Rock River Baseball League

Playoffs Stats (Leaders) - 2016

All | Regular Season | Playoffs
All | League | Non-League
Note: A minimum of 9.3 plate appearances are needed to qualify for calculated batting statistics.
Batting Average AVG
Medium madison rockers
Dan Haueter
1. Dan Haueter .455
2. Alex Fowler .333
3. Robby Proehl .300
4. Nick Newburg .250
5. Brian Kushava .182
Plate Appearances PA
Medium madison rockers
Alex Fowler
1. Alex Fowler 14
2. Nick Newburg 13
3. Jake Gasser 13
4. Brian Kushava 13
5. Dan Haueter 12
On-Base Percentage OBP
Medium madison rockers
Alex Fowler
1. Alex Fowler .429
2. Dan Haueter .417
3. Robby Proehl .364
4. Nick Newburg .308
5. Brian Kushava .308
Slugging Percentage SLG
Medium madison rockers
Dan Haueter
1. Dan Haueter .545
2. Robby Proehl .400
3. Alex Fowler .333
4. Nick Newburg .250
5. Brian Kushava .182
On-Base plus Slugging Percentage OPS
Medium madison rockers
Dan Haueter
1. Dan Haueter .962
2. Robby Proehl .764
3. Alex Fowler .762
4. Nick Newburg .558
5. Brian Kushava .490
Note: A minimum of 3 inning(s) pitched are needed to qualify for calculated pitching statistics.
Earned Run Average ERA
Original madison rockers
Ben Kennedy
1. Ben Kennedy 1.00
2. Tyler Dierke 3.46
3. Jake Gasser 7.20
Innings Pitched IP
Medium madison rockers
Tyler Dierke
1. Tyler Dierke 13.0
2. Ben Kennedy 9.0
3. Jake Gasser 5.0
Bases on Balls (Walks) BB
Medium madison rockers
Tyler Dierke
1. Tyler Dierke 7
2. Ben Kennedy 3
3. Jake Gasser 0
Walks/Hits per Innings Pitched WHIP
Original madison rockers
Ben Kennedy
1. Ben Kennedy 0.78
2. Tyler Dierke 1.69
3. Jake Gasser 2.00
Hits per Nine Innings Pitched H/9
Original madison rockers
Ben Kennedy
1. Ben Kennedy 4.00
2. Tyler Dierke 10.38
3. Jake Gasser 18.00
Bases on Balls per 9 Innings Pitched BB/9
Strikeouts per 9 innings Pitched SO/9
Original madison rockers
Ben Kennedy
1. Ben Kennedy 9.00
2. Tyler Dierke 5.54
3. Jake Gasser 1.80
Strikeouts to Bases on Balls SO/BB
Original madison rockers
Ben Kennedy
1. Ben Kennedy 3.00
2. Tyler Dierke 1.14
Note: A minimum of 1 total chance(s) are needed to qualify for calculated fielding statistics.