Dogs Playing Poker Painting Original Price

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Dogs playing poker painting original price. Dogs playing poker by cassius marcellus coolidge refers collectively to an 1894 painting a 1903 series of sixteen oil paintings commissioned by brown bigelow to advertise cigars and a 1910 painting. Sale price au 18 40 au 18 40 au 20 45 original price au 20 45 10 off favourite add to dogs playing poker a friend in need wall tapestry. Jack the ripper. Update your shipping location.

They were painted as part of an advertising campaign to sell cigars but they become part of the american fabric. Coolidge die 1903 von dem verlag brown bigelow in auftrag gegeben wurde um zigarren zu vermarkten. All the best dogs playing poker painting price 29 collected on this page. Alle gemälde der serie zeigen anthropomorphe hunde die neun bilder in denen die hunde um einen spieltisch herum sitzen wurden besonders bekannt.

33 results for original dogs playing poker. 4 3 out of 5 stars 70. Back in 2005 two other coolidge pieces a bold bluff and waterloo. Yufeng art inn original decorations art for bedroom living room home decor art hd print oil painting on canvas dogs playing poker 8x10inch framed read 18 88 18.

Laminated dogs playing poker kelly poster print 24x36. Matter of fact it wasn t even the first time that his dogs playing poker works brought such lofty sums. The artist was cassius marcellus coolidge. Discover the story behind these poker faced pups.

Coolidge dogs playing poker paintings sold at auction for 590 400. The series includes the artist s original poker game 1894 painting along with 16 other oil paintings commissioned in 1903 by brown bigelow and an additional 1910 painting. A bold bluff was one of two c m. Two sold together as a set for 590 000.

Only 2 left in stock order soon. All eighteen paintings in the overall series feature anthropomorphized dogs but the eleven in which dogs are seated around a card table have become well known in the united states as. 7 s 0 p o n s o a r p a 7 e e d 1 1 u j 1 0 f j 1 1. Highest first lowest price highest price distance.

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