Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.911162626834157
beta	0.0127439084794517
gamma	1

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	92.63	93.1837376454169	-0.55373764541693
14	92.7	92.851162958723	-0.15116295872302
15	92.47	92.5591704342222	-0.0891704342222113
16	92.58	92.6195916102733	-0.039591610273277
17	92.55	92.5367517732017	0.0132482267982965
18	92.56	92.5223642686529	0.0376357313471516
19	89.92	91.2562781549184	-1.33627815491838
20	89.96	89.991106048618	-0.0311060486180423
21	90.03	89.4938783334973	0.536121666502652
22	90.31	89.669498592687	0.640501407313025
23	90.8	90.0296723439245	0.77032765607548
24	90.36	90.357878994931	0.00212100506897173
25	90.31	90.9864681054127	-0.676468105412695
26	93.8	90.5651590230631	3.23484097693691
27	93.95	93.3996267636057	0.550373236394279
28	93.99	94.0951847025459	-0.105184702545913
29	94.44	94.0016534795075	0.438346520492544
30	94.15	94.427080773229	-0.277080773229031
31	91.91	92.7718182179469	-0.861818217946862
32	91.86	92.1094407889745	-0.249440788974468
33	93.12	91.5044774747907	1.61552252520931
34	93.47	92.7268289547986	0.74317104520135
35	93.57	93.2497015895653	0.320298410434702
36	94.57	93.1453382019753	1.42466179802466
37	95.85	95.1134919415998	0.736508058400219
38	96.62	96.4489291833903	0.171070816609671
39	95.69	96.2990876593732	-0.609087659373188
40	95.39	95.9242379313443	-0.534237931344293
41	95.14	95.5250293742436	-0.385029374243643
42	95.07	95.1621658260215	-0.0921658260214713
43	94.21	93.6363156854454	0.57368431455464
44	95.4	94.387258155193	1.01274184480705
45	95.1	95.1507572236542	-0.0507572236542018
46	94.89	94.8109413857848	0.0790586142151568
47	95.43	94.720610521423	0.709389478577009
48	94.88	95.0986403568399	-0.218640356839941
49	96.03	95.5266555860179	0.503344413982092
50	96.37	96.6141029186162	-0.244102918616193
51	96.04	96.0259569204449	0.0140430795551367
52	95.72	96.242432833223	-0.522432833222965
53	95.74	95.8841877672734	-0.144187767273422
54	95.78	95.7866137434055	-0.00661374340552356
55	93.66	94.4078044994179	-0.747804499417953
56	95.29	93.9955260746307	1.29447392536927
57	94.33	94.929460485005	-0.599460485004954
58	95.66	94.1041962145285	1.55580378547153
59	95.2	95.4333163944259	-0.233316394425856
60	94.61	94.8781098512689	-0.268109851268889
61	96.21	95.3300669604653	0.879933039534649
62	96.27	96.7063621473819	-0.436362147381928
63	95.12	95.975390144136	-0.855390144136024
64	95.55	95.3489908336401	0.201009166359867
65	93.51	95.6906289940365	-2.18062899403651
66	92.86	93.7311196892674	-0.871119689267374
67	92.45	91.5130915214181	0.936908478581856
68	93.34	92.8023007542908	0.537699245709234
69	92.01	92.8704395545034	-0.860439554503401
70	91.77	91.979176964635	-0.20917696463502
71	92.19	91.5104735112788	0.679526488721194
72	91.97	91.7653949667404	0.204605033259597

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	92.7027997484455	91.1056202626251	94.2999792342658
74	93.1088207484284	90.9302504720413	95.2873910248154
75	92.7202254405099	90.0848935645049	95.3555573165148
76	92.9412809955144	89.8963431538858	95.986218837143
77	92.8637035124155	89.4559161013025	96.2714909235285
78	93.0102380278192	89.2596076261718	96.7608684294667
79	91.7588857476011	87.7370974113464	95.7806740838557
80	92.1591776353917	87.8173377242511	96.5010175465323
81	91.6163034002827	87.0083545648063	96.2242522357591
82	91.5745476786003	86.688128908256	96.4609664489446
83	91.3854907046783	86.2369934127098	96.5339879966469
84	90.9842111449641	71.1782085125972	110.790213777331