Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.6717741154244
beta	0.0865680638632208
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	0.47	0.47	0
4	0.47	0.47	0
5	0.47	0.47	0
6	0.48	0.47	0.01
7	0.48	0.477299282999501	0.00270071700049884
8	0.48	0.479852154613579	0.000147845386421153
9	0.48	0.480698670985201	-0.0006986709852006
10	0.48	0.480935888928688	-0.000935888928687789
11	0.49	0.480959324140572	0.00904067585942842
12	0.49	0.488210510470133	0.00178948952986724
13	0.49	0.490694603821702	-0.000694603821702222
14	0.49	0.49146955344057	-0.00146955344056998
15	0.49	0.491638451282771	-0.00163845128277101
16	0.49	0.491598605128196	-0.00159860512819571
17	0.49	0.491492561011254	-0.00149256101125445
18	0.5	0.491370955918703	0.00862904408129705
19	0.5	0.49855059815566	0.00144940184434034
20	0.5	0.500991431362129	-0.000991431362128758
21	0.5	0.501734920118046	-0.00173492011804577
22	0.5	0.501878059507947	-0.00187805950794651
23	0.5	0.501815824541639	-0.00181582454163876
24	0.5	0.50168979961931	-0.00168979961931026
25	0.5	0.501550166058828	-0.00155016605882752
26	0.51	0.501414186066891	0.00858581393310898
27	0.51	0.508586596075767	0.00141340392423339
28	0.5	0.511022962048088	-0.0110229620480878
29	0.51	0.504463867901294	0.00553613209870552
30	0.5	0.509350693824819	-0.00935069382481946
31	0.51	0.503693153457959	0.00630684654204072
32	0.51	0.50892071293835	0.00107928706165028
33	0.52	0.510699298331912	0.00930070166808816
34	0.53	0.518541691971276	0.0114583080287243
35	0.53	0.528499858274445	0.00150014172555513
36	0.53	0.531855625736776	-0.00185562573677622
37	0.53	0.532849163079023	-0.00284916307902272
38	0.53	0.533009576996599	-0.00300957699659921
39	0.54	0.532887209500589	0.00711279049941071
40	0.55	0.539978425006408	0.0100215749935924
41	0.54	0.549606483164181	-0.00960648316418078
42	0.55	0.545490262720944	0.00450973727905568
43	0.55	0.551119213872988	-0.00111921387298752
44	0.55	0.552901694374006	-0.00290169437400623
45	0.54	0.553318004943129	-0.0133180049431287
46	0.55	0.545962409976716	0.00403759002328408
47	0.55	0.550500657221783	-0.000500657221782608
48	0.55	0.551961112125758	-0.00196111212575767
49	0.55	0.552326424352061	-0.00232642435206076
50	0.56	0.552311037969631	0.00768896203036951
51	0.56	0.559470874231616	0.00052912576838382
52	0.56	0.561851688699695	-0.00185168869969488
53	0.56	0.562525450188164	-0.00252545018816408
54	0.55	0.562599730652457	-0.0125997306524569
55	0.55	0.555173643207975	-0.00517364320797475
56	0.56	0.552435340085787	0.00756465991421296
57	0.56	0.55869421590404	0.00130578409595961
58	0.56	0.560824477765203	-0.000824477765202447
59	0.56	0.561475738016865	-0.00147573801686529
60	0.56	0.561603678148112	-0.0016036781481118
61	0.55	0.561552410815918	-0.0115524108159177
62	0.55	0.554146021365909	-0.00414602136590869
63	0.55	0.551473944145608	-0.00147394414560753
64	0.54	0.550511183216496	-0.0105111832164955
65	0.54	0.542866169716303	-0.00286616971630327
66	0.54	0.540190198635046	-0.000190198635046324
67	0.54	0.539300814813283	0.000699185186716966
68	0.55	0.539049556566023	0.0109504434339766
69	0.54	0.546321642367902	-0.00632164236790167
70	0.54	0.54162315805192	-0.00162315805192026
71	0.54	0.539986600448277	1.33995517230812e-05
72	0.54	0.539450219121166	0.000549780878834283

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	0.539306136944281	0.52843543303261	0.550176840855953
74	0.53879272620384	0.525334130404299	0.552251322003382
75	0.5382793154634	0.522325397941044	0.554233232985755
76	0.537765904722959	0.519349809884512	0.556181999561406
77	0.537252493982518	0.51637647207746	0.558128515887577
78	0.536739083242078	0.513387552155766	0.560090614328389
79	0.536225672501637	0.510372065695206	0.562079279308068
80	0.535712261761196	0.507322958698605	0.564101564823787
81	0.535198851020756	0.504235583592582	0.566162118448929
82	0.534685440280315	0.501106838692878	0.568264041867752
83	0.534172029539874	0.497934652594008	0.57040940648574
84	0.533658618799434	0.49471766047539	0.572599577123477