Forums
SiteMap
Login / Signup  
  Home  
Articles
•  Forecast  
•  Humor  
�  Links  
�  News  
�  Stats  
�  Tools  
�  Updates  
 
Using Strength of Schedule - Running Back By Committee

Of course everyone would love to come out of the first few rounds with a pair of Stud Running Backs (there's a whole theory on it). Buf of course not everyone can. Either a Stud WR or Stud QB is too tempting or the supply of elite RBs simply dries up. All too often, you'll find yourself four rounds deep and staring at a gaping hole at one of your starting RB positions. Without question, you are headed for a Running Back By Committee (RBBC).

Here are three components to finding a quality RBBC:

  1. The back must already have a decent role and a chance to produce immediately.
  2. The back must generally be available after the fourth round.
  3. The backs in the RBBC must have compatible schedules (you don't want both RBs facing a tough defense one week and then both facing a poor defense the next) and can't have the same bye week.

The first two components are satisfied by the following players:

  • Emmitt Smith
  • Marcel Shipp
  • Warrick Dunn
  • T.J. Duckett
  • Anthony Thomas
  • Stacey Mack
  • Onterrio Smith
  • Moe Williams
  • Antowain Smith
  • Kevin Faulk
  • Duce Staley
  • Correll Buckhalter
  • Amos Zereoue
  • Jerome Bettis
  • Garrison Hearst
  • Mike Alstott

Each RB listed above should have at least a decent role in his team's offense and should be available after the 4th round of your draft. Note that some players might be taken before then, but their ADP is fifth round or later.

The hard part is matching up favorable schedules. That has been done and is presented in the table below.

  • A brief explanation of the table:
    • Schedule values were found here.
    • The combos are ranked in order starting with the easiest combined schedule
    • You'll see three rows for each combo
      • The 2nd and 3rd rows are the weekly schedule for each back in the combo
      • The 1st row is the easiest opponent of the two for that week
      • For example, in week one, Onterrio Smith's opponent is expected to allow 18.1 fantasy points to RBs while Amos Zereoue's opponent is expected to allow 18.7 fantasy points to RBs. Since the Redskins opponent is expected to allow more fantasy points, the 18.7 goes in the first row as you would likely start Zereoue that week.

The RBBC with the easiest combined schedule is any pair from Minnesota and Pittsburgh. There are 48 favorable RBBC combos listed below (my favorite is #7). Find one with a pair of RBs you like, and you'll have a very good Running Back By Committee.

Player
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
Avg
#1
18.7
27.3
23.5
18.3
20.0
25.1
25.1
21.1
25.6
24.0
19.6
23.5
21.1
25.6
22.3
27.3
24.0
23.1
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Zereoue
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#2
18.7
27.3
23.5
18.3
20.0
25.1
25.1
21.1
25.6
24.0
19.6
23.5
21.1
25.6
22.3
27.3
24.0
23.1
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Bettis
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#3
18.7
27.3
23.5
18.3
20.0
25.1
25.1
21.1
25.6
24.0
19.6
23.5
21.1
25.6
22.3
27.3
24.0
23.1
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Zereoue
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#4
18.7
27.3
23.5
18.3
20.0
25.1
25.1
21.1
25.6
24.0
19.6
23.5
21.1
25.6
22.3
27.3
24.0
23.1
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Bettis
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#5
22.0
22.0
23.5
18.9
23.5
25.6
25.1
24.0
21.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
25.6
23.0
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Hearst
22.0
21.1
20.0
18.9
23.5
25.6
12.8
24.0
21.1
-
16.8
18.1
18.7
24.0
17.4
16.0
25.6
20.4
#6
22.0
22.0
23.5
18.9
23.5
25.6
25.1
24.0
21.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
25.6
23.0
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Hearst
22.0
21.1
20.0
18.9
23.5
25.6
12.8
24.0
21.1
-
16.8
18.1
18.7
24.0
17.4
16.0
25.6
20.4
#7
18.3
22.0
23.5
18.3
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
25.6
22.0
27.3
27.3
22.8
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#8
18.3
22.0
23.5
18.3
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
25.6
22.0
27.3
27.3
22.8
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#9
18.7
27.3
17.4
18.1
20.0
25.1
25.6
23.5
25.6
24.0
21.1
25.1
24.0
19.6
22.3
20.4
27.3
22.6
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
Zereoue
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#10
18.7
27.3
17.4
18.1
20.0
25.1
25.6
23.5
25.6
24.0
21.1
25.1
24.0
19.6
22.3
20.4
27.3
22.6
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
Bettis
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#11
22.0
21.1
20.0
18.9
23.5
25.6
25.6
24.0
21.1
23.5
21.1
25.1
24.0
24.0
18.9
18.0
27.3
22.6
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
Hearst
22.0
21.1
20.0
18.9
23.5
25.6
12.8
24.0
21.1
-
16.8
18.1
18.7
24.0
17.4
16.0
25.6
20.4
#12
23.5
25.6
18.1
21.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.3
18.9
25.6
27.3
22.5
E Smith
23.5
25.6
18.1
21.1
15.4
18.7
-
18.3
17.4
16.8
20.0
21.1
22.0
18.3
13.6
25.6
18.9
19.6
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
#13
23.5
25.6
18.1
21.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.3
18.9
25.6
27.3
22.5
Shipp
23.5
25.6
18.1
21.1
15.4
18.7
-
18.3
17.4
16.8
20.0
21.1
22.0
18.3
13.6
25.6
18.9
19.6
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
#14
23.5
25.6
23.5
21.1
17.8
18.7
25.1
18.3
18.1
20.4
20.0
23.5
22.0
25.6
22.0
27.3
24.0
22.1
E Smith
23.5
25.6
18.1
21.1
15.4
18.7
-
18.3
17.4
16.8
20.0
21.1
22.0
18.3
13.6
25.6
18.9
19.6
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#15
23.5
25.6
23.5
21.1
17.8
18.7
25.1
18.3
18.1
20.4
20.0
23.5
22.0
25.6
22.0
27.3
24.0
22.1
E Smith
23.5
25.6
18.1
21.1
15.4
18.7
-
18.3
17.4
16.8
20.0
21.1
22.0
18.3
13.6
25.6
18.9
19.6
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#16
23.5
25.6
23.5
21.1
17.8
18.7
25.1
18.3
18.1
20.4
20.0
23.5
22.0
25.6
22.0
27.3
24.0
22.1
Shipp
23.5
25.6
18.1
21.1
15.4
18.7
-
18.3
17.4
16.8
20.0
21.1
22.0
18.3
13.6
25.6
18.9
19.6
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#17
23.5
25.6
23.5
21.1
17.8
18.7
25.1
18.3
18.1
20.4
20.0
23.5
22.0
25.6
22.0
27.3
24.0
22.1
Shipp
23.5
25.6
18.1
21.1
15.4
18.7
-
18.3
17.4
16.8
20.0
21.1
22.0
18.3
13.6
25.6
18.9
19.6
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#18
20.9
18.9
22.3
18.1
19.6
21.4
25.6
23.5
25.1
23.5
21.1
25.1
24.0
18.1
18.9
22.3
27.3
22.1
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
A Smith
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
#19
20.9
18.9
22.3
18.1
19.6
21.4
25.6
23.5
25.1
23.5
21.1
25.1
24.0
18.1
18.9
22.3
27.3
22.1
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
Faulk
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
#20
20.9
22.0
23.5
18.3
17.8
16.7
25.1
20.0
25.1
20.4
19.6
23.5
21.8
25.6
22.0
27.3
24.0
22.0
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
A Smith
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
#21
20.9
22.0
23.5
18.3
17.8
16.7
25.1
20.0
25.1
20.4
19.6
23.5
21.8
25.6
22.0
27.3
24.0
22.0
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Faulk
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
#22
20.9
22.0
23.5
18.3
17.8
16.7
25.1
20.0
25.1
20.4
19.6
23.5
21.8
25.6
22.0
27.3
24.0
22.0
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
A Smith
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
#23
20.9
22.0
23.5
18.3
17.8
16.7
25.1
20.0
25.1
20.4
19.6
23.5
21.8
25.6
22.0
27.3
24.0
22.0
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Faulk
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
#24
22.0
27.3
20.0
18.9
23.5
25.6
12.8
24.0
25.6
24.0
18.3
20.0
18.7
24.0
22.3
20.4
25.6
21.9
Zereoue
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
Hearst
22.0
21.1
20.0
18.9
23.5
25.6
12.8
24.0
21.1
-
16.8
18.1
18.7
24.0
17.4
16.0
25.6
20.4
#25
22.0
27.3
20.0
18.9
23.5
25.6
12.8
24.0
25.6
24.0
18.3
20.0
18.7
24.0
22.3
20.4
25.6
21.9
Bettis
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
Hearst
22.0
21.1
20.0
18.9
23.5
25.6
12.8
24.0
21.1
-
16.8
18.1
18.7
24.0
17.4
16.0
25.6
20.4
#26
18.7
27.3
27.3
16.4
20.0
25.1
22.3
21.8
25.6
24.0
20.9
20.2
17.8
19.6
22.3
20.4
21.8
21.9
Mack
17.3
21.4
27.3
16.4
-
13.9
22.3
21.8
13.6
17.4
20.9
20.2
17.8
16.4
12.8
13.9
21.8
18.5
Zereoue
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#27
18.7
27.3
27.3
16.4
20.0
25.1
22.3
21.8
25.6
24.0
20.9
20.2
17.8
19.6
22.3
20.4
21.8
21.9
Mack
17.3
21.4
27.3
16.4
-
13.9
22.3
21.8
13.6
17.4
20.9
20.2
17.8
16.4
12.8
13.9
21.8
18.5
Bettis
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#28
18.3
21.4
27.3
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.9
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
Mack
17.3
21.4
27.3
16.4
-
13.9
22.3
21.8
13.6
17.4
20.9
20.2
17.8
16.4
12.8
13.9
21.8
18.5
#29
23.5
25.6
20.0
21.1
23.5
25.6
12.8
24.0
21.1
16.8
20.0
21.1
22.0
24.0
17.4
25.6
25.6
21.7
E Smith
23.5
25.6
18.1
21.1
15.4
18.7
-
18.3
17.4
16.8
20.0
21.1
22.0
18.3
13.6
25.6
18.9
19.6
Hearst
22.0
21.1
20.0
18.9
23.5
25.6
12.8
24.0
21.1
-
16.8
18.1
18.7
24.0
17.4
16.0
25.6
20.4
#30
23.5
25.6
20.0
21.1
23.5
25.6
12.8
24.0
21.1
16.8
20.0
21.1
22.0
24.0
17.4
25.6
25.6
21.7
Shipp
23.5
25.6
18.1
21.1
15.4
18.7
-
18.3
17.4
16.8
20.0
21.1
22.0
18.3
13.6
25.6
18.9
19.6
Hearst
22.0
21.1
20.0
18.9
23.5
25.6
12.8
24.0
21.1
-
16.8
18.1
18.7
24.0
17.4
16.0
25.6
20.4
#31
18.1
22.0
23.5
18.3
21.8
18.0
25.1
16.7
21.4
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.7
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Alstott
16.0
13.6
17.8
-
21.8
18.0
18.3
15.4
21.4
13.6
18.1
16.7
16.4
21.4
19.2
17.8
13.9
17.5
#32
18.1
22.0
23.5
18.3
21.8
18.0
25.1
16.7
21.4
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.7
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Alstott
16.0
13.6
17.8
-
21.8
18.0
18.3
15.4
21.4
13.6
18.1
16.7
16.4
21.4
19.2
17.8
13.9
17.5
#33
18.1
22.0
27.3
18.3
17.8
13.9
25.1
21.8
18.1
20.4
20.9
23.5
21.1
25.6
22.0
27.3
24.0
21.6
Mack
17.3
21.4
27.3
16.4
-
13.9
22.3
21.8
13.6
17.4
20.9
20.2
17.8
16.4
12.8
13.9
21.8
18.5
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#34
18.1
22.0
27.3
18.3
17.8
13.9
25.1
21.8
18.1
20.4
20.9
23.5
21.1
25.6
22.0
27.3
24.0
21.6
Mack
17.3
21.4
27.3
16.4
-
13.9
22.3
21.8
13.6
17.4
20.9
20.2
17.8
16.4
12.8
13.9
21.8
18.5
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#35
18.1
22.0
23.5
18.3
18.9
21.1
25.1
16.7
18.1
20.4
21.4
23.5
21.1
25.6
22.0
27.3
24.0
21.6
Dunn
15.4
18.0
12.8
13.6
18.9
21.1
21.4
-
16.0
16.7
21.4
13.9
19.2
13.6
21.8
12.8
16.4
17.1
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#36
18.1
22.0
23.5
18.3
18.9
21.1
25.1
16.7
18.1
20.4
21.4
23.5
21.1
25.6
22.0
27.3
24.0
21.6
Dunn
15.4
18.0
12.8
13.6
18.9
21.1
21.4
-
16.0
16.7
21.4
13.9
19.2
13.6
21.8
12.8
16.4
17.1
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#37
18.1
22.0
23.5
18.3
18.9
21.1
25.1
16.7
18.1
20.4
21.4
23.5
21.1
25.6
22.0
27.3
24.0
21.6
Duckett
15.4
18.0
12.8
13.6
18.9
21.1
21.4
-
16.0
16.7
21.4
13.9
19.2
13.6
21.8
12.8
16.4
17.1
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#38
18.1
22.0
23.5
18.3
18.9
21.1
25.1
16.7
18.1
20.4
21.4
23.5
21.1
25.6
22.0
27.3
24.0
21.6
Duckett
15.4
18.0
12.8
13.6
18.9
21.1
21.4
-
16.0
16.7
21.4
13.9
19.2
13.6
21.8
12.8
16.4
17.1
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
#39
18.1
22.0
23.5
20.9
18.0
15.4
25.1
22.3
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.6
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Staley
12.8
20.2
-
20.9
18.0
15.4
16.7
22.3
17.8
18.1
16.7
21.4
13.6
15.4
17.3
18.3
18.0
17.7
#40
18.1
22.0
23.5
20.9
18.0
15.4
25.1
22.3
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.6
O Smith
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Buckhalter
12.8
20.2
-
20.9
18.0
15.4
16.7
22.3
17.8
18.1
16.7
21.4
13.6
15.4
17.3
18.3
18.0
17.7
#41
18.1
22.0
23.5
20.9
18.0
15.4
25.1
22.3
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.6
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Staley
12.8
20.2
-
20.9
18.0
15.4
16.7
22.3
17.8
18.1
16.7
21.4
13.6
15.4
17.3
18.3
18.0
17.7
#42
18.1
22.0
23.5
20.9
18.0
15.4
25.1
22.3
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.6
Williams
18.1
22.0
23.5
18.3
17.8
-
25.1
16.7
18.1
20.4
19.6
23.5
21.1
25.6
22.0
27.3
24.0
21.4
Buckhalter
12.8
20.2
-
20.9
18.0
15.4
16.7
22.3
17.8
18.1
16.7
21.4
13.6
15.4
17.3
18.3
18.0
17.7
#43
20.9
27.3
22.3
18.0
20.0
25.1
17.3
21.1
25.6
24.0
18.3
20.0
21.8
19.6
22.3
22.3
20.9
21.6
A Smith
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
Zereoue
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#44
20.9
27.3
22.3
18.0
20.0
25.1
17.3
21.1
25.6
24.0
18.3
20.0
21.8
19.6
22.3
22.3
20.9
21.6
A Smith
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
Bettis
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#45
20.9
27.3
22.3
18.0
20.0
25.1
17.3
21.1
25.6
24.0
18.3
20.0
21.8
19.6
22.3
22.3
20.9
21.6
Faulk
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
Zereoue
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#46
20.9
27.3
22.3
18.0
20.0
25.1
17.3
21.1
25.6
24.0
18.3
20.0
21.8
19.6
22.3
22.3
20.9
21.6
Faulk
20.9
16.0
22.3
18.0
13.9
16.7
17.3
20.0
25.1
-
15.4
19.2
21.8
17.3
16.4
22.3
20.9
19.0
Bettis
18.7
27.3
17.4
13.9
20.0
25.1
-
21.1
25.6
24.0
18.3
20.0
17.4
19.6
22.3
20.4
18.7
20.6
#47
22.0
21.4
27.3
18.9
23.5
25.6
22.3
24.0
21.1
17.4
20.9
20.2
18.7
24.0
17.4
16.0
25.6
21.5
Mack
17.3
21.4
27.3
16.4
-
13.9
22.3
21.8
13.6
17.4
20.9
20.2
17.8
16.4
12.8
13.9
21.8
18.5
Hearst
22.0
21.1
20.0
18.9
23.5
25.6
12.8
24.0
21.1
-
16.8
18.1
18.7
24.0
17.4
16.0
25.6
20.4
#48
18.3
18.9
17.8
18.1
21.8
21.4
25.6
23.5
21.4
23.5
21.1
25.1
24.0
21.4
19.2
18.0
27.3
21.5
Thomas
18.3
18.9
-
18.1
19.6
21.4
25.6
23.5
20.4
23.5
21.1
25.1
24.0
18.1
18.9
18.0
27.3
21.4
Alstott
16.0
13.6
17.8
-
21.8
18.0
18.3
15.4
21.4
13.6
18.1
16.7
16.4
21.4
19.2
17.8
13.9
17.5
Site Map | Contact Us  | Login / Signup

©Copyright Footballguys.com 2003, All rights reserved.