Number 28 Has Been Drawn 173 Times. Here Is Why That Tells You Nothing.
Powerball number 28 leads all numbers with 173 appearances in 1,917 draws. Here is what frequency data actually means — and the one thing it cannot do.
The Most Drawn Powerball Number
Across 1,917 Powerball draws, number 28 has appeared 173 times. Number 23 is close behind at 171. At the bottom of the list, number 65 has shown up just 83 times — less than half as often as #28.
If you are like most lottery players, your instinct is clear: play 28, avoid 65. The hot number is hot. The cold number is cold. Right?
Wrong. And understanding why that instinct is wrong is the most important statistical concept in lottery analysis.
What Frequency Data Actually Tells You
Frequency analysis does one thing well: it describes what has happened. Number 28 has appeared 173 times. Number 65 has appeared 83 times. These are facts, pulled directly from NY Open Data and verified against every draw in our database.
What frequency analysis cannot do is tell you what will happen next. And this is where the human brain gets tricked.
The Coin Flip That Explains Everything
Imagine flipping a fair coin 100 times. You would expect roughly 50 heads and 50 tails. But if you actually do it, you will almost never get exactly 50/50. You might get 53/47, or 46/54, or even 58/42. All of these outcomes are perfectly normal for a fair coin.
Now imagine flipping that coin 1,917 times (the number of Powerball draws in our database). You still will not get exactly 50/50. The variance gets smaller in percentage terms, but the absolute gap can grow. A 52/48 split over 1,917 flips means one side appeared about 77 more times than the other — and the coin is still perfectly fair.
Number 28's 173 appearances in 1,917 draws represents a frequency of 9.03%. The expected frequency for any Powerball number is 7.25% (5 drawn from 69). The difference — 1.78 percentage points — is well within normal statistical variance for a random system.
The Variance Is the Point
Here is the data that makes this concrete. In Powerball, the expected appearance count for any white ball over 1,917 draws is roughly 139 times (1,917 × 5/69). Let us see how the actual numbers compare:
| Number | Appearances | Expected | Deviation |
|---|---|---|---|
| #28 (most drawn) | 173 | ~139 | +24.5% |
| #23 | 171 | ~139 | +23.0% |
| #36 | 166 | ~139 | +19.4% |
| #60 | 89 | ~139 | -36.0% |
| #65 (least drawn) | 83 | ~139 | -40.3% |
The spread from 83 to 173 looks dramatic. But over 1,917 independent random draws, this range is exactly what mathematicians would expect. A chi-squared test — the standard tool for checking if a distribution is truly random — shows Powerball's frequency distribution is consistent with a fair drawing system.
Why Your Brain Sees Patterns That Are Not There
Humans evolved to detect patterns. When our ancestors saw rustling grass, the ones who assumed "predator" survived. The ones who assumed "wind" sometimes did not. This survival mechanism is still running in your brain when you look at a frequency chart.
When you see #28 at 173 and #65 at 83, your pattern-detection system screams: there is a signal here! But in a random system, what looks like a pattern is just noise. The technical term is apophenia — perceiving meaningful connections in random data.
The lottery drawing machines are among the most rigorously tested random systems on Earth. Balls are weighed, measured, and rotated between draws. Machines are regularly replaced. The physical mechanism is designed to be as close to mathematically random as engineering allows.
So Why Do We Show Frequency Data?
Fair question. If frequency data does not help you win, why does our statistics page display it?
Three reasons:
1. It is genuinely interesting. Knowing that #28 leads Powerball with 173 appearances is a real fact about a real dataset. Curiosity about data is not the same as believing data can predict the future.
2. It builds statistical literacy. Understanding why a 173-to-83 spread is normal — not suspicious — teaches you something about randomness that applies far beyond lottery games.
3. It can help with one practical decision. While frequency data cannot tell you which numbers will be drawn, it can help you avoid numbers that other players are likely to pick. If #28 is widely perceived as a "lucky number" because of its high frequency, more players will select it, meaning more shared jackpots when it hits. Visit our number insights page for the full analysis.
The One Question That Matters
Next time you look at a frequency chart, ask yourself one question: Does this data give me information about the next draw, or only about past draws?
The answer is always the same. Past draws. Only past draws. Each Powerball drawing is an independent event with 292,201,338 equally likely outcomes. Number 28 does not know it has been drawn 173 times. Number 65 does not know it has only appeared 83 times. The balls have no memory.
That is the most important thing frequency data can teach you: not which numbers to play, but how randomness actually works. Lottery draws are random events, and this analysis is for entertainment and informational purposes only. Play responsibly.
Disclaimer: For entertainment purposes only. Lottery outcomes are random and past results do not influence future drawings. This website is not affiliated with or endorsed by any state lottery commission. In the event of a discrepancy, official winning numbers shall control. Results sourced from NY Open Data (data.ny.gov). Always verify with your official state lottery.