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Using Strength of Schedule - Wide Receiver By Committee
Posted 8/22 by Clayton Gray - Exclusive to Footballguys.com

Everyone would love to come out of their draft with a roster consisting of studs at the WR position. However, to get those studs you'll need to spend high picks. If you're a Stud-RB player (and who isn't these days), those high picks don't go to receivers. Chances are pretty good that the sixth round will start with your roster containing a single WR. Sure that one WR will be pretty good, but those other two starting positions are sticking out like a swollen tongue. You'll definitely need to spend the next six (or so) rounds grabbing a few quality receivers and fill that position. Done properly, you can obtain a nice Wide Receiver By Committe (WRBC).

First, you'll need to find some good WRs that generally will not be taken early. The following WRs are generally expected to be available in rounds six through eleven:

  • Ashley Lelie
  • Charles Rogers
  • Curtis Conway
  • Darrell Jackson
  • Isaac Bruce
  • Jerry Porter
  • Jerry Rice
  • Joey Galloway
  • Josh Reed
  • James Thrash
  • Kevin Johnson
  • Keyshawn Johnson
  • Muhsin Muhammad
  • Quincy Morgan
  • Reggie Wayne
  • Rod Gardner
  • Tai Streets
  • Todd Pinkston
  • Travis Taylor

In a dream scenario, you'll grab three of the above players and rotate them into your two available starting positions. This rotation will be based upon the strength of each player's weekly opponent. The table below will show you which three players from above form the most attractive combos.

  • 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 four rows for each combo
      • The 2nd, 3rd, and 4th rows are the weekly schedule for each WR in the combo
      • The 1st row is the sum of the two easiest opponents for that week

        • For example, in week one, Darrell Jackson's opponent is expected to allow 26.3 fantasy points to WRs, Quincy Morgan's opponent is expected to allow 16.6 fantasy points to WRs, and Ashley Lelie's opponent is expected to allow 27.8 fantasy points to WRs. Jackson and Lelie have the easiest opponents so you would likely start them both over Morgan. The sum of 26.3 and 27.8 is 54.1 so 54.1 goes in the first row.

    • All three WRs in a combo have different bye weeks.

The WRBC with the easiest combined schedule is Darrell Jackson, Quincy Morgan, and Ashley Lelie. There are 43 other favorable WRBC combos listed. Find one with a trio of WRs you like, and you'll have a very good Wide Receiver By Committee.

WRs
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
Avg
#1
54.1
51.1
43.5
51.8
47.8
45.8
52.4
48.9
44.7
43.6
51.1
44.0
44.8
50.9
40.5
45.7
49.1
47.6
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Lelie
27.8
25.7
22.2
24.0
24.2
23.6
26.7
20.4
21.1
-
25.7
20.1
22.2
24.2
22.6
16.6
20.7
23.0
#2
49.9
48.0
47.0
52.0
44.3
47.5
53.6
48.9
40.9
43.6
49.3
44.0
43.9
54.5
40.0
48.0
51.4
47.5
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Taylor
23.6
22.6
25.7
24.2
-
25.3
27.8
17.4
17.2
17.9
15.9
18.7
21.3
27.8
22.2
22.6
23.6
22.1
#3
51.6
46.0
48.0
45.2
44.9
43.5
47.4
48.9
45.8
44.3
49.3
50.3
43.3
52.4
42.0
45.7
49.1
46.9
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Rogers
25.3
20.7
26.7
17.4
21.3
-
21.7
20.1
22.2
20.1
18.7
26.7
20.7
25.7
24.2
19.9
17.9
21.8
#4
46.4
45.7
43.9
54.5
47.6
43.5
45.9
53.1
41.5
43.6
49.3
44.3
43.0
52.0
45.7
45.7
49.1
46.7
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Streets
20.1
17.9
22.6
26.7
24.0
18.7
14.3
25.3
17.9
-
23.6
20.7
20.4
25.3
27.8
18.4
18.7
21.4
#5
46.2
46.1
44.7
51.8
47.8
45.8
52.4
42.8
47.4
44.1
51.1
43.8
40.9
50.5
43.9
42.9
51.0
46.6
KyJohnson
18.4
19.9
22.6
-
16.6
19.4
21.3
21.7
26.3
19.9
20.7
19.5
17.2
26.3
21.2
22.6
23.2
21.0
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Lelie
27.8
25.7
22.2
24.0
24.2
23.6
26.7
20.4
21.1
-
25.7
20.1
22.2
24.2
22.6
16.6
20.7
23.0
#6
43.5
45.7
39.2
50.4
49.9
43.5
48.9
54.1
44.9
43.6
49.3
45.3
41.3
49.3
43.2
49.3
49.1
46.5
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Muhammad
17.2
14.3
-
22.6
26.3
16.6
23.2
26.3
21.2
14.3
19.4
21.7
18.4
22.6
25.3
24.0
19.5
20.8
#7
54.1
51.1
43.2
45.6
44.8
44.9
47.9
48.2
44.7
41.5
49.7
40.5
45.8
50.9
46.3
46.4
42.0
46.3
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Conway
19.4
15.9
21.1
21.7
-
19.7
21.2
18.4
19.5
22.2
16.6
17.2
23.2
19.7
23.6
21.1
15.9
19.8
Lelie
27.8
25.7
22.2
24.0
24.2
23.6
26.7
20.4
21.1
-
25.7
20.1
22.2
24.2
22.6
16.6
20.7
23.0
#8
51.0
53.6
39.5
49.7
52.0
46.3
50.9
44.5
45.0
38.6
52.4
44.3
41.7
47.8
45.8
37.3
46.8
46.3
Rice
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Lelie
27.8
25.7
22.2
24.0
24.2
23.6
26.7
20.4
21.1
-
25.7
20.1
22.2
24.2
22.6
16.6
20.7
23.0
#9
51.0
53.6
39.5
49.7
52.0
46.3
50.9
44.5
45.0
38.6
52.4
44.3
41.7
47.8
45.8
37.3
46.8
46.3
Porter
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Lelie
27.8
25.7
22.2
24.0
24.2
23.6
26.7
20.4
21.1
-
25.7
20.1
22.2
24.2
22.6
16.6
20.7
23.0
#10
48.9
47.0
40.9
49.3
52.0
46.2
47.4
47.8
42.4
42.1
47.0
45.5
48.9
46.8
45.8
44.4
45.0
46.3
Bruce
19.5
21.3
18.7
25.3
-
22.6
20.7
23.6
21.3
20.4
20.1
25.3
26.7
22.6
18.7
27.8
24.0
22.4
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Lelie
27.8
25.7
22.2
24.0
24.2
23.6
26.7
20.4
21.1
-
25.7
20.1
22.2
24.2
22.6
16.6
20.7
23.0
#11
54.1
51.1
40.0
42.3
52.0
44.9
46.8
52.0
44.7
41.1
49.7
40.5
44.8
50.9
45.8
41.9
42.4
46.2
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Lelie
27.8
25.7
22.2
24.0
24.2
23.6
26.7
20.4
21.1
-
25.7
20.1
22.2
24.2
22.6
16.6
20.7
23.0
#12
49.9
48.0
43.6
42.5
48.5
46.6
48.0
52.0
40.9
41.1
45.2
39.1
43.9
54.5
45.3
48.0
44.9
46.0
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Taylor
23.6
22.6
25.7
24.2
-
25.3
27.8
17.4
17.2
17.9
15.9
18.7
21.3
27.8
22.2
22.6
23.6
22.1
#13
44.7
48.3
43.5
51.8
47.8
45.8
52.4
41.4
42.8
42.9
51.1
43.8
48.4
43.7
44.3
40.5
48.5
46.0
Gardner
16.9
22.6
19.5
21.1
18.4
14.3
19.7
-
21.7
18.7
19.9
15.9
26.3
19.5
21.7
20.1
18.4
19.7
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Lelie
27.8
25.7
22.2
24.0
24.2
23.6
26.7
20.4
21.1
-
25.7
20.1
22.2
24.2
22.6
16.6
20.7
23.0
#14
46.8
50.5
43.1
49.9
48.0
48.0
52.0
41.5
41.2
39.6
47.9
42.9
40.8
51.4
45.3
43.3
49.4
46.0
Rice
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Taylor
23.6
22.6
25.7
24.2
-
25.3
27.8
17.4
17.2
17.9
15.9
18.7
21.3
27.8
22.2
22.6
23.6
22.1
#15
46.8
50.5
43.1
49.9
48.0
48.0
52.0
41.5
41.2
39.6
47.9
42.9
40.8
51.4
45.3
43.3
49.4
46.0
Porter
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Taylor
23.6
22.6
25.7
24.2
-
25.3
27.8
17.4
17.2
17.9
15.9
18.7
21.3
27.8
22.2
22.6
23.6
22.1
#16
42.0
43.0
48.3
52.0
40.2
47.5
53.6
42.8
43.5
44.1
46.0
43.2
40.0
54.1
43.4
45.2
51.4
45.9
KyJohnson
18.4
19.9
22.6
-
16.6
19.4
21.3
21.7
26.3
19.9
20.7
19.5
17.2
26.3
21.2
22.6
23.2
21.0
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Taylor
23.6
22.6
25.7
24.2
-
25.3
27.8
17.4
17.2
17.9
15.9
18.7
21.3
27.8
22.2
22.6
23.6
22.1
#17
45.7
45.7
42.4
49.5
44.3
43.5
47.0
48.9
43.2
46.3
49.3
44.0
45.8
46.4
41.5
46.4
49.1
45.8
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Conway
19.4
15.9
21.1
21.7
-
19.7
21.2
18.4
19.5
22.2
16.6
17.2
23.2
19.7
23.6
21.1
15.9
19.8
KvJohnson
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
#18
48.9
48.5
39.2
54.1
44.3
43.5
45.9
49.1
39.5
43.6
49.3
44.0
43.7
49.9
40.4
45.7
49.1
45.8
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Wayne
22.6
23.2
17.2
26.3
14.3
19.9
-
21.2
15.9
17.2
16.9
19.7
21.1
23.2
22.6
17.4
21.2
20.0
#19
38.5
40.2
45.2
54.5
47.6
41.5
47.0
47.0
44.1
44.1
49.0
44.3
39.1
51.6
49.1
42.9
51.0
45.7
KyJohnson
18.4
19.9
22.6
-
16.6
19.4
21.3
21.7
26.3
19.9
20.7
19.5
17.2
26.3
21.2
22.6
23.2
21.0
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Streets
20.1
17.9
22.6
26.7
24.0
18.7
14.3
25.3
17.9
-
23.6
20.7
20.4
25.3
27.8
18.4
18.7
21.4
#20
43.7
41.0
49.3
45.2
44.9
41.5
47.4
42.8
48.4
44.3
46.0
50.3
39.4
52.0
45.4
42.9
51.0
45.6
KyJohnson
18.4
19.9
22.6
-
16.6
19.4
21.3
21.7
26.3
19.9
20.7
19.5
17.2
26.3
21.2
22.6
23.2
21.0
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Rogers
25.3
20.7
26.7
17.4
21.3
-
21.7
20.1
22.2
20.1
18.7
26.7
20.7
25.7
24.2
19.9
17.9
21.8
#21
48.5
48.5
44.1
44.1
49.1
39.6
45.9
44.3
46.1
41.8
47.9
50.9
40.2
49.4
47.4
40.5
46.8
45.6
Rice
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Rogers
25.3
20.7
26.7
17.4
21.3
-
21.7
20.1
22.2
20.1
18.7
26.7
20.7
25.7
24.2
19.9
17.9
21.8
#22
48.5
48.5
44.1
44.1
49.1
39.6
45.9
44.3
46.1
41.8
47.9
50.9
40.2
49.4
47.4
40.5
46.8
45.6
Porter
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Rogers
25.3
20.7
26.7
17.4
21.3
-
21.7
20.1
22.2
20.1
18.7
26.7
20.7
25.7
24.2
19.9
17.9
21.8
#23
48.8
45.7
39.2
44.7
49.0
43.5
49.7
48.9
43.0
43.9
49.3
44.0
41.3
45.1
37.3
45.7
54.1
45.5
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Galloway
22.6
19.5
-
16.9
25.3
18.4
24.0
14.3
19.4
19.7
21.1
19.9
15.9
18.4
19.4
19.5
26.3
20.0
#24
35.6
40.2
43.9
50.4
49.9
41.5
48.9
48.0
47.5
44.1
46.0
45.3
37.1
48.8
46.6
46.5
51.0
45.4
KyJohnson
18.4
19.9
22.6
-
16.6
19.4
21.3
21.7
26.3
19.9
20.7
19.5
17.2
26.3
21.2
22.6
23.2
21.0
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Muhammad
17.2
14.3
-
22.6
26.3
16.6
23.2
26.3
21.2
14.3
19.4
21.7
18.4
22.6
25.3
24.0
19.5
20.8
#25
42.9
46.4
39.2
47.5
44.3
43.9
45.9
48.9
46.2
44.8
49.3
49.9
42.5
48.4
35.2
46.6
49.1
45.4
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Pinkston
14.3
21.1
-
19.7
19.4
21.7
19.5
16.9
22.6
20.7
19.5
26.3
19.9
21.7
15.9
21.3
19.4
20.0
#26
42.9
46.4
39.2
47.5
44.3
43.9
45.9
48.9
46.2
44.8
49.3
49.9
42.5
48.4
35.2
46.6
49.1
45.4
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Thrash
14.3
21.1
-
19.7
19.4
21.7
19.5
16.9
22.6
20.7
19.5
26.3
19.9
21.7
15.9
21.3
19.4
20.0
#27
46.4
42.0
45.4
43.7
49.1
39.5
42.4
47.8
43.5
42.1
41.4
52.0
47.4
48.4
47.4
47.7
45.0
45.4
Bruce
19.5
21.3
18.7
25.3
-
22.6
20.7
23.6
21.3
20.4
20.1
25.3
26.7
22.6
18.7
27.8
24.0
22.4
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Rogers
25.3
20.7
26.7
17.4
21.3
-
21.7
20.1
22.2
20.1
18.7
26.7
20.7
25.7
24.2
19.9
17.9
21.8
#28
46.4
43.2
43.7
48.4
44.6
41.0
41.4
53.1
43.2
41.5
47.6
41.0
45.8
52.0
51.4
46.4
40.0
45.3
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Conway
19.4
15.9
21.1
21.7
-
19.7
21.2
18.4
19.5
22.2
16.6
17.2
23.2
19.7
23.6
21.1
15.9
19.8
Streets
20.1
17.9
22.6
26.7
24.0
18.7
14.3
25.3
17.9
-
23.6
20.7
20.4
25.3
27.8
18.4
18.7
21.4
#29
44.3
45.7
40.0
52.4
51.8
41.3
43.6
49.5
41.8
38.6
50.3
44.8
39.9
49.0
51.0
39.0
46.8
45.3
Rice
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Streets
20.1
17.9
22.6
26.7
24.0
18.7
14.3
25.3
17.9
-
23.6
20.7
20.4
25.3
27.8
18.4
18.7
21.4
#30
44.3
45.7
40.0
52.4
51.8
41.3
43.6
49.5
41.8
38.6
50.3
44.8
39.9
49.0
51.0
39.0
46.8
45.3
Porter
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Streets
20.1
17.9
22.6
26.7
24.0
18.7
14.3
25.3
17.9
-
23.6
20.7
20.4
25.3
27.8
18.4
18.7
21.4
#31
51.6
46.0
44.6
35.7
49.1
38.2
41.8
52.0
45.8
41.8
45.2
47.1
43.3
52.4
47.4
45.2
42.4
45.3
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Rogers
25.3
20.7
26.7
17.4
21.3
-
21.7
20.1
22.2
20.1
18.7
26.7
20.7
25.7
24.2
19.9
17.9
21.8
#32
40.5
45.2
47.0
52.0
42.0
47.5
53.6
38.4
38.9
42.9
45.2
42.3
47.6
47.3
43.9
43.0
51.4
45.2
Gardner
16.9
22.6
19.5
21.1
18.4
14.3
19.7
-
21.7
18.7
19.9
15.9
26.3
19.5
21.7
20.1
18.4
19.7
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Taylor
23.6
22.6
25.7
24.2
-
25.3
27.8
17.4
17.2
17.9
15.9
18.7
21.3
27.8
22.2
22.6
23.6
22.1
#33
51.6
46.0
47.8
39.1
42.0
41.0
42.9
48.0
45.8
42.3
42.6
47.1
45.8
52.4
47.8
46.4
39.2
45.2
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Conway
19.4
15.9
21.1
21.7
-
19.7
21.2
18.4
19.5
22.2
16.6
17.2
23.2
19.7
23.6
21.1
15.9
19.8
Rogers
25.3
20.7
26.7
17.4
21.3
-
21.7
20.1
22.2
20.1
18.7
26.7
20.7
25.7
24.2
19.9
17.9
21.8
#34
48.9
45.6
44.7
42.3
52.0
43.0
48.0
45.9
47.4
41.6
47.0
39.7
41.7
50.5
45.8
39.2
44.3
45.1
KyJohnson
18.4
19.9
22.6
-
16.6
19.4
21.3
21.7
26.3
19.9
20.7
19.5
17.2
26.3
21.2
22.6
23.2
21.0
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Lelie
27.8
25.7
22.2
24.0
24.2
23.6
26.7
20.4
21.1
-
25.7
20.1
22.2
24.2
22.6
16.6
20.7
23.0
#35
41.2
39.2
41.3
52.0
51.8
41.3
40.1
49.5
39.2
42.1
44.9
46.0
47.1
48.0
51.0
46.2
45.0
45.0
Bruce
19.5
21.3
18.7
25.3
-
22.6
20.7
23.6
21.3
20.4
20.1
25.3
26.7
22.6
18.7
27.8
24.0
22.4
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Streets
20.1
17.9
22.6
26.7
24.0
18.7
14.3
25.3
17.9
-
23.6
20.7
20.4
25.3
27.8
18.4
18.7
21.4
#36
44.3
45.0
33.2
48.3
54.1
39.6
47.4
50.5
45.2
38.6
47.9
45.9
37.9
46.2
48.5
44.6
46.8
44.9
Rice
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Muhammad
17.2
14.3
-
22.6
26.3
16.6
23.2
26.3
21.2
14.3
19.4
21.7
18.4
22.6
25.3
24.0
19.5
20.8
#37
44.3
45.0
33.2
48.3
54.1
39.6
47.4
50.5
45.2
38.6
47.9
45.9
37.9
46.2
48.5
44.6
46.8
44.9
Porter
23.2
27.8
17.4
25.7
20.1
22.6
24.2
-
24.0
16.9
26.7
24.2
17.4
23.6
20.4
20.7
25.7
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Muhammad
17.2
14.3
-
22.6
26.3
16.6
23.2
26.3
21.2
14.3
19.4
21.7
18.4
22.6
25.3
24.0
19.5
20.8
#38
47.4
43.2
40.5
45.1
51.8
40.0
39.5
53.1
41.5
41.1
47.6
41.0
43.0
52.0
51.0
43.7
42.4
44.9
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Streets
20.1
17.9
22.6
26.7
24.0
18.7
14.3
25.3
17.9
-
23.6
20.7
20.4
25.3
27.8
18.4
18.7
21.4
#39
45.7
41.2
39.0
44.3
46.9
41.0
44.4
54.1
44.9
41.5
43.3
42.1
45.8
49.3
49.0
49.3
40.8
44.9
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Conway
19.4
15.9
21.1
21.7
-
19.7
21.2
18.4
19.5
22.2
16.6
17.2
23.2
19.7
23.6
21.1
15.9
19.8
Muhammad
17.2
14.3
-
22.6
26.3
16.6
23.2
26.3
21.2
14.3
19.4
21.7
18.4
22.6
25.3
24.0
19.5
20.8
#40
37.1
42.9
43.9
54.5
47.6
40.9
45.5
46.4
39.6
42.9
49.0
44.3
46.6
44.9
49.5
40.5
46.5
44.8
Gardner
16.9
22.6
19.5
21.1
18.4
14.3
19.7
-
21.7
18.7
19.9
15.9
26.3
19.5
21.7
20.1
18.4
19.7
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Streets
20.1
17.9
22.6
26.7
24.0
18.7
14.3
25.3
17.9
-
23.6
20.7
20.4
25.3
27.8
18.4
18.7
21.4
#41
42.3
43.2
48.0
48.9
44.9
36.4
47.4
41.2
43.9
44.3
45.2
50.3
46.9
45.3
45.9
40.5
46.2
44.8
Gardner
16.9
22.6
19.5
21.1
18.4
14.3
19.7
-
21.7
18.7
19.9
15.9
26.3
19.5
21.7
20.1
18.4
19.7
Morgan
16.6
20.4
21.3
27.8
23.6
22.2
25.7
21.1
-
24.2
25.3
23.6
18.7
17.9
17.4
20.4
27.8
22.1
Rogers
25.3
20.7
26.7
17.4
21.3
-
21.7
20.1
22.2
20.1
18.7
26.7
20.7
25.7
24.2
19.9
17.9
21.8
#42
44.7
42.5
48.3
42.5
44.4
44.7
49.1
45.9
43.5
41.6
41.9
38.2
40.8
54.1
45.3
45.2
46.8
44.7
KyJohnson
18.4
19.9
22.6
-
16.6
19.4
21.3
21.7
26.3
19.9
20.7
19.5
17.2
26.3
21.2
22.6
23.2
21.0
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Taylor
23.6
22.6
25.7
24.2
-
25.3
27.8
17.4
17.2
17.9
15.9
18.7
21.3
27.8
22.2
22.6
23.6
22.1
#43
40.6
38.5
34.6
47.9
54.1
39.5
43.9
50.5
42.5
42.1
41.4
47.0
46.2
45.2
48.5
51.8
45.0
44.7
Bruce
19.5
21.3
18.7
25.3
-
22.6
20.7
23.6
21.3
20.4
20.1
25.3
26.7
22.6
18.7
27.8
24.0
22.4
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Muhammad
17.2
14.3
-
22.6
26.3
16.6
23.2
26.3
21.2
14.3
19.4
21.7
18.4
22.6
25.3
24.0
19.5
20.8
#44
47.4
42.6
33.8
40.9
54.1
38.2
43.3
54.1
44.9
41.1
45.2
42.1
42.2
49.3
48.5
49.3
42.4
44.7
Jackson
26.3
25.3
17.9
-
20.7
21.3
20.1
27.8
23.6
19.4
24.0
20.4
22.6
26.7
17.9
25.3
21.3
22.5
Reed
21.1
17.2
15.9
18.4
27.8
16.9
19.4
24.2
-
21.7
21.2
16.6
19.5
16.9
23.2
15.9
21.1
19.8
Muhammad
17.2
14.3
-
22.6
26.3
16.6
23.2
26.3
21.2
14.3
19.4
21.7
18.4
22.6
25.3
24.0
19.5
20.8
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