MFN:
10898
Identificador:
bdc24c1f-4931-46c3-bec9-11b045feb288
Formato:
UNIMARC
Tipo de documento:
BOOK
Criado em:
2024-06-26 12:28:54
Alterado em:
2024-06-26 12:30:34
001 BMO20240626121117
010 ^a978-972-20-6492-7
021 ^aPT^b440104/18
100 ^a20240626d2018 k y0porb0103 ba
101 0 ^apor
102 ^aPT
105 ^aa 001yy
106 ^ar
200 1 ^aPj Masks^econfusão no museu^ftrad. Rita Simões
210 ^aAlfragide^cDom Quixote^d2018
215 ^a[26 p.]^cil.^d23 cm
606 ^aLiteratura infantil
675 ^a087.5-053.2^vBN^zpor
702 1^aSimões,^bRita^4730
801 ^aPT^bBMO^c20240626^gRPC
859 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^zImagem da capa
920 n
921 a
922 m