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In the past several years, American publishing has been battered by literary frauds, from the bestselling drug-rehab memoir of James Frey to the fake gangbanger autobiography of Margaret B. Jones. Meanwhile, instead of being a male teen prostitute, the novelist J.T. Leroy turned out to be a middle-aged mother named Laura Albert. In Adam Langer’s witty new novel “The Thieves of Manhattan”(Spiegel & Grau, $15), the writer takes on the fictional literary deceptions perpetrated by Ian Minot, a failed and bitter short-story writer who signs a memoir deal with the devil.
Ian is working as a barista in a Manhattan cafe when his writer girlfriend leaves him right before she gets a big book contract. A natty-dressed patron named Jed offers him the chance to commit literary fraud to wreak revenge on New York publishing. Ian agrees, and finds himself immersed in the intrigue and violence involving a beguiling artist and a counterfeit copy of the priceless Japanese book “The Tale of Genji.” Langer sends up pompous literary agents, editors who don’t read their own books and the dying brick-and-mortar publishing world. In a film noir twist, Ian is double crossed, with enemies and saviors in unlikely places. As a murderous duo bears down on him, Ian will either find love and literary acclaim or will wind up buried in a lonely field somewhere.
Langer, 43, is the author of “Ellington Boulevard,” among other novels. He spoke with freelance writer Dylan Foley by cell phone from a mall in Bloomington, Indiana.
Q. America has been swimming in a sea of literary fraud. Was there one aspect of this that interested you?
A. I was swimming in it with everybody else. I had watched a movie on Clifford Irving, the one who had the literary hoax in the 1970s, “The Autobiography of Howard Hughes.” Then there was J.T. Leroy, but that’s a different kind of hoax. I’ve always been intrigued by con games and have interviewed con artists. I wanted to do something set in the exploding world of publishing. I wondered what it would take to commit the perfect literary crime. If you wanted to scam the publishing industry, how would you do it?
My last book was a memoir on my dad. I tried to tell the most true story I could., but it was really tempting to tell the most outlandish story.
Q. Do you think it is an immoral or amoral act to lie in a memoir?
A. I don’t want to make moral judgments, but I think there is a contract between reader and writer that when you are telling what is allegedly a true story, you are doing your best to do that. People do a lot of things in memoirs--they condense time and put particular thought processes in a particular moment. If it is to get at a larger truth, it is one thing. If it is to sell books, it is another.
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Q. Do you see Ian Minot, your main character, as an angry and principled writer?
A. He’s angry and principled, but he’s wrong. He buys into the b.s. of the publishing world, that there was once this venerable publishing world that would have published his stories, but now this world is full of liars and con artists. By the time this book is done, most of his assumptions have been flipped around.
Q. Your book is blurbed by Laura Albert, who wrote the novel “Sarah” and invented the J.T. Leroy hoax. How do you view her?
A. I cut a break for Laura. A lot of people were offended, but I saw it as a kind of really cool performance art. We’ve talked on the phone and had crazy conversations. Do I know her? No. If I called her this minute, I’d either never hear from her again or we’d have a three-hour conversation, with no middle ground.
Ian is working as a barista in a Manhattan cafe when his writer girlfriend leaves him right before she gets a big book contract. A natty-dressed patron named Jed offers him the chance to commit literary fraud to wreak revenge on New York publishing. Ian agrees, and finds himself immersed in the intrigue and violence involving a beguiling artist and a counterfeit copy of the priceless Japanese book “The Tale of Genji.” Langer sends up pompous literary agents, editors who don’t read their own books and the dying brick-and-mortar publishing world. In a film noir twist, Ian is double crossed, with enemies and saviors in unlikely places. As a murderous duo bears down on him, Ian will either find love and literary acclaim or will wind up buried in a lonely field somewhere.
Langer, 43, is the author of “Ellington Boulevard,” among other novels. He spoke with freelance writer Dylan Foley by cell phone from a mall in Bloomington, Indiana.
Q. America has been swimming in a sea of literary fraud. Was there one aspect of this that interested you?
A. I was swimming in it with everybody else. I had watched a movie on Clifford Irving, the one who had the literary hoax in the 1970s, “The Autobiography of Howard Hughes.” Then there was J.T. Leroy, but that’s a different kind of hoax. I’ve always been intrigued by con games and have interviewed con artists. I wanted to do something set in the exploding world of publishing. I wondered what it would take to commit the perfect literary crime. If you wanted to scam the publishing industry, how would you do it?
My last book was a memoir on my dad. I tried to tell the most true story I could., but it was really tempting to tell the most outlandish story.
Q. Do you think it is an immoral or amoral act to lie in a memoir?
A. I don’t want to make moral judgments, but I think there is a contract between reader and writer that when you are telling what is allegedly a true story, you are doing your best to do that. People do a lot of things in memoirs--they condense time and put particular thought processes in a particular moment. If it is to get at a larger truth, it is one thing. If it is to sell books, it is another.
Q. Do you see Ian Minot, your main character, as an angry and principled writer?
A. He’s angry and principled, but he’s wrong. He buys into the b.s. of the publishing world, that there was once this venerable publishing world that would have published his stories, but now this world is full of liars and con artists. By the time this book is done, most of his assumptions have been flipped around.
Q. Your book is blurbed by Laura Albert, who wrote the novel “Sarah” and invented the J.T. Leroy hoax. How do you view her?
A. I cut a break for Laura. A lot of people were offended, but I saw it as a kind of really cool performance art. We’ve talked on the phone and had crazy conversations. Do I know her? No. If I called her this minute, I’d either never hear from her again or we’d have a three-hour conversation, with no middle ground.
(This interview ran in the Newark Star-Ledger in August 2010)
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