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The Queen's Gambit is a 2020 American coming-of-age period drama television miniseries based on the 1983 novel of the same name by Walter Tevis. The title refers to the " Queen's Gambit ", a chess opening .
The Queen's Gambit: Created by Scott Frank, Allan Scott. With Anya Taylor-Joy, Chloe Pirrie, Bill Camp, Marcin Dorocinski. Orphaned at the tender age of nine, prodigious introvert Beth Harmon discovers and masters the game of chess in 1960s USA.
In a 1950s orphanage, a young girl reveals an astonishing talent for chess and begins an unlikely journey to stardom while grappling with addiction. Watch trailers & learn more.
Dec 6, 2020 · What's the Queen's Gambit? In chess, a gambit is an opening move in which the player will sacrifice pieces to later gain a positive position.
Page 1 of 2, 4 total items. Page 1 of 5, 9 total items. Set during the Cold War era, orphaned chess prodigy Beth Harmon struggles with addiction in a quest to become the greatest chess player in ...
96% Tomatometer 105 Reviews. 94% Audience Score 2,500+ Ratings. Set during the Cold War era, orphaned chess prodigy Beth Harmon struggles with addiction in a quest to become the greatest chess ...
Sep 24, 2020 · Check out the new The Queen’s Gambit Limited Series Trailer starring Anya Taylor-Joy! Let us know what you think in the comments below. Learn more about this show on Rotten Tomatoes:...
A visit from an old friend forces Beth to reckon with her past and rethink her priorities, just in time for the biggest match of her life. Suddenly plunged into a confusing new life in suburbia, teenage Beth studies her high school classmates and hatches a plan to enter a chess tournament.
Check out everything you’ve ever wanted to know about The Queen's Gambit. Get to know the cast, watch bonus videos and so much more.
Summaries. Orphaned at the tender age of nine, prodigious introvert Beth Harmon discovers and masters the game of chess in 1960s USA. But child stardom comes at a price. Nine year-old orphan Beth Harmon is quiet, sullen, and by all appearances unremarkable.
