Factors

The individuals factors are calculated as follows:

Factor 1 (Stolen base percentage):

${\displaystyle {\mathit {F1}}=20\cdot \left({{\mathit {SB}}+3 \over {\mathit {SB}}+{\mathit {CS}}+7}-0.4\right)}$

Where SB=stolen bases and CS=caught stealings.

Factor 2 (Stolen base attempts):

${\displaystyle {\mathit {F2}}={1 \over 0.07}\cdot {\sqrt {{\mathit {SB}}+{\mathit {CS}} \over {\mathit {1B}}+{\mathit {BB}}+{\mathit {HBP}}}}}$

Where 1B=singles, BB=walks and HBP=hit by pitch.

Factor 3 (Triples):

${\displaystyle {\mathit {F3}}=625\cdot {{\mathit {3B}} \over {\mathit {AB}}-{\mathit {HR}}-{\mathit {K}}}}$

Where 3B=triples, AB=at bats, HR=home runs and K=strikeouts.

Factor 4 (Runs scored):

${\displaystyle {\mathit {F4}}=25\cdot \left({{\mathit {R}}-{\mathit {HR}} \over {\mathit {H}}+{\mathit {BB}}+{\mathit {HBP}}-{\mathit {HR}}}-0.1\right)}$

Where R=runs and H=hits.

Factor 5 (Grounded into double plays):

${\displaystyle {\mathit {F5}}={1 \over 0.007}\cdot \left(0.063-{{\mathit {GDP}} \over {\mathit {AB}}-{\mathit {HR}}-{\mathit {K}}}\right)}$

Where GDP=times ground into double play.

Factor 6 (Defensive position and range):

This is dependent upon the player's primary position as follows:

P: ${\displaystyle {\mathit {F6}}=0}$

C: ${\displaystyle {\mathit {F6}}=1}$

1B: ${\displaystyle {\mathit {F6}}=2}$

2B: ${\displaystyle {\mathit {F6}}={5 \over 4}\cdot {{\mathit {PO}}+{\mathit {A}} \over {\mathit {G}}}}$

3B: ${\displaystyle {\mathit {F6}}={4 \over 2.65}\cdot {{\mathit {PO}}+{\mathit {A}} \over {\mathit {G}}}}$

SS: ${\displaystyle {\mathit {F6}}={7 \over 4.6}\cdot {{\mathit {PO}}+{\mathit {A}} \over {\mathit {G}}}}$

OF: ${\displaystyle {\mathit {F6}}=3\cdot {{\mathit {PO}}+{\mathit {A}} \over {\mathit {G}}}}$

Where P is pitcher, C is catcher, 1B is first baseman, 2B is second baseman, 3B is third baseman, SS is shortstop, OF is outfielder, PO=putouts, A=assists and G=games played.

Final Calculation

If any factor is less than zero, it is converted to zero, and if any factor is greater than ten, it is converted to ten.

The average of factors 1 through 6 is taken, and the result is the player's score.

${\displaystyle {\mathit {Spd}}={{\mathit {F1}}+{\mathit {F2}}+{\mathit {F3}}+{\mathit {F4}}+{\mathit {F5}}+{\mathit {F6}} \over 6}}$