Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.999927022282636
beta	FALSE
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
2	3.66	3.65	0.0100000000000002
3	3.36	3.65999927022283	-0.299999270222826
4	3.19	3.36002189326195	-0.170021893261952
5	2.81	3.19001240780967	-0.380012407809672
6	2.25	2.81002773243809	-0.560027732438092
7	2.32	2.25004086954557	0.0699591304544258
8	2.85	2.31999489454235	0.53000510545765
9	2.75	2.84996132143721	-0.0999613214372124
10	2.78	2.75000729494906	0.0299927050509363
11	2.26	2.77999781120085	-0.519997811200848
12	2.23	2.2600379482533	-0.0300379482532955
13	1.46	2.2300021921009	-0.770002192100898
14	1.19	1.46005619300235	-0.270056193002345
15	1.11	1.19001970808453	-0.0800197080845253
16	1	1.11000583965564	-0.11000583965564
17	1.18	1.00000802797507	0.179991972024925
18	1.59	1.17998686459674	0.410013135403262
19	1.51	1.58997007817729	-0.079970078177289
20	1.01	1.51000583603376	-0.500005836033763
21	0.9	1.01003648928458	-0.110036489284583
22	0.63	0.900008030211815	-0.270008030211815
23	0.81	0.630019704569715	0.179980295430285
24	0.97	0.809986865448869	0.160013134551131
25	1.14	0.969988322606692	0.170011677393308
26	0.97	1.13998759293586	-0.169987592935859
27	0.89	0.970012405306513	-0.0800124053065128
28	0.62	0.8900058391227	-0.2700058391227
29	0.36	0.620019704409814	-0.260019704409814
30	0.27	0.360018975644498	-0.0900189756444976
31	0.34	0.270006569379362	0.069993430620638
32	0.02	0.339994892039203	-0.319994892039203
33	-0.12	0.0200233524967893	-0.140023352496789
34	0.09	-0.119989781415357	0.209989781415357
35	-0.11	0.0899846754250824	-0.199984675425082
36	-0.38	-0.10998540557488	-0.27001459442512
37	-0.65	-0.379980294951244	-0.270019705048756
38	-0.4	-0.649980294578282	0.249980294578282
39	-0.4	-0.400018242991284	1.82429912844451e-05
40	0.29	-0.400000001331332	0.690000001331332
41	0.56	0.289949645374921	0.270050354625079
42	0.63	0.559980292341546	0.0700197076584539
43	0.46	0.629994890121565	-0.169994890121564
44	0.91	0.460012405839045	0.449987594160955
45	1.06	0.909967160932536	0.150032839067464
46	1.28	1.05998905094588	0.220010949054125
47	1.52	1.27998394410314	0.240016055896857
48	1.5	1.51998248417611	-0.0199824841761098
49	1.74	1.50000145827608	0.239998541723918
50	1.39	1.73998248545425	-0.349982485454254
51	2.24	1.39002554092291	0.849974459077094
52	2.04	2.23993797080416	-0.199937970804159
53	2.2	2.04001459101672	0.159985408983276
54	2.16	2.19998832463004	-0.0399883246300408
55	2.28	2.16000291825665	0.119997081743347
56	2.16	2.27999124288688	-0.119991242886884
57	1.87	2.16000875668701	-0.29000875668701
58	1.81	1.87002116417708	-0.0600211641770789
59	1.77	1.81000438020756	-0.0400043802075554
60	2.03	1.77000291942835	0.259997080571648
61	2.65	2.02998102600654	0.620018973993462

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
62	2.64995475243056	2.05160245162742	3.24830705323369
63	2.64995475243056	1.80378768979128	3.49612181506983
64	2.64995475243056	1.61362858759886	3.68628091726225
65	2.64995475243056	1.45331564980439	3.84659385505672
66	2.64995475243056	1.31207644557558	3.98783305928553
67	2.64995475243056	1.18438606213579	4.11552344272532
68	2.64995475243056	1.0669623936393	4.23294711122181
69	2.64995475243056	0.957666942981267	4.34224256187984
70	2.64995475243056	0.855014293242605	4.44489521161851
71	2.64995475243056	0.757922914947625	4.54198658991348
72	2.64995475243056	0.665576336888748	4.63433316797236
73	2.64995475243056	0.577340239770907	4.7225692650902