Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.00942378258373058
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	97.61	97.68	-0.0700000000000074
4	97.69	97.5593403352191	0.13065966478085
5	97.68	97.6405716434925	0.0394283565075142
6	97.67	97.6309432077519	0.0390567922481324
7	97.67	97.6213112704704	0.048688729529573
8	97.96	97.6217701024718	0.338229897528208
9	98.27	97.9149575074894	0.355042492510592
10	99.52	98.2283033507468	1.29169664925318
11	99.59	99.4904760191335	0.0995239808664934
12	99.75	99.5614139114911	0.188586088508927
13	99.75	99.7231911057875	0.0268088942125075
14	99.8	99.7234437469779	0.0765562530221331
15	99.99	99.7741651964618	0.215834803538229
16	100.25	99.9661991767243	0.283800823275698
17	100.08	100.22887365398	-0.148873653979948
18	100.08	100.057470701032	0.022529298967612
19	100.08	100.057683012248	0.0223169877523759
20	100.06	100.057893322688	0.00210667731187186
21	101	100.037913175557	0.962086824442906
22	101.81	100.986979672617	0.823020327382693
23	101.82	101.804735637245	0.0152643627554312
24	101.96	101.81487948528	0.145120514719551
25	101.96	101.95624706946	0.00375293054040071
26	101.93	101.956282436261	-0.0262824362610559
27	102.03	101.926034756296	0.103965243704025
28	102.11	102.027014502149	0.082985497851098
29	102.07	102.107796539438	-0.0377965394382613
30	102.34	102.067440353068	0.272559646931839
31	102.34	102.340008895922	-8.8959219510798e-06
32	102.33	102.340008812089	-0.0100088120887278
33	102.77	102.32991449122	0.440085508780328
34	103.08	102.774061761373	0.305938238627334
35	103.38	103.086944856818	0.293055143182457
36	103.44	103.389706544772	0.0502934552280578
37	99.1	103.450180499359	-4.3501804993594
38	99.15	99.0691853441334	0.0808146558665612
39	99.21	99.1199469238799	0.0900530761200713
40	99.01	99.1807955644903	-0.170795564490248
41	99.08	98.9791860242242	0.10081397577575
42	99.11	99.0501360732134	0.0598639267866474
43	100.11	99.080700217844	1.029299782156
44	100.31	100.090400115205	0.219599884795485
45	100.55	100.292469576774	0.257530423225745
46	101.38	100.534896487491	0.845103512508587
47	101.49	101.372860559254	0.117139440745959
48	101.5	101.483964455876	0.0160355441243922
49	100.69	101.494115571357	-0.804115571357059
50	100.8	100.67653776104	0.123462238959604
51	100.58	100.787701242338	-0.207701242337649
52	100.34	100.565743910987	-0.225743910987489
53	100.38	100.323616549451	0.056383450549248
54	100.33	100.36414789483	-0.034147894830042
55	101.06	100.313826092493	0.746173907506531
56	101.15	101.050857873167	0.0991421268325468
57	101.36	101.141792167016	0.218207832984376
58	101.98	101.353848510192	0.626151489808265
59	102.24	101.979749225696	0.260250774303827
60	102.34	102.24220177241	0.0977982275895499
61	101.91	102.343123401644	-0.433123401644337
62	101.8	101.909041740875	-0.109041740875313
63	101.8	101.798014155217	0.00198584478324904
64	101.73	101.798032869386	-0.0680328693862293
65	101.8	101.727391742417	0.0726082575834113
66	101.81	101.79807598685	0.0119240131501641
67	102.28	101.808188356157	0.471811643842713
68	101.7	102.282634606509	-0.58263460650933
69	101.7	101.697143984652	0.00285601534817204
70	102.37	101.69717089912	0.672829100880463
71	102.43	102.373511494282	0.0564885057177662
72	102.41	102.434043829679	-0.0240438296786039

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	102.413817245855	101.171474070979	103.656160420731
74	102.41763449171	100.652398009015	104.182870974405
75	102.421451737566	100.249309025516	104.593594449616
76	102.425268983421	99.9053239317049	104.945214035137
77	102.429086229276	99.598522454904	105.259650003648
78	102.432903475131	99.3177176464279	105.548089303835
79	102.436720720987	99.056295955095	105.817145486878
80	102.440537966842	98.8099688700245	106.071107063659
81	102.444355212697	98.5757717524919	106.312938672902
82	102.448172458552	98.3515563186436	106.544788598461
83	102.451989704408	98.1357084891933	106.768270919622
84	102.455806950263	97.9269802461144	106.984633654411