GigaLaw Guide to Internet Law
by Isenberg, Doug
- Used
- Acceptable
- Paperback
- Condition
- Acceptable
- ISBN 10
- 0812991982
- ISBN 13
- 9780812991987
- Seller
-
Springdale, Arkansas, United States
Payment Methods Accepted
About This Item
Random House Trade Paperbacks, 2002-10-01. Paperback. Acceptable. 0.8583 in x 8.0394 in x 5.2008 in. This is a used book. It may contain highlighting/underlining and/or the book may show heavier signs of wear . It may also be ex-library or without dustjacket.
Synopsis
Doug Isenberg is an attorney and the founder of GigaLaw.com, an award-winning website about Internet law. He writes regularly as a columnist for The Wall Street Journal Online and CNET News.com and has represented numerous high-tech and Internet clients.
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Details
- Seller
- Once Upon a Time Books (US)
- Seller's Inventory #
- mon0000318275
- Title
- GigaLaw Guide to Internet Law
- Author
- Isenberg, Doug
- Format/Binding
- Paperback
- Book Condition
- Used - Acceptable
- Quantity Available
- 1
- ISBN 10
- 0812991982
- ISBN 13
- 9780812991987
- Publisher
- Random House Trade Paperbacks
- Place of Publication
- Westminster, Maryland, U.s.a.
- Date Published
- 2002-10-01
- Size
- 0.8583 in x 8.0394 in x 5.2008 i
- Bookseller catalogs
- Book;
- X weight
- 0.6800 lb
Terms of Sale
Once Upon a Time Books
30 day return guarantee, with full refund including original shipping costs for up to 30 days after delivery if an item arrives misdescribed or damaged. Please contact us BEFORE returning any book.
About the Seller
Once Upon a Time Books
Biblio member since 2020
Springdale, Arkansas
About Once Upon a Time Books
We are a family owned and operated, full-line, online bookstore. With our inventory of over 190,000 items, we aim to be your first stop on the internet for all of your used and out-of-print book buying needs.
Glossary
Some terminology that may be used in this description includes:
- Acceptable
- A non-traditional book condition description that generally refers to a book in readable condition, although no standard exists...