No Excuses
The brawlers with the best records on No Excuses, a Bounty map. Ranked from battles sampled off the global leaderboard pool, scored against the sample-wide average rather than the map’s own. So a pick has to beat the field, not just the lobby.
Map by Frank™
Best brawlers in Bounty
No Excuses has too few sampled battles to rank on its own yet, so these are Bounty picks across every map in the mode.
- 1
bolt89 decided battles · 70.8% raw57.2%3.1% picked - 2
brock184 decided battles · 68.5% raw57.0%6.5% picked - 3
sprout44 decided battles · 72.7% raw56.2%1.5% picked - 4
bo24 decided battles · 75.0% raw55.0%0.8% picked - 5
edgar45 decided battles · 68.9% raw54.4%1.6% picked - 6
piper155 decided battles · 65.2% raw54.2%5.4% picked - 7
meg16 decided battles · 75.0% raw53.7%0.6% picked - 8
carl32 decided battles · 68.8% raw53.6%1.1% picked - 9
pierce115 decided battles · 64.3% raw53.3%4.0% picked - 10
shade34 decided battles · 67.6% raw53.3%1.2% picked
Layout
How the map is built, and what that rewards.
is a Friendly Battles exclusive community map for the Bounty event.
The layout of the map is similar to Purple Paradise, where the map is completely empty besides the bushes at the back with few obstacles. This makes the map advantageous to long-ranged Brawlers. This map is horizontally, vertically, and diagonally symmetrical.
Layout description from the Brawl Stars Wiki, CC-BY-SA. The rankings above are our own.
No Excuses FAQ
- What are the best brawlers on No Excuses?
- No Excuses has not been sampled enough yet to rank brawlers on the map itself. The strongest brawlers in Bounty overall are the best available answer until it fills in.
- What game mode is No Excuses?
- No Excuses is a Bounty map in Brawl Stars, set in the Pyramid Quest environment.
- How is No Excuses laid out?
- The layout of the map is similar to Purple Paradise, where the map is completely empty besides the bushes at the back with few obstacles. This makes the map advantageous to long-ranged Brawlers. This map is horizontally, vertically, and diagonally symmetrical.