Aquapad 300g A4 50 Blatt
Ein ganz neues mittelfeines, gekörntes Papier für die Nasstechnik, das die Erwartungen von Studenten und all derjenigen, die ein Produkt mit einem guten Preis-/Leistungs-Verhältnis suchen, erfüllt. Weißes Papier aus 100% Zellulose. Die Körnung ist auf der einen Seite ausgeprägt, auf der Rückseite fast glatt.
Innen und auf der Oberfläche mit einer Schicht Klebemittel versehen, um die Anforderungen der Nasstechnik für Aquarell zu erfüllen. Ein ausgezeichnetes Preis-/Leistungs-Verhältnis.
- 50 Blatt Weißes 300 gr.Papier.
- Aus 100 % Zellulose.
- Die Körnung ist auf einer Seite ausgeprägt, auf der Rückseite fast glatt.
- Innen- und oberflächengeleimt.
- 1-seitig geleimter Block.
- Säurefrei, pH-neutral und alterungsbeständig.
![](data:image/png;base64,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)