 &MODEL
 NLIST   =           1,
 NSTEP   =        2000,
 EPSI    =  1.0000000E-07,
 WGHT    =   1.000000    ,
 NOBS    =         683,
 NAMY    =      'SHIP',
 NVAXZ   =           8,
 NVAX    =           4,
 NORDER  =           1,
 NVAZ    =           0,
 NLAMZ   =           0,
 NLAMY   =           1,
 NLAMX   =           1,
 NSCALE  =           1,
 NEXPY   =           0,
 NRES    =           0,
 NCOR    =           0,
 NCOV    =           0,
 VARNAME = BC1+AU+PR,
 NVARIANT        =           4
 /
 &AUTOCOR
 RHO     =  0.661937400000000     ,  0.000000000000000E+000,
 PI      =  0.383496000000000     ,  0.000000000000000E+000,
 NTPI    =           1,   538976288,
 MATFILE = R400miles.in                                                                                                              
                                       
 /
 &YBOXCOX
 VLY     =  0.000000000000000E+000,
 NTLY    =           1,
 NUMLXY  =           1
 /
 &XBOXCOX
 NUMX    =           2,           3,           4,           5, 46*0,
 NUMLX   = 2*1,           0,           1, 46*0,
 VLX     = 10*0.000000000000000E+000  ,
 NTLX    =           1, 9*0
 /
 &YXZDATA
 YXZFILE = America.in                                                                      ,
 YXZFMT  = (5e15.8)                                                                        
 /

VARIABLE       MINIMUM         MEAN          MAXIMUM   NULL OBS.      SCALE
DEPENDENT
SHIP        0.8749967D+01  0.3598531D+06  0.2035627D+08     0     0.1000000D-06
INDEPENDENT
AGDPM       0.1479850D+01  0.8925339D+02  0.6423090D+03     0     0.1000000D-01
AGDPX       0.1479850D+01  0.8938075D+02  0.6423090D+03     0     0.1000000D-01
CDUMMY      0.0000000D+00  0.1317716D+00  0.1000000D+01   593     0.1000000D+01
DIST        0.7200000D+02  0.1347331D+04  0.3448000D+04     0     0.1000000D-02
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) AGDPM       AGDPX       CDUMMY      DIST        CONSTANT  
X(l)
===================================================================================================================================

AGDPM        0.1000D+01  0.1160D+01  0.2557D+03 -0.9629D-01 -0.3370D+03

AGDPX        0.8618D+00  0.1000D+01  0.2204D+03 -0.8298D-01 -0.2904D+03

CDUMMY       0.3911D-02  0.4538D-02  0.1000D+01 -0.3765D-03 -0.1318D+01

DIST        -0.1039D+02 -0.1205D+02 -0.2656D+04  0.1000D+01  0.3500D+04

CONSTANT    -0.2967D-02 -0.3443D-02 -0.7587D+00  0.2857D-03  0.1000D+01


INITIAL ESTIMATES

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


AGDPM         X1  0.1055375D+01  0.4161015D-01     25.3633903 -0.6715252D-12  0.4255075D+04      1.0553745
                                                                              0.9977027D-01      1.0553745

AGDPX         X1  0.1226404D+01  0.4160387D-01     29.4781291  0.7871377D-12  0.4937589D+04      1.2264041
                                                                              0.1059039D+00      1.2264041

CDUMMY        X0  0.3023654D+01  0.1147141D+00     26.3581647 -0.1514038D-12  0.1088071D+07      3.0236541
                                                                              0.2029715D+00      3.0236541

DIST          X1 -0.1533994D+01  0.1018111D+00    -15.0670567  0.1348588D-12 -0.4097083D+03     -1.5339942
                                                                             -0.2916469D+00     -1.5339942

CONSTANT      X0 -0.3985118D+01  0.1146969D+00    -34.7447580 -0.2901254D-11 -0.1434057D+07     -3.9851176
                                                                             -0.2675126D+00     -3.9851176

VAR(W)            0.8220137D+00  0.4448194D-01     18.4797186  0.0000000D+00

INITIAL VALUES
 
RHO1           0.6619374D+00
PI1            0.3834960D+00
 
LAM(Y)         0.0000000D+00
LAM(X1)        0.0000000D+00

LAM(Y) is set equal to LAM(X1).


LOG-LIKELIHOOD =  0.2997117D+04

NUMBER OF OBSERVATIONS              =            683

PEARSON-R2(E) (unadjusted)          =         0.5754
PEARSON-R2(E) (adjusted for D.F.)   =         0.5729

PSEUDO-R2(L)  (unadjusted)          =         0.7662
PSEUDO-R2(L)  (adjusted for D.F.)   =         0.7648

PROBABILITY of Y to be at the limit =         0.0000
MEAN VALUE of E(Y)                  =  0.6712790D-01

MEAN of residual W                  =  0.7784372D-02
VARIANCE of residual W              =  0.8220137D+00
95% CONFIDENCE INTERVAL for residual W
Lower Bound = -0.1769249D+01   Upper Bound =  0.1784818D+01




initialization cards for control routine follow - -  id card - no. parameters , no. steps , step size 
minimization tolerance - starting values of parameters - relative uncertainties of parameters (error estimates) -  
and starting direction  (relative parameter increments for 1st step)
identification line
         3      2000   0.1E+01   0.1E-06
  0.79625E+00 -0.47474E+00  0.00000E+00
  0.10000E+01  0.10000E+01  0.10000E+01
  0.00000E+00  0.00000E+00  0.00000E+00

first entry to fcn , parameters of current step follow - - f,x(i)
  -0.2997116666D+04  0.79625D+00 -0.47474D+00  0.00000D+00

new absolute minimum , parameters for fcn entry     5  follow - - f,x(i)
  -0.3032275300D+04  0.79625D+00 -0.47474D+00  0.63929D-01

new absolute minimum , parameters for fcn entry     7  follow - - f,x(i)
  -0.3032301712D+04  0.81279D+00 -0.47296D+00  0.63978D-01

new absolute minimum , parameters for fcn entry     9  follow - - f,x(i)
  -0.3032302084D+04  0.81142D+00 -0.45796D+00  0.63965D-01

new absolute minimum , parameters for fcn entry    11  follow - - f,x(i)
  -0.3032302094D+04  0.81140D+00 -0.45806D+00  0.63931D-01

new absolute minimum , parameters for fcn entry    12  follow - - f,x(i)
  -0.3032302094D+04  0.81140D+00 -0.45806D+00  0.63931D-01

new absolute minimum , parameters for fcn entry    13  follow - - f,x(i)
  -0.3032302094D+04  0.81140D+00 -0.45806D+00  0.63931D-01

new absolute minimum , parameters for fcn entry    14  follow - - f,x(i)
  -0.3032302094D+04  0.81140D+00 -0.45806D+00  0.63931D-01


the function (fcn) has not improved by    0.10000D-06 after 3 steps which include a minimum - - -


therefore the run has been terminated
  -0.3032302094D+04  0.81140D+00 -0.45806D+00  0.63931D-01


all numbers of last entry refer to final pt. of run


the lowest value of the function (fcn) was  -0.3032302094D+04 for entry   14 - - x(i) follows
  0.81140E+00 -0.45806E+00  0.63931E-01



run statistics follow - -

 nfcn=   14 nst=    7


MRS of X(l) with respect to X(k) - at the sample means
===================================================================================================================================
        X(k) AGDPM       AGDPX       CDUMMY      DIST        CONSTANT  
X(l)
===================================================================================================================================

AGDPM        0.1000D+01  0.1125D+01  0.2457D+03 -0.1006D+00  0.7391D+03

AGDPX        0.8887D+00  0.1000D+01  0.2183D+03 -0.8940D-01  0.6568D+03

CDUMMY       0.4070D-02  0.4580D-02  0.1000D+01 -0.4095D-03  0.3008D+01

DIST        -0.9940D+01 -0.1119D+02 -0.2442D+04  0.1000D+01 -0.7347D+04

CONSTANT     0.1353D-02  0.1523D-02  0.3324D+00 -0.1361D-03  0.1000D+01


FINAL ESTIMATES

             LAM    PARAMETER      STD-ERROR        STUDENT-T      STUDENT-T    GRADIENT       DERIV.Y         ELAST.Y
                                   (CONDIT.)        (CONDIT.)      (CONDIT.)                   DERIV.E(Y)      ELAST.E(Y)
                                                    (PAR = 0)      (PAR = 1)

AGDPM         X1  0.1618806D+01  0.1054975D+00     15.3444932                 0.6078623D-11  0.3838761D+04      0.9521174
                                 0.6048706D-01     26.7628551                                0.5432650D+04      1.0169236

AGDPX         X1  0.1824071D+01  0.1061278D+00     17.1874983                 0.8058052D-11  0.4319747D+04      1.0729440
                                 0.6248188D-01     29.1936074                                0.5625180D+04      1.1453676

CDUMMY        X0  0.5938269D+01  0.5437883D+00     10.9201862                 0.4720201D-13  0.9431370D+06      2.6208942
                                 0.2095469D+00     28.3386232                                0.8478418D+06      2.7080416

DIST          X1 -0.2066684D+01  0.1577009D+00    -13.1050868                 0.2065168D-10 -0.3861767D+03     -1.4458893
                                 0.1362860D+00    -15.1643159                               -0.1065894D+04     -1.6127310

CONSTANT      X0  0.1786423D+02  0.1589638D+01     11.2379262                 0.6004208D-11  0.2837261D+07      7.8844956
                                 0.1299595D+01     13.7459958                                0.2550582D+07      8.8679503

VAR(W)            0.2766031D+01  0.4650395D+00      5.9479488                 0.0000000D+00
                                 0.1490444D+00     18.5584421
 
RHO1      (E)     0.6703606D+00  0.5995131D-01     11.1817503                -0.3191377D-07
                                 0.5992258D-01     11.1871127
PI1       (E)     0.3874453D+00  0.1462979D+00      2.6483309     -4.1870358 -0.8123020D-08
                                 0.1462683D+00      2.6488677     -4.1878844
 
LAM(Y)    (E)     0.6393131D-01  0.7663071D-02      8.3427799   -122.1532061  0.1344233D-07
LAM(X1)   (E)     0.6393131D-01  0.7663071D-02      8.3427799   -122.1532061  0.1344233D-07

LAM(Y) is set equal to LAM(X1).


LOG-LIKELIHOOD = -0.7976357D+04

NUMBER OF OBSERVATIONS              =            683

PEARSON-R2(E) (unadjusted)          =         0.6839
PEARSON-R2(E) (adjusted for D.F.)   =         0.6806

PSEUDO-R2(L)  (unadjusted)          =         0.7990
PSEUDO-R2(L)  (adjusted for D.F.)   =         0.7969

PROBABILITY of Y to be at the limit =         0.0000
MEAN VALUE of E(Y)                  =  0.3621477D+06

MEAN of residual W                  =  0.1448522D-01
VARIANCE of residual W              =  0.2766031D+01
95% CONFIDENCE INTERVAL for residual W
Lower Bound = -0.3245267D+01   Upper Bound =  0.3274238D+01


CPU TIME:  3 min 36 sec
