![]() ![]() Ultimate Casino War Optimal Outcomes (6 Decks, 2-3-5-8 Pay Table) Outcome Still, the game never gets +EV with only 16 known cards. ![]() For a 6-deck game, these payouts reduce the house edge to 1.27%. Ultimate Casino War Optimal Outcomes (6 Decks) OutcomeĪccording to Dan Lubin, there’s a version that pays 2:1 for a win with a Six, 3:1 for a win with a Five, 5:1 for a win with a Four, and 8:1 for a win with a Trey. The EV barely changes by +/- 0.3%, and thus is never +EV. I checked the countability in a CSM by assuming perfect play given 16 known cards before every hand. You should Raise a Jack or higher final card. Ties push, and there’s no “going to War”.įor a 6-deck CSM game, the house edge is a fair 2.56%. Wins win a Six or lower pay 2:1, else it pays even-money. The dealer reveals his hand, and all your bets receive action against the dealer high card. Finally, you may wager an optional 1x Raise on your final hand. You have the option to replace your card with the next card out of the shoe (CSM), but you must wager an additional 1x bet to do make this swap. You’re dealt one card face up, and the dealer is dealt two cards face down. I wanted to see what the strategy and house edge were, and to check if it was at all countable out of the One-2-Six CSM they use. Of course, the catch is the dealer gets two cards, and gets to use the highest one. I saw this new variant of Casino War at Barona Casino, where they player gets an option to swap his card and make a 1x Raise bet. ![]()
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