>hg38
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmusEve1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmusNig1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTTCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmusPutFur2
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmusFur2
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmusLut1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmusNiv1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmusNiva2A
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmusErm1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLneoViso3A
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGAGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCTCACCCTCCTCCTCCGGAGAAGNNN
>HLlonCan1
ATG---GGGGACCAACCTTGCGCCTCCAGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>enhLutKen1
ATG---GGGGACCAACCTTGCGCCTCCAGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>enhLutNer1
ATG---GGGGACCAACCTTGCGCCTCCAGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLaonCin1
ATG---GGGGACCAACCTTGCGCCTCCAGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpteBra2
ATG---GGGGACCAACCTTGCGCCTCCAGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACAAGGCCTCCAAAAAAGCGCTGTCTTCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCAACACCCGGCCTGAAATCGCACCCTCCTACTCCGGAGAAGNNN
>HLpekPenn1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCATCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCTGAGAAGNNN
>HLmarMart2
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmarMat1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmarZib1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmarFoi1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmarFlv1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLgulGulLus2
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLeirBar1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmelCap1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCGGGCTTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmeeMel1
ATG---GGGGACCAACCTTGCGCCTCCGGGACATCCACGCTCCCACCTGGAAATACGCGGGATACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCATCCTCTCCGGCATCACCGGGACTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLtaxTax1
ATG---GGGGACCAACCTTGCGCCTCCGGGAGATCAACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCCTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLbasSum1
ATG---GGGGACCAACCTTGTGCCTCTGGGAGATCCACGCTCCCACCTGGAAATACGCGGGACACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLbasAst1
ATG---GGGGACCAACCTTGTGCCTCTGGGAGATCCACGCTCCCACCTGGAAATACGCGGGACACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLproLot1
ATG---GGGGACCAACCTTGTGCCTCTGGGAGGTCCACGCTCCCACCTGGAAATACACGGGACACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCACCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCTTCCTCCGGAGAAGNNN
>HLnasNar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCATCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCAGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpotFla1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACGAGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGAATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCAGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLailFul2
ATG---GGGGACCAACCTTGTGCCTCTGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGCTGGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLspiGra1
ATG---GGGGACCAACCTTGTGCCCCCGGGAGAGCCACACTCCCACCTGGAAATACGCGGGAAACTAGGGCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGATAGTAACGCTCTCCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCTCACCCTCCTCCTCCGGAGAAGNNN
>HLspiInt1
ATG---GGGGACCAACCTTGTGCCCCCGGGAGAGCCACACTCCCACCTGGAAATACGCGGGAAACTAGGGCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGATAGTAACGCTCTCCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCTCACCCTCCTCCTCCGGAGAAGNNN
>HLpusHisSai1
ATG---GGGGATCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCGCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpusHisBot1
ATG---GGGGATCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpusSib1
ATG---GGGGATCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhalGry2
ATG---GGGGATCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhalGry1
ATG---GGGGAT----NNNNNNNNNNN-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLhalGryp3A
ATG---GGGGATCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLphoVit1
ATG---GGGGATCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLphoLar1
ATG---GGGGATCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLeriBar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGGATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLneoSch2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>neoSch1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLlepWed2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhydLept1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmirAng2
ATG---GGCGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmirLeo1
ATG---GGCGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcalUrs1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAACGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLzalCali2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAACGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLzalCal1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAACGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLeumJub1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAACGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLarcGaz2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAACGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLarcAus1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAACGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLarcTow1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAACGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLotaByr1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAACGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLodoRos1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>odoRosDiv1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAATACCCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTAACCCTCTTCCCTCCGCACCTTCTCCTGCATCACCGGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhelMal1
ATG---GGGGACCAACCTTGTGCCTCAGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAATCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLursThi1
ATG---GGGGACCAACCTTGTGCCTCAGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAATCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLursAme3
ATG---GGGGACCAACCTTGTGCCTCAGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAATCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLursArc2
ATG---GGGGACCAACCTTGTGCCTCAGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAATCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLursMar2
ATG---GGGGACCAACCTTGTGCCTCAGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAATCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLtreOrn2
ATG---GGGGACCAACCTTGTGCCTCAGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAATCAGGCCTCCAAAAAAACGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLailMel3
ATG---GGGGACCAACCTTGTGCCTCAGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAATCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCAGAGAAGNNN
>HLotoMeg2
ATG---GGGGACCAACCCTGTGCCTCTGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLchrBra1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCTGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLspeVen1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>canFam3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>canFam6
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcanLupFam7
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>canFam4
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>canFam5
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcanLupDin2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcanLupBai8A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcanLup8
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcanLat1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLlycPic3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLlycPict4A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLvulCor1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCTAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLvulFer1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCTAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLvulVul3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCTAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLvulVul2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCTAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLvulLag2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCTAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLuroCin1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLuroLitCat1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCTCCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCACCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLlynPar1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLlynCan1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTTCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLlynCana2
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTTCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLlynRuf1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>HLaciJub2
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLaciJub3
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpumCon1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpumYag1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpriBen2
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpriIri1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpriViv3
ATG---GGTGACCAACCTTGTTGCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLfelCha1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>felCat9
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLfelNig2
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLotoMan1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGGTCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCTCACCCTCCTCCTCCGGAGAAGNNN
>HLcarCaa1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTTCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCCCCTCCGGAGAAGNNN
>HLleoTig1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGGTCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpanOnc2
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCACTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpanOnc1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCACTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpanOnca3A
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCACTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpanPar2
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCACTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpanUnc1
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCACTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpanTig3
ATG---GGTGACCAACCTTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCACTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLneoNeb2
ATG---GGTGACCAACCGTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLneoDia1
ATG---GGTGACCAACCGTGTTTCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCACTCTTCCCTCTGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLurvAur1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACGCCCAACGGAGGTAGTACCCCTCTTCCCTCCGCACCTTCTTCTGCATCACCGGGCCTGAAGTCGCACCCTCCTCCTCCGGAGNNNNNN
>HLmunMug1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACGCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTTCTTCTGCATCACCCGACCTGAAGTCGCACCCTCCTCCTCCGGAGNNNNNN
>HLhelPar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACGCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTTCTTCTGCATCATCGGGCCTGAAGTCGCACCCTCCTCCTCCGGAGNNNNNN
>HLsurSur2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACGCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTTCTTCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGNNNNNN
>HLcryFer2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCGCTTGGAAATACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCAGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhyaHya1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCGACGGAGGTAGTACCCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcroCro2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTTCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLparHer1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTTCTGCGGCGTCACCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpagLar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAGGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTTCTCCGGCATCACCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLsmuGig1
ATG---GGGGACCAACCTTTTATCTCTGGGAGATCCACGCTCCCACCCGGAAACACGCAGGAAACCGAGTCTCCAAAAAAGTGCTGCCTCCTA---GCTCCACTGTGGGATTATCCAGAAGGAGACCCCAAAGGAGGTAGTACCTCTCTCCCCTCTGCACCTCCTCCTGCATCATCCAGCCTGAAGTTGTACCCACCTCCTCTGGAGAAGNNN
>HLmanTri1
ATG---GGGGACCAACCTTTTATCTCTAAGAGATACACACTCCCACCTGGAAACACGCAGGAAACCAACCCTCCAAAAAAGTGCTGCCTTCTA---GCTCCACGGTGGGATTATCTGGAAGGAGACCCCAAAGGAGGTAGTACTTCTGTCCCCTCGGCACCTCCTCCTGCATCATCCAGCCTGAAGTTGTACCCACCTCCTCCGGAGAAGNNN
>HLcapSib1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLcapIbe1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLcapHirc3
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLcapHir2
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLcapAeg1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLpseNaya1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLammLer1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLhemHyl1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLoviNivLyd1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLoviCana3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLoviCan2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLoviArie7
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCGCCTCCTCCAGAGAAGNNN
>HLoviOri1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCGCCTCCTCCAGAGAAGNNN
>HLoviAri6
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCGCCTCCTCCAGAGAAGNNN
>HLoviAmm1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLrupRup1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLoreAme1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTTCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLoviMos1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAGACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLcapSum1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLbudTax1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCCGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>panHod1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLhipNigNig2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLhipEqu1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLoryDam1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLoryGaz1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGGGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLaddNas1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbeaHun1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCCCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLdamLun1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCCCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLconTau2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCCCCGGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmadKir1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAN-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLrapCam1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLlitWal2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLantMar1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCGCCAGCATCAGCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLeudTho1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLnanDam2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAACGAAGCCTCCAN-NNNNNNNNNNNNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLnanDamRuf3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLnanGra1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAATACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLcepHar1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLsylGri1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLphiMax1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCCCATCCACCTCCTCCGGAGAAGNNN
>HLredRed1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLkobLecLec1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLkobEll1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLneoPyg1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLoreOre1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLaepMel1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLneoMos1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCTCCACGGTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLbubDep1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTACCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCTACACCTCCTCCAGCATCATCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLbubKer1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTACCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCTACACCTCCTCCAGCATCATCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLbubBub2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTACCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCTACACCTCCTCCAGCATCATCGGGCCTGAAGTCGCATCCACCTCCTCCAGAGAAGNNN
>HLsynCaf1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCTACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbosGau1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbosFro1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbosJav1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbosInd2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbosTau10
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>bosTau9
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbisBon1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbisBisBis2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbosGru1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLbosMut2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACGGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLpseNghe1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCCTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLtraEurIsa1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLtraScr1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLtraStr1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLtraImb1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCTGAAGGAACCGCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmosChr1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCAATCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmosBer3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCAATCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmosBer2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCAATCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmosMos1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCAATCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLranTarGra2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGGTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGTCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLodoHem1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGGTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGTCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLodoHem2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGGTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGTCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLodoVir3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGGTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGTCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLodoVir2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGGTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGTCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLhydIne1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGGTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACAGCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGTCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLcapCap1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGGTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGTCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLcapPyg1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGGTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGTCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLalcAlc1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGGTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGTCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLprzAlb2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLcerNip1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLcerEla2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLcerCan1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLcerHanYar1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLprzAlb1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLelaDav1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLrusAlf1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLdamDam1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLdamDama2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLaxiPor1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmunMun1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmunVag1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmunCri2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmunGon1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmunRee1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmunRee3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLmunRee2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCGAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCATCCACCTCCTCCGGAGAAGNNN
>HLgirCamRot3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCTCATCCACCTCCTCCGGAGAAGNNN
>HLgirCamAnt3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCTCATCCACCTCCTCCGGAGAAGNNN
>HLgirTip2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCTCATCCACCTCCTCCGGAGAAGNNN
>HLgirCam2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCTCATCCACCTCCTCCGGAGAAGNNN
>HLgirTip1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCTCATCCACCTCCTCCGGAGAAGNNN
>HLokaJoh2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACACTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCTCATCCACCTCCTCCGGAGAAGNNN
>HLokaJoh3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACACTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCTCATCCACCTCCTCCGGAGAAGNNN
>HLantAme1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACGAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAACACCACTCTCCCTTCCACACCTCCTCCAGCATCACCCGGTCTGAAGTCGCATCCACCTCCTTCGGAGAAGNNN
>HLtraJav1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCGCCACGGTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAGCAGCCCTCTCCCTTCCTCACCTCCTCCAGCATCATCGGGCCTGAAGTCGCACCCGCCTCCTCCGGAGAAGNNN
>HLtraKan2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGCCTTCTA---GCGCCACGGTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAGCAGCCCTCTCCCTTCCTCACCTCCTCCAGCATCATCGGGCCTGAAGTCGCACCCGCCTCCTCCGGAGAAGNNN
>HLkogSim1
ATG---GGGGACCGACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCANNNGGAACCCCCAACGGAAGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCATCTTCTCCGGAGAAANNN
>HLkogBre3
ATG---GGGGACCGACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCANNNGGAACCCCCAACGGAAGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCATCTTCTCCGGAGAAANNN
>HLphyCat2
ATG---GGGGACCAACTTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCACCATCACCGGGCCTGAAGTCGCACCCATCTTCTCTGGAGAAANNN
>HLmesBid2A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCGCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLmesBid1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCGCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLmesEur1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCGCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLmesMir1A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCGCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLmesMir1B
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCGCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLmesSte1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCGCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCAGAGAAANNN
>HLmesDen2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCGCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCAGAGAAANNN
>HLhypAmp2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCGCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAATGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLzipCav1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCGCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLsteCly1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLsteLonOri1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLdelDel2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLdelDelp3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLsteAtt1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLsteFro1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAGGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLsteCoe1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLturTru5
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLturAdu2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLsouChi1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLpseCra1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCNN-NNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLpseCra2A
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCNN-NNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLpepEle1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLgloMel3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLgraGris2A
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLgraGri1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLsteBre1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLlagAus1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLcepCom1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLlagObl2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLorcOrc3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLlagAlb1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLlagAcu2A
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLlagAcu1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLmonMon2
ATG---GGGGACCAAACTTGTACCTCCGGGAAATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLmonMon1
ATG---GGGGACCAAACTTGTACCTCCGGGAAATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLdelLeu4
ATG---GGGGACCAAACTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLdelLeu2
ATG---GGGGACCAAACTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLphoPho3
ATG---GGGGACCAAACTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLphoSin1
ATG---GGGGACCAAACTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLneoAsiSun2
ATG---GGGGACCAAACTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>lipVex1
ATG---GGGGACCAAATTTGTACCTCCGGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGTGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLiniGeo2A
ATG---GGGGACCAACATTGTACCTCCGGGAGATCCACGCTCCAGTCTGGAAACACGCGGGCAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACATCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCCTCTCCGGAGAAANNN
>HLmegNov2
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---TCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACTTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLmegNova3
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---TCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACTTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalPhys5A
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalPhy3
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalPhy2
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGCAGAAANNN
>HLbalRic1
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalEde1
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalRic2
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalBore1A
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalBor1
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalMus2
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCATGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTCCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLescRob3
ATG---GGGGAACAACATTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalAcu2
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalBon1
ATG---GGGGAACAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCTTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLcapMar3
ATG---GGGGACCAACCTTGTACCTCCTGGAGATCCATGCTCCAGCCTGGAAACACGTGGGAAATCAAGCCTCCAAAAAAGCGCNNNNNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLeubAus1
ATG---GGGGACCAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLeubJap1
ATG---GGGGACCAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLeubGla2
ATG---GGGGACCAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLbalMys1
ATG---GGGGACCAACCTTGTACCTCCTGGAGATCCACGCTCCAGCCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCTCCAGCATCACCGGGCCTGAAGTCGCACCCACCTTCTCCGGAGAAANNN
>HLhipAmp3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCTACGCTCCCGCCTGGAAACACGCGGGAAATCAAGCCGCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCGCCAGCATCACCGGGCCTGAAGTCGCACGCACCTCCTCCGGAGAAGNNN
>HLhipAmp4
ATG---GGGGACCAACCCTGTACCTCCGGGAGATCTACGCTCCCGCCTGGAAACACGCGGGAAATCAAGCCGCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCGCCAGCATCACCGGGCCTGAAGTCGCACGCACCTCCTCCGGAGAAGNNN
>HLhipAmphKib5A
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCTACGCTCCCGCCTGGAAACACGCGGGAAATCAAGCCGCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCACACCTCCGCCAGCATCACCGGGCCTGAAGTCGCACGCACCTCCTCCGGAGAAGNNN
>HLbabCel1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACACGCGGGAAACCAAGCCGCCAAAAAAGCGCTGTCTTTTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAGTACCCCTCTCCCTTCCGCACCTACTCCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCGGAGAAGNNN
>HLsusCeb1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGAAACACGCGGGAAACCAAGCCGCCAAAAAAGCGCTGTCTTTTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCTAACGGAGGTAGTACCCCTCTCCCTTCCGCACCTACTCCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCGGAGAAGNNN
>HLsusScro12
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACACGCGGGAAACCAAGCCGCCAAAAAAGCGCTGTCTTTTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCTAACGGAGGTAGTACCCCTCTCCCTTCCGCACCTACTCCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCGGAGAAGNNN
>susScr11
ATG---GGTGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACACGCGGGAAACCAAGCCGCCAAAAAAGCGCTGTCTTTTA---GCTCCAAGGTGGGATTATCCAGAAGGAACTCCTAACGGAGGTAGTACCCCTCTCCCTTCCGCACCTACTCCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCGGAGAAGNNN
>HLphaAfr1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACACGCGGGAAACCAAGCCGCCAAAAAAGCGCTGTCTTTTA---GCTCCACGGTGGGATTATCCAGAAGGAACTCCTAACGGAGGTAGTACCCCTCTCCCTTCCGCACCTACTCCTGCATCACCGAGCCTGAAGTCGCACCCACCTCCTCCGGAGAAGNNN
>HLcatWag1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACACGCGGGAAACCAAGCCGCCAAAAAAGCGCTGTCTTTTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCTAACGGAGGTAGTACCCCTCTCCCTTCCGCACCTCCGCCTGCATCACCTGGCCTGAAGGCGAACCCACCTCCTCCGGAGAAGNNN
>HLcamBac1
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCGGCACCTCCTCCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLcamFer3
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCGGCACCTCCTCCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLcamDro3A
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCGGCACCTCCTCCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLcamDro2
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCTTCGGCACCTCCTCCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLlamGla1
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTCGTACCCCTCTCCCTTCGGCACCTCCTTCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLlamGlaCha1
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTCGTACCCCTCTCCCTTCGGCACCTCCTTCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLlamGuaCac1
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTCGTACCCCTCTCCCTTCGGCACCTCCTTCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLvicVicMen1
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTCGTACCCCTCTCCCTTCGGCACCTCCTTCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLvicPacHua3
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTCGTACCCCTCTCCCTTCGGCACCTCCTTCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLvicPac4
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTCGTACCCCTCTCCCTTCGGCACCTCCTTCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLvicPaco5
ATG---GGGGATCAGCCTTGTACCTCCGGGAGATCCACGCTCCCAGCTGGAAACACGCGGGAAACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTCGTACCCCTCTCCCTTCGGCACCTCCTTCTGCATCACCGGGCCTGAAGTCGCACCCACCTCCTCCAGAGAAGNNN
>HLtapTer2
ATG---GGGGACCAACCTTGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACAAATGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGATAGTACCCCTCTTCCCTCCGCACCTCCTTCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCAGAGAAGNNN
>HLtapTer1
ATG---GGGGACCAACCTTGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACAAATGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGATAGTACCCCTCTTCCCTCCGCACCTCCTTCTGCATCACCCGGCCTGAAATCGCACCCTCCTCCTCCAGAGAAGNNN
>HLtapInd2
ATG---GGGGACCAACCATGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACAAACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGATAGTACCCCTCTTCCCTCTGCACCTCCTTCTGCGTCACCCGGCCTGAAATCGCACCCTCCTCCTCCAGAGAAGNNN
>HLtapInd1
ATG---GGGGACCAACCATGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACAAACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGATAGTACCCCTCTTCCCTCTGCACCTCCTTCTGCGTCACCCGGCCTGAAATCGCACCCTCCTCCTCCAGAGAAGNNN
>HLtapIndi3A
ATG---GGGGACCAACCATGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACAAACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGATAGTACCCCTCTTCCCTCTGCACCTCCTTCTGCGTCACCCGGCCTGAAATCGCACCCTCCTCCTCCAGAGAAGNNN
>HLtapIndi3B
ATG---GGGGACCAACCATGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACAAACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGATAGTACCCCTCTTCCCTCTGCACCTCCTTCTGCGTCACCCGGCCTGAAATCGCACCCTCCTCCTCCAGAGAAGNNN
>HLdicSumHar2
ATG---GGGGACCAACCTTGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACACACGGNNNATCAAGCCTCCAAAAAAGCGTTGCCTCCTA---GCTCCACGGTGGAATTATCCGGAAGGAACTCCCAACGGAGGAAGTACCCCTCTTCCCTCCGCACCTCCTCCTGCATCACCGGGGCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLdicSum1
ATG---GGGGACCAACCTTGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACACACGGNNNATCAAGCCTCCAAAAAAGCGTTGCCTCCTA---GCTCCACGGTGGAATTATCCGGAAGGAACTCCCAACGGAGGAAGTACCCCTCTTCCCTCCGCACCTCCTCCTGCATCACCGGGGCTGACGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLcerSimCot2
ATG---GGGGACCAACCTTGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACTCCCAACCGAGGAAGTACCCCTCTTCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLdicBicMin2
ATG---GGGGACCAACCTTGTGGATCCGGGAGATCCACGCTCCCAACTGGAAACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACTCCCAACCGAGGAAGTACCCCTCTTCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrhiUni1
ATG---GGGGACCAACATTGTGGATTCGGGAGATCCACGCTCCCAACTGGAAACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGAAGTACCCCTCTTCCCTCCGCACCTCCTCCTGCATCACCCGGACTGAAGTCACACTCTCCTCCTCCAGAGAAGNNN
>HLequCaba4
ATG---GGGGACCAACCTTGTGTATCCGGGAGATCCACGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCCAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTTCCTCCAGAGAAGNNN
>equCab3
ATG---GGGGACCAACCTTGTGTATCCGGGAGATCCACGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCCAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTTCCTCCAGAGAAGNNN
>equPrz1
------------------------------AGATCCACGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCCAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTTCCTCCAGAGAAGNNN
>HLequZeb1
ATG---GGGGACCAACCTTGTGTATCCGGGAGATCCACGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCGAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTCCCTCCAGAGAAGNNN
>HLequQua1
ATG---GGGGACCAACCTTGTGTATCCGGGAGATCCACGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCGAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTCCCTCCAGAGAAGNNN
>HLequQuaBoe1
ATG---GGGGACCAACCTTGTGTATCCGGGAGATCCACGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCGAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTCCCTCCAGAGAAGNNN
>HLequQua2
ATG---GGGGACCAACCTTGTGTATCCGGGAGATCCACGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCGAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTCCCTCCAGAGAAGNNN
>HLequAsin4
ATG---GGGGACCAACCTTGTGTATCCGGGAGATCCATGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCGAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTCCCTCCAGAGAAGNNN
>HLequAsi3
ATG---GGGGACCAACCTTGTGTATCCGGGAGATCCATGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCGAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTCCCTCCAGAGAAGNNN
>HLequAsiAsi2
ATG---GGGGACCAACCTTGTGTATCCGGGAGATCCATGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCGAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTCCCTCCAGAGAAGNNN
>HLequKian1
ATG---GGGGACCAACCTTGTGTATCTGGGAGATCCACGCTCCCAACTGGAGACACACGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGATGGGATTATCCAGAAGGAACCCCAAACGGAGGTATTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCAAGCCTGAAGTTGCACCCTCTCCCTCCAGAGAAGNNN
>HLlasBor1
ATG---GGGGACCAGCCCTGTCCCTCCGGGAGAGCCACGCTCCCGTCCGCCAACACGCGAGAAAGCAAGCCTCCGAGGAAGCGCTGCCTCTTA---GCGCCGCGGTGGGATTACCCAGAGGGGACCCCGAACGGANN---NGCCCCGCTCCCCTCCGCGCCTCCTCCGGCCTCGCCCGGCCTGAAGTCGCACCCTCTGCCTCCGGAGAAGNNN
>HLaeoCin1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGAGCCACGCTCCCGTCTGCCAACACGCGAGAAAGCAAGCCTCCGAGGAAGCGCTGCCTCTTA---GCCCCGCGGTGGGATTATCCAGAGGGGACCCCGAACGGANN---NGCCCCTCTTCCCTCCGCACCTCCTCCGGCATCGCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLpleAur1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLpleAur2
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLcorTow1A
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLcorRaf1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLpipAbr1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCCAACACGCGAGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLnycAvi1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGTATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLpipKuh2
ATG---GGGGACCAACCTTGTCCCTCCGGGCGATCCACGCTCCCGTCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCAAGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCGCTCTTCCCTCAGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLpipPip2
ATG---GGGGACCAACCTTGTCCCTCCGGGCGATCCACGCTCCCGTCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCAGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLpipPip1
ATG---GGGGACCAACCTTGTCCCTCCGGGCGATCCACGCTCCCGTCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCAGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLpipHan1
ATG---GGGGACCAACCTTGTCCCTCCGGGCGATCCACGCTCCCGTCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCAGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLpipPyg1
ATG---GGGGACCAACCTTGTCCCTCCGGGCGATCCACGCTCCCGTCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCAGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLpipNat1A
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCCGGGCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLvesMur1
ATG---GGGGACCAAGCTTGTCCCCCCGGGAGACCCACGCTCCCATCTGCCAACACACGAGAAAACAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATCATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCCCCCGCATCTCCCGGCCTGAAGTCGCACCCTTTTCCTCCGGAGAAGNNN
>HLeptFus3
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGAGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLeptNil3
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLiaxIox1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGAGAAAGCAAGCCTCCAAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLnycHum2
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCCATCACGCGAGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAGGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCGGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLantPal2
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCCATCACGCGAGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAGGGGACCCCAAACGGANN---NACCCCTCTTCCCTCCGCACCTCCTCCGGCATCTCCGGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLmyoMyo6
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCAAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>HLmyoNat1A
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCAAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>HLmyoDau2
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCAAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>myoDav1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCAAACACGCGGGAAAGCAAGCCTCCGAGAAAGCACTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCTGCACCTCCTCCGGCATTTN------------------------------NNNNNNNN
>HLmyoRic2
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTACAAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>HLmyoEma1A
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCAAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCTGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>HLmyoSep1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>HLmyoYum1A
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCACATCCTCTTCCTCCGGAGAAGNNN
>HLmyoFin1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCTCATCCTCTTCCTCCGGAGAAGNNN
>HLmyoLuc1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGAGCCACGCTCCCATCTGCCAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>HLmyoViv1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGAGCCACGCTCCCATCTGCCAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>myoBra1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCCAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>HLmyoMys2A
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCGTCTGCCAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCAAACAGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCATCCTCTTCCTCCGGAGAAGNNN
>HLmurAurFea1
ATG---GGGGACCAACCTTGTCCCTCCGGGAGATCCACGCTCCCATCTGCAAACACGCGGGAAAGCAAGCCTCCGAGAAAGCGCTGCCTCTTA---GCTCCGCGGTGGGATTATCCAGAAGGGACCCCACACGGANN---NACCCCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAANNN
>HLminNat1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACTCCAAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCACCACCGGGCCTGAAGTCGCAACCTCCTCCTCCAGAGAAGNNN
>HLminSch1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACTCCAAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCACCACCGGGCCTGAAGTCGCAACCTCCTCCTCCAGAGAAGNNN
>HLminSch2A
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACTCCAAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCACCACCGGGCCTGAAGTCGCAACCTCCTCCTCCAGAGAAGNNN
>HLmopCon1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGACACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCACACGGAGGGAGTACCCCGCTCCCCTCTGCGCCTCCTCCTGCATCACCTGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLtadBra3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACGCGCGGGACACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCAAACGGAGGTAGTACCCCTCTCCCCTCTGCACCTCCTCCTGCATCACCTGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmolAlv2A
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGACACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGCTGGGATTATCCGGAAGGGACCCCAAACGGAGGTAGTACCCCTCTCCCCTCTGCACCTCCTCCTGCATCACCTGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLmolAlv2B
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGACACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGCTGGGATTATCCGGAAGGGACCCCAAACGGAGGTAGTACCCCTCTCCCCTCTGCACCTCCTCCTGCATCACCTGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLmolAlv1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGACACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGCTGGGATTATCCGGAAGGGACCCCAAACGGAGGTAGTACCCCTCTCCCCTCTGCACCTCCTCCTGCATCACCTGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLmolMol2
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGACACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGCTGGGATTATCCGGAAGGGACCCCAAACGGAGGTAGTACCCCTCTCCCCTCTGCACCTCCTCCTGCAGCACCTGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLmolNig1
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGACACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGCTGGGATTATCCGGAAGGGACCCCAAACGGAGGTAGTACCCCTCTCCCCTCTGCACCTCCTCCTGCATCACCTGGCCTGAAGTCGCACCCGCCTCCTCCAGAGAAGNNN
>HLmolNig2A
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGACACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGCTGGGATTATCCGGAAGGGACCCCAAACGGAGGTAGTACCCCTCTCCCCTCTGCACCTCCTCCTGCATCACCTGGCCTGAAGTCGCACCCGCCTCCTCCAGAGAAGNNN
>HLlepYer1
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLanoCau1
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCTTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLartJam3
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTACTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLartJam2
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTACTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLartLit1A
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCAAGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTACTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLstuHon1
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCAAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcarPer3
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLphyHast2
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLphyDis3
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLphyDisc4
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLtonSau1
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCCGAAGGGACCCCCAACGGAGGTAGTACCCATCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAANNN
>HLtraCir2
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCGAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmicHir1
ATG---GGGGACCAACCTTGCACCTCCGGGAGAACTACACTCCCACCTGGAAACACGCGAGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCGGCATCACCCGGCCTGACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacCal1
ATG---GGGGACCAACCTTGCACCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAATCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCTTGAAGTCGCACCCTCCTCATCCGGAGAAGNNN
>HLmorBla1
ATG---GGGGACCAACCTTGCACCTCCAGGAGATCCACGCTCCCACCCGGAAACACGCGGGAAACGAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTGGTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpteMes1
ATG---GGGGACCAACCTTGCACCTCTGGGAGATCCACACTCCCTCCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCATCCGCACCTCCTCCTCCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpteParMex3
ATG---GGGGACCAACCTTGCACCTCTGGGAGATCCACACTCCCTCCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCATCCGCACCTCCTCCTCCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLptePar2
ATG---GGGGACCAACCTTGCACCTCTGGGAGATCCACACTCCCTCCTGGAAACACGCGGGAAACAAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCAGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCATCCGCACCTCCTCCTCCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLnocLep1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACCCGGGAAAGCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGTAGTACCCCTCTCCCCTCAGCACCTCCTCCTGCATCACCCGGCCTAAAGTCGCACCCTCCTCCTCCGGAGAAANNN
>HLsacLep1
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACTCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGTTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGCAGTACCTCTCTCCCCTCCGCACCTCCTTCTGCATCATCCGGCCTGAAGTCGCATCCTCCTCCTCCGGAGAAGNNN
>HLsacBil1
ATG---GGGGACCAACCTTGTAGCTCCGGGAGATCCACTCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGTTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGCAGTACCTCTCTCCCCTCCGCACCTCCTTCTGCATCATCCGGCCTGAAGTCGCATCCTCCTCCTCCGGAGAAGNNN
>HLrhyNas2A
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACTCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCCAAAAAGCGTTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGGACCCCCAACGGAGGCAGTACCTCTCTCCCCTCCGCTCCTCCTCCTGCATCATCCGGCCTGAAGTCGCATCCTCCTCCACCAGAGAAGNNN
>HLhipGal1
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCCCCCAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGCACTTCTCTCCCCTCCGCACCACCTCCTGCATCACCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhipLar3
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCTCTACCCACCGCACCTCCTCCTGCATCGCCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhipLar2
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCTCTACCCACCGCACCTCCTCCTGCATCGCCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhipArm1
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCTCTCCCCACCGCACCTCCTCCTGCATCGCCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhipPen1
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCTCTCCCCACCGCACCTCCTCCTGCATCGCCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLaseSto2
ATG---GAGGACCAACATTGTACCTCTGGGGGATCCACGCTCCCCCCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCAAACAGAAGTAGTACCTCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLaseSto4
ATG---GAGGACCAACATTGTACCTCTGGGGGATCCACGCTCCCCCCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGTCTCTTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCAAACAGAAGTAGTACCTCTCTCCCCTCCGCACCTCCTCCGGCATCTCCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhipCyc2
ATG---GAGGACCAAAATTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGAACCTCTCTCTCCTCCGCACCTCCTCCTGCATCACCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrhiFer6
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCGCTCCCCTCGGCACCTCCTCCTGCAACACCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrhiFer5
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCGCTCCCCTCGGCACCTCCTCCTGCAACACCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrhiHip1B
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGAAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCGCTCCCCTCGGCACCTCCTCCTGCAACACCCGGCCTAACGTCGCACCCTTCTCCTCCGGAGAAGNNN
>HLrhiHip1A
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGAAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCGCTCCCCTCGGCACCTCCTCCTGCAACACCCGGCCTAACGTCGCACCCTTCTCCTCCGGAGAAGNNN
>HLrhiSin1
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCGCGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCACTCCCCTCGGCACCTCCTCCTGCAACACCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrhiSin4
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCGCGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCACTCCCCTCGGCACCTCCTCCTGCAACACCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrhiAff2
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCGCGGTGGGATTATCCGGAAGGAACCCCGAACGGAGGTAGTACTTCGCTCCCCTCGGCACCTCCTCCTGCAACACCCGGCCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcraTho1
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCTCCTGGAAACACCCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGTTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTAACGTCGCACCCTN---NNCCGGAGAAGNNN
>HLmegLyr2
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCAACGCTCCCACCTGGAAACAGCCGAGAAAGCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCAGCATCACCGGGCCTAACGTCGCACCCTN---NNCCGGAGAAGNNN
>HLmegSpa1
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCAACGCTCCCACCTGGAAACAGCCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCTGCATCACCGGGCCTAACGTCGCACCCTN---NNCCGGAGAAGNNN
>HLrhiMic1
ATG---GAGGACCAACCTTGTACCTCCGGGAGATCCACGCTCCCACCTGGAAATACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGTACCCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCTGCATCACCGGGCCTAACGTCGCACCCTCCTCCTCCAGAGAAGNNN
>pteAle1
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACTTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpteRod1
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACTTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpteRuf1
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACTTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpteGig1
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACTTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpteVam3
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACTTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLptePse1
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACTTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrouLes1
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACCTCTCTGCCCTCCGCACCTCCTCCGGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrouMad1
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACCTCTCTGCCCTCCGCACCTCCTCCGGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrouAeg4
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACCTCTCTGCCCTCCGCACCTCCTCCGGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLeidDup1
ATG---GAGGACCAAACTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGAATTATCCGGAAGGAACCCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLeidHel2
ATG---GAGGACCAAACTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGAATTATCCGGAAGGAACCCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacSob1
ATG---GAGGACCAACCTTGTACATCCGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCTTA---GCTCCACGGTGGGATTATCCGGAAGGAACCCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLcynBra1
ATG---GAGGACCAGCGTTGTACATCCGGGAGATCCACGCTCCCATCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCCGAAGGAACCCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcynSph1
ATG---GAGGACCAGCGTTGTACATCCGGGAGATCCACGCTCCCATCTGGAAACACACGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCACGGTGGGATTATCCCGAAGGAACCCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCAGCATCACCTGGTCTAACGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLsorCin1
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACGCTTCCGCCTGGAAGCTCGCGGGAAGCCAAGCCTCCCAAAAAACGCTGCCTTTTA---GCTCCACGGTGGAATTATCCTGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCGCCTCCTTCATCAGCGGGCCTGAAGTCGCACCCTGCTCCTCCGGAGAAGNNN
>HLsorFum1
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACGCTTCCGCCTGGAAGCTCGCGGGAAGCCAAGCCTCCCAAAAAACGCTGCCTTTTA---GCTCCACGGTGGAATTATCCTGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCGCCTCCTTCATCAGCGGGCCTGAAGTCGCACCCTGCTCCTCCGGAGAAGNNN
>HLsorOrn1A
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACGCTTCCGCCTGGAAGCACGCGGGAAGCCAAGCCTCCCAAAAAACGCTGCCTTTTA---GCTCCACGGTGGAATTATCCTGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCTGCACCGCCTCCTTCATCAGCGGGCCTGAAGTCGCACCCTGCTCCTCCGGAGAAGNNN
>HLsorOrn1B
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACGCTTCCGCCTGGAAGCACGCGGGAAGCCAAGCCTCCCAAAAAACGCTGCCTTTTA---GCTCCACGGTGGAATTATCCTGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCTGCACCGCCTCCTTCATCAGCGGGCCTGAAGTCGCACCCTGCTCCTCCGGAGAAGNNN
>HLsorHoyi1
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACGCTTCCGCCTGGAAGCTCGCGGGAAGCCAAGCCTCCCAAAAAACGCTGCCTTTTA---GCTCCACGGTGGAATTATCCTGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCGCCTCCTTCATCAGCGGGCCTGAAGTCGCACCCTGCTCCTCCGGAGAAGNNN
>HLsorAra3
ATG---GGGGACCAACCTTGTAACGCCGGGAGATCCACGCTTCCACCTGGAAGCTCGCGGGAAGCCAAGCCTCCCAAGAAACGCTGCCTTTTA---GCTCCGCGGTGGAATTACCCCGAAGGAACCCCCAACGGAGGCAGTACCCCTCTCCCCTCCGCACCGCCTCCGTCCTCAGCGGGCCTCAAGTCGCACCCTGCTCCCCCGGAGAAGNNN
>HLblaBrev1
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCTCGCTTCCACCTGGAAGCACGCGGGAAGCCAAGCCTCCCAAAAAACGCTGCCTTCTA---GCTCCACGGTGGAATTATCCGGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCGCCGCCTCCTGCATCAGCGGGCCTGAAGTCGCACCCTGCTCCTCCGGAGAAGNNN
>HLcroGuel1
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACGCTTCCGCCTGGAAGCACGCGGGAAGCCAGGCCTCCCAAAAAGCGCTGTCTCCTC---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCTGCACCGCCTCCTGCATCTGCAGGCCTGAAGTCTCATCCGCCTGCTCCCGAGAAGNNN
>HLcroZim1
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACGCTTCCGCCTGGAAGCACGCGGGAAGCCAGGCCTCCCAAAAAGCGCTGTCTCCTC---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCTGCACCGCCTCCTGCATCTGCAGGCCTGAAGTCTCATCCGCCTGCTCCCGAGAAGNNN
>HLsunEtr1
ATG---GGGGACCAACCTTGTAACTCCGGGAGATCCACGCTTCTGCCTGGAAGCACGCGGGAAGCCAGGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCACGGTGGGATTATCCAGAAGGAACCCCCAACGGAGGTAGTACCCCTCTCCCCTCTGCACCGCCTCCTGCATCTGCAGGCCTGAAGTCTCATCCGCCTGCTCCCGAGAAGNNN
>HLeriEur3
ATG---GGGGACCAACCTTGTACCTCCGGGAGATCCACGCTCTCTCCTGGGAGCTCTAGGGAATCCAAGCCACCCAAAAAACGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACACCCAACGGAGGTAGTACCCCTCTCCCCTCAGCACCTCCTCCTGCATCTTCAGGCCTGAAGTCGCATCCTCCTCCCCCGGAGAAGNNN
>HLgalPyr1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAGTCAAGCCTCCCAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCTGAAGGAACCCCCAACCGAGGTAGTAATCCTCTCCCCTCAGCACCTCCTCCTGCATCACCCGGCCTGAAATCGCACCTTCCTCCTCCGGAGAAGNNN
>HLdesMos1
ATG---GGGGACCAACCTTGTACTTCTGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGTGAAGCCTCCCAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCTGAAGGAACCCCCAACCGAGGTAGTAACTCTCTCCCCTCAGCACCGCCTCCTGCATCACCCGGCCTGAAATCGCACCTTCCTCCTCCGGAGAAGNNN
>HLscaMos1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACACGAGAAGTCAAGCCTCCCAAAAAGCGCTGCCTCTTA---GCTCCGCGGTGGGATTATCCTGAAGGAACCCCCAACAGAGGTAGTAACCCTCTCCCCTCAGCACCTCCTCCTGCATCACCGAGCCTGAAATCGCATCTTCCTCCTCCGGAGAAGNNN
>HLtalEur1A
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAATACACGAGAAGTCAAGCCTCCCAAAAAGCGCTGCCTCTTA---GCTCCGCGGTGGGATTTTCCTGAAGGAACCCCCAACAGAGGTAGTAACCCTCTCCCCTCAGCACCTCCTCCTGCATCACCCAGTCTGAAATCGCATCTTCCTCCTCCGGAGAAGNNN
>HLtalEur1B
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAATACACGAGAAGTCAAGCCTCCCAAAAAGCGCTGCCTCTTA---GCTCCGCGGTGGGATTTTCCTGAAGGAACCCCCAACAGAGGTAGTAACCCTCTCCCCTCAGCACCTCCTCCTGCATCACCCAGTCTGAAATCGCATCTTCCTCCTCCGGAGAAGNNN
>HLtalOcc1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACACGAGAAGTCAAGCCTCCCAAAAAGCGCTGCCTCTTA---GCTCCGCGGTGGGATTATCCTGAAGGAACCCCCAACAGAGGCAGTAACCCTCTCCCCTCAGCACCTCCTCCTGCATCACCCAGTCTGAAATCGCATCTTCCTCCTCCGGAGAAGNNN
>conCri1
ATG---GGGGACCAACCTTGTACTTCTGGGAGATCCACGCTCCCACCTGGAAACACACGGGAAATCAAGCCTCCCAAAAAACGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCTGAAGGAACCCCCGACCGAGGTAGTAACCCTCTCCCCTCAGCACCTCCTCCTGCATCATCCGGCCTGAAATCGCATCTTCCTCCTCCGGAGAAGNNN
>HLscaAqu1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGTCAAGCCTCCCAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACCCCCAACCGAGGTAGCAGCCCTCTACCCTCTGCACCTCCTCCTGCATCGCCAGGCCTGAAGTCTCATCTTCCTCCTCCGGAGAAGNNN
>HLuroGra1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACACTCCCACCTGGAAACACCCAGGAAGTCAAGCCTCCCAAAAAGCGCTGCCTCCTA---GCTCCGAGGTGGGATTATCCTGAAGGAACCCCCAACAGAGGTACTAACACTCTCTCCTCAGCCCCTCCTCCTGCTTCGCCCGGCCTGAAGTCTCACCTTCCTCCTCCGGAGAAGNNN
>HLsolPar1
ATG---GGGGACCAACCTTGTACCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCCAAAAAGCGCTGCCTTTTA---GCTCCGCGGTGGGATTATCCGGAAGGAACCCCTAACCGAGGTAGTACCCCTCTCCCCTCTACACCTACTCCTGCATCACCTGGCCTGAAATCTCACCCTCCTCCTCCGGAGAAANNN
>HLhetBru2
--------------------------------------NCTCNN-NNNNNNNNNNNNNNNNNNNNNNN-NNNNNNNNNNNNNNNNNNNNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLproCap3
ATT---GGGGGGAAGCCTTGTGCCTCCGGGAGATCCTTGCTCCCACCTGGAAACACGCGGGAAGCCNN-NNNNNNNNNNNNNNNNNNNNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLproCap4
ATT---GGGGGGAAGCCTTGTGCCTCCGGGAGATCCTTGCTCCCACCTGGAAACACGCGGGAAGCCNN-NNNNNNNNNNNNNNNNNNNNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLtriManLat2
ATG---GGGGACCAACCTTGTGCCTCTGGGAGATCCACGCTCCCACCTGGAAAAACGAGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCTGAAGGAACCCTCAACGGGGGTAACACCCCTCTACCCTCCGCACCACCTCCGGCGTCACCCGGCCTGAAGTTGCACCCTCCTCCTCCGGAGAAGNNN
>HLtriInu1A
ATG---GGGGACCAACCTTGTGCCTCTGGGAGATCCACGCTCCCACCTGGAAAAACGAGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCTGAAGGAACCCTCAACGGGGGTAACACCCCTCTACCCTCCGCACCACCTCCGGCGTCACCCGGCCTGAAGTTGCACCCTCCTCCTCCGGAGAAGNNN
>HLdugDug2
ATG---GGGGACCAACCCTGTGCCTCTGGGAGATCCACGCTCCCACCTGGAAAAACGAGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCTGAAGGATCCCTCAAC-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLdugDugo3A
ATG---GGGGACCAACCCTGTGCCTCTGGGAGATCCACGCTCCCACCTGGAAAAACGAGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCTGAAGGATCCCTCAAC-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLdugDug1
ATG---GGGGACCAACCCTGTGCCTCTGGGAGATCCACGCTCCCACCTGGAAAAACGAGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCTGAAGGATCCCTCAAC-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLloxAfr5A
ATG---GGGGACCAGCCTTGTGCCTCCGGGAGATCCACGCTCCCACCTCGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAATACCCCTCTACCCTCCGCACCATCTTCGACATCACCCGGCTTGAAGTCGCACCCTCCTCCTTCGGAGAAGNNN
>HLloxAfr5B
ATG---GGGGACCAGCCTTGTGCCTCCGGGAGATCCACGCTCCCACCTCGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAATACCCCTCTACCCTCCGCACCATCTTCGACATCACCCGGCTTGAAGTCGCACCCTCCTCCTTCGGAGAAGNNN
>HLeleMax2
ATG---GGGGACCAGCCTTGTGCCTCCGGGAGATCCACGCTCCCACCTCGAAACACGCGGGAAACCAAGCCTCCAAAAAAGGGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAATACCCCTCTACCCTCCGCACCATCTTCGACATCACCCGGCTTGAAGTCGCACCCTCCTCCTTCGGAGAAGNNN
>HLeleMaxInd3A
ATG---GGGGACCAGCCTTGTGCCTCCGGGAGATCCACGCTCCCACCTCGAAACACGCGGGAAACCAAGCCTCCAAAAAAGGGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCTGAAGGAACCCCCAACGGAGGTAATACCCCTCTACCCTCCGCACCATCTTCGACATCACCCGGCTTGAAGTCGCACCCTCCTCCTTCGGAGAAGNNN
>echTel2
ATG---GGGGACCAACCTTGCGCCTCTGGGAGATCCACATTCCCACTTGAAAACACTGGAGAAGCTAAACCTCCGAAAAAGCACTGTCTCTTT---GCTCCCAGGAGGGTTTATCCTGAANNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLtenEcau2A
ATG---GGGGACCAATCT-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNGGAACCCCCAACGGAGGTTGTGCCCCTCTCCTCTCTGCACCTCCTCCAGCGTCACCAGTACTGAAGTCACGCCCACCTCGGGAGAAGTATNNN
>HLmicTal1
ATGGAGGGGGACCAACCTTGCGTCCCTGGGAGATCCACACTCCCACCTGAAAACATTCGAGAAGCCAAACCTCCAAAAAAGCGCTGTGTCCTT---GCTCCCAGGTGGGGTTATCCTGAAGAAACCCGCAACGGAGGTTGTGCCCCGCTCCTCTCTGCCCCTCCTCCAACGTCACCAGGGCTGAAGTCGCATCTACCTCCACAGCAGN---NN
>chrAsi1
ATG---GGGGACCAAGCTTGCACTTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAGGCAAGCCTCCAAAAAAGCGCTGCCTTCTT---GCTCCACGGTGGGATTATCCTGAAGGAACCCCCAACAGAGGTAGTACCCCTCTCCCCTCTGCACCTCCTCCGGCATCAACCGGCCTGAAATCGCACCCACCTCCTCCGGAGAAANNN
>HLdasNov4
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTGCGCTCCCACCTGGAAACACGCGCGATACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCAAACAGAGGTAATACCCCTCTCTCCTCCGCACCACCCGCCGCATCCCCGGGCCTGAAGTCGTACCCGCCTCCTCCGGAGAAGNNN
>HLdasNove5A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTGCGCTCCCACCTGGAAACACGCGCGATACTAAACCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCAAACAGAGGTAATACCCCTCTCTCCTCCGCACCACCCGCCGCATCCCCGGGCCTGAAGTCGTACCCGCCTCCTCCGGAGAAGNNN
>HLtolMata2
ATG---GGGGACCAACCTTGTGCATCCGGGAGATCTACGCTCCCACCTGGAAACACACGCGAAACTAAGCCTCCAAAAAAGCGTTGCCTCCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCCCTCTCTCTTCCGCACCTCCTTCCGCATCACCCGGCCTGAAGTCGTACCCGCCTCCACCGGAGAAGNNN
>HLchoHof3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTACGCTCCCACCTGGAAACGCGCGGGAAACCAAGCCTCCAAAAAAGCGCTGTCTTCTC---GCTCCGCGGTGGAATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCGCCTCCTCCCGCATCACCCGGCCTGAAGTCGCACCCTCCTNN---NGAGAAGNNN
>HLchoDid2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGAATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCGCCTCCTCCCGCATCACCCGGCCTGAAGTCGCACCCTCCTNN---NGAGAAGNNN
>HLtamTet2
ATG---GGGGACCAACCTTGTGCCTCGGGGAGATCTACGCTCCCACCTGGAAACACGCGGGAAACCAAGCCTCCAAAAAAACGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCCCTCTCCCCTCCGCACCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacSil1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCTGAGAAGNNN
>HLmacNeme2A
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>macNem1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacNir1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacCyc1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>rheMac10
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacFus1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacFas7
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacFas8
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacAss1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacThiThi1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmacArc1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLlopAte1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpapAnu5
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpapAnu6
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpapHam2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpapPap1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLtheGel1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmanLeu2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmanSph2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmanSph3
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>cerAty1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLchlSab3
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLchlAet1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLeryPat3
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGAGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcerMon1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcerNeg1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcerAlb1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcerMit1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLmioTal1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGTGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLallNig1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGTACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLtraPhaCre1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCGAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLtraGer1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCGAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLtraFra1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCGAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLsemEnt1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCATCTGGAAACGCACGGGAAGCCAAGCCTCCGAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>rhiBie1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrhiBiet3
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrhiStr1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLrhiRox2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpygNem1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpygNig1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACNN--NNNNNNNNNNNNNNNNN
>nasLar1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcolGue1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>colAng1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpilTep2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLhylAgi1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhylMol2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhylPil1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLsymSyn3
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLsymSyn4
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLnomLeu4
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLnomSik1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLhooLeu1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>panTro6
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpanTro7
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpanPan4
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>gorGor6
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLgorGor7
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLgorBer1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLponAbe4
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>ponAbe3
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLponPyg2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLponPyg1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACGCACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGTTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTACCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLsaiBolBol3
ATG---GGAGATCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCTCACCCTCCTCCTCCGGAGAAGNNN
>HLsaiBolBol2
ATG---GGAGATCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCTCACCCTCCTCCTCCGGAGAAGNNN
>HLsaiBoli4
ATG---GGAGATCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCTCACCCTCCTCCTCCGGAGAAGNNN
>HLsaiSci1
ATG---GGAGATCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCTCACCCTCCTCCTCCGGAGAAGNNN
>HLsapApe3
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLsapApe1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>cebCap1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcebAlb2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcalPym1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcalPen1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcalGoe1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLleoRos1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLleoChr1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLsagImp1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCTCACCCTCCTCCTCCGGAGAAGNNN
>HLsagOed1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCTCACCCTCCTCCTCCGGAGAAGNNN
>HLsagMid1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCTCACCCTCCTCCTCCGGAGAAGNNN
>aotNan1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLateHyb1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLateFus1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGGAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLateGeo1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLateGeo2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLatePan1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLbraAra1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTNNNNNNNNNNNN
>HLlagLag1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLaloPal1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLaloCara1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcacHos1
ATG---GGAGACCAACCTTGTGCCTCTGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcacAyr1
ATG---GGAGACCAACCTTGTGCCTCTGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcacMel1
ATG---GGAGACCAACCTTGTGCCTCTGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcacCal1
ATG---GGAGACCAACCTTGTGCCTCTGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLchiIsr1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLchiSag1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpitVan1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpitMit1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpitPit1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpitPit2
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcheTor1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCAGTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcheReg1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCAGTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcheLuc1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCAGTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcheLug1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCAGTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleDon1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleMol1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleGro1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleBer1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleCup1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleBru1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleCal1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleDub1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleCin1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLpleMil1
ATG---GGAGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCCACTCTCCCCTCCGCACCTCCTCCTCCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcepBan1
ATG---GGGGACCAACCTTGTGCCTCTGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGGGGAAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCAGCCTGAAATCGCACCCTCCTCCTCCGGAGAAGNNN
>micMur3
ATG---GGGGACCAACCTTGTGCCTCCGGTAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCGGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLmicGri1
ATG---GGGGACCAACCTTGTGCCTCCGGTAGATCTACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCGGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLmicRav1
ATG---GGGGACCAACCTTGTGCCTCCGGTAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCTGCACCTCCTCCGGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLmicSpe31
ATG---GGGGACCAACCTTGTGCCTCCGGTAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGAGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCGGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLmicTav1
ATG---GGGGACCAACCTTGTGCCTCCGGTAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCAGGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLmicMit1
ATG---GGGGACCAACCTTGTGCCTCCGGTAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCAGGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLmirCoq1
ATG---GGGGACCAACCTTGTGCCTCCGGTAGATCCATGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCAAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTCTCCTCTGCACCTCCTCCAGCTTCAGCCAGTCTGAAGTCGCACCCTGCGCCTCCTGAGAAGNNN
>HLmirZaz1
ATG---GGGGACCAACCTTGTGCCTCCGGTAGATCCATGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCAAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTCTCCTCTGCACCTCCTCCAGCTTCAGCCAGTCTGAAGTCGCACCCTGCGCCTCCTGAGAAGNNN
>HLcheMed1
ATG---GGGGACCAACCTTGTGCCTCCGGTAGATCCACGCTCCCACTTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLeulRuf1
ATG---GGGGACCAACATTGTGCCTCCGGGAAATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACGCTCCCCTCCGCACCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLeulCol1
ATG---GGGGACCAACATTGTGCCTCCGGGAAATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACGCTCCCCTCCGCACCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLeulFul1
ATG---GGGGACCAACATTGTGCCTCCGGGAAATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACGCTCCCCTCCGCACCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLeulMon1
ATG---GGGGACCAACATTGTGCCTCCGGGAAATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAGCGGAGGTAGTACCACGCTCCCCTCCGCACCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGTAC
>HLeulFla1
ATG---GGGGACCAACATTGTGCCTCCGGGAAATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAATCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACGCTCCCCTCCGCACCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>eulMac1
ATG---GGGGACCAACATTGTGCCTCCGGGAAATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAATCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACGCTCCCCTCCGCACCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLeulCoro1
ATG---GGGGACCAACATTGTGCCTCCGGGAAATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACGCTCCCCTCCGCGCCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLhapAlao1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACGCTCCCCTCCGCACCTCCTCCAGTTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLproSim1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTAACACGCTCCCCTCCGCACCTCCTCCAGTTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGTTG
>HLlemCat1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTTCAAAAAAGCGCTGCCTCCTT---GCTCCCCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACGCTCCCCTCCGCACCTCCTCCAGTTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLvarVar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTTCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACGCTCCCCTCCGCACCTCCTCCAGATTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLproCoq2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCAAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLindInd1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCTCTGCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCAGCTTCAGCCAGCCTGAAGTCGCACCCTGCTCCTCCTGAGAAGNNN
>HLdauMad1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGTTCCACGCTCCCAGCTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAATACCACTCTCCCCTCCGCACCTCCTCCAGCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCCGAGAAGNNN
>HLdauMad2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGTTCCACGCTCCCAGCTGGAAACACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAATACCACTCTCCCCTCCGCACCTCCTCCAGCATCAGCCAGCCTGAAGTCGCACCCTCCTCCTCCCGAGAAGNNN
>HLnycCou2
ATG---GGGGACCAACCTTGTGCCTCCAGGAGATCCACGCTCCCACCTGGAAACACGAGGGAAGCTAAACAGCCAAAAAAGCGCTGCCTTTTT---GCTACGCGGTGGAATTATCCAGAANNNACTCCAAACGGAGGTAGTACCTCTTCTCCCTCCACACCTCCTCCAGCATCAGCCAGCCTGAATTCGGACCCT---TCTCCAGAGAAGNNN
>HLnycBen1
ATG---GGGGACCAACCTTGTGCCTCCAGGAGATCCACGCTCCCACCTGGAAACACGAGGGAAGCTAAACAGCCAAAAAAGCGCTGCCTTTTTTTTGCTACGCGGTGGAATTATCCAGAANNNACTCCAAACGGAGGTAGTACCTCTTCTCCCTCCACACCTCCTCCAGCATCAGCCAGCCTGAATTCGGACCCT---TCTCCAGAGAAGNNN
>HLxanPyg1
ATG---GGGGACCAACCTTGTGCCTACGGGAGATCCACACTCCCACCTGGAAACACCAGGGAAGCTAAACAGCCAAAAAAGCGCTGCCTTTTT---GCTACGCGGTGGAATTATCCAGAANNNACTCCAAACGGAGGTAGTACCTCTTCTCCCTCCACACCTCCTCCAGCATCAGCCAGCCTGAATTCGCACCCT---TCTCCAGAGAAGNNN
>HLlorTar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCATGCTCTCACCTGGAAACACGAGGGAAACTAAACCGCCAAAAAAGCGCTGCCTTTTT---GCTACATGGTGGAATTATTCAGAANNNACTCCAAACGGAGGTAGTACCACTTCTCCCTCCACACCTCCTCCAGCATCAGCTAGCCTGAAGTCGCACCCT---TCTCCAGAGAAGNNN
>HLcynVol1
ATG---GGAGACCAAACTTGTGCCTCCGGGAGATCCACGCTCCCACCTGCAAACAAACGGGAAGCCAAGCCTTCAAAAAAGCGCTGTCTCCTT---GCTCCGAGGNNNGATTATCCAGAAGGCACTCCCAGTGGAGATAGTATCATTCTCCCCTCCTCACCTCCTCCTACGTCAGCTGGCCTGAAGTCTCACCCTCCTCCTCCGAAGAAGNNN
>HLgalVar2
NNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN---NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
>HLtupTan1
ATA---GGGGACCAACCTTGTGCCTCTGGGAGATCCAAGCTCCCTCCTGGAAATTCGCGGGAAGTTAAGCCTCCAAAAAAGCGCTGTCTCCTC---GCTCCGCGGTGGGATTATCCCGAAGGAACTCCCAATGGAGGTACTACCTCTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGTACCCTCCTCCTCCAGAGAAGNNN
>HLtupChi2
ATG---GGGGACCAACCGTGTGCCTCTGGGAGATCTAAGCTCCCTCCTGGAAATTCGCGGGAAGTTAAGCCTCCAAAAAAGCGTTGTCTCCTC---GCTCCGCGGTGGGATTATCCCGAAGGAACTCCCAACGGAGGTAGTACCTCTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLoryCuni5
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACACTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCATCCTCCTCCTCCGGAGAAGNNN
>HLoryCunCun4
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACACTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCATCCTCCTCCTCCGGAGAAGNNN
>HLsylBac1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCATCCTCCTCCTTCGGAGAAGNNN
>HLsylFlo1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCATCCTCCTCCTTCGGAGAAGNNN
>HLlepTow1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCATCCTCCTCCTCCGGAGAAGNNN
>HLlepTim1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCATCCTCCTCCTCCGGAGAAGNNN
>HLlepTola1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCACATCCTCCTCCTCCGGAGAAGNNN
>HLlepCap1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCACATCCTCCTCCTCCGGAGAAGNNN
>HLlepEur1
ATG---GGGGACCAGCCTTGTGCCTCCGGGAGGTCCACGCTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCATCCTCCTCCTCCGGAGAAGNNN
>HLlepOio1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCATCCTCCTCCTCCGGAGAAGNNN
>HLlepAme1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCTGGAAATACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGTCTCCTA---GCTCCGCGCTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTGAAGTCGCATCCTCCTCCTCCGGAGAAGNNN
>HLochCur1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGAGCCACTCTCCCACCTGGAAACACGCGGGAAGCGAAACCTCCGAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCTCCTCCTGCTGCATCTGCCAGCCTGAAGTCGCATCCTCCTCCTCCCGAGAAGNNN
>HLochPri4
ATG---GGGGACCAACCTTGTGCCTCCGGGAGAGCCGCTCTCCCACCTGGAAACACGCGGGAAGCGAAACCTCCGAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCTCCTCCTCCTGCATCTGCCGGCCTGAAGTCGCATCCTCCTCCTCCCGAGAAGNNN
>HLochArge1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGAGCCGCTCTCCCACCTGGAAACACGCGGGAAGCGAAACCTCCGAAAAAGCGCTGCCTCCTA---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCAAACGGAGGTAGTACCACTCTCCCCTCCGCTCCTCCTCCTGCATCTGCCGGCCTGAAGTCGCATCCTCCTCCTCCCGAGAAGNNN
>HLictTrid4A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCACCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLictTri2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTT---GCTCCGCGGTGGAATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCACCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLcynGun1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACGGATCTTCCCACCGCACCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLuroPar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACAGCGGTAGTACCGATCTTCCCTCCGCACCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLuroPar2A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACAGCGGTAGTACCGATCTTCCCTCCGCACCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLspeCit1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCTCCTCCTCCCGCGTCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLspeDau1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCACCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLmarFla1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCTCCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLmarFlav2A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCTCCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLmarVan1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTGCCGATCTTCCCTCCGCTCCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLmarVanc2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTGCCGATCTTCCCTCCGCTCCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLmarHim1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGTGGTAGTACCGATCTTCCCTCCGCTCCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLmarMar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCTCCTCCTCCCGCATCTGCAGCCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLmarMon3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCTCCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLotoBeec1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCACCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLcalLat1A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGCGGTAGTACCGATCTTCCCTCCGCACCTCCTCCCGCATCTGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLtamSibi2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCATCGGCAGTAGTACCGATCTTCCCTCCGCTCCTCCTCCCGCATCAGCTGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLtamSib1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCATCGGCAGTAGTACCGATCTTCCCTCCGCTCCTCCTCCCGCATCAGCTGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLxerRut1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCTAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGCGGTAGTACCGATCTCCCCTCCGCGCCTCCTCCCGCATCAGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLxerIna1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCTAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGCGGTAGTACCGATCTCCCCTCCGCGCCTCCTCCCGCATCAGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLneoCar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGTCAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACTGATCTCCCCTCCGCTCCTCCTCCCGCATCAGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLsciCar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGTCAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACTGATCTCCCCTCCGCTCCTCCTCCCGCATCAGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLsciNig1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACTGATCTCCCCTCCGCGCCTCCTCCCGCATCAGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLsciVul1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACTGATCTCCCCTCCGCTCCTCCTCCCGCATCAGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLglaVol1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCCGGGAACACCCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGAGGTAGTACTGATCTCCCCTCCGCTCCTCCTCCCGCATCAGCCGGCCTGAAGTCTCACCCTCTTCCTCCGGAGAAGNNN
>HLpteVola1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCAACCGGGAACACGCGGGAAGCCAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCGATCTCCCCTCCGCTCCTCCTCCCGCATCAGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLaplRuf1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTACACTCCCACCTGGAAACACGAGGGAAGCCAAGCCTCCAAAAAAGCGCTGCGTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGCAGTAGCACTCTCCCTTCCGCTCCTCCTCCTGCATCACCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLmusAve1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACCCACAGGAAGCCAAGCCTCCAAGAAAGCGCTGCCTCCTC---GCTCCCCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACTACTCTTCCCTCCGAACCTCCTCCTGCGTCAGCCGGCCTGAAGTCGCACCCGCTTCCTCCCGAGAAGNNN
>HLmusAvel2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACCCACAGGAAGCCAAGCCTCCAAGAAAGCGCTGCCTCCTC---GCTCCCCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACTACTCTTCCCTCCGAACCTCCTCCTGCGTCAGCCGGCCTGAAGTCGCACCCGCTTCCTCCCGAGAAGNNN
>HLeliQue1A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACCCACAGGAAGCCAAGCCTCCGAGAAAACGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTTCCCTCCGAACCTCCTCCTGCGTCAGCCGGCCTGAAGTCTCACCCTCTTCCTCCGGAGAAGNNN
>HLgraMur1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACACTCCCACCTGGAAACACGCAGGAAGCCAAGCCTCCGAGAAAACGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTACCACTCTTCCCTCCGAACCTCCTCCTGCGTCAGCCGGCCTGAAGTCGCACCCTCTTCCTCCGGAGAAGNNN
>HLallBul1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAACCAAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGCACTCCCAGCGGAGGTAGTAGCACTCTCCCCTCGGCGCCACCTCCTGCGTCAGCCGGCATGAAGTCTCATCCTCCTCCTTCGGAGAAANNN
>HLoriSib2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAACCAAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGCACTCCCAGCGGAGGTAGTACCACTCTCCCCTCGGCGCCACCTCCTGCGTCAGCCGGCATGAAGTCTCATCCTCCTCCTTCGGAGAAANNN
>HLjacJac2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACACGCGGGAACCAAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGCACTCCCAGCGGAGGCAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCGTCAGCCGGCATGAAGTCTCACCCTCCTCCTCCGGAGAAANNN
>HLdipSag1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCTGGAAACACGCGGGAACCAAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGCACTCCCAGCGGAGGCAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCGTCAGCCGGCATGAAGTCTCACCCTCCTCCTCCGGAGAAANNN
>HLsalCra1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGTAGCAAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCAGAAGGCACTCCCAGCGGAGGTAGTACCACTCTCCCCTCGGCGGCTCCTCCTGCGTCAGCCGGCATGAAGTCTCACCCTCCTCCTCCGGAGAAANNN
>HLzapHud1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAACCAAAGCCTCCCAAAAAGCGCTGCCTCCTC---GCCCCGCGGTGGGATTATCCGGAAGGCACTCCCAGCGCAGGGAGTAGCAGTCTCCCCTCAGCGCCTCCTCCTGCGTCAACCGGCATGAAGTCTCACCCTCCTCCTCCGGAGAAANNN
>HLperCalIns3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAGTACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLperCal2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAGTACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLperEre1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCTTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLperCri1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLperManSon3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAATACACGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTGGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLperManBai2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAATACACGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTGGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLperPol1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAATACACGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTGGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLperLeu1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAATACACGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTGGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLperNas1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACTCTCCTCCTCCGGAGAAGN--
>HLonyAre1B
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCAGGCAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTGCCACTCTCCCCTCGGCGCCTCCTCCTGCTTCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLonyAre1A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCAGGCAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTGCCACTCTCCCCTCGGCGCCTCCTCCTGCTTCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLonyTor1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGTCCACGCTCCCACCAGGCAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTGCCACTCTCCCCTCGGCGCCTCCTCCTGCTTCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLreiMegLon1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAATACTCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLscoTegu1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGCAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCTCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCTCACCCTCCTCCTCCGGAAAAGN--
>HLneoLep1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCGGGCAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCCCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLneoFlor1A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCGGGCAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCCCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLsigHisp3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGAGCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGCAGTACCACCCTCCCGACGGCGCCTCCTCCTGCATCTGCTGGACTGCAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLsigHis2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGAGCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGCAGTACCACCCTCCCGACGGCGCCTCCTCCTGCATCTGCTGGACTGCAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLphyVac1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGGGCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCCAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACCCTCCCTTCGGCGCCTCCTCCTGCATCTGCTGGACTGCAGTCTCACCCTCCTCCTCCCGAGAAGN--
>micOch1
ATG---GGGGACCAACCTTGTGCCTCCGGGGGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAATACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmicPen1A
ATG---GGGGACCAACCTTGTGCCTCCGGGGGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmicCal1A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGCACCCCCCTCCTCCGGAGAAGN--
>HLmicRicArv1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGTTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmicAgr2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAGGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGAACCCTCCTCCTCCGGAGAAGN--
>HLmicArv1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAGGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGCAACCTCCTCCTCCGGAGAAGN--
>HLneoFus1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTATCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCGTCTGATGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLneoShe1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLmicFor1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLaleFor1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmicOec1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLaleOec1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGATGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLchiNiv1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAGAAACGCGGGAACCCAAGCCTCCAAGAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCCGATGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLarvAmp1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLellLut1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACGCTCCCCACGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLellTal1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAACCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGAAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmyoGla2
ATG---GGGGACCAACCCTGTGCCTCCGGGAGAACCACGCTCCCACAAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGAGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLdicTor1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAATACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLondZib1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGAGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLcriGri3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCACGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTACTGGACTGAAGTCTCACCCTCCTCCGCCGGAGAAGN--
>HLcriCri1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCACGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTACTGGACTGAAGTCTCACCCTCCTCCGCCGGAGAAGN--
>HLmesAur3
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGCAACACTCTCCCCTCGGCGCCTCCTCCTGCATCTACTGGACTCAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLphoRob1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTACTGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLphoSun2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTACTGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLmusSpi1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmusSpr2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmusMusc41
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTAGCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>mm39
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTAGCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>mm10
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTAGCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmusMusMol40
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCCGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmusCar1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmusMin1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmusPah1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLpraDel1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGTTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCACTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCGTCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLapoSyl2
ATG---GGGGACCAACCCTGTGCCTCGGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGTTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLapoAgr1
ATG---GGGGACCAACCCTGTGCCTCGGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGTTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLapoSpe1
ATG---GGGGACCAACCCTGTGCCTCGGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGTTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLtokOsi1
ATG---GGGGACCAACCTTGTGCCTCGGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGTTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLtokTok1
ATG---GGGGACCAACCTTGTGCCTCGGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGTTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLtokMue1
ATG---GGGGACCAACCTTGTGCCTCGGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGTTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLrhaDil1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCAGGAAATACGCGGGAACCGAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGTGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLrhaPum1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTACGCTCCCACCAGGAAATACGCGGGAACCGAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGTGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLarvNil1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCGAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCACGGTGGGATTATCCTGAGGGGACTCCCAGTGGTGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTCCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLgraSur1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCGAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCTCGGTGGGATTATCCTGAAGGGACTCCCAGTGGTGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmasFus1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCGAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTACCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLpseFum1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCGAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTACCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTACTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLpseDes1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTACCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLuroCau1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCCAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTACCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLhydChr1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTACCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLrhySor1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCTGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmicMin1
ATG---GGGGACCAACCTTGTGCCNNNGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCAAGGTGGGATTATCCTGAAGGGACTCCCAGTGGGGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLratNor8
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAACACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCGGCATCTACTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>rn7
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAACACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCGGCATCTACTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLratRat7
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAACACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCTGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCGGCATCTACTGGACTCAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLacoCah2
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCGGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCTTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCTTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLacoCah1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCGGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCTTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCTTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLacoDim1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCGGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCTTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCTTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLacoMin1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCGGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCTTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCTTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLacoKem1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCGGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCTTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLacoPer1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCTCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCTTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLacoRus1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACGACTCTCCCTTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLpsaObe1
ATG---GGGGACCAACCTTATGCCTCCGGGAGATCCACGCTCCCTCCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGNNNCCTCCTCCTGCATCTGCTGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLmerPsa1
ATG---GGGGACCAACCTTATGCCTCCGGGAGATCCACGCTCCCTCCAGGAAATACGCGGGAACCTAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLmerUng2
ATG---GGGGACCAACCTTATGCCTCCGGGAGATCCACGCTCCCTCCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLrhoOpi1
ATG---GGGGACCAACCTTATGCCTCCGGGAGATCCACGCTCCCTCCAGGAAATACGCGGGAACCCAAGCCTCCAAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLpacDup1
ATG---GGGGACCAACCTTATGCCTCCGGGAGATCCACGCTCCCTCCAGGAAATACGCGGGAACCCAAGCCTCCCAAAAAGCGCTGTCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLlopImh1
ATG---GGGGACCAACCTTGTGCCTCTGGGAGATCCACGCTCCCTCCAGGAAATACGCGGGACCCCAAGCCTCCAAAAAAGCGCTGTGTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGGACTCCTAGTGGGGGTAGTACCACTGTCCCCTCGGCGCCTCCTCCTGCATCTGCTGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLcriGam1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCTAAAAAGCGCTGTCTGCTG---GCTCCACGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCTTCTGCCGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>HLcriAns1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCAGGAAATACGCGGGAACCCAAGCCTCCTAAAAAGCGCTGTCTGCTG---GCTCCACGGTGGGATTATCCAGAAGGGACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCTTCTGCCGGACTGAAGTCTCACCCTCCTCCTCCGGAGAAGN--
>nanGal1
ATG---GGGGACCAACCTTGTGACTCCGGGAGATCTACGCTCCCACCAGGAAACACGCCGGAACCCAAGCCTCCAAAAAAACGCTGCCTCCTT---GCTCCACGGTGGGATTATCCAGAAGGAACTCCCAGTGGAGGTAGTACCACTCTCCCCTCGCAACCTCCTCCTGCTTCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLrhiPru1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACACTCCCACCAGGAAACACGCGAGAACCCAAGCCTCCAAAAAAACGCTGTCTTCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAGTAGAGGTAGTACCACTCTCCCCTCGGCGCCTCCTCCTGCTTCAGCCGGCCTGAACTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLeosFon1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTACGCTCCCACCAGGAAACACGCGGGAACCGAAGCCTCCAAAAAAACGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAGTGGCGGTAGTACCGCTCTCACCTCGGCGCCTCCTCCTGCCTCAGCCGGCTTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmyoAspa1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTACGCTCCCACCAGGAAACACGCGGGAACCGAAGCCTCCAAAAAAACGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAGTGGAGGTAGTACCGCTCTCACCTCGGCGCCTCCTCCTGCCTCAGCCGGCTTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>HLmyoPsil1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCTACGCTCCCACCAGGAAACACGCGGGAACCGAAGCCTCCAAAAAAACGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAGTGGAGGTAGTACCGCTCTCACCTCGGCGCCTCCTCCTGCCTCAGCCGGCTTGAAGTCGCACCCTCCTCCTCCGGAGAAGN--
>dipOrd2
ATG---GGGGACCAACCTTGTGCCTCCGGGGGCTCTGCGCTCCCTCCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCGCCGCGGTGGGATTATCCAGAAGGAACTCCCATCGGAGGTAGTACAGCACTCCCCTCCGCACCTCCTCCCGCACCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLdipSte1
ATG---GGGGACCAACCTTGTGCCTCCGGGGGCTCTGCTCTCCCTCCTGGAAACACCCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCGCCGCGGTGGGATTATCCAGAAGGAACTCCCATCGGAGGTAGTACAGCACTCCCCTCCGCACCTCCTCCCGCACCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLdipMer1
ATG---GGGGACCAACCTTGTGCCTCCGGGGGCTCTGCGCTCCCTCCTGGAAACACACGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCGCCGCGGTGGGATTATCCAGAAGGAACTCCCATCGGAGGTAGTACAGCACTCCCCTCCGCACCTCCTCCCGCACCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLdipSpe1
ATG---GGGGACCAACCTTGTGCCTCCGGGGGCTCTGCGCTCCCTCCTGGAAACACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCGCCGCGGTGGGATTATCCAGAAGGAACTCCCATCGGAGGTAGTACAGCACTCCCCTCCGCACCTCCTCCCGCACCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLperLonPac2
ATG---GGGGACCAGCCTTGTGCCTCCGGGGGCTCTACGCTCCCTCCTGGAAACACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCGCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGTAGTGCAGCCCTCCCCTCCGCATCTCCTCCCGCGCCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLgeoBur1
ATG---GGGGACCAACCTTGTGCCTCCGGGGGCTCTCCGCTCCCACCTGGAAACACGCGGGAAGCCAAGCCTCCAAAGAAACGCTGCCTCCTC---GCGCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGGAGTGCAGCACTCCCCTCTGCTCCTCCTCCCGCACCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLthoBot2A
ATG---GGGGACCAACCTTGTGCCTCCGGGGGCTCTCCGCTCCCACCTGGAAACACGCGGGAAGCCAAGCCTCCTAAGAAACGCTGCCTCCTC---GCGCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGAGGGAGTGCAGCACTCCCCTCTGCTCCTCCTCCCGCACCAGCCGGCCTGAAGTCGCACCCTCCTCCTCCAGAGAAGNNN
>HLcasCana4A
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACTCTCCCACCGGGAAACACGCGGGAAGCCAAACCTCCGAAAAAACGCTGCCTTCTC---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGCAGTAGTACCACTCCCCCCTCCGCACCTCCTCCCGTGGCAGCCGGCCTGAAGTCGCTCCCTCCTNN---NGAGAAGNNN
>HLpedCap1
ATG---GGGGACCAACCTTGTGCCTCCGGGAGATCCACGCTCCCACCTGGAAACACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCAGAGGGAACTCCCAACGGAGGTAGTACCACTCTCCCCTCCGCACCTCCTCCTGCATCAGCCGGCCTCAAGTCGCACCCTCCTCCTCCGGAGAAGNNN
>HLcteGund2A
ATG---GAGGACCAATCTTGTGCCTCCGGGAGGTCCACTCTCCCACCTGGAAGCACGCGGGAAGCCAAGCCTCCGAAGAAGCGCTGCCTCCTG---GCTCCGCGGTGGGATTACCCAGAAGGAACTCCCGCCGCGGGTAGCGCCGCTCTCCCCGCAGCACCCCCTTCTGCGTCGGCTGCGCTGAAGCCGCATCCTCCTCCTCCGGAGAAGNNN
>HLcteGun1
ATG---GAGGACCAATCTTGTGCCTCCGGGAGGTCCACTCTCCCACCTGGAAGCACGCGGGAAGCCAAGCCTCCGAAGAAGCGCTGCCTCCTG---GCTCCGCGGTGGGATTACCCAGAAGGAACTCCCGCCGCGGGTAGCGCCGCTCTCCCCGCAGCACCCCCTTCTGCGTCGGCTGCGCTGAAGCCGCATCCTCCTCCTCCGGAGAAGNNN
>HLhysBra1
ATG---GAGGACCAACCTTGTGCCTCCGGGAGATCCACGCTTCCACCTGAAAGCACGCGGGAAGCCAAGCCTCCAAAGAAGCGCTTCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGGGGTAGTGCCACTCTCCCCTCTGCACCTCCTCCTGCAGCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLhysCri1
ATG---GAGGACCAACCTTGTGCCTCCGGGAGATCCACGCTTCCACCTGAAAGCACGCGGGAAGCCAAGCCTCCAAAGAAGCGCTTCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGGGGTAGTGCCACTCTCCCCTCTGCACCTCCTCCTGCAGCTGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLthrSwi1
ATG---GAAGACCAAACTTGTCCCTCCGGGAGATCCACGCTTCCACCTGGAAGCACGCGGGAAGCCAAGCCGCCCAAAAAGCGCTGCCTCCTC---GCTCCGAGGTGGGATTATCCAGAAGGGACTCCCAACGCGGGTAATGCTGCTCTCCCCTCTGCACCTCCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLpetTyp1
ATG---GAAGACCAAACTTGTCCCTCTGGGAGATCCACGCTTCCACCTGGAAGCACGCGGGAAGCCAAGCCGCCAAAAAAGCGCTGCCTCCTC---GCTCCGAGGTGGGATTATCCAGAAGGGACTCCCAACGCGGGCAATGCCGCTCTCCCCTCTGCGCCTCCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLhetGla3
ATG---GAAGACCAAGCCTGTCCCTCCGGGAGATCTACGCTTCCACCTGGAAGCACGCGAGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCTAACGGCAGTAATGCCACTCTCCCCCCTGCACCTCCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>hetGla2
ATG---GAAGACCAAGCCTGTCCCTCCGGGAGATCTACGCTTCCACCTGGAAGCACGCGAGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCTAACGGCAGTAATGCCACTCTCCCCCCTGCACCTCCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLhetGla5
ATG---GAAGACCAAGCCTGTCCCTCCGGGAGATCTACGCTTCCACCTGGAAGCACGCGAGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCTAACGGCAGTAATGCCACTCTCCCCCCTGCACCTCCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLfukDam2
ATG---GAAGACCAGACCTGTTCCTCTGGGAGATCTACGCTTCCACCTGGGAGCACGCGAGAAGCCAAGCCTCCAAAAAAGCGCTGCCTTCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGGAGTAACGCCACTCTCCCCCCCGCACCTCCTCCTGCATCAGCCGGTCTGAAGTCTCACCCTCCTNN---NGAGAAGNNN
>HLcoePre1
ATG---GAAGACGAACCTTGTGCCTCCGGGAGATCCACACTTCCACTTGGAAGCACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGATGGAACTCCCAACAGGGGTAGTGCCACTCTCCCCTCTGCACCTCCTCCTGCATCAGCTGGTCTGAAGTCTCACCCTCCACCTCCAGAAAAGNNN
>HLereDor3
ATG---GAAGACGAACCTTGTGCCTCCGGGAGATCCACACTTCCACTTGGAAGCACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACAGGGGTAGTGCCACTCTCCCCTCTGCACCTCCTCCTGCATCAGCTGGTCTGAAGTCTCATCCTCCACCTCCGGAAAAGNNN
>HLdasPun1
ATG---GAAGACCAACCTTGTGCCTCCGGGAGAGCCACACTTCCACTGGGAAGTACGCGGGAAGCCAAACCTCCAAAAAAGCGCTGCCTTCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAACGGGGGTAGTACTACTCTCCCCTCTGCACCTCCTCCTGCATCAGCCGGTCTGAAATCGCACCCTCCTCCTCCGGAAAAGNNN
>HLdolPat1
ATG---GAAGACCAACCTTGTTCATCCGAGAGATCCACATTTCCACTGGGAAGCACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCATCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAATGGGGGTAGTACCACTCTCCCCTCTGCATCTCCTCCTGCATCAACCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAANNN
>HLhydHyd2
ATG---GAAGACCAATCTTGTGGATCCGGGAGATCCACACTTCCACTAGGAAGCACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTTCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAATGGGGGTAGTACCACTCTCCCCTCTGCACCTCCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLhydHyd1
ATG---GAAGACCAATCTTGTGGATCCGGGAGATCCACACTTCCACTAGGAAGCACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTTCCTCCTT---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAATGGGGGTAGTACCACTCTCCCCTCTGCACCTCCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLcavTsc1
ATG---GAAGACCAATCTTGTGCATCCGGGAGATCCACACTTCCACTGGGAAGCAGGCAGGAAGCCAAGCCACCAAAAAAACGCTGCCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAATGCGGGTACTACCACTCTCCTCTCTGCA---CCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLcavPor4
ATG---GAAGACCAATCTTGTGCATCCGGGAGATCCACACTTCCACTGGGAAGCAGGCAGGAAGCCAAGCCACCAAAAAAACGCTGCCTCCTG---GCTCCGCGGTGGGATTATCCAGAAGGAACTCCCAATGCGGGTACTACCACTCTCCTCTCTGCA---CCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>HLlagMax1
ATG---GAAGACCAACCCTGCGCCTCCGGGAGATCCACACTTCCACTTGGAAGCACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTC---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCCAACGGGGGTAGTGCTACTCTTCCCTCTGCACCTCCTCCTGCATCAGCCGCTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
>chiLan1
ATG---GAAGACCAACCCTGTGCCTCCGGGAGATCCACACTTCCACTTGGAAGCACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTATCCGGAAGGAACTCCAAACAGGGGTAGTGCTACTCTCCCCTCTGCACCTCCTCCTGCATCAGCCGGTCTGAAATCGCACCCTCCTCCTCCGGAAAAGNNN
>HLdinBra1
ATG---GAAGACCAACCGTGTGCCTCCGGGAGATCCACACTTCCACTCGGCAGCACGCGGGAAGCCAAGCCTCCAAAAAAGCGCTGCCTCCTT---GCTCCGCGGTGGGATTACCCGGAAGGAACTCCCAACGGGGGTAGTGCTACTCTCCCCTCTCCGCCTCCTCCTGCATCAGCCGGTCTGAAGTCGCACCCTCCTCCTCCGGAAAAGNNN
