   F(A,B) L(I(3),J(4))                                                   
 DATA FORMAT AND INPUT DATA-
 (1X,2I2,F4.0)                                                           
  1 1  8.
  1 1 13.
  1 1  9.
  1 3 12.
  1 4  7.
  1 4 11.
  2 1  6.
  2 1 12.
  2 2 12.
  2 2 14.
  3 2  9.
  3 2  7.
  3 3 14.
  3 3 16.
  3 4 10.
  3 4 14.
  3 4 11.
  3 4 13.
  0 0  0.
   O(S(8),Z,A,C,R)                                                       
 CELL SUMS, FREQUENCIES, AND MEANS-
    CELL       SUM       FREQ.      MEAN
      1   0.30000000E+02   3.   0.10000000E+02
      2            (MISSING CELL)
      3   0.12000000E+02   1.   0.12000000E+02
      4   0.18000000E+02   2.   0.90000000E+01
      5   0.18000000E+02   2.   0.90000000E+01
      6   0.26000000E+02   2.   0.13000000E+02
      7            (MISSING CELL)
      8            (MISSING CELL)
      9            (MISSING CELL)
     10   0.16000000E+02   2.   0.80000000E+01
     11   0.30000000E+02   2.   0.15000000E+02
     12   0.48000000E+02   4.   0.12000000E+02
 CLASSIFICATION SUMS, FREQUENCIES, AND MEANS-
 I.        
      1   0.60000000E+02   6.   0.10000000E+02
      2   0.44000000E+02   4.   0.11000000E+02
      3   0.94000000E+02   8.   0.11750000E+02
 .J        
      1   0.48000000E+02   5.   0.96000000E+01
      2   0.42000000E+02   4.   0.10500000E+02
      3   0.42000000E+02   3.   0.14000000E+02
      4   0.66000000E+02   6.   0.11000000E+02
 ..        
      1   0.19800000E+03  18.   0.11000000E+02
 OPTIONS- S= 8, T=0.0500, I=100, R=1, V=0, G=0, P=0
   M+A(I)+B(J)+AB(IJ)                                                    
 E/R LIST-
     4    3    2    1
 THE RANK OF THE M DESIGN MATRIX IS    8
 ITERATION   1, SSR(FULL MODEL)=  0.22600000E+04,
                SSE(FULL MODEL)=  0.56000000E+02
   H  AB(IJ)                                                             
 E/R LIST-
    -4    3    2    1
 ITERATION  0, TRACE=     4.000000000
 ITERATION  1, TRACE=     4.875000000
 ITERATION  2, TRACE=     5.543113426
 ITERATION  3, TRACE=     5.886175169
 ITERATION  4, TRACE=     5.989797608
 THE RANK OF THE H DESIGN MATRIX IS    6
 FROM RANK COMPUTATIONS- DF(NUM)=   2, DF(DEN)=   10
 ITERATION   1, SSRH=  0.14159687E+04
 ITERATION   2, SSRH=  0.18605379E+04
 ITERATION   3, SSRH=  0.20375067E+04
 ITERATION   4, SSRH=  0.21180574E+04
 ITERATION   5, SSRH=  0.21586817E+04
 ITERATION   6, SSRH=  0.21811740E+04
 ITERATION   7, SSRH=  0.21947132E+04
 ITERATION   8, SSRH=  0.22034435E+04
 ITERATION   9, SSRH=  0.22093714E+04
 ITERATION  10, SSRH=  0.22135449E+04
 ITERATION  11, SSRH=  0.22165550E+04
 ITERATION  11, F=       3.879 , PROB(F) .GT. 0.0559 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.22165550E+04
   H  A(I)                                                               
 E/R LIST-
     4   -3    2    1
 ITERATION  0, TRACE=     6.666666667
 ITERATION  1, TRACE=     7.097222222
 ITERATION  2, TRACE=     7.567804784
 ITERATION  3, TRACE=     7.886480000
 ITERATION  4, TRACE=     7.989797654
 THE RANK OF THE H DESIGN MATRIX IS    8
 FROM RANK COMPUTATIONS- DF(NUM)=   0, DF(DEN)=   10
   H  B(J)                                                               
 E/R LIST-
     4    3   -2    1
 ITERATION  0, TRACE=     6.000000000
 ITERATION  1, TRACE=     6.666666667
 ITERATION  2, TRACE=     7.407407407
 ITERATION  3, TRACE=     7.882944673
 ITERATION  4, TRACE=     7.995432683
 THE RANK OF THE H DESIGN MATRIX IS    8
 FROM RANK COMPUTATIONS- DF(NUM)=   0, DF(DEN)=   10
   O(P)                                                                  
 OPTIONS- S= 8, T=0.0500, I=100, R=1, V=0, G=0, P=1
   H  AB(IJ)                                                             
 E/R LIST-
    -4    3    2    1
 ITERATION  0, TRACE=     4.000000000
 ITERATION  1, TRACE=     4.875000000
 ITERATION  2, TRACE=     5.543113426
 ITERATION  3, TRACE=     5.886175169
 ITERATION  4, TRACE=     5.989797608
 THE RANK OF THE H DESIGN MATRIX IS    6
 FROM RANK COMPUTATIONS- DF(NUM)=   2, DF(DEN)=   10
 ITERATION   1, SSRH=  0.14159687E+04
 ITERATION   2, SSRH=  0.18605379E+04
 ITERATION   3, SSRH=  0.20375067E+04
 ITERATION   4, SSRH=  0.21180574E+04
 ITERATION   5, SSRH=  0.21586817E+04
 ITERATION   6, SSRH=  0.21811740E+04
 ITERATION   7, SSRH=  0.21947132E+04
 ITERATION   8, SSRH=  0.22034435E+04
 ITERATION   9, SSRH=  0.22093714E+04
 ITERATION  10, SSRH=  0.22135449E+04
 ITERATION  11, SSRH=  0.22165550E+04
 ITERATION  12, SSRH=  0.22187605E+04
 ITERATION  13, SSRH=  0.22203929E+04
 ITERATION  14, SSRH=  0.22216091E+04
 ITERATION  15, SSRH=  0.22225191E+04
 ITERATION  16, SSRH=  0.22232018E+04
 ITERATION  17, SSRH=  0.22237150E+04
 ITERATION  18, SSRH=  0.22241013E+04
 ITERATION  19, SSRH=  0.22243922E+04
 ITERATION  20, SSRH=  0.22246116E+04
 ITERATION  21, SSRH=  0.22247769E+04
 ITERATION  22, SSRH=  0.22249017E+04
 ITERATION  23, SSRH=  0.22249958E+04
 ITERATION  24, SSRH=  0.22250669E+04
 ITERATION  25, SSRH=  0.22251205E+04
 ITERATION  25, F=       3.114 , PROB(F) .GT. 0.0880 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.22251205E+04
   O(Z,V,G)                                                              
 OPTIONS- S= 8, T=0.0500, I=100, R=1, V=1, G=1, P=1
   M+A(I)+B(J)                                                           
 THE RANK OF THE M DESIGN MATRIX IS    6
 ITERATION  64, SSR(FULL MODEL)=  0.22252857E+04,
                SSE(FULL MODEL)=  0.90714289E+02
 ESTIMATES OF EXPECTED CELL MEANS-
    CELL  ESTIMATED MEAN
      1   0.87146779E+01
      2   0.88574223E+01 (MISSING CELL)
      3   0.13285080E+02
      4   0.10285360E+02
      5   0.10928171E+02
      6   0.11070915E+02
      7   0.15498573E+02 (MISSING CELL)
      8   0.12498853E+02 (MISSING CELL)
      9   0.97864389E+01 (MISSING CELL)
     10   0.99291833E+01
     11   0.14356841E+02
     12   0.11357121E+02
 G-INVERSE SOLUTION-
 A         
      1  -0.10950847E+01
      2   0.11184084E+01
      3  -0.23323708E-01
 B         
      1  -0.15709570E+01
      2  -0.14282126E+01
      3   0.29994450E+01
      4  -0.27535484E-03
           
      1   0.11380720E+02
                                                                         
   F(A,B) L(I(2),J(3))                                                   
 DATA FORMAT AND INPUT DATA-
 (1X,2I2,F4.0)                                                           
  1 1  5.
  1 2  8.
  1 2 10.
  1 2  9.
  2 1  8.
  2 1 10.
  2 2  6.
  2 2  2.
  2 2  1.
  2 2  3.
  2 3  3.
  2 3  7.
  0 0  0.
   O(Z,C,P,V,G)                                                          
 CLASSIFICATION SUMS, FREQUENCIES, AND MEANS-
 I.        
      1   0.32000000E+02   4.   0.80000000E+01
      2   0.40000000E+02   8.   0.50000000E+01
 .J        
      1   0.23000000E+02   3.   0.76666667E+01
      2   0.39000000E+02   7.   0.55714286E+01
      3   0.10000000E+02   2.   0.50000000E+01
 ..        
      1   0.72000000E+02  12.   0.60000000E+01
 OPTIONS- S= 8, T=0.0500, I=100, R=1, V=0, G=0, P=0
   M+A(I)+B(IJ)                                                          
 E/R LIST-
     2    3    2    1
 THE RANK OF THE M DESIGN MATRIX IS    5
 ITERATION   1, SSR(FULL MODEL)=  0.51600000E+03,
                SSE(FULL MODEL)=  0.26000000E+02
   H  B(IJ)                                                              
 E/R LIST-
    -2    3   -2    1
 THE RANK OF THE H DESIGN MATRIX IS    2
 FROM RANK COMPUTATIONS- DF(NUM)=   3, DF(DEN)=    7
 ITERATION   1, SSRH=  0.45600000E+03
 ITERATION   1, F=       5.385*, PROB(F) .GT. 0.0311 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.45600000E+03
   H  A(I)                                                               
 E/R LIST-
     2   -3    2    1
 ITERATION  0, TRACE=     4.166666667
 ITERATION  1, TRACE=     4.305555556
 ITERATION  2, TRACE=     4.517746914
 ITERATION  3, TRACE=     4.767431961
 ITERATION  4, TRACE=     4.945912107
 THE RANK OF THE H DESIGN MATRIX IS    5
 FROM RANK COMPUTATIONS- DF(NUM)=   0, DF(DEN)=    7
   O(Z,V,G)                                                              
 OPTIONS- S= 8, T=0.0500, I=100, R=1, V=1, G=1, P=0
   M+A(I)+B(IJ)                                                          
 THE RANK OF THE M DESIGN MATRIX IS    5
 ITERATION   1, SSR(FULL MODEL)=  0.51600000E+03,
                SSE(FULL MODEL)=  0.26000000E+02
 ESTIMATES OF EXPECTED CELL MEANS-
    CELL  ESTIMATED MEAN
      1   0.50000000E+01
      2   0.90000000E+01
      3   0.00000000E+00 (MISSING CELL)
      4   0.90000000E+01
      5   0.30000000E+01
      6   0.50000000E+01
 G-INVERSE SOLUTION-
 B         
      1   0.33333333E+00
      2   0.43333333E+01
      3  -0.46666667E+01
      4   0.33333333E+01
      5  -0.26666667E+01
      6  -0.66666667E+00
 A         
      1  -0.50000000E+00
      2   0.50000000E+00
           
      1   0.51666667E+01
   O(G)                                                                  
 OPTIONS- S= 8, T=0.0500, I=100, R=1, V=1, G=0, P=0
   M+A(I)                                                                
 THE RANK OF THE M DESIGN MATRIX IS    2
 ITERATION   1, SSR(FULL MODEL)=  0.45600000E+03,
                SSE(FULL MODEL)=  0.86000000E+02
 ESTIMATES OF EXPECTED CELL MEANS-
    CELL  ESTIMATED MEAN
      1   0.80000000E+01
      2   0.80000000E+01
      3   0.80000000E+01 (MISSING CELL)
      4   0.50000000E+01
      5   0.50000000E+01
      6   0.50000000E+01
   H  A(I)                                                               
 THE RANK OF THE H DESIGN MATRIX IS    1
 FROM RANK COMPUTATIONS- DF(NUM)=   1, DF(DEN)=   10
 ITERATION   1, F=       2.791 , PROB(F) .GT. 0.1231 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.43200000E+03
                                                                         
   F(A,B,C,D) L(I(2),J(2),K(2),L(2))                                     
 DATA FORMAT AND INPUT DATA-
 (1X,4I2,F5.2)                                                           
  1 1 1 1 6.01
  1 1 1 1 5.95
  1 1 1 1 5.85
  1 1 1 1 6.43
  1 1 1 2 6.35
  1 1 1 2 7.00
  1 1 1 2 5.90
  1 1 1 2 6.00
  1 1 2 1 6.00
  1 1 2 1 7.15
  1 1 2 1 7.35
  1 1 2 1 7.20
  1 1 2 2 7.10
  1 1 2 2 6.15
  1 1 2 2 7.50
  1 1 2 2 7.15
  1 2 1 1 5.87
  1 2 1 1 6.18
  1 2 1 1 5.90
  1 2 1 1 6.33
  1 2 1 2 5.84
  1 2 1 2 5.55
  1 2 1 2 6.03
  1 2 1 2 6.64
  1 2 2 1 6.08
  1 2 2 1 6.17
  1 2 2 1 6.13
  1 2 2 1 7.62
  1 2 2 2 6.55
  1 2 2 2 9.40
  1 2 2 2 7.20
  1 2 2 2 6.66
  2 1 1 1 6.00
  2 1 1 1 5.80
  2 1 1 1 6.60
  2 1 1 1 5.54
  2 1 1 2 5.50
  2 1 1 2 5.45
  2 1 1 2 6.00
  2 1 1 2 6.05
  2 1 2 1 6.25
  2 1 2 1 5.75
  2 1 2 1 5.60
  2 1 2 1 6.40
  2 1 2 2 6.17
  2 1 2 2 6.33
  2 1 2 2 6.32
  2 1 2 2 5.97
  2 2 1 1 6.30
  2 2 1 1 6.35
  2 2 1 1 7.00
  2 2 1 1 9.05
  2 2 1 2 6.55
  2 2 1 2 5.90
  2 2 1 2 5.67
  2 2 1 2 6.30
  2 2 2 1 5.30
  2 2 2 1 6.10
  2 2 2 1 6.50
  2 2 2 1 6.95
  2 2 2 2 6.10
  2 2 2 2 6.10
  2 2 2 2 6.30
  2 2 2 2 6.75
  0 0 0 0 0.00
   O(Z,A,C,R,V)                                                          
 CELL SUMS, FREQUENCIES, AND MEANS-
    CELL       SUM       FREQ.      MEAN
      1   0.24240000E+02   4.   0.60600000E+01
      2   0.25250000E+02   4.   0.63125000E+01
      3   0.27700000E+02   4.   0.69250000E+01
      4   0.27900000E+02   4.   0.69750000E+01
      5   0.24280000E+02   4.   0.60700000E+01
      6   0.24060000E+02   4.   0.60150000E+01
      7   0.26000000E+02   4.   0.65000000E+01
      8   0.29810000E+02   4.   0.74525000E+01
      9   0.23940000E+02   4.   0.59850000E+01
     10   0.23000000E+02   4.   0.57500000E+01
     11   0.24000000E+02   4.   0.60000000E+01
     12   0.24790000E+02   4.   0.61975000E+01
     13   0.28700000E+02   4.   0.71750000E+01
     14   0.24420000E+02   4.   0.61050000E+01
     15   0.24850000E+02   4.   0.62125000E+01
     16   0.25250000E+02   4.   0.63125000E+01
 CLASSIFICATION SUMS, FREQUENCIES, AND MEANS-
 IJK.      
      1   0.49490000E+02   8.   0.61862500E+01
      2   0.55600000E+02   8.   0.69500000E+01
      3   0.48340000E+02   8.   0.60425000E+01
      4   0.55810000E+02   8.   0.69762500E+01
      5   0.46940000E+02   8.   0.58675000E+01
      6   0.48790000E+02   8.   0.60987500E+01
      7   0.53120000E+02   8.   0.66400000E+01
      8   0.50100000E+02   8.   0.62625000E+01
 IJ.L      
      1   0.51940000E+02   8.   0.64925000E+01
      2   0.53150000E+02   8.   0.66437500E+01
      3   0.50280000E+02   8.   0.62850000E+01
      4   0.53870000E+02   8.   0.67337500E+01
      5   0.47940000E+02   8.   0.59925000E+01
      6   0.47790000E+02   8.   0.59737500E+01
      7   0.53550000E+02   8.   0.66937500E+01
      8   0.49670000E+02   8.   0.62087500E+01
 IJ..      
      1   0.10509000E+03  16.   0.65681250E+01
      2   0.10415000E+03  16.   0.65093750E+01
      3   0.95730000E+02  16.   0.59831250E+01
      4   0.10322000E+03  16.   0.64512500E+01
 I.KL      
      1   0.48520000E+02   8.   0.60650000E+01
      2   0.49310000E+02   8.   0.61637500E+01
      3   0.53700000E+02   8.   0.67125000E+01
      4   0.57710000E+02   8.   0.72137500E+01
      5   0.52640000E+02   8.   0.65800000E+01
      6   0.47420000E+02   8.   0.59275000E+01
      7   0.48850000E+02   8.   0.61062500E+01
      8   0.50040000E+02   8.   0.62550000E+01
 I.K.      
      1   0.97830000E+02  16.   0.61143750E+01
      2   0.11141000E+03  16.   0.69631250E+01
      3   0.10006000E+03  16.   0.62537500E+01
      4   0.98890000E+02  16.   0.61806250E+01
 I..L      
      1   0.10222000E+03  16.   0.63887500E+01
      2   0.10702000E+03  16.   0.66887500E+01
      3   0.10149000E+03  16.   0.63431250E+01
      4   0.97460000E+02  16.   0.60912500E+01
 I...      
      1   0.20924000E+03  32.   0.65387500E+01
      2   0.19895000E+03  32.   0.62171875E+01
 .JKL      
      1   0.48180000E+02   8.   0.60225000E+01
      2   0.48250000E+02   8.   0.60312500E+01
      3   0.51700000E+02   8.   0.64625000E+01
      4   0.52690000E+02   8.   0.65862500E+01
      5   0.52980000E+02   8.   0.66225000E+01
      6   0.48480000E+02   8.   0.60600000E+01
      7   0.50850000E+02   8.   0.63562500E+01
      8   0.55060000E+02   8.   0.68825000E+01
 .JK.      
      1   0.96430000E+02  16.   0.60268750E+01
      2   0.10439000E+03  16.   0.65243750E+01
      3   0.10146000E+03  16.   0.63412500E+01
      4   0.10591000E+03  16.   0.66193750E+01
 .J.L      
      1   0.99880000E+02  16.   0.62425000E+01
      2   0.10094000E+03  16.   0.63087500E+01
      3   0.10383000E+03  16.   0.64893750E+01
      4   0.10354000E+03  16.   0.64712500E+01
 .J..      
      1   0.20082000E+03  32.   0.62756250E+01
      2   0.20737000E+03  32.   0.64803125E+01
 ..KL      
      1   0.10116000E+03  16.   0.63225000E+01
      2   0.96730000E+02  16.   0.60456250E+01
      3   0.10255000E+03  16.   0.64093750E+01
      4   0.10775000E+03  16.   0.67343750E+01
 ..K.      
      1   0.19789000E+03  32.   0.61840625E+01
      2   0.21030000E+03  32.   0.65718750E+01
 ...L      
      1   0.20371000E+03  32.   0.63659375E+01
      2   0.20448000E+03  32.   0.63900000E+01
 ....      
      1   0.40819000E+03  64.   0.63779687E+01
 OPTIONS- S= 8, T=0.0500, I=100, R=0, V=0, G=0, P=0
   M+A(I)+B(IJ)+C(K)+AC(IK)+BC(IJK)/                                     
   +D(IJL)+CD(IJKL)                                                      
 E/R LIST-
     4    7    2    5    4   11    2    9    4    7    2    5    4    3    2    1
 ITERATION   1, SSR(FULL MODEL)=  0.26179143E+04,
                SSE(FULL MODEL)=  0.19523775E+02
   H A(I)                                                                
 E/R LIST-
     4    7    2    5    4   11    2   -9    4    7    2    5    4    3    2    1
 FROM RANK COMPUTATIONS- DF(NUM)=   1, DF(DEN)=   48
 ITERATION   1, SSRH=  0.26162599E+04
 ITERATION   1, F=       4.068*, PROB(F) .GT. 0.0466 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.26162599E+04
   H B(IJ)                                                               
 E/R LIST-
     4    7    2   -5    4   11    2    9    4    7    2   -5    4    3    2    1
 FROM RANK COMPUTATIONS- DF(NUM)=   2, DF(DEN)=   48
 ITERATION   1, SSRH=  0.26161336E+04
 ITERATION   1, F=       2.189 , PROB(F) .GT. 0.1212 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.26161336E+04
   O(Z)                                                                  
 OPTIONS- S= 8, T=0.0500, I=100, R=0, V=0, G=0, P=0
   H C(K)                                                                
 FROM RANK COMPUTATIONS- DF(NUM)=   1, DF(DEN)=   48
 ITERATION   1, F=       5.916*, PROB(F) .GT. 0.0178 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.26155079E+04
   H AC(IK)                                                              
 FROM RANK COMPUTATIONS- DF(NUM)=   1, DF(DEN)=   48
 ITERATION   1, F=       8.358*, PROB(F) .GT. 0.0059 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.26145149E+04
   H BC(IJK)                                                             
 FROM RANK COMPUTATIONS- DF(NUM)=   2, DF(DEN)=   48
 ITERATION   1, F=       0.982 , PROB(F) .GT. 0.3837 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.26171154E+04
   H D(IJL)                                                              
 FROM RANK COMPUTATIONS- DF(NUM)=   4, DF(DEN)=   48
 ITERATION   1, F=       1.131 , PROB(F) .GT. 0.3534 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.26160750E+04
   H CD(IJKL)                                                            
 FROM RANK COMPUTATIONS- DF(NUM)=   4, DF(DEN)=   48
 ITERATION   1, F=       1.605 , PROB(F) .GT. 0.1873 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.26153023E+04
   O(V,G)                                                                
 OPTIONS- S= 8, T=0.0500, I=100, R=0, V=1, G=1, P=0
   M+A(I)+C(K)+AC(IK)                                                    
 ITERATION   1, SSR(FULL MODEL)=  0.26108833E+04,
                SSE(FULL MODEL)=  0.26554806E+02
 ESTIMATES OF EXPECTED CELL MEANS-
    CELL  ESTIMATED MEAN
      1   0.61143750E+01
      2   0.61143750E+01
      3   0.69631250E+01
      4   0.69631250E+01
      5   0.61143750E+01
      6   0.61143750E+01
      7   0.69631250E+01
      8   0.69631250E+01
      9   0.62537500E+01
     10   0.62537500E+01
     11   0.61806250E+01
     12   0.61806250E+01
     13   0.62537500E+01
     14   0.62537500E+01
     15   0.61806250E+01
     16   0.61806250E+01
 G-INVERSE SOLUTION-
 AC        
      1  -0.23046875E+00
      2   0.23046875E+00
      3   0.23046875E+00
      4  -0.23046875E+00
 A         
      1   0.16078125E+00
      2  -0.16078125E+00
 C         
      1  -0.19390625E+00
      2   0.19390625E+00
           
      1   0.63779687E+01
                                                                         
   F(R,C,T) L(I(3),J(3),K(3))                                            
 DATA FORMAT AND INPUT DATA-
 (1X,3I2,F6.0)                                                           
  1 1 1  608.
  1 2 2  885.
  1 3 3  940.
  2 1 2  715.
  2 2 3 1087.
  2 3 1  766.
  3 1 3  844.
  3 2 1  711.
  3 3 2  832.
  0 0 0    0.
   O(Z,R,V,G)                                                            
 OPTIONS- S= 8, T=0.0500, I=100, R=1, V=0, G=0, P=0
   M+R(I)+C(J)+T(K)                                                      
 E/R LIST-
     0    0    0    5    0    3    2    1
 VECTOR   1, ITERATIONS   6, TRACE=     0.771783175
 VECTOR   5, ITERATIONS   6, TRACE=     1.543566350
 VECTOR   9, ITERATIONS   6, TRACE=     2.315349525
 VECTOR  11, ITERATIONS   6, TRACE=     3.087132699
 VECTOR  15, ITERATIONS   6, TRACE=     3.858915874
 VECTOR  16, ITERATIONS   6, TRACE=     4.630699049
 VECTOR  21, ITERATIONS   6, TRACE=     5.402482224
 VECTOR  22, ITERATIONS   6, TRACE=     6.174265399
 VECTOR  26, ITERATIONS   6, TRACE=     6.946048574
 THE RANK OF THE M DESIGN MATRIX IS    7
 ITERATION   1, SSRM=  0.34562651E+07
 ITERATION   2, SSRM=  0.49923829E+07
 ITERATION   3, SSRM=  0.56751019E+07
 ITERATION   4, SSRM=  0.59785326E+07
 ITERATION   5, SSRM=  0.61133906E+07
 ITERATION   6, SSRM=  0.61733276E+07
 ITERATION   7, SSRM=  0.61999662E+07
 ITERATION   8, SSRM=  0.62118056E+07
 ITERATION   9, SSRM=  0.62170675E+07
 ITERATION  10, SSRM=  0.62194062E+07
 ITERATION  11, SSRM=  0.62204456E+07
 ITERATION  12, SSRM=  0.62209075E+07
 ITERATION  13, SSRM=  0.62211129E+07
 ITERATION  14, SSRM=  0.62212041E+07
 ITERATION  15, SSRM=  0.62212447E+07
 ITERATION  16, SSRM=  0.62212627E+07
 ITERATION  17, SSRM=  0.62212707E+07
 ITERATION  18, SSRM=  0.62212743E+07
 ITERATION  19, SSRM=  0.62212758E+07
 ITERATION  20, SSRM=  0.62212765E+07
 ITERATION  21, SSRM=  0.62212769E+07
 ITERATION  22, SSRM=  0.62212770E+07
 ITERATION  23, SSRM=  0.62212771E+07
 ITERATION  24, SSRM=  0.62212771E+07
 ITERATION  25, SSRM=  0.62212771E+07
 ITERATION  26, SSRM=  0.62212771E+07
 ITERATION  27, SSRM=  0.62212771E+07
 ITERATION  27, SSR(FULL MODEL)=  0.62212771E+07,
                SSE(FULL MODEL)=  0.48428908E+04
   H  R(I)                                                               
 E/R LIST-
     0    0    0   -5    0    3    2    1
 THE RANK OF THE H DESIGN MATRIX IS    5
 FROM RANK COMPUTATIONS- DF(NUM)=   2, DF(DEN)=    2
 ITERATION   1, SSRH=  0.62153769E+07
 ITERATION   1, F=       1.218 , PROB(F) .GT. 0.4509 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.62153769E+07
   H  C(J)                                                               
 E/R LIST-
     0    0    0    5    0   -3    2    1
 THE RANK OF THE H DESIGN MATRIX IS    5
 FROM RANK COMPUTATIONS- DF(NUM)=   2, DF(DEN)=    2
 ITERATION   1, SSRH=  0.61740636E+07
 ITERATION   1, F=       9.749 , PROB(F) .GT. 0.0996 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.61740636E+07
   H  T(K)                                                               
 E/R LIST-
     0    0    0    5    0    3   -2    1
 THE RANK OF THE H DESIGN MATRIX IS    5
 FROM RANK COMPUTATIONS- DF(NUM)=   2, DF(DEN)=    2
 ITERATION   1, SSRH=  0.61178409E+07
 ITERATION   1, F=      21.358 , PROB(F) .GT. 0.0541 VS. F LEVEL OF 0.0500
 SSR(REDUCED MODEL)=  0.61178409E+07
   E                                                                     
