LOC118938189 (LOC106591430)



Basic Information


Item Value
gene id LOC118938189
gene name LOC106591430
gene type misc
species rainbow trout (Oncorhynchus mykiss)
category of species economic fish

Chromosome Information


Item Value
chromosome id NC_048577.1
NCBI id CM023231.2
chromosome length 73332040
location 8570729 ~ 8594285 (+)
genome version USDA_OmykA_1.1_2020_rainbow_trout_Genome

Sequence


>XM_036940126.1
TCAACGTCCGAACATCTGGATTTATGGAGCGAATACACCTGTCCTGTGTAGGAGCGTGAACGCCTTTCACATGAAAACCGTTCAGGTGAAATGGTGAAGGATCTCAGGATACATTTGGAAACATCTTTGGACACCCTTGTAAAGGAAACATACGTTTTTACTCATTTATATATGCCATTGATTTATATCCAGAATTCTGATTCAATTGTCTAAAACAGGACTACATTTAACAAATAGAATAGGCTATAAATGGTAACATTATTATTAGTAGGACTGGACTTTGCAAGACACGGAATTTACTCAATCGGCTGTCTCGCTAGCTGACTCACTGTGAGAAATAGACTCGCCAGCTGGAACCAATAACCAACTCTACAAAGTGACACATTTGGATACGGTGCTCTACAGTAGcctacgtgcatgtgtgtgtcttttcCGAGTGGGGATACACCGACCGGACTACGGTAACGCGAGCTGTCCACGAGCGGGCGGCCGTACCCGCGCGCCTGCATAATAAATGCCCATCAGCCGGTCGTGCGAGGCTCTCGAGGCTGGGCGGCAAGATGAACTCGTGGGTCCTGCTGCTGGCGGCGCTCGCCGCGGGGTGTCTGCGGTTTGGAAGCGCTGAGggaGATCCTCTCCCACCATCGTTAGTAGAGCTGGTGAGAACCAGTCCCATCTCTTCTATAGAGGACCTGCAACAGCTGCTGGAGCAAGAGACCGACTCCCAGGAGGTGGAGCCAGATGAACCATCGGCCAACGAGATTCATTCAAATGACACCCGTGGAAGATACAGGAGAAACCTAGtaGATGCCCAGCCAGCCCAGCAGGCGGTGTGTAAGGTCAGGACAGAGGTCATGGAGGTCACCAGAGCCATGCTTGACCGACGCAACGCCAACTTCCTGTTGTGGCCGCCGTGTGTGGAGGTGCAGCGCTGCTCTGGCTGCTGTAACACCAGAATGCTACAGTGCGTCCCCACGGTTACTCAGACACGATatctacaggtaACAAGGATCCAGTACATCGATAAGAGACCCCACTACGACAAGGCGGTGATCTCAGTGGAAGACCACGCCTCCTGCCGCTGCCAGACACACCCCTCGGCCACAGCTGCAGCCAGGtccacctccctcccccctcctcccccccgaCTCACCCCcaaacccccctccctctccaaggAAGACCTCCATCGCCATGACAATATGAAGGCCAATCAGAGGTTCCATGTGGATGACAGGGGGCAGCTGGAGAGACAGTGGCAGAACAAGTacaccctgtcacacacacagccacggacacacacacagacacacccaatgGCAGGGGCAGGGACGcaggtagggacacacacacacacacagccacggacacacacgcagacacacccAATGGCAGGGTCAGGGACGCAGGTaggaacacacacagatacacacacacagatgggtcCCTCTCATGAGCTCCCTATAGGGCATGGCAGTGGGtatgagggggggagaggggaggagagagggtcacAAACACCCCAccgcacacacactgacacacagcccaacacaggaGAGAGGCAACACATTGAcaacacagagaggacacaggagATAGGAAGACAGCAACAACTACAACAGTActaccaacaacaacaatatcTACAACAACAGCGacaatatcaacaacaacaacaacagcaacaacagcaacatcaacaacatcaacaacaacagtacCAACCATACAGCCAAGAGCCAGAGCTCAGGACTCAATACAAACACAACGCTCCCCAATCCGACAGCAGCGGACCACCTGACACAAAACAACCGGCCAATCACAAACCAGAACTGGTCCACAGCAACACAGAACCGACCGATGATAATGACTCAAGCACAGAGGTGGCCAATAGAGACGCTCTAAAGGATACAGAGGTCACCAGTCAGGGACAGGCAGTGACAGAAGTGACCAATCACGGAAAGGAGGATGATAAAGAGCGACACAGCCAGACAGAGCTGTCCAATCAGGAACAAAAACACTCAGAGTCGACCAATCAGGGTGACTCTGtcacagaggaggagagcaggaagAAACTTCTAGAACTCTTACAGCGAGAACTGGGCCAGAAACAACAgcatcatcctcctcatcctcatcttcctcatcaagaccatcatcatcctcaccatcGTCAGTCTCGAACACAAACCACCACCACACAAAGACCAGTGCCGCCCACGTTGTCCTCCAGCAGGGCCCCAGGGTGGTCCCCCAGCACCCCGTCCCCtccccccaagcctccccagggCCCGTTCAGACCGGCCCTTCCCCGCGGACGCAGGAGGAGGAAACACCGGAGCCGCATCAGCAAGGCTGCCCTCCGAACCATGatcatgtagagagagatgGCAACTGGGTCGACTGTGTTTGCTGGGCCCacccagggtcgtgttcattaggcaccaaacggaagaaaacgtaCTGAAACAGGGACACAAACAACATGGAATAAACCCTAATTTCTTGTTTTATAAAAcgttgtgtgccctaatgaatactgAGGGATACTGCCTGGCTATGGAACCTCAAGATGGACACTGGAGACTGGCCAGCACTTCTGGACTCTACTGCTGGTTATGGAACCTCAAGATGGACACTGGAGACTGGCCAGCACTTCTGGACTCTACTGCTGGTTATGGAACCTCAAGATGGACACTGGAGACTGGCCAGCACTTCTGGACTCTACTGCTGGTTATGGAACCTCAAGATGGACACTGGAGACTGGGCAGCACTTCTGGACTCTACTGCTGGCTATGCTAACAGACATTACTGCAGGCTGTGTCAATCTTTGCACCCCAGAATGTAGCATGTAGCATCTTTCTATAAAAAATCTGCTAGCTTTATTTAAACCGCGATATCAAGACAATGGACAATCTCAGACAGAGACTCCTTAGAAAGGAGGTAGTTCTGGATGTTTAACACTGGAAGTAGAGTGATGTAACCTTTGAAAAAGGAGCTAagcaaactacatctcccatcaGCCATTGGCTGGTATAATTCTAGCTCCGCCTACTTTGAACACTGGCTACTGATTGGACAGTTAAGGAGGGTGTTCGGCGGATATTATTAGATTGCTTGCTGCAACAgccattgattggttgatttagAGGCCATGGAACACGCCCCGCTCTGCAGCTTGACTATGATTGGTTGCTGAGAATAGAACTGAAATCTTATAGGCCCAAAATGGTGCTTGAGGCCATCTATTTCTAAGAGACAATGCAGAGCTTGGATGTGGATATTTTCACTGGAATGTACTGGGTTGACAATGGAAACTGTTCTCAGATAAACTATGTTATCCTACTGGTGTAACTGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTGGAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTATAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTATAACTGGGATAACTGTCCTGGGAATATGACTGGAGGAACTGGGATAACTGTCCTGGGAATATGACTGGAGGAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGAGGAACTGGGATAACTGTCCTGGGAATATGACTGGTGGAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTATAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGGAACTGGGGATAACATGAGTAAAGGGGGATAGAACATATGGATAATGAAGCACTGAAAGAAGAAGCTCGGTGTAGGGGGAATGCGCCCttagacactgatcttgggtcagtttagcattttccttGCTAATGGTTAATGTTAGAATTGgtggaggggaagctgatcttagatctggaGCGAGAAgctcaggacacacacacacacacacagagacatgtcaTTTCTACTACTACAGTATCTTTCAATGTTCTGTCTACATCTGGATCTAACCAATCCAAACACTGGAGTAGTTACACACTGGAGCGCAGATAGAATTAGAAAACAtagagggagaagtagagggagCGCATAGAGAGCATTTCAATAGAACAGTTCTAGTTGTCCTATATCTATTACAGAGAAAAGCAGGTATAGAACTGGAAAACAGAGTGAAAACATAGGAGTGTTTTGTTGAAGAGACGTTGAACAGGTCTAGCTGTTCTCTCTTTGATAGAGTGGAGCAGAAATAGAACTATAAAAGGACAGCATTTTTGCACTGGGAGAGCAGAGAAAGGAACATATGCCAAACGTCACCATAGTCACCATAGCAGGAGGCCATAGACTACTCAGATGACAGACACTCAACACTCAACATCCAACACTGACTCTATACCTTAGATGTTTCAACTTTTTCAACATAGCCTGGAATGTGTGGCGGAAATATTTCAAGGGAATTGTTGCTCAGTAGGTCTTCAACGTCGCCTGGGGAGTTGTGTGTTTCAGCTGTAGGGAAGTCTGTTGTCTTTGTCTTGCCAAACACGGAAGCAACAATGTAGCGATGTTGACTGACTCAACAGTCAAACACCCAGGTTACAATAAGGAACTGGAGATTTTACTGTATATCAGGAGAAttgaactctgaccctacgaggtccggagcctgctgctTTTCTGTTCTCCCTGGTTATGAATAGCAGCCACCCCAGGTATAAGTCAGTCCCTGGTTAGTGGGGAACAAAGAAAAAAAGCAGGGGAACTGGCTTTGAAGGTCCGGATTCGAATTTGAGAGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCTTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCTTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGTTGTAGGTCTTCTGGTTTTTCTTATGTTCCCTTTCATTTGTGTCCATTTAAGAACTAGACAACCAGCTAAAGATAATTTCCTTACTGCTGACCTTAATTAATCTTTCAAGTAGAAGGGAGAACTGAAAACCCGCAGCCACTCGGCCCTCCAGGAATTGAGTTTGTCACCCCTGGACTACCCCAGGTATCAGGCTAGAAATAAGACTAGCTTAGGCAGTATGTCTCACTCCTGGTCCTAGCACTCTAGAACCAGGATGGAGAACCACTGAGCTAAGGGAGTGGGGACAGCCATCACCGAGGGAGGAATAGAATCTGGGATGGGATGCTTTGAAAAACAATGTCAAACTTTTTGGAATGGCTCTGAGAGATAAATGTTATCCAactctgtatgtactgtacatgattTAAAcatggtgttttttttatttcttaacTTATTTCAGATGGAGGATGTGTCATTCTCTGGTTCCTAAGTGTAATTATTGTTGCTGATGATAATTATTGTTGTTGTATATTGTTATTGTTAATGAATGCTATTTTTAATATAAACATAAAGGCCAGAATTATATTAATATAA
>XM_036940127.1
TCAACGTCCGAACATCTGGATTTATGGAGCGAATACACCTGTCCTGTGTAGGAGCGTGAACGCCTTTCACATGAAAACCGTTCAGGTGAAATGGTGAAGGATCTCAGGATACATTTGGAAACATCTTTGGACACCCTTGTAAAGGAAACATACGTTTTTACTCATTTATATATGCCATTGATTTATATCCAGAATTCTGATTCAATTGTCTAAAACAGGACTACATTTAACAAATAGAATAGGCTATAAATGGTAACATTATTATTAGTAGGACTGGACTTTGCAAGACACGGAATTTACTCAATCGGCTGTCTCGCTAGCTGACTCACTGTGAGAAATAGACTCGCCAGCTGGAACCAATAACCAACTCTACAAAGTGACACATTTGGATACGGTGCTCTACAGTAGcctacgtgcatgtgtgtgtcttttcCGAGTGGGGATACACCGACCGGACTACGGTAACGCGAGCTGTCCACGAGCGGGCGGCCGTACCCGCGCGCCTGCATAATAAATGCCCATCAGCCGGTCGTGCGAGGCTCTCGAGGCTGGGCGGCAAGATGAACTCGTGGGTCCTGCTGCTGGCGGCGCTCGCCGCGGGGTGTCTGCGGTTTGGAAGCGCTGAGggaGATCCTCTCCCACCATCGTTAGTAGAGCTGGTGAGAACCAGTCCCATCTCTTCTATAGAGGACCTGCAACAGCTGCTGGAGCAAGAGACCGACTCCCAGGAGGTGGAGCCAGATGAACCATCGGCCAACGAGATTCATTCAAATGACACCCGTGGAAGATACAGGAGAAACCTAGATGCCCAGCCAGCCCAGCAGGCGGTGTGTAAGGTCAGGACAGAGGTCATGGAGGTCACCAGAGCCATGCTTGACCGACGCAACGCCAACTTCCTGTTGTGGCCGCCGTGTGTGGAGGTGCAGCGCTGCTCTGGCTGCTGTAACACCAGAATGCTACAGTGCGTCCCCACGGTTACTCAGACACGATatctacaggtaACAAGGATCCAGTACATCGATAAGAGACCCCACTACGACAAGGCGGTGATCTCAGTGGAAGACCACGCCTCCTGCCGCTGCCAGACACACCCCTCGGCCACAGCTGCAGCCAGGtccacctccctcccccctcctcccccccgaCTCACCCCcaaacccccctccctctccaaggAAGACCTCCATCGCCATGACAATATGAAGGCCAATCAGAGGTTCCATGTGGATGACAGGGGGCAGCTGGAGAGACAGTGGCAGAACAAGTacaccctgtcacacacacagccacggacacacacacagacacacccaatgGCAGGGGCAGGGACGcaggtagggacacacacacacacacagccacggacacacacgcagacacacccAATGGCAGGGTCAGGGACGCAGGTaggaacacacacagatacacacacacagatgggtcCCTCTCATGAGCTCCCTATAGGGCATGGCAGTGGGtatgagggggggagaggggaggagagagggtcacAAACACCCCAccgcacacacactgacacacagcccaacacaggaGAGAGGCAACACATTGAcaacacagagaggacacaggagATAGGAAGACAGCAACAACTACAACAGTActaccaacaacaacaatatcTACAACAACAGCGacaatatcaacaacaacaacaacagcaacaacagcaacatcaacaacatcaacaacaacagtacCAACCATACAGCCAAGAGCCAGAGCTCAGGACTCAATACAAACACAACGCTCCCCAATCCGACAGCAGCGGACCACCTGACACAAAACAACCGGCCAATCACAAACCAGAACTGGTCCACAGCAACACAGAACCGACCGATGATAATGACTCAAGCACAGAGGTGGCCAATAGAGACGCTCTAAAGGATACAGAGGTCACCAGTCAGGGACAGGCAGTGACAGAAGTGACCAATCACGGAAAGGAGGATGATAAAGAGCGACACAGCCAGACAGAGCTGTCCAATCAGGAACAAAAACACTCAGAGTCGACCAATCAGGGTGACTCTGtcacagaggaggagagcaggaagAAACTTCTAGAACTCTTACAGCGAGAACTGGGCCAGAAACAACAgcatcatcctcctcatcctcatcttcctcatcaagaccatcatcatcctcaccatcGTCAGTCTCGAACACAAACCACCACCACACAAAGACCAGTGCCGCCCACGTTGTCCTCCAGCAGGGCCCCAGGGTGGTCCCCCAGCACCCCGTCCCCtccccccaagcctccccagggCCCGTTCAGACCGGCCCTTCCCCGCGGACGCAGGAGGAGGAAACACCGGAGCCGCATCAGCAAGGCTGCCCTCCGAACCATGatcatgtagagagagatgGCAACTGGGTCGACTGTGTTTGCTGGGCCCacccagggtcgtgttcattaggcaccaaacggaagaaaacgtaCTGAAACAGGGACACAAACAACATGGAATAAACCCTAATTTCTTGTTTTATAAAAcgttgtgtgccctaatgaatactgAGGGATACTGCCTGGCTATGGAACCTCAAGATGGACACTGGAGACTGGCCAGCACTTCTGGACTCTACTGCTGGTTATGGAACCTCAAGATGGACACTGGAGACTGGCCAGCACTTCTGGACTCTACTGCTGGTTATGGAACCTCAAGATGGACACTGGAGACTGGCCAGCACTTCTGGACTCTACTGCTGGTTATGGAACCTCAAGATGGACACTGGAGACTGGGCAGCACTTCTGGACTCTACTGCTGGCTATGCTAACAGACATTACTGCAGGCTGTGTCAATCTTTGCACCCCAGAATGTAGCATGTAGCATCTTTCTATAAAAAATCTGCTAGCTTTATTTAAACCGCGATATCAAGACAATGGACAATCTCAGACAGAGACTCCTTAGAAAGGAGGTAGTTCTGGATGTTTAACACTGGAAGTAGAGTGATGTAACCTTTGAAAAAGGAGCTAagcaaactacatctcccatcaGCCATTGGCTGGTATAATTCTAGCTCCGCCTACTTTGAACACTGGCTACTGATTGGACAGTTAAGGAGGGTGTTCGGCGGATATTATTAGATTGCTTGCTGCAACAgccattgattggttgatttagAGGCCATGGAACACGCCCCGCTCTGCAGCTTGACTATGATTGGTTGCTGAGAATAGAACTGAAATCTTATAGGCCCAAAATGGTGCTTGAGGCCATCTATTTCTAAGAGACAATGCAGAGCTTGGATGTGGATATTTTCACTGGAATGTACTGGGTTGACAATGGAAACTGTTCTCAGATAAACTATGTTATCCTACTGGTGTAACTGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTGGAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTATAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTATAACTGGGATAACTGTCCTGGGAATATGACTGGAGGAACTGGGATAACTGTCCTGGGAATATGACTGGAGGAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGAGGAACTGGGATAACTGTCCTGGGAATATGACTGGTGGAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTATAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGGAACTGGGGATAACATGAGTAAAGGGGGATAGAACATATGGATAATGAAGCACTGAAAGAAGAAGCTCGGTGTAGGGGGAATGCGCCCttagacactgatcttgggtcagtttagcattttccttGCTAATGGTTAATGTTAGAATTGgtggaggggaagctgatcttagatctggaGCGAGAAgctcaggacacacacacacacacacagagacatgtcaTTTCTACTACTACAGTATCTTTCAATGTTCTGTCTACATCTGGATCTAACCAATCCAAACACTGGAGTAGTTACACACTGGAGCGCAGATAGAATTAGAAAACAtagagggagaagtagagggagCGCATAGAGAGCATTTCAATAGAACAGTTCTAGTTGTCCTATATCTATTACAGAGAAAAGCAGGTATAGAACTGGAAAACAGAGTGAAAACATAGGAGTGTTTTGTTGAAGAGACGTTGAACAGGTCTAGCTGTTCTCTCTTTGATAGAGTGGAGCAGAAATAGAACTATAAAAGGACAGCATTTTTGCACTGGGAGAGCAGAGAAAGGAACATATGCCAAACGTCACCATAGTCACCATAGCAGGAGGCCATAGACTACTCAGATGACAGACACTCAACACTCAACATCCAACACTGACTCTATACCTTAGATGTTTCAACTTTTTCAACATAGCCTGGAATGTGTGGCGGAAATATTTCAAGGGAATTGTTGCTCAGTAGGTCTTCAACGTCGCCTGGGGAGTTGTGTGTTTCAGCTGTAGGGAAGTCTGTTGTCTTTGTCTTGCCAAACACGGAAGCAACAATGTAGCGATGTTGACTGACTCAACAGTCAAACACCCAGGTTACAATAAGGAACTGGAGATTTTACTGTATATCAGGAGAAttgaactctgaccctacgaggtccggagcctgctgctTTTCTGTTCTCCCTGGTTATGAATAGCAGCCACCCCAGGTATAAGTCAGTCCCTGGTTAGTGGGGAACAAAGAAAAAAAGCAGGGGAACTGGCTTTGAAGGTCCGGATTCGAATTTGAGAGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCTTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCTTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGTTGTAGGTCTTCTGGTTTTTCTTATGTTCCCTTTCATTTGTGTCCATTTAAGAACTAGACAACCAGCTAAAGATAATTTCCTTACTGCTGACCTTAATTAATCTTTCAAGTAGAAGGGAGAACTGAAAACCCGCAGCCACTCGGCCCTCCAGGAATTGAGTTTGTCACCCCTGGACTACCCCAGGTATCAGGCTAGAAATAAGACTAGCTTAGGCAGTATGTCTCACTCCTGGTCCTAGCACTCTAGAACCAGGATGGAGAACCACTGAGCTAAGGGAGTGGGGACAGCCATCACCGAGGGAGGAATAGAATCTGGGATGGGATGCTTTGAAAAACAATGTCAAACTTTTTGGAATGGCTCTGAGAGATAAATGTTATCCAactctgtatgtactgtacatgattTAAAcatggtgttttttttatttcttaacTTATTTCAGATGGAGGATGTGTCATTCTCTGGTTCCTAAGTGTAATTATTGTTGCTGATGATAATTATTGTTGTTGTATATTGTTATTGTTAATGAATGCTATTTTTAATATAAACATAAAGGCCAGAATTATATTAATATAA
>TU1300849
TGGACTTTGCAAGACACGGAATTTACTCAATCGGCTGTCTCGCTAGCTGACTCACTGTGAGAAATAGACTCGCCAGCTGGAACCAATAACCAACTCTACAAAGTGACACATTTGGATACGGTGCTCTACAGTAGcctacgtgcatgtgtgtgtcttttcCGAGTGGGGATACACCGACCGGACTACGGTAACGCGAGCTGTCCACGAGCGGGCGGCCGTACCCGCGCGCCTGCATAATAAATGCCCATCAGCCGGTCGTGCGAGGCTCTCGAGGCTGGGCGGCAAGATGAACTCGTGGGTCCTGCTGCTGGCGGCGCTCGCCGCGGGGTGTCTGCGGTTTGGAAGCGCTGAGggaGATCCTCTCCCACCATCGTTAGTAGAGCTGGTGAGAACCAGTCCCATCTCTTCTATAGAGGACCTGCAACAGCTGCTGGAGCAAGAGACCGACTCCCAGGAGGTGGAGCCAGATGAACCATCGGCCAACGAGATTCATTCAAATGACACCCGTGGAAGATACAGGAGAAACCTAGtaGATGCCCAGCCAGCCCAGCAGGCGGTGTGTAAGGTCAGGACAGAGGTCATGGAGGTCACCAGAGCCATGCTTGACCGACGCAACGCCAACTTCCTGTTGTGGCCGCCGTGTGTGGAGGTGCAGCGCTGCTCTGGCTGCTGTAACACCAGAATGCTACAGTGCGTCCCCACGGTTACTCAGACACGATatctacaggtaACAAGGATCCAGTACATCGATAAGAGACCCCACTACGACAAGGCGGTGATCTCAGTGGAAGACCACGCCTCCTGCCGCTGCCAGACACACCCCTCGGCCACAGCTGCAGCCAGGtccacctccctcccccctcctccccccc
>TU1300848
AACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTGGAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTATAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTATAACTGGGATAACTGTCCTGGGAATATGACTGGAGGAACTGGGATAACTGTCCTGGGAATATGACTGGAGGAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGAGGAACTGGGATAACTGTCCTGGGAATATGACTGGTGGAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTATAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGACTATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGTAACTGGGGATAACTGTCCTGGGAATATGACTGGTGGAACTGGGGATAACATGAGTAAAGGGGGATAGAACATATGGATAATGAAGCACTGAAAGAAGAAGCTCGGTGTAGGGGGAATGCGCCCttagacactgatcttgggtcagtttagcattttccttGCTAATGGTTAATGTTAGAATTGgtggaggggaagctgatcttagatctggaGCGAGAAgctcaggacacacacacacacacacagagacatgtcaTTTCTACTACTACAGTATCTTTCAATGTTCTGTCTACATCTGGATCTAACCAATCCAAACACTGGAGTAGTTACACACTGGAGCGCAGATAGAATTAGAAAACAtagagggagaagtagagggagCGCATAGAGAGCATTTCAATAGAACAGTTCTAGTTGTCCTATATCTATTACAGAGAAAAGCAGGTATAGAACTGGAAAACAGAGTGAAAACATAGGAGTGTTTTGTTGAAGAGACGTTGAACAGGTCTAGCTGTTCTCTCTTTGATAGAGTGGAGCAGAAATAGAACTATAAAAGGACAGCATTTTTGCACTGGGAGAGCAGAGAAAGGAACATATGCCAAACGTCACCATAGTCACCATAGCAGGAGGCCATAGACTACTCAGATGACAGACACTCAACACTCAACATCCAACACTGACTCTATACCTTAGATGTTTCAACTTTTTCAACATAGCCTGGAATGTGTGGCGGAAATATTTCAAGGGAATTGTTGCTCAGTAGGTCTTCAACGTCGCCTGGGGAGTTGTGTGTTTCAGCTGTAGGGAAGTCTGTTGTCTTTGTCTTGCCAAACACGGAAGCAACAATGTAGCGATGTTGACTGACTCAACAGTCAAACACCCAGGTTACAATAAGGAACTGGAGATTTTACTGTATATCAGGAGAAttgaactctgaccctacgaggtccggagcctgctgctTTTCTGTTCTCCCTGGTTATGAATAGCAGCCACCCCAGGTATAAGTCAGTCCCTGGTTAGTGGGGAACAAAGAAAAAAAGCAGGGGAACTGGCTTTGAAGGTCCGGATTCGAATTTGAGAGCTGTAGGTCATTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCTTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGCTGTAGGTCTTCATTGTGCCATAGTGgttatgtctctctcttccccatcctgaGACTAGAGCAGGGCTGTCAGCATCAGTTCCGTGGAAGGTTGTAGGTCTTCTGGTTTTTCTTATGTTCCCTTTCATTTGTGTCCATTTAAGAACTAGACAACCAGCTAAAGATAATTTCCTTACTGCTGACCTTAATTAATCTTTCAAGTAGAAGGGAGAACTGAAAACCCGCAGCCACTCGGCCCTCCAGGAATTGAGTTTGTCACCCCTGGACTACCCCAGGTATCAGGCTAGAAATAAGACTAGCTTAGGCAGTATGTCTCACTCCTGGTCCTAGCACTCTAGAACCAGGATGGAGAACCACTGAGCTAAGGGAGTGGGGACAGCCATCACCGAGGGAGGAATAGAATCTGGGATGGGATGCTTTGAAAAACAATGTCAAACTTTTTGGAATGGCTCTGAGAGATAAATGTTATCCAactctgtatgtactgtacatgattTAAAcatggtgttttttttatttcttaacTTATTTCAGATGGAGGATGTGTCATTCTCTGGTTCCTAAGTGTAATTATTGTTGCTGATGATAATTATTGTTGTTGTATATTGTTATTGTTAATGAATGCTATTTTTAATATAAACATAAAGGCCAGAATTATATT

Function


NR:

description
PREDICTED: dynein heavy chain 6, axonemal-like, partial

GO: NA

KEGG: NA

RNA


RNA id representative length rna type GC content exon number start site end site
XM_036940126.1 False 7178 mRNA 0.48 8 8570729 8594285
XM_036940127.1 False 7175 mRNA 0.48 8 8570729 8594285
TU1300849 False 872 TUCP 0.58 5 8571003 8587189
TU1300848 True 2781 lncRNA 0.44 2 8590946 8594278
Loading

Neighbor


gene id symbol gene type direction distance location
LOC110487249 LOC106591278 coding upstream 48253 8512375 ~ 8522476 (+)
LOC118938523 LOC106591278 coding upstream 65334 8502363 ~ 8505395 (+)
LOC118938187 LOC106591407 coding upstream 94878 8474408 ~ 8475851 (+)
LOC110518697 LOC106598058 coding upstream 99850 8462575 ~ 8470879 (+)
LOC118938185 LOC106591409 coding upstream 115474 8411386 ~ 8455255 (+)
LOC118938190 LOC106591443 coding downstream 72371 8666617 ~ 8729215 (+)
cbx6a cbx6 coding downstream 196396 8790681 ~ 8810954 (+)
LOC110485593 LOC108261343 coding downstream 224242 8818527 ~ 8821975 (+)
LOC110487255 LOC106591397 coding downstream 233952 8828237 ~ 8840946 (+)
LOC110517299 LOC106564396 coding downstream 413206 9007491 ~ 9026819 (+)
G1140926 NA non-coding upstream 28419 8541109 ~ 8542310 (+)
G1140924 NA non-coding upstream 46191 8523700 ~ 8524538 (+)
G1140908 NA non-coding upstream 64210 8473468 ~ 8506519 (+)
G1140909 NA non-coding upstream 89774 8476068 ~ 8480955 (+)
G1140904 NA non-coding upstream 140855 8403790 ~ 8429874 (+)
G1140950 NA non-coding downstream 7566 8601851 ~ 8603693 (+)
G1140951 NA non-coding downstream 13133 8607418 ~ 8612406 (+)
G1140939 p40phox non-coding downstream 42160 8636445 ~ 8658005 (+)
G1140964 NA non-coding downstream 118877 8713162 ~ 8713675 (+)
G1140682 NA other upstream 435907 8134000 ~ 8134822 (+)
LOC110485616 LOC106591151 other upstream 741684 7762808 ~ 7888033 (+)
LOC118938182 LOC106591493 other upstream 821351 7746401 ~ 7761076 (+)
G1139317 NA other upstream 1043572 7525592 ~ 7527157 (+)
G1139553 NA other upstream 1068448 7475374 ~ 7502281 (+)
G1140953 NA other downstream 46863 8641148 ~ 8694875 (+)
G1141017 LOC106564394 other downstream 454934 9049219 ~ 9095480 (+)
LOC118936367 LOC106564430 other downstream 950858 9545143 ~ 9562471 (+)
LOC118938188 NA coding upstream 168970 8419348 ~ 8421976 (+)
G1140947 NA non-coding upstream 4114 8586183 ~ 8586832 (+)
G1140946 NA non-coding upstream 6438 8581266 ~ 8584508 (+)
LOC118938189 LOC106591430 other upstream 3757 8570729 ~ 8594285 (+)

Expression


LOC118938189(LOC106591430) Expression in all Baseline Samples

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The chart has 1 Y axis displaying values. Range: 0 to 6.
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LOC118938189(LOC106591430) Expression in each Bioproject

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LOC118938189(LOC106591430) Expression in each Sample
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The chart has 1 Y axis displaying Expression. Range: 0 to 40.
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Co-expression Network