Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.99994924009082
beta	FALSE
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
2	103.07	103.71	-0.640000000000001
3	103.93	103.070032486342	0.859967513658134
4	102.9	103.929956348127	-1.02995634812712
5	101.54	102.900052280491	-1.36005228049068
6	102.13	101.54006903613	0.589930963869747
7	101.08	102.129970055158	-1.04997005515784
8	101.33	101.080053296385	0.249946703615365
9	101.24	101.329987312728	-0.0899873127280273
10	100.58	101.240004567748	-0.660004567747819
11	99.87	100.580033501772	-0.710033501771917
12	99.1	99.8700360412361	-0.770036041236068
13	98.98	99.1000390869595	-0.120039086959508
14	98.77	98.9800060931732	-0.210006093173163
15	98.05	98.7700106598902	-0.720010659890221
16	97.94	98.0500365476757	-0.110036547675705
17	97.65	97.9400055854452	-0.290005585445158
18	97.2	97.6500147206572	-0.45001472065718
19	97.39	97.2000228427064	0.18997715729364
20	97.35	97.3899903567767	-0.0399903567767552
21	98.01	97.3500020299069	0.65999797009313
22	97.81	98.009966498563	-0.199966498562972
23	97.56	97.8100101502813	-0.250010150281312
24	98.05	97.5600126904925	0.48998730950747
25	97.82	98.0499751282887	-0.229975128288672
26	99.05	97.8200116735166	1.22998832648338
27	98.86	99.0499375659042	-0.189937565904245
28	97.64	98.8600096412136	-1.22000964121359
29	97.77	97.6400619275786	0.12993807242141
30	98.07	97.7699934043552	0.30000659564476
31	98.36	98.0699847716924	0.290015228307567
32	100	98.3599852788533	1.64001472114666
33	99.52	99.9999167530017	-0.479916753001703
34	98.82	99.5200243605308	-0.70002436053079
35	98.98	98.820035533173	0.159964466827049
36	98.6	98.9799918802182	-0.379991880218213
37	98.8	98.6000192883533	0.199980711646674
38	99.62	98.7999898489972	0.820010151002762
39	99.35	99.6199583763592	-0.269958376359213
40	99.87	99.3500137030627	0.519986296937347
41	99.53	99.8699736055428	-0.339973605542795
42	99.88	99.5300172570293	0.349982742970653
43	99.26	99.8799822349077	-0.619982234907738
44	99.51	99.2600314702419	0.249968529758064
45	100.64	99.5099873116201	1.13001268837986
46	100.85	100.639942640659	0.210057359341434
47	101.44	100.849989337508	0.590010662492489
48	101.26	101.439970051112	-0.179970051112349
49	101.67	101.260009135263	0.409990864736542
50	102.93	101.669979188901	1.26002081109905
51	103.81	102.929936041458	0.880063958541925
52	106.19	103.809955328033	2.3800446719666
53	106.94	106.189879189149	0.750120810851399
54	108.51	106.939961923936	1.57003807606424
55	108.41	108.50992030501	-0.09992030500986
56	108.97	108.410005071946	0.559994928054394
57	109.25	108.969971574708	0.28002842529169
58	109.97	109.249985785783	0.720014214217429
59	108.92	109.969963452144	-1.04996345214387
60	109.01	108.920053296049	0.0899467039505311
61	108.86	109.009995434313	-0.149995434313482
62	107.36	108.860007613755	-1.50000761375463
63	107.99	107.36007614025	0.629923859749752
64	107.94	107.989968025122	-0.0499680251220838
65	108.54	107.940002536372	0.599997463627588
66	108.37	108.539969544183	-0.169969544183246
67	108.77	108.370008627639	0.399991372361356
68	107.15	108.769979696474	-1.61997969647425
69	108.61	107.150082230022	1.45991776997774
70	109.02	108.609925894707	0.410074105293418
71	109.16	109.019979184676	0.140020815324348
72	109.55	109.159992892556	0.390007107443864

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	109.549980203275	108.064729577892	111.035230828657
74	109.549980203275	107.449571934278	111.650388472271
75	109.549980203275	106.977537711646	112.122422694903
76	109.549980203275	106.579592038572	112.520368367977
77	109.549980203275	106.228993704465	112.870966702084
78	109.549980203275	105.912027921902	113.187932484647
79	109.549980203275	105.62054738443	113.479413022119
80	109.549980203275	105.349243630472	113.750716776077
81	109.549980203275	105.094429369724	114.005531036825
82	109.549980203275	104.85341989741	114.246540509139
83	109.549980203275	104.624188471696	114.475771934853
84	109.549980203275	104.405160511667	114.694799894883