MFN:
11919
Identificador:
cc206bfb-9597-4c95-9b0e-9ca53a07edd9
Formato:
UNIMARC
Tipo de documento:
BOOK
Criado em:
2024-07-22 12:07:45
Alterado em:
2024-07-22 12:09:16
001 BMO20240722120311
010 ^a978-989-232-016-8
021 ^aPT^b426277/17
100 ^a20240722d2017 k y0porb0103 ba
101 0 ^apor
102 ^aPT
105 ^aa 001yy
106 ^ar
200 1 ^a<O >tempo dos amores perfeitos^fTiago Rebelo^ged. Gonçalo Bulhosa^grev. Teresa Machado
210 ^aAlfragide^cASA^d2017
215 ^a615 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^aMachado,^bTeresa^4675
801 ^aPT^bBMO^c20240722^gRPC
859 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^zImagem da capa
920 n
921 a
922 m