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What does an online rating say about your FIDE rating?

We measured it on ten thousand titled players. The honest answer is: less than you would like.

Everyone wants the conversion. You have a Chess.com blitz rating and you want to know what it is worth over the board, in the rating that counts for tournaments. So we measured it properly: 10,379 titled players who appear both in our name index and in FIDE’s own monthly list, matched by name, with their online ratings read from the platforms and their FIDE ratings read from FIDE. That is not a survey or a forum estimate. It is the largest sample we could assemble, and it is roughly two hundred times the one this site refused to publish a conversion from a year’s worth of arguing ago.

Classical — 1,894 players measured
Online rating band Titled players in it Their median FIDE FIDE spread in the band
800–999 38 2,123 1,171
1,000–1,199 93 2,143 949
1,200–1,399 151 2,185 944
1,400–1,599 292 2,200 1,094
1,600–1,799 378 2,223 1,105
1,800–1,999 416 2,268 920
2,000–2,199 317 2,255 868
2,200–2,399 124 2,317 909
2,400–2,599 37 2,306 711
Rapid — 4,254 players measured
Online rating band Titled players in it Their median FIDE FIDE spread in the band
1,200–1,399 34 2,119 1,093
1,400–1,599 69 1,970 1,150
1,600–1,799 152 1,948 1,021
1,800–1,999 362 2,002 975
2,000–2,199 1,067 2,120 1,159
2,200–2,399 1,433 2,216 1,036
2,400–2,599 869 2,351 910
2,600–2,799 205 2,501 876
Blitz — 8,256 players measured
Online rating band Titled players in it Their median FIDE FIDE spread in the band
1,200–1,399 24 1,714 854
1,400–1,599 57 1,794 946
1,600–1,799 121 1,830 1,080
1,800–1,999 255 1,914 878
2,000–2,199 663 2,010 1,162
2,200–2,399 1,457 2,093 1,115
2,400–2,599 2,366 2,190 939
2,600–2,799 1,949 2,269 953
2,800–2,999 1,007 2,370 791
3,000–3,199 295 2,489 875
3,200–3,399 34 2,647 438

Measured across 10,379 titled players holding both a published FIDE rating and an online account. Each row describes a group of players — it is not a lookup for your own rating.

It still does not support a conversion, and the table above shows why better than any argument. Look at Daily: the online rating climbs by two thousand points while the median FIDE rating behind it moves by less than a hundred. That is not a weak relationship, it is no relationship — and it happens because every player here is titled. A grandmaster with a 900 Daily rating is not a 900-strength player; he is a grandmaster who does not play correspondence chess. Blitz looks much better behaved, and it is the same effect wearing a nicer suit: a titled player rated 1500 in blitz online is strong at the board and casual at the keyboard. Read across from your own rating and you are borrowing a number that belongs to someone else’s over-the-board career. Which is why this site shows a FIDE rating when it can find your real one, and shows nothing at all when it cannot.

Common questions

So what is my FIDE rating?

If you have never played rated over-the-board chess, you do not have one, and no online rating can produce it. That is not a limitation of this measurement; it is what a FIDE rating is. If you do have one, this site will show it on your report when it can match you to FIDE’s published list.

Why can you not just use the blitz numbers, which look fine?

Because the sample that produced them is titled players, and you are asking about someone who may not be. The blitz curve describes how strong players’ online blitz ratings relate to their board strength. Applying it to a player who only plays online assumes those two groups behave the same way, and the Daily column in the same table shows how badly that assumption can fail.

Why is the spread column so large?

Because individual variation swamps the trend. Within a single 200-point online band the FIDE ratings behind it can differ by more than a thousand points. Even where a relationship exists in the population, it says very little about any one person — which is the same reason the Lichess-to-Chess.com conversion on this site is marked approximate.

Data updated 2026-08-01

Chess.com publishes no rating distribution. Those figures are derived from the Lichess distribution mapped through the conversion anchors, and are rounded accordingly.