Casino War (Shuffle Master)
Household card-game simplicity adapted to a casino table
The SlotRanker Score is calculated from the visible data below. It is not affected by affiliate deals, and it cannot be bought.
Why this score
High confidence (100%)Five weighted signals shape the composite. Four context signals refine ties. See how we rate for the full methodology.
Popularity blends real player search demand (~30 markets) with a catalogue-derived proxy; games without measurable search demand use the proxy alone. Not live play telemetry.
SlotRanker Score: 79 — Casino War (Shuffle Master) by Shuffle Master
https://slotranker.com/shuffle-master/casino-war-shuffle-master#scoreSlot Summary
How It Plays
After the initial wager, the player and house receive a card each. A higher player card wins even money; a higher house card loses the main wager.
Equal ranks pause the comparison. Surrender returns half the initial wager, while going to war requires an additional wager equal to the original before new cards are dealt.
True Cost to Play
Expected average based on this slot's 97.83% RTP — individual sessions vary with volatility.
Estimate only, for entertainment purposes — treat gambling as entertainment, not a way to make money, and set a budget you can afford to lose.
Bankroll survival simulator
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Compare Casino War (Shuffle Master) with other games
Casino War (Shuffle Master) Score 79This game | Score 88 | Score 87 | Score 86 | Score 85 | |
|---|---|---|---|---|---|
| Identity | |||||
| Studio | |||||
| Released | — | 2/17/2025 | 4/20/2026 | 10/28/2022 | 2/26/2024 |
| Math | |||||
| RTP | 97.83% | 97% | 97.65% | 97% | 99.54% |
| Volatility | — | — | High volatility | High volatility | High volatility |
| Max win | — | — | 15,000× | 4,000× | — |
Every number is shown as a delta against Casino War (Shuffle Master).
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Questions & Answers
Casino War (Shuffle Master) FAQ
Yes. This version uses 6 standard decks without jokers and reshuffles between game rounds.
The optional tie bet pays 10:1 when the player's card and the house card have matching ranks.
The 97.83% theoretical return applies to the main wager under optimal strategy, rather than the optional tie wager.
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