Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.999920025746041
beta	FALSE
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
2	1.82	1.94	-0.12
3	1.8	1.82000959691048	-0.0200095969104752
4	1.79	1.80000160025258	-0.0100016002525849
5	1.79	1.79000079987052	-7.99870518708445e-07
6	1.78	1.79000000006397	-0.0100000000639691
7	1.81	1.78000079974254	0.0299992002574554
8	1.84	1.80999760083634	0.03000239916366
9	1.87	1.83999760058051	0.0300023994194902
10	1.87	1.86999760058049	2.39941951063471e-06
11	1.87	1.86999999980811	1.91891835754632e-10
12	1.84	1.86999999999998	-0.0299999999999847
13	1.82	1.84000239922762	-0.0200023992276188
14	1.83	1.82000159967696	0.00999840032304444
15	1.83	1.82999920038539	7.9961460652811e-07
16	1.82	1.82999999993605	-0.00999999993605138
17	1.83	1.82000079974253	0.00999920025746559
18	1.87	1.82999920032142	0.0400007996785807
19	1.88	1.86999680096589	0.0100031990341118
20	1.9	1.87999920000162	0.02000079999838
21	1.98	1.89999840045094	0.0800015995490586
22	2.03	1.97999360193176	0.0500063980682393
23	2.14	2.02999600077562	0.110003999224379
24	2.42	2.13999120251223	0.28000879748777
25	2.73	2.41997760650532	0.310022393494681
26	2.84	2.72997520619037	0.11002479380963
27	2.85	2.8399912008492	0.010008799150802
28	2.94	2.84999919955375	0.0900008004462451
29	3.06	2.93999280225313	0.120007197746872
30	3.24	3.05999040251389	0.18000959748611
31	3.18	3.23998560386674	-0.0599856038667355
32	3.01	3.18000479730392	-0.170004797303918
33	2.87	3.01001359600683	-0.140013596006833
34	2.73	2.87001119748289	-0.140011197482885
35	2.63	2.73001119729106	-0.100011197291065
36	2.39	2.63000799832089	-0.240007998320891
37	2.26	2.39001919446061	-0.13001919446061
38	2.11	2.26001039818808	-0.150010398188077
39	2.01	2.11001199696968	-0.100011996969681
40	1.99	2.01000799838484	-0.0200079983848445
41	1.96	1.99000160012474	-0.0300016001247441
42	1.93	1.96000239935559	-0.0300023993555876
43	1.98	1.93000239941951	0.0499976005804945
44	2.07	1.97999600147919	0.0900039985208061
45	2.24	2.06999280199737	0.170007198002635
46	2.31	2.23998640380117	0.070013596198828
47	2.23	2.30999440071488	-0.079994400714877
48	2.26	2.23000639749252	0.0299936025074818
49	2.28	2.25999760128402	0.0200023987159841
50	2.3	2.27999840032309	0.0200015996769145
51	2.33	2.29999840038699	0.0300015996130125
52	2.26	2.32999760064445	-0.0699976006444536
53	2.24	2.26000559800589	-0.02000559800589
54	2.47	2.24000159993278	0.229998400067224
55	2.55	2.46998160604954	0.0800183939504566
56	2.89	2.54999360058864	0.340006399411359
57	3.21	2.88997280824187	0.320027191758134
58	3.21	3.20997440606409	2.55939359075086e-05
59	2.92	3.20999999795314	-0.289999997953144
60	2.68	2.92002319253348	-0.240023192533484
61	2.4	2.68001919567576	-0.280019195675756
62	2.28	2.40002239432627	-0.120022394326269
63	2.24	2.28000959870144	-0.0400095987014444
64	2.2	2.24000319973781	-0.0400031997378072
65	2.18	2.20000319922606	-0.0200031992260552
66	2.23	2.18000159974093	0.049998400259065
67	2.24	2.22999600141524	0.01000399858476
68	2.25	2.23999919993768	0.0100008000623233
69	2.23	2.24999920019348	-0.0199992001934759
70	2.25	2.23000159942112	0.0199984005788849
71	2.23	2.24999840064283	-0.0199984006428333
72	2.21	2.23000159935717	-0.0200015993571716

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	2.21000159961299	1.96968350452383	2.45031969470215
74	2.21000159961299	1.87015408005184	2.54984911917413
75	2.21000159961299	1.79378064113487	2.62622255809111
76	2.21000159961299	1.72939423803701	2.69060896118897
77	2.21000159961299	1.67266838295352	2.74733481627245
78	2.21000159961299	1.62138412157637	2.7986190776496
79	2.21000159961299	1.574223269395	2.84577992983097
80	2.21000159961299	1.53032694590038	2.88967625332559
81	2.21000159961299	1.48909856547876	2.93090463374721
82	2.21000159961299	1.45010375493351	2.96989944429246
83	2.21000159961299	1.41301459590898	3.00698860331699
84	2.21000159961299	1.37757632741273	3.04242687181324