Multiple Linear Regression - Estimated Regression Equation

index[t] = + 52.6135801250548 -0.00138193125711569maand[t] + 0.301814408454775voeding[t] + 0.163193903248279nietvoeding[t] + 0.28510228446795diensten[t] -0.256996818812504huur[t] + 0.070223575059082t + e[t]

Multiple Linear Regression - Ordinary Least Squares
Variable	Parameter	S.D.	T-STAT H0: parameter = 0	2-tail p-value	1-tail p-value
(Intercept)	52.6135801250548	12.695662	4.1442	0.000101	5e-05
maand	-0.00138193125711569	0.007104	-0.1945	0.846363	0.423182
voeding	0.301814408454775	0.017562	17.1854	0	0
nietvoeding	0.163193903248279	0.016998	9.601	0	0
diensten	0.28510228446795	0.040977	6.9576	0	0
huur	-0.256996818812504	0.104843	-2.4512	0.016934	0.008467
t	0.070223575059082	0.023611	2.9742	0.004119	0.00206

Multiple Linear Regression - Regression Statistics
Multiple R	0.999046716989582
R-squared	0.998094342727661
Adjusted R-squared	0.997918435902522
F-TEST (value)	5673.99441118485
F-TEST (DF numerator)	6
F-TEST (DF denominator)	65
p-value	0
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation	0.163048767947174
Sum Squared Residuals	1.72801854739094

Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or Index	Actuals	Interpolation Forecast	Residuals Prediction Error
1	104.29	104.376719215724	-0.0867192157239278
2	104.56	104.596044484058	-0.0360444840581487
3	104.79	104.836798876079	-0.0467988760793533
4	105.08	105.298145959079	-0.218145959078754
5	105.21	105.488049533462	-0.27804953346195
6	105.43	105.810806212149	-0.380806212149096
7	105.69	106.075420815159	-0.385420815159149
8	105.74	106.003046146682	-0.263046146682093
9	106.2	106.227971593606	-0.0279715936063852
10	106.04	106.027498015304	0.0125019846962024
11	106.45	106.402833696413	0.0471663035870463
12	106.4	106.309058108491	0.0909418915092075
13	106.48	106.455572218	0.024427782000102
14	106.83	106.679212190067	0.150787809933388
15	107.14	107.011420353163	0.128579646837202
16	107.94	107.922375552601	0.0176244473985381
17	108.46	108.577546982827	-0.117546982826947
18	108.81	108.841349761786	-0.0313497617861699
19	108.92	108.929408086342	-0.00940808634177477
20	108.99	108.945203311808	0.0447966881918749
21	109.16	109.053562295504	0.106437704496472
22	109.22	109.134758769206	0.0852412307944602
23	109.43	109.341231476369	0.0887685236306068
24	109.23	109.165471131192	0.064528868807769
25	109.93	109.90114869856	0.0288513014397537
26	110.09	109.866101844015	0.223898155985056
27	110.33	110.10471675425	0.225283245750007
28	110.11	109.991338912153	0.118661087846576
29	110.35	110.245971642903	0.104028357096708
30	110.09	110.025339242193	0.0646607578067848
31	110.44	110.304667650769	0.135332349231316
32	110.39	110.224243200018	0.165756799981585
33	110.62	110.472001916183	0.147998083816758
34	110.43	110.247592949274	0.18240705072569
35	110.46	110.325454659898	0.134545340101625
36	110.55	110.332418364195	0.217581635804838
37	110.94	110.724924413226	0.215075586774465
38	111.56	111.230201560737	0.32979843926341
39	111.82	111.464181917013	0.355818082986791
40	111.73	111.659189512949	0.0708104870505523
41	111.57	111.524860401945	0.045139598054906
42	111.85	111.849882042058	0.00011795794193449
43	112.06	112.07893640812	-0.0189364081196451
44	112.2	112.234738476559	-0.0347384765590138
45	112.47	112.584217222239	-0.114217222238602
46	112.15	112.150603122814	-0.000603122814215742
47	112.36	112.359644323525	0.000355676474671473
48	112.32	112.316231562352	0.00376843764805664
49	112.67	112.6726097995	-0.00260979949978982
50	113.02	112.9251524422	0.0948475578000547
51	113.05	113.006733295152	0.0432667048476108
52	113.5	113.635444023295	-0.135444023295177
53	113.67	113.890161348144	-0.220161348144305
54	113.65	113.961027065326	-0.311027065325784
55	114	114.244626953407	-0.244626953406782
56	114.03	114.213807068855	-0.183807068854676
57	114.08	114.237692653164	-0.157692653163902
58	114.49	114.431913231676	0.0580867683237991
59	114.48	114.580207219261	-0.100207219260542
60	114.25	114.392003673217	-0.1420036732173
61	114.68	114.741708495349	-0.0617084953489566
62	115.28	115.282156910686	-0.00215691068578923
63	115.9	115.973330125342	-0.0733301253415308
64	115.87	116.01479246031	-0.14479246030992
65	116.09	116.366197110727	-0.276197110727236
66	116.29	116.455116335081	-0.165116335081413
67	116.76	116.711658269441	0.0483417305587939
68	116.78	116.744562176033	0.0354378239670384
69	116.65	116.479402588229	0.170597411771362
70	116.46	116.49600135634	-0.0360013563395668
71	116.82	116.779594587241	0.0404054127594427
72	116.91	116.725989229005	0.184010770995443

Goldfeld-Quandt test for Heteroskedasticity
p-values	Alternative Hypothesis
breakpoint index	greater	2-sided	less
10	0.199438677385209	0.398877354770418	0.800561322614791
11	0.311142450787311	0.622284901574623	0.688857549212688
12	0.215441522485658	0.430883044971315	0.784558477514342
13	0.140115364497639	0.280230728995279	0.859884635502361
14	0.101762582614545	0.203525165229089	0.898237417385455
15	0.114084717111881	0.228169434223762	0.885915282888119
16	0.644136047332427	0.711727905335146	0.355863952667573
17	0.798038438378968	0.403923123242064	0.201961561621032
18	0.91509212953918	0.169815740921639	0.0849078704608196
19	0.960729252839533	0.0785414943209334	0.0392707471604667
20	0.961515750552122	0.0769684988957552	0.0384842494478776
21	0.952183776098735	0.0956324478025311	0.0478162239012655
22	0.929163422789125	0.141673154421749	0.0708365772108745
23	0.899994143752681	0.200011712494637	0.100005856247319
24	0.887297907060125	0.225404185879749	0.112702092939875
25	0.873467831987822	0.253064336024356	0.126532168012178
26	0.83339518244475	0.3332096351105	0.16660481755525
27	0.809449552533422	0.381100894933157	0.190550447466578
28	0.843326079918461	0.313347840163078	0.156673920081539
29	0.800940165122773	0.398119669754454	0.199059834877227
30	0.840053777821854	0.319892444356293	0.159946222178146
31	0.807317272829117	0.385365454341766	0.192682727170883
32	0.777511306874441	0.444977386251118	0.222488693125559
33	0.722179977874536	0.555640044250929	0.277820022125464
34	0.658960574764403	0.682078850471195	0.341039425235597
35	0.59262972026287	0.81474055947426	0.40737027973713
36	0.521092851153305	0.957814297693389	0.478907148846695
37	0.561146701336588	0.877706597326824	0.438853298663412
38	0.49160010978541	0.983200219570819	0.50839989021459
39	0.470677978752192	0.941355957504383	0.529322021247808
40	0.507515163137658	0.984969673724684	0.492484836862342
41	0.468766395938153	0.937532791876306	0.531233604061847
42	0.443842359789899	0.887684719579799	0.556157640210101
43	0.498479390899569	0.996958781799138	0.501520609100431
44	0.554950058690094	0.890099882619813	0.445049941309906
45	0.583234303646716	0.833531392706569	0.416765696353284
46	0.599059890777248	0.801880218445505	0.400940109222752
47	0.683053189626735	0.633893620746531	0.316946810373265
48	0.817807736819251	0.364384526361499	0.182192263180749
49	0.882491198007529	0.235017603984943	0.117508801992472
50	0.911773776621864	0.176452446756272	0.0882262233781358
51	0.952751341077792	0.0944973178444165	0.0472486589222082
52	0.977920028875267	0.0441599422494656	0.0220799711247328
53	0.986462013180361	0.0270759736392787	0.0135379868196393
54	0.988167115264873	0.023665769470254	0.011832884735127
55	0.985275954622611	0.0294480907547784	0.0147240453773892
56	0.981637656360091	0.0367246872798175	0.0183623436399088
57	0.978362469157868	0.0432750616842641	0.021637530842132
58	0.962350526366079	0.0752989472678418	0.0376494736339209
59	0.925194360072071	0.149611279855858	0.0748056399279289
60	0.859121517981407	0.281756964037185	0.140878482018593
61	0.811129374909459	0.377741250181082	0.188870625090541
62	0.707485147759843	0.585029704480313	0.292514852240157

Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description	# significant tests	% significant tests	OK/NOK
1% type I error level	0	0	OK
5% type I error level	6	0.113207547169811	NOK
10% type I error level	11	0.207547169811321	NOK