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Murder at the College Library
Engelsk Hardback
Murder at the College Library
Engelsk Hardback

315 kr
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Om denne bog

Crime-fiction librarian - and reluctant amateur sleuth - Ray Ambler gets mixed up in murder once again when he''s called to appraise a mystery-novel collection at an exclusive New York college.

An invitation from a prestigious liberal arts college to buy their mystery-novel collection comes as a welcome surprise for Raymond Ambler, crime-fiction curator at New York City''s prestigious 42nd Street Library. But his pleasure quickly turns sour when the collection''s curator - Ambler''s friend Sam Abernathy - tells him he plans to fight the acquisition tooth and nail.

The collection would make a fine addition to his holdings, but Ambler''s not looking for drama. It''s a shame, then, that drama''s looking for him. Just a couple of weeks later, one of Abernathy''s colleagues is shot dead from the library''s roof, and all signs point to the crime-loving professor as the perpetrator of the violent act.

Why would Abernathy kill - and was it for his collection, for college politics, or for some dark secret yet to be revealed? Ambler''s not sure his old friend''s a killer, but he is sure he wants justice - for both the living and the dead.

Working with his son John, he launches into an investigation at the college library, and it''s not long before he discovers missing manuscripts, explosive secrets and scandals amongst the faculty staff . . . and a cunning killer who''ll stop at nothing to cover up their crimes.

The 42nd Street Library mystery series blends traditional mystery with a hint of noir, and is a great pick for fans of quintessential New York writers like Ed McBain and SJ Rozan, along with those who enjoy traditional amateur sleuths and fair-play puzzles.

Product detaljer
Sprog:
Engelsk
Sider:
240
ISBN-13:
9780727823052
Indbinding:
Hardback
Udgave:
ISBN-10:
0727823051
Kategori:
Udg. Dato:
5 mar 2024
Længde:
24mm
Bredde:
148mm
Højde:
223mm
Forlag:
Canongate Books
Oplagsdato:
5 mar 2024
Forfatter(e):
Kategori sammenhænge