Twatter Rankings: Week 12

		Coffee Time
		by Carl Coffee

1.		Whiteford Wicked Aces   (18-6, Pow#R: 21.5)
		Aces are now 10-0 at home. #magical #eans #dogonthefield #bunkbeds #basilplants #peaches #noparking #pool #hughes #dads
2.		El Diablos   (19-7, Pow#R: 22.0)
		If they can sweep the Aces, the #1 overall seed is theirs. Either way, it's been another solid season for the Chickens.
3.		King Friday   (16-10, Pow#R: 14.1)	1
		You could make a case that this is the #1 team currently. The 3 seed is now theirs to lose. Oh yeah, Werner is a #dad.
4.		Belgian Wiffles   (17-11, Pow#R: 10.0)	1
		Their season ended the way it started, Farkas lost and they got swept. They did clinch a playoff spot and will have 2 weeks off.
5.		Flying Squirrels   (15-13, Pow#R: -3.3)
		The Squirrels playoff hopes are in the hands of the Jizz. Even if they miss out, a very nice season for the Squeaks.
6.		Westside Warriors   (13-11, Pow#R: 3.8)
		Shore is in full NWLA mode, but once he returns to action Week 14, all he needs is a split to clinch the 5 seed. #rundiff
7.		Wolfpack   (9-17, Pow#R: -12.8)	2
		Belgian will be closely watching the Wolfpack's final series vs. King Friday. In other news, Mark Brannan is a true #dad.
8.		Oakland County Onanism   (11-13, Pow#R: -2.7)	1
		You are still alive in the playoff race, and you forfeit against your Ringler division rivals. Come on, Kiefer!
9.		Holy Balls   (8-20, Pow#R: -22.3)	1
		Tough season for the Purple Gang. Last year they seemed to overachieve, and this year they completely #underachieved.
10.		Islanders   (4-22, Pow#R: -26.6)
		The Motor City Bucs with another split. Villarreal is most likely the best player in the league no one knows about.

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)