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Casino War Calculator

Casino War Expected Loss, Tie Impact & House Edge Calculator

Compute expected loss for surrender vs go-to-war strategies, model tie impact over multiple hands, and compare house edge. For education, not as gambling advice.

Player
A
A
vs
Dealer
10
10
Player Wins
Selected Configuration

Casino War — Go to War

$10.00 per hand × 100 hands = $1,000.00 total action

Low Volatility
Total Action
$1,000.00
House Edge
2.88%
Expected Loss
$28.80
Expected Ties
~6

Expected loss is a long-run average. Actual session results vary due to randomness.

Tie Strategy Comparison

How your chosen tie strategy compares to the alternative over 100 hands.

Go to War

House Edge
2.88%
RTP
97.12%
Variance
Low

Expected loss: $28.80 over $1,000.00 action.

Surrender

House Edge
3.58%
RTP
96.42%
Variance
Low

Expected loss: $35.80 over $1,000.00 action.

Choosing “Go to War” saves approximately $7.00 compared to the alternative over this session. Going to war is always the lower-cost choice.

Tie Decision

When player and dealer cards match, the player chooses:

S

Surrender

  • Lose half the ante
  • No additional risk
  • House edge: ~3.58%
W

Go to War

  • Match ante with raise bet
  • 3 cards burned, 1 dealt each
  • Win: 1:1 on raise, ante pushes
  • Lose: lose ante + raise
  • House edge: ~2.88%

Going to war is always the lower-cost option mathematically, but both choices produce negative expected value.

Expected Loss Benchmarks

At 2.88% house edge (go to war).

Starting Bankroll
$50

At $5/hand over 100 hands ($500 action), expected loss ≈ $14.40 (go to war) or $17.90 (surrender).

Starting Bankroll
$200

At $10/hand over 200 hands ($2,000 action), expected loss ≈ $57.60 (go to war) or $71.60 (surrender).

Starting Bankroll
$500

At $25/hand over 200 hands ($5,000 action), expected loss ≈ $144.00 (go to war) or $179.00 (surrender).

House Edge Guide

How tie rules create the casino advantage.

Expected Value

The formula behind every expected loss result.

Compare Blackjack

Strategy-driven card game with lower house edge.

Responsible Gaming

This content is for educational purposes only. Gambling involves real financial risk and can be addictive. The house always has a mathematical advantage—there is no guaranteed winning strategy.

Responsible Gaming ResourcesIf you need help: ncpgambling.org (US) or GamCare (UK)