Best map: Gated Community with 70.6% from 551 games.
Trophy Roadchange
08/05 to 08/25, 13 days. 13 earlier days are left out — below 60 appearances a daily win rate is noise. One point per day. Both curves scale to their own range; the numbers on the left and right are the values for 08/05 and 08/25.
Steadily picked — the pick rate sits at 0.7% and has not shifted measurably of late.
Heist▾
Where this brawler works. Filtered to Heist: 6 of 167 maps.
| Map | Win rate | Games | Trust | ||
|---|---|---|---|---|---|
Hot Tubs ![]() |
55.9% | 295 | 40 | ||
Quintillion ![]() |
50.4% | 2468 | 72 | ||
Eating Good! ![]() |
53.7% | 227 | 36 | ||
Jedna ![]() |
50.0% | 448 | 47 | ||
Photic Doom ![]() |
52.1% | 146 | 30 | ||
Hot Potato ![]() |
43.2% | 387 | 44 |
Direct duels in Heist: how Gray does when that brawler is on the enemy team. Always one mode, never all of them at once — the same pairing can mean the opposite in two modes. Only listed where a real counter is behind it: whoever only wins because he is the stronger brawler is not shown here. Measured in ranked battles — trophy games have no fixed line-ups, so “A beats B” cannot be counted there. Who counters whom still holds for you.
Worst case: 29.3% against Nita in Heist. On average the worst case sits at 29.0%.
The word after the number says how hard: hard counter means the edge is clearly bigger than the strength of the two would give. A high win rate alone never appears here — whoever only wins because he is the stronger brawler does not make the list at all. See it in the counter network
On the same team, in Heist — which combination wins. The mode is the one chosen above. Also from ranked battles, so it matches the duels above. In trophy games a pairing like this depends heavily on who plays the brawler — beginner brawlers land up to nine points below what the teamwork itself gives.
Nori
50.1%
702 games
Melodie
53.8%
132 games
Mico
50.0%
352 games
Shade
56.8%
74 games
8-Bit
49.3%
347 games
Bull
48.2%
380 games
Players with a profile and at least 20 games on Gray, sorted by the Wilson lower bound.