Maker(s): | Cumming, Robert H.
| Culture: | American (1943-2021)
| Title: | Upon the Head from a suite of four lithographs titled "The Mind is Smooth - No Motion - Contented as the Eye Upon the Forehead of a Bust That Knows - it Cannot See"
| Date Made: | 1989
| Type: | Print
| Materials: | Lithograph in black and color
| Place Made: | The Print Center, Philadelphia, Pennsylvania, United States
| Measurements: | Overall: 27 1/2 in x 22 in; 69.8 cm x 55.9 cm; Frame: 34 1/2 in x 29 1/2 in x 1 1/2 in; 87.6 cm x 74.9 cm x 3.8 cm
| Narrative Inscription: | SIGNATURE/DATE: front, lwr. r. (white pencil): Cumming 1989; TITLE: front, lwr. l. (white pencil): UPON THE HEAD; EDITION NUMBER: front, lwr. ctr. (white pencil): 29/30; TITLE: front, lwr. (red ink in plate):UPON THE FOREHEAD OF A BUST; BLIND STAMP: front, lwr. r. (no ink embossed):
| Accession Number: | UM 2018.13
| Credit Line: | Gift of Robert H. Cumming
| Museum Collection: | University Museum of Contemporary Art at UMASS Amherst
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Label Text: Artist Statement:
"The Eye/Mind Set suite of lithographs was produced during my residency at The Print Club of Philadelphia in 1989. I had just made my first trips to the granite quarries of Vermont; the textural parallel is obvious. The four objects depicted have varied origins: a fat, poorly drawn apothecary vessel from a drugstore sign in Philadelphia; a Morton Thiokol rocket engine; a short, sharped pencil; and a hive-like threaded-spool identical to those I was having fabricated of granite in Vermont. I've worked a few subtleties on the four images so that their scale is indeterminate. They can be of a size to be held in the hand, on the scale of monuments, or on the massive scale of architecture (there is a small entry-way in the base of each).
I was obsessed at the time by a mysterious verse in a poem by Emily Dickinson, only four lines long. Each line captions the bottom of the print." Robert Cumming
Tags: poetry Link to share this object record: https://museums.fivecolleges.edu/detail.php?t=objects&type=ext&id_number=UM+2018.13 |