Παρασκευή, Ιανουαρίου 20, 2023

James Rosenquist, ο πρωτοπόρος της Ποπ Αρτ

https://www.lifo.gr/sites/default/files/styles/lifo_lightbox_open/public/articles/2021-03-14/2612596.jpg?itok=FLLxcXYKΟ Τζέιμς Ρόζενκουιστ (James Rosenquist, 29 Νοεμβρίου 193331 Μαρτίου 2017) ήταν Αμερικανός ζωγράφος και ένας από τους πρωταγωνιστές του κινήματος της ποπ αρτ. [..........]

Τζέιμς Ρόζενκουιστ - Βικιπαίδεια

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

 

Πέθανε ο πρωτοπόρος της Pop Art Τζέιμς Ρόζενκουϊστ - LiFO

 https://media.artsper.com/artwork/776178_1_m.jpg

 

James Rosenquist
Born: November 29, 1933; Grand Forks, North Dakota, United States  
Died: March 31, 2017; New York City, United States  
Nationality: American
Art Movement: Pop Art
Art institution: Art Students League of New York, New York City, NY, US


James Rosenquist is an American pop artist known for his paintings and
monumental prints. His controversial painting F-111 (1964 – 1965),
designed to surround the gallery audience, offers a visual critique of
American involvement in the Vietnam War, between chaotic destruction and
 everyday life imagery. Born November 29, 1933 in Grand Forks, North
Dakota, Rosenquist attended the University of Minnesota before receiving
 a scholarship to the Art Students League of New York in 1955, where he
studied with George Grosz, Morris Kantor and Edwin Walter. Dickinson.
Early in his career, Rosenquist worked as a poster painter, later moving
 to his studio in Lower Manhattan, where he became friends with
Ellsworth Kelly, Robert Indiana, Agnes Martin, Jasper Johns, Robert
Rauschenberg and Barnett Newman during the 1960s. Moving away from his
cultural references to approach more abstract themes, the artist
continues to work in Aripeka, Florida.

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

Soundtrack:
Dmitri Shostakovich - String Quartet No. 10, Op. 118 (1964)
1. Andante
2. Allegretto furioso
3. Adagio
4. Allegretto
Fitzwilliam Quartet

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ΝΕΕΣ ΕΚΔΟΣΕΙΣ ΑΣΤΥΝΟΜΙΚΗΣ ΛΟΓΟΤΕΧΝΙΑΣ ΑΠΟ ΣΥΓΓΡΑΦΕΙΣ-ΜΕΛΗ ΤΗΣ ΕΛΣΑΛ

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