Multiple Linear Regression - Estimated Regression Equation

Werkl[t] = + 143.751260601764 -0.385392472173445Infl[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)	143.751260601764	2.15361	66.749	0	0
Infl	-0.385392472173445	0.021134	-18.2352	0	0

Multiple Linear Regression - Regression Statistics
Multiple R	0.923941333344126
R-squared	0.853667587461722
Adjusted R-squared	0.851100352154033
F-TEST (value)	332.524091151642
F-TEST (DF numerator)	1
F-TEST (DF denominator)	57
p-value	0
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation	0.406752304805825
Sum Squared Residuals	9.43050393549652

Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or Index	Actuals	Interpolation Forecast	Residuals Prediction Error
1	106.1	106.025191500705	0.0748084992951664
2	106	105.716877522966	0.283122477033612
3	105.9	105.593551931871	0.306448068129123
4	105.8	105.528035211601	0.271964788398600
5	105.7	105.809371716288	-0.109371716288011
6	105.6	105.932697307384	-0.332697307383524
7	105.4	105.871034511836	-0.471034511835758
8	105.4	105.558866609375	-0.158866609375272
9	105.5	105.497203813828	0.00279618617247816
10	105.6	105.655214727419	-0.0552147274186441
11	105.7	105.963528705157	-0.263528705157391
12	105.9	105.778540318514	0.121459681485867
13	106.1	105.466372416054	0.633627583946348
14	106	105.158058438315	0.841941561685108
15	105.8	105.096395642767	0.703604357232855
16	105.8	105.127227040541	0.67277295945898
17	105.7	105.250552631637	0.449447368363486
18	105.5	105.373878222732	0.126121777267978
19	105.3	105.250552631637	0.0494473683634804
20	105.2	104.911407256124	0.288592743876116
21	105.2	104.911407256124	0.288592743876116
22	105	105.034732847219	-0.034732847219392
23	105.1	105.188889836089	-0.0888898360887725
24	105.1	105.104103492211	-0.00410349221061495
25	105.2	104.911407256124	0.288592743876116
26	104.9	104.603093278385	0.296906721614874
27	104.8	104.418104891742	0.381895108258121
28	104.5	104.433520590629	0.0664794093711834
29	104.5	104.564554031168	-0.0645540311677838
30	104.4	104.703295321150	-0.303295321150224
31	104.4	104.514453009785	-0.114453009785232
32	104.2	104.325610698420	-0.125610698420249
33	104.1	104.394981343411	-0.294981343411474
34	103.9	104.402689192855	-0.502689192854936
35	103.8	104.537576558116	-0.737576558115648
36	103.9	104.633924676159	-0.733924676159
37	104.2	104.379565644525	-0.179565644524531
38	104.1	103.874701505977	0.225298494022674
39	103.8	103.651173872117	0.148826127883275
40	103.6	103.635758173230	-0.0357581732297879
41	103.7	103.843870108203	-0.143870108203442
42	103.5	104.144476236499	-0.644476236498733
43	103.4	104.098229139838	-0.698229139837912
44	103.1	103.824600484595	-0.72460048459478
45	103.1	103.762937689047	-0.662937689047024
46	103.1	103.701274893499	-0.601274893499274
47	103.2	103.920948602638	-0.720948602638132
48	103.3	103.932510376803	-0.632510376803342
49	103.5	103.593365001291	-0.0933650012907036
50	103.6	103.115478335796	0.484521664204361
51	103.5	102.972883121091	0.527116878908543
52	103.3	102.803310433335	0.496689566664855
53	103.2	102.922782099709	0.277217900291092
54	103.1	102.969029196370	0.130970803630268
55	103.2	102.915074250265	0.284925749734560
56	103	102.710816240014	0.289183759986483
57	103	102.776332960283	0.223667039716997
58	103.1	102.945905648039	0.154094351960676
59	103.4	103.258073550500	0.141926449500196

Goldfeld-Quandt test for Heteroskedasticity
p-values	Alternative Hypothesis
breakpoint index	greater	2-sided	less
5	0.0657043912428305	0.131408782485661	0.93429560875717
6	0.0889452644193762	0.177890528838752	0.911054735580624
7	0.146880293943616	0.293760587887231	0.853119706056384
8	0.148187746719477	0.296375493438954	0.851812253280523
9	0.0930978776883454	0.186195755376691	0.906902122311655
10	0.0516104980930191	0.103220996186038	0.94838950190698
11	0.0281123004990112	0.0562246009980225	0.971887699500989
12	0.0171703474984610	0.0343406949969221	0.98282965250154
13	0.0292404902431319	0.0584809804862639	0.970759509756868
14	0.0287512808073009	0.0575025616146019	0.9712487191927
15	0.0225811866843572	0.0451623733687144	0.977418813315643
16	0.0190712956310427	0.0381425912620854	0.980928704368957
17	0.0152832464742233	0.0305664929484466	0.984716753525777
18	0.0149056651691330	0.0298113303382660	0.985094334830867
19	0.0257394261855862	0.0514788523711724	0.974260573814414
20	0.0444340514632611	0.0888681029265221	0.955565948536739
21	0.0573603970954792	0.114720794190958	0.94263960290452
22	0.0898840696953125	0.179768139390625	0.910115930304688
23	0.105568827119153	0.211137654238306	0.894431172880847
24	0.11615861273552	0.23231722547104	0.88384138726448
25	0.144949624674705	0.289899249349410	0.855050375325295
26	0.198840540687441	0.397681081374882	0.801159459312559
27	0.302267900601939	0.604535801203878	0.697732099398061
28	0.403034447267361	0.806068894534723	0.596965552732639
29	0.509027696449989	0.981944607100021	0.490972303550011
30	0.627318536595967	0.745362926808065	0.372681463404033
31	0.713853251737293	0.572293496525414	0.286146748262707
32	0.76748647062328	0.465027058753439	0.232513529376720
33	0.81051409478064	0.378971810438721	0.189485905219361
34	0.843316677384611	0.313366645230777	0.156683322615389
35	0.887095563361121	0.225808873277758	0.112904436638879
36	0.90705627451035	0.185887450979298	0.0929437254896492
37	0.943297341635426	0.113405316729147	0.0567026583645735
38	0.987305741602801	0.0253885167943971	0.0126942583971985
39	0.994011958559478	0.0119760828810436	0.00598804144052182
40	0.993655045565876	0.0126899088682481	0.00634495443412403
41	0.996477870532076	0.0070442589358482	0.0035221294679241
42	0.99655303222439	0.00689393555122	0.00344696777561
43	0.995721062587448	0.00855787482510414	0.00427893741255207
44	0.994720803254726	0.0105583934905484	0.00527919674527419
45	0.993357916272452	0.0132841674550970	0.00664208372754852
46	0.992279352634354	0.0154412947312926	0.0077206473656463
47	0.99204320675749	0.0159135864850223	0.00795679324251115
48	0.99552753917083	0.00894492165834016	0.00447246082917008
49	0.993550561497449	0.0128988770051021	0.00644943850255107
50	0.995299009159069	0.00940198168186223	0.00470099084093112
51	0.998682338430718	0.00263532313856470	0.00131766156928235
52	0.999814899465275	0.000370201069450011	0.000185100534725006
53	0.999235784661285	0.00152843067742943	0.000764215338714716
54	0.996915276331129	0.00616944733774284	0.00308472366887142

Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description	# significant tests	% significant tests	OK/NOK
1% type I error level	9	0.18	NOK
5% type I error level	22	0.44	NOK
10% type I error level	27	0.54	NOK