>hg38
ATGCCTGGGAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCA------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLmusEve1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTCGGTCGGGAACC
>HLmusNig1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTTCGGTCGGGAACC
>HLmusPutFur2
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTCGGTCGGGAACC
>HLmusFur2
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTCGGTCGGGAACC
>HLmusLut1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTCGGTCGGGAACC
>HLmusNiv1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTCGGTCGGGAACC
>HLmusNiva2A
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTCGGTCGGGAACC
>HLmusErm1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLmusStr1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGAGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLneoVis2
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCA------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLneoViso3A
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCA------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLlonCan1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATGCAACTCAGGAAATTTGGAGACAAGCTGAATTTCCGGCAGAAACTTCTGAATCTGATATGCAAACTCTTCCGGTCGGGAACC
>enhLutKen1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAATTTCTGAATCTGCTCTCCAAACTCTTCCGGTCGGGAACC
>enhLutNer1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAATTTCTGAATCTGCTCTCCAAACTCTTCCGGTCGGGAACC
>HLlutLut1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAATTTCTGAATCTGATCTCCAAACTCTTCCGGTCGGGAACC
>HLaonCin1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGACCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAATTTCTGAATCTGATCTCCAAACTCTTCCGGTCGGGAACC
>HLpteBra2
ATGCCTGGGAAGAAGGCGCGTAAGAGCGTGCAGCCG------AGCCCAGCGCGGGCCCCG------GCAGATCCCGAAATG------GAGTGTGCCATTCAACTCAGGAAGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTACGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLpekPenn1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCTG------AGCCCCGCGCGGGCCCCG------GCAGATCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLmarMart2
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLmarMat1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLmarZib1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLmarFoi1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGTCG------AGCCCCGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLmarFlv1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTCGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLgulGulLus2
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLeirBar1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLmelCap1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLmeeMel1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATGCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLtaxTax1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGACCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLbasSum1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCTGCTCGGGCCCCG------GCAGAGCCGGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLbasAst1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCTGCTCGGGCCCCG------GCAGAGCCGGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLproLot1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLnasNar1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGCCGGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGTCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLpotFla1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGACGGAAGTG------GAGTGTGCCATTCAACTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLailFul2
ATGCCTGGGAAGAAGGCGCGTAAGAGCTCGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTACTGAATCTGATATCCAAACTATTCCGGTCAGGAACC
>HLspiGra1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAACCCGAAGTG------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLspiInt1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAACCCGAAGTG------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGGTCGGGAACC
>HLpusHisSai1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLpusHisBot1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLpusSib1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhalGry2
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhalGry1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhalGryp3A
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLphoVit1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLphoLar1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLeriBar1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLneoSch2
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>neoSch1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLlepWed2
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhydLept1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmirAng2
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmirLeo1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGACCGAAGTG------GAGTGTGCCATTCAACTCAGGAGGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLcalUrs1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCTG------GCAGAGACCGAAGTG------GAATGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLzalCali2
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCTG------GCAGAGACCGAAGTG------GAATGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLzalCal1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCTG------GCAGAGACCGAAGTG------GAATGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLeumJub1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCTG------GCAGAGACCGAAGTG------GAATGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLarcGaz2
ATGNN-NNNNNNNNNNNNNNNNNNNNNNNNNNN-NN------NNNNNNNN---NNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLarcAus1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCTG------GCAGAGACCGAAGTG------GAATGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLarcTow1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCTG------GCAGAGACCGAAGTG------GAATGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLotaByr1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCGGGCCCTG------GCAGAGACCGAAGTG------GAATGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLodoRos1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCTGGCCCTG------GCAGAGACCGAAGTG------GAATGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>odoRosDiv1
ATGCCTGGGAGGAAGGCGCGTAGGAGCGTGCAGCCG------AGCCCTGCGCTGGCCCTG------GCAGAGACCGAAGTG------GAATGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhelMal1
ATGCCTGGGAAGAAAGCGCGTAAGAGCGCGCAGGCG------AGCCCTGCGCGGACCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLursThi1
ATGCCTGGGAAGAAAGCGCGTAAGAGCGCGCAGGCG------AGCCCTGCGCGGACCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLursAme3
ATGCCTGGGAAGAAAGCGCGTAAGAGCGCGCAGGCG------AGCCCTGCGCGGACCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLursArc2
ATGCCTGGGAAGAAAGCGCGTAAGAGCGCGCAGGCG------AGCCCTGCGCGGACCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLursMar2
ATGCCTGGGAAGAAAGCGCGTAAGAGCGCGCAGGCG------AGCCCTGCGCGGACCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLtreOrn2
ATGCCTGGGAAGAAAGCGCGTAAGAGCGCGCAGGCG------AGCCCTGCGCGGACCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATTCAGCTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLailMel3
ATGCCTGGGAAGAAAGCGCGTAAGAGCGCGCAGGCG------AGTCCTGCGCGGACCCCG------GCAGAGCCCGAAGTG------GAGTGCGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLotoMeg2
ATGCCCGGCAGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCGCGCGGGCCCCC------GCAGAGCTCGAAATG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLchrBra1
ATGCCCGGCAGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCA------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLspeVen1
ATGCCCGGCAGGAAGGCGCGCAAGAGCGCGCAGTCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>canFam3
ATGCCCGGCCGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>canFam6
ATGCCCGGCCGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLcanLupFam7
ATGCCCGGCCGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>canFam4
ATGCCCGGCCGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>canFam5
ATGCCCGGCCGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLcanLupDin2
ATGCCCGGCCGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLcanLupBai8A
ATGCCCGGCCGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLcanLup8
ATGCCCGGCCGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLcanLat1
ATGCCCGGCCGGAAGGCGCGCAAGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLlycPic3
ATGCCCGGCAGGAAGGCGCGCAAGAGCGCGCAGCCG------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLlycPict4A
ATGCCCGGCAGGAAGGCGCGCAAGAGCGCGCAGCCG------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLvulCor1
ATGCCCGGCAGGAAGGCGCGCAAGGGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GGAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLvulFer1
ATGCCCGGCAGGAAGGCGCGCAAGGGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GGAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLvulVul3
ATGCCCGGCAGGAAGGCGCGCAAGGGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GGAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLvulVul2
ATGCCCGGCAGGAAGGCGCGCAAGGGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GGAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLvulLag2
ATGCCCGGCAGGAAGGCGCGCAAGGGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GGAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAGTTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLuroCin1
ATGCCCGGCAGGAAGGCGCGCAGGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLuroLitCat1
ATGCCCGGCAGGAAGGCGCGCAGGAGCGCGCAGCCC------GGCCCCACGCGGGCCCCC------GAAGAGCTCGAAGTG------GAGTGTGCCATTCAGCTCAGGAAATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGTTATCCAAACTCTTCCGCTCAGGAACC
>HLlynRuf1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTGGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLlynCan1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLlynCana2
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLaciJub2
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLaciJub3
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpumYag1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpriBen2
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpriIri1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpriViv3
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLfelCha1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>felCat9
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLfelNig2
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLotoMan1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLcarCaa1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCC------AGCCCCGCGCGGGCCCCG------GCAGAGNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLleoTig1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGCGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpanPar2
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpanLeo2
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpanOnc2
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpanOnc1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpanOnca3A
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpanUnc1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpanTig3
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLneoNeb2
ATGCCTGGGAAGAGGACGCGTAAGAGTGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLneoDia1
ATGCCTGGGAAGAGGACGCGTAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLurvAur1
ATGCCCGGGAAGAAGGCGCGCAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAGGTG------GAATGTGCCATGCAGCTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATAGCCAAACTCTTCCGCTCTGGAACC
>HLmunMug1
ATGCCCGGGAAGAAGGCGCGCAAGAGCGCGCAGCCG------AGCCCTGCGCGGGCCCCG------GCAGAGCCCGAGGTG------GAATGTGCCATGCAGCTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATAGTCAAACTCTTCCGCTCCGGAACC
>HLhelPar1
ATGCCCGGGAAGAAGGCACGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAGGTG------GAATGTGCCATGCAGCTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATAGCCAAACTCTTCCGCTCCGGAACC
>HLsurSur2
ATGCCCGGGAAGAAGGCGCGCAAGAGCGCGCAGCCA------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAGGTG------GAATGTGCCATGCAGCTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATAGCCAAACTCTTCCGCTCGGGAACC
>HLcryFer2
ATGCCTGGGAAGAAGGCGCGCAAGGGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCTTGCAGCTCCGGAGACTTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATAGCCAAACTCTTCCGCTCCGGAACC
>HLhyaHya1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATAGCCAAACTCTTCCGCTCGGGAACC
>HLcroCro2
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATAGCCAAACTCTTCCGCTCGGGAACC
>HLproCriCri1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAGCCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATAGCCAAACTCTTCCGCTCGGGAACC
>HLparHer1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGGCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATGCAACTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLpagLar1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGGCG------AGCCCCGCGCGGGCCCCG------GCAGAGCCCGAAGTG------GAGTGTGCCATGCAACTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLmanJav3
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTTCGCGGGCCCCG------GCAGAGCTTGCAGTT------GAGTGTGCCATTCAGCTCAGAAGGATTGGAGACAAACTGAATTTCCGGCAGAAACTTTTGAATCTGATATCCAAACTCTTCCGCTTGGGAACC
>HLmanPen4
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTTCGCGGGCCCCG------GCAGAGCTTGCAGTT------GAGTGTGCCATTCAGCTCAGAAGGATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGGATCTGATATCCAAACTCTTCCGCTTGGGAACC
>HLsmuGig1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTTCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAGCTCAGAAGAGTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAACCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLphaTri2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCA------AGCCCTTCGCGGGCCCCA------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAGCTCAGAAGAGTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAACCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLmanTri1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTTCGCGGGCCCCA------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAGCTCAGAAGAGTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAACCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLcapHirc3
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLcapHir2
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLcapAeg1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLcapSib1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLpseNaya1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLammLer1
ATGCCTGGAAGGAGAGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLhemHyl1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLoviNivLyd1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLoviCana3
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLoviCan2
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLoviArie7
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLoviOri1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLoviAri6
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLrupRup1
ATGCCTGGGAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCTCAGGAACT
>HLoreAme1
ATGCCTGGAAGGAGGGCTCGTAGAAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAGCCAAACTCCTCCGCNNNNNNNNN
>HLoviMos1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLcapSum1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbudTax1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTTCTCCGCTCAGGAACT
>panHod1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGACGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLhipNigNig2
ATGCCTGGAAAGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGTGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLhipEqu1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGTGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLoryDam1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGAGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAACCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLoryGaz1
-----------NNNNNNNNNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLaddNas1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGAGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAACCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbeaHun1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------ACCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLdamLun1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------ACCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLconTau2
ATGCCTGGAAGGAGAGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLsaiTat1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCTGCTCAGGAACT
>HLeudTho1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLnanDam2
ATGCCTGGAAGGNNNNNNNNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLnanDamRuf3
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLlitWal2
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLantMar1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLproPrz1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGTCCCACGCGGGTCCCG------GCAGATCCTGCAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCAGCTCCGGAACT
>HLmadKir1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLcepHar1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLsylGri1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLphiMax1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLredRed1
ATGCCTGGAAGGAGGACTCGTAGGAGCACCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLkobLecLec1
ATGCCTGGAAGGAGGGCTCGTAGGAGCACCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLkobEll1
N---------------------------------------------------------------------NNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLaepMel1
ATGCCGGGAAGGAAGGCTCGTAGGAGCGCTCAGCCG------AGCCCCCCGCGGGTCCCA------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGGATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAATTCCTCCGCTCAGGAACT
>HLbubDep1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbubKer1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbubBub2
ATGCCTGGAAGGAGGGCTCGTAAGAGCTCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLsynCaf1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAAATTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbosGau1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbosFro1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbosJav1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbosInd2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbosTau10
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>bosTau9
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbisBon1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbisBisBis2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbosGru1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLbosMut2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLpseNghe1
ATGCCTGGAAGGCGGGCTCGTAAGAGCGCCCAACCG------AGCCCCACTCGGGTCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTGAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCTTCCGCTCAGGAACT
>HLtraEurIsa1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCTTCCGCTCAGGAACT
>HLtraScr1
N------------------------------------------------------------------NNAATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCTTCCGCTCAGGAACT
>HLtraStr1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCTTCCGCTCAGGAACT
>HLmosMos1
ATGCCTGGAAGGAGGGCTCGCAGGAGCGCCCAGCTG------AGCCCCGCGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLmosBer2
ATGCCTGGAAGAAGGGCTCGCAGGAGCGCCCAGCCG------AGCCCCGCGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLranTarGra2
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCA------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLodoHem1
ATGCCTGGANNNNNNNNNNNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLodoHem2
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLodoVir3
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLodoVir2
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLhydIne1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTCAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLcapCap1
ATGCCTGGAAGAAGGGCTCGTAGGAGCGCCCAACCG------AGCCCCACTCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTTAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLcapPyg1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAACCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTTAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLalcAlc1
ATGCCTGGAAAGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GAAGATCCTGAAGTT------GAGTGTGCTATTCAGCTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLprzAlb2
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLcerNip1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLcerEla2
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLcerCan1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLcerHanYar1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLelaDav1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLrucEldSia1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLdamDam1
ATGCCTGGAAGGAGGTCTCGTAGGAGCACCCAGCCG------AGCCCCACGCGGGTCTCA------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLdamDama2
ATGCCTGGAAGGAGGTCTCGTAGGAGCACCCAGCCG------AGCCCCACGCGGGTCTCA------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLaxiPor1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLmunMun1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLmunVag1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTTCTCCGCTCAGGAACT
>HLmunCri2
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLmunGon1
ATGCCTGGAAGGAGGGCTCGTAGGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATAN-NNNNNNNNNNNNNNNNNNNNNN
>HLmunRee1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCTG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLmunRee3
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLmunRee2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCTATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLgirCamRot3
ATGCCTGGAAGGAGGGCTCGGAAGAGCTCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTCTTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLgirCamAnt3
ATGCCTGGAAGGAGGGCTCGGAAGAGCTCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTCGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLgirCam2
ATGCCTGGAAGGAGGGCTCGGAAGAGCTCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTCTTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLgirTip1
ATGCCTGGAAGGAGGGCTCGGAAGAGCTCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTCTTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLokaJoh2
ATGCCTGGAAGGAGGGCTCGAAAGAGCTCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLokaJoh3
ATGCCTGGAAGGAGGGCTCGAAAGAGCTCCCAGCCG------AGCCCCACGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLantAme1
ATGCCTGGAAGGAAGGCTCGGAAGAGCGCCCAGCCG------AGCCCCCCGCGGGTCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLtraJav1
ATGCCTGGAAAGAAGGCTCGGAAGAGCGCTCAGCCG------AGCCCTACGCGGGCCCCA------GCAGGTCCTGAAGTT------GAGTGTGCCATGCAGCTGAGGAGAATTGGAGACATACTGAATTTCCGACAAAAGCTTGTGAATCTTATATCCAAATTCTTCCGTTCTGGAACC
>HLtraKan2
ATGCCTGGAAAGAAGGCTCGGAAGAGCGCTCAGCCG------AGCCCTACGCGGGCCCCA------GCAGGTCCTGAAGTT------GAGTGTGCCATGCAGCTGAGGAGAATTGGAGACATACTGAATTTCCGACAAAAGCTTGTGAATCTTATATCCAAATTCTTCCGTTCTGGAACC
>HLmesBid2A
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmesBid2B
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmesEur1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmesMir1A
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmesMir1B
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmesSte1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmesDen2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhypAmp2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATCCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLzipCav1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLsteCly1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsteLonOri1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGCGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLdelDel2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLdelDelp3
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsteAtt1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsteFro1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsteCoe1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLturTru5
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLturAdu2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsouChi1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpepEle1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLgloMel3
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpseCra2A
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLgraGris2A
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLgraGri1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsteBre1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCA------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>HLlagAus1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGATGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLcepCom1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLlagObl2
ATGCCTGGAAGGAGGGCTCGTAAGAGCTCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLorcOrc3
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLlagAlb1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAGGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLlagAcu2A
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCTCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLlagAcu1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCTCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLlagAcu2B
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCTCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmonMon2
ATGCCTGGAAGGAGGGTTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmonMon1
ATGCCTGGAAGGAGGGTTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLdelLeu4
ATGCCTGGAAGGAGGGTTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLdelLeu2
ATGCCTGGAAGGAGGGTTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLphoPho3
ATGCCTGGAAGGAGGGTTCGTAAGAGCGCTCAGCAG------AGCACGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLphoSin1
ATGCCTGGAAGGAGGGTTCGTAAGAGCGCTCAGCAG------AGCACGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLneoAsiSun2
ATGCCTGGAAGGAGGGTTCGTAAGAGCGCTCAGCAG------AGCACGACGCGGGCTCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLponBla1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLiniGeo2A
ATGCCTGGAAGGAAGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGGCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLiniGeo2B
ATGCCTGGAAGGAAGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGGCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>lipVex1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLplaMin1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLplaGan1
ATGCCTGGAAGGGGGGCTCGAAAGGGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGCC------------------------------------------------------------------------------------------------------------
>HLphyCat2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLkogBre3
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLmegNov2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLmegNova3
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalPhy4
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalPhy3
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalPhys5A
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalPhy2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalRic1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalEde1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalRic2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalBore1A
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACT
>HLbalBor1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACT
>HLbalMus2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLescRob3
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalAcu2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalBon1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAATGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLcapMar3
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLeubAus1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLeubJap1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLeubGla2
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCGGGAACC
>HLbalMys1
ATGCCTGGAAGGAGGGCTCGTAAGAGCGCTCAGCAG------AGCCCGACGCGGGCCCCG------GCAGATCCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhipAmp3
ATGCCTGGAAGGAGGGCTCGTAAGAGCTCTCAGCAG------AGCCCTACGCGGGCCCCG------GCAGATCCCGAAGTC------GAGTGTGCCATTCAGTTCAGGAGGATTGGAGACAAACTGAATTTTCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhipAmp4
ATGCCTGGAAGGAGGGCTCGTAAGAGCTCTCAGCAG------AGCCCTACGCGGGCCCCG------GCAGATCCCGAAGTC------GAGTGTGCCATTCAGTTCAGGAGGATTGGAGACAAACTGAATTTTCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhipAmphKib5A
ATGCCTGGAAGGAGGGCTCGTAAGAGCTCTCAGCAG------AGCCCTACGCGGGCCCCG------GCAGATCCCGAAGTC------GAGTGTGCCATTCAGTTCAGGAGGATTGGAGACAAACTGAATTTTCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLhexLib1
ATGCCTGGAAGGAGGGCTCGTAAGAGCTCTCAGCAG------AGCCCTACGCGGGCCCCG------GCAGATCCCGAAGTC------GAGTGTGCCATTCAGTTCAGGAGGATTGGAGACAAACTGAATTTTCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACC
>HLbabCel1
ATGCCTGGAAGGAGGTCTCGTAGGAACACTCAGACG------AACCCTACGCGGNNNCCG------CCAGATCCTGAAGTC------GAGTGTGCCATTCAGTTCAGAAGGATTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCCGCCTAGGAACC
>HLsusCeb1
ATGCCTGGAAGGAGGTCTCGTAGGAACACTCAGACG------AACCCTACGCGGNNNCCG------CCAGATCCTGAAGTC------GAGTGTGCCATTCAGTTCAGAAGGATTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCCGCCTAGGAACC
>HLsusScro12
ATGCCTGGAAGGAGGTCTCGTAGGAACACTCAGACG------AACCCTACGCGGNNNCCG------CCAGATCCTGAAGTC------GAGTGTGCCATTCAGTTCAGAAGGATTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCCGCCTAGGAACC
>susScr11
ATGCCTGGAAGGAGGTCTCGTAGGAACACTCAGACG------AACCCTACGCGGNNNCCG------CCAGATCCTGAAGTC------GAGTGTGCCATTCAGTTCAGAAGGATTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCCGCCTAGGAACC
>HLphaAfr1
ATGCCTGGAAGGAGGTCTCGTAGGAACACTCAGACG------AACCCTACGCGGNNNCCG------CCAGATCCTGAAGTC------GAGTGTGCCATTCAGTTCAGAAGGATTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCCGCCTAGGAACC
>HLcatWag1
ATGCCTGGAAGGAGGTCTCGTAGGAACACTCAGCCG------AATCCTACGCGGNNNCCG------CCAGATCCTGAAGTC------GAGTGTGTCATTCAGTTCAGAAGGATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATAGCCAAAN--NNNNNNNNNNNNNNN
>HLcamDro3A
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAGTGCGCCATTCAGCTTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLcamDro2
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAGTGCGCCATTCAGCTTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLcamDro3B
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAGTGCGCCATTCAGCTTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLcamBac1
NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLcamFer3
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAGTGCGCCATTCAGCTTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLlamGla1
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAATGCGCCATTCAGCTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLlamGlaCha1
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAATGCGCCATTCAGCTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLlamGuaCac1
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAATGCGCCATTCAGCTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLvicVicMen1
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAATGCGCCATTCAGCTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLvicPacHua3
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAATGCGCCATTCAGCTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLvicPac4
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAATGCGCCATTCAGCTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLvicPaco5
ATGCCTGGAAAGAGGGCTCGTAAGAGCGCGCAGCCG------AGCCCTACGCGGGTCCCG------GCAGATCCTGAAGCT------GAATGCGCCATTCAGCTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCAGGAACA
>HLtapTer2
ATGCCTGGAAGGAGGGCGCGTAAGTTTGGGCAGCCG------AGCCCCACGCGGGTCCCG------GCAGAGCCTGAAGTT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAAGCAAACTCTTCCGCTCGGGAACC
>HLtapTer1
ATGCCTGGAAGGAGGGCGCGTAAGTTTGGGCAGCCG------AGCCCCACGCGGGTCCCG------GCAGAGCCTGAAGTT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAAGCAAACTCTTCCGCTCGGGAACC
>HLtapInd2
ATGCCTGGAAGGAGGGCGCGTAAGTTTGGGCAGCCG------AGCCCCACGCGGGTCCCG------GCAGAGCCTGAAGTT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATCAGCAAACTCTTCCGCTCGGGAACC
>HLtapInd1
ATGCCTGGAAGGAGGGCGCGTAAGTTTGGGCAGCCG------AGCCCCACGCGGGTCCCG------GCAGAGCCTGAAGTT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATCAGCAAACTCTTCCGCTCGGGAACC
>HLtapIndi3A
ATGCCTGGAAGGAGGGCGCGTAAGTTTGGGCAGCCG------AGCCCCACGCGGGTCCCG------GCAGAGCCTGAAGTT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATCAGCAAACTCTTCCGCTCGGGAACC
>HLtapIndi3B
ATGCCTGGAAGGAGGGCGCGTAAGTTTGGGCAGCCG------AGCCCCACGCGGGTCCCG------GCAGAGCCTGAAGTT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATCAGCAAACTCTTCCGCTCGGGAACC
>HLdicSumHar2
ATGCCTGCGAGGAAGACGN---------------------------------------------------NNCTTGAAGTT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAACCAAACTCTTCCGCTCAGGAACC
>HLdicSum1
ATGCCTGCGAGGAAGACGN---------------------------------------------------NNCTTGAAGTT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAACCAAACTCTTCCGCTCAGGAACC
>HLcerSimCot2
ATGCCTGCGAGGAAGACGCGTAAGTTTGGGCAGCCG------AGCCCCACGCGGGTCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAACCAAACTCTTCCGCTCAGGAACC
>HLdicBicMin2
ATGCCTGCGAGGAAGACGCGTAAGTTTGGGCAGCCG------AGCCCCACGCGGGTCCCG------GCAGAGCTTGAAGTT------GAGTATGCCATTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAACCAAACTCTTCCGCTCAGGAACC
>HLrhiUni1
ATGCCCGCGAGGAAGACGCGTAAGTTTGGGCAGCCG------AGCCCCACGCGGGTCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCGTTCAAATCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAACCAAACTCTTCCGCTCGGGAACC
>HLequCaba4
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>equCab3
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>equPrz1
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>HLequZeb1
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>HLequQua1
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>HLequQuaBoe1
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>HLequQua2
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>HLequAsin4
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>HLequAsi3
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>HLequAsiAsi2
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>HLequKian1
ATGCCTACAAGGAAGGCGCGTAAGTCTGGGCAGCCG------AGCCCCACGCGAGCCCCG------GCAGAGCTTGAGGCT------GAGTGTGCCATTCAAATTAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTCATAGCCAAACTCTTCCGCTCAGGAACC
>HLlasBor1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCT------AGCCCTGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAGTTAAGGAGAATTGGAGACAAACTGAATTTCCTGCAGAAACTTCTGAATCTAATGTACAAACTCTTTGGCTCAGGAACC
>HLaeoCin1
ATGCCCGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTCTGAATCTAATGTACAAACTCTTTGGCTCAGGAACC
>HLpleAur1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAGATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTTCTGCAGAAACTTCTGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLpleAur2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAGATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTCTGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLcorTow1A
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAAATA------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTCTGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLcorTow1B
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAAATA------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTCTGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLcorRaf1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAAATA------GAGTGCGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTCTGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLpipAbr1
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGTCGCCT------GGCCCTGCGCGGGCCCCG------ACAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTATGAATCTAATATACAAACTCTTCGGCTCAGGAACC
>HLnycAvi1
ATGCCCGGAAAGAGGGCGCGTAAGAGCGCGCAGCCT------GGCCCTGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTATGAATCTCATGTACAAACTCTTCGGCTCAGGAACC
>HLpipKuh2
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCT------GGCCCCGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLpipPip2
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCT------GGCCCTGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLpipPip1
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCT------GGCCCTGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLpipHan1
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCT------GGCCCTGCGCGGGCCCCA------GCAGACGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLpipPyg1
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCT------GGCCCTGCGCGGGCCCCG------GCAGACGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLpipNat1B
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCT------GGCCCTGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLpipNat1A
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCT------GGCCCTGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLvesMur1
ATGCCCGGGAAGAAGGCGCGCAAGAGCGCGCAGCCT------GGCCCTGCGCGGGCGCCC------GCAGAGGCTGAAATT------GAGTGCGCCCTCCAATTGAGGAGAATCGGAGACAAACTGAGTTTCCTGCAGAAACTCCTGAATCTAATGTACAAACTCTTTGGCTCCGGAACC
>HLeptFus3
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAATTTCCAGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLeptNil3
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTGCGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAAGTGAATTTCCTGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLiaxIox1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAAGTGAATTTCCTGCAGAAACTTATGAATCTAATGTACAAACTCTTCGGCTCAGGAACC
>HLnycHum2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCTCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTCTGAATGTAATGTACAAACTCTTTGGCTCGGGAACC
>HLantPal2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCTCTTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTCTGAATGTAATGTACAAACTCTTTGGCTCGGGAACC
>HLmyoNat1A
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCTTGCAGAAACTTCTGAATCTGATGTACAAACTCTTTGGCTCAGGAACC
>HLmyoNat1B
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCTTGCAGAAACTTCTGAATCTGATGTACAAACTCTTTGGCTCAGGAACC
>HLmyoMyo6
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCTCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAATTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTCGGCTCAGGAACC
>HLmyoDau2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTCGGCTCAGGAACC
>HLmyoRic2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGGGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTCGGCTCAGGAACC
>HLmyoEma1A
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTTGGCTCAGGAACC
>HLmyoSep1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATATACAAACTCTTTGGCTCAGGAGCC
>HLmyoYum1B
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTCGGCTCAGGAACC
>HLmyoYum1A
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTCGGCTCAGGAACC
>HLmyoFin1
ATGCCTGGGAAGAAGGCGCGTAAGAACACGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAATGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTAAATCTGATGTACAAACTCTTCGGCTCAGGAACC
>HLmyoLuc1
ATGCCCGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTTGGCTCAGGAACC
>HLmyoViv1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTCGGCTCAGGAACC
>myoBra1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAACCTGATGTACAAACTCTTCGGCTCAGGAACC
>HLmyoMys2B
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTTGGCTCAGGAACC
>HLmyoMys2A
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCT------AGCCCGACGCGGGCCCCG------GCAGAGGCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTTGGCTCAGGAACC
>HLmurAurFea1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCT------AGCCCTACGCGGGCCCTG------TCAGAGGCTGAAGTT------GAGTGTGCCCTGCAAATGAGGAGAATTGGAGACAAACTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTCGGCTCAGAAACC
>HLminSch2B
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGGTCGAGGCC------GAGTGCGCCCTTCAATTGAAGAGAATTGGAGACAGACTAAGTTTCCACCAGAAACTTCTGAATCTGCTGTCTAAGCTCTACCACTCGGGAACC
>HLminSch2A
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGGTCGAGGCC------GAGTGCGCCCTTCAATTGAAGAGAATTGGAGACAGACTAAGTTTCCACCAGAAACTTCTGAATCTGCTGTCTAAGCTCTACCACTCGGGAACC
>HLminSch1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGGTCGAGGCC------GAGTGCGCCCTTCAATTGAAGAGAATTGGAGACAGACTAAGTTTCCACCAGAAACTTCTGAATCTGCTGTCTAAGCTCTACCACTCGGGAACC
>HLmopCon1
ATGCCAGGGAAGAAGGCTCGTAAGAACTCCCAACCG------AGCCCTCCGCGGGCCCTG------GGAGAGGCTGAAATA------GAGTGTGCCATGCAATTAAGAAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTCCTGAGTTTGATATGCAAGCTGTTCCACTCAGGAACC
>HLtadBra3
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCACGGGCCCCG------GGAGAGGCTGAAGTA------GAGTGCGCCATTCAATTAAGGAAAATTGGAGACAAACTGAGTTTCCGGCAGAAACTCCTGAATCTGATATCCAAACTCTTCCACTCAGGAACC
>HLmolAlv2A
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCACGGGCCCCG------GGAGAGGCTGAAGTA------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAGCTCCTGAATCTGATATACAAACTCTTCCGCTCAGGAACC
>HLmolAlv2B
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCACGGGCCCCG------GGAGAGGCTGAAGTA------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAGCTCCTGAATCTGATATACAAACTCTTCCGCTCAGGAACC
>HLmolAlv1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCACGGGCCCCG------GGAGAGGCTGAAGTA------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAGCTCCTGAATCTGATATACAAACTCTTCCGCTCAGGAACC
>HLmolMol2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCACGGGCCCCG------GGAGAGGCTGAAGTA------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTCCTGAATCTGATATACAAACTCTTCCACTCAGGAACC
>HLmolNig1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCACGGGCCCCG------GGAGAGGCTGAAGTA------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTCCTGAATCTGATATACAAACTCTTCCGCTCAGGAACC
>HLmolNig2A
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCACGGGCCCCG------GGAGAGGCTGAAGTA------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTCCTGAATCTGATATACAAACTCTTCCGCTCAGGAACC
>HLmolNig2B
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTCCACGGGCCCCG------GGAGAGGCTGAAGTA------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTCCTGAATCTGATATACAAACTCTTCCGCTCAGGAACC
>HLlepYer1
ATGCCTGGAAAGAAAGCACGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGACCGG------GCAGAGGCTGAAGAT------GAGTGTGCCTTTCAGTTAAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTATGAATCTGATCTCCAAACTCGTCCCTCTGGGAACC
>HLanoCau1
ATGCCTGGAAAGAAAGCACGTAAGAACTCGCAGCCG------AGCCCTACGCGGACTCCG------GCAGAGGCTGAAGAT------GAGTGTGCCTTTCAGTTAAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTAAATCTGATATGCAAACTCTTCCACCTGGGAACC
>HLartJam3
ATGCCCGGAAGGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGGCCGAAGTT------GAGTGTGCCCTTCAGTTAAGGAGAACTGGAGACAAACTGAATTTCCGGCAGAAACTTCTAAATCTGATTTCCAAACTCTTCCACCTCGGAACC
>HLartLit1A
ATGCCCGGAAGGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGGCCGAAGTT------GAGTGTGCCCTTCAGTTAAGGAGAACTGGAGACAAACTGAATTTCCGGCAGAAACTTCTAAATCTGATTTCCAAACTCTTCCACCTCGGAACC
>HLartJam2
ATGCCTGGAAGGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGGCCGAAGTT------GAGTGTGCCCTTCAGTTAAGGAGAACTGGAGACAAACTGAATTTCCGGCAGAAACTTCTAAATCTGATTTCCAAACTCTTCCACCTCGGAACC
>HLstuHon1
ATGCCTGGAAGGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCCACGCGGGCCCCG------GCAGAGGCTGAAGTT------GAGTGTGCCCTTCAGTTAAGGAGAACTGGAGACAAACTGAATTTCCGGCAGAAACTTCTAAATCTGATATCCAAACTCTTCCACCTAGGAACC
>HLcarPer3
ATGCCTGGAAAGAAAGCGCGTAAGAACGCGCAGCAG------AGCCCTGTGCGGGCTCCA------GCAGAGCCTGAAGTT------GAGTGTGCCCTTCAATTAAGGAGAATCGGAGACAAACTGAATTTCCGGCAGAAACTTATAAATCTGATATCGAAACTCTTCCACCTAGGAACC
>HLphyHast2
ATGCCTGGAAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGGCCGAAGTT------GAGTGTGCTCTTCAGTTAAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTAAATCTGATATCCAAGCTCTTCCACCTAGGAACC
>HLphyDis3
ATGCCTGGAAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGGCCGAAGTT------GAGTGTGCCCTTCAGTTAAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAGCTCTTCCACCTAGGAACC
>HLphyDisc4
ATGCCTGGAAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGGCCGAAGTT------GAGTGTGCCCTTCAGTTAAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAGCTCTTCCACCTAGGAACC
>HLtonSau1
ATGCCTGGAAAGAGAGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGGCCGAAGTT------GAGTGTGCCCTTCAGCTAAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTAAATCTGATATCCAAACTCTTCCACCTAGGAACC
>HLtraCir2
ATGCCTGGAAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGGTTGAAGTT------GAGTGTGCCCTTCAGTTAAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAGCTTCTAAATCTGCTATCCAAACTCTTCCACCTAGGAACC
>HLmicHir1
ATGTCTGGAAAGAAAGCGCGTAAGAACGCGCAGCCT------AGCCCTACGCGGGCCCCG------GCAGAGGCTGAAGTC------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTAAATCTGATATCCAAACTCTTCCACCTAGGAACC
>HLmacCal1
ATGCCTGGAAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAG------GTT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAATTTCTAAATCTGATATCCAAACTCTTCCACCTAGGAACC
>HLmorBla1
ATGCCTGGAAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTACGTGGGTCCCG------GCAGAGGCCGAAGTT------GAGTGCGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGGTATCCAAACTCTTCCACCTAGGAACC
>HLpteMes1
ATGCCTGGAAAGAAAGCGCGTAAGAACGCGCAGCCT------AGTCCTGCGCGGGCCCCG------GCAGATGCTGAAGCT------GAGTGTGCCCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTTCGGCAGAAACTTCTAAATCTGGTATCCAAACTCTTCCACCTCGGAACC
>HLpteParMex3
ATGCCTGGAAAGAAAGCGCGTAAGAACGCGCAGCCT------AGTCCTGCGCGGNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLptePar2
ATGCCTGGAAAGAAAGCGCGTAAGAACGCGCAGCCT------AGTCCTGCGCGGGCCCCG------GCAGATGCTGAAGCT------GAGTGTGCCCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTTCGGCAGAAACTTCTAAATCTGGTATCCAAACTCTTCCACCTCGGAACC
>HLnocLep1
ATGCCGGGAAAGAAAGCGCGTAAAAACGCGCAGCCA------AGCCCCACGCGAGACGCG------GCAGAGGGTGAGGTT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAACTGAACTTCCAGCAGAAACTTCTGTATCTGATATCCAAACTCTTCCACCCAGGAACT
>HLrhyNas2B
ATGACTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTTCGCGGGCCCCG------GCAGAGGTTGAAGTT------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTAAATCTGATAGCCAAACTCTTCCGCTCAGGAACC
>HLrhyNas2A
ATGACTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTTCGCGGGCCCCG------GCAGAGGTTGAAGTT------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTAAATCTGATAGCCAAACTCTTCCGCTCAGGAACC
>HLsacLep1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTTCGCGGGCCCCG------GCAGAGGCTGAAGTT------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTAAACCTGATAGCCAAACTCTTCCGCTCAGGAACC
>HLsacBil1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTTCGCGGGCCCCG------GCAGAGGCTGAAGTT------GAGTGTGCCATTCAATTAAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTAAACCTGATAGCCAAACTCTTCCGCTCAGGAACC
>HLhipGal1
ATGCCTGGGAAGAAGGCGCGTAAAAACGCGCAGCCG------ATCCCGACGCGGGCTCCG------GCAGAGCTTGAAGTG------GAGTGTGCTGTTCAACTCAGAAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAGCTCTTCCGCTCAGGAACC
>HLhipLar3
ATGCCTGGGAAGAAGGCGCGTAAAAACGCGCAGCCG------ATCCCGACGCGGGCCCTG------GCAGAGCTCGAAGTG------GAGTGTGCCATGCAACTCAGAAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAGCTCTTCCGCTCAGGAACC
>HLhipLar2
ATGCCTGGGAAGAAGGCGCGTAAAAACGCGCAGCCG------ATCCCGACGCGGGCCCTG------GCAGAGCTCGAAGTG------GAGTGTGCCATGCAACTCAGAAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAGCTCTTCCGCTCAGGAACC
>HLhipArm1
ATGCCTGGGAAGAAGGCGCGTAAAAACGCGCAGCCG------ATCCCGACGCGGGCCCTG------GCAGAGCTTGAAGTG------GAGTGTGCCATGCAACTCAGAAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAGCTCTTCCGCTCAGGAACC
>HLhipPen1
ATGCCTGGGAAGAAGGCGCGTAAAAACGCGCAGCCG------ATCCCGACGCGGGCCCTG------GCAGAGCTCGAAGTG------GAGTGTGCCATGCAACTCAGAAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAGCTCTTCCGCTCAGGAACC
>HLaseSto2
ATGCCCGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------CTCCCCACGAGGGTCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTACGAAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAGCTCTTCCGCTCAGGAACC
>HLaseSto4
ATGCCCGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------CTCCCCACGAGGGTCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTACGAAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAGCTCTTCCGCTCAGGAACC
>HLhipCyc2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTATGCGGGCCCGG------GCAGAGCTCGAAGAT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTAATAGCCAAACTCTTCCGCTTAGGAACC
>HLrhiTri2
ATGCCCGGGAAGAAGGCGCGCAAGACCGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTAAATCTAATATCCAAACTCTTCCGCTCAGGAACC
>HLrhiLuc4
ATGCCCGGGAAGAAGGCGCGTAAGACCGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAACTCTTCCGCTCAGGAACC
>HLrhiSed2
ATGCCCGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCCCCGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAACTCTTCCGCTCAGGAACC
>HLrhiSin1
ATGCCTGGGAGGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCACCGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAACTCTTCCGCTCAGGAACC
>HLrhiSin4
ATGCCTGGGAGGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCACCGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAACTCTTCCGCTCAGGAACC
>HLrhiRex1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCACCGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAACTCTTCCGCTCAGGAACC
>HLrhiAff4
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTAATATCCAAACTCTTCCGCTCAGGAACC
>HLrhiAff2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTAATATCCAAACTCTTCCGCTCCGGAACC
>HLrhiFer6
ATGCCTGGAAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCCACGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAACTCTTCCGCTCAGGAACC
>HLrhiFer5
ATGCCTGGAAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCCACGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAACTCTTCCGCTCAGGAACC
>HLrhiHip1B
ATGCCGGGGAAGAAGGCGCGTAAGAACGCGCAGCCC------AGCCCTGCGCGGGCCCCG------GCAGAGCTCGAAGTT------GACTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCTAAACTCTTCCGCTCAGGAACC
>HLrhiHip1A
ATGCCGGGGAAGAAGGCGCGTAAGAACGCGCAGCCC------AGCCCTGCGCGGGCCCCG------GCAGAGCTCGAAGTT------GACTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCTAAACTCTTCCGCTCAGGAACC
>HLcraTho1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTGATCGCCAAACTCTTCCGCTCAGGAACC
>HLmegLyr2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGCATGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATAGCCAAACTCTTCCGCTCAGGAACC
>HLmegSpa1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGTATGAAGTT------GAGTGTGCCCTTCAACTCAGGAGAATTGGAGACAAACTGAATTTTCGGCAGAAACTTCTGAATCTAATAGCCAAACTCTTCCGCTCAGGAACC
>HLrhiMic1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTACGCGGGCCCCG------GCAGAGCTCGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATCTAATATCCAAACTCTTCCGCTCAGGAACC
>HLmacSob1
ATGCCTGGGAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCGCCGCGGGCCCCG------GCAGAACTTGAAGTC------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTCCGGCAGAAACTTCTGAATCTAATATCCAAGCTCTTCCGCTCGGGAACC
>pteAle1
ATGCCTGGGAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTACGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCACTCGGGAACC
>HLpteRod1
ATGCCTGGGAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTACGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCACTCGGGAACC
>HLpteRuf1
ATGCCTGGGAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTACGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCACTCGGGAACC
>HLpteGig1
ATGCCTGGGAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTACGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCACTCGGGAACC
>HLpteVam3
ATGCCTGGGAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTACGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCACTCGGGAACC
>HLptePse1
ATGCCTGGGAAGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGATAAGCTGAATTTACGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCACTCGGGAACC
>HLrouLes1
ATGCCTGGGAGGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLrouMad1
ATGCCTGGGAGGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLrouAeg4
ATGCCTGGGAGGAAAGCGCGTAAGAACGCGCAGCCG------AGCCCTCCGCGGGCCCCG------GCAGAGCTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLcynBra1
NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLcynSph1
ATGCCTGGGAAGAAAGCGCGCAAGAGCGCGCAGCCG------AGCCCCCCGCGGGCCCCG------GCAGAGCCTGAAGTT------GAGTGTGCCATGCAATTCAGGAGAATTGGAGACAAGGTGAATTTCCGGCAGAAACTTGTGAACCTGATATCCAAACTCTTCCGCTCGGGAACT
>HLsorMar1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCGCCGCGGCCTCCG------GCAGAGCCTGAGATG------GAGTGTGCCATACAGATCAGGAGGATTGGCGACAAATTGAATTTCCGGCAGAAGATCCTCAGCCTCATAGCCAAACTTTTCCACTCGGGAACC
>HLsorAra3
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCGCCGCGGCCTCCG------GCAGAGCCCGAGATG------GAGTGTGCCATACAGATCAGGAGGATTGGCGACAAATTGAATTTCCGGCAGAAGATCCTCAGCCTCATAGCCAAACTTTTCCACTCGGGAACC
>HLsorCin1
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCGCCGCGGCCTCCG------GCAGAGCCGGAAATG------GAGTGTGCCATGCAGATCCGGAGAATTGGCGACAAACTGAATTTCCGGCAGAAGATCCTCAACCTCATAGCCAAACTCTTCCACTCGGGAACC
>HLsorFum1
ATGCCTGGAAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCGCCGCGGCCTCCG------GCAGAGCCGGAAATG------GAGTGTGCCATGCAGATCCGGAGAATTGGCGACAAACTGAATTTCCGGCAGAAGATCCTCAACCTCATAGCCAAACTCTTCCACTCGGGAACC
>HLsorOrn1A
ATGCCTGGGAAGAAGGTGCGTAAGAGCGCGCAGCCG------AGCCCGCCGCGGCCTCCG------GCAGAGCCGGAAATG------GAGTGTGCCATGCAGATCCGGAGAATTGGCGACAAACTGAATTTCCGGCAGAAGATCCTCAACCTCATAGCCAAACTCTTCCACTCGGGAACC
>HLsorOrn1B
ATGCCTGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCGCCGCGGCCTCCG------GCAGAGCCGGAAATG------GAGTGTGCCATGCAGATCCGGAGAATTGGCGACAAACTGAATTTCCGGCAGAAGATCCTCAACCTCATAGCCAAACTCTTCCACTCGGGAACC
>HLblaBrev1
ATGCCCGGGAAGAAGGCGCGGAGGAACGCGCAGCCC------AGCCCACCCCGGCCTCCG------TCAGAGCCGGAAGTG------GAGTGTGCCATGCAGATCAGGAGAATTGGCGACAAGCTGAATTTCCGGCAGAAGATCCTCAGTCTCATAGCCAAACTCTTCCACTCGGGGACC
>HLcroGuel1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCCCCCG------AGCGCTCCCGGACCTCCT------ACAGAATCGGAAGCT------GAATGTGCCATGCAGCTCAGGAGGATTGGGGACAAGCTGAATTTCCGGCAGAAGATCCTCAACCTGATAGCCAAACTCTTCCACTCGGGGACC
>HLcroZim1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCCCCCG------AGCGCTCCCGGACCTCCT------ACAGAATCGGAAGCT------GAATGTGCCATGCAGCTCAGGAGGATTGGGGACAAGCTGAATTTCCGGCAGAAGATCCTCAACCTGATAGCCAAACTCTTCCACTCGGGGACC
>HLsunEtr1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCCCCCG------AGCGCTCCCGGACCTCTT------ACCGATTCGGAAGCT------GAATGTGCCATGCAGTTCAGGAGGATTGGGGACATGCTGAATTTCCGGCAGAAGATCCTCAACCTGATAGCCAAACTCTTCCACTTAGGGACC
>HLeriEur3
ATGCCTGGCAAGAAGGCGCGCAAGAACGCGCAGCCG------CTCCCTCCCAGGGTCGTG------ACAGAGCCTGAAGTG------GAGTGTGCCATTCAACTCAGGAAAATTGGTGACAAACTGGATTTTCGGCAGAAGATTCTAAATCTGCTAGCCAAATTTTTCCGCTCAGGTACC
>HLgalPyr1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTACTCGGGCTCCG------GCAGAGTCTGAGGTT------GAATGCGCCATGCAAATCAGGAGAATTGGAGACAAACTGAATTTTCGGCAGAAGATTCTAAACCTCATCTCCAAACTCTTCCACTCAGGAACC
>HLdesMos1
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCTACCCGGGCTCCG------GCAGAGCCTGAGGTT------GAATGCGCCATGCAAATCAGGAGAATTGGAGACAAACTGAATTTTCGGCAGAAGATTCTAAACCTCATTTCCAAACTCTTCCACTCAGGAACC
>HLscaMos1
ATGCCCGGGAAGAAGGCGCGCAAGAGCGCGCAGCCG------AGCCCTGCCCGGGCTCCG------GCAGAGCCTGAGATG------GAATGTGCCATGCAAATAAGGAGAATTGGAGACAAACTGAATTTTCGGCAGAAGATTCTGAACCTTATTTCCAAATTCTTCCACTCAGGAACC
>HLtalEur1A
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCC------AGCCCCGCCCGGGCTCCG------GCAGAGCCTGAGGTG------GAATGTGCCTTGCAACTCAGGAGAATCGGAGACAAACTGAATTTTCGGCAGAAGATTCTGAACCTCATTTCCAAATTCTTCCACTCAGGAACC
>HLtalEur1B
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCC------AGCCCCGCCCGGGCTCCG------GCAGAGCCTGAGGTG------GAATGTGCCTTGCAACTCAGGAGAATCGGAGACAAACTGAATTTTCGGCAGAAGATTCTGAACCTCATTTCCAAATTCTTCCACTCAGGAACC
>HLtalOcc1
ATGCCCGGGAAGAGGGCGCGTAAGAGCGCGCAGCCC------AGCCCCGCCCGGGCTCCG------GCAGAGCCTGAGGTG------GAATGTGCCTTGCAAATCAGGAGAATCGGAGACAAACTGAATTTTCGGCAGAAGATTCTGAACCTCATTTCCAAATTCTTCCACTCAGGAACC
>conCri1
ATGCCCCCGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCCACCCGGGCTCCG------GCAGAGGCTGAGGTT------GAATGCGCCATGCAAATCAGGAGAATTGGGGACAAACTGAATTTTCGGCAGAAGATTCTGAACCTCATCTCCAAATTCTTCCACTCAGGAACC
>HLscaAqu1
ATGCCTGGGAAGAAGGCGCGTAAGAGGGCGCAGCCG------AGCCCTACCCGGGCTCCC------GCAGAGCCTGAGGTT------GAATGCTCCATGCAAATCAGGAGAATTGGAGACAAACTGAATTTTTGGCAGAAGATTATTGACCTCATTTCCAAACTCTTCCACTCAGGAACC
>HLuroGra1
ATGCCTGGGAAGAGGGCGCGTAAGAACGCGCAGCCG------AGCCCCGCCCAGGCTCCG------GCAGAGCCCGAAGTT------GAATGTGCCATCCAAATCCGGAGAATTGGAGACAAACTGAATTTTCGGCAGAAGATTCTGAATCTGATTTCCAAACTCTTCCGCTCAGGAACC
>HLsolPar1
ATGCCCGGGAAGAAGGCGCGTAAGAGCGCGCAGCCC------AGCCCGCCCCGAGCTCCG------GCAGAGCCCGAAGCT------GAGTGTGCCATTCAAATCAGGAGAATTGGAGACAAGCTGAATTTTCGGCAGAAGATTCTGAATCTGATATCCAAACTCTTCAACTCAGGAACC
>HLhetBru2
ATGCCAGGGAAGAAGGCACGTAAGGCCGCGCAGCCG------ACCCCCACGCGGGCGCCG------GCAGAGCATGAAGCT------GAGGCTTCTCTACAGCTCAGGAGAATTGGAGACAAACTGAATTTCCAGCAGAAACTTCTGAATCTGATAACCAAACTCTTCCGTTCCGGCACC
>HLproCap3
ATGCCAGGGAAGAAGGCACGTAAGGCCGCGCAGCCG------ACCCCCACGCGGGCGCCG------GCAGAGCATGAAGCT------GAGGCTTCTCTACAGCTCAGGAGAATTGGAGACAAACTGAATTTCCAGCAGAAACTTCTGAATCTGATAACCAAACTCTTCCGTTCCGGCACC
>HLproCap4
ATGCCAGGGAAGAAGGCACGTAAGGCCGCGCAGCCG------ACCCCCACGCGGGCGCCG------GCAGAGCATGAAGCT------GAGGCTTCTCTACAGCTCAGGAGAATTGGAGACAAACTGAATTTCCAGCAGAAACTTCTGAATCTGATAACCAAACTCTTCCGTTCTGGCACC
>HLtriInu1B
ATGCCGGGAAAGAAGGCGCGCAAGATCTCGCAGCCA------AGCCCCACGCGCGCGCTA------GCAGAGCACGAAGTT------GAGTGTGCTGTTCAACTGAGGAAAATTGGAGACAAGCTGAATTTCCGGCAGAAGCTTCTGAATGTGATATCCAAACTCTTCTGTTCAGGCACC
>HLtriInu1A
ATGCCGGGAAAGAAGGCGCGCAAGATCTCGCAGCCA------AGCCCCACGCGCGCGCTA------GCAGAGCACGAAGTT------GAGTGTGCTGTTCAACTGAGGAAAATTGGAGACAAGCTGAATTTCCGGCAGAAGCTTCTGAATGTGATATCCAAACTCTTCTGTTCAGGCACC
>HLtriManLat2
ATGCCGGGAAAGAAGGCGCGCAAGATCTCGCAGCCA------AGCCCCACGCGCGCGCTA------GCAGAGCACGAAGTT------GAGTGTGCTGTTCAACTGAGGAAAATTGGAGACAAGCTGAATTTCCGGCAGAAGCTTCTGAATGTGATATCCAAACTCTTCTGTTCAGGCACC
>HLdugDug1
ATGCCGGGAAAGAAGGCGCGCAAGATCTCGCAGCCG------AGCCCCACGCGCGCGCTA------GCAGAGCATGAAGTC------GAGTGTGCTGTTCAACTGAGGAAAATTGGAGACAAGCTGAATTTCCGGCAGAAGCTTCTGAATGTGATATCCAAACTCTTCTGTTCAGGCACC
>HLdugDugo3A
ATGCCGGGAAAGAAGGCGCGCAAGATCTCGCAGCCG------AGCCCCACGCGCGCGCTA------GCAGAGCATGAAGTC------GAGTGTGCTGTTCAACTGAGGAAAATTGGAGACAAGCTGAATTTCCGGCAGAAGCTTCTGAATGTGATATCCAAACTCTTCTGTTCAGGCACC
>HLloxAfr5A
ATGCCGGGGAAGAAGGCACGCAAGAGCGCGCAGCCC------GGCCCTGCCGGGACCCCG------GCAGAGGATGTTGTC------GAGTGTGCTATTCAACTCAGGAGAATTGGAGACAAAATTAATTTCCGGCAGAAACTTCTGAATGTGATATGCAAGCTCTTCTGCTCAGGCACC
>HLloxAfr5B
ATGCCGGGGAAGAAGGCACGCAAGAGCGCGCAGCCC------GGCCCTGCCGGGACCCCG------GCAGAGGATGTTGTC------GAGTGTGCTATTCAACTCAGGAGAATTGGAGACAAAATTAATTTCCGGCAGAAACTTCTGAATGTGATATGCAAGCTCTTCTGCTCAGGCACC
>HLeleMax2
ATGCCGGGGAAGAAGGCACGCAAGAGCGCGCAGCCC------GGCCCTGCCGGGACCCCG------GCAGAGGATGTTGTC------GAGTGTGCTATTCAACTCAGGAGAATTGGAGACAAAATTAATTTCCGGCAGAAACTTCTGAATGTGATATGCAAGCTCTTCTGCTCAGGCACC
>HLeleMaxInd3A
ATGCCGGGGAAGAAGGCACGCAAGAGCGCGCAGCCC------GGCCCTGCCGGGACCCCG------GCAGAGGATGTTGTC------GAGTGTGCTATTCAACTCAGGAGAATTGGAGACAAAATTAATTTCCGGCAGAAACTTCTGAATGTGATATGCAAGCTCTTCTGCTCAGGCACC
>HLoryAfeAfe2
ATGCCCGGGAAGAAGGCGCGTAAGAGCGCGCAGCCG------AGCCCCACGCGGGCGCCG------GCAGAGCGAGAAGTT------GAATGTGCTATTCAGCTCAGGAGGATGGGAGACAAACTGAGTTTCCGGCAGAAACTTCTGAATGTGATCGCCAAACTCTTCCACTCCGGCACC
>chrAsi1
ATGCCAGGCAAGAAAGCGCGTAAGAGCGCGCAGCCG------AGCCTCTCGTGGGCGCCG------GCAGAGCATGAAGTT------GAGTGTGCTATTCAGCTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAAGTTCTGAATGTAATAGCCAAACTCTTTCACTTGGGCACC
>eleEdw1
ATGCCGGGGAGGAGGGCGCGCAGGGGCGCGCAGCCG------AGCCCCCCGCGGACAACT------CCAGAACATGAAGTTGTCCTCGACTGTGCTGTTCAGCTCAGGAGAATCGGGGACAAGCTGAGCTTCCGGCAGAAGCTTCTGAACTTGATATATAAACTCTTCCACTTGGGCACC
>HLrhyPet1B
ATGCCGGGGAGGAAGGCGCGCAGGGGCGCGCAGCCG------AGTCCCACGCGGACGCTG------GCAGAGCATGAAGTT------GACTGTGCTGTTCAGCTCAGGCGAATTGGAGACAAACTGAGCTTTCGGCAGAAACTTCTGAACTTGATATACAAACTCTTCCACTTGGGTACT
>HLrhyPet1A
ATGCCGGGGAGGAAGGCGCGCAGGGGCGCGCAGCCG------AGTCCCACGCGGACGCTG------GCAGAGCATGAAGTT------GACTGTGCTGTTCAGCTCAGGCGAATTGGAGACAAACTGAGCTTTCGGCAGAAACTTCTGAACTTGATATACAAACTCTTCCACTTGGGTACT
>HLtenEcau2B
ATGTCGGGGAAGAAAGCGCGCAAGAGCGCACAGCCG------AGCCCCACGCGGGCGCCG------GCAGAGCACGAAGTT------GAGTGTGCCGTGCAACTCAGGAGAATTGGAGACAGGTTGAATTGGCGGCAGAAACTCCTGAGTGTGATAGCCAAGCTCTTCCGCTCAGGCACC
>HLtenEcau2A
ATGTCGGGGAAGAAAGCGCGCAAGAGCGCACAGCCG------AGCCCCACGCGGGCGCCG------GCAGAGCACGAAGTT------GAGTGTGCCGTGCAACTCAGGAGAATTGGAGACAGGTTGAATTGGCGGCAGAAACTCCTGAGTGTGATAGCCAAGCTCTTCCGCTCAGGCACC
>echTel2
ATGCCCGGGAAGAGAGCGCGCAAGAGCGCACAGCCG------AGCCCCGCGCGGGCGCCG------GCAGAGCACGAAGTT------GAGTGTGCTATGCAACTCAGGAGAATTGGAGACAGATTGAATTGGCGGCAGAAACTCCTGAGTGTGATAGCCAAGCTCTTCCGCTCAGGCACC
>HLmicTal1
ATGCCCGGGAAGAAAGCGCGCAAGAGCGCACAGCCG------AGCCCCCCGCGGGCGCCG------GCAGAGCCAGAAATT------GAGTGTGCTTTGCAACTCCGGAAAATTGGAGACATGTTGAATTTACGGCAGAAGCTCCTGAGTGTGATAAGCAAGCTCTTCCGCTCGGGCACC
>HLdasNov4
ATGCCCGGGAAGAGGGCGCGGNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLdasNove5A
ATGCCCGGGAAGAGGGCGCGGNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLtolMata2
ATGCCTGGGAAGAGGGCGCGGAAGGTCGCGCAGCAG------AGCCCTGCGCGGGCTCCA------TCAGAGCCTGAAGTT------GAGTGTGCTACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAGCTTCTGAATCTGATAGCCAAACTCTTCCACTTAGGAACC
>HLbraTor4
ATGCCTGGGAAGAAGACGCGCAAGAACGCGCAGCCG------AGCCGTGCGCGGACTCCG------GCAGAGCTGGAGGTT------GAGTGTGCTACTCAACTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAGTTTCTGAACCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLchoHof3
ATGCCTGGGAAGAAGACGCGCAGGAACGCGCAGCCG------AGCCGTGCGCGGACTCCG------GCAGAGCTCGAGGTT------GAGTGTGCTACTCAACTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAGCTTCTGAACCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLchoDid2
ATGCCTGGGAAGAAGACGCGCAAGAACGCGCAGCCG------AGCCGTGCGCGGACTCCG------GCAGAGCTCGAGGTT------GAGTGTGCTACTCAACTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAGCTTCTGAACCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmyrTri2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCCGCGCGGACTCCG------CCAGAGCCTGAGGTT------GAGTGTGCTACTCAACTCAGAAGAATTGGAGATAAATTGAATTTCCGGCAGAAGCTTCTGAACCTGATAGCCAAACTCTTCCGCTCAGGAACC
>HLtamTet2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCGGCGCGGACTCCG------CCAGAGCCTGAGGTT------GAGTGTGCTACTCAACTCAGAAGAATTGGAGATAAATTGAATTTCCGGCAGAAGCTTCTGAACCTGATAGCCAAACTCTTCCGCTCAGGAACC
>HLmacSil1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmacNeme2A
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTAAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>macNem1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTAAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmacNir1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGTGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGAAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmacCyc1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>rheMac10
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmacFus1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmacFas7
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmacFas8
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmacAss1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmacThiThi1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmacArc1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLlopAte1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLpapAnu5
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLpapAnu6
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLpapHam2
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLpapPap1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLtheGel1
ATGCCTGGGAAGAAGGCGCGCAAGAACGTGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmanLeu2
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmanSph2
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmanSph3
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>cerAty1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAATGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLchlSab3
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLchlAet1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLeryPat3
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLcerMon1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAGCCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLcerNeg1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAGCCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLcerAlb1
ATGCCTGGGAAAAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLcerMit1
ATGCCTGGGAAAAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLmioTal1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLallNig1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAACGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLtraPhaCre1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLtraGer1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLtraFra1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLsemEnt1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTTCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>rhiBie1
ATGCCTGGAAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLrhiBiet3
ATGCCTGGAAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLrhiStr1
ATGCCTGGAAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLrhiRox2
ATGCCTGGAAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLpygNem1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLpygNig1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTTTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLcolGue1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>colAng1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLpilTep2
ATGCCTGGGAAGAAGGCGCGCAAGAACGCGCAACCG------AGCCCAGCGCGGGCTCAG------GCAGAGCTCGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLhylAgi1
ATGCCTGGGAAGAAAGCGCGCAGGAACGCTCAACCG------AGCCCCGCGCCGGGTCCA------GCAGAGCTGGAAGTT------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTAATATCCAAACTCTTCTGCTCAGGAACC
>HLhylMol2
ATGCCTGGGAAGAAAGCGCGCAGGAACGCTCAACCG------AGCCCCGCGCCGGCTCCA------GCAGAGCTGGAAGTT------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLhylPil1
ATGCCTGGGAAGAAGGCGCGCAGGAACGCTCAACCG------AGCCCCGCGCCGGCTCCA------GCAGAGCTGGAAGTT------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsymSyn3
ATGCCTGGGAAGAAAGCGCGCAGGAACGCTCAACCG------AGCCCCGCGCCGGCTCCA------GCAGAGCTGGAGGTT------GAGTGTGCTAATCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsymSyn4
ATGCCTGGGAAGAAAGCGCGCAGGAACGCTCAACCG------AGCCCCGCGCCGGCTCCA------GCAGAGCTGGAGGTT------GAGTGTGCTAATCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLnomLeu4
ATGCCTGGGAAGAAAGCGCGCAGGAACGCTCAACCG------AGCCCCGCGCCGGCTCCA------GCAGAGCTGGAAGTT------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLnomSik1
ATGCCTGGGAAGAAAGCGCGCAGGAACGCTCAACCG------AGCCCCGCGCCGGCTCCA------GCAGAGCTGGAAGTT------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLhooLeu1
ATGCCTGGGAAGAAAGCGCGCAGGAACGCTCAACCG------AGCCCCGCGCCGGCTCCA------GCAGAGCTGGAAGTT------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>panTro6
ATGCCTGGGAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCA------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpanTro7
ATGCCTGGGAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCA------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpanPan4
ATGCCTGGGAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCA------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>gorGor6
ATGCCTGGGAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCA------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLgorGor7
ATGCCTGGGAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCA------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLgorBer1
ATGCCTGGGAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCA------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATATGATATCCAAACTCTTCTGCTCAGGAACC
>HLponAbe4
ATGCCTGGAAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCA------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>ponAbe3
ATGCCTGGAAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCA------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLponPyg2
ATGCCTGGAAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCG------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLponPyg1
ATGCCTGGAAAGAAGGCGCGCAAGAACGCTCAACCG------AGCCCCGCGCGGGCTCCG------GCAGAGCTGGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsaiBolBol3
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsaiBolBol2
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsaiBoli4
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsaiSci1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCATTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsapApe3
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCCGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACA
>HLsapApe1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCCGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACA
>cebCap1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCCGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACA
>HLcebAlb2
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCCGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCTACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACA
>HLcalJac5
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcalJacc6
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>calJac4
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcalPen1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcalPym1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcalGoe1
ATGCCTGGGAAGAAGGCGCGAAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTTTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLleoRos1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACTTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLleoChr1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACTTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsagImp1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAATGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsagOed1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAATGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLsagMid1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAATGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>aotNan1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCTCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTAAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLateMar1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLateCha1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLateBel1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLatePan1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCAGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLateHyb1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGCGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLateFus1
ATGCCTNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNN------NNNNNNNNNNNNNNN------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLateGeo1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLateGeo2
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLbraAra1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLlagLag1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLaloPal1
ATGCCTGGGAGGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLaloCara1
ATGCCTGGGAGGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTTTGCTCAGGAACC
>HLcacHos1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAATGTGCCACGCAACTCAGGAGATTTGGAGACAAACTAAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcacAyr1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAATGTGCCACGCAACTCAGGAGATTTGGAGACAAACTAAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcacMel1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAATGTGCCACGCAACTCAGGAGATTTGGAGACAAACTAAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcacCal1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAATGTGCCACGCAACTCAGGAGATTTGGAGACAAACTAAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLchiIsr1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAATGTGCCACGCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLchiSag1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAATGTGCCACGCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpitVan1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpitMit1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpitPit1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpitPit2
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpleMol1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTCTGCTCAGGAACC
>HLpleGro1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTCTGCTCAGGAACC
>HLpleBer1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTCTGCTCAGGAACC
>HLpleCup1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTCTGCTCAGGAACC
>HLpleBru1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTCTGCTCAGGAACC
>HLpleCal1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTCTGCTCAGGAACC
>HLpleDub1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTCTGCTCAGGAACC
>HLpleCin1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpleMil1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpleHof1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLpleDon1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcheTor1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcheReg1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGGCTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcheLuc1
ATGCCTGGGAAGAAGGCGCGCAAGAGCGCGCAACCG------AGCCCCGCGCGGACTCCA------GCAGACCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCTGCTCAGGAACC
>HLcepBan1
ATGCCCGGGAAGAAGGCGCGTAAGAGCGCGCCACCG------AGCCCCGCGCCGGCTCCG------GCAGAGCTTGAAGTC------GAGTGTGCCACTCAACTCAGGAGATTTGGAGACAAACTGAACTTTCGGCAGAAACTTATGAATTTGATATCCAAACTCTTCTGCTCAGGAACC
>micMur3
ATGCCCGTGAAGAAGGCGCGCAAGAACGCGCAGCCG------AGCCCGACGCGGACTCGG------GCAGAGATCGAAGAA------GAATGTGTTCTTCAACTCAGGAGAATCGGAGACAAACTGCATTTCCAGCAGAAACTACTGAATTTGATAGTCAAACTTTTCCGCTCAGGAACC
>HLmicGri1
ATGCCCGTGAAGAAGGCGCGCAAGAACGCGCAGCCG------AGCCCGACGCGGACTCGG------GCAGAGATCGAAGAG------GAATGTGTCCTTCAACTCAGGAGAATCGGAGACAAACTGCATTTCCAGCAGAAACTACTGAATTTGATAGTCAAACTTTTCCGCTCAGGAACC
>HLmicRav1
ATGCCCGTGAAGAAGGCGCGCAAGAACGCGCAGCCG------AGCCCGACCCGGACTCGG------GCAGAGATCGAAGAG------GAATGTGTTCTTCAACTCAGGAGAATCGGAGACAAACTGCATTTCCAGCAGAAACTACTGAATTTGATAATCAAACTTTTCCGCTCAGGAACC
>HLmicSpe31
ATGCCCGTGAAGAAGGCGCGCAAGAACGCGCAGCCG------AGCCCGACGCGGACTCGG------GCAGAGATCGAAGAG------GAATGTGTCCTTCAACTCAGGAGAATCGGAGACAAACTGCATTTCCAGCAGAAACTACTGAATTTGATAGTCAAACTTTTCCGCTCAGGAACC
>HLmicTav1
ATGCCCGTGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCGACGCGGACTCGG------GCAGAGATCGAAGAG------GAATGTGTCCTTCAACTCAGGAGAATCGGAGACAAACTGCATTTCCAGCAGAAACTACTGAATTTGATAGTCAAACTTTTCCGCTTAGGAACC
>HLmirZaz1
ATGCCCGTGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCGACGCGGACTCGG------GCAGAGATCGAAGAG------GAATGTGTCCTTCAACTCAGGAGAATCGGAGACAAACTGCATTTCCAGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCCGCTCAGGAACC
>HLcheMed1
ATGCCCGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCGACGCGGACTCGG------GCAGAGATCGAAGAG------GAATGTGCCCTTCAACTCAGGAGAATCGGAGACAAACTGCATTTCCAGCAGAAACTTCTGAATCTGATAGCCAAACTTTTCCGTTCAGGAACC
>HLeulRuf1
ATGCCCATGAAGAAGGCGCGTAAGAACGCTCAACCG------AACCCGACGCGGGCTCGG------ACAGAGATCGAAGAG------GAGTGTGCCCTTCAACTCAAGAGAATTGGAGACAAACTGCATTTCGAGCAGAAACTTCTGAATCTGATAGCCAAACTTTTCCGCTCAGGAACC
>HLeulCol1
ATGCCCATGAAGAAGGCGCGTAAGAACGCTCAACCG------AACCCGACGCGGGCTCGG------ACAGAGATCGAAGAG------GAGTGTGCCCTTCAACTCAAGAGAATTGGAGACAAACTGCATTTCGAGCAGAAACTTCTGAATCTGATAGCCAAACTTTTCCGCTCAGGAACC
>HLeulFul1
ATGCCCATGAAGAAGGCGCGTAAGAACGTTCAACCG------AACCCGACGCGGGCTCGG------ACAGAGATCGAAGAG------GAGTGTGCCCTTCAACTCAAGAGAATTGGAGACAAACTGCATTTCGAGCAGAAACTTCTGAATCTGATAGCCAAACTTTTCCGCTCAGGAACC
>HLeulMon1
ATGCCCATGAAGAAGGCGCGTAAGAACGCTCAACCG------AACCCGACGCGGGCTCGG------ACAGAGATCGAAGAG------GAGTGTGCCCTTCAACTCAAGAGAATTGGAGACAAACTGCATTTCGAGCAGAAACTTCTGAATCTGATAGCCAAACTTTTCCGCTCAGGAACC
>HLeulFla1
ATGCCCATGAAGAAGGCGCGTAAGAACGCTCAACCG------AACCCGACGCGGGCTCGG------ACAGAGATCGAAGAG------GAGTGTGCCCTTCAACTCNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLeulCoro1
ATGCCCATGAAGAAGGCGCGTAAGAACGCTCAACCG------AACCCGACGCGGGCTCGG------ACAGAGATCGAAGAG------GAGTGTGCCCTTCAACTCAAGAGAATTGGAGACAAACTGCATTTCGAGCAGAAACTTCTGAATCTGATAGCCAAACTTTTCCGCTCAGGAACC
>HLhapAlao1
ATGCCCATGAAGAGGGCGCGTAGGAACGCGCAGCCG------AACCCGACGCGGCCTCGG------ACAGAGATCCAAGAG------GAGTGTGCCCTTCAACTCAGGAGAATTGGAGACAAACTGCATTTCCAGCAGAAACTTCTGAATCTGATAGCCAAACTTCTCCGCTCAGGAACC
>HLproSim1
ATGCCCATGAAGAGGGCGCGTAGGAACGCGCAACCG------AACCCGATGCGGCCTCGG------ACAGAGATCCAAGAG------GAGTGTGCCCTTCAACTCAGGAGAATTGGAGACAAACTGCATTTCCAGCAGAAACTTCTGAATCTGATAGCCAAACTTCTCCGCTCAGGAACC
>HLlemCat1
ATGCCCATGAAGAGGGCGCGTAGGAACGCGCAACCG------AACCCGGCGCGGCCTCGG------ACAGAGATCCAAGAG------GAGTGTGCCCTTCAACTCAGGAGAATTGGAGACAAACTGCATTTCCAGCAGAAACTTCTGAATCTGATAGCCAAACTTCTCCGCTCAGGAACC
>HLlemCat2
ATGCCCATGAAGAGGGCGCGTAGGAACGCGCAACCG------AACCCGGCGCGGCCTCGG------ACAGAGATCCAAGAG------GAGTGTGCCCTTCAACTCAGGAGAATTGGAGACAAACTGCATTTCCAGCAGAAACTTCTGAATCTGATAGCCAAACTTCTCCGCTCAGGAACC
>HLvarVar1
ATGCCCGTGAGGAGGGCGCGTAAGAACGCGCAAGCG------AACCCGACGCGGGCTCTG------ACAGAGATTGAAGAG------GAGTGTGCCCTTCAACTCAAGAGACTTGGAGACAAACTGCATTTCCAGCAGAAACTTCTGAATCTGATAGCCAAACTTTTCCGCCCAGGAACC
>HLproCoq2
ATGCCCGTGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCGACGCGGACTCGG------GCAGAGATCGAAGAG------GAGTGTGCCCTTCAACTCAGGAGACTTGGAGACAAACTGCATTTCCAGCAGAAACTTCTGAATCTGATAGCCAAACTTTTCCGCTCAGGAACT
>HLindInd1
ATGCCCGTGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCGACGCGGACTCGG------GCAGAGATCGAAGAG------GAGTGTGCCCTTCAACTCAGGAGACTTGGAGACAAACTGCATTTCCAGCAGAAACTTCTGAATCTGATAGCCAAACTTTTCCGCTCAGGAACC
>HLdauMad1
ATGCCCGGGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCGACGCGGGCGCGG------GCAGAGCTCGAAGAG------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLdauMad2
ATGCCCGGGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCGACGCGGGCGCGG------GCAGAGCTCGAAGAG------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATAGCCAAACTCTTCTGCTCAGGAACC
>HLotoCra1
ATGGCCGGGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCCGCTCGCAAT------------GAGCTGGAAGAG------GAGTGTGCAGCTCAGCTGAGGAGACTGGGAGACAAACTGAATTTCCGCCAGAAACTCCTGAATCTGATAACCAAACTCTTCTGCTCTGGAACC
>otoGar3
ATGGCCGGGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCCGCTCGCAAT------------GAGCTGGAAGAG------GAGTGTGCAGCTCAGCTGAGGAGACTGGGAGACAAACTGAATTTCCGCCAGAAACTCCTGAATCTGATAACCAAACTCTTCTGCTCTGGAACC
>HLgalSen1
ATGGCCGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCCGCGCGCACT------------GAGCTGGAAGAG------GAGTGTGCAGCTCAGCTGAGGAGACTGGGAGACAAACTGAATTTCCGCCAGAAACTCCTGAATCTGATAACCAAACTCTTCTGCTCTGGAACC
>HLgalMoh1
ATGGCCGGGAAGAAGGCGCGTAAGAACGCGCAGCCG------AGCCCCGCGCGCACT------------GAGCTGGAAGAG------GAGTGTGCAGCTCAGCTGAGGAGACTGGGAGACAAACTGAATTTCCGCCAGAAACTCCTGAATCTGATAACCAAACTCTTCTGTTCTGGAACC
>HLnycCou2
ATGGCCGGGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCCGCGCGCACT------------GAGCTGGAAGAG------GAGTGTGCTGCTCAGCTCAGGAGACTGGGAGACAAACTGAATTTTCGGCAGAAACTTCTGAATCTGATAACCAAATTCTTCTGCTCAGGAACC
>HLnycBen1
ATGGCCGGGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCCGCGCGCACT------------GAGCTGGAAGAG------GAGTGTGCTGCTCAGCTCAGGAGACTGGGAGACAAACTGAATTTTCGGCAGAAACTTCTGAATCTGATAACCAAATTCTTCTGCTCAGGAACC
>HLxanPyg1
ATGGCCGGGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCCGCGCGCACT------------GAGCTGGAAGAG------GAGTGTGCTGCTCAGCTCAGGAGACTGGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATAACCAAATTCTTCTGCTCAGGAACC
>HLlorTar1
ATGGCCGGGAAGAAGGCGCGTAAGAACGCGCAACCG------AGCCCCGCGCGGACT------------GAGCTGGAAGAG------GAGTGTGCTGCTCAGCTCAGGAGACTGGGAGATAAACTGAATTTCCGGCAGAAACTTCTGAATCTGATAACCAAATTCTTCTGCTCTGGAACC
>HLcynVol1
ATGCCCGGGAGGAAGGCGCGTAAGATCGCTCCACCG------AGCCCACCGCGGGCTCCG------GCAGAGCCTGAAGTT------GAGTGTGCCAATCAACTCCGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTGCTGAATCTGATGTCTAAACTCTTGCCTTCAGGAACA
>HLgalVar2
ATGCCCGGGAGGAAGGCGCGTAAGATCGCTCCACCG------AGCCCACCGCGGGCTCCG------GCAGAGCCTGAAGTT------GAGTGTGCCAATCAACTCCGGAGAATTGGAGACAAACTGAGTTTCCGGCAGAAACTGCTGAATCTGATATCTAAACTCTTGCCTTCAGGAACA
>HLtupTan1
ATGCCTGGGAAGAAGGCTCGTAAGAACGCGCCACCC------GGCCCACCCCGGACTCAG------GGAGAATTTGAAGTT------GAGTGTGCCACTCAGCTCAGGAGAATTGGAGACAAATTGAGTTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTCCACTCAGGAACC
>HLtupChi2
ATGCCTGGGAAGAAGGCGCGTAAGAACGCGCCACCC------GGCCCACCCCGGACTGCG------GGAGAATTTGAAGTT------GAGTGTGCCACTCAGCTCAGGAGAATTGGAGACAAATTGAGTTTCCGGCAGAAACTTCTGAATCTGATATCTAAACTCTTCCACTCAGGAACC
>HLochCur1
ATG-------------NNNNNN--------------------AGTCGGGAGCGAACGCCA------GCAGAGCTGGAAGTC------CGATGTGCCATTCAACTCAGGAAAATTGGAGACGAACTGAATTTTCGGCAGAAACTTCTGAACCTGATTTTTACGTTCTTGAACCTAGTTACC
>HLochPri4
ATG-------------NNNNNN--------------------AGTCGGGAGCGAACGCCA------GCAGAGCTGGAAGTC------CGGTGTGCCGTTCAACTCAGGAAAATTGGAGACGAACTGAATTTCCAGCAGAAACTCCTGAACCTGATTTTTACGTTCTTCAACCTAGTTACC
>HLochArge1
ATG-------------NNNNNN--------------------AGTCGGGAGCGAACGCCA------GCAGACCTGGAAGTC------CGGTGTGCCGTTGAACTCAGGAAAATTGGAGACGAACTGAATTTCCAGCAGAAACTTCTGAACCTGATTTTCACATTCTTCAACCTAGTTACC
>HLlepTim1
ATGCCCGGGAAGAGGGCGCGAAAGAGATCTCAATCG------AGTCCGCAGCGAGCGCCA------GCAGAGCTGGAAGTC------GAATGTGCCACTCAACTCAGGATCATCGGAGATAAACTGGACTTG-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLictTrid4A
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AGCCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLictTrid4B
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AGCCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLictTri2
ATGCCTGGAAAGAAGGCGN---------------------------------------------------NNCTGGAAGTT------GAGTGTGTCACTCAGCTCAGGAAAATTGAAAATAGACTGAATTCTN---------------------------------NNGGTTCTGTAN--
>HLcynGun1
ATGCCGGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLuroPar1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACGG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLuroPar2A
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLuroPar2B
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLspeDau1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAAAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLmarFla1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLmarFlav2B
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLmarFlav2A
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCACACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLmarVanc2
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLmarHim1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLmarMar1
ATGNNNNN--------------------------------------------------N---------NCAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLmarMon3
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLcalLat1B
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAAGTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLcalLat1A
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGCGNN---------NGAGGTGGAAGTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLotoBeec1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCCGCACGGGAGNN---------NGAGGTGGAACTT------GAGTCTGGCATTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLtamSibi2
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCAACACGGGCGCCG------GCAGAGGTGGAAGTT------GAGTGTGGCACTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTTTTCAGTTTAGTAACC
>HLtamSib1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCAACACGGGCGCCG------GCAGAGGTGGAAGTT------GAGTGTGGCACTCAACTCAGGAGATTTGGAGACAAAGTAAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTTTTCAGTTTAGTAACC
>HLxerRut1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCAACACGGGCGCCG------GCAGAGGTGGAAGTT------GAATGTGGCACTCAACTCAGGAGATTTGGAGACAAAGTGAATTTCCATCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTAATAACG
>HLxerIna1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AACCCAACACGGGCGCCG------ACAGAGGTGGAAGTT------GAATGTGGCACTCAACTCAGGAGATTTGGAGACAAAGTGAATTTCCATCAGAAACTTCTGAATTTGATTTCGAAACTCTTCAGTTTAATAACG
>HLneoCar1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AGCCTAACGCGGGCGCCG------GCAGAGGTGGAAGTT------GAGTGTGGCACTCAACTCAGGAGATTTGGAGACAAAGTGAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAATTTAGTGACC
>HLsciCar1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AGCCTAACGCGGGCGCCG------GCAGAGGTGGAAGTT------GAGTGTGGCACTCAACTCAGGAGATTTGGAGACAAAGTGAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAATTTAGTGACC
>HLsciNig1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AGCCTAACGCGGGCGCCG------GCAGAGGTGGAAGTT------GAGTGTGGCACTCAACTCAGGAGATTTGGAGACAAAGTGAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAATTTAGTGACC
>HLsciVul1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACCG------AGCCTAACGCGGGCGCCG------GCAGAGGTGGAAGTT------GAGTGTGGCACTCAACTCAGGAGATTTGGAGACAAAGTGAATTTCCGTCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAATTTAGTGACC
>HLpteVola1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCACTG------ACCCTAACGCGGGCGCCG------GCAGAGGTAGAAGTT------GAGTGTGGCACTCAACTCAGGAGACTTGGAGACAAAGTGAATTTCCGTCAGAAGCTTCTGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLaplRuf1
ATGCCTGGAAAGAAGGCGCGTAAGCGCGCGCCCCCG------AACCCATCCCGGGGGCCG------GCAGAGCTGGAAGAA------GAATGTGTAACTCAACTCAGGAGATTTGGAGACAAACTGAATTTCCGTCAGAAACTTCTGAATTTGATTTCTAAACTGTTCAATTTAATAACC
>HLgliGli1
ATGCCCGGAGAGAAGGCGCGTAAGAGCGCGCCGACG------AACCCACCCGGGGCGCCG------GCAGAGGTGGAAGTT------GAGTGTGCCACCCAGTTCAGGAGAATTGGAGACAAAATGAATTTCCGCCAGAAACTTCTGAATTTGATTTCCAAACTCTTCAGTTTGGTCACC
>HLgraMur1
ATGCCTGGAAAGAAGGCGCGTAAGAGCGGGCCGACG------AACCCCAGCAGGGCGCCG------GCAGAGCTGGAAGTC------GAGTGTGCCGTTCAGCTCAGGAGAATTGGAGACAAACTGAACTACCACNNNNN----------------------------------------
>HLmusAve1
ATGCCTGGAGAGAAGGCGCGTAAGNNNGCGCGCCCG------AACCCCACC------CTG------GCAGAACTGGAAGTC------GACTGTGCTATTCAGCTCAGAAGAATTGGAGACAAACTGAATTCTTGCNNNNNNNNNNNNNNNNNNAGCCCTGAGNNNNNNNNNNNNNNNNNN
>HLmusAvel2
ATGCCTGGAGAGAAGGCGCGTAAGNNNGCGCGCCCG------AACCCCACC------CTG------GCAGAACTGGAAGTC------GACTGTGCTATTCAGCTCAGAAGAATTGGAGACAAACTGAATTCTTGCNNNNNNNNNNNNNNNNNNAGCCCTGAGNNNNNNNNNNNNNNNNNN
>HLeliQue1A
ATGCCCAGAAAGAAGGCGCGTAAGAGCGCGCAGACG------ATCCCCACCGCGGCGCCC------GCAGAGGTGGAAATT------GAGTGTGCCACCCAGTTCAGGAGAATTGGAGACAAACTGAATN-----CAGAAATTTCTGAATTTGATTTCTAAACTCTTCAGTTTGGTCACC
>HLeliQue1B
ATGCCCAGAAAGAAGGCGCGTAAGAGCGCGCAGACG------ATCCCCACCGCGGCGCCC------GCAGAGGTGGAAATT------GAGTGTGCCACCCAGTTCAGGAGAATTGGAGACAAACTGAATN-----CAGAAATTTCTGAATTTGATTTCTAAACTCTTCAGTTTGGTCACC
>HLonyAre1B
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCC------AACGCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLonyAre1A
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCC------AACGCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLonyTor1
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCC------AACGCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLonyLeu1
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCC------AACGCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLperCri1
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCG------AACGCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGGGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLperCalIns3
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCG------AACACAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLperCal2
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCG------AACACAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLperManSon3
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCG------AACGCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLperManBai2
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCG------AACGCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLperPol1
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCG------AACGCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLperLeu1
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCG------AACGCAGCG------TGG------GCAGACCTAGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAACTTCTGAATTTAATTTCCAAGCTCTTTAATTTAGTAACC
>HLreiMegLon1
ATGCTCCGGAGCCAGGCGCGTCCGGACGCGCCATTG------AACGCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAAGTGAATTTATGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLscoTegu1
ATGCCCCGGAGCCAGGCGCGTCCGAACGCGCCATCG------AACCCAGCG------TTG------GCAGACCTGGAAGAT------GAGTGT---ATTCAACTCCGGAGAATTGGAGACAAACTGAATTTATGGCAGAAGCTTCTGAATTTTATTTCCAAGCTCTTTAGTTTAGTAACC
>HLneoLep1
ATGCCCCGGAGCCAGGCGCGTCCTAACGCGCCGTCG------AACCCAGCG------TGG------CCAGACCTTGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAGTTTAGTAACC
>HLneoFlor1A
ATGCCCCGGAACCAGGCGCGTCCTAACGCGCCGTCG------AACCCAGCG------TGG------GCAGACCTGGAAGAT------GAGTGT---GTTCAACTCCGGAGAATTGGAGACAAACTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAGTTTAGTAACC
>HLsigHisp3
ATGCCCCGGAGCAAGGCGCGTCAGAACGCGCCATCG------AACCCAGCT------TGG------GCAGACCTGGAAGAT------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAGTTGAATTTCCGGCAGAAACTTCTGAATTTTTTTTCCAAGCTTTTTAGTTTAGTGACC
>HLsigHis2
ATGCCCCGGAGCAAGGCGCGTCAGAACGCGCCATCG------AACCCAGCT------TGG------GCAGACCTGGAAGAT------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAGTTGAATTTCCGGCAGAAACTTCTGAATTTTTTTTCCAAGCTTTTTAGTTTAGTGACC
>HLphyVac1
ATGCCCCGGAGCAAGGCGCGTCAGAACGCGCCATCG------AACCCGGCT------TGG------GCAGACCTGGAAGAT------GACTGT---GTTCAACTCCGGAGAATTGGAGACAAGCTGAATTTCCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAGTTTAGTGACC
>HLmicCal1B
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGGGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicCal1A
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGGGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>micOch1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTGG------GACCCAGCG------CGG------GCAGATGGGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicPen1B
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGGGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicPen1A
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGGGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicOre1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCTGCG------CGG------GCAGATGGGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicRicArv1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGGGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicObs1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCACCG------GACCCAGTG------CGG------GCAGATGTGGAAGAC------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicArv1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCACCG------GACCCAGTG------CGG------GCAGATGTGGAAGAC------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicAgr2
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCGGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAACTCTTTAATTCAGTAACC
>HLneoFus1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCGGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLneoShe1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicFor1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLaleFor1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmicOec1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLaleOec1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLchiNiv1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLarvAmp1
ATGCCACGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLellLut1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGTGGAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTTTTTCCAAGCTCTTTAATTCAGTAACC
>HLellTal1
ATGNNNCCGNN---------------------------------NCCAGCG------CCG------NNNGATGTGCAAGAT------GAGTTT---ACTCAACTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLmyoGla2
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGACG------GACCCAGCG------CGG------GCAGATGCGGAAGAT------GAGTTT---ACTCAGCTCCGGAGAATTGGAGACAAGCTGAATTTCTGGCAGAGACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLcleRut1
ATGCCCCGGAGCGAGGCGCGTCAGAACGCGCCGACG------GACCCAGCG------CGG------GCAGATGCGGAAGAT------GAGTTT---ACTCAGCTCCGGAGAATTGGAGACAAGCTGAATTTCTGGCAGAGACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLdicTor1
ATGCCCGGGAGCGAGGCGCGTCAGAACGCGCCGTCG------GACCCAGCG------CGG------GCAGATGTGGACGAT------GAGTTT---ACTNNNCTCCGGAGAATTGGAGACAAACTGAATGTCCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLondZib1
ATGCCCGGGAGCAAGGCGCGTCAGAACGCGCAGTCG------GACCCAGCG------CGG------GCAGATGTGGACGAT------GAGTTT---ACTCAGCTCCGGAGAATTGGAGACAAACTGAATTTCTGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTCAGTAACC
>HLcriGri3
ATGCTGCAGAGAGTG---------------------------------GCG------CGG------GCAGATGTGGAAGAT------GAGTGC---NNNCAACTCCGGAGGATTGGAGACAAACAGAACTTTCGGCAGAAACTTCTAAATTTTATTACCAAGCTCTTCAGTTTAGTAACC
>HLcriCri1
ATGCTGCAGAGAGTG---------------------------------GCG------CGG------GCAGATGTAGAAGAT------GAGTGT---NNNCAACTCCGGAGGATTGGAGACAAACAGAACTTTCGGCAGAAACTTCTAAATTTTATTACCAAGCTCTTCAGTTTAGTAACC
>HLmesAur3
ATGCTCCAGAGCGTAGCGCGTCAGAACGCGCCATCG------AACCCAGCG------CGG------GCAGATGTGGAAGAC------GAGTGT---NNNCAACTCCGGAGGATTGGAGACAAACAGAATTTGCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAGTTTAGTAACC
>HLphoRob1
ATGCTCCAGAGCGTGGCGCGTCTGAACGCGCCATCG------AACCCAGCG------CGG------GCAGACGTGGAAGAT------GAGTGC---NNNCAACTCCGGAGGATTGGAGACAAACAGAATTTGCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAGTTTAGTAACC
>HLphoSun2
ATGCTCCAGAGCGTGGCGCGTCTGAACGCGCCATCG------AACACAGCG------CGG------GCAGACGTGGAAGAT------GAGTGT---NNNCAACTCAGGAGGATTGGAGACAAACAGAATTTGCGGCAGAAACTTCTGAATTTTATTTCCAAGATCTTCAGTTTAGTAACC
>HLmusSpi1
ATGCCCAGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACTTGAAGGAC------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTGATTTCCAAGCTCTTCAATTTAGTAACC
>HLmusSpr2
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACTTGAAGGAC------GAGTGT---GCTCAACTCCGGAGGATTGGAGACAAACTGAATTTACGGCAGAAACTTCTGAATTTGATTTCCAAGCTCTTCAATTTAGTAACC
>HLmusMusc41
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACTTGAAGGAC------GAGTGT---GCTCAACTCCGGAGGATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTGATTTCCAAGCTCTTCAATTTAGTAACC
>mm39
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACTTGAAGGAC------GAGTGT---GCTCAACTCCGGAGGATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTGATTTCCAAGCTCTTCAATTTAGTAACC
>mm10
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACTTGAAGGAC------GAGTGT---GCTCAACTCCGGAGGATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTGATTTCCAAGCTCTTCAATTTAGTAACC
>HLmusMusMol40
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACTTGAAGGAC------GAGTGT---GCTCAACTCCGGAGGATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTGATTTCCAAGCTCTTCAATTTAGTAACC
>HLmusCar1
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACTTGAAGGAC------GAGTGT---GCTCAACTCCGGAGAATTGGGGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTGATTTCCAAGCTCTTCAATTTAGTAACC
>HLmusMin1
ATGCCCGGGAGAAAGGCACGTCGGAACGCGCCAGTG------AACCAAACG------CGG------ACAGACCTGAAGGAC------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATCTTATTTCCAAGCTCTTCAATTTAGTAACC
>HLmusPah1
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGACAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAGTAACC
>HLmasCou1
ATGCCCGAGAGAAAGGCGCGTCAGAACGCACCAGGG------AAGCCAACG------CGG------GCAGACCTGAAGGAT------GAATGC---GCTCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLapoSyl2
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAGCG------CGG------GCAGACCTGAAGGAC------GAGTGT---GCTCAACTGCGGAGGATTGGAGACAAAGTGAATTTACGGCAGAAACTCCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLapoAgr1
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGACAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLapoSpe1
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCTACG------CGG------GCAGACCTGAAGGAT------GAGTGT---GCTCAACTGCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLtokOsi1
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GCTCAACTGCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLtokTok1
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GCTCAACTGCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLtokMue1
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GCTCAACTGCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLarvNil1
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAGCTGAATTTCCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAGTAACC
>HLrhaPum1
ATGCCCGGGAGAAAGGCGCTTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAGTAACC
>HLgraSur1
ATGCCCGGGAGAGAGGCGCGTCGGAACGCGCCAGTG------AACTCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGACAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLmasFus1
ATGCCCGGGAGAAAGGCGCTTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAT------GAGTGT---GCCCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACT
>HLpseFum1
ATGCCCGGGAGGAAGGCACGTCGGAACGCGCCAGTG------AACTCAACG------CGG------GCAGACCTGAAGGAT------GAGTGT---GCCCAACTCCGGAGAATTGGAGACAAATTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLpseDes1
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAT------GAGTGT---GCCCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLuroCau1
ATGCCCGGGAGAAAGGCGCGTCGGCACGCGCCAGTG------AACCCACCG------CGG------GCAGACCTGAAGGAT------GAGTGT---GCTCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLhydChr1
ATGCCCGGGAGAAAGGCGCGTCGGAACGTGCCAGTG------AACCCAACG------CGG------GCAGACCTGAGGGAT------GACNNN---GCCCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAACTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLrhySor1
ATGCCCGGGAGAAAGGCGCGTCGGACCGCGCCAGTG------AACCCATCG------CGG------GCAGACCTGAAGGAC------GAGTGC---ATTCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLmicMin1
ATGCCCCGGAGAAAGGCGCGTCGGAACGCGCCAGTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAATGT---GCTCAACTCCGGAGAATTGGAGACAAAGTAAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAGTAACC
>HLratNor8
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCATTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GATCAACTGCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>rn7
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCATTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GATCAACTGCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLratRat7
ATGCCCGGGAGAAAGGCGCGTCGGAACGCGCCATTG------AACCCAACG------CGG------GCAGACCTGAAGGAC------GAGTGT---GATCAACTCCGGAGAATTGGAGACAAAGTGAATTTACGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTCAATTTAATAACC
>HLacoCah2
ATGCCCCGGAGTAAGGCGCTTCAGAACGCGCCGGCG------AACCCAGAG------CGG------GCAGACCTGGAGGAG------GAGTGC---GCTCAGCTCCGGAGAATTGGAGACAAACTGAACTTTCGGCAGAAACTTCTGAATTTTATTTCCAAGCTTTTTAATTTAGTAACC
>HLacoCah1
ATGCCCCGGAGTAAGGCGCTTCAGAACGCGCCGGCG------AACCCAGAG------CGG------GCAGACCTGGAGGAG------GAGTGC---GCTCAGCTCCGGAGAATTGGAGACAAACTGAACTTTCGGCAGAAACTTCTGAATTTTATTTCCAAGCTTTTTAATTTAGTAACC
>HLacoDim1
ATGCCCCGGAGTAAGGCGCTTCAGAACGCGCCGGCG------AACCCAGAG------CGG------GCAGACCTGGAGGAG------GAGTGC---GCTCAGCTCCGGAGAATTGGAGACAAACTGAACTTTCGGCAGAAACTTCTGAATTTTATTTCCAAGCTTTTTAATTTAGTAACC
>HLacoMin1
ATGCCCCGGAGTAAGGCGCTTCAGAACGCGCCGGCG------AACCCAGAG------CGG------GCAGACCTGGAGGAG------GAGTGC---GCTCAGCTCCGGAGAATTGGAGACAAACTGAACTTTCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLacoKem1
ATGCCCCGGAGTAAGGCGCTTCAGAACGCGCCGGCG------AACCCAGAG------CGG------GCAGACCTGGAGGAG------GAGTGC---GCTCAGCTCCGGAGAATTGGAGACAAACTGAACTTTCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLacoPer1
ATGCCCCGGAGTAAGGCGCTTCAGAACGCGCCGGCG------AACCCAGAG------CGG------GCAGACCTGGAGGAG------GAGTGC---GCTCAACTCCGGAGAATTGGAGACAAACTGAACTTTCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLacoRus1
ATGCCCCGGAGTAAGGCGCTTCAGAACGCGCCGGCG------AACCCAGAG------CGG------GCAGACCTGGAGGAG------GAGTGC---GCTCAGCTCCGGAGAATTGGAGACAAACTGAACTTTCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAATTTAGTAACC
>HLpsaObe1
ATGCCCCGGAGTCAGGCGCGTCAGAACGCGCCAGTG------AACCCAGCT------CGG------GAAGATCTGGAAGAC------CAGTGT---GCTCAACTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAAAAACTTCTGAATTTTATTTCCAAGCTTTTTAGTTTAGTAACC
>HLmerPsa1
ATGCCCCGGAGTCAGGCGCGTCAGAACGCGCCAGTG------AACCCAGCG------CGG------GAAGATCTGGAGGAC------CAGTGT---GCTCAGCTCCGGAGAATTGGAGACAAGCTGAATTTCCGGCAAAAACTTCTAAATTTTATTTCCAAGCTTTTTAGTTTAGTAACC
>HLmerUng2
ATGCCCCGGAGTCAGGCGCGTCAGAACGCGCCAGTG------AACCCAGCG------CGG------GAAGATCTGGAAGAC------CAGTGT---GCTCAACTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAAAAACTTCTAAATTTTATTTCCAAGCTTTTTAGTTTAGTAACC
>HLrhoOpi1
ATGCCCCGGAGTCAGGCGCGTCAGAACGCGCCAGTG------AACCCAGCG------CGG------GAAGATCTGGAAGAC------CAGTGT---GCTCAACTCCGGAGAATTGGAGACAAACTGAATTTCCGGCAAAAACTTCTGAATTTTATTTCCAAGCTTTTTAGTTTAGTAACC
>HLpacDup1
ATGCCTGGCAAGAAGGCGCGAAAGAGCGCGGCGAGGAGCCCTAGCCCAACG------CGGCTGCCAGCAGATCTGGAAGAC------CAGTGT---GCTCAACTCCGGAGAATTGGAGATAAACTGAATTTCCGGCAAAAACTTCTGAATTTTATTTCCAAGCTTTTTAGTTTAGTAACC
>HLlopImh1
ATGCCCCGGAGCAAGGCGCGCCAGAACGCGCCGGGG------AACCCAGCG------CGG------GAAGACCTGGAAGAT------GAGTGT---GCTCAGCTCCGGAGGATTGGAGACAAACTGAACTTCCGGCAGAAACTTCTGAATTTTATTTCCAAGCTCTTTAGTTTAGTTACC
>HLcriGam1
ATGCCCCGGAGCAAGGCGCGTCAGAACGCGCCGTCG------AACCCAGCG------CGG------GCAGACATGGAGGAT------GAGTGT---GCTCAACTCCGAAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATTTCCAAGCTCTTTAGTTTAATAACC
>HLcriAns1
ATGCCCCGGAGCAAGGCGCGTCAGAACGCGCCGTCG------AACCCAGCG------CGG------GCAGACATGGAGGAT------GAGTGT---GCTCAACTCCGAAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATTTCCAAGCTCTTTAGTTTAATAACC
>nanGal1
ATGCCCGGGAGCGAGGCGCGTCAGAGCGCGCCATCG------AACGCCACG------CGG------GCAGAGCTAGAGTTG------GAGTGT---NNNCAGCTTAGGAGAATTGGAGATAAACTGAATTCCNNNNNNNN---------------------------------------N
>HLrhiPru1
ATGCCCGGGAGCCAGGCGCGTCCGAGCGCGCCATTG------AACTCTACG------CTG------ACAGATCTGGAAGCT------CAGTGT---GTTCAACTCAGGAGAATTGGAGACAAACTGGACTTCCGGCAGAAACTTCTGAATTTGATCTCCAAACTCTTTAATTTAATAACC
>HLeosFon1
ATGCCCGGGAGCAAGGCGCGTCAGGGCGCGCCATCG------AACGCAACG------CGG------GCAGATCTGGAAGCT------GAGTGT---GCTCAACTCAGGAGAATTGGAGACAAACTGAACTTCCGGCAAAAACTTCTGAATTTGATCTCCAAACTCTTCAATTTAATAACC
>HLmyoAspa1
ATGCCCGGGAGCAAGGCGCGTCAGAGCGCGCCATCG------AACGCAACG------CGG------GCAGATCTAGAAGCT------GAGTGT---GCTCAACTCAGGAGAATTGGAGACAAACTGAACTTCCGGCAAAAACTTCTGAATTTGATCTCCAAACTCTTCAATTTAATAACC
>HLmyoPsil1
ATGCCCGGGAGCAAGGCGCGTCAGAGCGCGCCATCG------AACGCAACG------CGG------GCAGATCTAGAAGCT------GAGTGT---GCTCAACTCAGGAGAATTGGAGACAAACTGAACTTCCGGCAAAAACTTCTGAATTTGATCTCCAAACTCTTCAATTTAATAACC
>HLtypCin1
ATGCCTGAGAGCCAGGCGCCTAAGAGCGCTCCATCG------AACCCTACG------CGG------GCAGAGCTAGAATCT------GAGTGT---NNNCAGCTCCGGAACATCGGCGACAGACTGGATTCCTGG-------------------------NNNNNNNNNN---------N
>HLallBul1
ATGCCCGCGAGGGAGGCACGTGGGAGCGCGTCTCCG------AACTCACCA------CCG------CCAGAGCTGGAAGCT------GATTGT---GTCCAACTCAGGAGAATTGGAGACAGACTGAATTTTCAGCAGAAACTTCTGAATTTGATCTCCAAACTCTTCAATGTAGTCACC
>HLoriSib2
ATGCCCGCGAGGGAGGCACGTGGGAGCGCGTCTCCG------AACTCACCG------CCG------CCAGAGCTGGAAGCT------GATTGC---GTCCAACTCAGGAGAATTGGAGACAGACTGAATTTTCAGCAGAAACTTCTGAATTTGATCTCCAAACTCTTCAATGTAGTCACC
>HLjacJac2
ATGCCCGCGAGGGAGGCACGTGGGAGCGCGCAGCCG------CAC---CCG------CCG------CCAGAACTGGAAGCT------GATTGT---GTCCAACTCAGGAGAATTGGAGACAGACTGAATTTTCAGCAGAAACTTCTGAATTTGATCTCGAAACTCTTCAACGTAGTCACC
>HLdipSag1
ATGCCCGCGAGGAAGGCACGTGGGAGCGCGCAGCCG------GACNNNCCG------CCG------CCAGAGCTGGAAGCT------GATTGT---ATCCAACTCAGGAGAATTGGAGACAGGCTGAATTTGCAGCAGAAACTTCTGAATTTGATCTCGAAACTCTTCAACATAGTCACC
>HLsalCra1
ATGCCCGGGAGGAGGGCACGTGGGAGCGCGCAGTCG------AACTCACCG------CGG------CCAGAGCTCGAAGCT------GATTGT---GCCCAACTCAGGAGGATTGGAGACAGACTGAATTTTCAGCAGAAACTTCTGAATTTGATCTGCAAACTCTTAAATATAGTACAC
>HLzapHud1
ATGCCCGAGAAGAAGGCACGTGGGAGCGCGNN---------------------------N------CCAGAACTGGAAGCT------GATTGT---GCCCAACTCAGGAGAATTGGAGACAGACTGACTTTCCAGCAGAAACTTCTGAATTTGATCTCCAAACTCTTTAATGTAGTAACC
>HLdipMer1
ATGCCGGGGN------------NNAGCGCGCCGTCG------AACTCGGCGCCCACGCGG------CCAGAGCTGGAAGTT------GAGTGT---NNNCAACTCCGGAGAATTGGAGACAAATTGAAT----------------------------------------------NNNNN
>HLdipSte1
ATGCCGGGGN------------NNAGCGCGCCGTCG------AACTCGGCGCCCACGCGG------CCAGAGCTGGAAGTT------GAGTGT---NNNCAACTCCGGAGAATTGGAGACAAATTGAAT----------------------------------------------NNNNN
>HLdipSpe1
ATGCCGGGGN------------NNAGCGCGCCGTCG------AGCTCGGCGCCCACGCGG------CCAGAGCTGGAAGTT------GAGTGT---NNNCAACTCCGGAGAATTGGAGACAAATTGAAT----------------------------------------------NNNNN
>HLperLonPac2
ATGCCGGGGAGGAAGGCGCGTCCGAGCGCGCCGTGG------AACGCGTCGCTATCGCGG------CCGGAGTGGGAAGTT------GAGTGT---NNNCAACTCCGCAGAATTGGAGACAAATTAAAT----------------------------------------------NNNNN
>HLthoBot2A
ATGCCGGGGAGGAAGGCGCGTAAGAGCGCGCCGAGG------AACTCATCGCCGTCGCGG------CCAGAACTGGAAGCT------GTGTGC---ATTCAATTCAGGAGAATTGGAGATAAATTGAATTTCCGGCAAAAACTTCTGAATTTGATTTCTAAACTCTTCAGCTTAATAACC
>HLthoBot2B
ATGCCGGGGAGGAAGGCGCGTAAGAGCGCGCCGAGG------AACTCATCGCCGTCGCGG------CCAGAACTGGAAGCT------GTGTGC---ATTCAATTCAGGAGAATTGGAGATAAATTGAATTTCCGGCAAAAACTTCTGAATTTGATTTCTAAACTCTTCAGCTTAATAACC
>HLgeoBur1
ATGCCGGGGAGGAAGGCGCGTAAGAGCGCGCCGTGG------AACTCATCGGCGTCGCGG------CCAGAACTGGAAGCT------GTGTGT---ATTCAATTCAGGAGAATTGGAGATAAATTGAATTTCCGGCAAAAACTTCTGAATTTGATTTCTAAACTCTTCAGCTTAATAACC
>HLcasCana4A
ATGCCTGGGAGGAAGGCGCGTAAGAGCGCGCAAGCG------AACCCTACGCGGGCGCGG------GCAGAGCTGGAAGCT------GAGTGT---GTTCAACTCAGAAGAATTGGAGATAAAGTGAATATCCGACAGAAACTTCTGAATTTGATTTCCAAACTCTTCAATTTAATAACC
>HLcasCan3
ATGCCTGGGAGGAAGGCGCGTAAGAGCGCGCAAGCG------AACCCTACGCGGGCGCGG------GCAGAGCTGGAAGCT------GAGTGT---GTTCAACTCAGAAGAATTGGAGATAAAGTGAATATCCGACAGAAACTTCTGAATTTGATTTCCAAACTCTTCAATTTAATAACC
>HLpedCap1
ATGCCTGGGAGGAAGGCGCACAAGAGCGCGCCGCGG------AGCGCTACGCGGACTCGG------GCAGAGCTGGAAGTG------GAGTGTGCGGCTCAGCTCAGGAGAATTGGAGACAGACTGAATN-----------NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLcteGund2A
ATGCCTN---NNAAGCTGTGTACCAGCCCGCAGCCG------ACCACAGCGCGGGCCCCG------GCAGAGCTGGAAGTC------GAGTGTGTCACTCAGTTAAGGAGAATTGGAGACAAAGTGAATTCCCGGCAAAAACTTATGAATTTGATTTCCAATCTCTTCAGCTTGGTTACC
>HLcteGun1
ATGCCTN---NNAAGCTGTGTACCAGCCCGCAGCCG------ACCACAGCGCGGGCCCCG------GCAGAGCTGGAAGTC------GAGTGTGTCACTCAGTTAAGGAGAATTGGAGACAAAGTGAATTCCCGGCAAAAACTTATGAATTTGATTTCCAATCTCTTCAGCTTGGTTACC
>HLhysBra1
ATGCCTN---NNAAGGTGTGTAAGAGCTCGCAACCC------AACTCCACGCGCGCACCG------GCAGAGCTGGAAGTT------GAGTGTGCCGCTCAACTCAGGAGAATTGGAGATAAACTGAATTTCCGTCAGAAGCTTATGAATTTGATTTCCAAACTGTTCAGTTTGGTAACC
>HLhysCri1
ATGCCTN---NNAAGGTGTGTAAGAGCTCGCAACCC------AACTCCACGCGGGCACCG------GCAGAGCTGGAAGTT------GAGTGTGCCGCTCAACTCAGGAGAATTGGAGATAAACTGAATTTCCGTCAGAAGCTTATGAATTTGATTTCCAAACTGTTCAGTTTGGTAACC
>HLthrSwi1
ATGCCTN---NNAAGGTGTGTAAGGACGCGCGAATG------AACTCCACACGAGCACCG------GCAGAGCTGGAAGTG------GAGTGTGCTGCTCAGTTGAGGAGAATCGGGGATAAAATGAATTTTCGGCAGAGACTTATGAATTTGATTTCTAAACTCTTCAGTTTGGTAACC
>HLpetTyp1
ATGCCTN---NNAAGGTGTGGAAGGGCGCGCGACAG------AACTCCACGCGACCACTC------GCAGAGCTGGAAGTT------GAGTGTGCAGCTCAGTTCAGGAGAATTGGAGATAAACTGAATCTTCGTCAGAAACTTATGAATTTGATTTCTAAACTCTTCAGTTTGATAACC
>HLhetGla3
ATGCCTN---NNAAGGTGTGTAAGGGCACGCAACCG------AACTCCAAGCGGGCACTG------GCAGAGCTGGAAGTC------GAGTGTGCTGCTCAGTTTAGGAGAATTGGAGATAAACTGAATTTTCGGCAGAAACTTATGAATTTGATTTCTAAACTCTTCAGTTTGATAACC
>hetGla2
ATGCCTN---NNAAGGTGTGTAAGGGCACGCAACCG------AACTCCAAGCGGGCACTG------GCAGAGCTGGAAGTC------GAGTGTGCTGCTCAGTTTAGGAGAATTGGAGATAAACTGAATTTTCGGCAGAAACTTATGAATTTGATTTCTAAACTCTTCAGTTTGATAACC
>HLhetGla5
ATGCCTN---NNAAGGTGTGTAAGGGCACGCAACCG------AACTCCAAGCGGGCACTG------GCAGAGCTGGAAGTC------GAGTGTGCTGCTCAGTTTAGGAGAATTGGAGATAAACTGAATTTTCGGCAGAAACTTATGAATTTGATTTCTAAACTCTTCAGTTTGATAACC
>HLfukDam2
ATGGCTN---NNAAGGTGTGTAAGAGCGTGCAACCG------AACTCCACGCGGGCACCG------GCAGAGCTGGAAGTC------GAATGTGCTGCTCAATTCAGGAGAATTGGAGATAAACTGAATTTTCGGCAGAAACTTATGAATTTGATTTCTAAACTCTTCAGTTTGATAACC
>HLbatSui1
ATGGCTN---NNAAGGTGTGTAAGAGCGCGCACCCG------AACTCCACGCGGGCACCG------GCAGAGCTGGAAGTC------GAATGTGCTGCTCAATTCAGGAGAATTGGAGATAAACTGAATTTTCGGCAGAAACTTATGAATTTGATTTCTAAACTCTTCAGTTTGATAACC
>HLmyoCoy2
ATGTCTN---NNAAGGTGTGTACGAGCGCGCAGCCG------AAGTTCACGAGGGCACCG------GCAGAGCTGGAAGTT------GAGTGTGCTGCTCAGTTCAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAGTTTATGAATTTGATTTCCAAACTCTTCAGTTTGGTGACC
>octDeg1
ATGCCTN---NNAAGGTGTGTACGAGCGCGCAACCG------AACTCCACGCGGGCACTG------GCAGAGCTGGAAGTT------GAGTGTGCTGCTCAGTTCAGGAAAATTGGAGATAAACTGAATTTCCGGCAGAAATTTATGAATTTGATTTCCAAACTCTTCNNNNNNNNNNNN
>HLlagMax1
ATGCCGN---NNAAGGTGTGTAAGAGTNNNCCGCCG------AACTCCACGCGGGCACCG------GCAGAGCTGGAAGTT------GAGTGTGCCACTCAGTTCAGGAGAATTGGAGATAAACTGAATTTCAGGCAGAAACTTATGAATTTGATTTCCAAACTCTTCAGTTTGGTAACC
>chiLan1
ATGCCGN---NNAAGGTGTGTAAGAGCNNNCCGCCG------AACTCCACGCGGGCACCG------GCAGAGCTGGAAGTC------GAGTGTGCCGCTCAGTTCAGAAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTATGAATTTGATTTCCAAACTCTTCAGTTTAGTAACC
>HLdinBra1
ATGCCGN---NNAAGGTGTGTCAGAGCGCGCCGCCG------AACTCCCCGCGGGCACCG------GCAGAGCTGGAAGTC------GAGTGTGCCGCTCAGTTGAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTACGAATTTGATTTCCAAACTCTTCAGTTTGGTAACC
>HLcoePre1
ATGCCTN---NNAAGGTGTGTAAGAGCGAGCGACCG------AACTCCGCGCGGGCACCG------GCAGAGCTGGAGGTC------GAGTGTGCCACTCAGCTTAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTCATGAATTTGATTTCCAAACTCTTCAGTTTGGTAACC
>HLereDor3
ATGCCTN---NNAAGGTGTGTAAGAGCGAGCGACCG------AACTCCGCGCGGGCACCG------GCAGAGCTGGAGGTC------GAGTGTGCCACTCAGCTTAGGAGAATTGGGGATAAACTGAATTTCCGGCAGAAACTTATGAATTTGATTTCCAAACTCTTCAGTTTGGTAACC
>HLdasPun1
ATGCCCN---NNAAGGTGTGTAAGAGCGCGCAACCG------AACTCCACGCGGGCACCG------GCAGAGCTGGAAATC------GAGTGTGCCGCTCAGTTCAGGAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTATGAATTTGATTTCCAAACTCTTCAGTTTGGTAACC
>HLdolPat1
ATGCCTN---NNAAGGTGTGTAAGAGCGCGCAACCG------AACTCCACACGGGCA------------GAGCTGGAAGTC------CAGTGCATTGCTCAGTTGAGAAGAATTGGAGATAAAGTGAATTTCCGGCAGCAACTTATGAACTTGATTTCCAAACTCTTCAGTTTGGTAACC
>HLhydHyd2
ATGCCTN---NNAAGGTGTGTAAGAGCGCGCAACCG------AACTCCACACGGGCA------------GAGGTGGAAGTC------CAGTGCGCTGCTCAGTTGAGAAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTATGTATTTGATTTCCAAACTCTTCAGTTTGGTAACA
>HLhydHyd1
ATGCCTN---NNAAGGTGTGTAAGAGCGCGCAACCG------AACTCCACACGGGCA------------GAGGTGGAAGTC------CAGTGCGCTGCTCAGTTGAGAAGAATTGGAGATAAACTGAATTTCCGGCAGAAACTTATGTATTTGATTTCCAAACTCTTCAGTTTGGTAACA
>HLcavTsc1
ATGCCTN---NNAAGGTGTGTAAGAGCGCGCAGCCG------AACTCCACGCGGGCA------------GAGCTGGAAGTC------GAGTGTGCTGCTCAGTTGAGAAGAATTGGAGATAAACTGAATTTCCAGCAGAAACTTATGTATTTGATTTCCAAACTCATCAGTTTGGTAACC
>HLcavPor4
ATGCCTN---NNAAGGTGTGTAAGAGCGCGCAGCCG------AACTCCACGCGGGCA------------GAGCTGGAAGTC------GAGTGTGCTGCTCAGTTGAGAAGAATTGGAGATAAACTGAATTTCCAGCAGAAACTTATGTATTTGATTTCCAAACTCATCAGTTTGGTAACC
>HLdugDug2
------------------------------------------------------------------------CATGAAGTC------GAGTGTGCTGTTCAACTGAGGAAAATTGGAGACAAGCTGAATTTCCGGCAGAAGCTTCTGAATGTGATATCCAAACTCTTCTGTTCAGGCACC
>HLeidDup1
------------------------------------------------------------------------CTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLeidHel2
------------------------------------------------------------------------CTTGAAGTT------GAGTGTGCCATTCAATTCAGGAGAATTGGAGACAAGCTGAATTTCCGGCAGAAACTTCTGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLgirTip2
------------------------------------------------------------------------CCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTCTTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLlynPar1
------------------------------------------------------------------------CCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>HLmesBid1
------------------------------------------------------------------------CCTGAAGTT------GAGTGTGCCATTCAGTTCAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTCTGAATTTGATATCCAAACTCTTCCGCTCAGGAACC
>HLminNat1
------------------------------------------------------------------------GTCGAGGCC------GAGTGCGCCCTTCAATTGAAGAGAATTGGAGACAGACTAAGTTTCCACCAGAAACTTCTGAATCTGCTGTCTAAGCTCTACCACTCGGGAACC
>HLmyoPla1
------------------------------------------------------------------------GCTGAAATT------GAGTGTGCCCTTCAATTAAGGAGAATTGGAGACAAGCTGAGTTTCCTGCAGAAACTTCTGAATCTGATGTACAAACTCTTCGGCTCAGGAACC
>HLoreOre1
------------------------------------------------------------------------CCTGAAGTT------GAGTGTGCCATTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLprzAlb1
------------------------------------------------------------------------CCTGAAGTT------GAGTGTGCTCTTCAGTTGAGGAGAATTGGAGACAAACTGAATTTCCGGCAGAAACTTGTGAATCTGATATCCAAACTCCTCCGCTCAGGAACT
>HLpumCon1
------------------------------------------------------------------------CCCGAAGTG------GAATGTGCCATGCAGCTCCGGAGATTTGGAGACAAACTGAATTTCCGACAGAAGCTTATGAATCTGATATCCAAACTCTTCCGCTCGGGAACC
>dipOrd2
------------------------------------------------------------------------CTGGAAGTT------GAGTGT---NNNCAACTCCGGAGAATTGGAGACAAATTGAAT----------------------------------------------NNNNN
