Multiple Linear Regression - Estimated Regression Equation

biti[t] = + 110.794104706504 + 0.00497884717080904`Bosnië`[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)	110.794104706504	0.14278	775.9753	0	0
`Bosnië`	0.00497884717080904	0.001166	4.2707	7.2e-05	3.6e-05

Multiple Linear Regression - Regression Statistics
Multiple R	0.485936988710422
R-squared	0.236134756996953
Adjusted R-squared	0.223187888471478
F-TEST (value)	18.2387545322110
F-TEST (DF numerator)	1
F-TEST (DF denominator)	59
p-value	7.18542786055654e-05
Multiple Linear Regression - Residual Statistics
Residual Standard Deviation	0.160316037791106
Sum Squared Residuals	1.51637268640932

Multiple Linear Regression - Actuals, Interpolation, and Residuals
Time or Index	Actuals	Interpolation Forecast	Residuals Prediction Error
1	111.4	111.248175568482	0.151824431517746
2	111.5	111.253154415653	0.246845584346904
3	111.6	111.258133262824	0.341866737176090
4	111.7	111.263112109995	0.436887890005289
5	111.8	111.268090957166	0.531909042834474
6	111.9	111.273069804336	0.626930195663674
7	111.1	111.278048651507	-0.178048651507147
8	111.11	111.283027498678	-0.173027498677951
9	111.12	111.288006345849	-0.168006345848754
10	111.13	111.292985193020	-0.162985193019573
11	111.14	111.297964040190	-0.157964040190376
12	111.15	111.302942887361	-0.152942887361180
13	111.16	111.307921734532	-0.147921734531999
14	111.17	111.312900581703	-0.142900581702802
15	111.18	111.317879428874	-0.137879428873606
16	111.19	111.322858276044	-0.132858276044425
17	111.2	111.327837123215	-0.127837123215228
18	111.21	111.332815970386	-0.122815970386047
19	111.22	111.337794817557	-0.117794817556851
20	111.23	111.342773664728	-0.112773664727654
21	111.24	111.347752511898	-0.107752511898473
22	111.25	111.352731359069	-0.102731359069276
23	111.26	111.35771020624	-0.0977102062400804
24	111.27	111.362689053411	-0.0926890534108986
25	111.28	111.367667900582	-0.0876679005817025
26	111.29	111.372646747753	-0.0826467477525064
27	111.3	111.377625594923	-0.0776255949233245
28	111.31	111.382604442094	-0.0726044420941285
29	111.32	111.387583289265	-0.0675832892649466
30	111.33	111.392562136436	-0.0625621364357505
31	111.34	111.397540983607	-0.0575409836065544
32	111.35	111.402519830777	-0.0525198307773726
33	111.36	111.407498677948	-0.0474986779481765
34	111.37	111.412477525119	-0.0424775251189804
35	111.38	111.417456372290	-0.0374563722897986
36	111.39	111.422435219461	-0.0324352194606025
37	111.4	111.427414066631	-0.0274140666314064
38	111.41	111.432392913802	-0.0223929138022245
39	111.42	111.437371760973	-0.0173717609730284
40	111.43	111.442350608144	-0.0123506081438323
41	111.44	111.447329455315	-0.00732945531465045
42	111.45	111.452308302485	-0.00230830248545437
43	111.46	111.457287149656	0.00271285034372749
44	111.47	111.462265996827	0.00773400317292357
45	111.48	111.467244843998	0.0127551560021196
46	111.49	111.472223691169	0.0177763088313015
47	111.5	111.477202538339	0.0227974616604976
48	111.51	111.482181385510	0.0278186144896937
49	111.52	111.487160232681	0.0328397673188755
50	111.53	111.492139079852	0.0378609201480716
51	111.54	111.497117927023	0.0428820729772677
52	111.55	111.502096774194	0.0479032258064496
53	111.56	111.507075621364	0.0529243786356456
54	111.57	111.512054468535	0.0579455314648275
55	111.58	111.517033315706	0.0629666842940236
56	111.59	111.522012162877	0.0679878371232197
57	111.6	111.526991010048	0.0730089899524015
58	111.61	111.531969857218	0.0780301427815976
59	111.62	111.536948704389	0.0830512956107937
60	111.63	111.54192755156	0.0880724484399755
61	111.64	111.546906398731	0.0930936012691716

Goldfeld-Quandt test for Heteroskedasticity
p-values	Alternative Hypothesis
breakpoint index	greater	2-sided	less
5	5.74174410334181e-41	1.14834882066836e-40	1
6	0.66891206270431	0.66217587459138	0.33108793729569
7	1	0	0
8	1	0	0
9	1	0	0
10	1	0	0
11	1	0	0
12	1	0	0
13	1	0	0
14	1	0	0
15	1	0	0
16	1	0	0
17	1	0	0
18	1	0	0
19	1	0	0
20	1	0	0
21	1	0	0
22	1	0	0
23	1	0	0
24	1	0	0
25	1	0	0
26	1	0	0
27	1	0	0
28	1	0	0
29	1	0	0
30	1	0	0
31	1	0	0
32	1	0	0
33	1	6.91691904177745e-322	3.45845952088873e-322
34	1	2.71821852281784e-315	1.35910926140892e-315
35	1	3.75371227743421e-313	1.87685613871710e-313
36	1	3.05674766522315e-309	1.52837383261157e-309
37	1	1.98484004503375e-276	9.92420022516877e-277
38	1	7.03931875902687e-275	3.51965937951344e-275
39	1	1.58155063731923e-252	7.90775318659615e-253
40	1	5.7884942588019e-244	2.89424712940095e-244
41	1	2.83615019628197e-225	1.41807509814098e-225
42	1	5.28442217127445e-215	2.64221108563722e-215
43	1	7.88947414431829e-205	3.94473707215914e-205
44	1	1.23957622093428e-200	6.19788110467141e-201
45	1	3.61618661672094e-180	1.80809330836047e-180
46	1	2.62996980084302e-173	1.31498490042151e-173
47	1	6.30056044728085e-153	3.15028022364042e-153
48	1	9.86266938694187e-146	4.93133469347094e-146
49	1	5.92107724989251e-126	2.96053862494625e-126
50	1	1.88498303179141e-117	9.42491515895704e-118
51	1	3.40285618524393e-103	1.70142809262197e-103
52	1	7.07212172074543e-90	3.53606086037271e-90
53	1	9.84622237139753e-79	4.92311118569876e-79
54	1	4.33427280348829e-65	2.16713640174415e-65
55	1	2.13440006054049e-51	1.06720003027024e-51
56	1	8.26119226757836e-41	4.13059613378918e-41

Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity
Description	# significant tests	% significant tests	OK/NOK
1% type I error level	51	0.98076923076923	NOK
5% type I error level	51	0.98076923076923	NOK
10% type I error level	51	0.98076923076923	NOK