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Home  - THURSDAY SHARKS IN-HOUSE 20 GAME

Season High Power Avg*
1PARKS, DAVE 3.70
2CANTRELL, DAVID (DAVE) 2.48
3JONES, JONATHAN (JON) E2.20
4ONEILL, MIKE 2.05
5MITCHENER, LARRY 1.79
6BOYLE, MARK 1.77
7CESSNA, RICK 1.48
8COLEMAN, JASON 1.48
9HEROLD, AARON 1.27
10PARDEE, DAVID 1.25
Season High Points
1BROCK, MICHAEL (MIKE) 292
2ROSE, MORGAN 275
3PARKS, DAVE 269
4CESSNA, RICK 249
5BOYLE, MARK 248
6MITCHENER, LARRY 240
7WAGNER, GREG 237
8ORTMEYER, CRAIG 236
9ROGERS, JIMMY 228
10ZAGOZDA, TOM 216
Season High Avg*
1PARKS, DAVE 8.97
2CANTRELL, DAVID (DAVE) 8.64
3MITCHENER, LARRY 8.57
4MITCHENER, MITCH 8.45
5ONEILL, MIKE 8.40
6HEROLD, AARON 8.31
7JONES, JONATHAN (JON) E8.25
8BROCK, MICHAEL (MIKE) 8.11
9PARDEE, DAVID 8.05
10CESSNA, RICK 8.03
Season High Wins
1PARKS, DAVE 23
2BROCK, MICHAEL (MIKE) 21
3BOYLE, MARK 20
4CESSNA, RICK 20
5ROSE, MORGAN 19
6MITCHENER, LARRY 18
7CANTRELL, DAVID (DAVE) 16
8WAGNER, GREG 16
9JONES, TIMOTHY (TIM) 16
10WHISENHUNT, GARY 16
Season High Consecutive Wins
1JONES, JONATHAN (JON) E12
2CESSNA, RICK 10
3MITCHENER, LARRY 9
4PARKS, DAVE 9
5SUMMERS, DAKOTA 8
6BIEBERLY, JAMES (MATT) 8
7PETERS, RON 8
8ROSE, MORGAN 7
9ONEILL, MIKE 7
10SCHULDT, SHANE 7
Current High Consecutive Wins
1BIEBERLY, JAMES (MATT) 8
2TURNER, HAROLD 4
3RIGNEY, JAMES (JIM) 4
4WHISENHUNT, GARY 4
5CESSNA, RICK 3
6HOWELL, RANDY 3
7COSGROVE, LARRY 3
8ROBINETT, TOM 3
9HEROLD, AARON 3
10ZIPF, NICHOLAS (NICK 2
Season High Win-Zips
1PARKS, DAVE 3
2BOYLE, MARK 3
3MITCHENER, LARRY 2
4SUMMERS, DAKOTA 2
5MILLER, JOHN 2
6JONES, TIMOTHY (TIM) 2
7ORTMEYER, CRAIG 2
8ZAGOZDA, TOM 1
9ROGERS, JIMMY 1
10BROCK, MICHAEL (MIKE) 1
Season High RO
1PARKS, DAVE 5
2ROGERS, JIMMY 3
3BOYLE, MARK 3
4COLEMAN, JASON 2
5SUMMERS, DAKOTA 2
6MITCHENER, LARRY 2
7MILLER, JOHN 2
8JONES, JONATHAN (JON) E2
9LINCOLN, KAREN 2
10ROBINETT, BOB 2
Season High Game Ball on Break
1ROSE, MORGAN 1
2PARKS, DAVE 1
3BROWN, DAVID 1
4JONES, JONATHAN (JON) E0
5HOUSE, STEVE 0
6SUMMERS, DAKOTA 0
7MITCHENER, LARRY 0
8ROGERS, JIMMY 0
9MITCHENER, MITCH 0
10MITCHENER, TERRY 0
 * - Player must have played at least 66.7% of games possible.