House edge is built into payouts.
If a result has a 48.65% chance to win but pays only even money, each chip has a small negative expected value for the player.
Project simulator
Casino Statistics
A no-money simulator for seeing why a casino can lose many individual rounds and still keep a long-run advantage.
The first version is a house-edge lab. Later game modules can plug into the same project page without creating accounts, deposits, or real wagers.
Virtual chips only
Play the math, not the money.
Choose a model, set a chip stake, and run rounds. The balance can swing upward, but the expected line shows what repeated play is designed to do.
Bankroll1,000
House edge2.70%
Expected result per 100 chips-2.70
Rounds0
Win rate0%
Total wagered0
Expected result0
Actual result0
Latest outcomeReady to simulate
Recent rounds
- No rounds yet.
Virtual chips only
Why profit survives lucky players.
The simulator separates short-term randomness from expected value. A player can win a session; the business model depends on many repeated wagers.
Variance makes the game feel alive.
A short run can look unfair in either direction. The casino does not need every player to lose today; it needs the average over enough volume.
Volume turns math into revenue.
A tiny edge becomes meaningful when thousands of stakes pass through the same rules. The total wagered number is the important scale.
Project boundary
This page uses virtual chips only. There is no deposit path, cash-out path, payment integration, or gambling account.
Future game modules should stay educational: clear odds, visible expected value, and no real-money stakes.