Lottery Number Picker - Powerball, Mega Millions & More
Random Generators
Generate random lottery numbers for Powerball, Mega Millions, EuroMillions, or a custom game. All picks are made with your browser's crypto API for unbiased randomness.
This tool produces random numbers using Web Crypto. It does not predict winning numbers. Lottery is a game of chance - all combinations have equal probability.
How random lottery numbers are generated
This tool uses your browser's built-in Web Crypto API (
crypto.getRandomValues) to generate numbers. A Fisher-Yates shuffle picks numbers
from the full pool without replacement, so you'll never get duplicate balls within a single
play. Rejection sampling eliminates modulo bias, giving every number an equal probability.
Supported games
Powerball (US): Pick 5 white balls from 1–69 and 1 red Powerball from 1–26. Mega Millions (US): Pick 5 white balls from 1–70 and 1 gold Mega Ball from 1–25. EuroMillions (EU): Pick 5 main numbers from 1–50 and 2 Lucky Stars from 1–12. The Custom mode lets you configure any lottery format.
Do random numbers win more often?
No. In a fair lottery, every combination has exactly the same probability of winning. Quick picks (random selections) are just as likely, and just as unlikely, as birthdays, patterns, or any other strategy. The only potential advantage to truly random picks is that if you do win, you're less likely to share the jackpot with someone who picked the same "lucky" numbers.
Odds comparison
| Lottery | Jackpot odds | Notes |
|---|---|---|
| Powerball (US) | 1 in 292,201,338 | 5 of 69 white + 1 of 26 red |
| Mega Millions (US) | 1 in 302,575,350 | 5 of 70 white + 1 of 25 gold |
| EuroMillions | 1 in 139,838,160 | 5 of 50 main + 2 of 12 stars |
| UK National Lottery | 1 in 45,057,474 | 6 of 59 |
| Canada Lotto 6/49 | 1 in 13,983,816 | 6 of 49 |
| Typical scratch card (top prize) | ~1 in 1,000,000 | Varies by game |
Statistical independence
Each lottery draw is statistically independent of every previous draw. The balls have no memory. A number that hasn't appeared in 20 draws is not "due" to appear - its probability for any single draw remains exactly the same. This misconception is known as the gambler's fallacy. Tracking "hot" or "cold" numbers provides no predictive advantage in a fair, randomly drawn lottery.
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