Bundle- 3 Assorted Jeff Koons Posters and 50 similar items

Bundle- 3 Assorted Jeff Koons Posters This is a bundled assortment of 3 Posters by Jeff Koons. The normal combined retail value for this bundle is $575. Each piece is described as follows: Jeff Koons - Ushering in Banality - 2011 Offset Lithograph 27.5" x 39.5"Unsigned Offset LithographPaper Size: 27.5 x 39.5 inches (69.85 x 100.33cm )Condition: A-: Near Mint, very light signs of handlingAdditional Details: Jeff Koons exhibition poster from the Beyeler Foundation in Switzerland. Jeff Koons - Winter Bears - 2011 Offset Lithograph 16.5" x 11.75"Unsigned Offset LithographPaper Size: 16.5 x 11.75 inches (41.91 x 29.845cm )Condition: A-: Near Mint, very light signs of handlingAdditional Details: This striking exhibition poster features Jeff KoonsO iconic 'Winter Bears,' an embossed offset lithograph from the 2011 show at Fondation Beyeler in Switzerland. The poster elegantly showcases KoonsO signature playful and polished aesthetic, highlighting the whimsical charm of 'Winter Bears' with its intricate embossed details that bring the artwork to life. The sophisticated design and high-quality print make this poster not just a promotional piece but a collectorOs item in its own right. Ideal for art aficionados and Koons enthusiasts, it serves as both a vibrant tribute to the exhibition and a stylish addition to any art collection.Jeff Koons (After) - Balloon Dog (Red) - 2012 Offset Lithograph 50.25" x 35.25"Unsigned Offset LithographPaper Size: 50.25 x 35.25 inches (127.635 x 89.535cm )Condition: A-: Near Mint, very light signs of handlingAdditional Details: Large exhibition poster depicting "Balloon Dog (Red)" by Jeff Koons, a piece from his "Celebration" series which was Initiated in 1994 and completed in 2000 with a total of five Balloon Dog Sculptures (Blue, Magenta, Yellow, Orange, Red). The series, celebrating childhood in a veritably baroque manner, was brought together for the first time in 2012 at the Beyeler Foundation in Basel, Switzerland. (description exceeds maximum possible length)