KEGG   Actinokineospora auranticolor: V5P93_003332
Entry
V5P93_003332      CDS       T10991                                 
Name
(GenBank) non-ribosomal peptide synthetase
Organism
aaur  Actinokineospora auranticolor
SSDB
Motif
Pfam: AMP-binding Condensation PP-binding Methyltransf_2 Dimerisation Methyltransf_12 Methyltransf_23 AMP-binding_C Methyltransf_25 Methyltransf_11 HTH_20 CheR
Other DBs
NCBI-ProteinID: XGP75815
LinkDB
Position
3739425..3743393
AA seq 1322 aa
MLDLPQAERQAFADGAAPAPHLDLVHALSFRAAGAALRLGVFDHLGDEPRTAAAVAAAIG
GDPRGVRVLLDALTGFGYTTRDDDGYRATPAAAWFGTGYRAAFSFWHRVLSDRWTDLEQS
IVDGKPPRDFYAWLAVNPNTLNEFQSMLAELADAVAPAVVAAVPGAARRLLDIGGGHARY
ATACCAANPDLRADVIDLPGSFDGSQAPDRVRFREADWTTDDLGVDYDVVLVFNVLHCLR
PDRAEDLLRRAAQALRPGGTILILEETADVPTEAGALGAAWVPASSLNLFHTQGGQIYDR
AHFAEWLSDAGFSVPDETPIAAAPTFTLFAATKRRTTGRALTATQRQMLAFDRLHPDSTW
YNVPLTARISGALDVPRLRAALRRSWQRHESLRCTHDGDTAMTGVTPQLREVTVVSEAEL
AQLRERELCTRFDLTHEAPLRATLAKIDDDHELILVTHHIATDGYSLTVLRQDILDGYAD
PTRPSTTAHRPVQAGNHDADLAFWDHALADLPDDLALPFAATGDPSLAADVVRFRLPDDV
TATVRQTARTRRSSPFMILLTAFGVLLDRLGGGKDVVIGTPVAGRDTPGSEAVVDCLVNM
VALRLRLSEARTWSDAMDTVRSTALDAFDHANAPFSEVVDRLSAPRSTQHPVFQVVFAAP
PTIAGRATVDGVTFDFVDGTSTESLFDIEVQVLDAGDSMGGYLKFRTTRFTHAQMTAVLD
QFQNLLAGLDPTARLSDATLLTPEQRHCAVVEWNDTATDYPRDSTLVELVEARADERPNA
TAAIYGDDVLTYRELDERANRLAALLRDRGIGPEDRVGVRLGFGTGWAVSALAVLKAGAA
YVPLDPAYPAARLDHMCADSGVEIVITDEVLRDSLAFPPDRTASPATPDTLAYVMYTSGS
TGQPKGVGVTHRNIVRLVRDTNYVCFGPDDAVAQVSTPSFDAATFELWGPLCAGGRIIGV
PKDDLLSPPELAKTLRDNDVALMFLTTSLARRLAATAPDTLTGVRQLLVGGERLDADTVA
RLRSVPGLAVVNGYGPTETTTFGVAWAAGDVPPGAVVPIGRPIANSSAYVLDACLQPVAP
GMVGEIHLGGDGVARGYLGKPDLTATRFVADPFGAPGSRLYRTGDLGRYRTDGLIECLGR
VDRQAKIRGFRVEPGEVEAALRETGRVVDVTVQVRVDEELLVGYVVPVDPAESMADLRAH
LAGLLPDHLVPTVLVALVTLPTTPNGKLDTAALPDPFSGAPTETTAEPTTETERIVRDIW
REVLGNPDIGVHDDFFALGGHSVKAGQVMARIRAEFQVPVTLRLVFDNPTVAALAAALPV
PR
NT seq 3969 nt   +upstreamnt  +downstreamnt
atgctcgacctaccccaggctgaacgccaggctttcgccgacggcgccgcccccgcgccg
cacctcgacctcgtgcacgccctgtccttccgcgcggccggggcggccctgcgcctgggc
gtgttcgaccacctcggtgacgagccgcgcaccgccgccgcggtcgccgcggccatcggc
ggcgacccgcgcggcgtccgggtcctgctcgacgcgctcaccggcttcggctacaccacc
cgcgacgacgacggctaccgcgccacccccgccgccgcctggttcggcaccggctaccgc
gccgcgttctccttctggcaccgcgtcctctcggaccgctggaccgacctcgaacagtcc
attgtggatggaaagccgccgcgcgacttctacgcctggctcgccgtcaacccgaacacc
ctcaacgagttccagtccatgctcgccgaactcgccgacgccgtcgccccggctgtagtg
gctgctgtccccggcgcggcccgcagactgctcgacatcggcggcggccacgcccgctac
gccaccgcgtgctgcgccgcgaaccccgacctgcgcgccgacgtcatcgacctccccggc
tccttcgacggcagccaagcccccgaccgtgtccggttccgcgaagcggactggacaacc
gacgacctcggcgtcgactacgacgtcgtactggtcttcaacgtcctgcactgcctccgc
cccgaccgcgccgaagacctcctccgccgcgcggcccaagccctgcgccccggcggcacc
atcctcatcctcgaggaaaccgccgatgtaccaaccgaagcaggtgcgctcggcgccgcc
tgggttcccgcgtcgagcctgaatctcttccacacccagggcggtcagatctacgaccgc
gcgcacttcgccgaatggctcagcgacgccggattctccgtccccgacgagaccccgatc
gccgccgcaccaaccttcaccctgttcgccgccaccaagcggcgaacaacgggccgagcc
ctgaccgccacccaacgccagatgctcgccttcgaccgactgcacccggactcgacctgg
tacaacgtgccgctcaccgcgcgcatctccggggccctggacgtcccccgcctgcgggcg
gccctccggcggagctggcagcgccacgaatcactgcgctgcacccacgacggcgacacc
gccatgaccggcgtcaccccgcaactgcgggaagtcaccgtcgtgagcgaggccgaactc
gcccaactgcgcgaacgcgaactatgcacgagattcgacctgacccatgaggcgccgctg
cgcgcgaccctcgccaagatcgacgatgaccacgaactgatcctcgtcacccaccacatc
gccaccgacggctactccctcaccgtcctccgccaagacatcctcgacggctacgccgac
ccgacccgcccgtcaacgaccgcgcatcgcccggtgcaagccggaaaccacgacgcggac
ctcgccttctgggaccacgccctagccgacctccccgacgacctcgcgctgccgttcgcc
gcgaccggcgacccgtcactggccgccgacgtcgtgcggttccgactccccgacgacgtg
accgccaccgttcgccagaccgcgcgcacccgccgctccagcccgttcatgatcctgctc
accgccttcggcgtcctcctcgaccgactcggcggcggcaaggacgtcgtcatcggcacc
ccggtcgccggtcgcgacaccccgggcagcgaggccgtcgtcgactgcctggtcaacatg
gtcgccctacgcctgcgcctgagcgaggcccgcacctggtcggacgccatggacaccgtc
cgatcaaccgcgctggacgccttcgatcacgccaacgcgcccttcagcgaggtcgtggac
cgcctgtccgcaccgaggtcgacccagcacccggtgttccaggtcgtgttcgccgccccg
cccacgatcgccggacgggccacagtggacggcgtcaccttcgacttcgtcgacggcacc
agcaccgagtcgctgttcgacatcgaggtgcaggtgctcgacgcgggcgacagcatgggc
ggctacctcaagttccgcacgacccggttcacccacgcccagatgaccgcggtgctggac
cagttccagaacctcctggccggactggacccgaccgcgcgcctgtccgacgccaccctc
ctcacacccgagcagcgccactgcgcggtcgtcgagtggaacgacaccgccaccgactac
ccgcgcgacagcaccctggtcgaactcgttgaagctcgcgcggacgagcgcccgaacgcg
accgccgcgatatacggcgacgacgtcctcacctaccgggaactggacgagcgagcgaac
cgactggccgcgctcctgcgcgaccgggggatcggaccggaggaccgcgtcggcgtccgg
ctgggattcggcacgggctgggcggtctcggccctcgccgtgctgaaagcgggcgccgcg
tacgtgccgctcgacccggcatacccagcggccaggctggaccacatgtgcgcggacagc
ggagtcgagatcgtcatcaccgatgaggtgctgcgggactcgctcgccttcccgcccgac
cgcacggcctcgcccgcgactccggacacactggcgtacgtcatgtacacctccggctcc
accggccaaccgaagggagtcggcgtcacccaccgcaacatcgtgcggctcgtgcgcgac
accaactatgtctgcttcggaccggatgacgctgtcgcacaggtctccaccccgtcgttc
gacgcggccaccttcgaactgtggggcccgctctgcgcgggcggacggatcatcggcgtc
cccaaggacgacctgctgtccccgcccgagctggcgaaaacgctgcgggacaacgatgtc
gcgctcatgttcctcaccacctcactggccaggcgcctcgccgccaccgccccggacacg
ctcaccggcgtacgacagctgctcgtcggcggtgaacggctcgacgcggacaccgtggcg
cgtctgcggtccgtacccggcctggccgtggtgaacggctacggccccaccgagaccacg
acattcggtgtggcctgggcggccggggacgtgccacctggcgcggtcgtgccgatcggg
cggcccatcgcgaacagctccgcctacgtcctcgacgcctgcctgcaaccggtcgcgccc
ggcatggtcggcgagatccacctcggcggcgacggcgtggcccgcggctacctgggcaag
cccgacctcaccgccacccggttcgtggccgatcccttcggcgcccccggatcccggctg
taccggaccggggacctcggccggtaccgcaccgacggcctcatcgagtgcctgggccgg
gtcgaccgccaggcgaagatccgcgggttccgcgtcgagccgggcgaggtggaagcggcc
ctgcgcgagaccggtcgcgttgtagacgtgacggtgcaggtgcgcgtcgacgaagaactg
ctagtcggctacgtcgtacccgtcgacccggccgaatccatggccgacctacgcgcacac
ctcgccgggctactcccggaccacttggtccccaccgtgctcgtcgcgctggtcaccctg
cccaccaccccgaacggcaagctcgacaccgccgccctgcccgacccgttcagcggtgcc
ccgacagaaaccaccgccgagcccacgacggaaacggaacggatcgtgcgcgacatctgg
cgcgaagtcctgggcaacccggacatcggcgtgcacgacgacttcttcgccctcggcggc
cactcggtcaaggccggtcaggtcatggcccggatccgcgccgagttccaggtccccgtc
acgctgcgcctggtcttcgacaacccgacagtggccgcactcgccgccgcgctgcccgtt
ccgcgctga

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