Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.731166173353888
beta	0
gamma	1

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	0.46	0.466830516713388	-0.00683051671338769
14	0.46	0.461427505600215	-0.00142750560021521
15	0.45	0.44997224146999	2.77585300099692e-05
16	0.45	0.450404624744055	-0.000404624744055115
17	0.46	0.461375566736432	-0.00137556673643241
18	0.46	0.461642562585364	-0.00164256258536388
19	0.46	0.454146875094009	0.00585312490599121
20	0.46	0.457990824794375	0.00200917520562460
21	0.46	0.459435118913758	0.000564881086241864
22	0.44	0.460236399386104	-0.0202363993861041
23	0.44	0.445377537437643	-0.00537753743764258
24	0.43	0.431592291510087	-0.00159229151008661
25	0.44	0.428253841794443	0.0117461582055569
26	0.44	0.437770075517025	0.00222992448297515
27	0.44	0.429774388275788	0.0102256117242123
28	0.44	0.437503772591721	0.00249622740827943
29	0.44	0.450043144789146	-0.0100431447891458
30	0.44	0.443807166053091	-0.00380716605309078
31	0.44	0.436854614469646	0.00314538553035443
32	0.44	0.437693489096854	0.00230651090314604
33	0.44	0.438928998479739	0.00107100152026091
34	0.44	0.434510131914643	0.00548986808535729
35	0.44	0.442425766086351	-0.00242576608635148
36	0.43	0.431803936589844	-0.00180393658984418
37	0.43	0.431837409477797	-0.00183740947779731
38	0.42	0.428869689010611	-0.00886968901061114
39	0.42	0.41511297228229	0.00488702771771032
40	0.42	0.416887495830328	0.00311250416967246
41	0.42	0.426056944620637	-0.00605694462063683
42	0.42	0.424236971520616	-0.00423697152061631
43	0.42	0.418879722317182	0.00112027768281830
44	0.42	0.418030009671073	0.00196999032892742
45	0.42	0.418664733742606	0.00133526625739361
46	0.42	0.415742095006135	0.00425790499386514
47	0.42	0.420480813730523	-0.000480813730522611
48	0.42	0.411783037948139	0.00821696205186068
49	0.42	0.419059505460376	0.000940494539623749
50	0.42	0.416250957851564	0.0037490421484358
51	0.42	0.41541333909062	0.00458666090938031
52	0.41	0.416489742659472	-0.00648974265947211
53	0.41	0.416045043366751	-0.00604504336675132
54	0.41	0.414628009118193	-0.00462800911819339
55	0.41	0.410415342127111	-0.000415342127110863
56	0.41	0.408673811663632	0.00132618833636827
57	0.41	0.408659419465873	0.00134058053412711
58	0.41	0.406563980753393	0.00343601924660725
59	0.41	0.409385895791372	0.000614104208627952
60	0.41	0.403911280413689	0.00608871958631058
61	0.41	0.407659664572826	0.00234033542717355
62	0.41	0.406661235682144	0.00333876431785562
63	0.41	0.405794207555857	0.00420579244414276
64	0.41	0.403701737623476	0.00629826237652359
65	0.41	0.412685999968824	-0.00268599996882368
66	0.41	0.414103841193898	-0.00410384119389845
67	0.41	0.411411052462003	-0.00141105246200296
68	0.41	0.409409096656436	0.000590903343563487
69	0.41	0.408859988064725	0.00114001193527502
70	0.41	0.407176496343624	0.00282350365637624
71	0.41	0.40879025722972	0.00120974277028024
72	0.41	0.405207625737702	0.00479237426229845

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	0.406999313201695	0.396988126170802	0.417010500232588
74	0.404561577859124	0.392172481627639	0.416950674090608
75	0.401502436918196	0.387145925173321	0.415858948663071
76	0.396948680299299	0.380915664839511	0.412981695759087
77	0.398807381922821	0.381089268520666	0.416525495324976
78	0.401684129296761	0.382369095723446	0.420999162870076
79	0.402668508684583	0.381924787600868	0.423412229768297
80	0.402221517396403	0.38018904167957	0.424253993113235
81	0.401379280469937	0.378143067624379	0.424615493315496
82	0.399328052534751	0.375006206072174	0.423649898997329
83	0.398433112494345	0.373014126988399	0.42385209800029
84	0.394981904427651	-7.6611802057714	8.4511440146267