KEGG   Pseudofrankia inefficax: FraEuI1c_4813
Entry
FraEuI1c_4813     CDS       T01354                                 
Name
(GenBank) hypothetical protein
  KO
K00163  pyruvate dehydrogenase E1 component [EC:1.2.4.1]
Organism
fri  Pseudofrankia inefficax
Pathway
fri00010  Glycolysis / Gluconeogenesis
fri00020  Citrate cycle (TCA cycle)
fri00620  Pyruvate metabolism
fri00785  Lipoic acid metabolism
fri01100  Metabolic pathways
fri01110  Biosynthesis of secondary metabolites
fri01120  Microbial metabolism in diverse environments
fri01200  Carbon metabolism
fri01210  2-Oxocarboxylic acid metabolism
Module
fri_M00307  Pyruvate oxidation, pyruvate => acetyl-CoA
Brite
KEGG Orthology (KO) [BR:fri00001]
 09100 Metabolism
  09101 Carbohydrate metabolism
   00010 Glycolysis / Gluconeogenesis
    FraEuI1c_4813
   00020 Citrate cycle (TCA cycle)
    FraEuI1c_4813
   00620 Pyruvate metabolism
    FraEuI1c_4813
  09108 Metabolism of cofactors and vitamins
   00785 Lipoic acid metabolism
    FraEuI1c_4813
Enzymes [BR:fri01000]
 1. Oxidoreductases
  1.2  Acting on the aldehyde or oxo group of donors
   1.2.4  With a disulfide as acceptor
    1.2.4.1  pyruvate dehydrogenase (acetyl-transferring)
     FraEuI1c_4813
SSDB
Motif
Pfam: Transketolase_C Transketolase_C_1
Other DBs
NCBI-ProteinID: ADP82803
UniProt: E3J0N4
LinkDB
Position
5901662..5904457
AA seq 931 aa
MVFRPGIRHVEYRPREWSFEPPGRAGQPVDETAAAGPGDDVAAGDGRAAPRRPPPRPAEV
TDEAADGWPVEPARPPGHPAPWPGQVEPGTGPAPQPPPAPPEPAPAPAVVVPGAIVPGPP
GGILDLGALAEVEDRLRRLATAGVDAAALAGDLGRGSADRRHALTTAGSSVAAVLWFDSL
RAADRVSVTPHAAPLLAAVHDVLEASRPAEPGTADDGDGVRTGGGPVARLPVPAGRSARA
LRATGAGTAGPSGTVWGALARRFAGARFDHAQDGRIVCVLEYPELRDAAVWEAVTDERTP
YLGELFWVVLVSGAAVGAEAAGAERSGLGGPAGPDRAARMFEAAGWQVLTLRHGRRLAAL
FGRPGGQALRGRLSRMGQEEYHELLTTHGQALRRRLAGPGTAGVGIAGLVDTLTDDEIHA
ALRDLGGHDLALLIDAFDEVVDDRPTALFAHVHDQATRDPAAHEVRQGPAPAVGITSIRP
MGQGTAGGGPVVTPVAGGSALQPLAGGRPGQGGRGARLAAHVASYLDRAARAAPLPPPVP
TDLAAGGDGRGLASTQSAFGDLLRGLAGAAPEAVDAIVTVSTRDADGIVAGWLEPGADAG
AALASPAGRRHVAGALAPGAFAGVLGNLGVAWNRQGLPLLPIGVTDELAAGRVVPAWAAG
CATDARSVLAVTDTGRYAMTGGGAGQRLTGPAVPAVTGGAGVPGVTRYEPAFAQDLAWCL
LAALGKLGRADGSSSLLRLSARPVDQRAAAVPAAGPRRDDRRADVLAGGYRLRSGGPAPL
LTLVGMGAVLPEVLAAADELADRLGGGIGVAVVTSADLLFDALRAGDERSHDDGPGTGAA
DRSQVLARLLPAGLRSPLVTVVDGDARQLGFLAGLHGDRLAAVGSGPPGEGSGADGSGAG
VPVGTDTIVAAALRLLGGDADAPTGLDQTDR
NT seq 2796 nt   +upstreamnt  +downstreamnt
gtggtgttcaggcccgggatccgccacgtcgagtatcgcccgcgggagtggtccttcgag
ccgcccgggcgggccggccagccggtggacgagaccgcggccgccggcccgggcgacgac
gtggcggccggcgacgggcgggccgcgccgcgccgcccgccgccgcggccggccgaggtc
accgacgaggccgccgacggctggcccgtcgagcccgcgcggccgcccgggcaccccgcg
ccctggcccgggcaggtcgaaccgggcaccggaccggcaccccagcccccgccggcgcca
cccgagcccgctccggctccggccgtggtcgtgcccggcgcgatcgttcccggtccgccg
ggcgggatcctcgacctcggggcgctcgccgaggtcgaggaccggctgcgccggctcgcg
acggccggcgtcgacgccgccgccctcgccggcgacctaggccgcgggtcggccgaccgg
cgccacgcgctgacgacggcggggtcgtccgtcgcggccgtgctctggttcgactcgctg
cgcgccgcggaccgggtcagcgtgacgccgcacgcggcgccgctgctggccgccgtccac
gacgtactggaggcgtcacgcccggccgagcccgggacggccgacgacggtgacggcgtc
cggaccggcggcgggccggtggcacggctgccggtgcccgccggccggtcggcgcgggcg
ttgcgggcgaccggcgccggcaccgccggaccgagcgggaccgtctggggcgcgctggcc
cggcggttcgccggagcccggttcgaccacgcccaggacggccggatcgtctgcgtcctc
gaataccccgaactgcgggacgcggccgtctgggaggcggtcaccgacgagcggacgccc
tacctcggcgagctgttctgggtggtgctggtctcgggcgccgcggtcggtgccgaggcg
gccggggccgagcggtccggcctcggcggtccagccggcccggaccgggccgcgcggatg
ttcgaggccgccggctggcaggtgctgacccttcgccacggccggcggctggccgcgctg
ttcgggcgccccggcgggcaggcgctgcgcggtcgcctcagccggatgggccaggaggag
taccacgagctgctgaccacccatgggcaggcgctgcgccgccggctcgccgggccgggc
accgcgggcgtcggcatcgccggtctggtggacacgctgaccgacgacgagatccacgcg
gcgctgcgcgatctgggcggccacgacctggcgctgctgatcgacgcgttcgacgaggtg
gtcgacgaccggccgaccgcgctgttcgcccatgtccacgaccaggcgacccgcgacccg
gcggcccacgaggtccgccagggcccggccccggccgtcgggatcacctcgatccgcccg
atgggccagggcacggccggcggcggcccggtggtcacgccggtggccggcggatcggcg
ctccagccgctggccggcgggcggccgggccagggcgggcgcggcgcccggctggccgcc
cacgtcgcgtcctacctggaccgggcggcccgcgcggccccgctcccgccgcccgtcccg
acggacctggcagccggtggcgacggtcggggcctcgcgtcgacccagtccgcgttcggg
gacctgctgcgcggcctggccggcgccgcgccggaggccgtcgacgcgatcgtcacggtc
tcgacgagggacgccgacggcatcgtcgccgggtggctcgagcccggggcggacgcgggc
gccgcgctggcgtcgccggccgggcggcgccatgtcgccggggcgctcgccccgggcgcg
ttcgctggggtcctggggaacctgggcgtcgcgtggaaccgccagggcctgccgctgctg
ccgatcggcgtcaccgacgagctcgccgccggccgggtcgtgccggcctgggcggccggc
tgcgcgaccgacgcgcgctcggtgctcgcggtcaccgacaccggccggtacgcgatgaca
ggcggcggcgccggccagcggctcaccggcccggcggtgcccgccgtgaccggcggcgcc
ggcgtgcccggggtgacccgctacgagccggccttcgcgcaggacctggcatggtgcctg
ctggcggcgctcggcaagctgggccgcgccgacggctcgtccagcctgctgcggctgtcg
gcgcggccggtcgaccagcgggcggcggccgtgcccgccgccgggccgcgccgtgacgac
cggcgggcggacgtgctggccggcggctaccggctgcggtcgggtgggcccgcgccgctg
ctgacgctggtcgggatgggcgcggtcctcccggaggtgctggccgcggcggacgagctc
gccgaccggctgggcggcgggatcggggtggccgtcgtgacgtcggccgacctgctcttc
gacgcgctgcgcgccggggacgagcgttcccacgacgacgggccgggcacgggagccgcg
gaccgttcccaggtgctggcgcggctgctcccggcgggcctgcgcagcccgctggtgacc
gtcgtcgacggggacgcccgtcagctcggcttcctggccggcctccacggcgaccggctc
gccgccgtcggctccgggcctcccggtgagggctccggtgctgacggctccggtgctggc
gttcccgtcgggaccgacaccatcgtcgcggcggcgctgcgcctgctcgggggcgacgcc
gacgcaccgacgggtctggaccagaccgaccgctga

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