Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.619550157028392
beta	0.06316942502326
gamma	0.394601674344275

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	0.49	0.480018696581197	0.00998130341880338
14	0.49	0.486577223591436	0.00342277640856387
15	0.49	0.489206370086872	0.000793629913127758
16	0.49	0.490237688456249	-0.000237688456249108
17	0.49	0.490620751043432	-0.000620751043432177
18	0.49	0.491158859709075	-0.00115885970907476
19	0.5	0.500484895872684	-0.000484895872684077
20	0.5	0.500626175914631	-0.0006261759146311
21	0.5	0.500655419471077	-0.000655419471076946
22	0.5	0.50064089427004	-0.000640894270040437
23	0.5	0.500610285719471	-0.000610285719470638
24	0.5	0.510574756176529	-0.0105747561765288
25	0.5	0.505450331711825	-0.00545033171182452
26	0.5	0.500804376646689	-0.000804376646688865
27	0.51	0.499595245931846	0.0104047540681539
28	0.51	0.505977816669534	0.00402218333046578
29	0.5	0.508660799535528	-0.00866079953552845
30	0.51	0.5035404740893	0.00645952591069998
31	0.5	0.517389383143917	-0.017389383143917
32	0.51	0.506076412289522	0.00392358771047774
33	0.51	0.508138271469864	0.00186172853013622
34	0.52	0.509002138081506	0.0109978619184941
35	0.53	0.515959131321622	0.0140408686783784
36	0.53	0.533850409439796	-0.00385040943979587
37	0.53	0.534270143583905	-0.00427014358390543
38	0.53	0.531707820607205	-0.00170782060720487
39	0.53	0.532241353903261	-0.00224135390326086
40	0.54	0.529955518983076	0.0100444810169243
41	0.55	0.53482594568241	0.0151740543175904
42	0.54	0.548035655325381	-0.00803565532538053
43	0.55	0.550049626755859	-4.96267558589558e-05
44	0.55	0.554083657396246	-0.00408365739624605
45	0.55	0.551966229624403	-0.00196622962440252
46	0.54	0.552771385256682	-0.0127713852566822
47	0.55	0.545470052996031	0.00452994700396869
48	0.55	0.554421744532647	-0.00442174453264688
49	0.55	0.554040989781774	-0.00404098978177425
50	0.55	0.551630773977439	-0.00163077397743916
51	0.56	0.551760422800733	0.00823957719926682
52	0.56	0.557851142291942	0.00214885770805795
53	0.56	0.558329576195718	0.00167042380428239
54	0.56	0.558889897444313	0.00111010255568678
55	0.55	0.567328142652871	-0.0173281426528709
56	0.55	0.558934536115322	-0.00893453611532147
57	0.56	0.552822663436445	0.0071773365635549
58	0.56	0.556721465412051	0.00327853458794891
59	0.56	0.561640270394638	-0.00164027039463821
60	0.56	0.564862862899882	-0.0048628628998818
61	0.56	0.563686253622008	-0.00368625362200792
62	0.55	0.56129181342915	-0.0112918134291498
63	0.55	0.55597382337669	-0.00597382337669017
64	0.55	0.550844049373194	-0.000844049373193934
65	0.54	0.547779066800293	-0.00777906680029261
66	0.54	0.540413679614113	-0.000413679614113316
67	0.54	0.543093010793082	-0.00309301079308166
68	0.54	0.54328920540315	-0.00328920540314959
69	0.55	0.541824973967697	0.00817502603230258
70	0.54	0.544526891079805	-0.00452689107980542
71	0.54	0.54233623267993	-0.00233623267992966
72	0.54	0.543081439181597	-0.00308143918159687

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	0.541692462908572	0.528472008890631	0.554912916926513
74	0.53909162773044	0.523260895661403	0.554922359799477
75	0.540661354678677	0.522338617192171	0.558984092165184
76	0.539330075252343	0.518578022060637	0.560082128444048
77	0.535107227584674	0.51195722759299	0.558257227576357
78	0.533331877494061	0.507795971663494	0.558867783324629
79	0.535546234159481	0.507623786445377	0.563468681873586
80	0.537431268039671	0.507112961479933	0.567749574599409
81	0.539656691493185	0.506927075252611	0.572386307733758
82	0.534997683440175	0.499836871448424	0.570158495431925
83	0.535728506816421	0.498113351780189	0.573343661852652
84	0.537688654525972	0.497593583027665	0.577783726024279