KEGG   Pseudofrankia inefficax: FraEuI1c_1036
Entry
FraEuI1c_1036     CDS       T01354                                 
Name
(GenBank) 3-isopropylmalate dehydratase, large subunit
  KO
K01703  3-isopropylmalate/(R)-2-methylmalate dehydratase large subunit [EC:4.2.1.33 4.2.1.35]
Organism
fri  Pseudofrankia inefficax
Pathway
fri00290  Valine, leucine and isoleucine biosynthesis
fri00660  C5-Branched dibasic acid metabolism
fri01100  Metabolic pathways
fri01110  Biosynthesis of secondary metabolites
fri01210  2-Oxocarboxylic acid metabolism
fri01230  Biosynthesis of amino acids
Module
fri_M00432  Leucine biosynthesis, 2-oxoisovalerate => 2-oxoisocaproate
Brite
KEGG Orthology (KO) [BR:fri00001]
 09100 Metabolism
  09101 Carbohydrate metabolism
   00660 C5-Branched dibasic acid metabolism
    FraEuI1c_1036
  09105 Amino acid metabolism
   00290 Valine, leucine and isoleucine biosynthesis
    FraEuI1c_1036
Enzymes [BR:fri01000]
 4. Lyases
  4.2  Carbon-oxygen lyases
   4.2.1  Hydro-lyases
    4.2.1.33  3-isopropylmalate dehydratase
     FraEuI1c_1036
    4.2.1.35  (R)-2-methylmalate dehydratase
     FraEuI1c_1036
SSDB
Motif
Pfam: Aconitase
Other DBs
NCBI-ProteinID: ADP79109
UniProt: E3IYX1
LinkDB
Position
1307706..1309118
AA seq 470 aa
MTLKGEGRTLAEKVWDAHVVRRADGEPDLLYIDLHLVHEVTSPQAFEALRLAGRSVRRPD
LTIATEDHNVPTTDTLLPIADPVSRAQVEALRKNCADFGVRLHPMNDPGQGIVHVVGPQL
GLTQPGMTVVCGDSHTATHGAFGALAFGIGTSQVEHVLATQTLPQARPKTMAITVDGALP
DGVTAKDLILAVIAEIGTGGGQGYVLEYRGEAVRTLSMEGRMTVCNMSIEAGARAGMIAP
DETTFEFLKGRPHAPTGADWDAAVAYWKTLATDEDAVFDREVVIDAASLSPFVTWGTNPG
QGSPLSAAVPDPASFADAGERAAAERALAYMGLTAGTPLRDVPVDTVFIGSCTNGRLSDL
RAAADILRGRAVADGVRVLVVPGSMQVKADAEAEGLDEVFRAAGAEWRSAGCSMCLGMNP
DTLKPGERSASTSNRNFEGRQGQGGRTHLVSPQVAAATAVTGRLAAPADL
NT seq 1413 nt   +upstreamnt  +downstreamnt
atgaccctgaagggcgaggggcgcacactcgcggagaaggtgtgggacgcgcacgtcgtg
cgccgtgccgacggcgagccggatctgctctacatcgacctgcacctggtgcacgaggtc
acctcgccgcaggcgttcgaggcgctgcggctggccggccgatcggtacgccggccggac
ctcaccatcgcgaccgaggaccacaacgtcccgaccaccgacaccctgctgccgatcgcg
gacccggtctcgcgtgcccaggtcgaggcgctgcgcaagaactgcgccgacttcggcgtc
cggctgcacccgatgaacgacccgggccagggcatcgtgcacgtggtcgggccgcagctc
gggctgacccagccgggcatgacggtcgtctgcggtgacagccacacggccacccacgga
gccttcggcgcgctcgccttcggcatcggcaccagccaggtcgagcacgtgctcgccacc
cagaccctgccgcaggcgcggccgaagacgatggcgatcaccgtcgacggcgcgctgccg
gacggggtcacggccaaggacctcatcctcgcggtcatcgccgagatcggcaccggtggc
ggccagggctacgtcctggagtaccggggcgaggccgtccggacgctgtcgatggaaggc
cgcatgacggtctgcaacatgtcgatcgaggcgggcgcgcgggccggcatgatcgcgccg
gacgagaccacgttcgagttcctcaagggccggccgcacgcaccgaccggcgccgactgg
gacgcggcggtcgcctactggaagacgctggcgaccgacgaggacgccgtcttcgaccgc
gaggtcgtcatcgacgcggccagcctgagcccgttcgtcacctggggcaccaacccgggc
cagggctccccgctgtcggccgccgtgccggacccggcgtcgttcgccgacgcgggcgag
cgggccgccgccgagcgggcgctggcctacatgggcctgaccgccggcaccccgctgcgc
gacgtcccggtcgacacggtgttcatcggctcctgcaccaacggccggctgtccgacctg
cgggccgccgccgacatcctgcgcggccgagcggtcgccgacggggttcgcgtgctggtc
gtgcccgggtcgatgcaggtcaaggcggacgccgaggccgagggccttgacgaggtgttc
cgggccgccggggccgagtggcgcagcgccggctgctcgatgtgcctcggcatgaacccg
gacacgctcaagccgggggagcgcagcgcgtccacgtcgaaccgcaacttcgagggacgg
cagggccagggcggccggacccacctggtctccccgcaggtcgccgccgcgaccgccgtc
accggccgcctcgccgccccagcggacctctga

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