MFN:
10912
Identificador:
24cfcaae-bb9f-48f6-bc53-4259c05a0fb5
Formato:
UNIMARC
Tipo de documento:
BOOK
Criado em:
2024-06-28 14:56:58
Alterado em:
2024-07-17 16:12:17
001 BMO20240628145207
010 ^a972-41-2040-6
021 ^aPT^b183600/02
100 ^a20240628d2002 k y0porb0103 ba
101 0 ^apor
102 ^aPT
105 ^aa 001yy
106 ^ar
200 1 ^a<O >gato das botas^fNicole Viroux-Lenaerts^gil. Carlos Busquets^gtrad. Alberto Gomes
210 ^a[S.l.]^cASA^d2002
215 ^a15, [1] p.^cil.^d26 cm
225 2 ^aHistórias que ajudam a crescer
606 ^aLiteratura infantil
675 ^a087.5-053.2^vBN^zpor
700 1^aViroux-Lenaerts,^bNicole
702 1^aBusquets,^bCarlos^4440
702 1^aGomes,^bAlberto^4730
801 ^aPT^bBMO^c20240628^gRPC
859 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^zImagem 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920 n
921 a
922 m