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Bobina Rolo de Papel Fotográfico 61cm x 30m - 180 g/m²
Fabricante:
332
R$ 140,31
à vista no Pix
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Bobina Rolo de Papel Matte 61CM x 30M - 108g
Fabricante:
336
R$ 89,91
à vista no Pix
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Papel A3 180 g/m² Fotográfico - PCT 20 Folhas [Masterprint] (Embalagem Neutra)
Fabricante:
1945
R$ 13,05
à vista no Pix
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Papel A3 230 g/m² Fotográfico - PCT 20 Folhas (Embalagem Neutra)
Fabricante:
2145
R$ 18,81
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-8%
Papel A4 Offset 180g 60Kg PCT 250 folhas - CB
2519
R$ 57,99
R$ 48,02
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Papel A3 180 g/m² Fotográfico - PCT 50 Folhas [Masterprint] (Embalagem Neutra)
Modelo/Marca:
Masterprint
Fabricante:
Masterprint
3868
R$ 35,91
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Papel Fotográfico A3 Premium 180 g/m² - Ideal para Impressões de Alta Qualidade - 50 Folhas
Modelo/Marca:
Masterprint
Fabricante:
Masterprint
4219
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![Papel A3 180 g/m² Fotográfico - PCT 20 Folhas [Masterprint] (Embalagem Neutra)](data:image/jpeg;base64,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)
![Papel A3 180 g/m² Fotográfico - PCT 50 Folhas [Masterprint] (Embalagem 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)
