001 BMP20111213115529
010 ^a978-972-21-2148-4
021 ^aPT^b316569/10
100 ^a20111213d2010 k y0porb0103 ba
101 0 ^apor
102 ^aPT
200 1 ^aDingo encontra uma amiga^fMathew Price^gil. Emma Chichester Clark^gtrad. José Oliveira
210 ^aAlfragide^cCaminho^d2010
215 ^a[10] p.^cil. color
225 2 ^aDingo
675 ^a087.5-053.3^vBN^zpor
700 1^aPrice,^bMathew
702 1^aClark,^bEmma Chichester^4440
702 1^aOliveira,^bJosé^4730
801 ^aPT^bBMP^c20111213
859 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966 ^lBMP^aM66405^sBB-S-43^120111213^xC^p8.99E, Mª Emília Ramos
966 ^lBMP^aM67203^sBB-S-44^120111213^xC^p8.99E, Sérgio Soares