LOC120566893 (clg04h4orf50)


Basic Information

Item Value
gene id LOC120566893
gene name clg04h4orf50
gene type coding
species eurasian perch (Perca fluviatilis)
category of species economic fish

Chromosome Information

Item Value
chromosome id NC_053121.1
NCBI id CM020918.1
chromosome length 40300294
location 21009715 ~ 21024973 (-)
genome version GENO_Pfluv_1.0_2020_eurasian_perch_Genome

Sequence

>XM_039813574.1
GGAAACAACAGCAAAACCAAGTTCACAGAGCAGAAGCTGAACTTTGTGGAAGTTCGTTGCTGCATTAAGGAGATGAAACTACAATCAGTGGAGCGCAAAAAACAGGTAAACCTCACCTAGTTGAAACAGGCTGACCAATGGAGGATCACAAGACCTCATCAGACATGACGGGCACCGGATGCAGTTCTGTTATCGTGGTAACAGACTCAATGCTAACTGAGCTGGAGCATAGCGCACATTCAACCCTCCAGTTTGACAGCTACCTGAGGAACAGCTTGTCTGTGTTGTGGTGTGGTGTTAGGATCAGAGAGTTAGAGAGGTCAGAGAGGAGCCTGCTGCTACAGCTCTATCAGCTAGCCTCTGCCTCCCACCTCCCCAGCATGCAACACTCCCAGAGGCTGGACCAGAGACTCCACATGCTCAGGGAGGAGGTCAGGACCATGACCCAGGACAAGGAGCGAGGGGAGCGGGTTTGGAGGGATCGACTGCAGCGCTGTCAGAGGCAGCTGAAGGCCAAAGAGGAGGAGATGAGTCGCCAGTCCCAGTACTTTGAGAATTATAAAACCCAACTCCAGCACAAGCTCAGCCTGGCCCgggacagagagcagagccTACAGAACCGGATCTACACTTTAGAAAAACAGCTAGTGGACATGACTGTGAGTGCCGCCACTGGCATGGCAATGATCAGTGCAGTCAGATTTACTGCCGAGACTGTAACACACTGGGAAGAACAAGGGAGGCTGCCTCCCATGAGAGGAGAGggtgaaggagaggaggagagaaaggaggagaggaggaggcaaTGGCAGCCAAGTGTGGGAattgagagagaaggagggcgAGGAGGTGAGAAAGAGATACAGGGGGGGAGAGTTAAAGACCCAAAACAAAACTCAAATGAAGCCAGGCTGCAGGGCTTCATCCTGAGCCTGCAGGAGGATCTAAGGGTGCTgctggagagagaggaggatgggATGACAGAGCGGAGGGGACTGGTGGAGCAGCTCCAGGAGGCCCAGGAGAACAGCCACTTCCTAGGCTGCAAggtggaggagatgaaggcagAGGTGCACCAGCTGAAGCTGTCTGAAAACTCCTTGATGGAGGAGGTTGAAGAGCTGAAAGCGGAGAACCACAGACTCCAGCAGAGTCTTACCGACGCAGCTAACCAAACATCCACGGTGCCTGAGTCCACATGCCTGGGTCCTGGGTCCAACACTCTCTCCTATACCACTGCCATGGGACATTCCTCAGTGGGGAGTTCTGGAGAGGAACATCTTATGTCGGCCGAGGGAACAGGCCAGCCTCGTTCCTCTGCAGTTCCACCTGTTCACCACCAGGCCACAGCAGAGAGCATGCAGAACAACACAGAGGATTACTCCTCATCTGCCAAATCAGAAACGCCATCTAAAATCTTTTGCCACCTCGGTTCCAAAACCAACCCCAGCCTCCAGTCACTCTCCCTGACTACAGAGACACTAGATGAGTTTAAACTGGGGACCTGGTGCTCCAAAGGGATCGTAAATCTGGAGGAAAGCCCTAGTGAGGAATCTGATGCCCTTAGGGACGCCTACAGGAGCTTGGGGTTGGGGGAGGATCTCGAAGCACTTCAAGATCAACGTGACCGGCTGGAGGTCTCTCTGGAGCACATACAGGAGCAGCTGCAGAGGATGGCTCAAGAGAATACACAACTGAAATTACAACTCAGGAAAGAGGAACAAGAAGCAGAGGcggagcaggggtcttcaagaGAAAAGATTAGCCCACTACCCACCACTGTTGGAGCTGAAGATAACACCATTCTCGCCTTCGCCCAGGATGATCTCGTCCAGGCCCTGAATCAGGAGAACCGGGCCTTGGCGGACCGGATCCAGGAGCTTCTGGCTCACATTGAGCTCAGAGATGAGGAGATCAAGAGGAAGCAAACACAGCTGAGGGAGCATATCTCCGAGCTGGAGGCAGACAGAGTCAGACTGGAGCAGGACAACCAGGAACAAGAGTGTTTGATTACCGAACTCACCAAGAAGACTGAGGATGATCTTAATACCATCATGGAGCTACAGCAAAGGTTAGTGGAGAGTGAACAGCGTACGGAGGAATCACAGGTTGGCAAGGAACTTGGTGGATTTCAATTGAAAAGTGAATCTACAGCTGCAATATTAGGACATTTCCAACAGCAGAACCTAGAAGAATGTGGGGACAGTTTGGAAAGTGGGCTAAAAGAGGAAGGACCACAGTTGGTGTCCAGTCAACAACCAGACGATTTGAGTGCAGCTTCTGCACTTGGTTCTCAACATGATAATCACTACGATCCGTTGCAGAATAGCCTGCAAAGAAGTCTGCATGTTAGTTCACTGACTGATCAAGTGGGCCAGCTGACAAAGTCTGTCCAGAGTCTCAAAACAGAAGAAGAGGAACTGTCAGGCTGCATAAAGGCTCTCagggagcagcagagagaagtaGCTCTTTCAGtccaaacacagacagaagtgaAACAGCAGTTAACCCGGGCAGTTTGGGGACTGAAGGAGGAGAAAGACAGTATCTCTCAGTCTCTGGCTGGTCTCAAACTAGAGAGAGAGCACCTTACCAGGACAGTCCGTGGGCTGAAGGATGAGAGAGACCAGTTTAAACGATCTATGGGTAGCCTGAAAGAGGAGACAGAGTCTTTATCTGGTCtcgaaagagagaaagagaaactgTTAGAATCTCTCTCAAgtggaaaagaagagagagatcaAATCATGCAGTCACTGCACCGTTTACAGAAAGAGAGTGACCAGTTAAGCCAGACGGTGATCCTtttgaaagaagagagagacaaactaACTGATTCCCTTAAGTGTCTGAAGGAACAGAGAGACAAGGAACCTTCACAAGAAGACCGGGACAAGTTAGTAAAATCAGTTAGCAGTTTGAGAGAAGATGAAGAACGAATTGAACATTCAATCAGTTGTTTGAAACAGGAAGAAAAGCAGATAAAGCTGTTACTTCAAGGCTTAAGAGAGGAAAGAAACAGCCTCCACGCGGCTCTGCCCAGCCAAACACAAACAGGGGCGAGGAATCAGAAGCAGCATCTGCTGAATCCAAACAGTGCTGTTACCACAAAGAAGACTGAGACTCTTGATGGAGCAGGAGCTGCACAAAGATCTCCAACTCATGACCACAGGGAAAGCTCTGCACAGACCAAGAGGCTGCACAGTGAATTGTGTCAATCAGAAGTCAGGagggaggaggcagagagaaagtCGGCCCAAGCAGCTGAGAAGGTGGTGAGGCTGACAGATGTAGCCAATCAGATGGAAGAAACCAGAAAGGAAAATGACAGCCTCATAATGCAGGTGAAAGAGATGCAGAGCAAACTGACAGGCCTGGTCAGGGAGAAGACTGATGCTTTGTCACTCAAGGCGCAAATAGAAGAGCAATACAACATCCTTACAGCTCAGCTCAAGGCTAAGACGGTGGCTCTAGAGGAGCTCAACTCAGAGTATATTGCTCTAAAACGAGGGCAGAGCAGCAAGGATGATCTGAGCGCTGTTCTCATCTCACTCAGGACACGTTACAACGACATCAGAGCTAAGtATGATGCACTCCTGAAAAAGAGGAGCCAGACGGATCTGGAAATAGCTCCTTTAAAGGCCAAGCTGTCTTGCCTGGTGGTGAAGTGTCAGGAGAGGAACAGCTTGTTGGTTCAGATGATGAAGGCCATGCACAGACGAGGCTGTGTGGACTCTACACTCACACAGCAGGTTGAGCAGCTGCTCAGTGACGCTGCTCTGCAGGACTACACTGCAGCGTTCACACCTGGGAGCAGCGGGAAGACCCGGGATTACGGCACTGGGTTTACGCCAGGATTTATTTCCAAATTCCAAGACTACACTAGTGGATTCACACCTGATCAGACCTGCTCTACTATATCCCCACTTGTAAATCAGCAGCACCAAAATGGACTCACATCTGAATCTGGGGTAAACTGTAGAGAACTAAAAAGTGATAAACACACATCTTTAGTCACAGCTGAATCCACAACAAATCGTGAAGACTGCAGTAGTGAAGTCACTCATGCACCAACAGGACCACTAAAGAAAAACTCACCTGTGCCAACCTCAGCAGTGCATGAGCATGCCCGTGTCCAAGCGACACCATCACCTGTTCCAGCACTGAAAGAGAGCTTCATCACCAATACAGCACAGCTGTCTGCCTCGGCCAGTGGACCAGAGAAATTTGGATTTCATCACCAAGATAGGAAAGGGAATTCCTCCCCTGACCCGCCCAGTTCGACTCGATCCTCACTGAGTCCGACTCCTCACTCCTCCAGCACACCTGTCAGTCCGAGCAGGAGGCTCAGTAGTCCTGAGAAGATCATCAATCTACACGAGCAACTGCAGAAGACTCTAATGAGCAGCTATCAGGATCCAGtgaacagaggaagaggacagCAGCCCAGGAGAAGTCTCTCATTTTCAGCTCCTGCAGACCTGAGACCAGCCTCTCAGACAAAGAAGCAGGGCCTCGGTTCCAATATACCACGTATCAACTCTCTCCCAGtctccgctgctgctgctgcgagcCAAGCCAAGCACACTCCAGCAGCGATGACCACAAATAAGTCAACAACACTTTTTAATGCAGTCGTCTCTAGATCTGCTAATGTTGCATTCAGTCCCAACATGTTTACTAACCAACACTTTAAAGCAGATACATCTAAAGCTACAATATCTGCTCTTTCTAGCTCTTCTGACTTTCCTTTTGCCACTATGGCGCCTTGCAAAGCCAAATCCACCTCAAGCAGTCACATTAATGTAACAACATCCCCAAAACTGACACAGAAAACCACTGCTATCCCTGACATATCTGATGCTAAACCTACAGCTTCTACTCCTCTAACTCCGAGGACCACTACCTTTGACTCTGGTGTCTTAATATGTTCTGACACTGATCTGAAAACCACTGCCTCAGACATAACTGCCCCTAACATATCAACTGCCTCCGAGGCTAATCGTTCGAACATGCTTTCTAAAACGGATGGTGCTGCCCCGTCATATCATGGACTTGTATTTGCTGCATCCTGCACTCAGCCTGCTCATTGCTCTCCTGAGAGATCCAACAAGTCAGCCAGAAAGTCCACTGCTGCTCTAGAAAAGACCAAGACTGCAAGACCCAAACCAGAAGCTCCAGCTGAGGTTCGCTCTGTTGAGGTCATCAAAACAGTGGGCCAGAGCAGCCTCATGATTGGCTGGGAGAGGCCGCCACTCGACGAGCTGGGCTGCAGCAACGGCACATTTGTGTATGGATACAGGGTGTTTGTCGATGGGGACTTCCACAAATCAGTCATGAGCTCAGCGTGCACCAAGTGCATTCTGGAGAATGTCGATCTGAGTGTCCCAGTCCACATCAGTGTCCAAACGCTGGGCTCTAATGGTCTCAGTTCAAACTTTGTCCACAACATGTACAGGACTTCAGTCAGAACAGACCACCACTGACTCTCAGTGTCCTGACTACAACAAAGTGCACAGCCATCTATAGCTGCAGCCCTCTGAGGGGCCGTCCTAACCTCCACCTCAGCAGACAGCGAGGGAGATACACCGTCAAACTGCTGGGATACCCTCAGGCTCAggtcaaccaatcagagaaatCTCACGTTGTCTcactttatactttatttaCACATAGTGACCAGTGGCTGGCCGCTATACCTCAAAACAATGTCATACAAAATAAGACCCCTGTTTTTGCGCTGAGAGTTAATTTGCATTTAAAAGCAGGTGAAGAATCGCTTGATCCTTGTTGGAAGAACGTCCTGATTCAGAGTCCCACCCGCTGGATTCACCTTTTGAATGGTTTGGGATGTTGTGACTGCCAGGTGAAAGGCCAGAGTGGCTGCCAATCAAATAAATCCTGacaaactgataaaaaaaagtcaatcacATTGTCAAAAGCTGCCTGTGACACCAACATTTGCTAACATCGTTAGAAAGAAAATGTTGGAGGGACGTCTGCATCTGCTGCACATTTTAACACTGTGTTTAACACCGAGAGATCATGTGTCATGTTGCTTCATCGGAGATCCCCGCTGCTGCCTCTCTGGACTCTGGGACATTGAGAGTTGGCTAAAGGGACAATTACTGTATCAAAAGccttttttaaagcaacacatGCTGTAAAATGTGCCGAAGCAACATTGTACCCGCAGGTCATCTTACTTGATATTTTTTACACATGAAGCcaaatatgagaaaaaaatgatgCACTCCAAAGACTTATGTTTCCTTCTCCTCACAGGTCTATGGGATTACTTCAAACACAGGTTTATTTAAGTTGTGAAATTTGCACACAGTCCTTACTGATATCTAgaagattaaataaaaaaaatgagattgtcactgatatttttttgtaaagaatattataaaaaatatgtcAATGTACCACAAACTGTATGTCTTTTTGTCGGAGTGACACTTTTTTTCATACCTAATAGATGTCATGTTTGCACGCTCCTATTGTTTTATACAGTGTtcacaacacatacagtatgatgtTCTTTTGCTACTTTACTGGATGTACGGGTGTGGCGTGATCATGGTgcagcaaaagtatttttctatcagtaacagaaaatattgattCCCTTTTGATTCCTTACGACTGTACAGAGAATAAATGTTTatataatattgtgtgtgtgtgtgtgtgtgtgcgtgtgtgcgtgcgcgtgtgtgtgtgcgtgcgcgtgcacGTGGACTGATACAAGAGGTAAAAACATCCGTTTTGGTTCACAGATTTTTGTGAAAATCAGAATAGAATCAATAGAGATGAGATTTGGCAATAGGATTACTGCGTTGCTgtccagaaaaacaaacaaacatgcatcTCGCAATTTGGTGATTAAGAATTCTTCCAATAAACTGAAGTGTTTATTTTTGGGcttcttaagctaaataaaccATTTTAACCCCA
>XM_039813575.1
GGAAACAACAGCAAAACCAAGTTCACAGAGCAGAAGCTGAACTTTGTGGAAGTTCGTTGCTGCATTAAGGAGATGAAACTACAATCAGTGGAGCGCAAAAAACAGGTAAACCTCACCTAGTTGAAACAGGCTGACCAATGGAGGATCACAAGACCTCATCAGACATGACGGGCACCGGATGCAGTTCTGTTATCGTGGTAACAGACTCAATGCTAACTGAGCTGGAGCATAGCGCACATTCAACCCTCCAGTTTGACAGCTACCTGAGGAACAGGATCAGAGAGTTAGAGAGGTCAGAGAGGAGCCTGCTGCTACAGCTCTATCAGCTAGCCTCTGCCTCCCACCTCCCCAGCATGCAACACTCCCAGAGGCTGGACCAGAGACTCCACATGCTCAGGGAGGAGGTCAGGACCATGACCCAGGACAAGGAGCGAGGGGAGCGGGTTTGGAGGGATCGACTGCAGCGCTGTCAGAGGCAGCTGAAGGCCAAAGAGGAGGAGATGAGTCGCCAGTCCCAGTACTTTGAGAATTATAAAACCCAACTCCAGCACAAGCTCAGCCTGGCCCgggacagagagcagagccTACAGAACCGGATCTACACTTTAGAAAAACAGCTAGTGGACATGACTGTGAGTGCCGCCACTGGCATGGCAATGATCAGTGCAGTCAGATTTACTGCCGAGACTGTAACACACTGGGAAGAACAAGGGAGGCTGCCTCCCATGAGAGGAGAGggtgaaggagaggaggagagaaaggaggagaggaggaggcaaTGGCAGCCAAGTGTGGGAattgagagagaaggagggcgAGGAGGTGAGAAAGAGATACAGGGGGGGAGAGTTAAAGACCCAAAACAAAACTCAAATGAAGCCAGGCTGCAGGGCTTCATCCTGAGCCTGCAGGAGGATCTAAGGGTGCTgctggagagagaggaggatgggATGACAGAGCGGAGGGGACTGGTGGAGCAGCTCCAGGAGGCCCAGGAGAACAGCCACTTCCTAGGCTGCAAggtggaggagatgaaggcagAGGTGCACCAGCTGAAGCTGTCTGAAAACTCCTTGATGGAGGAGGTTGAAGAGCTGAAAGCGGAGAACCACAGACTCCAGCAGAGTCTTACCGACGCAGCTAACCAAACATCCACGGTGCCTGAGTCCACATGCCTGGGTCCTGGGTCCAACACTCTCTCCTATACCACTGCCATGGGACATTCCTCAGTGGGGAGTTCTGGAGAGGAACATCTTATGTCGGCCGAGGGAACAGGCCAGCCTCGTTCCTCTGCAGTTCCACCTGTTCACCACCAGGCCACAGCAGAGAGCATGCAGAACAACACAGAGGATTACTCCTCATCTGCCAAATCAGAAACGCCATCTAAAATCTTTTGCCACCTCGGTTCCAAAACCAACCCCAGCCTCCAGTCACTCTCCCTGACTACAGAGACACTAGATGAGTTTAAACTGGGGACCTGGTGCTCCAAAGGGATCGTAAATCTGGAGGAAAGCCCTAGTGAGGAATCTGATGCCCTTAGGGACGCCTACAGGAGCTTGGGGTTGGGGGAGGATCTCGAAGCACTTCAAGATCAACGTGACCGGCTGGAGGTCTCTCTGGAGCACATACAGGAGCAGCTGCAGAGGATGGCTCAAGAGAATACACAACTGAAATTACAACTCAGGAAAGAGGAACAAGAAGCAGAGGcggagcaggggtcttcaagaGAAAAGATTAGCCCACTACCCACCACTGTTGGAGCTGAAGATAACACCATTCTCGCCTTCGCCCAGGATGATCTCGTCCAGGCCCTGAATCAGGAGAACCGGGCCTTGGCGGACCGGATCCAGGAGCTTCTGGCTCACATTGAGCTCAGAGATGAGGAGATCAAGAGGAAGCAAACACAGCTGAGGGAGCATATCTCCGAGCTGGAGGCAGACAGAGTCAGACTGGAGCAGGACAACCAGGAACAAGAGTGTTTGATTACCGAACTCACCAAGAAGACTGAGGATGATCTTAATACCATCATGGAGCTACAGCAAAGGTTAGTGGAGAGTGAACAGCGTACGGAGGAATCACAGGTTGGCAAGGAACTTGGTGGATTTCAATTGAAAAGTGAATCTACAGCTGCAATATTAGGACATTTCCAACAGCAGAACCTAGAAGAATGTGGGGACAGTTTGGAAAGTGGGCTAAAAGAGGAAGGACCACAGTTGGTGTCCAGTCAACAACCAGACGATTTGAGTGCAGCTTCTGCACTTGGTTCTCAACATGATAATCACTACGATCCGTTGCAGAATAGCCTGCAAAGAAGTCTGCATGTTAGTTCACTGACTGATCAAGTGGGCCAGCTGACAAAGTCTGTCCAGAGTCTCAAAACAGAAGAAGAGGAACTGTCAGGCTGCATAAAGGCTCTCagggagcagcagagagaagtaGCTCTTTCAGtccaaacacagacagaagtgaAACAGCAGTTAACCCGGGCAGTTTGGGGACTGAAGGAGGAGAAAGACAGTATCTCTCAGTCTCTGGCTGGTCTCAAACTAGAGAGAGAGCACCTTACCAGGACAGTCCGTGGGCTGAAGGATGAGAGAGACCAGTTTAAACGATCTATGGGTAGCCTGAAAGAGGAGACAGAGTCTTTATCTGGTCtcgaaagagagaaagagaaactgTTAGAATCTCTCTCAAgtggaaaagaagagagagatcaAATCATGCAGTCACTGCACCGTTTACAGAAAGAGAGTGACCAGTTAAGCCAGACGGTGATCCTtttgaaagaagagagagacaaactaACTGATTCCCTTAAGTGTCTGAAGGAACAGAGAGACAAGGAACCTTCACAAGAAGACCGGGACAAGTTAGTAAAATCAGTTAGCAGTTTGAGAGAAGATGAAGAACGAATTGAACATTCAATCAGTTGTTTGAAACAGGAAGAAAAGCAGATAAAGCTGTTACTTCAAGGCTTAAGAGAGGAAAGAAACAGCCTCCACGCGGCTCTGCCCAGCCAAACACAAACAGGGGCGAGGAATCAGAAGCAGCATCTGCTGAATCCAAACAGTGCTGTTACCACAAAGAAGACTGAGACTCTTGATGGAGCAGGAGCTGCACAAAGATCTCCAACTCATGACCACAGGGAAAGCTCTGCACAGACCAAGAGGCTGCACAGTGAATTGTGTCAATCAGAAGTCAGGagggaggaggcagagagaaagtCGGCCCAAGCAGCTGAGAAGGTGGTGAGGCTGACAGATGTAGCCAATCAGATGGAAGAAACCAGAAAGGAAAATGACAGCCTCATAATGCAGGTGAAAGAGATGCAGAGCAAACTGACAGGCCTGGTCAGGGAGAAGACTGATGCTTTGTCACTCAAGGCGCAAATAGAAGAGCAATACAACATCCTTACAGCTCAGCTCAAGGCTAAGACGGTGGCTCTAGAGGAGCTCAACTCAGAGTATATTGCTCTAAAACGAGGGCAGAGCAGCAAGGATGATCTGAGCGCTGTTCTCATCTCACTCAGGACACGTTACAACGACATCAGAGCTAAGtATGATGCACTCCTGAAAAAGAGGAGCCAGACGGATCTGGAAATAGCTCCTTTAAAGGCCAAGCTGTCTTGCCTGGTGGTGAAGTGTCAGGAGAGGAACAGCTTGTTGGTTCAGATGATGAAGGCCATGCACAGACGAGGCTGTGTGGACTCTACACTCACACAGCAGGTTGAGCAGCTGCTCAGTGACGCTGCTCTGCAGGACTACACTGCAGCGTTCACACCTGGGAGCAGCGGGAAGACCCGGGATTACGGCACTGGGTTTACGCCAGGATTTATTTCCAAATTCCAAGACTACACTAGTGGATTCACACCTGATCAGACCTGCTCTACTATATCCCCACTTGTAAATCAGCAGCACCAAAATGGACTCACATCTGAATCTGGGGTAAACTGTAGAGAACTAAAAAGTGATAAACACACATCTTTAGTCACAGCTGAATCCACAACAAATCGTGAAGACTGCAGTAGTGAAGTCACTCATGCACCAACAGGACCACTAAAGAAAAACTCACCTGTGCCAACCTCAGCAGTGCATGAGCATGCCCGTGTCCAAGCGACACCATCACCTGTTCCAGCACTGAAAGAGAGCTTCATCACCAATACAGCACAGCTGTCTGCCTCGGCCAGTGGACCAGAGAAATTTGGATTTCATCACCAAGATAGGAAAGGGAATTCCTCCCCTGACCCGCCCAGTTCGACTCGATCCTCACTGAGTCCGACTCCTCACTCCTCCAGCACACCTGTCAGTCCGAGCAGGAGGCTCAGTAGTCCTGAGAAGATCATCAATCTACACGAGCAACTGCAGAAGACTCTAATGAGCAGCTATCAGGATCCAGtgaacagaggaagaggacagCAGCCCAGGAGAAGTCTCTCATTTTCAGCTCCTGCAGACCTGAGACCAGCCTCTCAGACAAAGAAGCAGGGCCTCGGTTCCAATATACCACGTATCAACTCTCTCCCAGtctccgctgctgctgctgcgagcCAAGCCAAGCACACTCCAGCAGCGATGACCACAAATAAGTCAACAACACTTTTTAATGCAGTCGTCTCTAGATCTGCTAATGTTGCATTCAGTCCCAACATGTTTACTAACCAACACTTTAAAGCAGATACATCTAAAGCTACAATATCTGCTCTTTCTAGCTCTTCTGACTTTCCTTTTGCCACTATGGCGCCTTGCAAAGCCAAATCCACCTCAAGCAGTCACATTAATGTAACAACATCCCCAAAACTGACACAGAAAACCACTGCTATCCCTGACATATCTGATGCTAAACCTACAGCTTCTACTCCTCTAACTCCGAGGACCACTACCTTTGACTCTGGTGTCTTAATATGTTCTGACACTGATCTGAAAACCACTGCCTCAGACATAACTGCCCCTAACATATCAACTGCCTCCGAGGCTAATCGTTCGAACATGCTTTCTAAAACGGATGGTGCTGCCCCGTCATATCATGGACTTGTATTTGCTGCATCCTGCACTCAGCCTGCTCATTGCTCTCCTGAGAGATCCAACAAGTCAGCCAGAAAGTCCACTGCTGCTCTAGAAAAGACCAAGACTGCAAGACCCAAACCAGAAGCTCCAGCTGAGGTTCGCTCTGTTGAGGTCATCAAAACAGTGGGCCAGAGCAGCCTCATGATTGGCTGGGAGAGGCCGCCACTCGACGAGCTGGGCTGCAGCAACGGCACATTTGTGTATGGATACAGGGTGTTTGTCGATGGGGACTTCCACAAATCAGTCATGAGCTCAGCGTGCACCAAGTGCATTCTGGAGAATGTCGATCTGAGTGTCCCAGTCCACATCAGTGTCCAAACGCTGGGCTCTAATGGTCTCAGTTCAAACTTTGTCCACAACATGTACAGGACTTCAGTCAGAACAGACCACCACTGACTCTCAGTGTCCTGACTACAACAAAGTGCACAGCCATCTATAGCTGCAGCCCTCTGAGGGGCCGTCCTAACCTCCACCTCAGCAGACAGCGAGGGAGATACACCGTCAAACTGCTGGGATACCCTCAGGCTCAggtcaaccaatcagagaaatCTCACGTTGTCTcactttatactttatttaCACATAGTGACCAGTGGCTGGCCGCTATACCTCAAAACAATGTCATACAAAATAAGACCCCTGTTTTTGCGCTGAGAGTTAATTTGCATTTAAAAGCAGGTGAAGAATCGCTTGATCCTTGTTGGAAGAACGTCCTGATTCAGAGTCCCACCCGCTGGATTCACCTTTTGAATGGTTTGGGATGTTGTGACTGCCAGGTGAAAGGCCAGAGTGGCTGCCAATCAAATAAATCCTGacaaactgataaaaaaaagtcaatcacATTGTCAAAAGCTGCCTGTGACACCAACATTTGCTAACATCGTTAGAAAGAAAATGTTGGAGGGACGTCTGCATCTGCTGCACATTTTAACACTGTGTTTAACACCGAGAGATCATGTGTCATGTTGCTTCATCGGAGATCCCCGCTGCTGCCTCTCTGGACTCTGGGACATTGAGAGTTGGCTAAAGGGACAATTACTGTATCAAAAGccttttttaaagcaacacatGCTGTAAAATGTGCCGAAGCAACATTGTACCCGCAGGTCATCTTACTTGATATTTTTTACACATGAAGCcaaatatgagaaaaaaatgatgCACTCCAAAGACTTATGTTTCCTTCTCCTCACAGGTCTATGGGATTACTTCAAACACAGGTTTATTTAAGTTGTGAAATTTGCACACAGTCCTTACTGATATCTAgaagattaaataaaaaaaatgagattgtcactgatatttttttgtaaagaatattataaaaaatatgtcAATGTACCACAAACTGTATGTCTTTTTGTCGGAGTGACACTTTTTTTCATACCTAATAGATGTCATGTTTGCACGCTCCTATTGTTTTATACAGTGTtcacaacacatacagtatgatgtTCTTTTGCTACTTTACTGGATGTACGGGTGTGGCGTGATCATGGTgcagcaaaagtatttttctatcagtaacagaaaatattgattCCCTTTTGATTCCTTACGACTGTACAGAGAATAAATGTTTatataatattgtgtgtgtgtgtgtgtgtgtgcgtgtgtgcgtgcgcgtgtgtgtgtgcgtgcgcgtgcacGTGGACTGATACAAGAGGTAAAAACATCCGTTTTGGTTCACAGATTTTTGTGAAAATCAGAATAGAATCAATAGAGATGAGATTTGGCAATAGGATTACTGCGTTGCTgtccagaaaaacaaacaaacatgcatcTCGCAATTTGGTGATTAAGAATTCTTCCAATAAACTGAAGTGTTTATTTTTGGGcttcttaagctaaataaaccATTTTAACCCCA

Function

NR:

description
PREDICTED: trichohyalin isoform X3

GO: NA

KEGG: NA

RNA

RNA id representative length rna type GC content exon number start site end site
XM_039813574.1 True 6963 mRNA 0.48 17 21009715 21024973
XM_039813575.1 False 6936 mRNA 0.48 17 21009715 21024973

Neighbor

gene id symbol gene type direction distance location
LOC120567468 kcnip1,LOC103390931,LOC103036759 coding downstream 5746 20963389 ~ 21003969 (-)
LOC120567463 dock2 coding downstream 85256 20872857 ~ 20924459 (-)
dock2 NA coding downstream 175068 20814478 ~ 20834647 (-)
trpc7b trpc7,LOC101475915,LOC100711831,LOC102778756 coding downstream 239684 20715827 ~ 20770031 (-)
LOC120566290 LOC104961544 coding downstream 306036 20701542 ~ 20703679 (-)
jakmip1 NA coding upstream 392 21025365 ~ 21053943 (-)
LOC120567342 LOC103354776,LOC102193607,LOC102298256,LOC102799358 coding upstream 91508 21116481 ~ 21121030 (-)
LOC120566627 NA coding upstream 96229 21121202 ~ 21128560 (-)
mif mif coding upstream 103738 21128711 ~ 21131002 (-)
LOC120566535 NA coding upstream 111643 21136616 ~ 21138438 (-)
G106645 NA non-coding downstream 9504 20999959 ~ 21000211 (-)
LOC120567470 NA non-coding downstream 48823 20955337 ~ 20960892 (-)
G106632 NA non-coding downstream 62142 20946038 ~ 20947573 (-)
G106631 LOC103354784,LOC104948895,LOC108243071,LOC103147451 non-coding downstream 66122 20941531 ~ 20943593 (-)
LOC120567131 NA non-coding downstream 448371 20559937 ~ 20561344 (-)
LOC120566356 NA non-coding upstream 45168 21070141 ~ 21073913 (-)
LOC120566633 NA non-coding upstream 124929 21149902 ~ 21164063 (-)
G106784 NA non-coding upstream 227932 21252905 ~ 21256647 (-)
G106793 clp1,LOC102795812 non-coding upstream 261341 21286314 ~ 21287781 (-)
G106802 med19 non-coding upstream 287390 21312363 ~ 21314127 (-)
G106443 LOC103366336,LOC104937910,LOC104959671 other downstream 775791 20230908 ~ 20233924 (-)
fgf18a fgf18,LOC103359300,LOC103390897,LOC106511287,LOC105939829,LOC104951878 other downstream 1028082 19971833 ~ 19981633 (-)
tlr1 LOC104951710,LOC102197886 other downstream 1527090 19477930 ~ 19482625 (-)
tomm5 NA other downstream 1572788 19435839 ~ 19436927 (-)
LOC120566717 LOC102215832 other downstream 1759279 19215989 ~ 19250436 (-)
LOC120566885 ppp2r2c other upstream 50784 21075757 ~ 21110067 (-)
G106728 mif other upstream 102865 21127838 ~ 21130970 (-)
LOC120566634 LOC104961169,LOC103354768,LOC101069382 other upstream 153879 21178852 ~ 21187653 (-)
G106988 NA other upstream 765280 21790253 ~ 21790725 (-)
G107015 NA other upstream 1094712 22119685 ~ 22120067 (-)

Expression


Co-expression Network