P
1
2
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4
5
6
7
8
9
10
11
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13
14
15
16
17
P1
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Strength of Schedule - Wide Receivers

  Updated 11/13 by Clayton Gray, Exclusive to Footballguys.com


Key

  • Rem - The average SOS over the remaining weeks of the regular season.
  • Dif - The difference in SOS between the opponents a team has already played and their remaining opponents. The higher the value, the easier the remaining schedule (which should translate to increased production).
  • Re16 - The average SOS over the remaining weeks of the regular season through week 16.
  • Di16 - The difference in SOS between the opponents a team has already played and their remaining opponents through week 16. The higher the value, the easier the remaining schedule (which should translate to increased production).
  • Nxt3 - The average SOS over the next three weeks of the regular season.
  • Fnl4 - The average SOS over the last four weeks of the regular season.
  • Week-By-Week Outlook - The relative fantasy points allowed at this position by each team's opponents for each remaining week of the NFL regular season. Note that the prior opponents (and their SOS at the time of the contest) are included as well. This allows you to see what level of competition each team has faced lately.
    • Values in red are the fantasy points allowed by the worst eight defenses.
    • Values in blue are the fantasy points allowed by the best eight defenses.

Use the color coding to find stretches of easy games (where a team could get hot) or difficult games (where a team could get cold).

Tm
Rem
Dif
Re16
Di16
Nxt3
Fnl4
  
Rk
Toughest Remaining
Schedule At This Position
Ari
21.2
4.6
21.5
4.9
22.9
19.9
Atl
17.1
-3.2
17.5
-2.8
14.3
19.3
1
Jacksonville
Bal
16.9
-3.7
17.6
-3.0
19.9
14.6
2
Baltimore
Buf
18.8
-0.2
18.6
-0.4
16.1
20.9
3
Atlanta
Car
18.8
0.3
20.0
1.5
21.3
17.0
4
Dallas
Chi
19.2
-1.0
17.7
-2.5
17.6
20.4
5
Minnesota
Cin
19.2
1.1
19.2
1.1
17.6
20.3
6
New Orleans
Cle
20.6
3.2
20.9
3.6
21.2
20.1
7
Kansas City
Dal
17.3
-1.5
18.1
-0.7
16.4
18.0
Rk
Easiest Remaining
Schedule At This Position
Den
19.0
1.6
18.2
0.9
16.8
20.7
Det
19.5
2.0
19.8
2.4
20.2
19.0
1
Arizona
GB
19.2
0.1
18.6
-0.5
20.0
18.6
2
San Francisco
Hou
19.1
1.6
18.8
1.4
23.7
15.7
3
Cleveland
Ind
18.8
-0.1
19.0
0.1
18.7
18.9
4
Pittsburgh
Jac
16.4
-1.6
15.7
-2.4
16.1
16.7
5
Detroit
KC
18.1
-1.8
17.9
-2.1
16.0
19.7
6
Tennessee
Mia
18.6
0.2
17.4
-1.0
17.5
19.5
7
San Diego
Min
17.7
-1.1
17.6
-1.3
19.6
16.3
Rk
Most Likely To Improve
NE
18.3
-0.6
18.1
-0.8
19.1
17.8
1
Arizona
NO
17.9
1.4
18.1
1.7
16.5
18.9
2
Cleveland
NYG
18.1
-0.2
18.6
0.3
20.9
16.0
3
Detroit
NYJ
18.3
-0.1
18.4
0.0
17.5
19.0
4
San Francisco
Oak
18.6
-1.2
18.3
-1.5
20.0
17.5
5
San Diego
Phi
19.1
0.9
19.5
1.3
16.3
21.3
6
Houston
Pit
20.0
-0.7
19.9
-0.8
21.5
18.9
7
Denver
SD
19.2
1.7
19.7
2.2
19.8
18.9
Rk
Most Likely To Regress
SF
20.6
1.8
19.8
1.0
19.3
21.5
1
Baltimore
Sea
18.8
-1.3
19.1
-1.0
18.5
19.1
2
Atlanta
StL
18.3
-1.4
17.7
-2.1
16.7
19.5
3
Kansas City
TB
18.7
-0.7
19.0
-0.3
19.2
18.3
4
Jacksonville
Ten
19.2
1.0
20.5
2.2
21.8
17.4
5
Dallas
Was
18.4
-1.1
18.1
-1.5
16.3
20.0
6
St. Louis
Avg
18.7
n/a
18.7
n/a
18.7
18.7
7
Seattle

Week-By-Week Outlook

Tm
W1
W2
W3
W4
W5
W6
W7
W8
W9
W10
W11
W12
W13
W14
W15
W16
W17
Ari
18.9
15.9
17.7
16.8
19.9
18.6
9.9
-
10.8
23.7
25.7
18.2
24.8
14.8
28.2
17.1
19.2
Atl
28.1
19.4
18.6
20.1
20.8
16.0
29.4
-
19.8
17.9
11.8
11.8
19.2
28.2
11.8
22.1
14.8
Bal
26.7
18.9
24.5
22.2
18.9
19.9
23.9
-
14.3
26.9
24.8
19.9
15.0
11.8
19.0
14.8
12.8
Buf
16.8
16.8
14.9
18.9
24.6
-
17.7
17.1
26.5
20.0
15.0
20.8
12.3
19.0
24.8
19.6
20.1
Car
19.9
20.1
17.4
12.6
29.4
24.5
-
14.2
20.4
17.8
17.3
28.2
18.2
20.8
14.8
20.5
11.8
Chi
19.1
15.8
24.6
27.6
18.3
28.1
18.6
27.8
-
15.3
14.8
18.4
19.6
12.3
23.6
17.3
28.2
Cin
17.7
22.2
15.9
14.9
-
15.8
18.9
16.8
19.9
21.8
22.1
17.9
12.8
19.2
18.2
24.8
19.0
Cle
16.8
26.7
19.3
17.7
14.9
17.5
-
16.9
16.4
13.5
20.4
21.1
22.1
19.6
16.6
25.7
18.2
Dal
16.0
17.5
17.4
19.9
23.9
14.9
28.1
-
19.1
18.7
12.3
19.6
17.3
22.8
20.1
16.5
12.3
Den
23.9
19.3
19.4
16.3
19.1
-
16.8
20.9
24.5
19.1
17.9
16.2
16.2
18.0
21.1
19.9
23.6
Det
19.3
28.1
18.6
17.4
9.9
-
12.6
17.6
19.2
23.1
19.6
17.3
23.6
20.5
19.9
18.0
17.3
GB
18.6
16.0
19.1
28.1
17.4
9.9
-
18.1
18.3
23.3
16.5
22.8
20.5
16.2
19.2
16.2
22.8
Hou
15.8
18.6
16.3
17.4
17.5
19.4
20.8
21.5
15.8
-
28.2
24.8
17.9
11.8
18.4
11.8
20.8
Ind
29.4
20.8
20.1
16.8
12.6
-
19.4
20.1
14.0
19.5
18.0
17.1
20.8
20.4
16.2
21.1
17.9
Jac
20.8
17.4
16.8
-
15.8
20.1
16.3
11.7
26.5
19.3
19.9
16.6
11.8
16.5
12.8
16.2
21.1
KC
20.1
17.4
28.1
19.1
19.4
26.7
19.3
-
19.5
18.2
11.8
16.2
19.9
18.4
17.9
22.8
19.6
Mia
9.9
24.6
18.9
19.3
20.1
22.2
14.9
17.3
-
17.9
20.1
12.8
19.6
16.6
20.4
15.0
25.7
Min
17.4
27.6
15.8
18.3
-
17.4
24.6
19.9
19.3
18.0
16.2
19.6
22.8
18.2
16.2
12.3
18.4
NE
18.9
19.1
23.9
26.7
22.2
24.6
17.5
12.9
12.0
-
16.6
20.1
20.4
12.8
19.6
19.0
19.6
NO
16.3
12.6
20.8
-
18.6
15.9
17.4
17.1
17.9
20.2
21.1
16.5
11.8
17.1
22.1
20.1
16.2
NYG
24.6
18.3
9.9
18.6
18.9
17.4
18.9
20.0
-
22.5
22.8
23.6
16.2
20.1
12.3
16.6
15.0
NYJ
14.9
17.7
17.5
23.9
16.0
18.6
26.7
22.7
12.3
-
12.8
20.5
19.0
24.8
15.0
17.9
18.0
Oak
27.6
16.8
22.2
17.5
-
19.1
15.8
23.2
19.4
17.9
23.6
18.0
18.4
17.3
11.8
20.8
19.9
Phi
18.3
9.9
27.6
16.0
-
18.9
17.4
25.4
23.8
12.2
19.0
15.0
14.8
19.6
20.5
28.2
16.6
Pit
22.2
23.9
18.9
24.5
15.9
-
16.8
27.3
19.2
25.7
19.6
19.0
25.7
15.0
20.8
19.2
20.4
SD
17.4
14.9
18.3
15.8
16.8
19.3
-
20.2
24.0
11.9
20.8
20.4
18.0
17.9
22.8
18.4
16.2
SF
24.5
19.9
16.8
15.9
17.7
-
16.0
29.7
19.4
15.0
19.2
22.1
16.5
23.6
25.7
11.8
24.8
Sea
12.6
24.5
26.7
18.9
16.8
29.4
19.9
-
24.9
18.1
16.2
19.2
20.1
22.1
16.5
20.4
17.1
StL
18.6
18.9
12.6
24.6
24.5
17.7
15.9
24.9
-
28.0
18.2
14.8
17.1
25.7
17.3
12.8
22.1
TB
15.9
29.4
19.9
18.6
16.3
20.8
27.6
17.5
23.8
-
17.1
12.3
28.2
21.1
17.1
18.2
16.5
Ten
19.4
16.3
29.4
-
17.4
12.6
20.1
18.3
18.9
20.3
18.4
25.7
21.1
19.9
18.0
19.6
11.8
Was
17.5
18.6
16.0
-
27.6
18.3
24.5
14.7
18.2
18.8
20.5
11.8
16.6
16.2
19.6
23.6
20.5
Avg
19.5
19.5
19.5
19.5
19.0
19.5
19.5
19.8
19.2
19.4
18.7
18.7
18.7
18.7
18.7
18.7
18.7
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