Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.111979586853965
beta	0
gamma	0.324308302608781

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	2.67	2.64400427350427	0.0259957264957262
14	2.449	2.42448898216595	0.0245110178340484
15	2.62	2.60859910043176	0.0114008995682364
16	2.205	2.20149115307056	0.00350884692943687
17	2.589	2.58787445691544	0.00112554308456048
18	2.706	2.72132421271375	-0.0153242127137529
19	2.352	2.28693193165392	0.0650680683460774
20	2.478	2.55450027834675	-0.076500278346753
21	2.316	2.45717419339866	-0.141174193398656
22	2.295	2.22714761682948	0.0678523831705169
23	2.11	2.14690274994603	-0.0369027499460262
24	1.944	2.23888577986868	-0.29488577986868
25	2.202	2.62796654816314	-0.425966548163141
26	2.036	2.35741312323475	-0.32141312323475
27	2.434	2.49901118477069	-0.065011184770694
28	2.297	2.08107379265047	0.215926207349529
29	2.354	2.49055713137858	-0.136557131378579
30	2.65	2.60385183363909	0.0461481663609118
31	2.555	2.19949556958161	0.355504430418386
32	2.477	2.45881625318805	0.0181837468119537
33	2.268	2.35346725070687	-0.0854672507068654
34	2.51	2.18987677852466	0.320123221475341
35	2.015	2.1077124144383	-0.0927124144382998
36	1.994	2.11914875108154	-0.125148751081543
37	2.271	2.48948633761313	-0.218486337613135
38	2.289	2.27227705197032	0.0167229480296811
39	2.333	2.52558125886148	-0.192581258861478
40	2.795	2.17426645435281	0.620733545647186
41	2.332	2.52756743141206	-0.195567431412065
42	2.799	2.6868719205406	0.112128079459403
43	2.294	2.37899631062758	-0.0849963106275835
44	2.415	2.49184411240668	-0.0768441124066848
45	2.473	2.34600323071184	0.126996769288155
46	2.236	2.32301136231877	-0.0870113623187723
47	1.97	2.07636271309668	-0.106362713096683
48	2.318	2.07692907672992	0.241070923270076
49	2.108	2.46139527620332	-0.353395276203321
50	2.064	2.29681742835163	-0.232817428351632
51	2.519	2.46190018761202	0.0570998123879756
52	2.298	2.37277304301364	-0.0747730430136393
53	2.187	2.41310300793557	-0.226103007935567
54	2.746	2.65760210227168	0.0883978977283224
55	2.364	2.29029887161839	0.0737011283816122
56	2.512	2.4232653181253	0.0887346818746972
57	2.224	2.35467050468976	-0.130670504689762
58	2.209	2.24119244749588	-0.0321924474958797
59	2.186	1.99510935589166	0.190890644108344
60	2.303	2.12902027195623	0.173979728043771
61	2.381	2.33477188384036	0.0462281161596394
62	2.432	2.2496692012925	0.182330798707501
63	2.913	2.54473404739681	0.368265952603195
64	2.392	2.45247277944104	-0.0604727794410396
65	2.532	2.45082220325903	0.0811777967409695
66	2.709	2.82030434353269	-0.111304343532691
67	2.387	2.42640598063757	-0.0394059806375746
68	2.609	2.55103628885008	0.0579637111499225
69	2.399	2.41580873013904	-0.0168087301390392
70	2.184	2.3434417987542	-0.159441798754195
71	1.839	2.14735561072842	-0.308355610728421
72	2.056	2.22049092225493	-0.164490922254935
73	2.151	2.351549238157	-0.200549238156998
74	2.155	2.27800906665074	-0.12300906665074
75	2.463	2.59242999067113	-0.129429990671134
76	2.155	2.32096344325143	-0.165963443251429
77	2.679	2.34829435450496	0.33070564549504
78	2.367	2.69028512802864	-0.323285128028637
79	2.052	2.29335542603824	-0.241355426038238
80	2.547	2.42341324932022	0.123586750679782
81	2.466	2.27400023717634	0.191999762823656

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
82	2.18393835583229	1.81191265149754	2.55596406016704
83	1.96282034951651	1.58846941698792	2.33717128204509
84	2.11191713081937	1.73525532404269	2.48857893759605
85	2.2510105515573	1.87205196188881	2.62996914122578
86	2.22225878041932	1.84101724453586	2.60350031630279
87	2.54860503162949	2.16509413910878	2.93211592415021
88	2.28111064466328	1.89534374525213	2.66687754407443
89	2.4700629930573	2.082053203644	2.85807278247059
90	2.58667711724661	2.19643732855279	2.97691690594043
91	2.24954388125218	1.85708676425841	2.64200099824594
92	2.51172915615885	2.11706716827769	2.90639114404001
93	2.36817937780394	1.97132476881273	2.76503398679515