Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.28568753838882
beta	0.0196112628231865
gamma	0.740858537204665

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	1.28	1.27180854393392	0.00819145606607807
14	1.27	1.265615650886	0.00438434911399632
15	1.26	1.25708954295794	0.0029104570420575
16	1.27	1.2656306516226	0.00436934837739966
17	1.27	1.26629009944361	0.0037099005563892
18	1.28	1.27800602959912	0.00199397040088023
19	1.27	1.27506691559079	-0.00506691559079053
20	1.26	1.28437842907306	-0.0243784290730562
21	1.3	1.26786957467032	0.0321304253296768
22	1.31	1.27689497699757	0.0331050230024257
23	1.28	1.3076503456443	-0.0276503456443047
24	1.29	1.28989556331847	0.000104436681525266
25	1.31	1.30437947859955	0.005620521400447
26	1.29	1.29535654456512	-0.00535654456512247
27	1.29	1.28315698831128	0.00684301168872059
28	1.32	1.29388040288874	0.0261195971112598
29	1.3	1.30060906787353	-0.000609067873531322
30	1.29	1.31062923768122	-0.020629237681222
31	1.31	1.29743253941617	0.012567460583834
32	1.29	1.30168362692955	-0.0116836269295466
33	1.33	1.31937867304122	0.0106213269587783
34	1.35	1.32278397742074	0.0272160225792641
35	1.32	1.31948667072914	0.000513329270857232
36	1.33	1.32484010414548	0.00515989585452448
37	1.34	1.34444703687685	-0.00444703687685122
38	1.34	1.3265225938193	0.0134774061806977
39	1.33	1.32634040797365	0.00365959202635424
40	1.33	1.34714349224861	-0.0171434922486087
41	1.35	1.3271290513252	0.0228709486748044
42	1.32	1.33339164098667	-0.0133916409866677
43	1.35	1.34032647974595	0.00967352025405122
44	1.32	1.33078240051498	-0.0107824005149784
45	1.36	1.36165113206319	-0.00165113206318668
46	1.37	1.37063156014866	-0.000631560148660393
47	1.34	1.34477641230697	-0.00477641230696579
48	1.32	1.35119011408384	-0.031190114083844
49	1.34	1.35524386564322	-0.0152438656432203
50	1.32	1.34338002355838	-0.0233800235583757
51	1.33	1.32702266468358	0.00297733531641975
52	1.35	1.33612007519864	0.0138799248013597
53	1.33	1.34581764909372	-0.0158176490937159
54	1.33	1.32138909676379	0.00861090323620584
55	1.35	1.3464453531992	0.00355464680079964
56	1.33	1.32391988691366	0.00608011308634282
57	1.36	1.36421690967426	-0.00421690967425614
58	1.39	1.37268032532496	0.0173196746750386
59	1.37	1.34936064448812	0.0206393555118805
60	1.37	1.34876914471614	0.0212308552838638
61	1.39	1.37684665161855	0.0131533483814537
62	1.37	1.36870740753079	0.00129259246921376
63	1.39	1.37393723807847	0.0160627619215308
64	1.39	1.39355733053073	-0.00355733053072682
65	1.39	1.38261435275164	0.00738564724835511
66	1.37	1.37800378456366	-0.00800378456365758
67	1.38	1.39680317917066	-0.0168031791706651
68	1.37	1.36943470936787	0.000565290632125404
69	1.41	1.40403931012215	0.00596068987785259
70	1.41	1.42784857859323	-0.0178485785932341
71	1.42	1.39568874981488	0.0243112501851155
72	1.42	1.39644326334738	0.0235567366526159

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	1.42158362633113	1.39784418803856	1.44532306462369
74	1.40310200955454	1.3779326588225	1.42827136028658
75	1.41619041624024	1.38953551296069	1.4428453195198
76	1.42098090113768	1.39289214565379	1.44906965662158
77	1.41681348897774	1.38737105945094	1.44625591850453
78	1.40166484886862	1.37099023804947	1.43233945968778
79	1.41849214563176	1.38629282359191	1.45069146767161
80	1.40492806015067	1.37155233671297	1.43830378358838
81	1.44333170560191	1.40812255748498	1.47854085371884
82	1.45315972766973	1.41649306877227	1.48982638656719
83	1.44842818866301	1.41053130860397	1.48632506872204
84	1.44170921480102	-9.67109662079829	12.5545150504003