๐Ÿ€DUNKLADDER

Dunks Per Game Leaders โ€” NBA All-Time Rates

DPG = dunks divided by games played. Unlike total dunks, DPG controls for availability โ€” a player who misses 30 games to injury but stays efficient can still lead the league.

Walker Kessler holds the modern record with 3.65 DPG in 2023-24 (299 dunks in 82 games). Victor Wembanyama is currently pacing to break that in 2025-26, sitting at 3.30 DPG through 64 games.

2025-26 Season Leaders

#PlayerTeamDPG
1Victor WembanyamaSAS3.30
2Giannis AntetokounmpoMIL2.79
3Zion WilliamsonNOP2.57
4Walker KesslerUTA2.48
5Chet HolmgrenOKC2.37
6Alperen SengunHOU2.19
7Jaxson HayesLAL2.11
8Jarrett AllenCLE2.03
9Anthony EdwardsMIN1.94
10Paolo BancheroORL1.84

Live leaderboard: see current standings

All-Time Single-Season DPG Peaks

SeasonPlayerTeamDPGGPContext
2025-26Victor WembanyamaSAS3.3064On pace to break Kessler's modern record
2023-24Walker KesslerUTA3.6582Modern era record โ€” 299 total dunks
2022-23Jarrett AllenCLE3.3782
2018-19Clint CapelaHOU3.1767
2017-18DeAndre JordanLAC3.0482
2015-16DeAndre JordanLAC3.2181Peak Lob City era
2014-15DeAndre JordanLAC3.2082
2007-08Dwight HowardORL2.9482
2005-06Ben WallaceDET2.6782

Why DPG matters more than total dunks

Total dunks rewards availability โ€” an iron man who dunks 1.5 times a game but plays 82 will clear a more efficient dunker who plays 60. DPG controls for that. For prediction markets (over/under player dunks, method-of-first-basket), DPG is the base rate our Poisson model uses before adjusting for opponent, rest, and pace.

A note on data era

Figures above are drawn from NBA.com play-by-play tracking (reliable since 2004). Pre-1996 dunks were not tagged as a discrete shot type โ€” they were recorded as made baskets with no mechanism flag. Any "historical" dunk leaderboard that claims to cover the 1980s-90s is extrapolating from game tape, not the official box score.

In this era: Darryl Dawkins, Dominique Wilkins, Shawn Kemp, and Shaquille O'Neal would almost certainly appear on this list. We don't include them because we can't verify the count.

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