KEGG   Musa acuminata (dessert banana): 135605860
Entry
135605860         CDS       T03447                                 
Name
(RefSeq) glucan endo-1,3-beta-glucosidase 1-like
  KO
K19891  glucan endo-1,3-beta-glucosidase 1/2/3 [EC:3.2.1.39]
Organism
mus  Musa acuminata (dessert banana)
Pathway
mus00500  Starch and sucrose metabolism
mus01100  Metabolic pathways
Brite
KEGG Orthology (KO) [BR:mus00001]
 09100 Metabolism
  09101 Carbohydrate metabolism
   00500 Starch and sucrose metabolism
    135605860
 09180 Brite Hierarchies
  09183 Protein families: signaling and cellular processes
   00537 Glycosylphosphatidylinositol (GPI)-anchored proteins [BR:mus00537]
    135605860
Enzymes [BR:mus01000]
 3. Hydrolases
  3.2  Glycosylases
   3.2.1  Glycosidases, i.e. enzymes that hydrolyse O- and S-glycosyl compounds
    3.2.1.39  glucan endo-1,3-beta-D-glucosidase
     135605860
Glycosylphosphatidylinositol (GPI)-anchored proteins [BR:mus00537]
 Enzymes
  135605860
SSDB
Motif
Pfam: Glyco_hydro_17 X8
Other DBs
NCBI-GeneID: 135605860
NCBI-ProteinID: XP_064952473
LinkDB
Position
BXJ2-2:28723953..28727975
AA seq 512 aa
MGANPFPFLALLLVFRSLPAVAAAARAEQPFVGVNIGTDVSNLFPPADLAAFVEAQQIKH
VRLYDADPGILSALAGAGVSVAVGVPNNQLLALGSSPATAAAWVARHVVPFHPDTPISAV
AVGDEVPTALPSVLPLLLPALRSLSAALAAANLSSIPVSTPLPFSVILDPFPPSQAYFNQ
SLANGFLTPLLRFLNDTAAPLMLNLYPYYAFMQGRGAIPLDNALFKPLRPALEEVDPNTL
LHYTNVLDAMIDAAYVAMRNLNFTSVPVLITETGWPANGSRRDEPYATRELASIYNSNVI
RHVLDRAGTPLRPEATPSVYIYELFDEDLRPGPASEASWGLFYGNGTPVYLLHVAGAGGF
LANDTTNRTYCVAAEGADRRGLQAALDWACGPGRANCSEIQPGESCYAPNDVTGHASYAF
DSYYQKEGKAAGSCYFQGVAMVTTTDPSHGDCIFPGSKQMNVTGAGMNTTLASKAGIPSV
LRLRTGIEHDHIIPMILSIMLVVSTLSWNHMS
NT seq 1539 nt   +upstreamnt  +downstreamnt
atgggagcaaaccccttccccttcctcgctctcctcttagtcttccgttctctgcctgct
gttgcagcagcagctagagcggagcagccgttcgtgggcgtgaacattggcaccgacgtg
tcgaacctgtttccgccggcggacctcgccgccttcgtcgaggcgcagcagatcaagcac
gtccgcctctacgacgccgacccgggaatcctgtcggcgctggccggtgccggcgtctcc
gtggccgtcggcgtgcccaataaccagctgctcgccctgggctcctccccggccaccgcc
gccgcctgggtcgcccgccacgtcgtccccttccacccggacacccccatctcggccgtg
gccgtgggcgacgaggtccccaccgcgctgccttcggtcctcccgctcctcctcccggcc
ctccgctccctctccgccgccctcgccgccgccaacctctcttccatcccggtctccacc
ccgctgccattttccgtcatcctcgaccccttcccgccctcccaggcctacttcaaccag
tcgctggccaacggcttcctcacccccctcctgcgtttcctcaacgacaccgccgcgccg
ctcatgctcaacctctacccctactatgccttcatgcagggccgcggcgccattcccctc
gacaacgccctcttcaagcccctccgcccggccctcgaggaggtcgaccccaacaccctc
ctccactacaccaacgtgctcgacgccatgatcgacgccgcctacgtcgccatgcgcaac
ctcaatttcaccagcgtgcccgtgctcatcaccgagaccgggtggcctgccaatggctcc
cgccgtgacgagccctatgccacccgggagctcgccagcatctacaattccaacgtcatc
cgccacgtgctcgaccgcgccggcacgccgctgcgccccgaggccacccccagcgtctac
atctacgagctgttcgacgaggacctgcgcccgggtccggcgtcggaagccagctggggc
ctcttctacggcaacgggacgccggtgtacctgctgcacgtggcgggggccgggggtttc
ctggccaacgacaccacgaaccggacgtactgcgtggcggcggagggggcggaccggcgg
gggctgcaggcggcgctggactgggcgtgcgggccggggcgggccaactgttcggagata
cagcctggggagagctgctacgcgcccaacgacgtgactggccacgcctcgtatgccttc
gacagctactaccagaaggaggggaaggccgccggctcctgctacttccagggcgtcgcc
atggtcaccaccaccgacccaagtcatggggattgcatctttcctggaagcaagcagatg
aatgttacaggagcagggatgaataccactctagccagtaaggccgggataccctccgta
ctgagactaagaactggaatagaacatgaccacattatccccatgatcttaagcataatg
ttggtggtctctaccttgtcatggaaccatatgtcttga

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