Diffendorf baseball: Owners

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Owner Apps Champs Top 6 Avg. finish Rating
Kayla Burns 12 0 3 19 523
Nate Burns 7 0 0 15 638
Theresa Burns 2 0 0 20 -
Tony Burns 22 0 5 15 602
Nicole Chisdak 2 0 0 11 -
Amanda Diffendorf 3 1 2 13 -
Becky Diffendorf 4 0 0 - -
Ben Diffendorf 18 0 1 21 -
Bill Diffendorf Jr. 27 2 8 17 506
Bill Diffendorf Sr. 15 0 0 - -
Billy Diffendorf III 22 2 8 13 651
Cathy Diffendorf 20 0 1 22 -
Cody Diffendorf 7 0 2 - 406
Connor Diffendorf 8 0 1 22 476
Dorothy Diffendorf 28 2 3 20 429
Gayle Diffendorf 20 0 5 20 442
Jack Diffendorf 22 0 0 22 -
Karen Diffendorf 12 1 5 11 638
Kelley Diffendorf 8 0 1 12 588
Kelly Diffendorf 12 0 0 20 538
Kimmie Diffendorf 23 0 6 14 600
Marchie Diffendorf 20 1 1 21 -
Richie Diffendorf Jr. 11 0 1 15 648
Richie Diffendorf Sr. 15 0 0 18 494
Tori Diffendorf 8 0 0 24 -
Drew Garrehy 1 0 0 - -
Kyle Garrehy 1 0 0 - -
Ryan Hagen 5 0 0 23 407
Bobby Harding 10 0 0 18 407
Connie Harding 28 0 5 19 451
Eric Harding 13 0 1 21 -
Gary Harding 1 0 0 12 -
Trevor Harding 1 0 0 - -
Austin Haskell 13 1 3 16 610
Lindsey Haskell 7 0 0 - -
Logan Haskell 13 0 0 24 420
Mary Haskell 17 0 1 - -
Steve Haskell 17 0 1 17 517
Abby Lovaglia 6 0 0 - -
Gracie Lovaglia 8 0 1 - -
Eli Nichols 14 0 0 - -
Fred Nichols 12 0 1 - -
Jackie Nichols 13 0 1 - -
Josh Nichols 15 0 2 21 488
Allison Reeves 11 1 1 20 478
Eric Reeves 3 0 0 13 -
Stacey Saul 4 0 0 23 412
Steve Saul 4 0 0 - -
Steve Saul Jr. 1 0 0 - -
Gary Short 18 0 4 16 584
Jacob Short 1 0 0 - -
Jessica Short 5 1 1 - -
Lillian Short 6 0 1 19 570
Henry Smith 13 0 1 - -
Ian Smith 11 0 2 - -
Janet Smith 14 0 1 18 557
Lily Smith 3 0 0 - -
Matt Smith 27 2 12 11 701
Maura Smith 8 0 1 22 430
Sam Smith 19 0 2 24 -
Sandra Smith 28 1 10 10 713
Steve Smith 26 0 3 21 419
Suzanne Smith 28 2 6 14 602
Tom Smith Jr. 28 1 10 11 681
Tom Smith Sr. 28 6 16 7 803
Jack Sullivan 22 1 6 16 587
Maggie Sullivan 8 0 0 - -
Mick Sullivan 14 0 2 18 575
Molly Sullivan 13 0 1 - -
Ray Sullivan 23 2 8 12 662
Shannon Sullivan 25 1 3 19 440
Julia Terlizzi 1 0 0 12 -
Katie Terry 1 0 0 - -
Nick Terry 3 0 0 - -
Shelley Terry 2 0 0 - -
Jack Torres 2 0 0 12 -

Explanation of stat categories

Apps = "Appearances"

The number of times an owner has participated in the League.

Rookie Year

The first year that an owner participated in the League. The league's first year was 1993.

Championships

The number of times that an owner has won the League.

Best Finish

The highest position that an owner has ever finished.

Top 6 Finishes

The number of times that an owner has finished in the top 6 in the end-of-season standings. The League has historically paid the top 6 spots some portion of the pot, so the top six can be considered 'money spots'.

Avg Finish

The owner's average finishing place in the league. Please note that this statistic favors owners who have been in the league a long time, or who participated in the early years of the league, since there were far fewer participants in the league in the early years. Only average finishes of 24 or greater are displayed. The 'power rating' category is designed to normalize an owner's performance over the years, regardless of how many other owners were playing at the time.

Rating

An owner's rating represents their overall, historical performance relative to other owners.

Note: Owner ratings are calculated only for owners with at least four years of participation in the League, and only ratings of 400 or higher are displayed.

The rating is calculated by:

  1. Adding up the position that an owner has finished for every year they have participated in the league. For example, let's say an owner has participated in the League at total of 3 times, in 2002, 2003, and 2005. Let's say they finished 1st in 2002, 6th in 2003, and 18th in 2005. Then, their 'total finish' number would be 1 + 6 + 18 = 25.
  2. Let's say that in 2002 there were 25 participants, 22 in 2003, and 35 in 2005. Then, the 'total owners' number would be 25 + 22 + 35 = 82.
  3. Divide the total finishes (25) by the total owners (82) to get efficiency (0.305). Multiply by 1000 = 305. At this point, the lower the number, the better.
  4. Subtract the efficiency from 1000 so that the higher the number, the better: 1000 - 305 = 695.

Based on this system, the highest possible rating is 1000, and the lowest possible is 0.