Leminorella grimontii: V8L73_10035
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Entry
V8L73_10035 CDS
T10343
Name
(GenBank) FAD-binding and (Fe-S)-binding domain-containing protein
KO
K26063
(R)-2-hydroxyglutarate dehydrogenase [EC:1.1.-.-]
Organism
lgb Leminorella grimontii
Pathway
lgb00310
Lysine degradation
lgb01100
Metabolic pathways
lgb01120
Microbial metabolism in diverse environments
Brite
KEGG Orthology (KO) [BR:
lgb00001
]
09100 Metabolism
09105 Amino acid metabolism
00310 Lysine degradation
V8L73_10035
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GFIT
Motif
Pfam:
FAD-oxidase_C
FAD_binding_4
Fer4_8
BBE
Fer4_20
Fer4_10
Fer4_9
Fer4_7
Fer4_18
Fer4_17
BBS7_pf
Fer4_21
Fer4
Motif
Other DBs
NCBI-ProteinID:
XBC27790
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Position
complement(2149975..2153028)
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AA seq
1017 aa
AA seq
DB search
MIPQLKQAPGVDALVNAYLAALKRSGFSGDVATQFADRLTMATDNSIYQLLPQAIVFPRS
TADVVLIARTASADEYQSLRFTPRGGGTGTNGQSLNDGIVVDMSRYMNRILELNTEEGWV
RVEAGVIKDQLNQYLKPHGFFFSPELSTSNRATLGGMVNTDASGQGSLAYGKTSDHVLGL
RSVLLNGELLDTYPMPVALAEGLAAQKTRVGEVYRTVMERCRTQRQLILDKFPKLNRFLT
GYDLKHVYSDDLQTFDLTRILTGSEGSLAFITEARLNITRLPSVRRLVNVKYDSFDSALR
NAPLMVEAKALSVETVDSKVFNLAREDIVWESVKNLITDVPGKDMQGLNIIEFAGDDEAL
IARQVEALCARLDELMENSEAGVIGYQLCSDLADIERIYGMRKKAVGLLGNAKGLAKPIP
FAEDTCVPPEHLADYIAEFRALLDGHGLAYGMFGHVDAGVLHVRPALDMCDPQQERLMKQ
LSDSIVALTAKYGGLLWGEHGKGFRAEYSSEFFGEELYAELRRIKGAFDPLNRLNPGKIC
TPLESDAPLLKVDAVKRGTYDRQIPLAVRTSFKGAMECNGNGLCFNFDVNSPMCPSMKVS
GDRVHSPKGRATLVREWLRQLAEAGVDPLEIEQKLSQRRLSWRELLAKTQNALAKRKGEY
DFSHEVKASMSACLACKACSTQCPIKIDVPAFRSRFLQLYHTRYFRPARDYLVASVESYA
PLMAKAPKVFNFFIRQPWMQAIGAKGIGMVNLPQLSTPTLKQQLQGHRACSITLEQLETM
VVEQRQRHVLVVQDPFTSYYDAAVVADFVRLIEKLGMTPVLLPFSPNGKAQHIKGFLRQF
AQTSKRTSEALNRVARLGISMVGVDPALVLCYRDEYKQILGEARGDFQVLLVHEWLTANL
HLLPEKAVAAEPWYLFGHCTESTALPNSGRQWQGLFGRVGATLNTINLGCCGMAGTYGHE
ADNAENSAAIYALSWQKALAGKSASRCLATGYSCRSQVKRFNQVVLKHPLQALLELV
NT seq
3054 nt
NT seq
+upstream
nt +downstream
nt
atgattcctcagctcaaacaggcgccgggcgtcgatgcactggtgaacgcgtatttagcg
gcgctgaagcgctcaggctttagcggcgacgtagcgacgcagtttgccgatcgcctgacg
atggcgaccgacaacagtatttatcagcttttgcctcaggcgatcgttttcccccgttct
accgctgacgtggtgctgattgcgcgcacggccagcgcggatgaataccaaagcctgcgc
tttacgcccagaggcggaggtacgggaaccaacgggcagtcgctcaatgacggcatcgtg
gtggatatgtcccgctatatgaaccgcattctggagctgaacacggaagaagggtgggtt
cgggttgaggccggcgtgattaaagaccagctcaatcagtacctcaagccccatggcttt
tttttctcgccggagctttccaccagcaaccgcgccacgctcggcggcatggtcaatact
gacgcgtcaggacagggctcgctggcctatggcaaaacgtccgatcacgttttggggctg
cgaagcgtgctgttaaacggcgaactgcttgatacgtatcctatgccggttgcgctggcc
gaagggctggcggcgcaaaagacccgcgtcggcgaggtttatcgcaccgtaatggaacgc
tgccgaacccagcgccagctgattttggacaagtttccaaagctgaaccgctttctgacc
ggctacgatctgaagcacgtctacagcgacgacctgcaaacgtttgacttaacccgtatc
ttaaccggttccgagggttctttggcgttcatcaccgaagcccgcttaaatatcacgcgc
ctgccgtcggttcggcggctggttaacgtcaaatatgacagctttgattccgcgttgcgc
aacgcgccgctgatggtcgaggccaaggcgctttctgtcgaaaccgtagactccaaggtg
tttaacctggcccgcgaggacatcgtttgggagtcggtaaaaaatcttattactgacgtg
cccggtaaagacatgcagggccttaacatcattgaattcgccggcgacgatgaggcgctt
atcgcccgtcaggtagaggcgctttgcgccaggcttgacgaactgatggaaaatagcgag
gccggcgttattggctaccagctgtgcagcgacttggccgacattgagcgcatttacggc
atgcgtaaaaaggcggtaggccttttgggtaacgccaagggcttggcaaagccgatccct
ttcgcagaagacacctgcgttcctcccgaacacttagccgactacattgcggagttccgc
gcgctgctggacggccacggcttggcctacggcatgttcgggcacgttgacgccggcgtg
ctgcacgttcgccccgcgctcgacatgtgcgatccgcagcaggaacgcttgatgaagcag
ctgtccgacagcatcgtcgcgctaacggccaagtacggcggattattgtggggtgagcac
ggtaagggtttcagggctgaatacagctccgaattcttcggtgaggaactctatgcagag
cttcggcggattaaaggcgctttcgacccgcttaatcgcctcaacccagggaaaatctgt
acgccactggagagcgatgcgccgctgttgaaagtggacgccgttaagcgggggacctac
gatcggcagatccctttagcggtaagaacgtcgtttaaaggcgcgatggagtgcaacggt
aacggcctgtgcttcaatttcgatgtgaacagtccgatgtgcccctcgatgaaggtcagc
ggcgatcgcgttcattcgccgaaggggcgcgcgacgctggtaagagaatggctgcgccag
ctggcggaggcgggcgtagatccgttggagattgagcaaaagctgtcgcagcggcgcttg
agctggcgcgagcttttggccaaaacgcaaaacgccttggctaagcgtaagggagagtat
gacttctcccacgaagttaaagcgtcgatgtccgcctgtttggcctgtaaggcttgctcg
acccagtgtccgataaagattgacgtgcctgccttccgctctcgctttttacagctttac
cacacccgctatttccgcccggccagagactatctggtggcgtcggttgagagctacgcg
ccgctgatggccaaggcgcccaaggtgtttaacttcttcattcgacagccgtggatgcag
gccattggcgcaaagggcatcggcatggtcaacctgccgcagctgtcaacgcctacgctg
aaacagcagctgcaggggcaccgcgcctgttctattacgctggaacagctcgaaaccatg
gtcgtcgaacagcgtcagcgtcacgtgctggtggttcaggatccgttcaccagctattac
gacgcggcggtagtggccgactttgtccggctgatagagaaactgggcatgacgccggta
ctgctgccgtttagccccaacggcaaggcgcagcatattaagggcttcctgcggcagttt
gcgcaaacctctaaacgcacgtcagaagccttaaatcgggtggcaaggctggggatctcc
atggtgggagtcgatccggcgctggtgctgtgctatcgagatgaatataaacaaattctt
ggcgaagctcggggcgattttcaggttcttctcgtgcatgagtggctgacggctaatctt
cacctgctgccggaaaaggccgtagcggcggagccgtggtatctgtttggtcactgtacc
gaaagcaccgcgctaccgaacagcggccgacagtggcagggcctgttcggtcgagtcggc
gctacgctgaatacgataaatttgggctgctgcggcatggcgggaacttatggccatgag
gccgacaatgccgaaaattcggcggcgatttacgcgctgtcctggcaaaaggcgctggcg
ggtaaaagcgcaagccgctgcctggcgaccggctattcgtgccgcagtcaggtgaaacgg
tttaatcaggttgtgttaaagcatccgcttcaggcgctgctggagctggtttaa
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