Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.0313932057167741
gamma	0.088434070466107

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	104.18	102.914457799145	1.26554220085472
14	103.73	103.83776992782	-0.107769927820215
15	103.78	103.886886684306	-0.106886684306033
16	103.61	103.700614501971	-0.0906145019705775
17	103.84	103.898603155603	-0.0586031556026114
18	103.86	103.93468008135	-0.0746800813498254
19	104.14	105.216085634193	-1.07608563419306
20	104.05	103.790220523177	0.259779476823368
21	104.01	103.863375833734	0.146624166266463
22	104.49	103.985895503015	0.504104496985136
23	104.83	104.500470959191	0.329529040808538
24	104.78	105.619565932159	-0.839565932159218
25	104.95	105.299875932805	-0.349875932804821
26	105.28	104.561808872338	0.718191127662394
27	105.28	105.416855194152	-0.136855194152247
28	105.91	105.179642204222	0.730357795777834
29	106.81	106.203403810085	0.606596189914811
30	106.39	106.930363475729	-0.540363475728881
31	107.02	107.757149733973	-0.737149733973496
32	106.92	106.691924907397	0.228075092602552
33	107.01	106.754084915698	0.255915084301591
34	106.79	107.010035577253	-0.220035577252574
35	107.41	106.801877955111	0.608122044889114
36	107.13	108.209718855567	-1.07971885556699
37	107.54	107.652489686085	-0.112489686084558
38	108.48	107.161874940895	1.31812505910503
39	108.5	108.645755112036	-0.145755112035872
40	108.27	108.428262725153	-0.158262725152795
41	109.42	108.564127684198	0.855872315801903
42	110.09	109.548912926542	0.541087073457959
43	109.98	111.49964938435	-1.5196493843498
44	109.99	109.669859385276	0.320140614723798
45	109.54	109.844909625453	-0.30490962545251
46	108.85	109.543254201522	-0.693254201522336
47	106.76	108.85024072976	-2.09024072975991
48	107.56	107.463371372533	0.0966286274670125
49	106.24	108.02307152158	-1.78307152157987
50	108.85	105.750011857162	3.09998814283814
51	111.11	108.95983042265	2.1501695773505
52	111.85	111.054414471851	0.795585528149431
53	110.68	112.190223785334	-1.51022378533436
54	106.96	110.78072968603	-3.82072968602971
55	106.74	108.204534733008	-1.46453473300798
56	105.73	106.266474959522	-0.536474959521939
57	105.66	105.394633290756	0.265366709244205
58	104.01	105.490880669116	-1.48088066911612
59	106.86	103.813141077629	3.04685892237141
60	108.84	107.527541746569	1.31245825343143
61	110.66	109.30541068518	1.35458931482009
62	106.93	110.270852252868	-3.34085225286846
63	103.74	106.938472190825	-3.1984721908248
64	101.64	103.415145228692	-1.77514522869218
65	102.17	101.630251062684	0.539748937315977
66	101.13	101.985112178775	-0.855112178775286
67	100.64	102.182017466236	-1.54201746623608
68	100.43	99.9715252613663	0.458474738633683
69	99.77	99.9309182531522	-0.160918253152218
70	99.79	99.4237831799941	0.366216820005945
71	99.47	99.4740298999615	-0.00402989996148051
72	99.63	99.922653388483	-0.292653388482961

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	99.8301327271213	97.3116184402726	102.34864701397
74	99.1331821209092	95.5151262339472	102.751238007871
75	98.9387315146971	94.4382043376282	103.439258691766
76	98.5113642418184	93.2341807192082	103.788547764429
77	98.454830302273	92.4644551981851	104.445205406361
78	98.2062130293942	91.5447544017499	104.867671657039
79	99.2213457565155	91.9184367663315	106.5242547467
80	98.5643951503034	90.6416783051716	106.487111995435
81	98.0624445440914	89.5361076505203	106.588781437662
82	97.718410604546	88.6007399661814	106.836081242911
83	97.3931266650006	87.6935165874569	107.092736742544
84	97.8365927254552	87.5622325755516	108.110952875359