Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.0892728687927934
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	89.34	91.65	-2.31
4	89.15	90.1337796730887	-0.983779673088648
5	88.82	89.855954839412	-1.035954839412
6	88.82	89.4334721789579	-0.613472178957906
7	91.97	89.3787057576178	2.59129424238225
8	93.01	92.7600380285215	0.249961971478527
9	93.24	93.8223528508045	-0.582352850804469
10	93.2	94.0003645411635	-0.800364541163475
11	93.19	93.8889137024938	-0.698913702493797
12	92.2	93.8165196712336	-1.61651967123358
13	93.39	92.6822083227226	0.707791677277427
14	94.75	93.9353949162608	0.81460508373921
15	94.25	95.3681170490194	-1.11811704901939
16	94.37	94.7682995324073	-0.398299532407293
17	94.02	94.8527421905105	-0.832742190510473
18	92.77	94.4284009061988	-1.65840090619881
19	92.64	93.0303506996939	-0.390350699693869
20	93.19	92.8655029728969	0.324497027103078
21	92.74	93.4444717534211	-0.704471753421146
22	92.52	92.9315815390097	-0.411581539009745
23	92.25	92.6748384742802	-0.424838474280193
24	91.6	92.3669119249077	-0.76691192490766
25	93.73	91.6484474972597	2.08155250274027
26	96.21	93.9642736607222	2.24572633927781
27	96.36	96.644756093553	-0.284756093553042
28	95.69	96.7693351001753	-1.07933510017534
29	95.07	96.0029797593939	-0.93297975939393
30	95.5	95.2996899797472	0.200310020252786
31	95.22	95.7475722299031	-0.527572229903129
32	97.41	95.4204743434443	1.98952565655573
33	98.31	97.7880850063419	0.521914993658143
34	98.54	98.7346778550917	-0.194677855091697
35	98.45	98.9472984044772	-0.497298404477235
36	98.03	98.8129031492635	-0.782903149263475
37	101.45	98.3230111391418	3.12698886085819
38	102.44	102.022166405434	0.417833594566261
39	102.42	103.049467609099	-0.629467609098668
40	100.98	102.973273229822	-1.99327322982229
41	100.69	101.355328010308	-0.665328010308187
42	100.28	101.00593227014	-0.725932270139765
43	98.06	100.531126213835	-2.47112621383512
44	97.37	98.090521687577	-0.720521687576991
45	97.25	97.3361986494996	-0.0861986494995648
46	98.93	97.2085034487727	1.72149655122733
47	100.04	99.0421863845176	0.997813615482357
48	100.09	100.241264068492	-0.151264068492253
49	100.79	100.277760291153	0.512239708847318
50	99.76	101.023489399471	-1.26348939947107
51	99.63	99.880694076091	-0.250694076091008
52	99.26	99.728313896729	-0.468313896728986
53	99.69	99.3165061716725	0.373493828327526
54	99.17	99.7798490372037	-0.609849037203674
55	98.79	99.205406064122	-0.415406064121967
56	97.97	98.7883215730639	-0.818321573063898
57	98.1	97.8952676586414	0.20473234135855
58	97.91	98.0435447020892	-0.133544702089182
59	97.16	97.8416227834216	-0.681622783421602
60	96.8	97.030772362111	-0.230772362111026
61	97.46	96.6501706513073	0.809829348692716
62	96.59	97.3824664404977	-0.792466440497677
63	96.35	96.4417206879324	-0.091720687932451
64	96.12	96.1935325189931	-0.073532518993062
65	96.16	95.956968060073	0.203031939927001
66	95.95	96.0150933038068	-0.0650933038068331
67	96.06	95.7992822378368	0.260717762163196
68	95.89	95.9325572604103	-0.0425572604103479
69	95.9	95.7587580516856	0.141241948314445
70	95.82	95.7813671256055	0.0386328743945086
71	95.54	95.7048159931324	-0.164815993132365
72	95.51	95.4101023966025	0.0998976033974799

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	95.3890205422433	93.3805297057294	97.3975113787573
74	95.2680410844867	92.2981117007038	98.2379704682696
75	95.14706162673	91.3492155299969	98.9449077234631
76	95.0260821689734	90.4535775608419	99.5985867771048
77	94.9051027112167	89.5818264214704	100.228379000963
78	94.78412325346	88.7197724363629	100.848474070557
79	94.6631437957034	87.8595168820256	101.466770709381
80	94.5421643379467	86.996269085451	102.088059590442
81	94.4211848801901	86.1269556551349	102.715414105245
82	94.3002054224334	85.2495287256077	103.350882119259
83	94.1792259646767	84.3625887848001	103.995863144553
84	94.0582465069201	83.465164393958	104.651328619882