Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.917860981142453
beta	0.00174783084819955
gamma	1

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	51.82	51.3734375	0.446562500000006
14	51.84	51.8027293811279	0.0372706188721281
15	51.9	51.8922413399803	0.00775866001972503
16	51.94	51.9230112036107	0.0169887963892563
17	52.22	52.2072803038094	0.0127196961906151
18	52.27	52.2747347026172	-0.00473470261723463
19	52.27	52.2515774607555	0.0184225392444617
20	52.28	52.2834549022781	-0.00345490227807943
21	52.53	52.4469130179452	0.0830869820548372
22	52.73	52.5428545127412	0.187145487258825
23	52.72	53.0275241469797	-0.307524146979674
24	52.67	52.796829141609	-0.126829141608951
25	52.67	52.7167971024509	-0.0467971024508742
26	52.65	52.6594325684718	-0.0094325684717731
27	52.69	52.7033764334951	-0.0133764334950754
28	52.73	52.715194490368	0.0148055096319979
29	52.84	52.9967945911348	-0.156794591134819
30	52.83	52.9066384206996	-0.076638420699588
31	52.83	52.8186839900976	0.0113160099023872
32	52.84	52.841528548643	-0.00152854864302299
33	52.82	53.013153259599	-0.193153259599022
34	53.09	52.8629387209081	0.227061279091878
35	53.4	53.3425247023511	0.0574752976488782
36	53.43	53.4611869896648	-0.031186989664846
37	53.43	53.4751647723974	-0.045164772397392
38	53.42	53.42202006463	-0.00202006463003102
39	53.6	53.4721080121109	0.12789198788915
40	53.69	53.6157966896982	0.0742033103017761
41	54.05	53.9378069517095	0.112193048290536
42	54.04	54.1015458183178	-0.0615458183177537
43	54.04	54.0351108309351	0.00488916906488157
44	54.08	54.051433135002	0.0285668649980195
45	54.05	54.2354213985394	-0.185421398539376
46	54.39	54.12731205974	0.262687940259994
47	54.38	54.6262183082572	-0.246218308257227
48	54.46	54.4589118169785	0.00108818302152969
49	54.46	54.5014797437545	-0.0414797437545147
50	54.69	54.4553812994574	0.234618700542555
51	54.91	54.7338412716104	0.176158728389638
52	55.52	54.91799929133	0.602000708669955
53	56.01	55.7289984779802	0.281001522019842
54	56.07	56.0351039764439	0.0348960235561151
55	56.07	56.0644954762645	0.00550452373551735
56	56.09	56.0851778191945	0.00482218080548336
57	56.29	56.2316072509134	0.0583927490865577
58	56.45	56.386296082309	0.063703917691015
59	56.87	56.6626457934547	0.207354206545283
60	56.87	56.9345811717864	-0.0645811717864362
61	56.87	56.9158837648952	-0.0458837648952226
62	56.87	56.8909209240433	-0.0209209240433523
63	56.8	56.9321186747215	-0.132118674721497
64	56.89	56.8698940521543	0.0201059478457211
65	57.01	57.1210895855878	-0.111089585587791
66	57.03	57.0471274739372	-0.0171274739371867
67	57.03	57.0263033696245	0.00369663037555057
68	57.03	57.0452162937375	-0.0152162937374811
69	57.06	57.1775673013669	-0.117567301366883
70	57.25	57.1708171116063	0.0791828883937029
71	57.24	57.4728300813725	-0.232830081372477
72	57.31	57.3173512211716	-0.00735122117164622

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	57.3517608006366	57.0547261776678	57.6487954236053
74	57.3700789713342	56.9665690147293	57.773588927939
75	57.4204947812917	56.9329791210672	57.9080104415162
76	57.4914015032888	56.9321307968825	58.050672209695
77	57.7126952310414	57.0896724774708	58.3357179846119
78	57.7479230200201	57.0668996295415	58.4289464104986
79	57.7440646532024	57.0094282139154	58.4787010924894
80	57.75755979109	56.9727978372071	58.5423217449729
81	57.8950233362399	57.0629925726695	58.7270540998104
82	58.0120861683696	57.1351809546365	58.8889913821028
83	58.2154065006633	57.2956704159936	59.1351425853329
84	58.2921421064282	57.331345155773	59.2529390570834