![]() | Coffee Time | |
by Carl Coffee |
1. | ![]() |
El Diablos (2-0, Pow#R: 12.5) | ![]() |
Even if the Wolfpack were at full strength the 'blos would be 2-0, but their stats wouldn't be slow-pitch softball like. | |||
2. | ![]() |
Whiteford Wicked Aces (0-0), Pow#R: N/A) | ![]() |
Like the Warriors, they don’t play until Week 3. Not much else to say about the champs right now. | |||
3. | ![]() |
Flying Squirrels (2-0, Pow#R: 5.5) | ![]() |
They have some weaknesses and anger issues, but they find ways to win. Could easily be 4-0 after Week 2. | |||
4. | ![]() |
King Friday (1-1, Pow#R: 3.3) | ![]() |
Lost a heartbreaker to Linebrink, but still smoked Mundel with only three players. Nicco makes them even more dangerous. | |||
5. | ![]() |
Wolfpack (2-2, Pow#R: -3.1) | ![]() |
Very nice two wins over the Balls. They have favorable pitching matchups Week 2 vs. Belgian and won’t face Farkas. | |||
6. | ![]() |
Westside Warriors (0-0, Pow#R: N/A) | ![]() |
The Warriors didn't even play and they get a decent ranking. Week 2 is another off week for the black and orange. | |||
7. | ![]() |
Belgian Wiffles (0-2, Pow#R: -5.5) | ![]() |
Usually when you score 12 runs in one game, and in the other hold a team scoreless through 17 innings, you will win. | |||
8. | ![]() |
Islanders (1-1, Pow#R: -3.3) | ![]() |
All that Mundel hype and he didn't perform in Week 1. Linebrink looked good though. #8 may be low, I am not convinced yet. | |||
9. | ![]() |
Holy Balls (0-2, Pow#R: -6.3) | ![]() |
Wolfpack pitching Dancza is almost a throw away game and the Balls didn't capitalize. Not time to freak out yet. | |||
10. | ![]() |
Oakland County Onanism (0-0, Pow#R: N/A) | ![]() |
I hate putting these guys at #10, but someone has to be here. After this week we finally will know more about them. | |||
What is Pow#R?
The power number rating (Pow#R) is a mathematical formula using a team's weighted wins (wW) -- Σ(# of wins vs. opponent * (1 + opponents wining %)] --, weighted losses (wL) -- Σ(# of losses vs. opponent * (2 - opponents winning %) --, record over the last five (L5) games, and run differential (DIFF) divided by games played (GP). The equation looks like this: Pow#R = (wW - wL) + (L5) + (DIFF/GP) + STRK
The power number rating (Pow#R) is a mathematical formula using a team's weighted wins (wW) -- Σ(# of wins vs. opponent * (1 + opponents wining %)] --, weighted losses (wL) -- Σ(# of losses vs. opponent * (2 - opponents winning %) --, record over the last five (L5) games, and run differential (DIFF) divided by games played (GP). The equation looks like this: Pow#R = (wW - wL) + (L5) + (DIFF/GP) + STRK