Bella incisione a colori / incisione di Kurt Mayer-Eberhardt 1895-1977.
Clumber Spaniel
splendidamente dettagliato
Tecnica di stampa: Acquaforte originale
formato foglio o Dimensioni telaio (larghezza x altezza): 32 cm x 44 cm
Dimensioni di stampa (larghezza x altezza): 16 cm x 22 cm
Acquaforte a colori su carta a mano strappata a mano (340 g/mq, colore camoscio) e firmata con firma ereditaria autorizzata: “Acquaforte originale v. Meyer-Eberhardt”.
stato perfetto.
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Bella incisione a colori / incisione di Kurt Mayer-Eberhardt 1895-1977. Clumber Spaniel
splendidamente dettagliato
Tecnica di stampa: Acquaforte originale formato foglio o Dimensioni telaio (larghezza x altezza): 32 cm x 44 cm Dimensioni di stampa (larghezza x altezza): 16 cm x 22 cm Acquaforte a colori su carta a mano strappata a mano (340 g/mq, colore camoscio) e firmata con firma ereditaria autorizzata: “Acquaforte originale v. Meyer-Eberhardt”.
stato perfetto. Più cifre nel mio negozio eBay. Altre figurine visitano il mio negozio ebay Spedizione in tutto il mondo, si prega di chiedere la costa di spedizione individuale Creato da eBay Turbo Lister
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