MFN:
11946
Identificador:
ccb4506b-0e6d-4baa-b569-d4d7b5b83f78
Formato:
UNIMARC
Tipo de documento:
BOOK
Criado em:
2024-08-21 12:49:34
Alterado em:
2024-08-21 12:51:46
001 BMO20240821124559
010 ^a978-989-660-998-6
021 ^aPT^b481306/21
100 ^a20240821d2021 k y0porb0103 ba
101 0 ^apor
102 ^aPT
105 ^aa 001yy
106 ^ar
200 1 ^aFoste a maneira mais bonita de errar^fPedro Chagas Freitas^grev. Paula Caetano
210 ^aAlfragide^cOficina do livro^d2021
215 ^a309 p.^d23 cm
606 ^aLiteratura portuguesa. Romance
675 ^a821.134.3-31^vBN^zpor
700 1^aFreitas,^bPedro Chagas
702 1^aCaetano,^bPaula^4675
801 ^aPT^bBMO^c20240821^gRPC
859 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^zImagem da capa
920 n
921 a
922 m