 &MODEL
 NLIST   =           1,
 NSTEP   =        2000,
 EPSI    =  1.0000000E-07,
 WGHT    =   1.000000    ,
 NOBS    =         120,
 NVAXZ   =           4,
 NVAX    =           4,
 NORDER  =           0,
 NVAZ    =           0,
 NLAMZ   =           0,
 NLAMY   =           1,
 NLAMX   =           1,
 NSCALE  =           0,
 NEXPY   =           0,
 NRES    =           0,
 NCOR    =           0,
 NCOV    =           0,
 VARNAME = LOG      ,
 NVARIANT        =           1
 /
 &YBOXCOX
 VLY     =  0.000000000000000E+000,
 NTLY    =           0,
 NUMLXY  =           0
 /
 &XBOXCOX
 NUMX    =           1,           2,           3,           4, 46*0,
 NUMLX   = 4*1, 46*0,
 VLX     = 10*0.000000000000000E+000  ,
 NTLX    = 10*0
 /
 &YXZDATA
 YXZFILE = Canada1976.in                                                                   ,
 YXZFMT  = (5e15.5)                                                                        
 /

VARIABLE       MINIMUM         MEAN          MAXIMUM   NULL OBS.      SCALE
DEPENDENT
TOTFLOW     0.2577000D+04  0.1476588D+06  0.2736000D+07     0     0.1000000D-05
INDEPENDENT
POP         0.8591300D+05  0.5297039D+06  0.2802800D+07     0     0.1000000D-05
REVE        0.3698300D+04  0.4258776D+04  0.4808200D+04     0     0.1000000D-02
LANGFR      0.5600000D+01  0.7329333D+02  0.9990000D+02     0     0.1000000D+00
UTILITY     0.5655600D-04  0.4915871D-01  0.1172800D+01     0     0.1000000D+01
CONSTANT    0.1000000D+01  0.1000000D+01  0.1000000D+01     0     0.1000000D+01


MRS of X(l) with respect to X(k) - at the sample means
===================================================================================================================================
        X(k) POP         REVE        LANGFR      UTILITY     CONSTANT  
X(l)
===================================================================================================================================

POP          0.1000D+01  0.7451D+02  0.3456D+03  0.4914D+07 -0.4112D+07

REVE         0.1342D-01  0.1000D+01  0.4639D+01  0.6595D+05 -0.5518D+05

LANGFR       0.2893D-02  0.2156D+00  0.1000D+01  0.1422D+05 -0.1190D+05

UTILITY      0.2035D-06  0.1516D-04  0.7034D-04  0.1000D+01 -0.8368D+00

CONSTANT    -0.2432D-06 -0.1812D-04 -0.8406D-04 -0.1195D+01  0.1000D+01


INITIAL ESTIMATES

             LAM    PARAMETER      STD-ERROR        STUDENT-T    GRADIENT       DERIV.Y         ELAST.Y
                                                                                DERIV.E(Y)      ELAST.E(Y)


POP           X1  0.1389205D+01  0.5457770D-01     25.4537107 -0.1024327D-05  0.3872510D+00      1.3892049
                                                                              0.4970914D+00      1.3892049

REVE          X1  0.8322593D+00  0.6932686D+00      1.2004861 -0.6618732D-06  0.2885581D+02      0.8322593
                                                                              0.3626500D+02      0.8322593

LANGFR        X1  0.6643968D-01  0.5550501D-01      1.1970033 -0.3276004D-06  0.1338513D+03      0.0664397
                                                                              0.1916400D+03      0.0664397

UTILITY       X1  0.6335200D+00  0.1496708D-01     42.3275532  0.4788431D-06  0.1902915D+07      0.6335200
                                                                              0.2843971D+08      0.6335200

CONSTANT      X0 -0.1078358D+02  0.5515421D+01     -1.9551693 -0.7920692D-07 -0.1592291D+07    -10.7835828
                                                                             -0.2006817D+07    -10.7835828

VAR(W)            0.1312324D+00  0.1694202D-01      7.7459667  0.0000000D+00

INITIAL VALUES
 
LAM(Y)         0.0000000D+00
LAM(X1)        0.0000000D+00


LOG-LIKELIHOOD = -0.1318235D+04

NUMBER OF OBSERVATIONS              =            120

PEARSON-R2(E) (unadjusted)          =         0.8850
PEARSON-R2(E) (adjusted for D.F.)   =         0.8810

PSEUDO-R2(L)  (unadjusted)          =         0.9441
PSEUDO-R2(L)  (adjusted for D.F.)   =         0.9422

PROBABILITY of Y to be at the limit =         0.0000
MEAN VALUE of E(Y)                  =  0.1860993D+06

MEAN of residual W                  = -0.8662091D-10
VARIANCE of residual W              =  0.1312324D+00
95% CONFIDENCE INTERVAL for residual W
Lower Bound = -0.7100297D+00   Upper Bound =  0.7100297D+00


CPU TIME:      0.02 sec
