Wins late — in Brawl Ball 9.4 points better in long rounds than in short ones (47.6% against 38.2%, split at 94 s). Needs the long round; in a fast game he never arrives.
For Hot Zone, this map's mode — duels and star rates are available per mode, not per map.
On the tier: counter safety and star rate are computed across all tiers together and do not change when you switch — too few pairings are measured in Masters for that. The other axes do.
Win rate per rank tier on Open Business — ranked battles only, the tier comes from the battle itself. The axis runs from Gold to Legendary, one tick per tier: the stretch where this brawler has at least 300 battles per tier; 4 tiers fall below that and drop out. The stretch always fills the full width, three tiers or eight — so when comparing two curves, mind the names on the axis. The curve glows brighter where more was measured — the tiers differ by more than a thousandfold in battles. The faint horizontal line sits at 50 %.
Skill bonus +6.0 — rewards skill: from Gold to Legendary the win rate climbs by 6.0 points (regression 41.8% to 47.8%). The higher the tier, the better he does.
Direct duels in Hot Zone: how Amber does when that brawler is on the enemy team. Duels are available per mode, not per map — so unlike the numbers above, this section covers every Hot Zone map, not just Open Business. Computed across all ranked tiers together — not for your tier alone.
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 Hot Zone — which combination wins. Per mode as well, not per map. Computed across all ranked tiers together — not for your tier alone.
Kenji
60.7%
219 games
Bo
54.3%
842 games
Bibi
55.0%
311 games
Stu
55.4%
276 games
Doug
56.0%
175 games
Chester
57.8%
116 games
Players with a profile and at least 20 games on Amber, sorted by the Wilson lower bound.