LOC110487212 (LOC106564193)



Basic Information


Item Value
gene id LOC110487212
gene name LOC106564193
gene type coding
species rainbow trout (Oncorhynchus mykiss)
category of species economic fish

Chromosome Information


Item Value
chromosome id NC_048581.1
NCBI id CM023235.2
chromosome length 95212422
location 9961230 ~ 10002435 (+)
genome version USDA_OmykA_1.1_2020_rainbow_trout_Genome

Sequence


>XM_036948873.1
CAATCAAAGTGTGGCGGCTCTCCTACATCTGGATGCGTGTGCAGCAGTCTACTGCATGGGGACTACTGTGATGGAACAGCTTCGCAGAGCAGAAAGAATGGAAATCATTTCCTGAAATGCGGTTGTCTCTGTGGATCAGTATACCACTACAACCCATCATCCCCAAGCCCACTGATGCCAACGCAGCAAGTGACCGCGCATTGCTCGCAGCGGCAATAAGGACCAACACCTTAATTATCAGGCCGTGGTGACATAGACGGTCACAGCACAGCAGTCACCGTTAATTATTCGCCGCAACAATTAGGATTTAAATCGCTGTTGTTATATTTTTGGATTTATTTCACCGGCAGCTGCTGCGGTAACACCCCTCTTTGTAGATCgcgtgcactccttctcccttcctctcatcggctctccatccttccttcccGGAACGGCTGGGTGGACTGGTGGGGCTATGGAGGATGCAGGTGAGATGAGGAAGACATTCACGGTACCGGAGATTAAACCGTTGAATCAGTACGACTTCAACCGAGCCAAGGTGTGCGCCAGCGTCCGGTGGCTACTGGCGAAGTCATACGGATCCGCAGAGAATGTCCCGGTGGAGCTGCGAGAGCCTCTGTACAGAGACAAGTATGAGCAGGAGCACCTCAAGCCCTCTGTCTCCCAGCTACTCCTGTCCCCTGAGCTGTACTGTAGGACCCAGGCCCTGCTCCACGGGGTCTCCCAGCCCGCTCCTCAGGGGCCCCCAGGGGACAACTCCGCACTTCTGCAGCTCCTCACCAAGAGGGGCCTGGAGCCCAGGGACCAGGATGTGGCCATCACAGAGGAAGACCTCAGCCACACGCCCATCAAGAcgAGGGCCCACCTGGTCCTGATTGACTCGCTGATGTCACTGGCTGCCATGGAGACAGTGGGCAAGGTTAAGATGACTGCAGAGGCAGAGAAAATGGGAGGCGGGGCTCCGTGGGAGAATGCCCTCCTCTTCTGGGTTAACCGGttgaATCAGAAGTTGAGAGAGAGCACTGAGGATGAGGAGGTCCCAACCTGCACAGACCCACAGCCTGTTCAACCAACATGTCCCACCCGCTGGTACTGGAAACTGGTCCCACATGCCATCGCTTTTTGTTTGAAGGAGGAGTCTGGGAATAAACCTCCAGTGaTCCGTTATAGGAAGGATAAGGTTCTGTCTAAGCAGACTCCTACTTTTCCTCTGGTGTCTGGTGTAAGGGATCTGTCTAATGGCTGTGCTATAGCTGCTGTTCTGCACTACTACTGTCCTGACCTGCTGCCACTggaggATGTGTGTCTGAAGGACACCATGTCAGTAGCAGACAGTCTGTATAACCTGCAGCTGATCAGAGAGATCAGTGAGACCAGTCTACAGAGGtgctgtcacctggagctggaggacCTGCTCTACGCCCCGCCAACACTACACGTGAACATCATGAGCTTCATAGCAGAGCTGCTGGGATGGTTCGAGGTGCATAAACCTGACTTTGTCAAGCCGTTACTACCTCTAGACCTGACAGATGCCTCAGGGTTGTTGGACTGCACCAGTCCTGTCAGTGGGAACAGCAACAGTGGCTCTCCCTCCTATATCTTCAAACAGCCCTTTGTCCCCATATCCTCTCCTGCGTCATCTGAAGGGAACATGTGGACCAAGAAACAGATCCGtcgtCCACTCTCGGCTGTGACCTTCAGTATTCCATTCGGTCTGGACAGTGACGTGGACGTTGTCATGGGCAACCCCGTGCATTCTGCCAGCACCAACAGCCTGACCGCCGGCGTGCCCGCCATGATGACTTCATCGAGCAGGATGTCATCGGGGATGACACGGGTCCCCTACAGCCCCCCCGAGGACCTCAGTCACCTGGTCAGCGCCTCTGTCCCTCAACGCTCCTCCTGGGgcccgcacacacactcacacacaccggcCCTAGGGGAGCTGCCGACAGTCGAGATCATCCACACTCCtggaggagaaagaggtggaggagggaaaagaggagagaaaggagatggaggaggaggaggaggaggagaaagaaggcCAGAGCCACGCTTGCGTCCAGAAGGAGCTCCTGCAGGTTTCTTCCTTCATTCTCCTGAATACGACCTGACCCAGCTCAGCAGCTCCGCCCCCTGCCGCTCCGGAATGCTCTACCGACCAATAGGAGGGGAGGGGGGCGGAGGAGAGAAGCGGAGAGTGGGAggcagggagaagggggagaaggggagatcgGATGGCTCGCGGGACGATGACTCGGTACTCCGCGACGGAAGTGTGGACTCATCGGAAGCTTCCGACGACCTTCCTAGAAACACCCCCGGCAACGTCCGCCCTGGCCACGGTCATCACGGCAACGGCAGCATCAGCAACACcgggggcagcagcagcagcagcccgcAGATGACGAGCTTCGCCGAGCGGCGGGACAGAAGGAGACAGCCAGCCGCACCGGGAGAGGAGTCGGCCAGCACCCTgacccccaccacccccaccctccaTACCTCCACCCACACCACCCCCACCCTCCATACCCCCACCCACACCACCCCTAGCCCAGGAGGGAAGCACCCTGAGCCGGGTACAGAGGCCTGGGAGCTGGGGGCCCGCCTGGAGGAGAAACGCAGAGCCATCGAGGCCCAGAAGAGACGCATAGAGGCCATATTcaccagacacagacagaggctgGGCAAGACTGCCTTCCTACagctgaagagaggagagggaggagaggagcctATATCTCTGGAGGAGCGTCTCAGCCGCATGGAGGAGCagctgaaagaggaggaggagagagaagagggagaggagaaagggaaggcAGACGAAGGGAACTCCCGCCCCCAGGCGCGATTGGAGAAgcaggtgaaagaggaggaggagagagaagagggagaggagaaagataaGGCAGATGAAGGGAACTCCCGCCCCCAGGCGCGATTGGAGAAGCAGGTGACGTTTTCCATGGATACGAGGAAGGGGGCTGAGAAAGGGGCGGATAAATGGGAGGGGCCTGAGCCGGGGGGAGGGGCTGTTCTAGGGGAGTATAATGAGGTGGTCCTGAAGCTGAGTGAGGCTCTGAGGTCACTACAGAACGACATGCAGAAACTgacccaacaacaacaacagctaatgGGCAAGAAGACCACACCCAAACCCACACCTAAAACTACACCCAAAACCACACCTAAAACTACACCCAAAACCACACCTAAAACTACACCCAAAACTACACCTAAAAGTACACCCAGGACACCACCCAGGACCCCCACTAAGAGTCCGACTAGAACCCCGACCAAGAGCATCAGTAAGGCGTGGGTGATTCCTGCAGGCTCCAAACCCCCCACCTCCACTACCTCCCCCTCTCGCAGGGCCCTCCCCCAgctttcctccacccctcccaaaACCCCCACCTCCACTACCTCCCCCTCTCGCAGGGCCCTCCCCCAGCTCTCCTCCAACCCTCCCAAaacccccatctcctcctcctgccctgccCCACGCACAAAGatccactcctcctccccccgtAGCCCTAAGCACCACCCGCGCCCCTCCCAACCCCACCCCCGCCCTTCTGAGTTGAAGTTCCCTCCTTCCACCCGTGTCCTCACCCCCCCGCAGCATGTGGACTCCCTCCCACACCTGCGACGCGTCTCCCCCAGCCAGTGCCAGGTCCAGACCTCCTCCTCTTTCCGTATCGGGGGCCCCTGCACCCCCCAGGAACCCCCTGCCGCCATGCTGCCCCAGCCCGAGGAGAGTACCTCAGAGACGGGCTCCAGCGAGACGCAGTTCAGCCTGGAGCTGGAGGAGCAGGAGGGTTTAGGGGGAGGCCGGCCCGTGTTTCCCCAACCCAGGAGAGGCCGTTCTGGGGGTGGCAGCAGCTCTGGAGCCCCCTCCGAGGGCTCCTTTGAGAGCGAGACCCTGTCGCTGTCGGCCGCTTACtgcggaggaggggagggagggagaggaggaggagggaatcgTTGCAGCCTGATGGAGGTGTCATTGTCATCCCTGGGAGGGCCAGAGGGGGGCAGTGACGAGCCAACTGACACAGAAGGACAGGAGTTGTTCTCTGACTCCATGAGCGACCACACAGAACCTCCAACAGGAGAAACGTTGGAACCTACGGAACCCACGGGAGAACCGAGGGAATATACAGGGTATCAAATAGAacagacacagaacacagaactcCGAGAACCCTCAGTGGAACCCACAGAGCAGACGGAACCGGAGGCGAGAGGAGGGGTTGGATTCTTCTTCAAGgAGGAGGTGCGTTGTGAAGATGAGATGGCTCAGAGGAGAGCTGCTCTGTTGGGGAGACAGCAGAAAAGAGCAGAGGacctgaagaggaggagacagtggaacgaacaggagagagagagcagACCCccctctgaggaggaggagcgaAGAGGCTCTCTCCCACagacccctcccctcccctgcacTCCTCCCCCCGCCGCCGGtgtcccctccctcacccccccgACCACGCCCAGTCGCCGTGGTGATTTCACGCGGAAGGAGTACGCCCACCGCCAGCAGATACGCATCATGTCTGACCTGGATAAGGTGCTGTGTCAGAAACACACCAATCAGGGACGAGTCGCCGCCAAGAAGTCCCGCCCCCGACCTCGGAGCATGACCCGGGAGGAGTCACAGCTGTCCCGCAGCCCAGCCAGGAGCACTATGGgtTCTAAGTTGACTAAGGTgtactctcactcctctctcaacCTGGCTGCTATGGCTGACGACACCGTCCCTGACAACACCGTCCCTGACAACACCGTCCCTGACGACACCGTCCCTGACCACACCGTCCCTAACCACACCGTCCCTAACCCTAGCAAGAAACCATCCAGCCGCCCTGATTCGCCCTCACGTCTGATGTCACCGAGCcgactggccaatcagaacggaGACAAGGACTGGGAGATCGGCTCCAATGGCTCCTCCCCTTCCATTCCAGAATACACCGGGCCCAAACTGTTCAAGGAGCCGAGCTTCAAGTCCAATAAGTTCATCATCCACAACGCTCTGTCTCGCTGCTGTCTGGCTGGCAAGGTCAACGAGACTCAGAAGAACAAGATGGTGGAGgagATGGAGAAGAGTCCAGCCAACCACTTCCTGATTCTGTTCCGTGATTCCAACTGTCAGTTCCGAGCCGTCTACACCATGAGCCCCGAGACTGACGAGCTCATCCGATTGGCCGGGGTGGGCCCGCGTGTCGTAAGCCCCGCCCTGGTGGAGTCCATCTATAAGTACAGCTCCGACAGGAAACAGTTCAGCTGTATCCCGTCCAAGACCATGTCCATGAGTGTCGACGCCTTCACCTTACCAGGACACCTGTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacaggaatggatacacacacacacacacaaacaactgaATTACTGTTTGTCCTGCATGGGACACACTACCCCTCTCGCCCTTCTCATCGGACCTACTGACTGTTGACGAGGTGCTTTCTCTCCCCTGTATGTGCATGGAAATGGAACAGTCCAACTATCCACCCTTATGGAGAAGGCTCTAAGACTCGTTCACACGCGGGGGATACTGAAGaccagttgttgttgttgtaaaaatgacCTTTTCAATCTTAAATGGTTACACTACACAGAAACAAACTCTACACAAAAAAAGtgtatctttctctttttttAGTTAAAACGTTCTCCTGGAAATGTCTGAGGTACAAAATGATTGTTTCTCTGCTACCCATAAACCCTTTGGCCTTATGTTCTGTTCACTACTAGCTGGAGGCATGCTAGCCATTGTGTAGGTTGACTAAAGTTTTCTGTTTTATAACACGATCCTTCTAATGCCTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCC
>XM_036948874.1
CAATCAAAGTGTGGCGGCTCTCCTACATCTGGATGCGTGTGCAGCAGTCTACTGCATGGGGACTACTGTGATGGAACAGCTTCGCAGAGCAGAAAGAATGGAAATCATTTCCTGAAATGCGGTTGTCTCTGTGGATCAGTATACCACTACAACCCATCATCCCCAAGCCCACTGATGCCAACGCAGCAAGTGACCGCGCATTGCTCGCAGCGGCAATAAGGACCAACACCTTAATTATCAGGCCGTGGTGACATAGACGGTCACAGCACAGCAGTCACCGTTAATTATTCGCCGCAACAATTAGGATTTAAATCGCTGTTGTTATATTTTTGGATTTATTTCACCGGCAGCTGCTGCGGTAACACCCCTCTTTGTAGATCgcgtgcactccttctcccttcctctcatcggctctccatccttccttcccGGAACGGCTGGGTGGACTGGTGGGGCTATGGAGGATGCAGGTGAGATGAGGAAGACATTCACGGTACCGGAGATTAAACCGTTGAATCAGTACGACTTCAACCGAGCCAAGGTGTGCGCCAGCGTCCGGTGGCTACTGGCGAAGTCATACGGATCCGCAGAGAATGTCCCGGTGGAGCTGCGAGAGCCTCTGTACAGAGACAAGTATGAGCAGGAGCACCTCAAGCCCTCTGTCTCCCAGCTACTCCTGTCCCCTGAGCTGTACTGTAGGACCCAGGCCCTGCTCCACGGGGTCTCCCAGCCCGCTCCTCAGGGGCCCCCAGGGGACAACTCCGCACTTCTGCAGCTCCTCACCAAGAGGGGCCTGGAGCCCAGGGACCAGGATGTGGCCATCACAGAGGAAGACCTCAGCCACACGCCCATCAAGAcgAGGGCCCACCTGGTCCTGATTGACTCGCTGATGTCACTGGCTGCCATGGAGACAGTGGGCAAGGTTAAGATGACTGCAGAGGCAGAGAAAATGGGAGGCGGGGCTCCGTGGGAGAATGCCCTCCTCTTCTGGGTTAACCGGttgaATCAGAAGTTGAGAGAGAGCACTGAGGATGAGGAGGTCCCAACCTGCACAGACCCACAGCCTGTTCAACCAACATGTCCCACCCGCTGGTACTGGAAACTGGTCCCAaTCCGTTATAGGAAGGATAAGGTTCTGTCTAAGCAGACTCCTACTTTTCCTCTGGTGTCTGGTGTAAGGGATCTGTCTAATGGCTGTGCTATAGCTGCTGTTCTGCACTACTACTGTCCTGACCTGCTGCCACTggaggATGTGTGTCTGAAGGACACCATGTCAGTAGCAGACAGTCTGTATAACCTGCAGCTGATCAGAGAGATCAGTGAGACCAGTCTACAGAGGtgctgtcacctggagctggaggacCTGCTCTACGCCCCGCCAACACTACACGTGAACATCATGAGCTTCATAGCAGAGCTGCTGGGATGGTTCGAGGTGCATAAACCTGACTTTGTCAAGCCGTTACTACCTCTAGACCTGACAGATGCCTCAGGGTTGTTGGACTGCACCAGTCCTGTCAGTGGGAACAGCAACAGTGGCTCTCCCTCCTATATCTTCAAACAGCCCTTTGTCCCCATATCCTCTCCTGCGTCATCTGAAGGGAACATGTGGACCAAGAAACAGATCCGtcgtCCACTCTCGGCTGTGACCTTCAGTATTCCATTCGGTCTGGACAGTGACGTGGACGTTGTCATGGGCAACCCCGTGCATTCTGCCAGCACCAACAGCCTGACCGCCGGCGTGCCCGCCATGATGACTTCATCGAGCAGGATGTCATCGGGGATGACACGGGTCCCCTACAGCCCCCCCGAGGACCTCAGTCACCTGGTCAGCGCCTCTGTCCCTCAACGCTCCTCCTGGGgcccgcacacacactcacacacaccggcCCTAGGGGAGCTGCCGACAGTCGAGATCATCCACACTCCtggaggagaaagaggtggaggagggaaaagaggagagaaaggagatggaggaggaggaggaggaggagaaagaaggcCAGAGCCACGCTTGCGTCCAGAAGGAGCTCCTGCAGGTTTCTTCCTTCATTCTCCTGAATACGACCTGACCCAGCTCAGCAGCTCCGCCCCCTGCCGCTCCGGAATGCTCTACCGACCAATAGGAGGGGAGGGGGGCGGAGGAGAGAAGCGGAGAGTGGGAggcagggagaagggggagaaggggagatcgGATGGCTCGCGGGACGATGACTCGGTACTCCGCGACGGAAGTGTGGACTCATCGGAAGCTTCCGACGACCTTCCTAGAAACACCCCCGGCAACGTCCGCCCTGGCCACGGTCATCACGGCAACGGCAGCATCAGCAACACcgggggcagcagcagcagcagcccgcAGATGACGAGCTTCGCCGAGCGGCGGGACAGAAGGAGACAGCCAGCCGCACCGGGAGAGGAGTCGGCCAGCACCCTgacccccaccacccccaccctccaTACCTCCACCCACACCACCCCCACCCTCCATACCCCCACCCACACCACCCCTAGCCCAGGAGGGAAGCACCCTGAGCCGGGTACAGAGGCCTGGGAGCTGGGGGCCCGCCTGGAGGAGAAACGCAGAGCCATCGAGGCCCAGAAGAGACGCATAGAGGCCATATTcaccagacacagacagaggctgGGCAAGACTGCCTTCCTACagctgaagagaggagagggaggagaggagcctATATCTCTGGAGGAGCGTCTCAGCCGCATGGAGGAGCagctgaaagaggaggaggagagagaagagggagaggagaaagggaaggcAGACGAAGGGAACTCCCGCCCCCAGGCGCGATTGGAGAAgcaggtgaaagaggaggaggagagagaagagggagaggagaaagataaGGCAGATGAAGGGAACTCCCGCCCCCAGGCGCGATTGGAGAAGCAGGTGACGTTTTCCATGGATACGAGGAAGGGGGCTGAGAAAGGGGCGGATAAATGGGAGGGGCCTGAGCCGGGGGGAGGGGCTGTTCTAGGGGAGTATAATGAGGTGGTCCTGAAGCTGAGTGAGGCTCTGAGGTCACTACAGAACGACATGCAGAAACTgacccaacaacaacaacagctaatgGGCAAGAAGACCACACCCAAACCCACACCTAAAACTACACCCAAAACCACACCTAAAACTACACCCAAAACCACACCTAAAACTACACCCAAAACTACACCTAAAAGTACACCCAGGACACCACCCAGGACCCCCACTAAGAGTCCGACTAGAACCCCGACCAAGAGCATCAGTAAGGCGTGGGTGATTCCTGCAGGCTCCAAACCCCCCACCTCCACTACCTCCCCCTCTCGCAGGGCCCTCCCCCAgctttcctccacccctcccaaaACCCCCACCTCCACTACCTCCCCCTCTCGCAGGGCCCTCCCCCAGCTCTCCTCCAACCCTCCCAAaacccccatctcctcctcctgccctgccCCACGCACAAAGatccactcctcctccccccgtAGCCCTAAGCACCACCCGCGCCCCTCCCAACCCCACCCCCGCCCTTCTGAGTTGAAGTTCCCTCCTTCCACCCGTGTCCTCACCCCCCCGCAGCATGTGGACTCCCTCCCACACCTGCGACGCGTCTCCCCCAGCCAGTGCCAGGTCCAGACCTCCTCCTCTTTCCGTATCGGGGGCCCCTGCACCCCCCAGGAACCCCCTGCCGCCATGCTGCCCCAGCCCGAGGAGAGTACCTCAGAGACGGGCTCCAGCGAGACGCAGTTCAGCCTGGAGCTGGAGGAGCAGGAGGGTTTAGGGGGAGGCCGGCCCGTGTTTCCCCAACCCAGGAGAGGCCGTTCTGGGGGTGGCAGCAGCTCTGGAGCCCCCTCCGAGGGCTCCTTTGAGAGCGAGACCCTGTCGCTGTCGGCCGCTTACtgcggaggaggggagggagggagaggaggaggagggaatcgTTGCAGCCTGATGGAGGTGTCATTGTCATCCCTGGGAGGGCCAGAGGGGGGCAGTGACGAGCCAACTGACACAGAAGGACAGGAGTTGTTCTCTGACTCCATGAGCGACCACACAGAACCTCCAACAGGAGAAACGTTGGAACCTACGGAACCCACGGGAGAACCGAGGGAATATACAGGGTATCAAATAGAacagacacagaacacagaactcCGAGAACCCTCAGTGGAACCCACAGAGCAGACGGAACCGGAGGCGAGAGGAGGGGTTGGATTCTTCTTCAAGgAGGAGGTGCGTTGTGAAGATGAGATGGCTCAGAGGAGAGCTGCTCTGTTGGGGAGACAGCAGAAAAGAGCAGAGGacctgaagaggaggagacagtggaacgaacaggagagagagagcagACCCccctctgaggaggaggagcgaAGAGGCTCTCTCCCACagacccctcccctcccctgcacTCCTCCCCCCGCCGCCGGtgtcccctccctcacccccccgACCACGCCCAGTCGCCGTGGTGATTTCACGCGGAAGGAGTACGCCCACCGCCAGCAGATACGCATCATGTCTGACCTGGATAAGGTGCTGTGTCAGAAACACACCAATCAGGGACGAGTCGCCGCCAAGAAGTCCCGCCCCCGACCTCGGAGCATGACCCGGGAGGAGTCACAGCTGTCCCGCAGCCCAGCCAGGAGCACTATGGgtTCTAAGTTGACTAAGGTgtactctcactcctctctcaacCTGGCTGCTATGGCTGACGACACCGTCCCTGACAACACCGTCCCTGACAACACCGTCCCTGACGACACCGTCCCTGACCACACCGTCCCTAACCACACCGTCCCTAACCCTAGCAAGAAACCATCCAGCCGCCCTGATTCGCCCTCACGTCTGATGTCACCGAGCcgactggccaatcagaacggaGACAAGGACTGGGAGATCGGCTCCAATGGCTCCTCCCCTTCCATTCCAGAATACACCGGGCCCAAACTGTTCAAGGAGCCGAGCTTCAAGTCCAATAAGTTCATCATCCACAACGCTCTGTCTCGCTGCTGTCTGGCTGGCAAGGTCAACGAGACTCAGAAGAACAAGATGGTGGAGgagATGGAGAAGAGTCCAGCCAACCACTTCCTGATTCTGTTCCGTGATTCCAACTGTCAGTTCCGAGCCGTCTACACCATGAGCCCCGAGACTGACGAGCTCATCCGATTGGCCGGGGTGGGCCCGCGTGTCGTAAGCCCCGCCCTGGTGGAGTCCATCTATAAGTACAGCTCCGACAGGAAACAGTTCAGCTGTATCCCGTCCAAGACCATGTCCATGAGTGTCGACGCCTTCACCTTACCAGGACACCTGTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacaggaatggatacacacacacacacacaaacaactgaATTACTGTTTGTCCTGCATGGGACACACTACCCCTCTCGCCCTTCTCATCGGACCTACTGACTGTTGACGAGGTGCTTTCTCTCCCCTGTATGTGCATGGAAATGGAACAGTCCAACTATCCACCCTTATGGAGAAGGCTCTAAGACTCGTTCACACGCGGGGGATACTGAAGaccagttgttgttgttgtaaaaatgacCTTTTCAATCTTAAATGGTTACACTACACAGAAACAAACTCTACACAAAAAAAGtgtatctttctctttttttAGTTAAAACGTTCTCCTGGAAATGTCTGAGGTACAAAATGATTGTTTCTCTGCTACCCATAAACCCTTTGGCCTTATGTTCTGTTCACTACTAGCTGGAGGCATGCTAGCCATTGTGTAGGTTGACTAAAGTTTTCTGTTTTATAACACGATCCTTCTAATGCCTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCC
>XM_036948875.1
CAATCAAAGTGTGGCGGCTCTCCTACATCTGGATGCGTGTGCAGCAGTCTACTGCATGGGGACTACTGTGATGGAACAGCTTCGCAGAGCAGAAAGAATGGAAATCATTTCCTGAAATGCGGTTGTCTCTGTGGATCAGTATACCACTACAACCCATCATCCCCAAGCCCACTGATGCCAACGCAGCAAGTGACCGCGCATTGCTCGCAGCGGCAATAAGGACCAACACCTTAATTATCAGGCCGTGGTGACATAGACGGTCACAGCACAGCAGTCACCGTTAATTATTCGCCGCAACAATTAGGATTTAAATCGCTGTTGTTATATTTTTGGATTTATTTCACCGGCAGCTGCTGCGGTAACACCCCTCTTTGTAGATCgcgtgcactccttctcccttcctctcatcggctctccatccttccttcccGGAACGGCTGGGTGGACTGGTGGGGCTATGGAGGATGCAGGTGAGATGAGGAAGACATTCACGGTACCGGAGATTAAACCGTTGAATCAGTACGACTTCAACCGAGCCAAGGTGTGCGCCAGCGTCCGGTGGCTACTGGCGAAGTCATACGGATCCGCAGAGAATGTCCCGGTGGAGCTGCGAGAGCCTCTGTACAGAGACAAGTATGAGCAGGAGCACCTCAAGCCCTCTGTCTCCCAGCTACTCCTGTCCCCTGAGCTGTACTGTAGGACCCAGGCCCTGCTCCACGGGGTCTCCCAGCCCGCTCCTCAGGGGCCCCCAGGGGACAACTCCGCACTTCTGCAGCTCCTCACCAAGAGGGGCCTGGAGCCCAGGGACCAGGATGTGGCCATCACAGAGGAAGACCTCAGCCACACGCCCATCAAGAcgAGGGCCCACCTGGTCCTGATTGACTCGCTGATGTCACTGGCTGCCATGGAGACAGTGGGCAAGGTTAAGATGACTGCAGAGGCAGAGAAAATGGGAGGCGGGGCTCCGTGGGAGAATGCCCTCCTCTTCTGGGTTAACCGGttgaATCAGAAGTTGAGAGAGAGCACTGAGGATGAGGAGGTCCCAACCTGCACAGACCCACAGCCTGTTCAACCAACATGTCCCACCCGCTGGTACTGGAAACTGGTCCCACATGCCATCGCTTTTTGTTTGAAGGAGGAGTCTGGGAATAAACCTCCAGTGaTCCGTTATAGGAAGGATAAGGTTCTGTCTAAGCAGACTCCTACTTTTCCTCTGGTGTCTGGTGTAAGGGATCTGTCTAATGGCTGTGCTATAGCTGCTGTTCTGCACTACTACTGTCCTGACCTGCTGCCACTggaggATGTGTGTCTGAAGGACACCATGTCAGTAGCAGACAGTCTGTATAACCTGCAGCTGATCAGAGAGATCAGTGAGACCAGTCTACAGAGGtgctgtcacctggagctggaggacCTGCTCTACGCCCCGCCAACACTACACGTGAACATCATGAGCTTCATAGCAGAGCTGCTGGGATGGTTCGAGGTGCATAAACCTGACTTTGTCAAGCCGTTACTACCTCTAGACCTGACAGATGCCTCAGGGTTGTTGGACTGCACCAGTCCTGTCAGTGGGAACAGCAACAGTGGCTCTCCCTCCTATATCTTCAAACAGCCCTTTGTCCCCATATCCTCTCCTGCGTCATCTGAAGGGAACATGTGGACCAAGAAACAGATCCGtcgtCCACTCTCGGCTGTGACCTTCAGTATTCCATTCGGTCTGGACAGTGACGTGGACGTTGTCATGGGCAACCCCGTGCATTCTGCCAGCACCAACAGCCTGACCGCCGGCGTGCCCGCCATGATGACTTCATCGAGCAGGATGTCATCGGGGATGACACGGGTCCCCTACAGCCCCCCCGAGGACCTCAGTCACCTGGTCAGCGCCTCTGTCCCTCAACGCTCCTCCTGGGgcccgcacacacactcacacacaccggcCCTAGGGGAGCTGCCGACAGTCGAGATCATCCACACTCCtggaggagaaagaggtggaggagggaaaagaggagagaaaggagatggaggaggaggaggaggaggagaaagaaggcCAGAGCCACGCTTGCGTCCAGAAGGAGCTCCTGCAGGTTTCTTCCTTCATTCTCCTGAATACGACCTGACCCAGCTCAGCAGCTCCGCCCCCTGCCGCTCCGGAATGCTCTACCGACCAATAGGAGGGGAGGGGGGCGGAGGAGAGAAGCGGAGAGTGGGAggcagggagaagggggagaaggggagatcgGATGGCTCGCGGGACGATGACTCGGTACTCCGCGACGGAAGTGTGGACTCATCGGAAGCTTCCGACGACCTTCCTAGAAACACCCCCGGCAACGTCCGCCCTGGCCACGGTCATCACGGCAACGGCAGCATCAGCAACACcgggggcagcagcagcagcagcccgcAGATGACGAGCTTCGCCGAGCGGCGGGACAGAAGGAGACAGCCAGCCGCACCGGGAGAGGAGTCGGCCAGCACCCTgacccccaccacccccaccctccaTACCTCCACCCACACCACCCCCACCCTCCATACCCCCACCCACACCACCCCTAGCCCAGGAGGGAAGCACCCTGAGCCGGGTACAGAGGCCTGGGAGCTGGGGGCCCGCCTGGAGGAGAAACGCAGAGCCATCGAGGCCCAGAAGAGACGCATAGAGGCCATATTcaccagacacagacagaggctgGGCAAGACTGCCTTCCTACagctgaagagaggagagggaggagaggagcctATATCTCTGGAGGAGCGTCTCAGCCGCATGGAGGAGCagctgaaagaggaggaggagagagaagagggagaggagaaagggaaggcAGACGAAGGGAACTCCCGCCCCCAGGCGCGATTGGAGAAgcagGTGACGTTTTCCATGGATACGAGGAAGGGGGCTGAGAAAGGGGCGGATAAATGGGAGGGGCCTGAGCCGGGGGGAGGGGCTGTTCTAGGGGAGTATAATGAGGTGGTCCTGAAGCTGAGTGAGGCTCTGAGGTCACTACAGAACGACATGCAGAAACTgacccaacaacaacaacagctaatgGGCAAGAAGACCACACCCAAACCCACACCTAAAACTACACCCAAAACCACACCTAAAACTACACCCAAAACCACACCTAAAACTACACCCAAAACTACACCTAAAAGTACACCCAGGACACCACCCAGGACCCCCACTAAGAGTCCGACTAGAACCCCGACCAAGAGCATCAGTAAGGCGTGGGTGATTCCTGCAGGCTCCAAACCCCCCACCTCCACTACCTCCCCCTCTCGCAGGGCCCTCCCCCAgctttcctccacccctcccaaaACCCCCACCTCCACTACCTCCCCCTCTCGCAGGGCCCTCCCCCAGCTCTCCTCCAACCCTCCCAAaacccccatctcctcctcctgccctgccCCACGCACAAAGatccactcctcctccccccgtAGCCCTAAGCACCACCCGCGCCCCTCCCAACCCCACCCCCGCCCTTCTGAGTTGAAGTTCCCTCCTTCCACCCGTGTCCTCACCCCCCCGCAGCATGTGGACTCCCTCCCACACCTGCGACGCGTCTCCCCCAGCCAGTGCCAGGTCCAGACCTCCTCCTCTTTCCGTATCGGGGGCCCCTGCACCCCCCAGGAACCCCCTGCCGCCATGCTGCCCCAGCCCGAGGAGAGTACCTCAGAGACGGGCTCCAGCGAGACGCAGTTCAGCCTGGAGCTGGAGGAGCAGGAGGGTTTAGGGGGAGGCCGGCCCGTGTTTCCCCAACCCAGGAGAGGCCGTTCTGGGGGTGGCAGCAGCTCTGGAGCCCCCTCCGAGGGCTCCTTTGAGAGCGAGACCCTGTCGCTGTCGGCCGCTTACtgcggaggaggggagggagggagaggaggaggagggaatcgTTGCAGCCTGATGGAGGTGTCATTGTCATCCCTGGGAGGGCCAGAGGGGGGCAGTGACGAGCCAACTGACACAGAAGGACAGGAGTTGTTCTCTGACTCCATGAGCGACCACACAGAACCTCCAACAGGAGAAACGTTGGAACCTACGGAACCCACGGGAGAACCGAGGGAATATACAGGGTATCAAATAGAacagacacagaacacagaactcCGAGAACCCTCAGTGGAACCCACAGAGCAGACGGAACCGGAGGCGAGAGGAGGGGTTGGATTCTTCTTCAAGgAGGAGGTGCGTTGTGAAGATGAGATGGCTCAGAGGAGAGCTGCTCTGTTGGGGAGACAGCAGAAAAGAGCAGAGGacctgaagaggaggagacagtggaacgaacaggagagagagagcagACCCccctctgaggaggaggagcgaAGAGGCTCTCTCCCACagacccctcccctcccctgcacTCCTCCCCCCGCCGCCGGtgtcccctccctcacccccccgACCACGCCCAGTCGCCGTGGTGATTTCACGCGGAAGGAGTACGCCCACCGCCAGCAGATACGCATCATGTCTGACCTGGATAAGGTGCTGTGTCAGAAACACACCAATCAGGGACGAGTCGCCGCCAAGAAGTCCCGCCCCCGACCTCGGAGCATGACCCGGGAGGAGTCACAGCTGTCCCGCAGCCCAGCCAGGAGCACTATGGgtTCTAAGTTGACTAAGGTgtactctcactcctctctcaacCTGGCTGCTATGGCTGACGACACCGTCCCTGACAACACCGTCCCTGACAACACCGTCCCTGACGACACCGTCCCTGACCACACCGTCCCTAACCACACCGTCCCTAACCCTAGCAAGAAACCATCCAGCCGCCCTGATTCGCCCTCACGTCTGATGTCACCGAGCcgactggccaatcagaacggaGACAAGGACTGGGAGATCGGCTCCAATGGCTCCTCCCCTTCCATTCCAGAATACACCGGGCCCAAACTGTTCAAGGAGCCGAGCTTCAAGTCCAATAAGTTCATCATCCACAACGCTCTGTCTCGCTGCTGTCTGGCTGGCAAGGTCAACGAGACTCAGAAGAACAAGATGGTGGAGgagATGGAGAAGAGTCCAGCCAACCACTTCCTGATTCTGTTCCGTGATTCCAACTGTCAGTTCCGAGCCGTCTACACCATGAGCCCCGAGACTGACGAGCTCATCCGATTGGCCGGGGTGGGCCCGCGTGTCGTAAGCCCCGCCCTGGTGGAGTCCATCTATAAGTACAGCTCCGACAGGAAACAGTTCAGCTGTATCCCGTCCAAGACCATGTCCATGAGTGTCGACGCCTTCACCTTACCAGGACACCTGTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacaggaatggatacacacacacacacacaaacaactgaATTACTGTTTGTCCTGCATGGGACACACTACCCCTCTCGCCCTTCTCATCGGACCTACTGACTGTTGACGAGGTGCTTTCTCTCCCCTGTATGTGCATGGAAATGGAACAGTCCAACTATCCACCCTTATGGAGAAGGCTCTAAGACTCGTTCACACGCGGGGGATACTGAAGaccagttgttgttgttgtaaaaatgacCTTTTCAATCTTAAATGGTTACACTACACAGAAACAAACTCTACACAAAAAAAGtgtatctttctctttttttAGTTAAAACGTTCTCCTGGAAATGTCTGAGGTACAAAATGATTGTTTCTCTGCTACCCATAAACCCTTTGGCCTTATGTTCTGTTCACTACTAGCTGGAGGCATGCTAGCCATTGTGTAGGTTGACTAAAGTTTTCTGTTTTATAACACGATCCTTCTAATGCCTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCC
>XM_036948876.1
CCTGGTCCTGATTGACTCGCTGATGTCACTGGCTGCCATGGAGACAGTGGGCAAGGTTAAGATGACTGCAGAGGCAGAGAAAATGGGAGGCGGGGCTCCGTGGGAGAATGCCCTCCTCTTCTGGGTTAACCGGttgaATCAGAAGTTGAGAGAGAGCACTGAGGATGAGGAGGTCCCAACCTGCACAGACCCACAGCCTGTTCAACCAACATGTCCCACCCGCTGGTACTGGAAACTGGTCCCATTCCCATGGCGACCCGTGGGTGTTTACGcctgtccttctctctgccaTCCTCATCCAGCATGCCATCGCTTTTTGTTTGAAGGAGGAGTCTGGGAATAAACCTCCAGTGaTCCGTTATAGGAAGGATAAGGTTCTGTCTAAGCAGACTCCTACTTTTCCTCTGGTGTCTGGTGTAAGGGATCTGTCTAATGGCTGTGCTATAGCTGCTGTTCTGCACTACTACTGTCCTGACCTGCTGCCACTggaggATGTGTGTCTGAAGGACACCATGTCAGTAGCAGACAGTCTGTATAACCTGCAGCTGATCAGAGAGATCAGTGAGACCAGTCTACAGAGGtgctgtcacctggagctggaggacCTGCTCTACGCCCCGCCAACACTACACGTGAACATCATGAGCTTCATAGCAGAGCTGCTGGGATGGTTCGAGGTGCATAAACCTGACTTTGTCAAGCCGTTACTACCTCTAGACCTGACAGATGCCTCAGGGTTGTTGGACTGCACCAGTCCTGTCAGTGGGAACAGCAACAGTGGCTCTCCCTCCTATATCTTCAAACAGCCCTTTGTCCCCATATCCTCTCCTGCGTCATCTGAAGGGAACATGTGGACCAAGAAACAGATCCGtcgtCCACTCTCGGCTGTGACCTTCAGTATTCCATTCGGTCTGGACAGTGACGTGGACGTTGTCATGGGCAACCCCGTGCATTCTGCCAGCACCAACAGCCTGACCGCCGGCGTGCCCGCCATGATGACTTCATCGAGCAGGATGTCATCGGGGATGACACGGGTCCCCTACAGCCCCCCCGAGGACCTCAGTCACCTGGTCAGCGCCTCTGTCCCTCAACGCTCCTCCTGGGgcccgcacacacactcacacacaccggcCCTAGGGGAGCTGCCGACAGTCGAGATCATCCACACTCCtggaggagaaagaggtggaggagggaaaagaggagagaaaggagatggaggaggaggaggaggaggagaaagaaggcCAGAGCCACGCTTGCGTCCAGAAGGAGCTCCTGCAGGTTTCTTCCTTCATTCTCCTGAATACGACCTGACCCAGCTCAGCAGCTCCGCCCCCTGCCGCTCCGGAATGCTCTACCGACCAATAGGAGGGGAGGGGGGCGGAGGAGAGAAGCGGAGAGTGGGAggcagggagaagggggagaaggggagatcgGATGGCTCGCGGGACGATGACTCGGTACTCCGCGACGGAAGTGTGGACTCATCGGAAGCTTCCGACGACCTTCCTAGAAACACCCCCGGCAACGTCCGCCCTGGCCACGGTCATCACGGCAACGGCAGCATCAGCAACACcgggggcagcagcagcagcagcccgcAGATGACGAGCTTCGCCGAGCGGCGGGACAGAAGGAGACAGCCAGCCGCACCGGGAGAGGAGTCGGCCAGCACCCTgacccccaccacccccaccctccaTACCTCCACCCACACCACCCCCACCCTCCATACCCCCACCCACACCACCCCTAGCCCAGGAGGGAAGCACCCTGAGCCGGGTACAGAGGCCTGGGAGCTGGGGGCCCGCCTGGAGGAGAAACGCAGAGCCATCGAGGCCCAGAAGAGACGCATAGAGGCCATATTcaccagacacagacagaggctgGGCAAGACTGCCTTCCTACagctgaagagaggagagggaggagaggagcctATATCTCTGGAGGAGCGTCTCAGCCGCATGGAGGAGCagctgaaagaggaggaggagagagaagagggagaggagaaagggaaggcAGACGAAGGGAACTCCCGCCCCCAGGCGCGATTGGAGAAgcaggtgaaagaggaggaggagagagaagagggagaggagaaagataaGGCAGATGAAGGGAACTCCCGCCCCCAGGCGCGATTGGAGAAGCAGGTGACGTTTTCCATGGATACGAGGAAGGGGGCTGAGAAAGGGGCGGATAAATGGGAGGGGCCTGAGCCGGGGGGAGGGGCTGTTCTAGGGGAGTATAATGAGGTGGTCCTGAAGCTGAGTGAGGCTCTGAGGTCACTACAGAACGACATGCAGAAACTgacccaacaacaacaacagctaatgGGCAAGAAGACCACACCCAAACCCACACCTAAAACTACACCCAAAACCACACCTAAAACTACACCCAAAACCACACCTAAAACTACACCCAAAACTACACCTAAAAGTACACCCAGGACACCACCCAGGACCCCCACTAAGAGTCCGACTAGAACCCCGACCAAGAGCATCAGTAAGGCGTGGGTGATTCCTGCAGGCTCCAAACCCCCCACCTCCACTACCTCCCCCTCTCGCAGGGCCCTCCCCCAgctttcctccacccctcccaaaACCCCCACCTCCACTACCTCCCCCTCTCGCAGGGCCCTCCCCCAGCTCTCCTCCAACCCTCCCAAaacccccatctcctcctcctgccctgccCCACGCACAAAGatccactcctcctccccccgtAGCCCTAAGCACCACCCGCGCCCCTCCCAACCCCACCCCCGCCCTTCTGAGTTGAAGTTCCCTCCTTCCACCCGTGTCCTCACCCCCCCGCAGCATGTGGACTCCCTCCCACACCTGCGACGCGTCTCCCCCAGCCAGTGCCAGGTCCAGACCTCCTCCTCTTTCCGTATCGGGGGCCCCTGCACCCCCCAGGAACCCCCTGCCGCCATGCTGCCCCAGCCCGAGGAGAGTACCTCAGAGACGGGCTCCAGCGAGACGCAGTTCAGCCTGGAGCTGGAGGAGCAGGAGGGTTTAGGGGGAGGCCGGCCCGTGTTTCCCCAACCCAGGAGAGGCCGTTCTGGGGGTGGCAGCAGCTCTGGAGCCCCCTCCGAGGGCTCCTTTGAGAGCGAGACCCTGTCGCTGTCGGCCGCTTACtgcggaggaggggagggagggagaggaggaggagggaatcgTTGCAGCCTGATGGAGGTGTCATTGTCATCCCTGGGAGGGCCAGAGGGGGGCAGTGACGAGCCAACTGACACAGAAGGACAGGAGTTGTTCTCTGACTCCATGAGCGACCACACAGAACCTCCAACAGGAGAAACGTTGGAACCTACGGAACCCACGGGAGAACCGAGGGAATATACAGGGTATCAAATAGAacagacacagaacacagaactcCGAGAACCCTCAGTGGAACCCACAGAGCAGACGGAACCGGAGGCGAGAGGAGGGGTTGGATTCTTCTTCAAGgAGGAGGTGCGTTGTGAAGATGAGATGGCTCAGAGGAGAGCTGCTCTGTTGGGGAGACAGCAGAAAAGAGCAGAGGacctgaagaggaggagacagtggaacgaacaggagagagagagcagACCCccctctgaggaggaggagcgaAGAGGCTCTCTCCCACagacccctcccctcccctgcacTCCTCCCCCCGCCGCCGGtgtcccctccctcacccccccgACCACGCCCAGTCGCCGTGGTGATTTCACGCGGAAGGAGTACGCCCACCGCCAGCAGATACGCATCATGTCTGACCTGGATAAGGTGCTGTGTCAGAAACACACCAATCAGGGACGAGTCGCCGCCAAGAAGTCCCGCCCCCGACCTCGGAGCATGACCCGGGAGGAGTCACAGCTGTCCCGCAGCCCAGCCAGGAGCACTATGGgtTCTAAGTTGACTAAGGTgtactctcactcctctctcaacCTGGCTGCTATGGCTGACGACACCGTCCCTGACAACACCGTCCCTGACAACACCGTCCCTGACGACACCGTCCCTGACCACACCGTCCCTAACCACACCGTCCCTAACCCTAGCAAGAAACCATCCAGCCGCCCTGATTCGCCCTCACGTCTGATGTCACCGAGCcgactggccaatcagaacggaGACAAGGACTGGGAGATCGGCTCCAATGGCTCCTCCCCTTCCATTCCAGAATACACCGGGCCCAAACTGTTCAAGGAGCCGAGCTTCAAGTCCAATAAGTTCATCATCCACAACGCTCTGTCTCGCTGCTGTCTGGCTGGCAAGGTCAACGAGACTCAGAAGAACAAGATGGTGGAGgagATGGAGAAGAGTCCAGCCAACCACTTCCTGATTCTGTTCCGTGATTCCAACTGTCAGTTCCGAGCCGTCTACACCATGAGCCCCGAGACTGACGAGCTCATCCGATTGGCCGGGGTGGGCCCGCGTGTCGTAAGCCCCGCCCTGGTGGAGTCCATCTATAAGTACAGCTCCGACAGGAAACAGTTCAGCTGTATCCCGTCCAAGACCATGTCCATGAGTGTCGACGCCTTCACCTTACCAGGACACCTGTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGACCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacacacctgTGGCACAGCAAGAGGCCTGGCAAGCCAAAATAaccatgtatatactgtatatacatacaggaatggatacacacacacacacacaaacaactgaATTACTGTTTGTCCTGCATGGGACACACTACCCCTCTCGCCCTTCTCATCGGACCTACTGACTGTTGACGAGGTGCTTTCTCTCCCCTGTATGTGCATGGAAATGGAACAGTCCAACTATCCACCCTTATGGAGAAGGCTCTAAGACTCGTTCACACGCGGGGGATACTGAAGaccagttgttgttgttgtaaaaatgacCTTTTCAATCTTAAATGGTTACACTACACAGAAACAAACTCTACACAAAAAAAGtgtatctttctctttttttAGTTAAAACGTTCTCCTGGAAATGTCTGAGGTACAAAATGATTGTTTCTCTGCTACCCATAAACCCTTTGGCCTTATGTTCTGTTCACTACTAGCTGGAGGCATGCTAGCCATTGTGTAGGTTGACTAAAGTTTTCTGTTTTATAACACGATCCTTCTAATGCCTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACAGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCCTGCAAACCACTTCTGCCCAACGACTGGCAGGCACGGGACTTTTATTATCC

Function


NR:

description
PREDICTED: calmodulin-regulated spectrin-associated protein 3-like, partial

GO: NA

KEGG:

id description
K17493 CAMSAP; calmodulin-regulated spectrin-associated protein

RNA


RNA id representative length rna type GC content exon number start site end site
XM_036948873.1 False 7203 mRNA 0.56 19 9961230 10002435
XM_036948874.1 False 7152 mRNA 0.56 18 9961230 10002435
XM_036948875.1 False 7113 mRNA 0.56 20 9961230 10002435
XM_036948876.1 True 6394 mRNA 0.56 17 9971089 10002435

Neighbor


gene id symbol gene type direction distance location
LOC110485424 LOC106592905 coding upstream 36567 9889501 ~ 9924663 (+)
LOC110516202 LOC106593004 coding upstream 90202 9809127 ~ 9871028 (+)
LOC110517298 LOC106564086 coding upstream 156447 9785793 ~ 9804783 (+)
LOC110518985 LOC106593960 coding upstream 180518 9775479 ~ 9780712 (+)
mvb12a LOC106564207 coding upstream 189117 9747308 ~ 9772113 (+)
LOC118940260 LOC106594684 coding downstream 10060 10012495 ~ 10031963 (+)
LOC110518417 LOC106592827 coding downstream 310939 10313374 ~ 10350237 (+)
LOC110519905 LOC106593320 coding downstream 352218 10354653 ~ 10377753 (+)
LOC110513591 LOC106564232 coding downstream 377494 10379929 ~ 10393850 (+)
LOC110518415 NA coding downstream 395551 10397986 ~ 10401763 (+)
G1418487 NA non-coding upstream 30723 9930297 ~ 9930507 (+)
G1418486 NA non-coding upstream 30961 9929339 ~ 9930269 (+)
G1418483 NA non-coding upstream 34160 9926856 ~ 9927070 (+)
G1418481 NA non-coding upstream 47088 9913175 ~ 9914142 (+)
G1418502 NA non-coding downstream 1056 10003491 ~ 10004335 (+)
G1418514 NA non-coding downstream 24679 10027114 ~ 10027782 (+)
G1418476 LOC106592804 non-coding downstream 30412 10032847 ~ 10034985 (+)
G1418503 NA non-coding downstream 34530 10036965 ~ 10057136 (+)
G1418517 NA non-coding downstream 41330 10043765 ~ 10044031 (+)
G1418488 LOC106564225 other upstream 21899 9938473 ~ 9939331 (+)
LOC110510389 LOC106592846 other upstream 346282 9600334 ~ 9685183 (+)
LOC110493376 LOC106564189 other upstream 371276 9581609 ~ 9592897 (+)
LOC110510627 LOC106593081 other upstream 453418 9304567 ~ 9515031 (+)
LOC110487204 LOC106593073 other upstream 672133 9281428 ~ 9295974 (+)
G1418740 NA other downstream 662579 10665014 ~ 10666546 (+)
G1418812 NA other downstream 888604 10891039 ~ 10893394 (+)
G1418818 NA other downstream 971463 10973898 ~ 10980383 (+)

Expression



Co-expression Network