Multiple Linear Regression - Estimated Regression Equation

slaap[t] = + 3.17334321322817 -0.108024153179539`aantal-dagen-dat-baby-in-buik-is`[t] -0.241165836249599`danger-high-voltage`[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)	3.17334321322817	0.241151	13.1592	0	0
`aantal-dagen-dat-baby-in-buik-is`	-0.108024153179539	0.057239	-1.8872	0.064051	0.032025
`danger-high-voltage`	-0.241165836249599	0.059729	-4.0377	0.000158	7.9e-05

Multiple Linear Regression - Regression Statistics
Multiple R	0.583537843141241
R-squared	0.340516414377931
Adjusted R-squared	0.318161038594132
F-TEST (value)	15.2319700492221
F-TEST (DF numerator)	2
F-TEST (DF denominator)	59
p-value	4.63999722555286e-06
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation	0.618940394838914
Sum Squared Residuals	22.6021455294377

Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or Index	Actuals	Interpolation Forecast	Residuals Prediction Error
1	1.194	1.75103745756092	-0.557037457560918
2	2.116	2.04605141989425	0.069948580105749
3	2.526	2.48992649386153	0.0360735061384691
4	2.803	2.10211595539443	0.700884044605569
5	1.361	1.51343641836626	-0.152436418366256
6	2.282	1.64771044076842	0.634289559231577
7	2.981	2.54815151242530	0.432848487574695
8	1.825	1.56366764959474	0.261332350405259
9	2.674	2.48463331035574	0.189366689644264
10	2.272	2.34474203198823	-0.0727420319882331
11	2.526	1.69902191352870	0.826978086471296
12	1.361	1.35847385635393	0.00252614364607151
13	2.332	2.69101154072897	-0.359011540728966
14	1.131	1.33017152822089	-0.199171528220889
15	2.128	2.52838309239345	-0.400383092393449
16	2.152	2.33107506233474	-0.179075062334743
17	2.37	2.28721725614385	0.0827827438561503
18	2.37	2.17389991945851	0.196100080541486
19	1.808	2.93217737697857	-1.12417737697857
20	2.896	2.93217737697857	-0.0361773769785655
21	0	1.32034133028155	-1.32034133028155
22	1.335	1.42771733854201	-0.092717338542013
23	2.667	2.39146056396210	0.275539436037895
24	2.485	2.33491183404889	0.150088165951105
25	1.825	2.31244281018755	-0.487442810187551
26	2.565	2.48463331035574	0.0803666896442642
27	2.625	2.08990922608514	0.535090773914856
28	2.104	1.75281794181211	0.351182058187886
29	1.065	1.33913753293479	-0.274137532934791
30	2.38	2.43472615158679	-0.0547261515867888
31	0	1.83091940456092	-1.83091940456092
32	2.208	1.87726176627494	0.330738233725058
33	2.991	2.50958688974021	0.481413110259791
34	2.079	2.32864643316448	-0.249646433164481
35	2.361	2.56478723201495	-0.203787232014953
36	2.416	2.03859775332486	0.377402246675137
37	2.58	2.13182259751880	0.448177402481196
38	2.549	2.08245555951576	0.466544440484245
39	2.965	2.66373735632741	0.301262643672589
40	2.856	2.41506575570811	0.440934244291887
41	0	1.30997101157632	-1.30997101157632
42	2.833	2.15715617571569	0.675843824284315
43	2.389	1.65386781749966	0.735132182500344
44	2.617	2.38497911477133	0.232020885228667
45	2.128	1.69610526139286	0.431894738607144
46	2.128	1.59655908996163	0.531440910038368
47	2.526	2.24346747410614	0.282532525893863
48	2.58	2.12091215804767	0.459087841952329
49	2.282	2.50537394776621	-0.223373947766207
50	2.262	2.14008835951332	0.121911640486682
51	1.887	2.10595272710858	-0.218952727108584
52	1.686	1.86478689085898	-0.178786890858984
53	0.956	1.4262050003975	-0.470205000397499
54	1.335	1.42555685547842	-0.090556855478422
55	2.398	2.20490285142104	0.193097148578959
56	2.332	2.69101154072897	-0.359011540728966
57	2.588	2.24876065761193	0.339239342388066
58	1.686	1.87753374093417	-0.19153374093417
59	2.76	2.27738705820451	0.482612941795488
60	2.332	1.63107472117877	0.700925278821227
61	2.965	2.64710163673776	0.317898363262238
62	0	2.5391855077114	-2.5391855077114

Goldfeld-Quandt test for Heteroskedasticity
p-values	Alternative Hypothesis
breakpoint index	greater	2-sided	less
6	0.175485409385978	0.350970818771956	0.824514590614022
7	0.108371790201164	0.216743580402329	0.891628209798836
8	0.0598575971759643	0.119715194351929	0.940142402824036
9	0.0276002375747361	0.0552004751494721	0.972399762425264
10	0.0130503454899462	0.0261006909798923	0.986949654510054
11	0.0122808548853073	0.0245617097706146	0.987719145114693
12	0.00864568254346702	0.0172913650869340	0.991354317456533
13	0.0828488489981015	0.165697697996203	0.917151151001899
14	0.0643675843769192	0.128735168753838	0.935632415623081
15	0.0540089954600544	0.108017990920109	0.945991004539946
16	0.0352301032637759	0.0704602065275519	0.964769896736224
17	0.0199339031443318	0.0398678062886636	0.980066096855668
18	0.0115720567889136	0.0231441135778271	0.988427943211087
19	0.0474852729596224	0.0949705459192448	0.952514727040378
20	0.0327826724836874	0.0655653449673749	0.967217327516313
21	0.196725938877762	0.393451877755523	0.803274061122238
22	0.144101778843321	0.288203557686642	0.85589822115668
23	0.113012887630123	0.226025775260246	0.886987112369877
24	0.0795517648918625	0.159103529783725	0.920448235108137
25	0.0717439340485376	0.143487868097075	0.928256065951462
26	0.0485758511228021	0.0971517022456042	0.951424148877198
27	0.0459268766028926	0.0918537532057853	0.954073123397107
28	0.0346909934291146	0.0693819868582292	0.965309006570885
29	0.0243699418039446	0.0487398836078893	0.975630058196055
30	0.0151724075730922	0.0303448151461844	0.984827592426908
31	0.239602758715941	0.479205517431882	0.760397241284059
32	0.203867294531201	0.407734589062402	0.796132705468799
33	0.182371949358405	0.36474389871681	0.817628050641595
34	0.142474727032918	0.284949454065835	0.857525272967082
35	0.106963233255355	0.213926466510709	0.893036766744645
36	0.0859633971985239	0.171926794397048	0.914036602801476
37	0.071159030294112	0.142318060588224	0.928840969705888
38	0.0589256345418056	0.117851269083611	0.941074365458194
39	0.0429913069820912	0.0859826139641824	0.95700869301791
40	0.035357425028751	0.070714850057502	0.96464257497125
41	0.142699384716878	0.285398769433755	0.857300615283123
42	0.154037095776062	0.308074191552124	0.845962904223938
43	0.155493296517905	0.31098659303581	0.844506703482095
44	0.119257394830840	0.238514789661679	0.88074260516916
45	0.0924052496900713	0.184810499380143	0.907594750309929
46	0.0725009742152554	0.145001948430511	0.927499025784745
47	0.0540847327477676	0.108169465495535	0.945915267252232
48	0.0441520517692663	0.0883041035385326	0.955847948230734
49	0.0276519904301458	0.0553039808602915	0.972348009569854
50	0.0171928285463753	0.0343856570927506	0.982807171453625
51	0.00941648338389326	0.0188329667677865	0.990583516616107
52	0.00474501928183965	0.0094900385636793	0.99525498071816
53	0.00435584399836720	0.00871168799673439	0.995644156001633
54	0.00509521445501176	0.0101904289100235	0.994904785544988
55	0.00272629450944733	0.00545258901889467	0.997273705490553
56	0.064532639380982	0.129065278761964	0.935467360619018

Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description	# significant tests	% significant tests	OK/NOK
1% type I error level	3	0.0588235294117647	NOK
5% type I error level	13	0.254901960784314	NOK
10% type I error level	24	0.470588235294118	NOK