MFN:
16045
Identificador:
c3bade11-e21b-4e82-8b2a-7371612b6041
Formato:
UNIMARC
Tipo de documento:
BOOK
Criado em:
2024-11-11 14:29:56
Alterado em:
2024-11-11 14:31:37
001 BMO20241111142429
010 ^a978-989-783-061-7
021 ^aPT^b478903/21
100 ^a20241111d2021 k y0porb0103 ba
101 0 ^apor
102 ^aPT
105 ^aa 001yy
106 ^ar
200 1 ^aRebelião na quinta^fGeorge Orwell^gintr. de Ann Patchett^gtrad. de José Miguel Silva
210 ^aLisboa^cRelógio D'Água^d2021
215 ^a145, [7] p.^d23 cm
606 ^aLiteratura inglesa. Conto
675 ^a821.111-34^vBN^zpor
700 1^aOrwell,^bGeorge
702 1^aPatchett,^bAnn^4080
702 1^aSilva,^bJosé Miguel^4730
801 ^aPT^bBMO^c20241111^gRPC
859 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^zImagem de capa
920 n
921 a
922 m