MFN:
10899
Identificador:
7c063329-2b6a-4007-b933-c0e7eb5ecced
Formato:
UNIMARC
Tipo de documento:
BOOK
Criado em:
2024-06-26 12:41:53
Alterado em:
2024-06-26 12:43:40
001 BMO20240626123121
010 ^a978-989-50-1295-4
021 ^aPT^b306138/10
100 ^a20240626d2010 k y0porb0103 ba
101 0 ^apor
102 ^aPT
105 ^aa 001yy
106 ^ar
200 1 ^a<O >mistério do campo de abóboras^fSheila Sweeny Higginson^gil. Andy Mastrocinque^gtrad. Teresa Figueira
210 ^aRio de Mouro^cEverest^d2010
215 ^a[36] p., [2] f. autocolantes^ctodo il.^d23 cm
225 2 ^aDisney^iLittle Einsteins
606 ^aLiteratura infantil
606 ^aLiteratura americana. Literatura infantil e juvenil
675 ^a087.5-053.2^vBN^zpor
675 ^a821.111(73)-93^vBN^zpor
700 1^aHigginson,^bSheila Sweeny
702 1^aMastroncinque,^bAndy^4440
702 1^aFigueira,^bTeresa^4730
801 ^aPT^bBMO^c20240626^gRPC
859 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^zImagem da capa
920 n
921 a
922 m