Digits (Max 3D Pro)¶
Past results have no influence on future draws
This page shows descriptive statistics of past draws. It is not a predictor. In a fair lottery every combination is equally likely on every draw, regardless of which numbers were "hot", "cold", "overdue" or recently drawn -- a well-known cognitive bias called the gambler's fallacy.
There is no system or strategy that can improve your odds of winning a fair lottery. Numbers shown here are for curiosity and entertainment only.
Per-position digit frequency¶
Each 3-digit winning number contributes a hundreds, tens, and units digit. The chart below shows how often each digit 0–9 appears in each position. If the draw is fair, all three bars should fall near the same height.
Pooled digit frequency (all positions)¶
Aggregating across all three positions gives ~66k digit observations per product — a powerful single fairness check. The dashed line marks the expected count under a uniform 0–9 draw.
Hot / cold digits¶
The most and least frequently drawn digits over all recorded history. "Hot" does not mean "more likely next draw" — see the caveat.
| Rank | Digit | Count |
|---|---|---|
| 1 | 6 | 4754 |
| 2 | 5 | 4654 |
| 3 | 1 | 4639 |
| Rank | Digit | Count |
|---|---|---|
| 1 | 4 | 4462 |
| 2 | 7 | 4470 |
| 3 | 8 | 4517 |
Chi-square residuals¶
Per-digit (observed - expected). The critical value for 9 degrees of freedom at p=0.05 is ~16.92. Bars outside the critical band would suggest non-uniformity, but a single significant test among hundreds of draws is expected under the null.
Past results have no influence on future draws
This page shows descriptive statistics of past draws. It is not a predictor. In a fair lottery every combination is equally likely on every draw, regardless of which numbers were "hot", "cold", "overdue" or recently drawn -- a well-known cognitive bias called the gambler's fallacy.
There is no system or strategy that can improve your odds of winning a fair lottery. Numbers shown here are for curiosity and entertainment only.