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MFN: 1303
Identificador: 57126a80-ff42-431f-bea3-9d3cce2de8af
Formato: UNIMARC
Tipo de documento: BOOK
Criado em: 2012-03-08 00:00:00
Alterado em: 2025-01-16 14:37:12

001 CCO20120308101540
010   ^a972-750-999-1
021   ^aPT^b192174/03
100   ^a20120308d2003    k  y0porb0103    ba
101 0 ^apor
102   ^aPT
200 1 ^aPeles^fSilvia Dubovoy^gil. David Méndez
210   ^aRio de Mouro^cEverest^d2003
215   ^a40 p.^cil. ;^d21 cm
225 2 ^aMontanha encantada
606   ^aLiteratura infantil
675   ^a087.5-053.2^vBN^zpor
700  1^aDubovoy,^bSilvia
702  1^aMéndez,^bDavid^4440
801   ^aPT^bCCO^c20120308
859   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^zImagem de capa
920 n
921 a
922 m
923  
924  
925  
931 20120308
932 d
933 2012
934     
935 k  
936 y
937 0
938 ba
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