LOC120574081 (grin2b,fmc1,LOC102794452,LOC102794917)


Basic Information

Item Value
gene id LOC120574081
gene name grin2b,fmc1,LOC102794452,LOC102794917
gene type misc
species eurasian perch (Perca fluviatilis)
category of species economic fish

Chromosome Information

Item Value
chromosome id NC_053126.1
NCBI id CM020923.1
chromosome length 38831509
location 4585173 ~ 4765493 (-)
genome version GENO_Pfluv_1.0_2020_eurasian_perch_Genome

Sequence

>TU205683
TCAAAGGTTGCTTTCGCATTTTTACGGTTtgaaaaattgcaaaaaaacacaaacaaaagcagGCGTGGACGAGCTGTGGGGTACAGCTAAACAACAGATTTTTAATTTATAGCATATATTTTCACAGTTGCTTCAAATACTCTCAGATCAGATTATCCTCATATTGAACATTGGTAGAACACAACAGGAATAAGTTGAGTTCCCTCAAAGCAGTCCATGATGGCACAATCTCCAGTTCAAGGTGTATCCCTCTGCAGTTTACTTTTCAAGGTGAATTGGAAGAGACCAGACGAATCGTCCAAAGAAAAGTCATTTCCAAAGAGAGTCGAGGTTTGCTTCCAATATCGGACGCTCCCATGCCCTCACTTCTCCCAGCCTTTACCTCCTGGCTGAGTGGGCAACCTGAGCCCCACTAGGCCAGCCACTTCTTCTCGGCTGCGATCTCCCTTGCCGTGGTAAAGTTTGTGCAGGGCCAGGTGGGTCCTGTTCGACGCCAGCAAACACAGGTATGTGTGGGAGTCATGGTGGGCCTCCTGCTGGGCACGGCAGTACATTTCTCCTGTAACCTTATTCTTACGAAACTGCTCCATAACATAGTTGTAGGCCGGTGACAGTTTGTACGTGGCTCCTTGCATGGCACGTAATTCTTTCAGTATTCCTCGGCAGACTCGTAGGGGTGGTAACAGCGTTGCCATCTCTGAACGGTGTTGTTGTGATCTGTGTGCGGCGCATGAAGCCAGGCATGCTCAATCCAACACCGGTCGATCAAACTACTGCAAATCGACCACAGGGCGGCGATATGTCCCACTAATAACAAGTTCACCACACATGTGATGCTTCTTTCCTAACAAACATTTCCCTGCAACAGTTTAAGATGAAACTTTGGGAAAGCAGAGACTATTGAACGGGCCAGGGGACCATAGCGCTGCC
>XM_039824145.1
GCCAGTGGCTGTACTAAGAGTTCACTCACAGGTGCAAAAATGAAACTTTGGGAAAGCAGAGACTATTGAACGGGCCAGGGGACCATAGCGCTGCCTGCGTCGGTGGGTCAACGGAAGATCGTCCAAAAGAGACGAAAACGGTTTACCCTCGTTCACATTCGAAGCCTATTCACGTGGATTCCACCTTCAACTTCACTGTAAGACTGGCGGACGTCAGAAAAGCACGCAACGCCAAACGTCTCTTCGGAGGAGCGAAGGGGAGAACAGAAGTGAAGCTGCTCCTGTGGAGTACAATTAACTCGAAATTGCTGCTTTACCCTCTTGACCCGTCGAGGATTTTACCTAAAACTGCTTTCAGCCTCCCTCAGTCTGAGGctatgagagggagagaggagtcCCAGGCCGCACCATCATGCTACTTCTGAGATGCTGGGATGAGACTTTGGCTGGCAAAACACAAGGTATTACCCTCCCACTCCTCCACCATGCCTGTCTGCGGCTGCCGCAGCCCCTCCTCGCCTCGGGGCCAAGCTGGGGCCTCCTGCTCCGCCCCCTCGGTCGCCCAGGAGCAGGAGAGGCCAGTCCGacccccacctccacccccGCCTCCGTCGCTCCGGCGCCACACCAGCGCCTCCCGCCTCCTCTCGCTTCTTCTCCTGCTGCTCTGCCTTCTCCACCTGCCCCCGGCCTGCCACTCGCGGCGAGAGAAAGGCGGGGGAGGTGGTGGTGCGGGGGGAGGCGGTGGTGGCGGCGGCGGCGCCCACTACATCCCCATCCCCCAACCCCCTCCCCACCACATGGCCCTGCCCAACATCCTGCGCGGCCTCAGCATCGCCGTCGTCCTGGTGGGCAACTCCAGCGAGGTGGCGCTGGCCGGGGCGCGGGAGAAGGATGACTTCCTGCACATGGCGCCCAACGTGGAGGTGCTGACCATGAACGAGACGGACCCTAAAAGCATCATCAAGAGCATCTGTGACCTCATGACGGAGCACTGGCTGCAGGGCGTGGTGTTTGGGGACGACACCGACCAGGAGGCCATCGCCCAAATCCTCGACTTCATCTCCGCCCAGACCCACATCCCCATCCTCGGAGTCCGCGGGGGCTCCTCCATGATCATGGCCGCCAAGGATGACGACTCCATGTTCTTTCAGTTCGGCCCCTCCATCGAGCAGCAGGCCTCGGTCATGCTAAACATCATGGAGGAGTACGACTGGTACATCTTCTCCATCGTCACCACGTACTACCCGGGTTACCAGGACTTTGTCACCAAGATCCGTAGCACCATCGAGAACAGCTTCGTGGGCTGGGAACTGGAGGAAGTTCTACTGCTCGACATGTCCGTAGACGACGGAGATTCGAAGATCCAAAACCAGCTGAAGAAGCTGCAGAGCCCCGTCATTCTTCTCTACTGCACAAAAGAAGAGGCCAACACCATCTTTGAGGTGGCCCACTCTGTTGGGATCACGGGCTACGGCTACACGTGGATAGTGCCCTCGCTGGTAGCTGGAGACACTATTGTAGTGCCTGCAGAGTTCCCCACAGGTCTGCTCTCCGTCTCCTATGACGAGTGGGACTACAACCTGGAGGCCCGCGTTCGCGACGGCGTGGCCATCATCACTATGGCAACCTCCACCATGATGATGGACCGCGGACCTCACACTTTGCTGAAGTCTGAGTGCCACGGAGCTCCGGACAAGAAGACCCCCATCTCAGGCAACCCCAACGAAGTGCTCAGGTACCTGATGAATGTGACTTTCGAGGGTCGAAATCTGTCGTTCAGCGAGGACGGATACCAGATGCACCCCCAGCTGGTCATCATTCTGCTCAACAAGGAGAGACAGTgggagaggGTGGGTAAATGGGAGAATGGTTCCCTGTCCATGAAGTACCACGTGTGGCCTCGCTATGAACTATATGGGGGGGCAGCGACCAGGGAGGACGACCACCTGTCCATCGTGACGTTGGAGGAGGCTCCGTTCGTCATCGTGGAAGACGTGGATCCGCTCAGCGGGACGTGCATGAGGAACACTGTACCCTGCCGGAAACAGATCAAAATCCTCAATCAGACGAAGGATTCTGGGATCTACATAAAGCGCTGCTGTAAGGGATTCTGCATCGACATCCTGAAGAAGATCGCCAAGCAGGTGAAGTTCACCTACGACCTTTACCTGGTCACTAACGGCAAACACGGCAAGAAGATCAACGGGACATGGAACGGCATGGTGGGAGAGGTGGTGTTGAAAAACGCCCACATGGCCGTCGGCTCCTTGACCATCAACGAGGAGAGGTCGGAGGTCATCGACTTCTCCGTCCCCTTCATCGAGACGGGTATCAGCGTCATGGTGTCCCGTAGCAACGGCACCGTTTCCCCCTCGGCCTTCTTAGAGCCCTTCAGTGCGGATGTGTGGGTGATGATGTTCGTGATGCTGTTGCTGGTGTCAGCAATGGCTGTGTTTATATTCGAGTACTTCAGCCCTGTGGGCTACAACCGCTGTCTGGCTGACGGCAGAGAGCCTCACGGCCCATCCTTCACCATCGGTAAGGCCATCTGGCTGCTGTGGGGTCTGGTCTTTAACAACTCTGTGCCAGTGCAGAACCCCAAAGGCACGACCAGTAAGATCATGGTGTCCGTGTGGGCCTTCTTTGCTGTCATCTTCCTGGCCTCCTACACTGCCAACCTGGCTGCTTTCATGATCCAGGAGGAATATGTGGACCAGGTAACTGGTCTCTCAGACAAAAAGTTCCAGAGTCCCAACGACTTCTCGCCTCCGTTTCGGTTCGGCACTGTCCCAAACGGGAGTACGGAGAGAAACATTAGGAACAACTATCCAGAAATGCACGCCTACATGACAAAGTTTCATCAGAGAAATGTCAACGAGGCCCTGGCCTCTCTCAAGGCTGGCAAACTAGATGCTTTCATTTACGACGCGGCCGTGCTGAACTACATGGCCGGCAGGGACGAGGGCTGCAAGCTGGTGACCATTGGCAGCGGCTACATCTTTGCCACCACGGGGTACGGCATCGCCATCCAGAAGGAGTCGCTCTGGAAGAGACATGTGGACCTGGCCATCCTGCAGCTCTTCGGAGACGGTGAGATGGAGGAGCTGGAGTCCCTGTGGCTGACGGGGATCTGCCACCACGAGAAGAACGAGGTGATGTCCAGCCAGCTGGATGTGGACAACATGGCCGGTGTCTTCTACATGCTCGGCGCCGCCATGGCTCTGTCGCTCATCACCTTCATCTGCGAGCACTGGTTCTACTGGCAGCTGCGCTTCTGCTTCATGGGCGTCTGCTCCGGCCAGCCCGGCTTCGTCTTCTCCATCAGCAGGGGCATCTACAGCTGTATCCACGGTGTGCAGATTGAGGAGAAGAGCAGCTCGGCATTGAACTCCCCATCAGCCACTATGAACAACACGCATTCCAACATTATGCGCCTCCTACGCACCGCCAAGAACATGGCCTCCCTGTCGGGGGTGAACGGCTCACCCCACAGCGCTCTGGACTTCATCCGCCGGGAATCCTCGGTTTATGACATCTCTGAACACCGGCGCAGCTTGGCGGGCCACTCCGACTGCAAGCCACCTTACATCCCGGAAGACAACATGTTCAGCGACTACATCAGTGAGGTGGAGAGGACGTTTGGCAACCTCCACCTGAAGGACAGTAATCTGTACCAGGACCACTACCTGCACCACCATGGCTCAACACTGGGGCTCAGCGGACCGGCTCCCAACAGGCCCCACAGTCTGGGCAGTGCTAGTTCTCTGGAGGGGGGCATGTTCGACTGTGACAGCCTGGGCGGAGGGATGGCCCCTATTTTCACCACCCAGCCATGCTCAGCACTGACCCACAGGAACATGAGCAAGTTTGACCTGCTGTCTGGACAGACTCCCCCCTCGAGCCAGAGCTTTAAGGGAGGCCTGCCGGACCTGTACGGGAAGTTCTCCTTCAAGGGAGGCGCCTCAAGTTCCACGTTTATCCCTGGGCACGGCTACTGTGGAGGGAGAGGCGATGACGATGGGAATATACGCTCAGATGTCTCGGACATTTCCACGCACACAGTAACTTATGGGAACCTGGAGGGTAATGCCAAGAAGCGCAAACAGTACCGCGATAGCCTGAAAAAGAGGCCGGCCTCTGCCAAGTCCAGACGGGAGCTGGACGAGATTGAGCTGGGCTACAGGAGGAAACCCTACCACATCAGCCACCACCATTACCACGGCCACCGCTCTACCTCCCCACCGCTTTTGCCCGCTGAacggaagagaggaggaggaggaggaggaggtggaggaggcaACAACGACGGGAACTCCTATCTCTTCAGAGAAAAGGAGAGCGTTAGGGATTTTTATTTGGACCAGTTTCGGCCCAAAGAGGGCGTCCCTCAGTGGGAACACGTGGACCTGACAGAGGGCCCTGGGAGTAGAGATGGAGGAGTGCCGACCTGCACCACCCTGGTTCCAGTGGATGACTTTCTTAAGGGCAAACCCAAAAAGTCAGATTCAAAGAGTGGGGGAGGATCTGGGCTAGCAGGGGGAGAGTGGGAGTGCAGGAACTGCCGGGCTAGCGGGGGAGGAGTGGGCAAGCAGATGTCCATGCATGGAGGAGGGGGTGGTGGTGTTGGGTACGGTGGTGGTATGAGCTGCGGGTCCTCTGGAGGCGGAGGAAACAGCCGCCCCAGCTCTGCGACCTGCATGCGCTGCGAGGGCTGTAAAAAGACAGGAAACCTCTACGATATCAGCGAGGACAACAACCACCTCTTGGAACAGATGGGGGGAGGGAAAggcgggggaggaggaggaggcggcggCGGCATGGGTGCAGGCCCTCAGTCTCAACCTCAGGGCCAGCCGAGGAGAAAGAGTGGAGGATTGGGCAAACAACTGAGGCGGCAGCACTCGTATGACGCGTTTGTGGACCTTCAGAAAGAGGAGTCAGGTGGGATGGGAAGTCTGATGGGCCTAGGGGGCGTTGGAGGGATGAGCGGCGCGGGTATGGGAGGGATGCTGCCCCCACCCAGGAGTGTTAGCTTGAAGGAGAAAGAACGCTACATGGAGGGCTCCAGCCCCTTCGCAAACATATTTGAGCGTCACGGGGGCtcggagagagaaagggaaagagacCGGGACCCATTGTTTTACGCAGGTGAGGGCCGGAAAAGACCCGGCTCGCCATTCGGCCTGTTCAGAGGCGGCGAGGGCCTCCACCGCCGCTCCatcggagagagagacatgcgAGACCGGGACAGGTCTTTGATGgaaggaggaggtgggggagggTTCTCTTTATCCAAATCTCTTTACCCCGACAGGGTAAACCAAAACCCCTTTATACCCACCTTTGGGGACGACCAGTGTCTGATGCACGGAGCCAAACAGTATTACATGAaaaagcaacagcagcagcagcagcagcagcagcagcaacaagttgCCAAAAACAGCCGAAGTGACTTCAGGAGCCAGATGAGCACGACGTCATATCTGCCGGCGTCCGCCACGGCCGGGGTGATGTCCAACGTGACCCCCCGGTTCCCGAAAGAGCTCAGCCACGGTGGAATGAACCACCACGGCTCCATGCTGGGGGTGGGCCCCCCGCGTCCCTTCAACGGAAGCAATGGCCATGTGTACGAGAAACTCTCCAGCATTGAGTCTGACGTGTGA
>XM_039824146.1
TCTTTTTtgggaggagagacagaagaaagcAGAAGGCAGCCGGGGAAGGGGAAAAACTGGCAATAGCCAATCCCCCCTTCCACACATAGTCTGGACACGACGGAGGCCACTGGAGTATTTGCTTTTATCTTtcgttttttgttctttttttttctcatcgcGCTGCTGGGAGACTGGCGGACGTCAGAAAAGCACGCAACGCCAAACGTCTCTTCGGAGGAGCGAAGGGGAGAACAGAAGTGAAGCTGCTCCTGTGGAGTACAATTAACTCGAAATTGCTGCTTTACCCTCTTGACCCGTCGAGGATTTTACCTAAAACTGCTTTCAGCCTCCCTCAGTCTGAGGctatgagagggagagaggagtcCCAGGCCGCACCATCATGCTACTTCTGAGATGCTGGGATGAGACTTTGGCTGGCAAAACACAAGGTATTACCCTCCCACTCCTCCACCATGCCTGTCTGCGGCTGCCGCAGCCCCTCCTCGCCTCGGGGCCAAGCTGGGGCCTCCTGCTCCGCCCCCTCGGTCGCCCAGGAGCAGGAGAGGCCAGTCCGacccccacctccacccccGCCTCCGTCGCTCCGGCGCCACACCAGCGCCTCCCGCCTCCTCTCGCTTCTTCTCCTGCTGCTCTGCCTTCTCCACCTGCCCCCGGCCTGCCACTCGCGGCGAGAGAAAGGCGGGGGAGGTGGTGGTGCGGGGGGAGGCGGTGGTGGCGGCGGCGGCGCCCACTACATCCCCATCCCCCAACCCCCTCCCCACCACATGGCCCTGCCCAACATCCTGCGCGGCCTCAGCATCGCCGTCGTCCTGGTGGGCAACTCCAGCGAGGTGGCGCTGGCCGGGGCGCGGGAGAAGGATGACTTCCTGCACATGGCGCCCAACGTGGAGGTGCTGACCATGAACGAGACGGACCCTAAAAGCATCATCAAGAGCATCTGTGACCTCATGACGGAGCACTGGCTGCAGGGCGTGGTGTTTGGGGACGACACCGACCAGGAGGCCATCGCCCAAATCCTCGACTTCATCTCCGCCCAGACCCACATCCCCATCCTCGGAGTCCGCGGGGGCTCCTCCATGATCATGGCCGCCAAGGATGACGACTCCATGTTCTTTCAGTTCGGCCCCTCCATCGAGCAGCAGGCCTCGGTCATGCTAAACATCATGGAGGAGTACGACTGGTACATCTTCTCCATCGTCACCACGTACTACCCGGGTTACCAGGACTTTGTCACCAAGATCCGTAGCACCATCGAGAACAGCTTCGTGGGCTGGGAACTGGAGGAAGTTCTACTGCTCGACATGTCCGTAGACGACGGAGATTCGAAGATCCAAAACCAGCTGAAGAAGCTGCAGAGCCCCGTCATTCTTCTCTACTGCACAAAAGAAGAGGCCAACACCATCTTTGAGGTGGCCCACTCTGTTGGGATCACGGGCTACGGCTACACGTGGATAGTGCCCTCGCTGGTAGCTGGAGACACTATTGTAGTGCCTGCAGAGTTCCCCACAGGTCTGCTCTCCGTCTCCTATGACGAGTGGGACTACAACCTGGAGGCCCGCGTTCGCGACGGCGTGGCCATCATCACTATGGCAACCTCCACCATGATGATGGACCGCGGACCTCACACTTTGCTGAAGTCTGAGTGCCACGGAGCTCCGGACAAGAAGACCCCCATCTCAGGCAACCCCAACGAAGTGCTCAGGTACCTGATGAATGTGACTTTCGAGGGTCGAAATCTGTCGTTCAGCGAGGACGGATACCAGATGCACCCCCAGCTGGTCATCATTCTGCTCAACAAGGAGAGACAGTgggagaggGTGGGTAAATGGGAGAATGGTTCCCTGTCCATGAAGTACCACGTGTGGCCTCGCTATGAACTATATGGGGGGGCAGCGACCAGGGAGGACGACCACCTGTCCATCGTGACGTTGGAGGAGGCTCCGTTCGTCATCGTGGAAGACGTGGATCCGCTCAGCGGGACGTGCATGAGGAACACTGTACCCTGCCGGAAACAGATCAAAATCCTCAATCAGACGAAGGATTCTGGGATCTACATAAAGCGCTGCTGTAAGGGATTCTGCATCGACATCCTGAAGAAGATCGCCAAGCAGGTGAAGTTCACCTACGACCTTTACCTGGTCACTAACGGCAAACACGGCAAGAAGATCAACGGGACATGGAACGGCATGGTGGGAGAGGTGGTGTTGAAAAACGCCCACATGGCCGTCGGCTCCTTGACCATCAACGAGGAGAGGTCGGAGGTCATCGACTTCTCCGTCCCCTTCATCGAGACGGGTATCAGCGTCATGGTGTCCCGTAGCAACGGCACCGTTTCCCCCTCGGCCTTCTTAGAGCCCTTCAGTGCGGATGTGTGGGTGATGATGTTCGTGATGCTGTTGCTGGTGTCAGCAATGGCTGTGTTTATATTCGAGTACTTCAGCCCTGTGGGCTACAACCGCTGTCTGGCTGACGGCAGAGAGCCTCACGGCCCATCCTTCACCATCGGTAAGGCCATCTGGCTGCTGTGGGGTCTGGTCTTTAACAACTCTGTGCCAGTGCAGAACCCCAAAGGCACGACCAGTAAGATCATGGTGTCCGTGTGGGCCTTCTTTGCTGTCATCTTCCTGGCCTCCTACACTGCCAACCTGGCTGCTTTCATGATCCAGGAGGAATATGTGGACCAGGTAACTGGTCTCTCAGACAAAAAGTTCCAGAGTCCCAACGACTTCTCGCCTCCGTTTCGGTTCGGCACTGTCCCAAACGGGAGTACGGAGAGAAACATTAGGAACAACTATCCAGAAATGCACGCCTACATGACAAAGTTTCATCAGAGAAATGTCAACGAGGCCCTGGCCTCTCTCAAGGCTGGCAAACTAGATGCTTTCATTTACGACGCGGCCGTGCTGAACTACATGGCCGGCAGGGACGAGGGCTGCAAGCTGGTGACCATTGGCAGCGGCTACATCTTTGCCACCACGGGGTACGGCATCGCCATCCAGAAGGAGTCGCTCTGGAAGAGACATGTGGACCTGGCCATCCTGCAGCTCTTCGGAGACGGTGAGATGGAGGAGCTGGAGTCCCTGTGGCTGACGGGGATCTGCCACCACGAGAAGAACGAGGTGATGTCCAGCCAGCTGGATGTGGACAACATGGCCGGTGTCTTCTACATGCTCGGCGCCGCCATGGCTCTGTCGCTCATCACCTTCATCTGCGAGCACTGGTTCTACTGGCAGCTGCGCTTCTGCTTCATGGGCGTCTGCTCCGGCCAGCCCGGCTTCGTCTTCTCCATCAGCAGGGGCATCTACAGCTGTATCCACGGTGTGCAGATTGAGGAGAAGAGCAGCTCGGCATTGAACTCCCCATCAGCCACTATGAACAACACGCATTCCAACATTATGCGCCTCCTACGCACCGCCAAGAACATGGCCTCCCTGTCGGGGGTGAACGGCTCACCCCACAGCGCTCTGGACTTCATCCGCCGGGAATCCTCGGTTTATGACATCTCTGAACACCGGCGCAGCTTGGCGGGCCACTCCGACTGCAAGCCACCTTACATCCCGGAAGACAACATGTTCAGCGACTACATCAGTGAGGTGGAGAGGACGTTTGGCAACCTCCACCTGAAGGACAGTAATCTGTACCAGGACCACTACCTGCACCACCATGGCTCAACACTGGGGCTCAGCGGACCGGCTCCCAACAGGCCCCACAGTCTGGGCAGTGCTAGTTCTCTGGAGGGGGGCATGTTCGACTGTGACAGCCTGGGCGGAGGGATGGCCCCTATTTTCACCACCCAGCCATGCTCAGCACTGACCCACAGGAACATGAGCAAGTTTGACCTGCTGTCTGGACAGACTCCCCCCTCGAGCCAGAGCTTTAAGGGAGGCCTGCCGGACCTGTACGGGAAGTTCTCCTTCAAGGGAGGCGCCTCAAGTTCCACGTTTATCCCTGGGCACGGCTACTGTGGAGGGAGAGGCGATGACGATGGGAATATACGCTCAGATGTCTCGGACATTTCCACGCACACAGTAACTTATGGGAACCTGGAGGGTAATGCCAAGAAGCGCAAACAGTACCGCGATAGCCTGAAAAAGAGGCCGGCCTCTGCCAAGTCCAGACGGGAGCTGGACGAGATTGAGCTGGGCTACAGGAGGAAACCCTACCACATCAGCCACCACCATTACCACGGCCACCGCTCTACCTCCCCACCGCTTTTGCCCGCTGAacggaagagaggaggaggaggaggaggaggtggaggaggcaACAACGACGGGAACTCCTATCTCTTCAGAGAAAAGGAGAGCGTTAGGGATTTTTATTTGGACCAGTTTCGGCCCAAAGAGGGCGTCCCTCAGTGGGAACACGTGGACCTGACAGAGGGCCCTGGGAGTAGAGATGGAGGAGTGCCGACCTGCACCACCCTGGTTCCAGTGGATGACTTTCTTAAGGGCAAACCCAAAAAGTCAGATTCAAAGAGTGGGGGAGGATCTGGGCTAGCAGGGGGAGAGTGGGAGTGCAGGAACTGCCGGGCTAGCGGGGGAGGAGTGGGCAAGCAGATGTCCATGCATGGAGGAGGGGGTGGTGGTGTTGGGTACGGTGGTGGTATGAGCTGCGGGTCCTCTGGAGGCGGAGGAAACAGCCGCCCCAGCTCTGCGACCTGCATGCGCTGCGAGGGCTGTAAAAAGACAGGAAACCTCTACGATATCAGCGAGGACAACAACCACCTCTTGGAACAGATGGGGGGAGGGAAAggcgggggaggaggaggaggcggcggCGGCATGGGTGCAGGCCCTCAGTCTCAACCTCAGGGCCAGCCGAGGAGAAAGAGTGGAGGATTGGGCAAACAACTGAGGCGGCAGCACTCGTATGACGCGTTTGTGGACCTTCAGAAAGAGGAGTCAGGTGGGATGGGAAGTCTGATGGGCCTAGGGGGCGTTGGAGGGATGAGCGGCGCGGGTATGGGAGGGATGCTGCCCCCACCCAGGAGTGTTAGCTTGAAGGAGAAAGAACGCTACATGGAGGGCTCCAGCCCCTTCGCAAACATATTTGAGCGTCACGGGGGCtcggagagagaaagggaaagagacCGGGACCCATTGTTTTACGCAGGTGAGGGCCGGAAAAGACCCGGCTCGCCATTCGGCCTGTTCAGAGGCGGCGAGGGCCTCCACCGCCGCTCCatcggagagagagacatgcgAGACCGGGACAGGTCTTTGATGgaaggaggaggtgggggagggTTCTCTTTATCCAAATCTCTTTACCCCGACAGGGTAAACCAAAACCCCTTTATACCCACCTTTGGGGACGACCAGTGTCTGATGCACGGAGCCAAACAGTATTACATGAaaaagcaacagcagcagcagcagcagcagcagcagcaacaagttgCCAAAAACAGCCGAAGTGACTTCAGGAGCCAGATGAGCACGACGTCATATCTGCCGGCGTCCGCCACGGCCGGGGTGATGTCCAACGTGACCCCCCGGTTCCCGAAAGAGCTCAGCCACGGTGGAATGAACCACCACGGCTCCATGCTGGGGGTGGGCCCCCCGCGTCCCTTCAACGGAAGCAATGGCCATGTGTACGAGAAACTCTCCAGCATTGAGTCTGACGTGTGA
>XM_039824147.1
TCTTTTTtgggaggagagacagaagaaagcAGAAGGCAGCCGGGGAAGGGGAAAAACTGGCAATAGCCAATCCCCCCTTCCACACATAGTCTGGACACGACGGAGGCCACTGGAGTATTTGCTTTTATCTTtcgttttttgttctttttttttctcatcgcGCTGCTGGGAGGTGCTTTACCTTTTCATTTGCTTGCTCTCTCGGTCCTCTGTCTTCTCATCTATTTCGCCATTTACCTGGTCAACAATTTCTTCTATTTATGAGCCAAACAAGGAGGGAGAGattgagagaggcagagagacagagaaaaagagaaagaggagggggatttattttttttgcccccTTATTCTCTTTTTGTCCCCTTCGTtcattcctccctccctctccatcGCTATCACTTGCAGCCCTTTCTATCCCTGTGCAACCCACGCTCCCTCCTCCCCTActgcctccctcctcctcccctaccgcctccctcctcctcctcctctccaccacaCCACTCCGCTCACTGTCCACCCGTAACTTTGGCTACTTTTTTGATTCCACCAGTGTTTTAATTTCCTTACTTAAAAAACCCCAACTCTTTTAATTGGCTTGCTTGTATTTTCTATTTACgccttttttttcacttttgtacCTTTtcctatccccccccccccttctctttttttcctcctaccATCCTATGCATCTTTTTTGGGCGATTCTTAATTCTAACCATAGACTGGCGGACGTCAGAAAAGCACGCAACGCCAAACGTCTCTTCGGAGGAGCGAAGGGGAGAACAGAAGTGAAGCTGCTCCTGTGGAGTACAATTAACTCGAAATTGCTGCTTTACCCTCTTGACCCGTCGAGGATTTTACCTAAAACTGCTTTCAGCCTCCCTCAGTCTGAGGctatgagagggagagaggagtcCCAGGCCGCACCATCATGCTACTTCTGAGATGCTGGGATGAGACTTTGGCTGGCAAAACACAAGGTATTACCCTCCCACTCCTCCACCATGCCTGTCTGCGGCTGCCGCAGCCCCTCCTCGCCTCGGGGCCAAGCTGGGGCCTCCTGCTCCGCCCCCTCGGTCGCCCAGGAGCAGGAGAGGCCAGTCCGacccccacctccacccccGCCTCCGTCGCTCCGGCGCCACACCAGCGCCTCCCGCCTCCTCTCGCTTCTTCTCCTGCTGCTCTGCCTTCTCCACCTGCCCCCGGCCTGCCACTCGCGGCGAGAGAAAGGCGGGGGAGGTGGTGGTGCGGGGGGAGGCGGTGGTGGCGGCGGCGGCGCCCACTACATCCCCATCCCCCAACCCCCTCCCCACCACATGGCCCTGCCCAACATCCTGCGCGGCCTCAGCATCGCCGTCGTCCTGGTGGGCAACTCCAGCGAGGTGGCGCTGGCCGGGGCGCGGGAGAAGGATGACTTCCTGCACATGGCGCCCAACGTGGAGGTGCTGACCATGAACGAGACGGACCCTAAAAGCATCATCAAGAGCATCTGTGACCTCATGACGGAGCACTGGCTGCAGGGCGTGGTGTTTGGGGACGACACCGACCAGGAGGCCATCGCCCAAATCCTCGACTTCATCTCCGCCCAGACCCACATCCCCATCCTCGGAGTCCGCGGGGGCTCCTCCATGATCATGGCCGCCAAGGATGACGACTCCATGTTCTTTCAGTTCGGCCCCTCCATCGAGCAGCAGGCCTCGGTCATGCTAAACATCATGGAGGAGTACGACTGGTACATCTTCTCCATCGTCACCACGTACTACCCGGGTTACCAGGACTTTGTCACCAAGATCCGTAGCACCATCGAGAACAGCTTCGTGGGCTGGGAACTGGAGGAAGTTCTACTGCTCGACATGTCCGTAGACGACGGAGATTCGAAGATCCAAAACCAGCTGAAGAAGCTGCAGAGCCCCGTCATTCTTCTCTACTGCACAAAAGAAGAGGCCAACACCATCTTTGAGGTGGCCCACTCTGTTGGGATCACGGGCTACGGCTACACGTGGATAGTGCCCTCGCTGGTAGCTGGAGACACTATTGTAGTGCCTGCAGAGTTCCCCACAGGTCTGCTCTCCGTCTCCTATGACGAGTGGGACTACAACCTGGAGGCCCGCGTTCGCGACGGCGTGGCCATCATCACTATGGCAACCTCCACCATGATGATGGACCGCGGACCTCACACTTTGCTGAAGTCTGAGTGCCACGGAGCTCCGGACAAGAAGACCCCCATCTCAGGCAACCCCAACGAAGTGCTCAGGTACCTGATGAATGTGACTTTCGAGGGTCGAAATCTGTCGTTCAGCGAGGACGGATACCAGATGCACCCCCAGCTGGTCATCATTCTGCTCAACAAGGAGAGACAGTgggagaggGTGGGTAAATGGGAGAATGGTTCCCTGTCCATGAAGTACCACGTGTGGCCTCGCTATGAACTATATGGGGGGGCAGCGACCAGGGAGGACGACCACCTGTCCATCGTGACGTTGGAGGAGGCTCCGTTCGTCATCGTGGAAGACGTGGATCCGCTCAGCGGGACGTGCATGAGGAACACTGTACCCTGCCGGAAACAGATCAAAATCCTCAATCAGACGAAGGATTCTGGGATCTACATAAAGCGCTGCTGTAAGGGATTCTGCATCGACATCCTGAAGAAGATCGCCAAGCAGGTGAAGTTCACCTACGACCTTTACCTGGTCACTAACGGCAAACACGGCAAGAAGATCAACGGGACATGGAACGGCATGGTGGGAGAGGTGGTGTTGAAAAACGCCCACATGGCCGTCGGCTCCTTGACCATCAACGAGGAGAGGTCGGAGGTCATCGACTTCTCCGTCCCCTTCATCGAGACGGGTATCAGCGTCATGGTGTCCCGTAGCAACGGCACCGTTTCCCCCTCGGCCTTCTTAGAGCCCTTCAGTGCGGATGTGTGGGTGATGATGTTCGTGATGCTGTTGCTGGTGTCAGCAATGGCTGTGTTTATATTCGAGTACTTCAGCCCTGTGGGCTACAACCGCTGTCTGGCTGACGGCAGAGAGCCTCACGGCCCATCCTTCACCATCGGTAAGGCCATCTGGCTGCTGTGGGGTCTGGTCTTTAACAACTCTGTGCCAGTGCAGAACCCCAAAGGCACGACCAGTAAGATCATGGTGTCCGTGTGGGCCTTCTTTGCTGTCATCTTCCTGGCCTCCTACACTGCCAACCTGGCTGCTTTCATGATCCAGGAGGAATATGTGGACCAGGTAACTGGTCTCTCAGACAAAAAGTTCCAGAGTCCCAACGACTTCTCGCCTCCGTTTCGGTTCGGCACTGTCCCAAACGGGAGTACGGAGAGAAACATTAGGAACAACTATCCAGAAATGCACGCCTACATGACAAAGTTTCATCAGAGAAATGTCAACGAGGCCCTGGCCTCTCTCAAGGCTGGCAAACTAGATGCTTTCATTTACGACGCGGCCGTGCTGAACTACATGGCCGGCAGGGACGAGGGCTGCAAGCTGGTGACCATTGGCAGCGGCTACATCTTTGCCACCACGGGGTACGGCATCGCCATCCAGAAGGAGTCGCTCTGGAAGAGACATGTGGACCTGGCCATCCTGCAGCTCTTCGGAGACGGTGAGATGGAGGAGCTGGAGTCCCTGTGGCTGACGGGGATCTGCCACCACGAGAAGAACGAGGTGATGTCCAGCCAGCTGGATGTGGACAACATGGCCGGTGTCTTCTACATGCTCGGCGCCGCCATGGCTCTGTCGCTCATCACCTTCATCTGCGAGCACTGGTTCTACTGGCAGCTGCGCTTCTGCTTCATGGGCGTCTGCTCCGGCCAGCCCGGCTTCGTCTTCTCCATCAGCAGGGGCATCTACAGCTGTATCCACGGTGTGCAGATTGAGGAGAAGAGCAGCTCGGCATTGAACTCCCCATCAGCCACTATGAACAACACGCATTCCAACATTATGCGCCTCCTACGCACCGCCAAGAACATGGCCTCCCTGTCGGGGGTGAACGGCTCACCCCACAGCGCTCTGGACTTCATCCGCCGGGAATCCTCGGTTTATGACATCTCTGAACACCGGCGCAGCTTGGCGGGCCACTCCGACTGCAAGCCACCTTACATCCCGGAAGACAACATGTTCAGCGACTACATCAGTGAGGTGGAGAGGACGTTTGGCAACCTCCACCTGAAGGACAGTAATCTGTACCAGGACCACTACCTGCACCACCATGGCTCAACACTGGGGCTCAGCGGACCGGCTCCCAACAGGCCCCACAGTCTGGGCAGTGCTAGTTCTCTGGAGGGGGGCATGTTCGACTGTGACAGCCTGGGCGGAGGGATGGCCCCTATTTTCACCACCCAGCCATGCTCAGCACTGACCCACAGGAACATGAGCAAGTTTGACCTGCTGTCTGGACAGACTCCCCCCTCGAGCCAGAGCTTTAAGGGAGGCCTGCCGGACCTGTACGGGAAGTTCTCCTTCAAGGGAGGCGCCTCAAGTTCCACGTTTATCCCTGGGCACGGCTACTGTGGAGGGAGAGGCGATGACGATGGGAATATACGCTCAGATGTCTCGGACATTTCCACGCACACAGTAACTTATGGGAACCTGGAGGGTAATGCCAAGAAGCGCAAACAGTACCGCGATAGCCTGAAAAAGAGGCCGGCCTCTGCCAAGTCCAGACGGGAGCTGGACGAGATTGAGCTGGGCTACAGGAGGAAACCCTACCACATCAGCCACCACCATTACCACGGCCACCGCTCTACCTCCCCACCGCTTTTGCCCGCTGAacggaagagaggaggaggaggaggaggaggtggaggaggcaACAACGACGGGAACTCCTATCTCTTCAGAGAAAAGGAGAGCGTTAGGGATTTTTATTTGGACCAGTTTCGGCCCAAAGAGGGCGTCCCTCAGTGGGAACACGTGGACCTGACAGAGGGCCCTGGGAGTAGAGATGGAGGAGTGCCGACCTGCACCACCCTGGTTCCAGTGGATGACTTTCTTAAGGGCAAACCCAAAAAGTCAGATTCAAAGAGTGGGGGAGGATCTGGGCTAGCAGGGGGAGAGTGGGAGTGCAGGAACTGCCGGGCTAGCGGGGGAGGAGTGGGCAAGCAGATGTCCATGCATGGAGGAGGGGGTGGTGGTGTTGGGTACGGTGGTGGTATGAGCTGCGGGTCCTCTGGAGGCGGAGGAAACAGCCGCCCCAGCTCTGCGACCTGCATGCGCTGCGAGGGCTGTAAAAAGACAGGAAACCTCTACGATATCAGCGAGGACAACAACCACCTCTTGGAACAGATGGGGGGAGGGAAAggcgggggaggaggaggaggcggcggCGGCATGGGTGCAGGCCCTCAGTCTCAACCTCAGGGCCAGCCGAGGAGAAAGAGTGGAGGATTGGGCAAACAACTGAGGCGGCAGCACTCGTATGACGCGTTTGTGGACCTTCAGAAAGAGGAGTCAGGTGGGATGGGAAGTCTGATGGGCCTAGGGGGCGTTGGAGGGATGAGCGGCGCGGGTATGGGAGGGATGCTGCCCCCACCCAGGAGTGTTAGCTTGAAGGAGAAAGAACGCTACATGGAGGGCTCCAGCCCCTTCGCAAACATATTTGAGCGTCACGGGGGCtcggagagagaaagggaaagagacCGGGACCCATTGTTTTACGCAGGTGAGGGCCGGAAAAGACCCGGCTCGCCATTCGGCCTGTTCAGAGGCGGCGAGGGCCTCCACCGCCGCTCCatcggagagagagacatgcgAGACCGGGACAGGTCTTTGATGgaaggaggaggtgggggagggTTCTCTTTATCCAAATCTCTTTACCCCGACAGGGTAAACCAAAACCCCTTTATACCCACCTTTGGGGACGACCAGTGTCTGATGCACGGAGCCAAACAGTATTACATGAaaaagcaacagcagcagcagcagcagcagcagcagcaacaagttgCCAAAAACAGCCGAAGTGACTTCAGGAGCCAGATGAGCACGACGTCATATCTGCCGGCGTCCGCCACGGCCGGGGTGATGTCCAACGTGACCCCCCGGTTCCCGAAAGAGCTCAGCCACGGTGGAATGAACCACCACGGCTCCATGCTGGGGGTGGGCCCCCCGCGTCCCTTCAACGGAAGCAATGGCCATGTGTACGAGAAACTCTCCAGCATTGAGTCTGACGTGTGAGAACAAAACTAAaaaagggggaggaggagcGGACGATGGCGAGGGaggaagggggtgggggggagtaATAGAGGCATGTACTAGTGTTAGGAGATCAGGGATGATTTTAAAAGACACTGTCCACACACTGCAACCCTAGCCCATATTGGGACAGCACGATTAGTTAAGAGGAGAGGACTAGAGACTGTGACATAGAGAAAACATAGAGTACAAAATCTGGGTTAAAAAATCAGGACACTCTGAGGAGGTGTGGGATGTTAACCCTCTCTCAGACACGGCCAAAGCTACTCTACTTTTATGTCCACTCACGGTCAATCAAcatcccccccctctccctccctcaacATAACACAAATGCGCTCGACTCCCCAAGTCCATTATTTTCACCCACCGGTGACGCAGAAGTCGATGTACTCGGCTGTTATCGCAAAGAGGCGACAGCTCATCTTTTAGTTTGATACTGGACGTGTGAGCCTGGTGCGATGCGATTGGCTTGTCGACGCGAGAGCTCCCGCCGAGGCGCCTCTGAGGAAAAGACTGGCGAGAGCGAGCGAGCCCATCTGCCCCTGTGTCACCGCCGAACGGAGACGTTGTCGCGCTTACCGCAGCCGGCGACACAGGAGATgactctctgcctgtctctgtggAAGGAGACAGCCCGGCCTGTCTGTGTCCTCTCCGTCCCAACTCGTctctcccccacccccacccccacccccctcccctcctcctcctccctcctcctcatcccccaACGCCAAATGAGCTGATCTTGTTTGCTTTGAGAAATACAATCATGGATGATAATAAGATATTCttatagaaaacaaaaaaaacagggtaTAAGAACAACAATAATATTGATAACATTGTGAATAACAAAGATGTTAGCGCTGATTATGaaataagtttgtttttttaatttgttttatgttCCGCTGGTATGATATTTCACTACTGTTTTAGTACCTGTAGTTGGATCCTGTGGTCCTGCTGTGGCAGCAGGACGGCTGTTCTGAGTTCAACCAACCAGCCAGAAAGACTGAGTCCTTAACTTCTTCTTTTCAATGGTTTCTGTAGAATATTCTACTTCATGCTCATACATTTATTTGCTCCTTGTGGAAAAAAATCTGGATCTGGAAAGACATGTTTAGAGCTGACAGATCCTTCTTTAATGTTTCAAGACGTTACAAATGaagtgcacacacaaacacattcactcacacttTAAACACATGCGGATTTTGTCGGTCTGAACTTGTGTTACTGTGATCGGCGCGTTTCGTCCGAAAGCTGAAGAGGCTGAGAGGAAGGACGTGTCTTAATGGTCTCCAGTGGATGTGTCCTCCGGTTCACGCGCCCGTCCCCGCGCGGCAGGCAGCGCCGGGACGGACCGGCATGCTTTGACTCGGTGACTCTCTTCACGTTCTATTGAGCCAAAGCTGCAGTGGGAATTTACAGCAAGGCTTTGAGACACTGCAGCCGATGGTTTAGCTCCAAGAGGAGATGTTTTATAACTTCGTAAGAAAATTGATTTCATATGTCGAACGTGGGCAGCGCTTTACGAACCAGATGTATTTTTAGGATGTCACGGATAGACCGACCGCGTCTCACTTCACAACACGGCAGCCTTTAGACCACTTCTTTTATTCAGGTTACATGATGACAGTCACCAGGCACTCACCTTTGTATGTAATTTATTTTCCCGCCTCTCACCAGTATCTCGTAGAAGGCGTTAACTTATTCACTCACGTCAGCAGTCTGAGAGGCGCGCACAGAACGCTTTGTTTGTACATTGTGTATGATAAATATATGCACTGCtgataacaaaaaaatgtgtagGAAAAATGGTGTCGCCCTGTGACAAGGATACCGATTAAAGCTCGAGCCGAGGAGGATGTCGATTTGGGAGAGGCCTCTTCGACACTGACAGAGGCGTCCGGAAGGCGTCCCGAAGGCGTCCTGAAGGCGGCCATCTTGCGAACGCTTTCCGGCTTTTCACTTTAACTGATGTagatagtattttttttttgctggagaGGCCTCATTGTATTGCACAGGACCTTTTTACTCGGTGTAGGTTCAGGCACTTCAGTAGACATGCCTTATCATCCCATCACCAtgccccccccaacccccccaacccccccagaGCTGTCTGATGATCATTAACTGTAAATGTATACGTACTATTAAAAGGTTTGATCTTCGATTAGCTGGCGGCGTCAGAAGTTCAAGGGCTGCGGGAGATTGCGAAGGAGTGCTGGCCTGAGCCTGGAGCTGCTGGAGTGTGTAGAGTGTGATCTTTGTCCTTGCGGACTTCTATCTTATATCCTTATCTAAATGCACCAATGTAATAGGTTGCcgtggcgtgcgtgcgtgcgtgcgtgcgtgcgtgcgtgcgtgcgtgcgtgcgtgcgtgtggaaGCAAATCACGATTGAATGATAACCGCTGTTTTTTTCTGATAACTATTCATAAGTTCAACAGCCTCTCCTCCTACTCGTCCCTCGCTCCACAGACAACACCATCAAAGTGAGACTGATCGAGTTAGCCTTAAATCAAACTGATCCATCcatctaccccccccccccacaaccctaTGACTCTCCTAATGAATAGATTGGGATCTCTGGAATTTTTATACGCACACATTTTTCGAGAGTTCAGGTCAACCATTATCAGCGAGACGGTATAAGAAGGAGAACGGGAAATGACGGGGAAATAAGAAggagcagaagaagagagaCTTTGGAGCGGGCATCAATCAGTGTCAGCATTTGTACGTTCAATCTTTTCCttgtaaataatatatttaaaactcttttcactttgtacagtcgacagacagacaggatgtaACTTTCAATATGTTTTACAGCAatttaagaaataaacaaaacgataataaaaactgataaaaacgAAAAAAGTCATCGACAAAATTATGCAAAAATATACTTAAGACACAAATATTACTAATCATAAGTGATATAATTGCACCTTTTTACTTTAAGTCTCATGTTTACTTAATTATAATAGTTTACCAATCAGTATACTTATTATGTTAAgaattatgctttttttcatattttcactAACGTGTTGGAAATCGAGGATACTTTACTGTAGGTGTAGACGTTTGGTGattaaaaaaagggggaaagttTAGTTTTAGGAGTCTTCGCTAAGTTTCCCTTGAATTGTGTTAGATTCTCTCTTTTAAGGTAAGCTCTTCGTCATGCTTTTTGAGATCGACTCAATTATCTACACATTTATGGAATACAATATTACATGTATACATAGATGATATTTGCATATAGAGGCAGTATATTGTGATCCTTCATTTTTAAGCAGCAATCCTTGTTAAAAAAACTTACaagatatttgtgtttttgttgccctttttttttttctttcttctcaccTGGGCTCTTTAACGGTGTTTGCACACAGAATTTAGAGCCATCGTCGGCCTGGCCTATCCTCTTCCCTCTCTGTGTTTGGGATAGACATCACTGTGGTAaaggaatacacacacacacacacacacacacacacaca

Function

symbol description
fmc1 Involved in mitochondrial proton-transporting ATP synthase complex assembly. Located in mitochondrion.
grin2b Enables NMDA glutamate receptor activity; glutamate-gated calcium ion channel activity; and glycine binding activity. Involved in calcium ion transmembrane import into cytosol and response to ethanol. Located in plasma membrane. Is integral component of plasma membrane. Part of NMDA selective glutamate receptor complex. Implicated in several diseases, including alcohol use disorder; autosomal dominant non-syndromic intellectual disability 6; bipolar disorder; developmental and epileptic encephalopathy 27; and neurodegenerative disease (multiple). Biomarker of Alzheimer's disease; temporal lobe epilepsy; and vascular dementia.

NR:

description
PREDICTED: glutamate receptor ionotropic, NMDA 2B

GO: NA

KEGG:

id description
K05210 GRIN2B; glutamate receptor ionotropic, NMDA 2B

RNA

RNA id representative length rna type GC content exon number start site end site
TU205683 False 930 lncRNA 0.48 3 4761732 4765493
XM_039824145.1 False 5669 mRNA 0.58 18 4588735 4761970
XM_039824146.1 False 5639 mRNA 0.58 17 4588735 4757096
XM_039824147.1 True 9759 mRNA 0.53 17 4585173 4757096

Neighbor

gene id symbol gene type direction distance location
tcf20 tcf20 coding downstream 24729 4542290 ~ 4560444 (-)
LOC120573943 gsg1 coding downstream 45457 4528452 ~ 4539716 (-)
LOC120574253 NA coding downstream 79646 4493584 ~ 4505527 (-)
LOC120574889 bglap coding downstream 226196 4355685 ~ 4358977 (-)
LOC120573904 NA coding downstream 234079 4347972 ~ 4351094 (-)
wbp2nl wbp2nl coding upstream 11269 4776762 ~ 4782184 (-)
rrp7a rrp7a,LOC102796085 coding upstream 25951 4791444 ~ 4794849 (-)
poldip3 poldip3,LOC102796373 coding upstream 30226 4795719 ~ 4803743 (-)
ndufa6 ndufa6 coding upstream 58759 4824252 ~ 4828932 (-)
triobpb triobp coding upstream 65840 4831333 ~ 4855600 (-)
G151799 NA non-coding downstream 1013 4583204 ~ 4584160 (-)
G151790 NA non-coding downstream 61599 4518781 ~ 4523574 (-)
G151785 NA non-coding downstream 106294 4477384 ~ 4478879 (-)
G151783 NA non-coding downstream 172013 4411516 ~ 4413160 (-)
LOC120574176 NA non-coding downstream 247949 4334272 ~ 4337224 (-)
G151924 NA non-coding upstream 104394 4869887 ~ 4893318 (-)
G151951 NA non-coding upstream 248024 5013517 ~ 5024092 (-)
G152052 NA non-coding upstream 404811 5170304 ~ 5170652 (-)
G152081 NA non-coding upstream 522365 5287858 ~ 5290361 (-)
G152104 tob2 non-coding upstream 625012 5390505 ~ 5395115 (-)
LOC120575466 LOC102292836,LOC101471904,LOC100692969,LOC103393382,LOC103468414,LOC102212070,LOC103143659,LOC102784177 other downstream 120182 4416177 ~ 4464991 (-)
LOC120575464 NA other downstream 217830 4361848 ~ 4367343 (-)
G151344 smarca4 other downstream 1268258 3311727 ~ 3316915 (-)
G151227 LOC103393680 other downstream 1669806 2911326 ~ 2915367 (-)
G151216 LOC106957010,LOC107376217,LOC103393680 other downstream 1688830 2873918 ~ 2896343 (-)
G152043 cdc42ep1,LOC102301584,LOC102206375,LOC102078793 other upstream 412823 5178316 ~ 5227241 (-)
G152114 rbx1 other upstream 696353 5461846 ~ 5464418 (-)
top3a top3a,LOC102783137 other upstream 783798 5549291 ~ 5567539 (-)
atp5mf atp5j2,LOC102786280 other upstream 809187 5574680 ~ 5613722 (-)
bud31 bud31,LOC106595689 other upstream 814770 5580263 ~ 5582864 (-)

Expression


Co-expression Network