MFN:
11932
Identificador:
15c12aa5-c8b2-419b-93f8-07e2e920eeef
Formato:
UNIMARC
Tipo de documento:
BOOK
Criado em:
2024-07-25 16:06:33
Alterado em:
2024-07-25 16:07:58
001 BMO20240725155829
010 ^a978-972-23-7228-2
021 ^aPT^b519805/23
100 ^a20240725d2023 k y0porb0103 ba
101 0 ^apor
102 ^aPT
105 ^aa 001yy
106 ^ar
200 1 ^aCulpa nossa^eculpados 3^fMercedes Ron^gtrad. Ana Mendes Lopes^grev. Inês Guerreiro
210 ^aLisboa^cPresença^d2023
215 ^a415 p.^d23 cm
312 ^aCulpa minha: culpados 1
312 ^aCulpa tua: culpados 2
606 ^aLiteratura venezuelana. Romance
675 ^a821.134.2(87)-31^vBN^zpor
700 1^aRon,^bMercedes
702 1^aLopes,^bAna Mendes^4730
702 1^aGuerreiro,^bInês^4675
801 ^aPT^bBMO^c20240725^gRPC
859 ^udata:image/jpeg;base64,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^zImagem da capa
920 n
921 a
922 m