What percentile is a 1,500 chess rating?
Here is where 1,500 sits in all eleven pools this site measures — both online platforms, every time control, and FIDE’s own rating list.
| Pool | Top | Out of |
|---|---|---|
| Chess.com Bullet derived | Top 30% of that pool | 336,344 |
| Chess.com Blitz derived | Top 30% of that pool | 657,474 |
| Chess.com Rapid derived | Top 25% of that pool | 466,867 |
| Chess.com Classical derived | Top 35% of that pool | 38,941 |
| Lichess Bullet | Top 55.6% of that pool | 336,344 |
| Lichess Blitz | Top 48.7% of that pool | 657,474 |
| Lichess Rapid | Top 40.5% of that pool | 466,867 |
| Lichess Classical | Top 54.3% of that pool | 38,941 |
| FIDE Standard | Top 83.1% of that pool | 219,444 |
| FIDE Rapid | Top 73.9% of that pool | 199,783 |
| FIDE Blitz | Top 80.2% of that pool | 119,536 |
The Chess.com rows are derived rather than counted: Chess.com publishes no rating distribution, so its curve is the Lichess population mapped through the measured conversion between the two. Percentiles from it are rounded to the nearest 5 and stop at "top 5% or better". The Lichess and FIDE rows are counted from published data.
What 1,500 actually means
1,500 is the number people mean when they say "decent club player", and it is the most searched-for rating there is. Its real position depends entirely on which pool you are in: the same 1,500 is a different achievement on Chess.com, on Lichess and on FIDE’s list, and the distance between those three is larger than the distance from 1,500 to 1,700 within any one of them.
| To reach | Ratings from | Gain |
|---|---|---|
| Top 25% | from 1,550 | +50 |
| Top 10% | from 1,800 | +300 |
| Top 5% | from 1,950 | +450 |
Band edges, not thresholds: the distributions are counted in bands, so each figure is where that band begins rather than a number you have to hit exactly.
Nearby ratings
Any other rating
This page exists for round hundreds. For anything else — 1,437, 2,051, whatever you actually hold — the lookup takes the number directly and answers from the same distributions.