Multiple Linear Regression - Estimated Regression Equation

Y[t] = + 101.656351098474 -0.878501125566274X[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)	101.656351098474	0.279527	363.673	0	0
X	-0.878501125566274	0.098678	-8.9027	0	0

Multiple Linear Regression - Regression Statistics
Multiple R	0.75989485080661
R-squared	0.5774401842824
Adjusted R-squared	0.570154670218304
F-TEST (value)	79.2586740211045
F-TEST (DF numerator)	1
F-TEST (DF denominator)	58
p-value	1.91957560957690e-12
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation	1.07801618410123
Sum Squared Residuals	67.402895804682

Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or Index	Actuals	Interpolation Forecast	Residuals Prediction Error
1	100.03	99.899348847342	0.130651152658071
2	100.25	100.075049072455	0.174950927544810
3	99.6	99.2843980594455	0.315601940554456
4	100.16	99.635798509672	0.524201490327948
5	100.49	99.9871989598986	0.502801040101436
6	99.72	99.899348847342	-0.179348847341932
7	100.14	99.635798509672	0.504201490327952
8	98.48	99.196547946889	-0.716547946888908
9	100.38	99.5479483971154	0.832051602884574
10	101.45	99.635798509672	1.81420149032795
11	98.42	99.2843980594455	-0.864398059445537
12	98.6	99.2843980594455	-0.684398059445544
13	100.06	99.1086978343323	0.951302165667718
14	98.62	99.0208477217757	-0.400847721775652
15	100.84	99.7236486222287	1.11635137777133
16	100.02	99.635798509672	0.384201490327947
17	97.95	99.196547946889	-1.24654794688891
18	98.32	99.196547946889	-0.876547946888918
19	98.27	99.196547946889	-0.926547946888916
20	97.22	99.7236486222287	-2.50364862222868
21	99.28	99.3722481720022	-0.092248172002165
22	100.38	99.196547946889	1.18345205311108
23	99.02	99.4600982845588	-0.440098284558798
24	100.32	99.5479483971154	0.772051602884572
25	99.81	99.635798509672	0.174201490327954
26	100.6	99.9871989598986	0.612801040101436
27	101.19	100.162899185012	1.02710081498818
28	100.47	99.899348847342	0.570651152658068
29	101.77	99.8114987347853	1.95850126521469
30	102.32	100.162899185012	2.15710081498818
31	102.39	100.075049072455	2.31495092754481
32	101.16	100.075049072455	1.08495092754481
33	100.63	100.075049072455	0.55495092754481
34	101.48	100.514299635238	0.96570036476168
35	101.44	100.514299635238	0.925700364761675
36	100.09	100.514299635238	-0.42429963523832
37	100.7	100.602149747795	0.0978502522050524
38	100.78	100.426449522682	0.353550477318306
39	99.81	99.7236486222287	0.0863513777713264
40	98.45	99.1086978343323	-0.658697834332281
41	98.49	98.932997609219	-0.442997609219034
42	97.48	98.5815971589925	-1.10159715899252
43	97.91	98.493747046436	-0.583747046435895
44	96.94	97.7909461459829	-0.850946145982874
45	98.53	98.0544964836528	0.475503516347246
46	96.82	97.1759953580865	-0.355995358086487
47	95.76	96.56104457019	-0.801044570190083
48	95.27	96.4731944576335	-1.20319445763346
49	97.32	96.9124450204166	0.407554979583396
50	96.68	96.82459490786	-0.144594907859964
51	97.87	97.4395456957564	0.430454304243642
52	97.42	98.8451474966624	-1.4251474966624
53	97.94	99.2843980594455	-1.34439805944554
54	99.52	99.8114987347853	-0.291498734785307
55	100.99	99.9871989598986	1.00280104010144
56	99.92	101.129250423135	-1.20925042313471
57	101.97	101.041400310578	0.928599689421911
58	101.58	101.832051323588	-0.252051323587737
59	99.54	102.534852224041	-2.99485222404075
60	100.83	103.149803011937	-2.31980301193715

Goldfeld-Quandt test for Heteroskedasticity
p-values	Alternative Hypothesis
breakpoint index	greater	2-sided	less
5	0.0081186983200256	0.0162373966400512	0.991881301679974
6	0.0074241283376767	0.0148482566753534	0.992575871662323
7	0.00205831001983873	0.00411662003967747	0.997941689980161
8	0.00964083925579564	0.0192816785115913	0.990359160744204
9	0.00997928369822485	0.0199585673964497	0.990020716301775
10	0.0728615680988856	0.145723136197771	0.927138431901114
11	0.0816919549974866	0.163383909994973	0.918308045002513
12	0.0611322488081268	0.122264497616254	0.938867751191873
13	0.0719835142720185	0.143967028544037	0.928016485727981
14	0.0455147350638137	0.0910294701276275	0.954485264936186
15	0.0402392339206905	0.0804784678413811	0.95976076607931
16	0.0234717900970272	0.0469435801940544	0.976528209902973
17	0.0333331061845356	0.0666662123690712	0.966666893815464
18	0.0267100321216212	0.0534200642432424	0.973289967878379
19	0.0211890238250689	0.0423780476501377	0.978810976174931
20	0.245150991851617	0.490301983703235	0.754849008148383
21	0.184846622726637	0.369693245453275	0.815153377273363
22	0.224154015899269	0.448308031798539	0.77584598410073
23	0.176268521281538	0.352537042563076	0.823731478718462
24	0.151072827759010	0.302145655518020	0.84892717224099
25	0.109517141843436	0.219034283686871	0.890482858156564
26	0.080997537485542	0.161995074971084	0.919002462514458
27	0.0662003732858558	0.132400746571712	0.933799626714144
28	0.0471965851667197	0.0943931703334395	0.95280341483328
29	0.0958213424364417	0.191642684872883	0.904178657563558
30	0.177658930802060	0.355317861604121	0.82234106919794
31	0.370149362022599	0.740298724045197	0.629850637977401
32	0.38014693378206	0.76029386756412	0.61985306621794
33	0.354691085540845	0.70938217108169	0.645308914459155
34	0.392272967815302	0.784545935630604	0.607727032184698
35	0.445776618976264	0.891553237952529	0.554223381023736
36	0.474723953263663	0.949447906527325	0.525276046736337
37	0.470748038687698	0.941496077375397	0.529251961312302
38	0.472403933014426	0.944807866028852	0.527596066985574
39	0.431126456378574	0.862252912757148	0.568873543621426
40	0.359627811184610	0.719255622369219	0.64037218881539
41	0.287254450254295	0.574508900508589	0.712745549745705
42	0.240568854633188	0.481137709266375	0.759431145366812
43	0.181356251857044	0.362712503714088	0.818643748142956
44	0.143498229531064	0.286996459062127	0.856501770468936
45	0.150335755260523	0.300671510521047	0.849664244739477
46	0.114311456357802	0.228622912715603	0.885688543642199
47	0.0929497019085435	0.185899403817087	0.907050298091457
48	0.113701860321375	0.22740372064275	0.886298139678625
49	0.0904704768298262	0.180940953659652	0.909529523170174
50	0.0668154879655338	0.133630975931068	0.933184512034466
51	0.043290854079309	0.086581708158618	0.95670914592069
52	0.075205441999986	0.150410883999972	0.924794558000014
53	0.242254566076618	0.484509132153237	0.757745433923382
54	0.308794576565860	0.617589153131721	0.69120542343414
55	0.195241287691061	0.390482575382122	0.804758712308939

Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description	# significant tests	% significant tests	OK/NOK
1% type I error level	1	0.0196078431372549	NOK
5% type I error level	7	0.137254901960784	NOK
10% type I error level	13	0.254901960784314	NOK