prrc2c (prrc2c,LOC107712868)


Basic Information

Item Value
gene id prrc2c
gene name prrc2c,LOC107712868
gene type coding
species striped catfish (Pangasianodon hypophthalmus)
category of species economic fish

Chromosome Information

Item Value
chromosome id NC_047613.1
NCBI id CM018559.1
chromosome length 22090854
location 4859323 ~ 4886501 (+)
genome version GENO_Phyp_1.0_2019_striped_catfish_Genome

Sequence

>XM_034313886.1
ATTGGCGCGCTGCCATCTTTGATTACGCGACAGGCCGCGGCGGCGCGAGAGGGGGCCTCTCTCGACTGGAGAAGACCCGTCTCAGACGAGACAACGGGggggaaagaaggagaaaatatACCCAGCAACGCCACCGGTCCGGCTGGTTCTGTTTTCCCAGATTTTACCGGTCACGATAAGCAAGAACAGAGGCACCGGACAGAGCGCGATAAGGGGCTTCGCTTTTGTGGGAGAGTTTGTGAGCTGTAGCGCTCCAGCTAACCAGTGTGTAGCATATAGCatatagcatagcatagcatagagAGCTTTTGTAATCCAGCTCACACACGTACACGCGTGCACTCAGCCGGGCACAGCGGCCTTCTTCAAGTCAGCGACGGGACCGGCGGAAACAGGAGCCTGGTTCTGAGGGGTGAGACCGGAGGACCAGACTCAATGAGTTTCCAGCGAAATGTCAGAGAAGTCAGGGCAGAGCACCAAGGCAAAGGATGGCAAGACCAAGTATGCAACCCTTAGCCTCTTCAACACTTACAAGGGCAAGTCTCTGGAGACCCAGAAAACTGCAGTTGCTGCCAGACATGGGCTCCAGAGTTTGGGCAAAGTCGCGGTCAGCCGGCGTATGCCCCCTCCAGCCAACCTGCCCAGCCTGAAGGCTGAGAACAAAGGCAATGACCCCAACGTCAGCATCGTTCCCAAGGACGGCAGTGGCTGGGCCTCGAAACAGGACCAGGCTGGAGACGAACGGCAGCAGGAGACCCCTCCTCCACAACCAAAGCCTCCTGTCCCTCAGGTGTCTGACAATCCTCTGGGCAGCCGCTCCTGGGCCAACAACAAGCAGTCCGGACCAGTTGATGTAGGAACTCCAAGAGTAAGCAGCCAGTTCCATCAGGAGTTCCCCAGCCTGCAAGCAGCGGGTGAGGCAGAGAAATCAGGCGAGCTAGAGGAAGAGCCTTATGGACCGGGCCCCAGCCTCAGACCTCAAAATGTGGGCAGCTGGCGGGAAGGTGGAGGTAGAAACCTGAACGCAGCTACCGGCCCTAATGAGATGGACAGCAAGGCTCCTGAGGAGGCAGGGCAGGGTCGTGGCACTCCTTCCCCAACGGGGGACACGGATGTGGCGGGGAAACCCTCCACTGGGGAAGGCAGGGAGAAGAGAGATGCTAGAGACAAGCTTCCTGCTCCAGCCCCACAGCACAAACTCAATGGTGGACAGCAGCCACCTGGAGGAGAACCCTCTCAGTTCCATGCTCAGTTTAGAGGCATGATGCCACCTTATATGTTCCATGCCTACCCTCGTATGCCTTATGCACCTGTACAAGGAAACTTCAGATACCCTGGGCAGCAGGATGGATCAAAGGGTCCAAGGCCTAGTGGAAGGCCTTCACAGCCTCCTCCACAGTCCTGGCTGCAGGATCCAGACCGGCCCTCAATTGTTAGTGCTTCTGAGCTGAAGGAGCTTGACAATCTAGACACGGATGCTGATGAGGGTTGGGCTGGTGCCCAGATGGAAGTTGACTACACAGAGAAACTGAACTTCAGTGACGATGAGGATAATCATACAGCCAAGGAGAAAGGAGACAACTGGGAGTGGGTAAATAAGGTGGAGCGCATACGATCGCGCAACACTGATGTCCAGGAGGGTTGGAaagaaggaggagaggaaagaagTGAGAGCAAGAACTCATGGGCAGACAGTGGGGAGCCTAGAGCTCCCTCACCAGGCAGTGTAACTCAATACAGCAAAACAGGACCATCCCAAGACTACCAGGCTGGACGATCTGCAGGTACTGGCGCGGCTCGTCTATCAAAACCTTCCACCGCCTATGCTGCTGGTGAGGATGACTCAGAGGCCTGGAGACAGAAACGTAAGAAGCAGTCTGAACTTTCCGAGGCTGTGGAGCGCGCTCGGAGGCGGCGTGAGGAAGAGGAAAGGCGCATGGAGGAGCAGAGGCTGGCCGCCTGTGCTGAGAAACTCAAACGCCTCAATGAAAAACTACGGCCTGCTGCTACTCCGGAGGCTCCAAAGTCACCTATGCCTGTCCAGAGCAATGAATCAGAGGCTGAAATAGTGCCTAGCTTGCCTGCTGAAACCTCACCCACTCAGGCTGCTCCTGCACAGCAACCCCTCCCATCTGTGCCCATACCTGCCCATGATGGGCCAGAGCCAAGTGTGGAGGAGGAGCCACAGTTTGTTACCAGGCAACCCAGCCCTCCTGCCCACAGGACTGTTACTGAATCACAGGAAGCTGAGGTGGATGTTGCAGTAGTTGAGGAGGTACAGGTGGAAAGACAACCAATTAGAGACTACTTTAGCCCAGAAGAGTGCAGAGTAGAGGAGCCACAGATGCCTCGGCTTGATCACTCTGTCAGTGACGATATGCCCCATCCACAGCTGGAGAATGAGGGTGAGGCGGGGGCCACAGTTCGCCCTTCACTTCCCTCTGGTTACTCCAAACAGTTCCAAAAATCTCTGCCACCCCGCTTCCTAAGACAGCAGGAGCAGCTGAAGCAACAGCAGtggcagcaacagcagcaacaacaacagaccGGTGGAGGCTCAGTTTCTCCCTCAGGGGGATCAGTTCCCCCCCAGCATCGCTCTCTCTATCAGCCATTGGGTCCGCATCACCAACACCTGGCCTCCATGGGTTTTGACCCACGCTGGCTGATGATGCAGTCATATATGGACCCACGTATGATATCTGGACGCCCACCTATGGATATGCCTCCCATGCATCCAGGGAGAATGCCTCCAAAGCAGTTGGTCCGCAGAGAGCCCACTGATAATAGTAGTTCTGGTTCAGATTCCTTTGATCACCGACCAATAAGAGAACATGGAATGACCAGTGAGCCTCGAATGGTGTGGGGTTCTGACCCTTACCCTCAGACTGAACCTTTAACTGCTGCAACACCCCCTAAAGTCCAGGAGAACTGCAAGGAGCCAAGGCTGGATGCTGGTCTGGACCTGGAAAGAGGGCTATCATCTGTGTATCCTCAGGAGCACAGCACGCTGGAAGCAAGGGGAAAGAGTGACTTTTTCAGAGACTCCTCTGAGCCTCTCTCCACCTTTAGCCATGTTTCAGAAGAGGTGCCAGGTCTCCTGCATACAGACAGGGTCCCTGTCATCTCTTCCTTTGAATCTGAGGTAGCCGCTCTCTCTGGTGGAGATGAGGTCGAGGCCATTGGGCAGGCTGTGCTGAAGAGGACCATCTCTCAAGGGTCAAGTCACTCTCTCAAATTGGAAGAGCCCAGGTTTGAAGGAGTTTCTATAGTGCAGAAGACGGTGGATCTCCCTGAAGCTGCAGAACGACTAGAGGACAGTTCCAGAAAGGAGCCGTTTGGCCAGGGGCATGTGATTAACAACCGTGCCACTCCACCTACTTCTACTGACGGTATGCACAAAGCAGACAAGCTGCCTCTGCAAGCACCTGGTAAGCAGAAGGGTGAGCTGCGCTGGGGGTCTCGCGGAGGGAGAAGAGAAGGAGCTGGAGGGGAGAGGCCAGTTAGGAGGTCAGGGCCAATAAAGAAGCCCATCCTGCGGGACATGAAGGAGGAGCGGGAGCAGAGGCGAGAGAAAGAGGAGCGTCATGAGCGAGGGGAGCGATCTAAAAAAGAAGGCGCGGCTTTCAAAATCCCCTCAAACACTGCGGCCGCCCTGTTGGATGGCCAGAAGTTTTCCAGTGAGGGGACAAAAGAGATCATGGCTGGACCAGAGGAAGGAACAGCATCTGGTGTCAACAAAACACGAGAGCCTCAGACAACCATAGCTACAACAGCCACCACTACCCAGGAGGAAAAGCCAAGCAAACCTCCACCCAGTGATAAACGCATTGAACCCAAACTACCTTCTCGAAAAGAATCCAACCTGTCAAGGGCCAACCGCAGAGAAGAGcgggagagggaaagagagcgGGAGAGGGACAGGGATGTGGAGAGGGAGCATGACTGGCCTGCTGATGCAAACTACAAAGGGCGGGGTCGAGGCGAGTACTACTCACGTGGGCGTAGTTATCGAGGCAGCTACAGCGGAAGAGGACGAGGTAGCCGTGGACGCAGTCGCGTGGAGCGCGTGGAGTACCCATACAGAGAGCCGCGCTCCCGTCCCGATCTGCTGAGCGCCTCTGGGACTACAGGTTTTCGCTGCCGTGAGGAGAGCGAGACTCGCAGTGAAAGTTCGGATTTTGAAGTGCTTCCCAAACGCAGGCGCAGGAGAGGGTCAGACACAGACTCTGAGAGTGAAGGCCGAGAGTCTGCCAGCGACACTGGACCTTCTGATCGTGAGCCCACTGCTAAGCCTAGTAGACCCCTACGCCGTGAACTGCCTGAATCTCGTCCCGCCGCAAAAGTTGCCTCTGGGCTCGGACCCGCACATCTACCAGATAAATCTGGCCCTCGTGAAGAGGACGGTCGGCCTAAACCGGGATTTCTTCCTAAGGGAGAACCAACACGACGCGGTAGAGGAGGTCTATACAACCGGAGAGGTGGAGGGAGAGAGCGGGCTGCCAACAGGTCTGCTCCCATGCGTCGGGCTGGGGTGAGAGAGAGCCTGCCTTGGCCCTCCAAACCCATGGAGACGTTTAGGCCAGAAGAAGCTGAGGCATCTCGCATGGATGGCACAACCTCTGAGCAGCGCTTGCCTAAACATGAAGGCAAGAAGTTAAGAGAAGCTGGCCAAAGCACTAGAGAGAGACCTCGGAGGCCAAGGCCCGCGAGACCCCCCAGGCAGGACAAACCACCGCGCTTTAGAAGACTTAAAGAACGTGAAGCAGCCATCATAGCGGGTGAAGCAGCAACTGTTGCAGCAACACAATCGCCTGCCCCAGTGTCTGAATCTGTGTCTGCAGCAGTGTCCAAAGCTCCAGGAATGCCCGTCACCCTCCCTGAAGGTCCTGCTTCTTCAACCACAGCGTCTATTACCACTGCCACCGCTCCTGCTGAGGTTCCTGTAACAGAGGCAATACTTCCTGAGACAGGAACTACCACAGTGGTTGCTGCTGGCAGCAAATCACCGGACTTGTCTAATCAGAACTCTTCAGATCAGGCCAACGAGGAGTGGGAGACTGCTTCTGAAAGTAGTGACTTTAATGAGAGGAGGGAACGAGAAGAGCGAAAGGGTGCGCTTGATGCAGTGGTCGCTGTTACAGCATCCTCTTCAGCTGCACTTACCCAATCCTCAGGAGGCCAGAGCAAGTCTCCTGCTGAGGCAGGACTAACTCCGAAACGTGAGGCGGTTCCTGTAGCCAAGAGGAGCTTCTCCAGTCAAAGGCCCGGAGACAGACAAAACCGCAGGGGTAACACTGGCACAAAGACTGGCAGAGGGTACGCGGGGGGCAAGGGCGAGCGCAGAGGAGGCTCAGGAGCCAAATCTGGACGTAGGAGTGCTGCAACTCAGAGTGCAGATGCTGCCCAGACTGGAGCAGGTCAGAAGTCCAGTAAAGAGCCAGCACCTGGCCGGCGTAAGGAGGAGTCCAAGCAACCCGTGAAGAAACCTAAGGAGAAGGAGAACGCACTATCCCAGTTTGATCTTAATAACTATGCCAGTGTGGTAATCATTGATGATCATCCAGAGGTGACGACCTTGGAGGACCCACAGTCCAACACTAATGATGATGGCTTCACAGAGGTTGTGTCTCGAAAGCAGCAGAAACGTCTGCAGGATGAGGAAAGGAGAAAGAAGGAGGAGCAGACTGTTCAGAACTGGGGTAAAAAGAGCTCAGGGGAAAAGGGCAGGGGGGGAGGTGGATCCAAGCTGCCTCCACGGTTTGCCAgaaaacagcaacagcagcaggcATCAGCAGCATCCCAGCAGCAGGCTGCATCCTCAGCCCATCAGACTCAGACCTCCTCTCAGCCGGCTCATCAGTCCCAGCCGCAACCATCAATCtctgtctcccagcacagcctTTCTGCCCAGACCCAGACTACCACCTCCTCCCAGCCTCTAGAGGGTGCTGTGGCCCCTCTGCCACCTGCGTCTGTGGACTTCTCCACTAAAACCCAGGCACACAGCACTCTAGGTACTGAGCTGTGGGAGAATAAAGTGGCTGGCTCCACTGTCCTCACTGATGTCAAGAAACTTGGGCCCATCAGCCCCCCTCAGCCACCCTCAGTCAGTGCCTGGAATAAACCTCTTACCTCTTTTGCTGGGACCGTGACCTCTGAAGGTGTGAAGGCAGGAACGGACAGTGGTGTTGAACTTGGCATGGAACGTATCCAGTTTGGCGCTCCCTCTTCAGCAGGTAGCACAGACAGTGATGGAGCACCAGCTATGCTGGAAAAAACATCAGACAATAAACTACCTGAACCCAAAGAACAGAGGCAGAAACAACCCCGTGCTGGACCCATCAAACCACAAAAGctgCCGGACATTGCTGCTCCTGAGCAGAAAGAGTACAAGCCTGGCCCAATCGGTAAGGAACGCTCACTAAAGAACCGCAAGGCCAAAGATGGCCGCCAGACAGAAGGAGATGGATTGGAGAAGGGTGGTCCTGGTGGCAGCAGGGACAGAGACTCCAGCTCTCCTGCTCAAGACAAGGTTCCTGAACTAGGAGGAGATATCGAAGGCATGATCACAGTCCCCTCAGCTGAATATTCAAGCAGTTCCAAGGAATCTGTGACCGACTACACTACCCCGTCGTCCTCGCTGGCTGACACTGTGCCTACCGGAGGAAGCAAGATGGAGGAGAGCCTAGTTGCTAATGTGGCACTGCCTCCCTCACTTCCTCTGCCCCGTAGAGAAACCCTACAGCAGACCTCTAGCCTGAGCACAGTTTCTCCTGCTACAGTGGACCTCACACTGAAGATGGAGTCAGCTCGTAAGGCTTGGGAGAACTCCCCCAGTCTGGGAGAGAAGAGCTCTCCTGTCACCTCCTCTGCTTCCCCCATTACCAGCGGAGGAGGCGCAGGTAGTGCCTCTTTCAGCTCCTTCTCCAGTGCCTCCATGCCTCAGATACCTGTTGCTTCAGTGACACCTAGCACATCATTGTCAGGTTCATCCACTTACACCACATCGTCTTTGAGCACCAAGACCACATCTGCATCCGACCCTCCCAACATCTGTAAGGTGAAACCACAGCAGCTGCAGAGTTCAGGATTGTCCAACAGCAACTTCTCCCAGCTTAGCTGTGTACCTCCTCTGTTaccacagcaacagcagcagcaggcccCACAGGTCTTTGTCTCCCAGTCTGCAGCAGGTTCTACTGCACAAATTCCAGCCTTCTATATGGACACCAGCCATCTGTTTAGCACACCTCATCCTCGCCTGCCTCCTCCCTCCATAGCCCAGCAGCAAGGCTTTCAGCCTGGACTCTCACAGCCTACAGGAGTGCAGCCGATTCCTATCCCAATCTACGCCCCTCTCCAGGGTCAGCCACAGCACCAGGCTCAGCTCGGCCTCAGCACTGGCCCTCCTGTCTCTCAGCCACAAGATCTCTTCAGCTCCTCCATACAGCCCTACAGGTCTCAACAGGCATTTATGCAGAACAGCTTGTCCCAACCATCTCCCATGATGCTATCAGGGACAACGCTGCACAGCTACCCTGGAGTGCAGCCCCCTGAGCTGGCTAAGCCCCAGTCCAGCCTGGCCTTCCAGCAAACCTCCAACACACAGCACATCCCCATCCTGTTTGAACCACAGCTGAACCAGCCCTCTGGAATAGGTGGCTCCCAGCTTATagatacacacatactgcaGCGCCAGGGAATGAGTCAACATTCAAATCTGTACTCTGGGCAAGTGCAACAACATACACAGAACAGTTACTACAGCTCGACACAGAGCCCCAGCTCTGCACTACAACAGGTGACGGTCCCCATGCCTGGCTCTCAGCTGTCATTGCCTAGCTTTGGCTCCGGTGGGGGTCAGCCTCTGCTGGCCCTGCCCCAGTCTCTACCCCCTACCCCACCTCAGGCTCAGCCACCCAACCTGAACCGCCAGCCTCCAAGCAGCCAGCCATACCGTGGCCTCATTGgccagaacacacacaacatgatgCAGCCTTCCAACAAGATGTGTGATATGGACTTAAAGCTGTTTGGCACTGGGATGGATGTGAAACCTGGAACTCCCCCAGTCAGTGCAAGAAGCACGACCCCTACCTCAAGTCCTTATAGGGCGAGCTCCACAAGCCCCAGTAGTCAGTCCAGTAAGATGAACAGCATGTTGTATCCCAAACAGTTTCAGTCTGGATCACAAGGAATTCGAATCCCACAGCACTTTCCTGGACAGTTCAACCCACAGATGTTGTCTCAGCCCAACATGGTGTCTCCCCTGGTTCGTCCCCCTCATGCTAACTCTTTTCCTGGAGGGGTGCAACGAACCCCCATGGGTCCTCCTATGTCCCCCAACCTTAGCGGGGGCCTGATGCCACACCCCAGACCCCAGCACCCTCCCCGAGGCCCCTCTGGGCCGCCCTTAGGACCCCGTAGTACCCAGGCAGCTCTTAGGGCTGAGCAGGACCTTAAGGCTAAACAAAGAGCAGAGGTACTACAGTCTACTCATAAGTTCTTCtctgagcagcagcagcagcagcagcagatgaAGACTTCAGCTGCTAAGTCTGCTCGTATGGATGGAGCAGGCAAGCCCATTGACAGTGTTGCTCCAAGCCACCAGGGGGCTCAACCAGAGCGCACTGAGCCTGACAAACCCACACCCCTTGCTACGACCAAGCCGATCCGCACCGGTCCCATCAAACCCCAGGCCATCAAACCAGAGGAGAGCAAGTAAACCAATGTCACCTCCAACAGGACTGACACATGGATGGATGCAGTGATTTGAGAGAAGATAAATGTTAGAGGGGAAGAGGTAGTCTGAGTTGTGGAGAGGAGAATGGGATTGCTGGGTGAACTGTAGCCTGTAATTAAGCTATAATCTGTGTGGCTCACTCACCTGTGCCCTGCCTTTCTTCTGCTCCACCTCCCACTGATCTCTCACTGATCTCCTGCTTTCTCCATGgtggagagtttttttttccaacggACATGAAAAGGTAGAACATAGAATGACTGTACATCCCTAATGTACAATGAAGGTGTAAAGCGAAATGAAAAAGTTAAATTTGCTGCTGGGTGCACGATTTTTATAATTGATTCCCCCCCCAGATCCCCCCCACCCTTTCCTCAAGTAGAATCATATTAGGAGGGCAGTTACTTCCTTTGTTTCTGAAAAGTTTTGTCtgtcccctttttttttttgttattgtaggaaaaaaaaaaaagaaatctttgtttaaaatgtttgattttctatttttgatctttttttttttcaagctttgCAGTTTAAGCAATTGAGAAAGACATGAAAATGTGCACACCTCCATGTTTAACCTGTGTGTATGGCCACTGctcaccttctctctcttctccctctcacTATAGTGAAGCAATTTCTCCTGACCAAGATGTGTGTCAAAAACAAGACAGTACAGCTTatataaaatgctgaaaaaagtcTTTATGCTTTTAATTCCCTTGAGAGAAATGCATGGTTAGAGTAACTGATTTGAAACTTTGATGGTGAATTTGATTGATTCATAGATGGCTGTTGCTACTAAGCCTTCCTTCATACCTTCCtccctgaatttttttttttttctttcaccagTGAGCTGTGTATGAAATGAGAGCGTCTTGAATCTTTAGCCAAAGGTTAGGCATTATAAGAAATCccctcaaacaaaatgaacttttttttttttttttttttttaaataaataaacggtTACTAGTTTACTTCAGAGTTGGTCCCGTATGCTTCAACCCTTCACTGTTTGCTGAATATAAGTGGAGGAGTTTCAGATGTTCACACTCTTTGGCACAGCTCACAGTCATGCCATGCTGCTGACACTAGAGGTTGATATTAGAGGTTGGGACCCTGTCGTTTCTGACCACCCGTCATAGCAGAAAGGGGTCACGGAAAACTGAGCTTGGGTTTCGCACCAgtgtttgattttaataatatatatatagctgcaaaataaaataaagagaacatttcaaaatgtgagTCAGCCTCTAGAGGAGTGTAAAAGGGCAGAAAGACAAAAACTGATAGAACTGTAGTTCAGACgcaaaaagttatttttcttattttctgttGTAACGTCCAAAGGCCTCAATCTCCTGGGCCTTGACCCTCTCCAGTCTGTTTCTTTCAGGTTGTTAATGCAAATGGGAGGCTACAGATATACAAGTGTTTAAGTGTGGCTCCAAAATGACAAGTGGGAGAGGAAGGAGTGGAGAggggaatgattttttttgtttgttttacttgtACAGGGGTTAAATCGCTGTATTAAAATATGTAAGGTCTTATTTACATTGGTTTGGTTACagaaactaataaaataatatgctgtcaaaaatgaaaa
>XM_034313887.1
ATTGGCGCGCTGCCATCTTTGATTACGCGACAGGCCGCGGCGGCGCGAGAGGGGGCCTCTCTCGACTGGAGAAGACCCGTCTCAGACGAGACAACGGGggggaaagaaggagaaaatatACCCAGCAACGCCACCGGTCCGGCTGGTTCTGTTTTCCCAGATTTTACCGGTCACGATAAGCAAGAACAGAGGCACCGGACAGAGCGCGATAAGGGGCTTCGCTTTTGTGGGAGAGTTTGTGAGCTGTAGCGCTCCAGCTAACCAGTGTGTAGCATATAGCatatagcatagcatagcatagagAGCTTTTGTAATCCAGCTCACACACGTACACGCGTGCACTCAGCCGGGCACAGCGGCCTTCTTCAAGTCAGCGACGGGACCGGCGGAAACAGGAGCCTGGTTCTGAGGGGTGAGACCGGAGGACCAGACTCAATGAGTTTCCAGCGAAATGTCAGAGAAGTCAGGGCAGAGCACCAAGGCAAAGGATGGCAAGACCAAGTATGCAACCCTTAGCCTCTTCAACACTTACAAGGGCAAGTCTCTGGAGACCCAGAAAACTGCAGTTGCTGCCAGACATGGGCTCCAGAGTTTGGGCAAAGTCGCGGTCAGCCGGCGTATGCCCCCTCCAGCCAACCTGCCCAGCCTGAAGGCTGAGAACAAAGGCAATGACCCCAACGTCAGCATCGTTCCCAAGGACGGCAGTGGCTGGGCCTCGAAACAGGACCAGGCTGGAGACGAACGGCAGCAGGAGACCCCTCCTCCACAACCAAAGCCTCCTGTCCCTCAGGTGTCTGACAATCCTCTGGGCAGCCGCTCCTGGGCCAACAACAAGCAGTCCGGACCAGTTGATGGAACTCCAAGAGTAAGCAGCCAGTTCCATCAGGAGTTCCCCAGCCTGCAAGCAGCGGGTGAGGCAGAGAAATCAGGCGAGCTAGAGGAAGAGCCTTATGGACCGGGCCCCAGCCTCAGACCTCAAAATGTGGGCAGCTGGCGGGAAGGTGGAGGTAGAAACCTGAACGCAGCTACCGGCCCTAATGAGATGGACAGCAAGGCTCCTGAGGAGGCAGGGCAGGGTCGTGGCACTCCTTCCCCAACGGGGGACACGGATGTGGCGGGGAAACCCTCCACTGGGGAAGGCAGGGAGAAGAGAGATGCTAGAGACAAGCTTCCTGCTCCAGCCCCACAGCACAAACTCAATGGTGGACAGCAGCCACCTGGAGGAGAACCCTCTCAGTTCCATGCTCAGTTTAGAGGCATGATGCCACCTTATATGTTCCATGCCTACCCTCGTATGCCTTATGCACCTGTACAAGGAAACTTCAGATACCCTGGGCAGCAGGATGGATCAAAGGGTCCAAGGCCTAGTGGAAGGCCTTCACAGCCTCCTCCACAGTCCTGGCTGCAGGATCCAGACCGGCCCTCAATTGTTAGTGCTTCTGAGCTGAAGGAGCTTGACAATCTAGACACGGATGCTGATGAGGGTTGGGCTGGTGCCCAGATGGAAGTTGACTACACAGAGAAACTGAACTTCAGTGACGATGAGGATAATCATACAGCCAAGGAGAAAGGAGACAACTGGGAGTGGGTAAATAAGGTGGAGCGCATACGATCGCGCAACACTGATGTCCAGGAGGGTTGGAaagaaggaggagaggaaagaagTGAGAGCAAGAACTCATGGGCAGACAGTGGGGAGCCTAGAGCTCCCTCACCAGGCAGTGTAACTCAATACAGCAAAACAGGACCATCCCAAGACTACCAGGCTGGACGATCTGCAGGTACTGGCGCGGCTCGTCTATCAAAACCTTCCACCGCCTATGCTGCTGGTGAGGATGACTCAGAGGCCTGGAGACAGAAACGTAAGAAGCAGTCTGAACTTTCCGAGGCTGTGGAGCGCGCTCGGAGGCGGCGTGAGGAAGAGGAAAGGCGCATGGAGGAGCAGAGGCTGGCCGCCTGTGCTGAGAAACTCAAACGCCTCAATGAAAAACTACGGCCTGCTGCTACTCCGGAGGCTCCAAAGTCACCTATGCCTGTCCAGAGCAATGAATCAGAGGCTGAAATAGTGCCTAGCTTGCCTGCTGAAACCTCACCCACTCAGGCTGCTCCTGCACAGCAACCCCTCCCATCTGTGCCCATACCTGCCCATGATGGGCCAGAGCCAAGTGTGGAGGAGGAGCCACAGTTTGTTACCAGGCAACCCAGCCCTCCTGCCCACAGGACTGTTACTGAATCACAGGAAGCTGAGGTGGATGTTGCAGTAGTTGAGGAGGTACAGGTGGAAAGACAACCAATTAGAGACTACTTTAGCCCAGAAGAGTGCAGAGTAGAGGAGCCACAGATGCCTCGGCTTGATCACTCTGTCAGTGACGATATGCCCCATCCACAGCTGGAGAATGAGGGTGAGGCGGGGGCCACAGTTCGCCCTTCACTTCCCTCTGGTTACTCCAAACAGTTCCAAAAATCTCTGCCACCCCGCTTCCTAAGACAGCAGGAGCAGCTGAAGCAACAGCAGtggcagcaacagcagcaacaacaacagaccGGTGGAGGCTCAGTTTCTCCCTCAGGGGGATCAGTTCCCCCCCAGCATCGCTCTCTCTATCAGCCATTGGGTCCGCATCACCAACACCTGGCCTCCATGGGTTTTGACCCACGCTGGCTGATGATGCAGTCATATATGGACCCACGTATGATATCTGGACGCCCACCTATGGATATGCCTCCCATGCATCCAGGGAGAATGCCTCCAAAGCAGTTGGTCCGCAGAGAGCCCACTGATAATAGTAGTTCTGGTTCAGATTCCTTTGATCACCGACCAATAAGAGAACATGGAATGACCAGTGAGCCTCGAATGGTGTGGGGTTCTGACCCTTACCCTCAGACTGAACCTTTAACTGCTGCAACACCCCCTAAAGTCCAGGAGAACTGCAAGGAGCCAAGGCTGGATGCTGGTCTGGACCTGGAAAGAGGGCTATCATCTGTGTATCCTCAGGAGCACAGCACGCTGGAAGCAAGGGGAAAGAGTGACTTTTTCAGAGACTCCTCTGAGCCTCTCTCCACCTTTAGCCATGTTTCAGAAGAGGTGCCAGGTCTCCTGCATACAGACAGGGTCCCTGTCATCTCTTCCTTTGAATCTGAGGTAGCCGCTCTCTCTGGTGGAGATGAGGTCGAGGCCATTGGGCAGGCTGTGCTGAAGAGGACCATCTCTCAAGGGTCAAGTCACTCTCTCAAATTGGAAGAGCCCAGGTTTGAAGGAGTTTCTATAGTGCAGAAGACGGTGGATCTCCCTGAAGCTGCAGAACGACTAGAGGACAGTTCCAGAAAGGAGCCGTTTGGCCAGGGGCATGTGATTAACAACCGTGCCACTCCACCTACTTCTACTGACGGTATGCACAAAGCAGACAAGCTGCCTCTGCAAGCACCTGGTAAGCAGAAGGGTGAGCTGCGCTGGGGGTCTCGCGGAGGGAGAAGAGAAGGAGCTGGAGGGGAGAGGCCAGTTAGGAGGTCAGGGCCAATAAAGAAGCCCATCCTGCGGGACATGAAGGAGGAGCGGGAGCAGAGGCGAGAGAAAGAGGAGCGTCATGAGCGAGGGGAGCGATCTAAAAAAGAAGGCGCGGCTTTCAAAATCCCCTCAAACACTGCGGCCGCCCTGTTGGATGGCCAGAAGTTTTCCAGTGAGGGGACAAAAGAGATCATGGCTGGACCAGAGGAAGGAACAGCATCTGGTGTCAACAAAACACGAGAGCCTCAGACAACCATAGCTACAACAGCCACCACTACCCAGGAGGAAAAGCCAAGCAAACCTCCACCCAGTGATAAACGCATTGAACCCAAACTACCTTCTCGAAAAGAATCCAACCTGTCAAGGGCCAACCGCAGAGAAGAGcgggagagggaaagagagcgGGAGAGGGACAGGGATGTGGAGAGGGAGCATGACTGGCCTGCTGATGCAAACTACAAAGGGCGGGGTCGAGGCGAGTACTACTCACGTGGGCGTAGTTATCGAGGCAGCTACAGCGGAAGAGGACGAGGTAGCCGTGGACGCAGTCGCGTGGAGCGCGTGGAGTACCCATACAGAGAGCCGCGCTCCCGTCCCGATCTGCTGAGCGCCTCTGGGACTACAGGTTTTCGCTGCCGTGAGGAGAGCGAGACTCGCAGTGAAAGTTCGGATTTTGAAGTGCTTCCCAAACGCAGGCGCAGGAGAGGGTCAGACACAGACTCTGAGAGTGAAGGCCGAGAGTCTGCCAGCGACACTGGACCTTCTGATCGTGAGCCCACTGCTAAGCCTAGTAGACCCCTACGCCGTGAACTGCCTGAATCTCGTCCCGCCGCAAAAGTTGCCTCTGGGCTCGGACCCGCACATCTACCAGATAAATCTGGCCCTCGTGAAGAGGACGGTCGGCCTAAACCGGGATTTCTTCCTAAGGGAGAACCAACACGACGCGGTAGAGGAGGTCTATACAACCGGAGAGGTGGAGGGAGAGAGCGGGCTGCCAACAGGTCTGCTCCCATGCGTCGGGCTGGGGTGAGAGAGAGCCTGCCTTGGCCCTCCAAACCCATGGAGACGTTTAGGCCAGAAGAAGCTGAGGCATCTCGCATGGATGGCACAACCTCTGAGCAGCGCTTGCCTAAACATGAAGGCAAGAAGTTAAGAGAAGCTGGCCAAAGCACTAGAGAGAGACCTCGGAGGCCAAGGCCCGCGAGACCCCCCAGGCAGGACAAACCACCGCGCTTTAGAAGACTTAAAGAACGTGAAGCAGCCATCATAGCGGGTGAAGCAGCAACTGTTGCAGCAACACAATCGCCTGCCCCAGTGTCTGAATCTGTGTCTGCAGCAGTGTCCAAAGCTCCAGGAATGCCCGTCACCCTCCCTGAAGGTCCTGCTTCTTCAACCACAGCGTCTATTACCACTGCCACCGCTCCTGCTGAGGTTCCTGTAACAGAGGCAATACTTCCTGAGACAGGAACTACCACAGTGGTTGCTGCTGGCAGCAAATCACCGGACTTGTCTAATCAGAACTCTTCAGATCAGGCCAACGAGGAGTGGGAGACTGCTTCTGAAAGTAGTGACTTTAATGAGAGGAGGGAACGAGAAGAGCGAAAGGGTGCGCTTGATGCAGTGGTCGCTGTTACAGCATCCTCTTCAGCTGCACTTACCCAATCCTCAGGAGGCCAGAGCAAGTCTCCTGCTGAGGCAGGACTAACTCCGAAACGTGAGGCGGTTCCTGTAGCCAAGAGGAGCTTCTCCAGTCAAAGGCCCGGAGACAGACAAAACCGCAGGGGTAACACTGGCACAAAGACTGGCAGAGGGTACGCGGGGGGCAAGGGCGAGCGCAGAGGAGGCTCAGGAGCCAAATCTGGACGTAGGAGTGCTGCAACTCAGAGTGCAGATGCTGCCCAGACTGGAGCAGGTCAGAAGTCCAGTAAAGAGCCAGCACCTGGCCGGCGTAAGGAGGAGTCCAAGCAACCCGTGAAGAAACCTAAGGAGAAGGAGAACGCACTATCCCAGTTTGATCTTAATAACTATGCCAGTGTGGTAATCATTGATGATCATCCAGAGGTGACGACCTTGGAGGACCCACAGTCCAACACTAATGATGATGGCTTCACAGAGGTTGTGTCTCGAAAGCAGCAGAAACGTCTGCAGGATGAGGAAAGGAGAAAGAAGGAGGAGCAGACTGTTCAGAACTGGGGTAAAAAGAGCTCAGGGGAAAAGGGCAGGGGGGGAGGTGGATCCAAGCTGCCTCCACGGTTTGCCAgaaaacagcaacagcagcaggcATCAGCAGCATCCCAGCAGCAGGCTGCATCCTCAGCCCATCAGACTCAGACCTCCTCTCAGCCGGCTCATCAGTCCCAGCCGCAACCATCAATCtctgtctcccagcacagcctTTCTGCCCAGACCCAGACTACCACCTCCTCCCAGCCTCTAGAGGGTGCTGTGGCCCCTCTGCCACCTGCGTCTGTGGACTTCTCCACTAAAACCCAGGCACACAGCACTCTAGGTACTGAGCTGTGGGAGAATAAAGTGGCTGGCTCCACTGTCCTCACTGATGTCAAGAAACTTGGGCCCATCAGCCCCCCTCAGCCACCCTCAGTCAGTGCCTGGAATAAACCTCTTACCTCTTTTGCTGGGACCGTGACCTCTGAAGGTGTGAAGGCAGGAACGGACAGTGGTGTTGAACTTGGCATGGAACGTATCCAGTTTGGCGCTCCCTCTTCAGCAGGTAGCACAGACAGTGATGGAGCACCAGCTATGCTGGAAAAAACATCAGACAATAAACTACCTGAACCCAAAGAACAGAGGCAGAAACAACCCCGTGCTGGACCCATCAAACCACAAAAGctgCCGGACATTGCTGCTCCTGAGCAGAAAGAGTACAAGCCTGGCCCAATCGGTAAGGAACGCTCACTAAAGAACCGCAAGGCCAAAGATGGCCGCCAGACAGAAGGAGATGGATTGGAGAAGGGTGGTCCTGGTGGCAGCAGGGACAGAGACTCCAGCTCTCCTGCTCAAGACAAGGTTCCTGAACTAGGAGGAGATATCGAAGGCATGATCACAGTCCCCTCAGCTGAATATTCAAGCAGTTCCAAGGAATCTGTGACCGACTACACTACCCCGTCGTCCTCGCTGGCTGACACTGTGCCTACCGGAGGAAGCAAGATGGAGGAGAGCCTAGTTGCTAATGTGGCACTGCCTCCCTCACTTCCTCTGCCCCGTAGAGAAACCCTACAGCAGACCTCTAGCCTGAGCACAGTTTCTCCTGCTACAGTGGACCTCACACTGAAGATGGAGTCAGCTCGTAAGGCTTGGGAGAACTCCCCCAGTCTGGGAGAGAAGAGCTCTCCTGTCACCTCCTCTGCTTCCCCCATTACCAGCGGAGGAGGCGCAGGTAGTGCCTCTTTCAGCTCCTTCTCCAGTGCCTCCATGCCTCAGATACCTGTTGCTTCAGTGACACCTAGCACATCATTGTCAGGTTCATCCACTTACACCACATCGTCTTTGAGCACCAAGACCACATCTGCATCCGACCCTCCCAACATCTGTAAGGTGAAACCACAGCAGCTGCAGAGTTCAGGATTGTCCAACAGCAACTTCTCCCAGCTTAGCTGTGTACCTCCTCTGTTaccacagcaacagcagcagcaggcccCACAGGTCTTTGTCTCCCAGTCTGCAGCAGGTTCTACTGCACAAATTCCAGCCTTCTATATGGACACCAGCCATCTGTTTAGCACACCTCATCCTCGCCTGCCTCCTCCCTCCATAGCCCAGCAGCAAGGCTTTCAGCCTGGACTCTCACAGCCTACAGGAGTGCAGCCGATTCCTATCCCAATCTACGCCCCTCTCCAGGGTCAGCCACAGCACCAGGCTCAGCTCGGCCTCAGCACTGGCCCTCCTGTCTCTCAGCCACAAGATCTCTTCAGCTCCTCCATACAGCCCTACAGGTCTCAACAGGCATTTATGCAGAACAGCTTGTCCCAACCATCTCCCATGATGCTATCAGGGACAACGCTGCACAGCTACCCTGGAGTGCAGCCCCCTGAGCTGGCTAAGCCCCAGTCCAGCCTGGCCTTCCAGCAAACCTCCAACACACAGCACATCCCCATCCTGTTTGAACCACAGCTGAACCAGCCCTCTGGAATAGGTGGCTCCCAGCTTATagatacacacatactgcaGCGCCAGGGAATGAGTCAACATTCAAATCTGTACTCTGGGCAAGTGCAACAACATACACAGAACAGTTACTACAGCTCGACACAGAGCCCCAGCTCTGCACTACAACAGGTGACGGTCCCCATGCCTGGCTCTCAGCTGTCATTGCCTAGCTTTGGCTCCGGTGGGGGTCAGCCTCTGCTGGCCCTGCCCCAGTCTCTACCCCCTACCCCACCTCAGGCTCAGCCACCCAACCTGAACCGCCAGCCTCCAAGCAGCCAGCCATACCGTGGCCTCATTGgccagaacacacacaacatgatgCAGCCTTCCAACAAGATGTGTGATATGGACTTAAAGCTGTTTGGCACTGGGATGGATGTGAAACCTGGAACTCCCCCAGTCAGTGCAAGAAGCACGACCCCTACCTCAAGTCCTTATAGGGCGAGCTCCACAAGCCCCAGTAGTCAGTCCAGTAAGATGAACAGCATGTTGTATCCCAAACAGTTTCAGTCTGGATCACAAGGAATTCGAATCCCACAGCACTTTCCTGGACAGTTCAACCCACAGATGTTGTCTCAGCCCAACATGGTGTCTCCCCTGGTTCGTCCCCCTCATGCTAACTCTTTTCCTGGAGGGGTGCAACGAACCCCCATGGGTCCTCCTATGTCCCCCAACCTTAGCGGGGGCCTGATGCCACACCCCAGACCCCAGCACCCTCCCCGAGGCCCCTCTGGGCCGCCCTTAGGACCCCGTAGTACCCAGGCAGCTCTTAGGGCTGAGCAGGACCTTAAGGCTAAACAAAGAGCAGAGGTACTACAGTCTACTCATAAGTTCTTCtctgagcagcagcagcagcagcagcagatgaAGACTTCAGCTGCTAAGTCTGCTCGTATGGATGGAGCAGGCAAGCCCATTGACAGTGTTGCTCCAAGCCACCAGGGGGCTCAACCAGAGCGCACTGAGCCTGACAAACCCACACCCCTTGCTACGACCAAGCCGATCCGCACCGGTCCCATCAAACCCCAGGCCATCAAACCAGAGGAGAGCAAGTAAACCAATGTCACCTCCAACAGGACTGACACATGGATGGATGCAGTGATTTGAGAGAAGATAAATGTTAGAGGGGAAGAGGTAGTCTGAGTTGTGGAGAGGAGAATGGGATTGCTGGGTGAACTGTAGCCTGTAATTAAGCTATAATCTGTGTGGCTCACTCACCTGTGCCCTGCCTTTCTTCTGCTCCACCTCCCACTGATCTCTCACTGATCTCCTGCTTTCTCCATGgtggagagtttttttttccaacggACATGAAAAGGTAGAACATAGAATGACTGTACATCCCTAATGTACAATGAAGGTGTAAAGCGAAATGAAAAAGTTAAATTTGCTGCTGGGTGCACGATTTTTATAATTGATTCCCCCCCCAGATCCCCCCCACCCTTTCCTCAAGTAGAATCATATTAGGAGGGCAGTTACTTCCTTTGTTTCTGAAAAGTTTTGTCtgtcccctttttttttttgttattgtaggaaaaaaaaaaaagaaatctttgtttaaaatgtttgattttctatttttgatctttttttttttcaagctttgCAGTTTAAGCAATTGAGAAAGACATGAAAATGTGCACACCTCCATGTTTAACCTGTGTGTATGGCCACTGctcaccttctctctcttctccctctcacTATAGTGAAGCAATTTCTCCTGACCAAGATGTGTGTCAAAAACAAGACAGTACAGCTTatataaaatgctgaaaaaagtcTTTATGCTTTTAATTCCCTTGAGAGAAATGCATGGTTAGAGTAACTGATTTGAAACTTTGATGGTGAATTTGATTGATTCATAGATGGCTGTTGCTACTAAGCCTTCCTTCATACCTTCCtccctgaatttttttttttttctttcaccagTGAGCTGTGTATGAAATGAGAGCGTCTTGAATCTTTAGCCAAAGGTTAGGCATTATAAGAAATCccctcaaacaaaatgaacttttttttttttttttttttttaaataaataaacggtTACTAGTTTACTTCAGAGTTGGTCCCGTATGCTTCAACCCTTCACTGTTTGCTGAATATAAGTGGAGGAGTTTCAGATGTTCACACTCTTTGGCACAGCTCACAGTCATGCCATGCTGCTGACACTAGAGGTTGATATTAGAGGTTGGGACCCTGTCGTTTCTGACCACCCGTCATAGCAGAAAGGGGTCACGGAAAACTGAGCTTGGGTTTCGCACCAgtgtttgattttaataatatatatatagctgcaaaataaaataaagagaacatttcaaaatgtgagTCAGCCTCTAGAGGAGTGTAAAAGGGCAGAAAGACAAAAACTGATAGAACTGTAGTTCAGACgcaaaaagttatttttcttattttctgttGTAACGTCCAAAGGCCTCAATCTCCTGGGCCTTGACCCTCTCCAGTCTGTTTCTTTCAGGTTGTTAATGCAAATGGGAGGCTACAGATATACAAGTGTTTAAGTGTGGCTCCAAAATGACAAGTGGGAGAGGAAGGAGTGGAGAggggaatgattttttttgtttgttttacttgtACAGGGGTTAAATCGCTGTATTAAAATATGTAAGGTCTTATTTACATTGGTTTGGTTACagaaactaataaaataatatgctgtcaaaaatgaaaa

Function

symbol description
prrc2c Predicted to be involved in cell differentiation. Orthologous to human PRRC2C (proline rich coiled-coil 2C).

NR:

description
PREDICTED: protein PRRC2C-like

GO: NA

KEGG: NA

RNA

RNA id representative length rna type GC content exon number start site end site
XM_034313886.1 True 10377 mRNA 0.53 34 4859323 4886501
XM_034313887.1 False 10374 mRNA 0.53 34 4859323 4886501

Neighbor

gene id symbol gene type direction distance location
LOC113545311 LOC108257966,LOC108415675 coding upstream 4598 4847581 ~ 4854725 (+)
LOC117599802 LOC108257967 coding upstream 13289 4835086 ~ 4846034 (+)
LOC113545285 LOC108257967 coding upstream 27379 4823038 ~ 4831944 (+)
plpp6 plpp6,LOC107683852,LOC107597802,LOC107669136,LOC107712867,LOC107581521 coding upstream 37312 4816687 ~ 4822011 (+)
LOC117599796 NA coding upstream 216967 4641793 ~ 4642356 (+)
mettl13 mettl13,LOC107733805,LOC107712871 coding downstream 45988 4932489 ~ 4939511 (+)
suco suco,LOC107712873,LOC107687343 coding downstream 111647 4998148 ~ 5048442 (+)
scrn2 scrn2,LOC107697287,LOC107581469,LOC107733816 coding downstream 165529 5052030 ~ 5064149 (+)
mysm1 mysm1 coding downstream 179809 5066310 ~ 5077918 (+)
oma1 oma1 coding downstream 192720 5079221 ~ 5097477 (+)
G290009 NA non-coding upstream 44527 4808540 ~ 4814796 (+)
G290005 NA non-coding upstream 52743 4804560 ~ 4806580 (+)
G290004 NA non-coding upstream 56295 4802813 ~ 4803028 (+)
G289995 NA non-coding upstream 103588 4755506 ~ 4755735 (+)
G289989 NA non-coding upstream 128011 4731085 ~ 4731312 (+)
G290028 NA non-coding downstream 9621 4896122 ~ 4896387 (+)
G290030 NA non-coding downstream 12466 4898967 ~ 4907812 (+)
LOC117599804 NA non-coding downstream 260684 5147185 ~ 5150925 (+)
G290192 NA non-coding downstream 367016 5253517 ~ 5253723 (+)
LOC113545370 NA non-coding downstream 416129 5302630 ~ 5306902 (+)
LOC113545190 NA other upstream 249722 4601055 ~ 4609601 (+)
trnad-guc_17 NA other upstream 521024 4328832 ~ 4338299 (+)
clocka clock,LOC107701480 other upstream 549394 4248330 ~ 4309929 (+)
G289531 NA other upstream 788956 4054457 ~ 4070367 (+)
trnad-guc_14 NA other upstream 871200 3988052 ~ 3988123 (+)
dnm3a dnm3,dnm3a other downstream 55450 4941951 ~ 4979400 (+)
usp24 usp24 other downstream 848972 5735473 ~ 5801693 (+)
b4galt6 b4galt6,LOC107712262,LOC107687169,LOC107712895 other downstream 1249419 6135920 ~ 6160040 (+)
tdh tdh,LOC107561940,LOC103024478,LOC108435012,LOC107723287 other downstream 2126241 7012742 ~ 7019686 (+)
atp5mpl NA other downstream 2891096 7777597 ~ 7782008 (+)

Expression


Co-expression Network