lrp1aa (LOC108281054,LOC108424569)


Basic Information

Item Value
gene id lrp1aa
gene name LOC108281054,LOC108424569
gene type coding
species striped catfish (Pangasianodon hypophthalmus)
category of species economic fish

Chromosome Information

Item Value
chromosome id NC_047614.1
NCBI id CM018560.1
chromosome length 21552800
location 21211252 ~ 21371670 (+)
genome version GENO_Phyp_1.0_2019_striped_catfish_Genome

Sequence

>XM_034314304.1
aatctggcaaccctgtggGCAGCAGGAGCACAGAAGAGGACTGGAGACGCGCTCAGATTTTTCGCTGCTCTCTCGCAGGCTTGTTGAGGAGAAGCTCCGTgatgctgcgtgtgtgtgtgtgatgtgtgtgtgatgtgtgacgtgcatgcgtgtgttagtgtgtgcatatgaatgtgtgtgtgtgagagagagtgtgtgtgtgtgtgtgtgagagtgtgtgtgcgcccaCACATGAGATCTCAGCAGCCCGACAGATGATCACAGTTTCCATCATGCTCGCAGTGAAGCTCCTGTGAAACACTCTGCGCGGATCAGCggctcttctcctcttctcctcttctcttctcctcttctctggaCTCCTGCTTTCCTCTTTCTGAAGGACTTTTCCCACCTGATCAGGATCCAGTTTCAGATCCAGGTTTATTTCAGGTGTGGAAGTGGGGGAGAAGCATGTTGCGCGTGCCAGGGAGCGCCGTGGTTCCCGGATTGCTGCTCTTGTGGAGCTTTTCGCACAGTTTGGACCTGAGCTCTGCTGCCACGACTGTCGAGGcccCGAAGACGTGCAGCCCGAAGCAGTTTGTGTGTCAGGATCAGGTGACGTGTATCTCTAAAGGATGGAGGTGTGACGGAGAGAAAGACTGTCCCGATGGATCAGACGAAGCTCCagaagtgtgtcCTCACACACGTGTGTCTCCGTGTCCTCCGAATGAGCATCAGTGTGAGGGGACggaggtgtgtgtgcacatgagTAAGATGTGTAACGGTGTCTCTGACTGTCCTGATGGATCAGACGAGGGGGCGCACTGCcgagAGCTGATCTCGAACTGTACGCTCGCTGGCTGTCAGGAAAACTGCGCCATCACACACTCTGGTCCTGTGTGTTACTGCAAGAACGGCTATGAGATCAGCCAGGATGGGAAACTATGTAAAGattttGACGAGTGTACGGTGTACGGGACGTGCAGTCAGACGTGTACGAACACCGAGGGCTCGTATTTCTGCTCCTGTGTGGAAGGTTACCTCGCTCAGCCTGATAACCGATCCTGCAAAGccaaaaatgTGCCTGTGGATCGTCTGCCGGTGTTGCTAATCGCTAACTCTCAGAACATCCAGGCTACGTCTCTGAGCGGCGCGAGCAGCTCGTCGCTCTACACCAGCACAAAACAGACCACAGCCATGGACTTCCTGTATAAACAGGAAATGGTGTGTTGGATCCACGTGGGAGACACACCGGCCGGGACGCAGCTGAAATGCGCCAAAATCCCGGGACTGAAGAGTTTCACTGACGAGAGAGTCATTAACATATCGCTCAGCTTACACCATGTGGAGCAGATGGCGATCGACTGGCTGACGGGGAATTTTTATTTCGTGGATGACGTGGACGATCGGATCTTTGTGTGTGATAAAGACGGGGTGACGTGTGTGACGCTGCTGGATCAGGAGCTGTACAACCCGAAAGGAATCGCACTGGACCCTACCAtggggaAGTTGTTCTTTACGGATTACGGACAGATCCCGAAGGTGGAGCGGTGTGATATGGACGGTCAGAACCGCTCGAGGCTGGTGGACAGTAAGATCGTGTTTCCTCACGGAGTCACGCTGGACCTGGTCAGTAAGCTGGTGTACTGGGCCGACGCCTACCTGGACTACATCGAGGTCATCGACTACGAAGggagacacagacacaccatCATACAGGGGCtactgatcgAGCATCTTTACGGTTTGACTGTTTTTGAGAATTATCTTTACGCCACGAACTCGGACAACGCGAACGTGCAGCCGAAGACGAGTGTGATTCGTGTGAATCGCTTTAACAGCTCTGACTATCAGGTGGTGACGCGAGTGGATAAGGGCGGAGCTCTGCACGTCTATCACCAGAGATGCCAACCGCCAGtgAGGAGTCATGCGTGTGAGTTGGATCAGTTCGGGAAGCCCGGCGGTTGTTCTGATATCTGTTTATTGGGAAACAGCCACAAGAGCCGAACGTGTCGCTGTCGCTCTGGATTCAGCCTCGGCAGCGACGGGAAATCCTGCAAGAAGCCGGAGCACGAGCTGTTCCTGGTTTACGGAAAAGGTCGTCCCGGAGTGATCAGAGGGATGGACATTAATCCGAAGGTGCAGGACGAGTACATGATCCCGATAGAGAACCTGATGAACCCTCGAGCCCTGGACTTCCACGCACAGAGTAACTTCATCTACTTCTCCGACGCCACCAGCTACCTGATCGGCCGACAGAAGATCGACGGCACTGAGAGAGACACCATCCTGAAGGAAGGTGTGCACACGGTGGAGGGAATCGCTGTGGACTGGATGGCCAATAATCTGTACTGGACAGACGACGGGCCGAAGAAGACCATCAGCGTGGCTCGACTGGAGAAAGCGGCACAGACGAGGAAAATTCTCATCGAGGGCAAAATGACGCATCCACGAGCCATCGTAGTGGATCCCAAAAACGGGTGGATGTACTGGACAGATTGGGAAGAAGATCCGAAAGAGAGCAAGAGGGGTAAAATCGAGAGAGCCTGGATGGACGGAACCAACCGGAACATTCTCTTAACATCGAAGACGGTTCTGTGGCCCAACGGTCTGAGTCTGGACGTTCCTCAGGGGATCCTGTACTGGGTGGACGCTTATTACGACCGCATcgagatggtttacctcaacaGCACCGAGCGCAAGACGGTGTATGAAGGACAGGAGCTGAGTCACGCCTTCGGTCTCTGCCACTATAAGAACTTCCTGTTCTGGAACGAGTATCGTAGCGGCAGCATCTACAAACTCGATCAGGACACCAAAGCCGTCACGCTTCTACGCAACGAGCGTCCTCCCATCTTCGAAATCCGCATGTACGACGCCCAGCAACAGCAAGGTACGAATGCGTGTCGAGCGAATAACGGAGGATGCAGTATACTGTGTTTAGCGACTCCAGTCGGTCGATCGTGCGCTTGTGCTGAAGATCAGCTCTTGGATCCGGCGGATAACACCAGCTGTAAAGcAAACCCGTCCTACATTCCTCCTCCTCAGTGTCAGGCCGGAGAATTCGCCTGTAAGAATAATCGCTGCATTCAGGAGAGGTGGAAGTGCGACGGAGACAACGACTGTCTGGACAACAGTGATGAAGCTCCAGAACTCTGccATCAGCACACGTGTCCCGCTGACCGCTTCAAATGTCAGAATAATCGCTGCATCCCGATGCGCTGGCTCTGCGACGGAGACAACGACTGCGGCAACGACGAGGACGAGTCCAACTCTACGtgctcagCTCGGACGTGTCCTGCGAATCAGTACTCGTGTGCGAGTGGACGCTGTATTCCCAGCTCGTGGACGTGTGACCTGGACGATGACTGCGGCGATCGCTCTGATGAACCTGCCTCATGTGCGTATCCGACGTGTTTCCCTCCGACTCAGTTCACGTGTAATAACGGACGCTGCATCAACATGAACTGGCGCTGCGACAGCGATAACGATTGCGGTGATAACAGCGATGAAGCGGGCTGCACTCACTCCTGCTCCAGCACACAGTTTAAATGCGACAGCGGCCGCTGCATCCCCGATTACTGGACCTGCGACGGAGACAACGACTGCAACGACTTCAGCGACGAGACCCACGCCAACTGCAGCAATAAcgCGACCCGTCCCCCCGGCGGCTGTCACACAGACGAGTTCCAGTGTCGGATGGACAGTCTGTGTATTCCTCTGCGCTGGCGCTGTGATGGAGACACCGACTGTGTCGACATGAGCGACGAGAAAAACTGCGAGGGCGTCACCAACATCTGCGACCCCGCCGTCAAATTCGGCTGCAGAGACTCTGCGAAGTGCATCAGTAAGGCGTGGGTGTGTGACGGAGACAGCGACTGCGAGGACAACTCGGACGAGGAGAACTGTGAAGCGCTGGTGTGTAAACTCTCTCACCACGTGTGTGTTAATGACTCCAACATCTGCCTGCCGCCTGAGAGGCTGTGTGACGGGAAGGACGACTGTCCCGACGGCTCTGACGAGAAACTGTGCGATCTGTGCTCTCTGGAGAACGGCGGCTGCAGTCACAACTGTTCCGTGGCTCCGGGATTGGGAATCGTGTGTTCTTGCCCTCTCGGAATGGAGCTTAGTGCCAATAATAAAACCTGCCAGATCCAGGGCTTCTGTGCCAAACACCTGAAGTGCAGCCAGCGCTGTGAGCAAGACAAATTCACCGTCAAGTGCTCGTGTTACGACGGTTGGGCGCTGGAGCCGGACATGGAGAGCTGCAGGAGCACCGaccCGTTTAAGCCGTTCATCATCTTCTCAAACCGTCATGAGATCCGACGCATCGATCTGCACAAAGGAGAGTTCAGCGTCCTTGTACCAGGACTTCGCAACACCATCGCGCTCGACTTCCATCTGAACGAGAGCACGCTCTACTGGACCGACGTGGTGGAGGACAAAATCTACCGCGGGAAACTCTCCGAGAACGGAGcgGCTCTGACAAGTTTCGATGTAGTGATTCAGTACGGTTTGGCGACACCTGAAGGATTAGCTGTGGATTGGATAGCTGGAAATATTTACTGGGTGGAAAGTAACTTGGATCAAATCGAGGTGGCGAAACTGGACGGCACCATGCGCACTACGCTGCTAGCCGGAGACGTGGAGCACCCGCGGGCCATCGCTCTCGACCCCAGAGAGGGAATCCTGTTCTGGACGGACTGGGATGCGAGCATGCCGAGGATCGAGGCTGCCTCTATGAGTGGATTTGGGCGGCGCACGATCCATAAAGAGACAGGAAACGGAGGCTGGCCGAACGGCCTCACAGTCGATTACCTCGAGAGACGAATCCTCTGGATAGACGCCAGATCTGATGCAATTTACTCAGCCAAGTATGATGGTTCCGGCCTGATCGAGGTTCTCCGCGGACACGAATACCTGTCGCACCCATTCGCCGTCACTATGTACGGAGGGGAAGTTTACTGGACGGACTGGCGCACAAACACACTCGCCAAAGCCAACAAGTGGACAGGAAGCAACGTCACAGTGGTGCAGAGAACCAACACCCAGCCGTTTGATCTGCAGGTTTATCATCCATCCAGACAGCCACAAGctcCGAACCCGTGTGCGGCTAACGGTGGGCTGGGCCTGTGTTCTCACCTCTGTCTCATTAATTATAATCAGACGTTCTCCTGCGCGTGTCCTCACTTAATGAGGCTGGTGGCCGATAATCACACCTGCTACGAATCTCGTCAGTTCCTGCTGTACGCTCGTCAGATAGAGATCTGTGGTGTGGATATTTATAACCCGTATTATAACTACATCATCTCCTTCACTGTTCCTGATATTGATAACGTGACGGTTGTGGACTACGACGCTGTGGAACGGAGGATTTACTGGTCTGACGTTCGCACGCAAACCATCAAGAGAGCCTTCATTAATGGCACTGGCATCGAAACCGTCGTctctgcagatctGCCGAATGTGCATGGCCTGGCAGTGGACTGGGTTTCCCGTAATCTGTTCTGGACGAGTTACGATGCCAATAAGAAGCAGATTAACGTCGCTCGACTTGACGGCTCATTTAAGAATGCTGTGATTCAGGGTTTAAACAAACCGCACTGCATTGTGGTCCATCCCACACTCGGGAAGATGTACTGGACGGACGGAGACAACATCAGCATGGCTAACATGGACGGAACCAACCACACCGTCCTGTTCACCAATCAGAGAGGACCTGTGGGTTTGTCTCTGGACTTTGAGGACTCTCGTCTGTACTGGGTCAGCTCGGGGAACGGAACCATCAGCCGCTGCAGACTGGACGGAACCGGACTGGAAGTGCTGGAGGGAGTGAAGGGCAAATTAAACAAACCCTCTGCTCTGGCCATCATGGGTGATAAGCTGTGGTGGGCGGATCAGGGGACGGATCAGATCGGAACGTGCGACAAAAGCGACGGAGGAAACTGGAAAGTTCTGAGGAACAGCACGGCTCCCATGATGCACATGAAGATCTACAACGAGACCGtgcagacagGCTCGAACCTGTGCAGTAATTATAATGGCGATTGCTCTCAGCTGTGTTTGCCCACATCTCCTACTACACGAGCCTGTATGTGTACCGCTGGATACAGCCTGAAGAGCGAACAACAGTCCTGCGAgggtgtgGGGTCATTCCTGCTTTACTCGGTTCATGAAGGAATCAGAGGAATCCCTCTCGACCCGGCGGATAAATCGGATGCTCTGGTGCCGGTGTCGGGTTCTTCACTCACCGTCGGCATCGATTTCCACGCCGaaaatgaCACCATTTACTGGGTGGACATGGGCCTGAGTACCATCAGCCGAGCGAAAAGAGATCAGACGTGGAGAGAGGACGTCATCACCAACGGCATTGGCAGAGTGGAGGGGATCGCTGTGGACTGGATCgcagGGAACATTTACTGGACTGATCAGGGCTTCGATGTGATTGAAGTGGCTCGACTGAACGGATCGTATCGTTACGTCGTCATCTCACAGGGACTCGATAAACCTCGCGCCATCGCACTTCATCCTGAGAGAGGgtatctGTTTTGGACAGAGTGGGGTCAGTATCCTCGGATAGAGAGATCTCGTCTGGATGGAAGTGAGAGAGCAGTCCTGGTTAACGTTAGCATTAGCTGGCCCAACGGCATCTCCATCGACTACGagGAGGGTCTGTTGTACTGGTGTGATGCTCGCACTGATAAAATCGAGCGGATTGATCTGGAGACGGGGGAGAAACGGGAGCTCGTGTTGGCCAGCAATAACATGGACATGTTCTCCGTGTCTGTGTTCGAGAACTACATCTACTGGAGCGAccgtactCACTCTAACGGCTCTATAAAGAGAGGAAGTAAACACAACGCCACAGACTCGGTCACTCTGAGGACGGGACTCGGAGTTCAGCTCAAAGACATCAAAGTGTTTAACAGAGCGAGACAGCAAGGGACGAACGTGTGTAAGGAGAATAACGGCGGTTGTGAGCAGTTGTGTCTTTACCGTGGGAACGGCGAGCGTTCCTGCGCCTGCGCTCACGGCGCTCTGGATGAAGACGGCCGGAGCTGCAGGGATTATCCGGGATACCTGCTGTACTCGGAGCGCACCATCCTGAAGAGCGTGCACTTATCGGATGAGAAGAACCTCAACGCTCCAGTCAAGCCGTTCGAGGACGCGGAACACATGAAGAACGTGATAGCGTTAGCCTTCGATTACCGCGGCGGCGGAGGGAAAGGAGCTAACCGGATCTTCTACAGCGACATTCACTTCGGAAACATTCAGCAGATCAGCGACGACGGCTCGGAGCGGAAAACCGTGGTGGAGAATGTGGGTTCGGTGGAAGGTCTGGCGTATAACCGAGCGTGGGACACGCTGTACTGGACCAGCTACACCACGTCCACCATCACACGCCACACCGTGGACCAGAGCCGGTGGTGGGCCTTCGACCGGGACGTGGTGGTCACCATGGCAGGAGACGACCATCCCCGAGCCTTCGTCCTCGACGAGTGTCAGAATCTGATGTTCTGGACAAACTGGAATGAGCAATCTCCCAGCATCATGCGCGCTCAGCTCTCGGGCTCCAACGTCCTGGCCATTATCAGGACAGACATCCGAACTCCCAACGGTCTCGCTATAGACCACCGCGCGGAGAAGCTCTACTTCACTGACGCTACGCTGGACAAGATCGAGCGCTGCGAGTACGACGGCAGCCATCGCTACgtgATCTTGAAGAACGAGCCGGTTCACCCGTTCGGTTTGGCCGTGTACGGAGATCACATCTTCTGGACGGATTGGGTTCGGAGAGCCGTGCTGAGAGCCGGGAAATACGTAGGAGACGACATGAAGGTGTTACGCGCCGACATTCCGCAGCAGCCCATGGGAATCATCGCCGTCGCCAACGACACCAACAGCTgcgagTTCTCACCCTGCAGGGTGAATAATGGAGGATGTGAGGATCTGTGTTTGTTGTCGTCTGATGGACGAGTGAACTGCAGCTGTAGAGGAGACAGAAAGCTGCTGGAGGACAACACCTGCattgtgccGAACACTTCCTGCAGCAGTGTGAACGATTTTCAGTGTGTGAACGGAGACTGTATCGAttacacactcacctgtgaCGGAACGGCGCATTGCAAAGACAAATCTGACGAGAAGCAGTCGTtctgcaataacCGAGTGTGTAAGAAGGGTTATAAGCGGTGTGTGAACGGTCGCTGTGTGAGACTCGGCTCGTGGTGTAACGGCCGTGATGAGTGTGGCGATAACTCAGACGAGGCTTTCTGTAACGcgacCTCGTGCACTCCTGATCAGTTTCAGTGCAGAGATGGTCGCTGTATCTCCAACTCCACTCGCTGTAATCAGGTGATCGACTGTGACGACGCCACTGACGAGATGAACTGCaCTGCGACGGATTGTTCCAGTTATTTCCGTCTCGGAGTGAAGGACGTGTCGTTCCAGAAGTGTGAGTTCACTACGCTGTGTTACGCGCCGTCGTGGGTGTGTGACGGATCAAACGACTGTGGAGACTTTTCAGACGAGAGTAACtgtccagTTCCTTCAGGAGGGAAGAAAAAATGTCTGTCGAACTTCTTCTCGTGTCCGAGTGGCCGCTGCATCCCTCTGAGCTGGACATGTGATAAAGAGAACGACTGCGAGAACGGAGCTGATGAAGTCAACtgcaataagGTGTGTACAGTGTCTCAGTTTGAGTGTGGGAATCATCGCTGTATCTCCAGCAGCTGGCTGTGTGACGGAGCGGATGATTGTGGAGACGGGACTGATGAGGACAGCAGATGCAAGAATAAGACGTGCACTGCGGAAGAGTTCCACTGTCCGGGTTCTACCAAGTGTGTTCCCCAGCGCTGGGTGTGTGACGGAGACCGAGACTGTCCCGACGGAGCAGACGAGAGCGCCAAGGCCGGCTGCTTTTTCAGTAACACGTGTGACGCTAAAGAGTTCATGTGCCGTAATAAGCAGTGTATCCCCAAACACTTCGTGTGTGACCACGATAAGGACTGCAGCGACGGTTCGGACGAGTCCATCGAGTgcgAATATCCCACGTGTAAGCCTAACGAGTTCCGCTGTGCTAACGGCCGCTGTCTGATCCAGAGCTCGTGGCAGTGTGATGGAGAATTCGACTGTCACGATCGCTCGGACGAAGCGCCGAAAAACCCCAACTGCAGCGGCCCAGAGAAGAAATGTAACGATACGGCGTACACGTGCGGGAACGGGAAGTGCGTGGACGAGGTGCTGCTGTGTGACCGTAAGGACGACTGCGGCGACGGCACTGACGAGCTCAACTGCTTCATTAACGAGTGTTTGAACAGTAAACTGAGCGGCTGCTCTCAGCTCTGTGAGGACATGAAAATCGGCTTCAAGTGCCGCTGTCACGCCGGGTTCAGACTGAAGGATGATGGGAAGACATGCGTGGACGTGGACGAGTGTACCAGCACGTTCCCCTGCACTCAGCACTGCATCAACACACACGGCAGcttcaggtgtttgtgtgtggacgGATATCAGCTCAGTCCGACCGACCCCACCGTCTGCAAGTCCACCTCCGACGAGGAGCCGTTCCTCATCTTCGCCAATCGCTATTATTTAAGGAAGCTCAATCTGGACGGATCgaattacacacttttaaagcagggcAATGCAGTAGCTTTGGATTTCGACTACCGAGAGCAGATGATTTATTGGACAGACGTGACGACGCAGGGCAGCATGATCAGACGCATGCACATTAACGGCTCCAACGTTCAGGTCCTTCACCGCACGTCGCTTAGCAACCCTGATGGTCTGGCAGTTGATTGGGTGGGAGGGAACCTGTACTGGTGTGATAAGGGGCGGGACATGATCGAGGTGTCGAAGCTAAACGGCGCGTTCAGGACGGTGCTGATTAACACGGGGCTGAGAGAGCCGAGAGCCATCGCTGTGGACGTCCGCAAcggGTACCTGTACTGGTCGGATTGGGGAGATAATCCTCATATCGGCCGTATCGGGATGGACGGAGCAAACCGCAGTGTGATCGTGCAGGAGAGAATCACGTGGCCAAACGGATTAACGCTGGATTTCATTAACGACCGAATCTACTGGGCCGACGCCCGAGAGGATTACATCGAGTTCTCCAACCTGGATGGCACcaaccgacacacAGTGTTAAATCAGGACATCCCTCACATCTTCGCCATGACTCTGTTTGAGGAGTTTATCTACTGGACCGACTGGGAAACAAAATCCATCAATCGAGCTCATAAAACACTCGGCACCAATAAAAGCCTCCTGATAAACACACTGCACCGGCCCATGGACATCCACATCTACCATCCTCACAGACAGCCTGAGGTGACGGGTCACCCGTGTCAGAAGGATAATGGCGGCTGCAGTAATCTGTGTCTGCTCTCTCCGGGTGGAGGACACAAGTGCGCCTGTCCCACTAACTTCTACCTGGCAGCTGATGGAAAGCAGTGTCTCTCCAACTGCACCGCTAGTCAGTTTGTGTGTAAGAATGATAAGTGTATCCCGTTCTGGTGGAAGTGCGACACTGAAGATGACTGCGGCGATCGATCGGACGAGCCGGCAGACTGCCcGGCGTTTAAGTGCAGGCCGGGGCAGTTCCAGTGTGGAACAGGAATCTGTACGAACCCAGCGTACATCTGTGACGGAGACAACGACTGCCAGGACAACTCGGACGAGGCCAACTGCGACATCCATGTGTGTTTGCCTAGCCAGTTCAAGTGCACGAATCCGAGTCGCTGCATTCCCGGGATTTTCCGCTGTAATGGCCAGGATAACTGTGGAGAAGGAGAGGACGAGAGAGACTGCCcgGAGGTGACCTGTGCTCCGAATCAGTTCCAGTGCACCATCACTAAACGCTGCATTCCCCGAGTGTGGATGTGTGACCGGGATAACGACTGTGTGGACGGATCAGACGAACCTGCGAACTGcactcagaTGACGTGCGGTGAGGACGAGTTCCGCTGTAAGGACTCGGGACGGTGTATTCCCGCTCGCTGGAAGTGTGACGGAGAGGACGACTGTGGAGACGCATCAGACGAACCTAAAGAGGAGTGTGatgagagGACGTGTGAGCCGTATCAGTTCCGCTGTAAGAACAATCGCTGCGTTCCCGGACGCTGGCAGTGCGACTACGACAACGACTGCGGCGATAACTCAGACGAGGATAAGTGTGTCCCGAGGCAGTGCTCTGAGAGCGAGTTCTCCTGCACTAACGGCCGCTGCATCGCCGGACGCTGGAAGTGTGACGGAGATCACGACTGTGCTGACGGGTCTGACGAgaaCGGCTGTGATGTGAAGTGTGACAGTGATCAGTTCCAGTGTAAGAATGGTCACTGTGTCCCGTTCCGCTGGAGGTGTGACGCTGATCCTGACTGCATGGACGGCAGCGACGAGGAGAACTGCGGCAGTGGAGtgGGTCGTCACTGTCCTCTGGATGAGTTTCAGTgtaataacacactctgtaagCCGCTCAGCTGGAAGTGTGACGGAGAGGACGACTGTGGAGACAACTCAGATGAAAACACGGAGGAGTGCAagcgCTTCCTGTGTCCGCCGACTCGGCAGTTCCGCTGTCGGAACGATCGTGTGTGTTTGCCGCTGTATAAGCAGTGTGACGGAGTGGATAACTGTGGAGATAACAGCGACGAGCTGAACTGCCaGACccctgctgcagtgtgtgagaaagacgAGTTCACCTGCAGTAATGGGAAGTGTATCAGTGCCACACTGCGATGTAATTACTTTAACGACTGCGAGGACTACGGCTCAGACGAGATCAACTGCAAcaagaaagactCCAGTCTAAATGAGTGTCATCagaacaggagtgtgtgtggagacgGAGATGAAGCTCACTGTGTGGTAAACGGCACTGACTCCTTCTGTTCCTGCAAACCAGGCTTTCAGAAAACCACTCAGCAAATCTGCATAgatataAACGAGTGTAAGCAGTTTGGCGTTTGCTCTCAGCTCTGTAATAACACTAAAGGCTCGTATAAATGCAGCTGTTTCAGACACTTCACTCGCATCAACAGCAGCTGTAAAGCCGACGCCGGAGGCAGACAGATCCTGTACGTTGGTGACGATAATGAAATCCGCAGCCTGCAGCCTGAAACCGTGAGCTGGATCTACGAGCAGGCGTTCCAGGGAGACGCTAACGTGCGCATCGACGCCATGGACATGCACGTCAAATCCAGTCGCATCTTCTGGACCAACTGGCACACGGGAAAGATTTCTGTGTTTAAGATCTCATCCAATGGCGCGACCTCGCCCAACTCCAACCGCAGCCGCCGACAGAGCGACCAGAGAGTCACCAACCTGGAGATCCCGAATCTGAAAATGCCGCGTGGTATCGCGGTCGATTGGGTGGCTGGAAATCTGTACTGGACCGATTCGGGACGTGATGTCATCGAAGTCGCTCAGATGAACGGACTTCATCGAAAGACTCTCATCTCGGGAATGATCGACGAGCCGTACGCCATCGTGGTGGATCCCATGCGGGGgacGATGTACTGGGCGGATTGGGGAAATCATCCTAAAATTGAAAAAGCTGCGATGGACGGCACGATGAGAGAAACTCTGATTCATGAAAATATCCAGTGGCCAacagGTCTGGCGGTCGATTACTTTAACGAGCGTCTTTATTGGGCCGATGCTAAACTCTCAGTGATCAGCAGTGTGAGGCTGAACGGGTCGGATCGGGTCGTCGCCGTCAACAGCATCAAAAACAacCTGCACCACCCGTTCAGCATCGACGTGTTTGAGGATTACATCTACGGCATCACCTACCACGACAGCTTCGTGTTCCGTGTGAATAAGTTTGGGAAAGGTTCTGTGGAGAACCTGACCACCGGCATGAACCACGCCACCGACCTGGTGCTGTATCACACCTACAAACAGCCCGAGAtgatgaACCCATGTGACAGGAAGAAGTGTGAGTGGTTGTGTTTGCTGAGTCCCAGTGGTCCGGTGTGTACCTGCCCTAATGGTCACGCTTTAGACAACGGCACGTGTGTGGAGATTCCTGCACCTACCACCGTGTctccaggtggAGTGTGCACTCTACAGTGTCAGAACGGAGGCAGCTGTGTGTTGAACGCGAGGAAGCAGCAGAAGTGTCGCTGTCAGCCGAACTACGGAGGAGAGAAGTGTGAGATTAATCAGTGTCGGGATTACTGTCAGAACGGAGGAACCTGCACGGCCTCGCCCACCGGTTCTCCGACTTGTCGCTGTCGTCCAGGTTTCACGGGTCTGAACTGTAACCTGCGTACGTGCCAGAATTACTGTCAGAACGGAGGAAACTGCACCGTGAGCAGAggaaaccagcccatctgcaGATGCCCCGCCCACTTCCTGGGTGATCAGTGCCAATACCgagtgtgtgaggagtccTGTGATAACGGCGGGACGTGTGTTCAGGACGGAGACGGAGCTGTTCAGTGTCTCTGTCCCCCTCGATTCATCGGCAAAAGATGTGAAGTGGATAAATGTCATTACTGCAACGGAGGCAGCTGCATCAACGCTAACACTGCTCACGGAGACGTCATGTgccgcTGTCCTAACGGCCGAATTCAGCCGAGCTGCTACACGTGTGATGGATACTGCGCTAACGGACCGTGTTCTCTCACTGCTGCTAAACTGCCTCAGTGCAAGTGTCCAcctgggtgggaggggcttcAGTGTGAAAACCACGTCGCCACCATCAGCCCCGAGTCCAGTAACCgcacaGCGTCCATCGTCGTTCCTGTGATTGTTCTGATATTACTGGCGTTGCTGCTTGCTGCTGGTTTTCTGTGGTACAGGAAGAGGATGCGAGGCGCTAAAGGATTCCAGCACCAGAGAATGACAAACGGAGCCATGAACGTTGAAATCGGAAATCCAGCGTATAAAATTTACGAAGGAGAGCAAGACGATGACGTGGGAGAACTTCTGGATTCTGATTTCACGCTCGATCCAGACAAGccGACTAACTTCACGAATCCGGTGTATTCCTCGCTGTACATGGGCGCCCAAGCCAGCCGTAATTCTCTGGCGAGTACGGACGAAAAGAAGGAGCTGCTATCACGAGGAGACGAGGAGCCGCTAGTGGAAGCGTTAGCATAGACTCGCTGTTGATTTTTATGGTCCGTATCATTCAAAACACACCCATTTTGCcttttatgaaaacaaaaaaagaaaagaatagaaaagaaaagccCCCGGGGAGGAGAATCAGCTGTTCGGCGTGAACactgtataaaatgtacaaaatgaagGACTACTTTTGTATGTGATGCAGTATTATATTTTGTTCTTATACGATTCTTCAGATCTGAACAAGTGGAGAGAAAAAAGCGAcaattttctacatttttatttttattctcatcCCCACCTTTTACCTTAATAGCCACTACCTCTGTgcggaaaaaaaagattttaaaaaaagaagacgcaatatgaaataaattggaacagttttaatttttatttttgtatgaatTGTATAGAGAAAGAATATTGTTCCATCTCAGTATTGCCGAGGTCTATatcataagtgtgtgtgtgcaggtcagagcCAAGCTCCGGGTTAAAGAAAAGTTGTTTTTAGTACAAACAGAATATTAATGATGTGTGTATAGCGCGTGTGAAACATCACTTTCATATTCACcgtctctttattttattctgttcatCTAAACTTTAAGAATTTTGAGAAATGTCGAGACGTGGCGTAAGCTTTTATGGTACATAAGTTGTAGAAATATACATTTGCAGgacactgtgtatttttttcttcagttaatTGCTTACATGTTAGAGCTTAATTCATAAAATTCATAACAGTCTTGAAAATGGGAAGTTTGTGACAcgtttttatagatttattacGGCAAGAATTCAGAATTCGTGCTTTTGAAGTgtgcctttctctctttttttcctttttttgttcgGTCGCTTTGCTTTTGTTTGAGATTTCAGAATCatgttacacaaacaaacagttaaaaaaaatctccttctccagattttAAGACGTAATCATGTCACTTTCAGAACTGTTGCTAACTGTAattcatgcatttttatttttaatgtgttgtatttaaaaaaaaaaaaaatgacagctttTATAGTACAGAATGCATGAAGGCCCAAACATAGTTCTGAAATAAAAGTCATGTATTTGCTGGAGTACTTTACAAACTAAATAACAtttgtgataaataaaacatcttaaacctGAA

Function

NR:

description
PREDICTED: low-density lipoprotein receptor-related protein 1-like

GO: NA

KEGG:

id description
K04550 LRP1, CD91; low-density lipoprotein receptor-related protein 1 (alpha-2-macroglobulin receptor)

RNA

RNA id representative length rna type GC content exon number start site end site
XM_034314304.1 True 15224 mRNA 0.53 89 21211252 21371670

Neighbor

gene id symbol gene type direction distance location
faim2b LOC108255062 coding upstream 61968 21137809 ~ 21149284 (+)
LOC113537842 LOC108255161 coding upstream 76118 21113434 ~ 21135134 (+)
calcoco1b LOC108255279 coding upstream 164675 21033123 ~ 21046577 (+)
smug1 smug1 coding upstream 309841 20896980 ~ 20901411 (+)
slc2a10 slc2a10 coding upstream 549563 20654185 ~ 20661689 (+)
alas1 alas1 coding downstream 39106 21410776 ~ 21435824 (+)
poc1a poc1a,LOC107747840 coding downstream 71629 21443299 ~ 21483333 (+)
dusp7 dusp7,LOC107697567,LOC107677944 coding downstream 120220 21491890 ~ 21510998 (+)
rpl29 NA coding downstream 171084 21542754 ~ 21545334 (+)
G311665 NA non-coding upstream 19623 21191168 ~ 21191629 (+)
LOC117599907 NA non-coding upstream 26213 21166980 ~ 21185039 (+)
G311652 NA non-coding upstream 46326 21159457 ~ 21164926 (+)
G311653 NA non-coding upstream 47172 21161918 ~ 21164080 (+)
G311649 NA non-coding upstream 56151 21150798 ~ 21155101 (+)
G311946 NA non-coding downstream 6190 21377860 ~ 21391093 (+)
G311972 NA non-coding downstream 112869 21484539 ~ 21484817 (+)
G311977 NA non-coding downstream 142801 21514471 ~ 21523897 (+)
hnrnpa1a LOC108255131,LOC108424623,LOC107707363,LOC107551332,LOC107754559 other upstream 328887 20870652 ~ 20882365 (+)
znf740a znf740a,LOC108254942,LOC108424621,LOC107754560,LOC107551334 other upstream 350525 20807858 ~ 20860727 (+)
errfi1a errfi1 other upstream 1033980 20119383 ~ 20177272 (+)
si:dkey-264d12.5 LOC108254816 other upstream 1342771 19848467 ~ 19868481 (+)
vamp3 vamp3 other upstream 1427327 19768983 ~ 19783925 (+)

Expression


Co-expression Network