Multiple Linear Regression - Estimated Regression Equation

Xt[t] = + 2.01280333512101 + 0.000841977464621676Yt[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)	2.01280333512101	1.908997	1.0544	0.295336	0.147668
Yt	0.000841977464621676	0.009121	0.0923	0.926714	0.463357

Multiple Linear Regression - Regression Statistics
Multiple R	0.0110327518319245
R-squared	0.000121721612984833
Adjusted R-squared	-0.0141622537925439
F-TEST (value)	0.00852155016576963
F-TEST (DF numerator)	1
F-TEST (DF denominator)	70
p-value	0.92671364427681
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation	0.641553958466168
Sum Squared Residuals	28.8114037136526

Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or Index	Actuals	Interpolation Forecast	Residuals Prediction Error
1	1.79	2.17690474297577	-0.386904742975770
2	1.95	2.17740992945455	-0.227409929454546
3	2.26	2.17783091818686	0.0821690818131422
4	2.04	2.17799931367978	-0.137999313679782
5	2.16	2.17799931367978	-0.0179993136797817
6	2.75	2.17799931367978	0.572000686320218
7	2.79	2.17799931367978	0.612000686320218
8	2.88	2.17867289565148	0.70132710434852
9	3.36	2.17926227987671	1.18073772012329
10	2.97	2.1795148731161	0.7904851268839
11	3.1	2.17968326860903	0.920316731390975
12	2.49	2.17993586184841	0.310064138151588
13	2.2	2.18002005959487	0.0199799404051263
14	2.25	2.18077783931303	0.0692221606869666
15	2.09	2.18119882804534	-0.0911988280453444
16	2.79	2.18229339874935	0.607706601250648
17	3.14	2.18305117846751	0.956948821532488
18	2.93	2.18364056269275	0.746359437307253
19	2.65	2.18414574917152	0.46585425082848
20	2.67	2.18414574917152	0.48585425082848
21	2.26	2.18456673790383	0.0754332620961688
22	2.35	2.18465093565029	0.165349064349707
23	2.13	2.18481933114322	-0.0548193311432177
24	2.18	2.18498772663614	-0.00498772663614171
25	2.9	2.18524031987553	0.714759680124472
26	2.63	2.18549291311491	0.444507086885085
27	2.67	2.18599809959369	0.484001900406312
28	1.81	2.18667168156539	-0.376671681565385
29	1.33	2.18700847255123	-0.857008472551234
30	0.88	2.18717686804416	-1.30717686804416
31	1.28	2.18776625226939	-0.907766252269393
32	1.26	2.18793464776232	-0.927934647762318
33	1.26	2.18835563649463	-0.928355636494629
34	1.29	2.18843983424109	-0.89843983424109
35	1.1	2.18877662522694	-1.08877662522694
36	1.37	2.1888608229734	-0.818860822973401
37	1.21	2.18936600945217	-0.979366009452175
38	1.74	2.18945020719864	-0.449450207198637
39	1.76	2.1895344049451	-0.429534404945099
40	1.48	2.18961860269156	-0.709618602691561
41	1.04	2.19029218466326	-1.15029218466326
42	1.62	2.19079737114203	-0.570797371142031
43	1.49	2.19104996438142	-0.701049964381418
44	1.79	2.19130255762080	-0.401302557620805
45	1.8	2.19147095311373	-0.391470953113729
46	1.58	2.19163934860665	-0.611639348606653
47	1.86	2.19206033733896	-0.332060337338964
48	1.74	2.19248132607127	-0.452481326071275
49	1.59	2.19273391931066	-0.602733919310661
50	1.26	2.19298651255005	-0.932986512550048
51	1.13	2.19323910578943	-1.06323910578943
52	1.92	2.19366009452175	-0.273660094521745
53	2.61	2.19382849001467	0.41617150998533
54	2.26	2.19458626973283	0.0654137302671707
55	2.41	2.19500725846514	0.214992741534860
56	2.26	2.19542824719745	0.064571752802549
57	2.03	2.19568084043684	-0.165680840436837
58	2.86	2.19593343367622	0.664066566323776
59	2.55	2.19627022466207	0.353729775337927
60	2.27	2.19643862015500	0.0735613798450032
61	2.26	2.19685960888731	0.0631403911126922
62	2.57	2.19711220212669	0.372887797873306
63	3.07	2.19744899311254	0.872551006887457
64	2.76	2.19837516832363	0.561624831676373
65	2.51	2.19879615705594	0.311203842944062
66	2.87	2.1988803548024	0.6711196451976
67	3.14	2.19955393677410	0.940446063225903
68	3.11	2.19972233226702	0.910277667732979
69	3.16	2.19989072775995	0.960109272240055
70	2.47	2.20014332099933	0.269856679000668
71	2.57	2.20048011198518	0.369519888014819
72	2.89	2.20064850747811	0.689351492521895

Goldfeld-Quandt test for Heteroskedasticity
p-values	Alternative Hypothesis
breakpoint index	greater	2-sided	less
5	0.00689175631862223	0.0137835126372445	0.993108243681378
6	0.0456482487110725	0.091296497422145	0.954351751288927
7	0.0447667407340902	0.0895334814681803	0.95523325926591
8	0.0186259271628986	0.0372518543257973	0.981374072837101
9	0.00871384123546174	0.0174276824709235	0.991286158764538
10	0.00892115701163284	0.0178423140232657	0.991078842988367
11	0.00563078555756071	0.0112615711151214	0.99436921444244
12	0.0271292949758498	0.0542585899516996	0.97287070502415
13	0.0720444654871594	0.144088930974319	0.92795553451284
14	0.103617709303620	0.207235418607241	0.89638229069638
15	0.125407077830078	0.250814155660155	0.874592922169922
16	0.0998979760436006	0.199795952087201	0.9001020239564
17	0.105369263356721	0.210738526713442	0.894630736643279
18	0.102100329719323	0.204200659438646	0.897899670280677
19	0.104889387950633	0.209778775901266	0.895110612049367
20	0.110323017542194	0.220646035084387	0.889676982457806
21	0.138202210640806	0.276404421281612	0.861797789359194
22	0.152354301282079	0.304708602564159	0.84764569871792
23	0.179577875911310	0.359155751822620	0.82042212408869
24	0.200068044799975	0.400136089599951	0.799931955200025
25	0.392990125415328	0.785980250830656	0.607009874584672
26	0.627120286185247	0.745759427629507	0.372879713814753
27	0.933171941277611	0.133656117444777	0.0668280587223886
28	0.984162965898783	0.0316740682024333	0.0158370341012167
29	0.996679818579565	0.00664036284086996	0.00332018142043498
30	0.999612679646247	0.000774640707506062	0.000387320353753031
31	0.99970520597335	0.000589588053298099	0.000294794026649050
32	0.999711830893601	0.0005763382127979	0.00028816910639895
33	0.99964700116242	0.000705997675160694	0.000352998837580347
34	0.999508095392873	0.000983809214253836	0.000491904607126918
35	0.999420859226185	0.00115828154763020	0.000579140773815098
36	0.999037814376303	0.00192437124739406	0.000962185623697031
37	0.998562654383462	0.00287469123307618	0.00143734561653809
38	0.998227192473859	0.00354561505228217	0.00177280752614109
39	0.998060839419226	0.00387832116154843	0.00193916058077421
40	0.996852077354268	0.00629584529146386	0.00314792264573193
41	0.996826462871675	0.00634707425665015	0.00317353712832508
42	0.994776919909271	0.0104461601814576	0.00522308009072879
43	0.99139262913726	0.0172147417254820	0.00860737086274099
44	0.988069432977396	0.023861134045208	0.011930567022604
45	0.983694882398537	0.0326102352029270	0.0163051176014635
46	0.97459715879158	0.0508056824168401	0.0254028412084200
47	0.966730051926095	0.0665398961478105	0.0332699480739053
48	0.952012187057516	0.0959756258849671	0.0479878129424836
49	0.934080932567827	0.131838134864345	0.0659190674321727
50	0.952653454029784	0.0946930919404328	0.0473465459702164
51	0.99352010417963	0.0129597916407385	0.00647989582036924
52	0.993398001944354	0.013203996111292	0.006601998055646
53	0.996277568817302	0.00744486236539627	0.00372243118269813
54	0.994663022795174	0.0106739544096513	0.00533697720482565
55	0.992821083236517	0.0143578335269659	0.00717891676348297
56	0.989394525872445	0.0212109482551095	0.0106054741275547
57	0.991401095362686	0.0171978092746277	0.00859890463731386
58	0.99348476950496	0.0130304609900819	0.00651523049504093
59	0.989084540841044	0.0218309183179121	0.0109154591589560
60	0.984488368648434	0.0310232627031324	0.0155116313515662
61	0.987048360575489	0.0259032788490225	0.0129516394245113
62	0.98353241016013	0.0329351796797411	0.0164675898398705
63	0.9752527482982	0.0494945034035994	0.0247472517017997
64	0.951299915649971	0.0974001687000575	0.0487000843500288
65	0.956903954330832	0.0861920913383357	0.0430960456691678
66	0.947039232478229	0.105921535043543	0.0529607675217715
67	0.87354871882197	0.25290256235606	0.12645128117803

Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description	# significant tests	% significant tests	OK/NOK
1% type I error level	14	0.222222222222222	NOK
5% type I error level	36	0.571428571428571	NOK
10% type I error level	45	0.714285714285714	NOK