Multiple Linear Regression - Estimated Regression Equation

RuweOlie(NSB)[t] = -0.0541370250440063 + 0.879652544184292LoodvrijeBenzine[t] + 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)	-0.0541370250440063	0.02054	-2.6357	0.010798	0.005399
LoodvrijeBenzine	0.879652544184292	0.033264	26.4442	0	0

Multiple Linear Regression - Regression Statistics
Multiple R	0.961578230829939
R-squared	0.924632694006035
Adjusted R-squared	0.923310460567544
F-TEST (value)	699.296105430171
F-TEST (DF numerator)	1
F-TEST (DF denominator)	57
p-value	0
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation	0.0344242198136768
Sum Squared Residuals	0.0675465338574791

Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or Index	Actuals	Interpolation Forecast	Residuals Prediction Error
1	0.397232704	0.389391355384552	0.0078413486154484
2	0.382767296	0.348717227184328	0.0340500688156722
3	0.396037736	0.39441807003192	0.0016196659680803
4	0.441761006	0.47947975501737	-0.0377187490173697
5	0.445220126	0.496710973142141	-0.051490847142141
6	0.438490566	0.497080806340945	-0.0585902403409449
7	0.467484277	0.541151363618476	-0.0736670866184763
8	0.465786164	0.485193304130542	-0.0194071401305421
9	0.402075472	0.3735639941074	0.0285114778926
10	0.376163522	0.343932036097059	0.0322314859029412
11	0.37591195	0.356793181725992	0.019118768274008
12	0.392955975	0.380960662481742	0.0119953125182585
13	0.34490566	0.336927844057661	0.00797781594233911
14	0.368553459	0.367095683758962	0.0014577752410385
15	0.390880503	0.424797243618003	-0.0339167406180029
16	0.424842767	0.498462020932077	-0.0736192539320774
17	0.426855346	0.537498315263759	-0.110642969263759
18	0.442327044	0.520018025280407	-0.0776909812804069
19	0.474842767	0.513617643460735	-0.0387748764607355
20	0.447610063	0.452836654032082	-0.00522659103208166
21	0.480754717	0.489782257050339	-0.00902754005033926
22	0.516037736	0.508749428127389	0.00728830787261139
23	0.580628931	0.586693706272394	-0.00606477527239416
24	0.573522013	0.556918342906037	0.0166036700939627
25	0.578867925	0.552623747237448	0.0262441777625519
26	0.593584906	0.57239096494239	0.0211939410576094
27	0.645974843	0.614695378712675	0.0312794642873251
28	0.690503145	0.68285039337953	0.00765275162046949
29	0.782201258	0.743608739672044	0.0385925183279555
30	0.839056604	0.804419919655667	0.0346366843443327
31	0.847484277	0.79214748852915	0.0553367884708502
32	0.726855346	0.682654155212059	0.0442011907879414
33	0.635534591	0.621118404548139	0.0144161864518613
34	0.470943396	0.456067035496886	0.0148763605031137
35	0.346163522	0.286939952080656	0.0592235699193437
36	0.272327044	0.237269060490999	0.0350579835090006
37	0.286792453	0.249564134753657	0.0372283182463432
38	0.27672956	0.280282950983575	-0.00355339098357509
39	0.297421384	0.297582097637113	-0.00016071363711334
40	0.321698113	0.320368363801731	0.00132974919826947
41	0.365597484	0.406962216153158	-0.0413647321531577
42	0.435220126	0.471116991522979	-0.0358968655229794
43	0.412893082	0.42218576633093	-0.00929268433093034
44	0.458679245	0.48688397081054	-0.0282047258105404
45	0.428427673	0.427846482632646	0.000581190367353617
46	0.463522013	0.451259201273477	0.0122628117265226
47	0.487169811	0.476679587861307	0.0104902231386931
48	0.473584906	0.453855582843239	0.0197293231567609
49	0.491886792	0.486144304412933	0.00574248758706745
50	0.474842767	0.460263512961392	0.0145792540386078
51	0.502327044	0.497865759010833	0.00446128498916735
52	0.539371069	0.54126457753987	-0.00189350853987037
53	0.484402516	0.514115786298244	-0.0297132702982444
54	0.474654088	0.470188634376729	0.00446545362327131
55	0.473522013	0.46130508490869	0.0122169280913104
56	0.48754717	0.480355279352164	0.00719189064783576
57	0.493333333	0.47230196794664	0.0210313650533602
58	0.525157233	0.507700308761262	0.0174569242387378
59	0.542704403	0.516961238846934	0.0257431641530657

Goldfeld-Quandt test for Heteroskedasticity
p-values	Alternative Hypothesis
breakpoint index	greater	2-sided	less
5	0.0015945272252874	0.0031890544505748	0.998405472774713
6	0.000642352009735446	0.00128470401947089	0.999357647990265
7	0.000139159194790768	0.000278318389581537	0.99986084080521
8	0.00439265244093759	0.00878530488187518	0.995607347559062
9	0.0018604207074985	0.003720841414997	0.998139579292502
10	0.00060778723526109	0.00121557447052218	0.999392212764739
11	0.000248597573499633	0.000497195146999267	0.9997514024265
12	6.82521151268307e-05	0.000136504230253661	0.999931747884873
13	0.000350072366554159	0.000700144733108319	0.999649927633446
14	0.000225900674042518	0.000451801348085037	0.999774099325958
15	0.000294599651775342	0.000589199303550685	0.999705400348225
16	0.000742853132310857	0.00148570626462171	0.99925714686769
17	0.0177375654125664	0.0354751308251329	0.982262434587434
18	0.044672402060383	0.089344804120766	0.955327597939617
19	0.101653526993022	0.203307053986043	0.898346473006978
20	0.12237662021294	0.24475324042588	0.87762337978706
21	0.236896919421018	0.473793838842036	0.763103080578982
22	0.561685534355	0.87662893129	0.438314465645
23	0.861414818788528	0.277170362422945	0.138585181211472
24	0.948033856997288	0.103932286005423	0.0519661430027117
25	0.97822171292094	0.043556574158119	0.0217782870790595
26	0.986331937410138	0.0273361251797241	0.0136680625898621
27	0.993104464175976	0.0137910716480488	0.00689553582402439
28	0.992794237873755	0.0144115242524898	0.00720576212624491
29	0.995192226175485	0.00961554764903	0.004807773824515
30	0.99480290327592	0.0103941934481585	0.00519709672407925
31	0.997949089383925	0.00410182123215091	0.00205091061607546
32	0.999242002578003	0.00151599484399346	0.000757997421996728
33	0.998970677077536	0.00205864584492848	0.00102932292246424
34	0.998273335267447	0.00345332946510537	0.00172666473255268
35	0.999579288705709	0.000841422588582955	0.000420711294291477
36	0.999547137980543	0.000905724038913812	0.000452862019456906
37	0.999749975531723	0.000500048936553561	0.000250024468276781
38	0.999437356497241	0.00112528700551772	0.00056264350275886
39	0.998820539627554	0.00235892074489281	0.0011794603724464
40	0.997854732990786	0.00429053401842744	0.00214526700921372
41	0.99912868886791	0.00174262226418179	0.000871311132090894
42	0.999775117237146	0.000449765525707808	0.000224882762853904
43	0.99968517099125	0.000629658017498352	0.000314829008749176
44	0.99992709949412	0.000145801011761551	7.29005058807757e-05
45	0.9998834327027	0.000233134594599899	0.00011656729729995
46	0.999654089032257	0.000691821935485236	0.000345910967742618
47	0.99898701080627	0.00202597838746044	0.00101298919373022
48	0.99735289504334	0.00529420991332083	0.00264710495666042
49	0.993039191486698	0.0139216170266034	0.00696080851330172
50	0.98272150974519	0.0345569805096197	0.0172784902548098
51	0.959549234357649	0.0809015312847026	0.0404507656423513
52	0.911542296102803	0.176915407794395	0.0884577038971973
53	0.99698110308385	0.00603779383229985	0.00301889691614993
54	0.990426636265006	0.0191467274699877	0.00957336373499386

Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description	# significant tests	% significant tests	OK/NOK
1% type I error level	32	0.64	NOK
5% type I error level	41	0.82	NOK
10% type I error level	43	0.86	NOK