Propithecus coquereli (Coquerel's sifaka): 105806074
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Entry
105806074 CDS
T08746
Symbol
RADIL
Name
(RefSeq) ras-associating and dilute domain-containing protein
KO
K26418
Ras-associating and dilute domain-containing protein
Organism
pcoq
Propithecus coquereli (Coquerel's sifaka)
Pathway
pcoq04520
Adherens junction
Brite
KEGG Orthology (KO) [BR:
pcoq00001
]
09140 Cellular Processes
09144 Cellular community - eukaryotes
04520 Adherens junction
105806074 (RADIL)
BRITE hierarchy
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Ortholog
Paralog
GFIT
Motif
Pfam:
DIL
RA
PDZ
PDZ_6
FHA
DinB_2
PDZ_2
Motif
Other DBs
NCBI-GeneID:
105806074
NCBI-ProteinID:
XP_012494582
Ensembl:
ENSPCOG00000022184
UniProt:
A0A2K6G2G1
LinkDB
All DBs
Position
Unknown
AA seq
1070 aa
AA seq
DB search
MFYGTNLIMSPPAKGKLKRQGQLLSSVLSRTLSYKHRDADPTFSSRGASDDPSELSTQLS
APGVLKVFGDSVCTGTHYKSVLATDTSSAQELVKEALERYALDPAHAGQYVLCDVVGKAG
DAGQQWQAQCFRVFGDNEKPLLIRAFWKPREGLSRRFELRKRSDVEALAAKDVDTTTAGI
NAQARRLQRSRAKGTSALAPGGAQSSPPPRLRRTVSETSLSPATTLLDTAQGPEEPDQDT
MRLSLYQSPHLLLLQGYSQQHDSLVYMLNRDRHTVGQRTPASKPSISLSAPDILPLHCTI
RRLQLSGGQAGDRLVLEPIPGAPVSVNFSEVGPRTVVLHHGDLLSLGLYYLLLFKDPAQA
QPLPAQALARLQAVPQSCRMCGTAIGARGTAYSAPATLSRRRQLLLEFEPDLEDTLLQRI
MTLIEPGGDDHKLTPAFLLCLCIQHSATHFEPGTFGQLLLKIARRIREMVWEKTKELAEK
QAQLQEPIAASFTVADLVPDLQHILFWMSNSIELLYFIQQKCPLYMQSMEEQLDITGSKE
SLFSCTLTASEEAMAVLEEVVLYAFQQCVYYVSKSLYVCLPALLECPPFPTERRESWSSA
PELPEELRRVVSVYQVALDLLRQLQVHPEVASQMLSYLFFFSGTLLLNQLLDRGPSLSCF
HWPRGVQACARLQQLLEWIRSTGFGEAGEHFFRKLSCTLNLLATPRAQLVQMSWAALRAS
FPALSPAQLHRLLTQYQLASTMGPTSAWEPGARDSPAAFKSEDVLESYENPPPIVLPSEG
FQVDLEADCPDDSVYQHLLYIRHFLWSLRSKASPGGGPAQPEGPEGTNHSVPEALLDAQS
CPSASRDPSKGAREAALSRTLPLVGAPWAPGPSARQPGCGGRGGSQAGPLHTDSSCLLTP
PSTPLGLEPRDPDWSEPSGTCGKALPEGQRNGPSGPRGAAPEGDSAALMNESPPAPSSRS
SSTEDFCYVFMVELERGPSGLGMGLIDGMHTPLGTPGLYIQTLLPGSPAAADGRLSLGDR
ILEVNGSRLTGVSYLRAVDLIRHGGKKMRFLVAKSDVETAKKLRFRTPLP
NT seq
3213 nt
NT seq
+upstream
nt +downstream
nt
atgttttatggaactaacctcatcatgtctccacctgccaagggcaagctgaagcggcag
ggccagctgttgtccagcgtactgtcccggaccctgagctacaagcaccgggacgcggac
cccaccttctccagccggggtgccagcgatgacccctccgagctctccacccagctctct
gcccctggggtcctgaaggtgtttggggacagtgtctgcacaggtacccactacaagagt
gtcctggcaaccgacacatccagtgcccaggagctggtgaaggaggctctggagcggtat
gccctggaccctgcgcacgctggccagtatgtgctgtgcgacgttgtgggcaaggctggg
gatgctgggcagcagtggcaggcccagtgctttcgagtgtttggggataatgagaagcct
ctcttgatccgagcattttggaagccccgagaaggcttatcccggaggtttgagctgaga
aagagatcagacgtggaagcgctggcagccaaggatgtggacaccacgacggcagggata
aacgcccaagctcggaggctgcagcggagccgcgccaagggaacctcagccctggcccca
gggggtgcccagagttcccctccgccccggctacgccgcacagtcagcgagaccagcctg
agcccagccaccacgctgcttgataccgcccagggccccgaggagccagaccaggacacc
atgcgcttatctctgtaccagtccccgcacctgcttctcttgcagggctatagccagcag
catgacagcctggtgtacatgctcaaccgggaccggcacacggtgggccagcggaccccc
gccagcaagcccagcatcagcctctcggcccctgacatcctgcccctgcactgcaccatc
cgccggctccagctctcgggcggccaggccggggacaggctggtcctggagcccatcccc
ggggcgcctgtctcggtcaacttctccgaggtggggccgaggaccgtggtgctgcaccac
ggggacctgctctccctgggcctctactatctgctgctgttcaaggacccggcgcaggcc
cagcccctgcccgcccaggccctggcccgcctgcaggccgtgccacagagctgtcgcatg
tgcggcactgcgatcggcgcccggggcaccgcctactctgcgccggccaccctgtcccgg
cgacggcagctgctcctggagtttgagccggacctggaagacacgctgctgcagaggatc
atgacactgatagagccagggggcgacgaccacaagctaacccctgccttcctcctctgc
ctctgcatccagcactcagccacccacttcgagcctggcacgtttgggcagctgctgctc
aagatagccaggaggatccgcgagatggtctgggagaaaaccaaagagctagcagagaag
caggcacaactccaggagcccatcgcagccagctttaccgtggctgacctagttccagac
ctgcagcacattcttttctggatgtctaactccatcgagctcctgtactttatccagcag
aaatgcccactgtacatgcagagcatggaggagcagctggacatcacaggctccaaggag
tcgctgttctcctgcacgctgacggccagcgaggaggcgatggcggtgctggaggaggtg
gtgctgtacgccttccagcagtgcgtctactatgtctccaagtccctgtacgtctgcctc
ccggcccttctggaatgtcctccgttcccgacggagcgcagggagagctggagctcggcc
cccgagctgcctgaggagctgcgccgtgtcgtgtctgtgtaccaggtggccctggacctc
ctgcggcagctccaggtgcaccctgaggtggcctcgcagatgctgtcctacctcttcttc
ttctctggcactttgctccttaaccagctcctcgacaggggcccctccttgagttgcttc
cactggcccagaggcgtccaggcctgcgcccgcctgcagcagctcctggagtggataaga
agcaccggcttcggggaggctggagagcacttcttccgaaagctctcctgcaccctcaac
ctgctggccacgcccagggcccagctcgtccagatgagctgggcagccctgcgggcctcc
ttccccgccctgagcccggcacagctgcaccggctgctgactcagtaccagctggcctcg
accatgggccccaccagtgcctgggagccgggggcccgggacagccctgccgctttcaag
tcagaggatgtcctggagtcctacgaaaaccccccgcccatcgttttgccgagtgagggc
ttccaggtggatttggaagcagactgcccggacgacagcgtctaccagcacctgctctac
atccgccacttcctgtggagcctacgaagcaaagccagccctggcggtgggcctgcccag
ccagagggccccgagggcacgaaccacagcgtcccagaggcactcctggacgcccagagc
tgcccctcggcttccagggacccgagcaagggagcacgagaagccgccctgtcacgcact
cttcctttggtgggggctccctgggcaccgggcccctccgcaaggcagcctggctgcggg
ggccgagggggctcccaggctggccccctgcacacagactcgtcatgcctgctcacccct
cccagcaccccgcttggcctcgagcccagggaccctgactggtcagagcccagtggcacc
tgcggaaaagccctcccagaagggcagaggaacggaccgagcggcccccggggtgcggct
ccagaaggagactctgcggccctcatgaacgagtcccctccagccccctccagccgcagc
tccagcactgaggacttctgctacgtcttcatggtggagctggagcgaggcccctcgggg
ctggggatgggcctgattgatgggatgcacacgcccctgggcaccccagggctctacatc
cagactctgcttccgggcagccccgccgcggccgacgggcggctgtccctgggagaccgc
atcctggaggtcaacggcagccgcctgacgggtgtcagctacctgagggctgtggatctg
atccgacacggggggaagaagatgcggttcctggttgccaagtctgacgtggaaacagcc
aagaagctccgtttccgcacacccctgccctag
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