House edge, ranked
Every major casino game by its real long-run cost — a 40x spread between the best and worst seats in the house.
Odds, edges, and smarter play
ExSpade explains the real math of casino games — expected value, house edge, and variance — so you know what every bet actually costs before you place it. No systems, no affiliate rankings.
What we cover
Every major casino game by its real long-run cost — a 40x spread between the best and worst seats in the house.
The ten-second calculation that prices any bet: casino, sportsbook, or a coin flip with a friend.
Side bets, insurance, and props that cost ten times the main game — and sit right next to it on the felt.
3:2 vs 6:5 blackjack, soft 17, surrender — how table rules quietly triple the cost of playing well.
No betting systems, no 'guaranteed' methods, no affiliate casino rankings. Just the arithmetic.
Set limits before you play and treat every session as paid entertainment. If it stops being fun: 1-800-GAMBLER.
The short version
Blackjack with basic strategy, baccarat banker, craps pass line. Game selection is the biggest lever you have.
Ties, props, insurance, and side bets carry 5–17% edges. The main game is almost always the cheapest seat.
EV sets the average; variance guarantees worse nights. Fix your loss limit before the first bet, not after.
No. Martingale and friends reshape variance — many small wins, rare catastrophic losses — but every spin resolves to the same negative expected value. No staking pattern changes the underlying arithmetic.
Blackjack played with basic strategy under good rules, at roughly 0.4–0.6% house edge. Baccarat banker (1.06%) and the craps pass line (1.41%) are the next cheapest.
Keno can exceed a 20% house edge. On the table floor, craps 'any 7' (16.7%) and the baccarat tie (14.4%) lead — both sitting inches from far cheaper bets.
Volume. A small negative edge applied to millions of bets is a guarantee, not a gamble. Your hundred spins are noise; the casino's hundred million are arithmetic.
No. Dice, wheels, and shuffled decks have no memory. A number being 'due' is the gambler's fallacy — the next trial has exactly the same odds as the last.
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Start with expected value — the ten-second math that explains every game on the floor.
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