAA
>Ghy07-06f1-b03
CAC
>Ghy07-06f1-b04
CCC
>Ghy07-06f1-b05
CGTGG
>Ghy07-06f1-b06
CCC
>Ghy07-06f1-b10
TAAGTCTTTTTAAGAGTTTGAGATATTTGTTCTTCACTTTGGTTCTCAAT
>Ghy07-06f1-c01
GCACGAGGG
>Ghy07-06f1-c05
GCACGAGGGT
>Ghy07-06f1-c12
A
>Ghy07-06f1-d06
GCACGAGGGCTCATGACAACCACCGAT
>Ghy07-06f1-d08
GCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGA
>Ghy07-06f1-f02
C
>Ghy07-06f1-f03
AACA
>Ghy07-06f1-f04
CCCGGGC
>Ghy07-06f1-f05
C
>Ghy07-06f1-f06
A
>Ghy07-06f1-f07
GATGTTCTATTTTGTTATGACTTAGAGCTTGCGGAACGTTTTAGACCTGAGAATCAAGGTGGGCGAAATGAAGCACAGCCTTCTTCATGGCTATTATCAGTTCCTAACCTCTACCTTTGTCATTTTTCTCATTCATTTGATG
>Ghy07-06f1-g06
GACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATAGACACAGAGAGA
>Ghy07-06f1-h01
TTACAATTCACT
>Ghy07-06f1-h04
AAAAA
>Ghy07-06f1-h05
ATAGTAGTCCC
>Ghy07-06f1-h09
GCGAAGAATGGGCAAAAACTCCCTCAGATCATCACTGGCAGGCTTCCACACCTGCTACACAGCCCCCAT
>Ghy07-06f1-h10
TCCC
>Ghy07-06f1-h11
TTACAAT
>Ghy07-07f1-b02
CGGCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGA
>Ghy07-07f1-c06
CCC
>Ghy07-07f1-c11
TTTT
>Ghy07-07f1-c12
GCG
>Ghy07-07f1-d07
TTTTTTTTTTTTTAAAAAAAAAAAAA
>Ghy07-07f1-e03
GCACGAG
>Ghy07-07f1-f06
GCACGAGGTAGCGTTTGAGCACTTCTGTGTCCATGCCGCTAGCAAAACAGTGGTGAATGAACTTCAACGCAACCTAGGGCTCAGTGACGAAAACGTCGAGCCGTCACGAGCCACACTGCACCGCTTCGGAAAC
>Ghy07-07f1-g07
AAAAAAA
>Ghy07-07f1-h01
CACGGCGTGCAATGACGCTGATTAAAAATCCGTGACCCCCGCAGAGATG
>Ghy07-07f1-h02
C
>Ghy07-07f1-h05
TTACTC
>Ghy07-08f1-a08
GCACGAGGGCT
>Ghy07-08f1-b12
GCACGAGGCTGTCGTCACCTGTGCG
>Ghy07-08f1-c03
CCC
>Ghy07-08f1-c05
GACTATTCCTACTAAATCCTTATTTTTAAGGTGCTGTTATTACCACTTTATTTTCAATTCTAGATGCAGGTTGAGAACCGACCCAAAAGTTCGCTAAGATTGCCTCACAAAGTCTCTCCTGATTCCTTTC
>Ghy07-08f1-c06
GGACGGACGAACCCTTGCAGATTACAACATACAAAAGGAATCAACACTCCACCTGGCTCTCCGTCTTCCTGGTGGTATGCAGATCT
>Ghy07-08f1-c10
CCC
>Ghy07-08f1-c11
TCATGCCGGCCGTATACTACACACTGGTCGCCTCTTGCATGGATTATATTAA
>Ghy07-08f1-c12
ATTCCACATTGGAAAAT
>Ghy07-08f1-d01
GCACGAGGGCTCC
>Ghy07-08f1-d03
GCACGAGGCTCTCTCTCTCTCTCTGCTCTCTCTCTCTCTCTCTCTCTC
>Ghy07-08f1-e08
GCACGAGGGGACTATCTATGTC
>Ghy07-08f1-g04
GCACGAGGGCTGCT
>Ghy07-08f1-h01
GCCCGA
>Ghy07-08f1-h02
AAA
>Ghy07-08f1-h05
TTACA
>Ghy07-08f1-h06
TGTGCCTCATAAGTC
>Ghy07-08f1-h08
ACAACT
>Ghy07-08f1-h09
CTCTGTGCTTGTTCTTTGCCTGTGT
>Ghy07-08f1-h10
TCCTT
>Ghy07-08f1-h11
CCG
>Ghy07-08f1-h12
GCGAAACATGTGCCTCCAAAGT
>Ghy07-09f1-a06
GCACGAGGCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTAGAGGGGGGGC
>Ghy07-09f1-a08
TCAATGGATTCCTAAAACTCAAACGCTATTGACCCGCCTCTTGACCCGATGCATCAAAACGGGTCGCAACATTATTACCCGCTCATGTTTCCAGCCTACATCTCACCACTCGTACCTGTCGCGTCCATTTTTTGGCCCGGGTCCGGGC
>Ghy07-09f1-a10
ATCATCATGTATGCCCTTCTTTTCTAGGGTTTCTGTC
>Ghy07-09f1-a11
GCACGAGGCCTCGTGCCGAGNAAAAAAAAGAATAAAAAAAAAAAAAAAAAAAA
>Ghy07-09f1-b03
GCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATAGACTCAGAGAGAG
>Ghy07-09f1-b06
A
>Ghy07-09f1-b07
CACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGA
>Ghy07-09f1-b09
A
>Ghy07-09f1-b11
CCCGCG
>Ghy07-09f1-b12
G
>Ghy07-09f1-c01
C
>Ghy07-09f1-c02
AAAAA
>Ghy07-09f1-c04
T
>Ghy07-09f1-c05
GG
>Ghy07-09f1-c06
G
>Ghy07-09f1-c07
GGGGGG
>Ghy07-09f1-c08
TGC
>Ghy07-09f1-c09
TTA
>Ghy07-09f1-c10
T
>Ghy07-09f1-c11
T
>Ghy07-09f1-c12
CC
>Ghy07-09f1-d09
CCC
>Ghy07-09f1-d11
T
>Ghy07-09f1-f06
ATA
>Ghy07-09f1-g03
ATTACATTCCACCTTTTGCTGCTCGA
>Ghy07-09f1-g04
AGCCACGGCCGCCGCCTCCGGCCATGGATGATGT
>Ghy07-09f1-g09
T
>Ghy07-10f1-b03
C
>Ghy07-10f1-b05
A
>Ghy07-10f1-b09
CG
>Ghy07-10f1-b10
GCG
>Ghy07-10f1-b11
CT
>Ghy07-10f1-b12
ATG
>Ghy07-10f1-c01
GG
>Ghy07-10f1-c02
GGGG
>Ghy07-10f1-c03
GCTTCCCCTGGA
>Ghy07-10f1-c04
TG
>Ghy07-10f1-c05
A
>Ghy07-10f1-c06
TTT
>Ghy07-10f1-c07
GACACC
>Ghy07-10f1-c08
CC
>Ghy07-10f1-c09
GG
>Ghy07-10f1-c10
TT
>Ghy07-10f1-c11
CTCC
>Ghy07-10f1-c12
CGGGTC
>Ghy07-10f1-f03
C
>Ghy07-10f1-f04
AGAG
>Ghy07-10f1-f05
C
>Ghy07-10f1-f06
GC
>Ghy07-10f1-f07
GCACGAG
>Ghy07-10f1-f09
GGG
>Ghy07-10f1-f10
CACGAG
>Ghy07-10f1-f12
CCCC
>Ghy07-10f1-g03
TG
>Ghy07-10f1-g10
GCACGAGGGGAACCATATAAGACAGTATGTGTTGTGTACGGAATTTACATAAATGAGGGTATCGTATCTCTTTTGTGACCCAAAAAAAAAAAAAAAAAAA
>Ghy07-10f1-g12
GCT
>Ghy07-10f1-h01
GCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
>Ghy07-10f1-h02
TGGGCGTCTTTTTACAACATCGTCTATATATAGAGAGATATAT
>Ghy07-10f1-h03
GCACGAGGCTCCCC
>Ghy07-11f1-b01
AT
>Ghy07-11f1-b02
T
>Ghy07-11f1-b03
TTT
>Ghy07-11f1-b06
GCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAG
>Ghy07-11f1-b08
C
>Ghy07-11f1-b10
CGAGGGACTTCTTGATAGTTCCTCAAGAAGGAAGGCTGTGGATCACTACCGAGTGTGGAAAATACAAGTGTCTCCCGGTGAAGTAGTAATCTTGCCTCAAGGATTC
>Ghy07-11f1-b11
T
>Ghy07-11f1-b12
CAA
>Ghy07-11f1-c01
CATCATTGAT
>Ghy07-11f1-c02
CGGATT
>Ghy07-11f1-c03
G
>Ghy07-11f1-c04
GTG
>Ghy07-11f1-c05
GT
>Ghy07-11f1-c06
A
>Ghy07-11f1-c07
AAA
>Ghy07-11f1-c08
CCCC
>Ghy07-11f1-c09
TC
>Ghy07-11f1-c10
CT
>Ghy07-11f1-c11
GA
>Ghy07-11f1-c12
AAT
>Ghy07-11f1-d03
CCGGGCTGCAGGAATTCGGCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGACAGAGAGAGACACACACACAGAGTCCCCCCC
>Ghy07-11f1-e12
GCACGAGGCCTCGTCCGATTCGCTTTACGTGATCCGTCACAAGAGGATCCTCGTGAGGTTGCAGCTGCAAAAGCAGATTTAAATTATATAGGTTTGGAC
>Ghy07-11f1-f05
GCACGAGGCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCT
>Ghy07-11f1-f06
GCACGAGGAATCAACATGAATACCCACTTGGGTG
>Ghy07-11f1-f09
TC
>Ghy07-11f1-g01
AAAAAAGTTATTGTGCTTAATGCTGCTTT
>Ghy07-11f1-g09
C
>Ghy07-11f1-g11
CTTC
>Ghy07-11f1-h01
TCCCC
>Ghy07-11f1-h12
GCACGAGGGACCCATCAACCAGTGCCACCTGTTCGTTCTTTTCAGCGGGCTCCTGTTCCGAACCAGGGTCAACCCTACCTCCAACCCTCTGG
>Ghy07-12f1-a03
GCACGAGGCCTCGTGC
>Ghy07-12f1-b01
ACATCAAGGAATCTTTCGCAAAGAACACCTTGCACCTTATTGGATTGATGA
>Ghy07-12f1-b03
GGG
>Ghy07-12f1-b04
TTTTC
>Ghy07-12f1-b07
CCCC
>Ghy07-12f1-b09
GG
>Ghy07-12f1-b12
GGGGG
>Ghy07-12f1-c01
TT
>Ghy07-12f1-c02
CCCC
>Ghy07-12f1-c04
CG
>Ghy07-12f1-c05
GG
>Ghy07-12f1-c06
CCCCC
>Ghy07-12f1-c08
AATT
>Ghy07-12f1-c09
CG
>Ghy07-12f1-c10
GG
>Ghy07-12f1-c11
C
>Ghy07-12f1-c12
T
>Ghy07-12f1-d03
TCC
>Ghy07-12f1-d05
AAA
>Ghy07-12f1-d09
CC
>Ghy07-12f1-e05
TATCATAAAATGAAGGTAGAACTCTCTCTTGATATGTAGAATTGAGGAAGCCATCAATCTGTGTCATTCGATGGTACAAATTATCTACCAAAAACTGAAGAGTGTCCTAAACTTGACAACGTTTATGGACACTTTCTTGAA
>Ghy07-12f1-f07
TC
>Ghy07-12f1-f08
CCC
>Ghy07-12f1-f10
CAACAA
>Ghy07-12f1-f12
GCAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGA
>Ghy07-12f1-g01
GGG
>Ghy07-12f1-g02
GC
>Ghy07-12f1-g04
TGTGT
>Ghy07-12f1-g05
CGCGAC
>Ghy07-12f1-g07
GGTGT
>Ghy07-12f1-g08
GCACGAGGCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTCTC
>Ghy07-12f1-g10
G
>Ghy07-12f1-g11
CCCCA
>Ghy07-12f1-h11
CGTATG
>Ghy07-13f1-b01
GGGGG
>Ghy07-13f1-c01
TAT
>Ghy07-13f1-c02
ACGAGGAGCCACCATTGTCCAACCCAGATGCGCACCCACTTCCCTATGATGTGTTCAGTGTGGGTCCGTTTGCGTTCCAACCATCT
>Ghy07-13f1-c03
G
>Ghy07-13f1-c04
GGGGGGGGGGG
>Ghy07-13f1-c05
AGAA
>Ghy07-13f1-c06
TTTT
>Ghy07-13f1-c09
G
>Ghy07-13f1-c10
CA
>Ghy07-13f1-c11
AACTCATAGCCTGTATCGAGCTAGGCTTAGGATTCCATCATTCTCCAGAGTTAGATCACCGCCTATTCGACTACTTTACCGGCGCTAGGCTTCTATTACGCCATCAACCAGCCATATCACGATACGATCTCGAAGCCGTCGTCCAT
>Ghy07-13f1-c12
CACA
>Ghy07-13f1-e02
CACGAGGAT
>Ghy07-13f1-e03
AGA
>Ghy07-13f1-f01
GCACGAGGGCAGAATCGGCAACGGTGTACGGTGATTGGTACAGCAAAATCGGCGACAGTGCGTCTGAATA
>Ghy07-13f1-f07
GCACGAGGGAGAACTAGTCTCGAGACTTTTTGTTCTTTTTTTTTTTTTTCCTTTTTTTTTTTAAGCTCAAAA
>Ghy07-13f1-g07
CCCCCC
>Ghy07-13f1-h07
GAGGGAC
>Ghy07-14f1-b11
GCACGAGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATAGAGAGAGAGAGAGCGATCCCCCTCTCCC
>Ghy07-14f1-c01
GCACGAGGGTTTGACTTTGACCCGTCCGAGAGCCCGAAACCCGTGAAACCGCTTGTGACTGTTGAGAATTGTACGGAAAAAGGTTATACGGTTGTGAATTTATGGTGTCCCCAT
>Ghy07-14f1-c02
GGGGGGGG
>Ghy07-14f1-c03
TTT
>Ghy07-14f1-c04
CCA
>Ghy07-14f1-c05
GGGGG
>Ghy07-14f1-c06
AAA
>Ghy07-14f1-c07
CGAGGGTTTGAATAT
>Ghy07-14f1-c08
CTGCAGGTTGCCTGCGGACGGCCCTAAAGATTAGGCTTTTGAATATCAACATATATCTGCCTCTTGCTGAGCAGTTGCTTGACACTTGTGGCAAGACTCCTCCCCCT
>Ghy07-14f1-c09
GAA
>Ghy07-14f1-c10
GGGGG
>Ghy07-14f1-c11
AAAGA
>Ghy07-14f1-c12
CCC
>Ghy07-14f1-d09
GCACGAGGGAGAGAACTAGTCTCGAGATGTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTCAAGAAAAAAA
>Ghy07-14f1-d12
GCACGAGGGAAACCTTCACCATACATTCAAAAATGGCCTCTTCTCCTACGAAGAAACCTCTCTTATAATCTTACATGTTTTTTTTCCTGAAAGAAATCAAATGAGATCCGAAGGCCATGTTAATATT
>Ghy07-14f1-e08
GCACGAG
>Ghy07-14f1-f01
GCACGAGGAGACATACAGACAGAGAGAGAGAGAGACAGAGAGAGAGAGA
>Ghy07-14f1-f05
GAAACA
>Ghy07-14f1-f06
CACGAGGG
>Ghy07-14f1-g09
AAAA
>Ghy07-14f1-h01
CCAACGAGGCCTAT
>Ghy07-14f1-h02
CAAACGACGCGGGTCTTAAATATAAAGCAATGTGCCCTTAGTCTGGCTCTATTCATGCATAAACAGCCTATTGAGGGTCTTTGAGTAATACAATACAGGAACTTGGGTTGGTGACCAAAAAAAAAAAAAAAAAAAA
>Ghy07-15f1-a04
GCACGAGGGAGAGAGAGAGAACTAGTCTCGGTTTTTTTTTTTTTTTTTTGCGAAGGTCCTTTACAAAAAACAAATCCAAATAACTTTGGCAAAAAAAAAAAAA
>Ghy07-15f1-a11
GCACGAGGGAAAGGTCAAAAATGGCTTCTTCAAGGCACAGTCGTTGGTTGAGACCTGAGGTTTATCCTTTGTTCGCTGCCGTCGGCGTCGCCGTCGGAATCTGTGGGCTGCAATTGATTCGGAACCTCAGTAGCAATCCTGAAG
>Ghy07-15f1-b07
GCACGAGGATCATCCATCTCGTTGGTTTCAGTTGTGCAGGCTAGAAATAATGCAAGAATCATGATCTCTGGCTCTTTACATCTGTTCAGCAACAAATTCTTCAAATC
>Ghy07-15f1-b08
ACGAG
>Ghy07-15f1-b09
GACGAGGGAGGGTCATGAAAAGTCCTGACCCATTAGAGGAGCAGCGTCGGAAGGAACTGCAACAAGCTGAATTTGGGACGGGTGGT
>Ghy07-15f1-b11
AG
>Ghy07-15f1-b12
T
>Ghy07-15f1-c01
TGGGT
>Ghy07-15f1-c02
GGGGGG
>Ghy07-15f1-c04
CCCGGG
>Ghy07-15f1-c05
CCC
>Ghy07-15f1-c06
GGTTCA
>Ghy07-15f1-c07
TGATCCATTACTCGTGTCTCCTGCTACCTACCTATTATCCTCTTCTCTTAGGATGCGTGCGTTCTATATGTCCCTTATCGTCGCTTGTACTTGCTCTAT
>Ghy07-15f1-c08
CACTTCTTCTTCTTCTTC
>Ghy07-15f1-c09
CCCCCCCCC
>Ghy07-15f1-c10
TCCCAC
>Ghy07-15f1-c11
CC
>Ghy07-15f1-c12
CCCCC
>Ghy07-15f1-d12
AC
>Ghy07-15f1-e01
TTTTCC
>Ghy07-15f1-e06
AGCC
>Ghy07-15f1-e09
CGC
>Ghy07-15f1-e10
GGGAAACTCTAATCTCCGATCACATCTCCGCCAATT
>Ghy07-15f1-e11
CCCCGG
>Ghy07-15f1-f05
GCACGAGGGGTTTTTTTTTTTTTTTTTTTTTAAAAAAGGGGGTTTTTCCCCAAAAAAAAAAAAAAA
>Ghy07-15f1-f06
TCCCCCGGGGT
>Ghy07-15f1-f09
CGCACGAG
>Ghy07-15f1-h03
GCACGAGGGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGAGATGCATCATGCTCTCTCCCTCTCTCTCTCTCTC
>Ghy07-15f1-h04
GGGGGGGG
>Ghy07-15f1-h07
GCACGAGGGTCTCGAGTTTTTTTTTTTTTTTTTTTTTTTAAACCCTTTAAACAACCTTACCCAAAAAAAACACCCCGGGGCCCCGGATTTAAACGACCTAAAAATTTTTTTTCCCCCCCCAAAAAAAAAAAAAAAAAAA
>Ghy07-16f1-c03
AAAAAAAA
>Ghy07-16f1-c04
GTGT
>Ghy07-16f1-c05
CCCCCCC
>Ghy07-16f1-c06
CCCC
>Ghy07-16f1-c07
TAG
>Ghy07-16f1-c09
AG
>Ghy07-16f1-c11
CCCCGG
>Ghy07-16f1-c12
TGGGGG
>Ghy07-16f1-d01
GAGGACTAATGCTTCTTTT
>Ghy07-16f1-e08
GCACGAGGTAGAATTGTTGTAACGCACTATTTGTTTGGATTTTAAAAAGTTAGAGCGAAATACCTGTTTTAAAAAAAAAAAAAAAAAAA
>Ghy07-16f1-h01
AATCTGGAACACCAAATTCCAGCT
>Ghy07-16f1-h03
CTATC