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</html><description>One of the most infamous Baccarat incidents concerned edge sorting. This high-stakes showdown launched millions of readers to the game and cemented its association with sophistication and intrigue. While the 2006 movie adaptation modified the game to poker, Baccarat stays &#x201C;the Bond game&#x201D; in in style culture. A natural 9 is the sum of two playing cards equal to 9 - this is the absolute best hand. To bet on the hand (Player or Banker) that may have a card total closest to nine.</description><thumbnail_url>data:image/jpeg;base64,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</thumb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