Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.159375563626571
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	0.67	0.68	-0.01
4	0.67	0.678406244363734	-0.00840624436373427
5	0.67	0.677066494430282	-0.00706649443028151
6	0.67	0.675940267897591	-0.00594026789759128
7	0.67	0.67499353435332	-0.00499353435331984
8	0.67	0.674197687001271	-0.00419768700127088
9	0.67	0.673528678269515	-0.00352867826951542
10	0.67	0.672966293181455	-0.00296629318145458
11	0.67	0.672493538533779	-0.00249353853377854
12	0.67	0.672096129424533	-0.00209612942453308
13	0.67	0.671762057616064	-0.00176205761606385
14	0.69	0.671481228690361	0.0185187713096387
15	0.7	0.694432668305506	0.00556733169449353
16	0.7	0.705319964932212	-0.00531996493221243
17	0.7	0.704472092522667	-0.00447209252266745
18	0.7	0.703759350256277	-0.00375935025627716
19	0.7	0.703160201690313	-0.00316020169031328
20	0.7	0.702656542764746	-0.00265654276474603
21	0.71	0.702233154764316	0.00776684523568349
22	0.71	0.713471000101354	-0.00347100010135393
23	0.71	0.712917807503853	-0.00291780750385273
24	0.71	0.712452780288372	-0.00245278028837237
25	0.71	0.712061867047461	-0.00206186704746092
26	0.71	0.711733255824649	-0.00173325582464878
27	0.71	0.711457017200686	-0.00145701720068636
28	0.71	0.711224804263113	-0.00122480426311333
29	0.72	0.711029600393347	0.00897039960665258
30	0.72	0.722459262886613	-0.00245926288661324
31	0.72	0.722067316477953	-0.00206731647795333
32	0.72	0.721737836749085	-0.00173783674908501
33	0.73	0.721460868037709	0.00853913196229139
34	0.73	0.73282179700708	-0.00282179700708052
35	0.73	0.732372071518637	-0.00237207151863728
36	0.73	0.731994021283392	-0.00199402128339188
37	0.73	0.731676223017468	-0.00167622301746795
38	0.73	0.731409074029295	-0.00140907402929513
39	0.73	0.731184502061685	-0.00118450206168463
40	0.73	0.730995721377987	-0.000995721377986869
41	0.73	0.730837027722155	-0.000837027722155215
42	0.73	0.730703625957166	-0.000703625957165666
43	0.73	0.73059148517366	-0.000591485173660034
44	0.73	0.730497216890731	-0.000497216890731234
45	0.74	0.730417972668526	0.00958202733147373
46	0.75	0.741945113675165	0.00805488632483486
47	0.75	0.753228865723134	-0.00322886572313363
48	0.75	0.752714263428635	-0.00271426342863468
49	0.75	0.752281676164865	-0.00228167616486508
50	0.76	0.751918032740076	0.00808196725992361
51	0.76	0.763206100827338	-0.00320610082733819
52	0.76	0.762695126700938	-0.00269512670093752
53	0.77	0.762265589363931	0.00773441063606939
54	0.77	0.773498265418374	-0.0034982654183735
55	0.78	0.772940727395605	0.00705927260439509
56	0.78	0.784065802945724	-0.00406580294572401
57	0.78	0.783417813309655	-0.00341781330965463
58	0.78	0.782873097387058	-0.00287309738705799
59	0.79	0.782415195871642	0.00758480412835838
60	0.79	0.793624028304596	-0.00362402830459585
61	0.79	0.793046446750952	-0.00304644675095223
62	0.8	0.792560917582961	0.00743908241703906
63	0.8	0.803746525536041	-0.00374652553604105
64	0.8	0.803149420917093	-0.00314942091709314
65	0.8	0.802647480183334	-0.00264748018333416
66	0.81	0.802225536536925	0.00777446346307498
67	0.8	0.813464596033247	-0.0134645960332468
68	0.81	0.801318668451444	0.00868133154855599
69	0.82	0.812702260560024	0.00729773943997569
70	0.82	0.82386534189647	-0.00386534189647025
71	0.82	0.823249300853111	-0.00324930085311093
72	0.82	0.822731441698254	-0.00273144169825401

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	0.822296116638082	0.811652129322537	0.832940103953626
74	0.824592233276163	0.808295625815315	0.840888840737011
75	0.826888349914245	0.805379971677628	0.848396728150862
76	0.829184466552327	0.802535963536706	0.855832969567948
77	0.831480583190408	0.799638283671743	0.863322882709074
78	0.83377669982849	0.796631931698257	0.870921467958724
79	0.836072816466572	0.793489915162156	0.878655717770988
80	0.838368933104653	0.790198438204915	0.886539428004392
81	0.840665049742735	0.786750593669321	0.894579505816149
82	0.842961166380817	0.783143318241558	0.902779014520076
83	0.845257283018898	0.779375789305301	0.911138776732496
84	0.84755339965698	0.775448525788753	0.919658273525208