2013 Performance Value -- Baseball Player Salaries

2013 Performance Value

	Player	2013 Team(s)	Cost vs. Performance Score
91	Bryce Harper	WAS	0.19
92	Ernesto Frieri	LAA	0.19
93	Anthony Swarzak	MIN	0.19
94	Mike Baxter	NYM	0.19
95	Miguel Gonzalez	BAL	0.19
96	Anthony Bass	SD	0.19

97	Ryan Cook	OAK	0.19
98	J.P. Arencibia	TOR	0.19
99	Jarrod Dyson	KC	0.19
100	Eric Stults	SD	0.19
101	Tom Wilhelmsen	SEA	0.19
102	Jordan Schafer	ATL	0.19
103	Trevor Plouffe	MIN	0.18
104	Elliot Johnson	KC	0.18
105	Mark Melancon	PIT	0.18
106	Jon Jay	STL	0.18
107	Danny Espinosa	WAS	0.18
108	Zack Cozart	CIN	0.18
109	Philip Humber	HOU	0.18
110	Tim Collins	KC	0.18
111	James Russell	CHC	0.18
112	Junichi Tazawa	BOS	0.18
113	Cliff Pennington	ARI	0.16
114	Gerardo Parra	ARI	0.16
115	Nick Punto	LAD	0.16
116	David Hernandez	ARI	0.15
117	Brandon Moss	OAK	0.15
118	Daniel Murphy	NYM	0.15
119	Josh Wilson	ARI	0.15
120	Jeff Samardzija	CHC	0.15

© 2010-2012 Baseball Player Salaries DISCLAIMER: This web site is intended for entertainment purposes only. All names, statistics, figures and calculations are UNOFFICIAL, possibly incorrect, may not be up-to-date and should not be used outside of the context of entertainment. Please refer to our Terms of Use for more information.

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Notes

"At bats" are actually "Plate Appearances" (since most people don't know the difference and "At Bats" is shorter, and seems to make sense to the most people)
Team total payrolls are estimates and do not fully reflect prorations due to player trades, obligations to traded players or contract bonuses.
Cost vs. performance score is calculated as ((MLB Average Salary/Player Salary) * Player WAR). For negative WAR it is: ((Player Salary/MLB Average Salary) * Player WAR)
Team Cost vs. performance score is calculated as (Player's Percent of Team WAR/Player's Percent of Total Team Payroll).
Figures for all non-baseball related facts have been collected from various websites. We have tried to use the most reliable sources possible, but again, the figures are completely unofficial.
Agent commissions are estimated at 5%
Obviously, some of the calculations on this site would result in infinity (ie, cost per home run when the player hit no home runs). These have been removed, mostly because they are not interesting. (Also, because infinity gives computers a hard time.)