Why 50% Odds Still Lead to Massive Gambling Bankruptcy? A Python Simulation
A Python Monte‑Carlo simulation of a daily dice‑betting game shows that even with a 50% win rate per round, 83% of gamblers go bankrupt within eight years, highlighting the randomness of gambling profits and the near‑zero chance of beating the casino.
Experiment Overview
On Zhihu a question asks why, despite a 50% win rate per round, many gamblers go broke. To explore this, we built a Python simulation of a dice betting game.
Experiment Idea
Game: dice "big or small", one round per day, ends when the gambler loses all money or the casino closes.
After three consecutive losses the gambler raises the bet by 50%.
The gambler starts with 1,000,000 yuan and bets 20,000 yuan each day.
If bankrupt, the gambler borrows high‑interest loans (estimated monthly rate 5%).
The loan is repaid the next day, assuming a "disciplined" gambler.
Test Steps
1. Create characters
Casino
This is a reckless gambler
2. Create betting round
We use dice instead of cards.
Below is the function implementing the betting round:
Run 100 rounds for a man.
Record daily wins/losses and check for bankruptcy.
3. Data Statistics
Simulating 1,000 gamblers, 167 survived (3 lost, 164 profited) while 833 went bankrupt, an 83.3% bankruptcy rate. The distribution of bankruptcy times is shown below.
Profit of survivors after eight years:
The richest survivor earned 12.5 million yuan; only six earned over 10 million.
Using an estimated 13% annual inflation, the 12.5 million profit after eight years is equivalent to about 5.53 million today.
Conclusion
Bankruptcy rate reaches 83.3%; half go broke within a year.
Gambling profit is random and low; it is not a reliable way to get rich.
The chance of beating the casino is essentially zero.
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