Ron Padgett, "Joe Brainard's Painting Bingo" & "The Austrian Maiden"
LISTEN TO THE SHOW
Al Filreis brought together James Berger and Richard Deming (who traveled together from Yale) and Sophia DuRose to talk about two poems by Ron Padgett. The poems are “The Austrian Maiden” and “Joe Brainard’s Painting Bingo.” Our recording of “The Austrian Maiden” comes from a February 26, 2003, reading Padgett gave at the Kelly Writers House; the poem had just recently been published in Padgett’s book You Never Know (2002). The recording of “Joe Brainard’s Painting Bingo” — a poem published in Great Balls of Fire (1969) — was performed at a November 20, 1979, reading given at a location that is now (sadly) unknown. That reading in its entirety is available at Padgett’s PennSound page; the recording comes to us courtesy of the Maureen Owen Collection of Greenwich Village Poetry, now housed at the Yale Beinecke Rare Book and Manuscript Library.
April 17, 2024
Local crime
Forensic iterations
My final post takes a very local turn. Like Prigov’s Little Coffins, New Zealand artist Campbell Walker’s 2012 work The Crime LINKS in the Smoke is an undead work that plays on the print book as both fetishized object and repeatable copy. The Crime comprises cut-up pages from detective novels that were burnt in the fire that destroyed Raven Books, a secondhand bookshop on Princes St in Dunedin, New Zealand. Walker’s book is a memorial both to a particular shop and to the town where it was located. Dunedin, the small city near the southern end of New Zealand where I live, is known for its penguins and sea lions but also for its crumbling Victorian grandeur. Now mainly a university town, Dunedin was once New Zealand’s largest and most prosperous city, and the energetic local cultural scene today springs partly from the spaces opened up by the slow urban decay of a city that never grew. Walker’s work links the fate of Raven Books and Dunedin to the fate of the print codex at a time when bookstores everywhere are closing their doors and e-book sales are increasing exponentially.