Kuehl -- Example 12.2 -- Fractional Factorial

                             The GLM Procedure

                          Class Level Information
 
                       Class         Levels    Values

                       a                  2    0 1   

                       s                  2    0 1   

                       m                  2    0 1   

                       c                  2    0 1   

                       t                  2    0 1   


                  Number of Observations Read          16
                  Number of Observations Used          16
               Kuehl -- Example 12.2 -- Fractional Factorial

                             The GLM Procedure
 
Dependent Variable: y   

                                     Sum of
 Source                    DF       Squares   Mean Square  F Value  Pr > F

 Model                      5   548.2631250   109.6526250    83.44  <.0001

 Error                     10    13.1412500     1.3141250                 

 Corrected Total           15   561.4043750                               


             R-Square     Coeff Var      Root MSE        y Mean

             0.976592      2.529533      1.146353      45.31875


 Source                    DF     Type I SS   Mean Square  F Value  Pr > F

 a                          1    62.0156250    62.0156250    47.19  <.0001
 m                          1   377.3306250   377.3306250   287.13  <.0001
 t                          1    52.2006250    52.2006250    39.72  <.0001
 s                          1     2.3256250     2.3256250     1.77  0.2130
 a*s                        1    54.3906250    54.3906250    41.39  <.0001


 Source                    DF   Type III SS   Mean Square  F Value  Pr > F

 a                          1    62.0156250    62.0156250    47.19  <.0001
 m                          1   377.3306250   377.3306250   287.13  <.0001
 t                          1    52.2006250    52.2006250    39.72  <.0001
 s                          1     2.3256250     2.3256250     1.77  0.2130
 a*s                        1    54.3906250    54.3906250    41.39  <.0001