2010 Week 13 (2-6 Dec) Results for the National Football League

prob rnk winning_team        actual pred    rnk losing_team         actual pred

 91%   3 Green Bay               34 26.9,    23 San Francisco           16 15.7
 90%   7 New Orleans             34 28.7,    26 Cincinnati              30 20.4
 88%  12 New York Giants         31 26.9,    22 Washington               7 20.1
 87%  16 Kansas City             10 30.4,    28 Denver                   6 22.5
 87%   8 Philadelphia            34 30.0,    15 Houston                 24 22.9
 85%  18 Minnesota               38 25.9,    25 Buffalo                 14 20.0
 80%  13 Chicago                 24 26.4,    29 Detroit                 20 21.0
 80%   1 New England             45 26.9,     4 New York Jets            3 22.5
 76%  27 Seattle                 31 21.6,    31 Carolina                14 17.9
 63%  10 Atlanta                 28 22.7,    17 Tampa Bay               24 21.5

 31%  32 St. Louis               19 22.6,    30 Arizona                  6 25.4
 31%   5 Pittsburgh              13 20.3,     6 Baltimore               10 22.4
 23%  19 Cleveland               13 19.1,    14 Miami                   10 22.8
 12%  21 Jacksonville            17 19.6,    11 Tennessee                6 27.0
 10%  20 Oakland                 28 18.9,     2 San Diego               13 29.3
  8%  24 Dallas                  38 20.6,     9 Indianapolis            35 30.4

  results by prob (number of games, actual/expected):
               50%-59%  60%-69%  70%-79%  80%-89%  90%-99%     100%
                0 0.00   3 0.50   4 0.96   7 0.81   2 0.55   0 0.00

  total results (num_games,num_right,expected,num_right/expected):  16  10  13.1 0.76

  actual/expected = 1 -- model right on
  actual/expected > 1 -- model probabilities too low (more wins than expected)
  actual/expected < 1 -- model probabilities too high (less wins than expected)

NOTE: exact predicted scores are not released until after game time.

Back to: Bassett Football Model Home Page

Please email comments or questions to bfm@BassettFootball.net