How Like a God
by Stout, Rex
- Used
- Paperback
- Condition
- Mass market paperback, VG in wraps. Pyramid N-2070, 3rd printing August 1969
- Seller
-
Hulls Cove, Maine, United States
Payment Methods Accepted
About This Item
Pyramid, 1961. paperback. Mass market paperback, VG in wraps. Pyramid N-2070, 3rd printing August 1969. The author's first book is an "extraordinarily brilliant novel of a sexual psychotic - his strange marriage, abnormal obsessions and dark desires." Originally published in 1929
Synopsis
In 1929, Stout wrote his first published book How Like a God , an unusual psychological story told in the second person, in a man's mind as he walks up several flights of stairs.
Read More: Identifying first editions of How Like a God
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Details
- Bookseller
- Mystery Cove Book Shop (US)
- Bookseller's Inventory #
- 166520
- Title
- How Like a God
- Author
- Stout, Rex
- Format/Binding
- Paperback
- Book Condition
- Used - Mass market paperback, VG in wraps. Pyramid N-2070, 3rd printing August 1969
- Publisher
- Pyramid
- Date Published
- 1961
Terms of Sale
Mystery Cove Book Shop
All major credit cards, check/money order, Paypal accepted. All books returnable for any reason within two weeks.
About the Seller
Mystery Cove Book Shop
Biblio member since 2004
Hulls Cove, Maine
About Mystery Cove Book Shop
Mystery Cove Bookshop overlooking the ocean in lovely Hulls Cove Maine, just three miles from downtown Bar Harbor and on the edge of Acadia National Park. Open year round, Tuesday through Saturday 11am to 5pm. We have books in all subjects including books of local interest, children's literature, history & biography, science fiction & fantasy, plus a strong collection of crime, mystery and detective fiction.
Glossary
Some terminology that may be used in this description includes:
- VG
- Very Good condition can describe a used book that does show some small signs of wear - but no tears - on either binding or...
- Mass Market
- Mass market paperback books, or MMPBs, are printed for large audiences cheaply. This means that they are smaller, usually 4...