Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.050569900667479
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	79.86	79.89	-0.0300000000000011
4	79.87	80.05848290298	-0.18848290297997
5	79.83	80.0589513412988	-0.228951341298767
6	79.83	80.0073732947116	-0.1773732947116
7	79.83	79.998403544817	-0.168403544816968
8	79.37	79.9898873942835	-0.619887394283523
9	79.53	79.4985397503296	0.0314602496704168
10	79.78	79.6601306920304	0.119869307969608
11	79.94	79.9161924710275	0.0238075289724975
12	79.97	80.0773964154028	-0.107396415402775
13	79.97	80.1019653893438	-0.131965389343804
14	79.98	80.0952919127132	-0.115291912713147
15	80.25	80.0994616121395	0.150538387860522
16	80.38	80.3770743234602	0.0029256765397605
17	80.13	80.5072222746322	-0.377222274632231
18	80.15	80.2381461816745	-0.0881461816745031
19	80.15	80.253688638023	-0.103688638023016
20	80.18	80.2484451138979	-0.0684451138978517
21	80.47	80.2749838512869	0.195016148713137
22	80.83	80.5748457985558	0.255154201444157
23	80.62	80.9477489211778	-0.327748921177758
24	80.66	80.7211746907899	-0.0611746907899402
25	80.66	80.7580810927533	-0.0980810927533184
26	80.67	80.7531211416354	-0.0831211416354165
27	80.8	80.7589177137596	0.0410822862404387
28	81.04	80.8909952408939	0.149004759106077
29	81.24	81.1385303967609	0.101469603239082
30	81.26	81.3436617045175	-0.0836617045174677
31	81.26	81.3594309404304	-0.0994309404303522
32	81.47	81.3544027276495	0.115597272350485
33	81.94	81.5702484702297	0.369751529770284
34	82.83	82.0589467683618	0.771053231638163
35	82.29	82.9879388536951	-0.697938853695121
36	82.32	82.4126441551918	-0.0926441551917918
37	82.32	82.4379591494663	-0.117959149466316
38	82.3	82.431993966995	-0.131993966994983
39	82.54	82.4053190451953	0.134680954804665
40	82.54	82.6521298477016	-0.11212984770161
41	82.62	82.6464594524415	-0.0264594524414861
42	82.63	82.7251214005598	-0.0951214005598047
43	82.63	82.7303111207821	-0.100311120782138
44	82.63	82.7252383973683	-0.0952383973683482
45	82.71	82.7204222010737	-0.0104222010736947
46	83.25	82.7998951514007	0.450104848599338
47	83.14	83.3626569088843	-0.222656908884275
48	83.34	83.2413971711191	0.098602828880928
49	83.34	83.4463835063811	-0.106383506381121
50	83.37	83.4410037030308	-0.0710037030307689
51	83.33	83.4674130528215	-0.137413052821486
52	83.26	83.4204640883899	-0.160464088389872
53	83.66	83.3423494353793	0.317650564620692
54	83.64	83.7584129928791	-0.118412992879144
55	83.64	83.7324248595915	-0.0924248595915032
56	83.71	83.7277509436228	-0.0177509436227581
57	83.87	83.796853280167	0.0731467198330051
58	84.17	83.9605523025231	0.20944769747689
59	84.35	84.2711440517795	0.0788559482204505
60	84.44	84.4551317892481	-0.0151317892480876
61	84.44	84.5443665761689	-0.1043665761689
62	84.45	84.539088768779	-0.0890887687790212
63	84.67	84.5445835585913	0.125416441408717
64	84.95	84.7709258555754	0.179074144424604
65	84.89	85.0599816172711	-0.169981617271063
66	84.93	84.9913856637704	-0.0613856637703662
67	84.93	85.0282813968511	-0.0982813968510925
68	84.93	85.0233113163749	-0.0933113163748658
69	85.45	85.0185925723746	0.431407427625359
70	85.77	85.5604088031369	0.20959119686313
71	85.79	85.891007809143	-0.101007809142999
72	85.9	85.905899854268	-0.00589985426800865

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	86.0156014992237	85.5926629407479	86.4385400576996
74	86.1312029984475	85.517767525021	86.7446384718739
75	86.2468044976712	85.4766142243108	87.0169947710316
76	86.3624059968949	85.4511092036651	87.2737027901247
77	86.4780074961186	85.434444208955	87.5215707832823
78	86.5936089953424	85.4232264024199	87.7639915882648
79	86.7092104945661	85.4154987903626	88.0029221987696
80	86.8248119937898	85.4100247647728	88.2395992228068
81	86.9404134930136	85.4059725221881	88.474854463839
82	87.0560149922373	85.4027565635549	88.7092734209196
83	87.171616491461	85.3999503800516	88.9432826028704
84	87.2872179906847	85.3972348908631	89.1772010905064