Multiple Linear Regression - Ordinary Least Squares
Variable	Parameter	S.E.	T-STAT H0: parameter = 0	2-tail p-value	1-tail p-value
(1-B)Mannen[t]	0.574283	0.021636	26.542378	0	0
(1-B)Vrouwen[t]	0.420946	0.016012	26.288619	0	0
Constant	-0.016408	0.019559	-0.838922	0.404077	0.202039
M1[t]	0.017716	0.027828	0.636625	0.526233	0.263117
M2[t]	-0.00214	0.026813	-0.07982	0.936585	0.468292
M3[t]	0.019038	0.027003	0.705011	0.482904	0.241452
M4[t]	0.026321	0.027743	0.948761	0.345672	0.172836
M5[t]	0.012098	0.026869	0.450242	0.653785	0.326893
M6[t]	0.017265	0.026989	0.639717	0.524231	0.262116
M7[t]	0.016498	0.03079	0.535825	0.593604	0.296802
M8[t]	0.050029	0.027037	1.850422	0.068039	0.03402
M9[t]	-0.013271	0.026858	-0.494126	0.622606	0.311303
M10[t]	0.019333	0.030022	0.643958	0.521492	0.260746
M11[t]	0.043127	0.028272	1.525405	0.131203	0.065601
Variable	Elasticity	S.E.*	T-STAT H0: |elast| = 1	2-tail p-value	1-tail p-value
%(1-B)Mannen[t]	0.287142	0.010818	-65.894177	0	0
%(1-B)Vrouwen[t]	0.420946	0.016012	-36.162661	0	0
%Constant	-7.547721	8.996934	0.727773	0.468932	0.234466
%M1[t]	0.620055	0.973972	-0.390098	0.697527	0.348764
%M2[t]	-0.085609	1.072529	-0.852556	0.396516	0.198258
%M3[t]	0.761503	1.08013	-0.220804	0.825822	0.412911
%M4[t]	1.052852	1.109713	0.047627	0.962135	0.481068
%M5[t]	0.483903	1.074763	-0.480196	0.632432	0.316216
%M6[t]	0.690618	1.079569	-0.286579	0.775194	0.387597
%M7[t]	0.659925	1.231604	-0.276124	0.783183	0.391592
%M8[t]	2.001164	1.081464	0.925749	0.357432	0.178716
%M9[t]	-0.530859	1.074338	-0.43668	0.66355	0.331775
%M10[t]	0.676653	1.050772	-0.307724	0.759113	0.379556
%M11[t]	1.509428	0.989526	0.51482	0.608135	0.304067
Variable	Stand. Coeff.	S.E.*	T-STAT H0: coeff = 0	2-tail p-value	1-tail p-value
S-(1-B)Mannen[t]	0.550346	0.020735	26.542378	0	0
S-(1-B)Vrouwen[t]	0.633162	0.024085	26.288619	0	0
S-Constant	0	0	0	1	0.5
S-M1[t]	0.013647	0.021436	0.636625	0.526233	0.263117
S-M2[t]	-0.001752	0.02195	-0.07982	0.936585	0.468292
S-M3[t]	0.015585	0.022106	0.705011	0.482904	0.241452
S-M4[t]	0.021547	0.022711	0.948761	0.345672	0.172836
S-M5[t]	0.009903	0.021996	0.450242	0.653785	0.326893
S-M6[t]	0.014134	0.022094	0.639717	0.524231	0.262116
S-M7[t]	0.013506	0.025206	0.535825	0.593604	0.296802
S-M8[t]	0.040955	0.022133	1.850422	0.068039	0.03402
S-M9[t]	-0.010864	0.021987	-0.494126	0.622606	0.311303
S-M10[t]	0.014892	0.023126	0.643958	0.521492	0.260746
S-M11[t]	0.03322	0.021778	1.525405	0.131203	0.065601
*Note	computed against deterministic endogenous series
Variable	Partial Correlation
(1-B)Mannen[t]	0.948852
(1-B)Vrouwen[t]	0.947935
Constant	-0.094563
M1[t]	0.071897
M2[t]	-0.009037
M3[t]	0.079574
M4[t]	0.106812
M5[t]	0.050914
M6[t]	0.072244
M7[t]	0.060559
M8[t]	0.205066
M9[t]	-0.055861
M10[t]	0.072721
M11[t]	0.170198
Critical Values (alpha = 5%)
1-tail CV at 5%	1.65
2-tail CV at 5%	1.96

Multiple Linear Regression - Regression Statistics
Observations	92
Degrees of Freedom	78
Multiple Linear Regression - Residual Statistics
Standard Error	0.051721
Sum Squared Errors	0.208657
Log Likelihood	149.544959
Durbin-Watson	2.847219
Von Neumann Ratio	2.878508
# e[t] > 0	50
# e[t] < 0	43
# Runs	60
Stand. Normal Runs Statistic	2.676851

Multiple Linear Regression - Ad Hoc Selection Test Statistics
Akaike (1969) Final Prediction Error	0.003082
Akaike (1973) Log Information Criterion	-5.784507
Akaike (1974) Information Criterion	0.003075
Schwarz (1978) Log Criterion	-5.400756
Schwarz (1978) Criterion	0.004513
Craven-Wahba (1979) Generalized Cross Validation	0.003155
Hannan-Quinn (1979) Criterion	0.00359
Rice (1984) Criterion	0.00326
Shibata (1981) Criterion	0.002958

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