Epinephelus lanceolatus (giant grouper): 117256196
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Entry
117256196 CDS
T07331
Symbol
frmd4ba
Name
(RefSeq) FERM domain-containing protein 4B isoform X1
KO
K23970
FERM domain-containing protein 4
Organism
ely
Epinephelus lanceolatus (giant grouper)
Brite
KEGG Orthology (KO) [BR:
ely00001
]
09180 Brite Hierarchies
09183 Protein families: signaling and cellular processes
04990 Domain-containing proteins not elsewhere classified [BR:
ely04990
]
117256196 (frmd4ba)
Domain-containing proteins not elsewhere classified [BR:
ely04990
]
Other domain-containing proteins
FERM domain-containing proteins
117256196 (frmd4ba)
BRITE hierarchy
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Gene cluster
GFIT
Motif
Pfam:
CUPID
FERM_M
FERM_C
FERM_N
RA_2
SNX17-27-31_F1_FERM
Motif
Other DBs
NCBI-GeneID:
117256196
NCBI-ProteinID:
XP_033481346
LinkDB
All DBs
Position
7:43613249..43650379
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AA seq
1070 aa
AA seq
DB search
MAVRIIRGMEDLLASSSQLVWSMAHQTLRRWYNRGLMPCRRLLEAWFRIGECYQMTEGRQ
CQVHLLDGRKLELLVQPKLLSRELLDLVASHFNLKEKEYFGLCFIDDTGQSNWLQLDRKV
LDHDFSKSSGPLELKFLVRFYIEKITFLKDNTTVELFFMNAKSLVFNETIEVESENVFKL
AAFALQEAKGDYSSAETARSDLKQLPLLPTRVLREHPSLNYCEDKVIEHYKKLKGLTRGQ
AIVQYLALVESLPTYGVHYYQVKDKQGIPWWLGVSYKGIGQYDLQDKLKPRKLYQWKQLE
NLYFREKKFAVEVNDPQRRTVTKRTFGQTGLVIHTWYASHSLIKTIWVMAISQHQFYLDR
KQSKTKMTTTRSSGDIAMDLTEICALRITKLSSIESRDQLIMASNGSLISAGSADSEVSE
EQKKEKVAELKKKEKDLQDTLTRKLEELKKICMREAELTGKLPKEYPLATGEKAPHVRRR
VGTAFKLDDLFPYDEDPHLRNLESRFALQQKIVEAAIKLSNEGDLCKTVKKKRRNNCLDA
MRKLEEIEREINAYRIKKGKKPTQRASLILADDVNPSDLSSLSDSLTLDDDDELTSQRHR
SRSVQYSPRPHHAETLDIHYNNDRRASANDQHADSRLNYGQVQESLHYGHRDALSSHSSP
FKPASRQPRDARSMPPTPLLTRNAYSSTQLRSEDAPQHLRQRSGSLESQSQFVTETEPVM
PAFTLSPARRSNSTEVLDDGSSYTSQSSVEYSVPGNHTHRRRARGRHRKDMYANTGSMPN
LAQPDTRCYAYQPRARPTTTAYYVTGYPSYTEPEPYSNGVYMYDNEMEGHYNVNPSYHHT
AYHSHDMHSHYGTDEIDGMSQNPYATLRPPRNRQAPRSNEQVGKNIQKALVAEHLRGWYH
RNAAQKQASYNYDYDRGSQHSLGYQTMPSPYSHNNRNIAYSSVSSASSSGNWHSHISGGA
MSEYDMPMHAPQSYSYSTAPFSHSAHSRYGASQPFKGSWHSPDGQRRCAFFPASSSSSAS
SSTSSLPSSSFPSSSYSPSVRVRQVASSPAQPQSSRGHRLSKVSFTKGSS
NT seq
3213 nt
NT seq
+upstream
nt +downstream
nt
atggctgtgcgcatcatacgtggaatggaagacctgttggcatcgagcagccagctcgtc
tggagcatggcacatcagactctgaggaggtggtacaatcgtgggctgatgccgtgcaga
cgcttgctagaagcctggttcaggattggagaatgctaccagatgacagagggccgtcag
tgccaggttcacctcctcgatggcaggaagctggagctgctggttcagcccaagctgttg
tcccgtgagctgttggatctggtggcctcccattttaacctaaaggagaaagaatacttt
gggttgtgtttcatagatgacactggccagagtaactggctacagctggatcgtaaagtc
cttgatcatgacttctccaagtcttcagggcctttggaactcaagttcctggtgaggttt
tatatcgagaagatcaccttcttgaaagacaacacaacagtggagctgttcttcatgaat
gccaaatctttagtgtttaatgagaccatcgaagtggagagtgaaaatgttttcaagtta
gccgcattcgcattgcaggaggccaaaggagattacagcagtgctgagactgccagatca
gacctgaagcagctcccacttctgcccaccagagtattacgggagcacccatctctcaat
tactgtgaggacaaagtgattgaacactacaagaaactgaaaggactgaccagaggacag
gccattgtgcagtatctggccctggtggagtcactgccgacatacggagtccattattac
caagtgaaggacaagcaaggaataccgtggtggcttggagtcagctacaaaggcatcggc
cagtacgatttgcaagataagctgaagccgagaaagttgtatcagtggaagcagttggag
aatttgtattttcgcgagaagaaatttgctgtggaagtgaacgacccacaaagaagaaca
gtgaccaagcgaactttcggacagactggtctggttatccacacatggtatgccagccac
tctctgattaaaaccatctgggtgatggccatcagtcaacaccagttctacctggacagg
aaacaaagcaaaacaaagatgaccacaaccaggagttcaggtgacatcgccatggacctc
acagagatctgcgccctgcggatcaccaaactctccagtattgagagcagagaccagctt
atcatggccagcaacgggagcctcatctcagccggttctgctgactccgaagtcagcgag
gaacagaagaaagagaaggttgccgagttgaaaaagaaagaaaaggaccttcaagacaca
ctgacacggaaacttgaggaactgaagaaaatctgcatgagagaagccgagcttacaggc
aaattgcctaaagagtatcccttagccacaggtgagaaggctcctcatgtgcgccgccgc
gttgggacggccttcaagctggatgacctgttcccctatgatgaggacccacatctgagg
aatctagagagcaggttcgccttgcagcaaaagatcgtggaagcagccataaagttatcc
aacgagggtgacctctgcaagactgtgaagaaaaagaggagaaacaactgtctggatgca
atgaggaagctggaggagatcgagagggagatcaatgcttacaggatcaagaaaggaaag
aaacccactcagagagcctcactgatcttagcagatgatgtcaacccttcagacctcagc
tctctgtctgacagcctcactctggatgatgatgatgagctcacttctcagaggcaccgc
tccagatcagtccagtattccccaagaccacaccacgcagaaacattggacatccactac
aacaacgacagacgggcctctgccaatgaccagcatgcagacagcagattaaattacggc
caagtccaggaatcactccactacggtcaccgtgatgccttatcaagccacagcagcccg
tttaaaccggcttccagacagccacgtgatgcccgcagcatgccccccacccccctcctc
acccgcaacgcctacagcagcacccagctcagatcagaggatgctccacaacatctgcgc
cagcgtagcggtagtctcgagtcccagtctcagttcgtgacggagaccgaacctgttatg
ccagccttcaccttgtccccagcccgacgcagcaacagcacagaggtcctcgatgacggc
tcttcctacacaagccagtccagcgtcgagtacagcgtccccggtaaccacacccacagg
cgcagggctcgcggccgccacagaaaagacatgtacgccaacacgggcagcatgcctaac
cttgctcagccggacacccgctgctacgcctaccagccacgggccagacccaccacgacg
gcctactacgtgacaggttatcccagctacacagagccagagccttactccaatggagtc
tacatgtatgacaacgagatggagggacactataacgtcaatccctcgtaccatcacaca
gcttatcacagccacgacatgcacagtcactacggtaccgacgagatagacggcatgtca
cagaacccgtacgccacactgcggccacccaggaatcgtcaggcgccccgcagcaatgag
caggttggcaagaacatccagaaagctttggtggctgaacacctgagaggctggtaccat
cgcaacgctgcacagaaacaggcatcatacaactacgactacgatagaggctcccagcac
agcctgggctaccagaccatgccttcaccctacagtcacaacaacaggaacatcgcctac
tcctcagtgtcctcggcatcctctagtggaaactggcacagccacattagtggtggtgct
atgtcggaatacgacatgcccatgcatgcaccacagtcctactcctacagtacagccccc
ttcagccactccgcccacagcagatatggcgcctcccagccttttaagggttcctggcac
agccccgatggccagaggcgctgtgccttttttcctgctagttcttcctcctcagcttcc
tcctccacttcctccctgccctcctcctcctttccctcctcctcctattcccccagcgtt
cgggtcaggcaggtggcctccagccctgcacagccacaatcctccagaggacacaggctc
agtaaggtgtcctttactaaaggtagctcatag
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