How are these numbers calculated?

Big Games

How we did yesterday and who we should root for today.   Explain

Sunday, 3/30100.0*Chance in playoffs100.0*Regular Season Champ100.0*Average seed
Milwaukee 2 Cincinnati 3 -12.0
-2.2
-1.9
Green Bay 3 Milwaukee 4 +10.6
+2.3
+1.8
Cleveland 3 Milwaukee 5 +9.0
+1.7
+1.5
Kansas City 0 Milwaukee 1 +8.8
+2.8
+1.8
Milwaukee 5 Quebec City 4 +7.1
+2.8
+1.7
Milwaukee 3 Portland 1 +7.1
+2.2
+1.6
Houston 3 Milwaukee 1 -7.1
-2.2
-1.7
Las Vegas 4 Milwaukee 5 +7.1
+2.6
+1.7
Milwaukee 5 Charlotte 3 +6.2
+1.7
+1.3
Milwaukee 2 Tulsa 0 +6.1
+1.7
+1.3
Indianapolis 5 Milwaukee 4 -3.4
-6.8
-1.3
Milwaukee 5 San Antonio 2 +3.2
+3.7
+1.2
Milwaukee 2 Oklahoma City 4 -3.2
-3.6
-1.2
Milwaukee 4 New Orleans 3 +3.1
+3.9
+1.2
Utah 0 Milwaukee 1 +3.0
+5.2
+1.3
Baltimore 5 Milwaukee 3 -3.0
-4.8
-1.3
Milwaukee 2 Seattle 3 -3.0
-4.6
-1.2
Milwaukee 2 Oakland 1 +3.0
+5.2
+1.2
Memphis 4 Milwaukee 3 -3.0
-5.2
-1.3
Hartford 4 Milwaukee 2 -3.0
-4.7
-1.2
Atlanta 0 Milwaukee 4 +2.9
+4.7
+1.2
Cincinnati 5 Charlotte 3 -2.4
Cincinnati 1 Hartford 0 -2.4
+0.5
Jacksonville 2 Cincinnati 3 -2.4
Cincinnati 3 Oakland 1 -2.4
Indianapolis 3 Cincinnati 1 +2.2
-0.7
Atlanta 4 Cleveland 0 +2.0
Cleveland 3 Portland 2 -2.0
-0.2
Memphis 5 Cleveland 0 +2.0
-0.2
Las Vegas 1 Green Bay 3 -2.0
Houston 1 Cleveland 4 -2.0
Cleveland 2 Seattle 4 +2.0
Cleveland 5 Tulsa 2 -2.0
-0.2
Memphis 0 Green Bay 2 -2.0
+0.2
Green Bay 2 Portland 3 +1.9
Green Bay 1 Tulsa 2 +1.9
New Orleans 4 Green Bay 5 -1.9
Hartford 0 Indianapolis 1 -1.3
Kansas City 1 Charlotte 5 +1.3
Baltimore 5 Green Bay 1 +1.3
Green Bay 4 Jacksonville 5 +1.3
Kansas City 0 New Orleans 3 +1.2
Oakland 0 Cleveland 2 -1.2
Cleveland 1 New Orleans 5 +1.2
Quebec City 2 Green Bay 0 +1.2
Houston 0 Indianapolis 1 -1.2
Atlanta 5 Cincinnati 2 +1.2
Cincinnati 1 San Antonio 4 +1.2
Spokane 1 Cincinnati 0 +1.2
Portland 0 Indianapolis 2 -1.2
Cincinnati 2 Portland 5 +1.2
Atlanta 1 Kansas City 2 -1.1
Memphis 1 Indianapolis 2 -1.1
Cincinnati 3 New Orleans 1 -1.0
Cincinnati 5 Baltimore 2 -1.0
+0.2
Atlanta 0 Green Bay 4 -0.9
+0.2
Green Bay 4 Seattle 5 +0.9
Las Vegas 5 Cincinnati 4 +0.9
-0.3
Indianapolis 1 Green Bay 3 -0.9
+1.6
Quebec City 0 Cleveland 4 -0.9
Cincinnati 0 Houston 1 +0.9
-0.3
Utah 5 Cincinnati 3 +0.9
Cincinnati 1 Tulsa 0 -0.8
Cincinnati 2 Quebec City 3 +0.8
Cleveland 5 Charlotte 3 -0.8
Cleveland 5 Oklahoma City 4 -0.8
Cincinnati 2 Oklahoma City 1 -0.8
Seattle 3 Cincinnati 4 -0.8
Cleveland 5 Jacksonville 3 -0.7
+0.2
Houston 3 Green Bay 2 +0.7
Baltimore 1 Cleveland 0 +0.7
-0.2
Oakland 2 Green Bay 1 +0.7
Spokane 4 Green Bay 3 +0.7
Spokane 0 Cleveland 1 -0.7
Green Bay 5 Utah 1 -0.7
+0.2
Kansas City 3 Oakland 4 +0.7
Houston 4 Kansas City 5 -0.7
Kansas City 2 Jacksonville 1 -0.7
Indianapolis 1 Kansas City 2 -0.7
+1.5
Quebec City 3 Kansas City 1 +0.7
Charlotte 4 Green Bay 1 +0.7
Green Bay 5 San Antonio 3 -0.7
Memphis 1 Kansas City 5 -0.6
Kansas City 5 Portland 0 -0.6
Indianapolis 4 Cleveland 5 -0.6
+0.9
Indianapolis 0 Seattle 1 +0.7
Indianapolis 2 Spokane 1 -0.7
Baltimore 5 Indianapolis 1 +0.6
Indianapolis 4 Las Vegas 3 -0.9
Tulsa 2 Indianapolis 0 +1.1
Indianapolis 4 San Antonio 3 -1.6
Indianapolis 5 Jacksonville 1 No
Milwaukee 0 Jacksonville 5 No
-1.3
New Orleans 4 Indianapolis 5 No
Spokane 1 Milwaukee 5 +5.8
+1.0
Oklahoma City 2 Baltimore 0 +0.2
+0.2
Baltimore 0 Houston 2 +0.2
San Antonio 1 Hartford 5 -0.2
Quebec City 0 Hartford 3 -0.2
Atlanta 0 New Orleans 2 +0.2
Atlanta 5 Seattle 1 -0.2
Points
Chance Will Make Playoffs