Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.0469378169412955
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	2.08	2.09	-0.0100000000000002
4	2.08	2.08953062183059	-0.00953062183058728
5	2.09	2.08908327524777	0.000916724752233478
6	2.09	2.09912630430637	-0.00912630430637229
7	2.09	2.09869793550549	-0.00869793550548925
8	2.1	2.09828967340097	0.00171032659903503
9	2.1	2.10836995239778	-0.00836995239778071
10	2.1	2.10797708510433	-0.00797708510432615
11	2.11	2.10760265814397	0.00239734185602547
12	2.11	2.11771518413716	-0.0077151841371581
13	2.11	2.11735305023646	-0.00735305023646005
14	2.13	2.1170079141105	0.0129920858894992
15	2.18	2.13761773425967	0.0423822657403328
16	2.2	2.18960706529055	0.0103929347094551
17	2.21	2.21009488695742	-9.48869574202149e-05
18	2.21	2.22009043317078	-0.0100904331707823
19	2.22	2.21961681026575	0.000383189734246336
20	2.22	2.22963479635535	-0.0096347963553538
21	2.23	2.22918256004776	0.000817439952240484
22	2.23	2.2392209288946	-0.00922092889459813
23	2.23	2.23878811862211	-0.00878811862211482
24	2.23	2.23837562351897	-0.00837562351897159
25	2.24	2.23798249003547	0.00201750996453143
26	2.25	2.24807718754886	0.00192281245113834
27	2.26	2.25816744016771	0.00183255983229458
28	2.27	2.26825345652565	0.00174654347435288
29	2.28	2.27833543546353	0.00166456453647301
30	2.29	2.28841356648903	0.00158643351097343
31	2.3	2.29848803021475	0.0015119697852457
32	2.3	2.30855899877575	-0.00855899877575483
33	2.3	2.30815725805802	-0.00815725805801781
34	2.32	2.30777437417255	0.0122256258274525
35	2.32	2.32834821835963	-0.00834821835962929
36	2.32	2.32795637121448	-0.00795637121447923
37	2.33	2.3275829165189	0.00241708348110325
38	2.34	2.33769636914086	0.0023036308591351
39	2.34	2.34780449654443	-0.00780449654443105
40	2.34	2.34743817051431	-0.00743817051430984
41	2.35	2.34708903902833	0.00291096097166932
42	2.35	2.35722567318154	-0.00722567318154255
43	2.36	2.35688651585647	0.00311348414353052
44	2.37	2.36703265600525	0.00296734399475218
45	2.37	2.37717193665448	-0.0071719366544758
46	2.37	2.37683530160467	-0.00683530160467338
47	2.38	2.37651446746921	0.00348553253078521
48	2.38	2.38667807075709	-0.00667807075708771
49	2.38	2.38636461669437	-0.00636461669437027
50	2.39	2.38606587548107	0.00393412451893171
51	2.4	2.39625053469756	0.00374946530243747
52	2.41	2.40642652641356	0.00357347358644411
53	2.42	2.4165942574626	0.003405742537399
54	2.43	2.42675411558237	0.00324588441762952
55	2.43	2.43690647031098	-0.00690647031097802
56	2.43	2.43658229567181	-0.0065822956718109
57	2.43	2.43627333708251	-0.00627333708251365
58	2.44	2.43597888033492	0.0040211196650759
59	2.44	2.44616762291366	-0.00616762291366202
60	2.45	2.44587812815838	0.00412187184162249

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
61	2.45607159982434	2.4394513895116	2.47269181013707
62	2.46214319964867	2.43808072346327	2.48620567583407
63	2.46821479947301	2.43805636332055	2.49837323562546
64	2.47428639929734	2.43866289459936	2.50990990399532
65	2.48035799912168	2.4396305099927	2.52108548825065
66	2.48642959894601	2.44082443163272	2.53203476625931
67	2.49250119877035	2.44216671759792	2.54283567994277
68	2.49857279859468	2.44360797655746	2.5535376206319
69	2.50464439841902	2.44511488096009	2.56417391587794
70	2.51071599824335	2.44666389039368	2.57476810609303
71	2.51678759806769	2.44823779108017	2.58533740505521
72	2.52285919789202	2.44982365061418	2.59589474516987