Description
The Road to Woodbury by Robert Kirkman and Jay Bonansinga is the second novel in the New York Times bestselling series based on the award-winning comic books and blockbuster television show.
It is a dangerous world that Lilly lives in. The walking dead lurk in every corner, destroying anyone they can get their hands on. Nowhere is safe. But when a terrifying ordeal leaves numerous dead, Lilly and her companions are forced out of their tented community and into the open.
Safety seems to come in the form of Woodbury, a gated compound with food and protection. Yet it's not long before the wanton dangers of Woodbury reveal themselves, and the Governor's despotic rule of the compound threatens to undermine everything Lilly believes in. Because sometimes the dead aren't the biggest threat. It's the living . . .
First came the award-winning comic book series. Then the record-breaking TV show. This is an adventure set in that same bleak world.
About the Author
Robert Kirkman is an American comic book writer. His first creation was Battle Pope, which he co-wrote with Tony Moore, and in 2003 they began the comic book series The Walking Dead, set in a George A. Romero zombie movie-inspired world.
Jay Bonansinga is a thriller writer and screenwriter, whose novels have been translated into numerous languages. His debut novel, The Black Mariah, was a finalist for a Bram Stoker award. He has worked with Robert Kirkman writing the New York Times bestselling series of novels, The Walking Dead.
Reviews
A perfect introduction . . . and a great service to all those folks who've walked with these zombies before. * StarburstMagazine.com *
The novel makes for an exciting, grippingly intense and at times gruesome one-off read. * BookGeeks.co.uk *
The novel hooked me from the first page . . . begs to be read. * Geeksofdoom.com *
Book Information
ISBN 9780330541367
Author Robert Kirkman
Format Paperback
Page Count 288
Imprint Pan Books
Publisher Pan Macmillan
Series The Walking Dead
Weight(grams) 318g
Dimensions(mm) 203mm * 127mm * 17mm
