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MFN: 11922
Identificador: 9b1d610d-78ce-4ed4-a057-154904a8a21f
Formato: UNIMARC
Tipo de documento: BOOK
Criado em: 2024-07-22 12:25:05
Alterado em: 2024-07-22 12:25:53

001 BMO20240722122104
010   ^a978-989-23-1789-2
021   ^aPT^b347058/12
100   ^a20240722d2012    k  y0porb0103    ba
101 0 ^apor
102   ^aPT
105   ^aa       001yy
106   ^ar
200 1 ^aÉs o meu segredo^fTiago Rebelo^ged. Gonçalo Bulhosa^grev. Ana Lúcia Parga
210   ^aAlfragide^cASA^d2012
215   ^a218, [2] p.^d23 cm
606   ^aLiteratura portuguesa. Romance
675   ^a821.134.3-31^vBN^zpor
700  1^aRebelo,^bTiago
702  1^aBulhosa,^bGonçalo^4340
702  1^aParga,^bAna Lúcia^4675
801   ^aPT^bBMO^c20240722^gRPC
859   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^zImagem da capa
920 n
921 a
922 m