9781932360776-1932360778-Everyone's Pretty: A Novel

Everyone's Pretty: A Novel

ISBN-13: 9781932360776
ISBN-10: 1932360778
Author: Lydia Millet
Publication date: 2005
Publisher: Soft Skull
Format: Paperback 256 pages
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Book details

ISBN-13: 9781932360776
ISBN-10: 1932360778
Author: Lydia Millet
Publication date: 2005
Publisher: Soft Skull
Format: Paperback 256 pages

Summary

Everyone's Pretty: A Novel (ISBN-13: 9781932360776 and ISBN-10: 1932360778), written by authors Lydia Millet, was published by Soft Skull in 2005. With an overall rating of 3.5 stars, it's a notable title among other books. You can easily purchase or rent Everyone's Pretty: A Novel (Paperback) from BooksRun, along with many other new and used books and textbooks. And, if you're looking to sell your copy, our current buyback offer is $0.33.

Description

Dean Decetes, a pornographer with messianic delusions, spins out of control in Los Angeles, where he spends his time drinking himself into a stupor, getting beaten up by strangers he's recklessly insulted, stealing credit cards to pay for sex, being arrested, begging favors, and mounting a PR campaign to make himself famous, with the help of a "loyal footsoldier" -- a porn-loving midget he met in jail. Meanwhile his pious, romantic spinster sister, who reluctantly keeps house for him, busies herself writing quasi-religious love notes to the boss she worships at the statistics company where she works, and her co-workers—an obsessive-compulsive Christian Scientist in a twisted marriage and a promiscuous, depressed blond bomb-shell—become enmeshed in her life as she dreams of ridding herself of her freeloading brother and being carried away on a white horse by her employer. Next door, a teenage math genius runs away from home after her mother humiliates her in school and hooks up at a bar with Decetes's suicidal editor. The story is told from five points of view—those of Decetes, his sister, the lonely blonde, the Christian scientist & the high school math genius—over three days which the five lives intersect.

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