For the first time ever Miami Fox Publishing presents the complete account of one of the most popular and iconic legendary film franchises in cinema history.
When THE HOWLING premiered in 1981 the film introduced cinema-goers to an all-new kind of movie monster – shocking, visceral, graphic and relentless. Spawning seven popular sequels to date, the series has become the most prosperous werewolf franchise of all time.
Best-selling author Bryn Curt James Hammond’s (A Case for Murder: Brittany Murphy Files) ‘The Complete History of The Howling‘ is the first book to chronicle the making of all eight feature films and take an in-depth look at the film’s source material by Gary Brandner, which began life in 1977 as a trilogy of books. It contains interviews with many of the surviving members of each production.
‘The Complete History of The Howling‘ is richly illustrated and presents stunning pictorials recalling a quarter-century’s worth of behind-the-scenes stories – the struggles, feuds, foibles, controversies and calamities.
Fully illustrated with never-before-seen photos, an all-new unofficial story arc by Nick Stead (Hybrid), along with tracing the complex history of the wolf men from their earliest origins, this is the ultimate oral and visual memoir of the most successful werewolf horror franchise in the history of motion pictures.
‘The Complete History of The Howling‘ will be EXCLUSIVELY launched on 12th &13th May at the UK’s leading Horror convention, Horror Con, where author Bryn Curt James Hammond and co-author Nick Stead will be official guests, meeting and greet fans and signing copies of the book.
‘The Complete History of The Howling‘ tour will conclude on Saturday 10th November before its official street date of 12th November, when it will be made available worldwide from all major book retailers.
Book tours dates include:
London Horror Con : 30th June & 1st July
Liverpool Horror Con : 29th & 30th September
Halloween Special (Birmingham Horror Con) : 27th & 28th October
Bristol Horror Con : 10th November
