Twatter Rankings: Week 10

		Coffee Time
		by Carl Coffee

1.		Whiteford Wicked Aces   (14-6, Pow#R: 16.6)	1
		Just like that, the Aces are in the Ringler Division driver's seat. Home field throughout will now be their goal.
2.		El Diablos   (17-7, Pow#R: 17.4)	1
		#wagswatch will be a popular hash tag for the Fighting Chickens. Four games remaining and he has to appear in two.
3.		Belgian Wiffles   (15-9, Pow#R: 10.1)	1
		It appears Belgian has their #2 pitcher down the stretch with Strojny. The #3 seed is theirs to lose.
4.		King Friday   (12-10, Pow#R: 8.2)	2
		Castle and crew just don't lose at home. An off week then four games at home Week 12 has to put them as a wildcard fav.
5.		Flying Squirrels   (13-11, Pow#R: -0.7)	2
		The bats stayed home against KF, but they are still in the driver's seat for a wildcard spot. Tough schedule tho.
6.		Westside Warriors   (11-9, Pow#R: 1.7)	1
		Warriors scheduled four games for the Holiday weekend, if they can walk away going 2-2 they are still in good shape.
7.		Oakland County Onanism   (11-11, Pow#R: -2.9)
		A 1-3 road trip doesn't end their playoff hopes, but it sure does hurt them. Need to at least split with the Aces Week 12.
8.		Holy Balls   (8-14, Pow#R: -12.2)
		If only Dennis pitched drunk earlier in the season, they would be a playoff contender. Played the WA tough, but no dice.
9.		Wolfpack   (8-16, Pow#R: -14.3)
		The Pack are playing the spoiler role well as they took a game against a weak Diablos team. They finally have an off week.
10.		Islanders   (2-18, Pow#R: -28.5)
		Isles almost took 2 games this week, but have to be happy with how they closed out their home finale. Walkoff @AlexLinebrink

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)