2023-2024
Latest game(s): Melbourne United v Tasmania JackJumpers (31 March 2024).
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Data sourced from nbl.com.au using the R package nblR.
Abbreviations
Summary
- GP: Games played
- GS: Games started
- Min: Minutes played per game
Shooting
- FGM: Field goals made per game
- FGA: Field goal attempts per game
- FG %: Field goal percentage (minimum 10 attempts)
- 3PM: Three-point shots made per game
- 3PA: Three-point shot attempts per game
- 3P %: Three-point percentage (minimum 10 attempts)
- eFG %: Effective field goal percentage (minimum 10 attempts, Source)
- FTM: Free throws made per game
- FTA: Free throw attempts per game
- FT %: Free throw percentage (minimum 10 attempts)
Box Score
- Off Reb: Offensive rebounds per game
- Def Reb: Defensive rebounds per game
- Reb: Total rebounds per game
- Ast: Assists per game
- PF: Personal fouls per game
- Fls On: Fouls on per game
- Stl: Steals per game
- TO: Turnovers per game
- Blk: Blocks per game
- Blk R: Blocks received per game
- Pts: Points per game
- 2CP: 2nd chance points per game
- FBP: Fast break points per game
- PIP: Points in the paint per game
Doubles
- DD: Double-doubles
- TD: Triple-doubles
Advanced
- TOR: Turnover Ratio (Source)
- PPP: Points per possession (Source)
- PIE: Player Impact Estimate (Source)
- SC: SuperCoach points per game (Source)
- FP: Fantasy points per game (Source)
- FIC: Floor Impact Counter (Source)
- +/-: Plus-Minus points (Source)
- ARR: All-Round Rating. The All-Round Rating was created by Wheelo Ratings and measures a player’s ability to perform in a number of statistical areas. Similar to the Versatility Index which is the geometric mean of Points, Rebounds and Assists, the All-Round Rating is a variation on the geometric mean of Points, Rebounds, Assists, Steals and Blocks. Rebounds are adjusted to rate players who get both offensive and defensive rebounds higher. A value of 0.5 is added to each stat to prevent an All-Round Rating of 0 for a player averaging 0 in any one stat. The formula is as follows:
\[\sqrt[5]{(\text{Pts}+0.5) \times
(\text{A}+0.5) \times (\text{ST}+0.5) \times (\text{B}+0.5) \times
\left( \sqrt{(\text{OR}+2) \times (\text{DR}+2)} - 2 + 0.5 \times
(\text{OR} + \text{DR}) + 0.5 \right)}-0.5\]