Players Highest-Scoring Game this Season
Markets
Shai Gilgeous-Alexander: 52+ points
- Yes85%
- No15%
Volume $2K · Liquidity $0
AJ Dybantsa: 40+ points
- Yes6%
- No94%
Volume $1.3K · Liquidity $8
Cameron Boozer: 38+ points
- Yes85%
- No15%
Volume $982.5 · Liquidity $0
Jalen Brunson: 48+ points
- Yes85%
- No15%
Volume $973.3 · Liquidity $0
Victor Wembanyama: 48+ points
- Yes85%
- No15%
Volume $948.1 · Liquidity $0
Kevin Durant: 47+ points
- Yes25%
- No75%
Volume $911.2 · Liquidity $7.9
Darryn Peterson: 42+ points
- Yes85%
- No15%
Volume $863.1 · Liquidity $0
Devin Booker: 48+ points
- Yes85%
- No15%
Volume $833.8 · Liquidity $0
Tyrese Maxey: 50+ points
- Yes74%
- No26%
Volume $802 · Liquidity $1
Cooper Flagg: 51+ points
- Yes88%
- No12%
Volume $711.1 · Liquidity $0
Donovan Mitchell: 46+ points
- Yes2%
- No98%
Volume $681.6 · Liquidity $0
Stephen Curry: 50+ points
- Yes1%
- No99%
Volume $662.6 · Liquidity $0
Anthony Davis: 49+ points
- Yes87%
- No13%
Volume $615.7 · Liquidity $0
Luka Dončić: 55+ points
- Yes87%
- No13%
Volume $592.7 · Liquidity $0
Anthony Edwards: 50+ points
- Yes85%
- No15%
Volume $540.9 · Liquidity $0
Jaylen Brown: 48+ points
- Yes85%
- No15%
Volume $527.6 · Liquidity $0
Giannis Antetokounmpo: 48+ points
- Yes85%
- No15%
Volume $470.9 · Liquidity $0
LeBron James: 45+ points
- Yes85%
- No15%
Volume $419.8 · Liquidity $0
Nikola Jokić: 47+ points
- Yes85%
- No15%
Volume $344 · Liquidity $0
Jayson Tatum: 50+ points
- Yes90%
- No10%
Volume $328.3 · Liquidity $0
Kon Knueppel: 45+ points
- Yes85%
- No15%
Volume $180 · Liquidity $0
Resolution rules
If Luka Dončić scores at least 55 points in any game (including overtime) in the 2026-27 Pro Basketball regular season, then the market resolves to Yes.
How to read these odds
Each price runs from $0 to $1 and can be read as the probability the market assigns to an outcome: $0.62 means roughly 62%. Prices move with every trade, so they are a crowd estimate, not a guarantee. Before trading, check the resolution rules above, the volume and the liquidity, and only risk money you can afford to lose.
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