Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.913882252944706
beta	0.0156442872297025
gamma	1

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	0.41	0.409910561495626	8.94385043740398e-05
14	0.41	0.41012333698141	-0.000123336981409539
15	0.41	0.410139897373554	-0.000139897373553799
16	0.41	0.409722938299467	0.000277061700532488
17	0.41	0.409276230044584	0.000723769955416176
18	0.41	0.409249580559903	0.000750419440096961
19	0.41	0.412170784068899	-0.00217078406889887
20	0.41	0.410308310797649	-0.000308310797648648
21	0.41	0.410143510864863	-0.000143510864863083
22	0.42	0.410127266885869	0.0098727331141305
23	0.42	0.419405841345727	0.00059415865427298
24	0.42	0.420213385982037	-0.000213385982037462
25	0.42	0.42028777462779	-0.000287774627789616
26	0.42	0.420263393099985	-0.000263393099985076
27	0.42	0.420274837118587	-0.000274837118586724
28	0.42	0.419883452885855	0.000116547114144716
29	0.42	0.419428887912329	0.000571112087671355
30	0.42	0.419362198615303	0.000637801384696601
31	0.42	0.422088671475199	-0.00208867147519926
32	0.42	0.420583058047971	-0.000583058047971208
33	0.42	0.420295245913563	-0.000295245913562947
34	0.42	0.421116845638211	-0.00111684563821135
35	0.42	0.41950722060541	0.000492779394590026
36	0.43	0.420105409046739	0.00989459095326095
37	0.43	0.42950826132353	0.000491738676469455
38	0.44	0.430306447060416	0.00969355293958424
39	0.44	0.439667101644497	0.000332898355502542
40	0.44	0.440107206085745	-0.000107206085745326
41	0.44	0.439706075963128	0.000293924036872228
42	0.44	0.43960290281348	0.000397097186520146
43	0.44	0.442200424281174	-0.00220042428117367
44	0.44	0.440983673304023	-0.000983673304022936
45	0.44	0.440597952773114	-0.000597952773114085
46	0.44	0.441347497928141	-0.00134749792814121
47	0.44	0.439868014508225	0.000131985491775288
48	0.44	0.441191778795396	-0.00119177879539639
49	0.43	0.439704532677982	-0.00970453267798227
50	0.44	0.431886015934066	0.00811398406593383
51	0.44	0.438900026623818	0.00109997337618228
52	0.46	0.439916131014449	0.0200838689855511
53	0.46	0.458170731405145	0.00182926859485477
54	0.46	0.459662818603304	0.000337181396695918
55	0.46	0.46227131537547	-0.00227131537546976
56	0.46	0.461335037728099	-0.00133503772809945
57	0.45	0.460881477536563	-0.0108814775365635
58	0.45	0.452257087949292	-0.00225708794929202
59	0.46	0.450117386618263	0.0098826133817374
60	0.46	0.460462176689568	-0.000462176689567939
61	0.46	0.459025685845696	0.00097431415430388
62	0.47	0.463008216742976	0.00699178325702354
63	0.47	0.46864117293212	0.00135882706787982
64	0.47	0.471885428322728	-0.00188542832272848
65	0.47	0.468469817295679	0.00153018270432076
66	0.47	0.469565730172129	0.000434269827870926
67	0.47	0.472095823205018	-0.0020958232050185
68	0.47	0.471443579426219	-0.00144357942621898
69	0.47	0.470061621557005	-6.16215570045653e-05
70	0.47	0.472320438823448	-0.00232043882344773
71	0.47	0.471356374901362	-0.00135637490136215
72	0.47	0.470557974629451	-0.000557974629451452

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	0.469146409424026	0.460461490249579	0.477831328598473
74	0.472815556706152	0.460930854673596	0.484700258738707
75	0.471470171555323	0.457077526720887	0.485862816389758
76	0.473084620566732	0.456441250379226	0.489727990754237
77	0.471588119270883	0.452995961851256	0.490180276690509
78	0.471082019132024	0.450657583157576	0.491506455106472
79	0.472887490167706	0.450651006341395	0.495123973994017
80	0.474128047315862	0.450186775870378	0.498069318761345
81	0.474117356122735	0.448596850804476	0.499637861440995
82	0.476188838613987	0.449038443503376	0.503339233724598
83	0.477408009088578	0.448716577681789	0.506099440495366
84	0.477907428000934	-12.7621810705055	13.7179959265073