NBA player props today: Thursday's best props include Kawhi Leonard [4/8/2026]

Kawhi Leonard over 2.5 3-pointers made (+121)

• Edge: 5.1%
• Probability: 50.4%
• Projection: 2.5
• Game: Thunder vs. Clippers (10:00PM ET)

Our model has found value on LA Clippers' Kawhi Leonard over 2.5 3-pointers made. A probability of 50.4% gives this play an edge of 5.1% at +121 odds.

Luke Kornet over 1.5 blocks (+140)

• Edge: 6.5%
• Probability: 48.1%
• Projection: 1.3
• Game: Trail Blazers vs. Spurs (9:30PM ET)

Luke Kornet’s blocks prop shows a 6.5% edge at +140 odds, according to our model, which projects him for 1.3 blocks on the over 1.5 line.

Onyeka Okongwu over 1.5 blocks (+135)

• Edge: 5.5%
• Probability: 48.1%
• Projection: 1.3
• Game: Hawks vs. Cavaliers (7:00PM ET)

The data highlights value on Onyeka Okongwu over 1.5 blocks, with simulations showing a 48.1% probability and a 5.5% edge at +135.

Cooper Flagg to score first basket (+700)

• Edge: 8.5%
• Probability: 21.0%
• Game: Mavericks vs. Suns (10:00PM ET)

Our model finds value on Cooper Flagg to score first basket, with a 21.0% probability and an edge of 8.5% at +700 odds.

Kawhi Leonard to score first basket (+500)

• Edge: 0.2%
• Probability: 16.8%
• Game: Thunder vs. Clippers (10:00PM ET)

Simulations indicate value on Kawhi Leonard to score first basket for LA Clippers, showing an edge of 0.2% at +500 odds.

Shai Gilgeous-Alexander to score first basket (+650)

• Edge: 2.8%
• Probability: 16.2%
• Game: Thunder vs. Clippers (10:00PM ET)

Shai Gilgeous-Alexander’s to score first basket prop shows an edge of 2.8% at +650 odds, supported by a 16.2% probability according to our model.

Ryan Rollins to score first basket (+650)

• Edge: 1.3%
• Probability: 14.7%
• Game: Bucks vs. Pistons (7:00PM ET)

Our model highlights value on Ryan Rollins to score first basket for Milwaukee, with a 14.7% probability and a 1.3% edge at +650 odds.

Cedric Coward to score first basket (+700)

• Edge: 2.1%
• Probability: 14.6%
• Game: Grizzlies vs. Nuggets (9:00PM ET)

The data shows value on Cedric Coward to score first basket, supported by a 14.6% probability at +700 odds and an edge of 2.1%.

Bones Hyland to score first basket (+1200)

• Edge: 5.3%
• Probability: 13.0%
• Game: Timberwolves vs. Magic (7:00PM ET)

A 5.3% edge on the to score first basket line makes Bones Hyland a value play in Timberwolves vs. Magic, supported by a 13.0% probability at +1200 odds.

CJ McCollum to score first basket (+800)

• Edge: 0.9%
• Probability: 12.0%
• Game: Hawks vs. Cavaliers (7:00PM ET)

Simulations show value on CJ McCollum to score first basket here, with a 12.0% probability and 0.9% edge at +800 odds.

NBA player prop summary: Wednesday, April 8, 2026

A quick summary of today’s top props by probability according to our model as of 12:01AM ET:

Matchup	Prop	Odds	Edge	Probability
Thunder vs. Clippers	Kawhi Leonard over 2.5 3-pointers made	+121 @ DraftKings	5.1%	50.4%
Trail Blazers vs. Spurs	Luke Kornet over 1.5 blocks	+140 @ BetMGM	6.5%	48.1%
Hawks vs. Cavaliers	Onyeka Okongwu over 1.5 blocks	+135 @ BetMGM	8.5%	21.0%
Mavericks vs. Suns	Cooper Flagg to score first basket	+700 @ FanDuel	8.5%	21.0%
Thunder vs. Clippers	Kawhi Leonard to score first basket	+500 @ FanDuel	0.2%	16.8%
Thunder vs. Clippers	Shai Gilgeous-Alexander to score first basket	+650 @ FanDuel	2.8%	16.2%
Bucks vs. Pistons	Ryan Rollins to score first basket	+650 @ FanDuel	1.3%	14.7%
Grizzlies vs. Nuggets	Cedric Coward to score first basket	+700 @ FanDuel	2.1%	14.6%
Timberwolves vs. Magic	Bones Hyland to score first basket	+1200 @ FanDuel	5.3%	13.0%
Hawks vs. Cavaliers	CJ McCollum to score first basket	+800 @ FanDuel	0.9%	12.0%

Conclusion

For April 8, 2026, our NBA prop bets feature players such as Kawhi Leonard, Luke Kornet and Onyeka Okongwu. Each pick is grounded in real-time data and advanced simulations to help you bet with clarity and purpose.

Built using automation and human oversight, this article draws on the latest data to deliver accurate, timely insights. If using this article for betting, Dimers encourages responsible gambling.