Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.0335395346302571
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	2.08	2.09	-0.0100000000000002
4	2.08	2.0896646046537	-0.00966460465369767
5	2.09	2.08934045831123	0.000659541688772691
6	2.09	2.09936257903254	-0.00936257903253779
7	2.09	2.09904856248885	-0.00904856248884744
8	2.1	2.0987450779139	0.00125492208610156
9	2.1	2.10878716741666	-0.00878716741666397
10	2.1	2.10849244991079	-0.00849244991079079
11	2.11	2.10820761709291	0.00179238290708783
12	2.11	2.11826773278149	-0.00826773278149506
13	2.11	2.11799043687156	-0.00799043687155621
14	2.13	2.11772244133739	0.0122775586626078
15	2.18	2.13813422494133	0.0418657750586688
16	2.2	2.18953838355373	0.0104616164462659
17	2.21	2.20988926130082	0.000110738699177659
18	2.21	2.21989297542526	-0.00989297542525813
19	2.22	2.21956116963339	0.00043883036661363
20	2.22	2.22957588779966	-0.00957588779966434
21	2.23	2.22925471697919	0.000745283020807896
22	2.23	2.23927971342488	-0.00927971342487766
23	2.23	2.23896847615511	-0.00896847615510543
24	2.23	2.23866767763852	-0.00866767763852039
25	2.24	2.2383769677642	0.00162303223580063
26	2.25	2.24843140351008	0.00156859648992169
27	2.26	2.25848401350637	0.00151598649362716
28	2.27	2.26853485898787	0.00146514101212558
29	2.28	2.27858399913559	0.00141600086441063
30	2.29	2.28863149114562	0.00136850885438289
31	2.3	2.29867739029573	0.0013226097042689
32	2.3	2.30872175000971	-0.00872175000970943
33	2.3	2.30842922657322	-0.00842922657322243
34	2.32	2.30814651423666	0.0118534857633366
35	2.32	2.32854407463291	-0.0085440746329124
36	2.32	2.32825751034588	-0.00825751034587796
37	2.33	2.32798055729167	0.00201944270832755
38	2.34	2.33804828846032	0.00195171153967699
39	2.34	2.3481137479571	-0.00811374795709607
40	2.34	2.34784161662651	-0.00784161662650762
41	2.35	2.34757861245411	0.00242138754589449
42	2.35	2.35765982466555	-0.00765982466555437
43	2.36	2.35740291771092	0.00259708228907751
44	2.37	2.36749002264229	0.00250997735770575
45	2.37	2.3775742061148	-0.00757420611480475
46	2.37	2.37732017076652	-0.00732017076652047
47	2.38	2.3770746556456	0.00292534435440261
48	2.38	2.38717277033388	-0.00717277033387731
49	2.38	2.38693219895487	-0.00693219895486941
50	2.39	2.38669969622796	0.0033003037720416
51	2.4	2.39681038688061	0.00318961311938848
52	2.41	2.40691736502029	0.00308263497971417
53	2.42	2.41702075516294	0.00297924483705891
54	2.43	2.42712067764833	0.00287932235167476
55	2.43	2.43721724878005	-0.00721724878005103
56	2.43	2.43697518561466	-0.00697518561465715
57	2.43	2.43674124113518	-0.00674124113518193
58	2.44	2.43651514304468	0.00348485695532208
59	2.44	2.44663202352521	-0.00663202352521219
60	2.45	2.44640958854252	0.00359041145748051
61	2.45	2.45653000927193	-0.00653000927193448
62	2.48	2.45631099579982	0.0236890042001772
63	2.49	2.48710551397655	0.00289448602344944
64	2.49	2.49720259369077	-0.00720259369077114
65	2.5	2.49696102205025	0.00303897794974795
66	2.51	2.50706294795644	0.00293705204356165
67	2.52	2.51716145531516	0.00283854468483646
68	2.53	2.52725665878292	0.0027433412170792
69	2.54	2.53734866917067	0.00265133082932678
70	2.54	2.54743759357284	-0.00743759357283968
71	2.56	2.54718814014564	0.0128118598543621
72	2.56	2.5676178439629	-0.00761784396290111

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	2.5673623450215	2.5504673989403	2.5842572911027
74	2.574724690043	2.5504276430431	2.5990217370429
75	2.5820870350645	2.55183205116391	2.61234201896509
76	2.589449380086	2.55393693074563	2.62496182942637
77	2.5968117251075	2.55645954181792	2.63716390839708
78	2.604174070129	2.55925747913621	2.64909066112178
79	2.6115364151505	2.56224766805724	2.66082516224375
80	2.618898760172	2.56537696826999	2.672420552074
81	2.6262611051935	2.5686091565457	2.68391305384129
82	2.633623450215	2.57191836375675	2.69532853667325
83	2.6409857952365	2.57528544572802	2.70668614474497
84	2.64834814025799	2.57869583192315	2.71800044859284