Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.999955063609663
beta	FALSE
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
2	0.7439	0.7869	-0.043
3	0.7492	0.743901932264785	0.00529806773521546
4	0.7804	0.74919976192396	0.0312002380760398
5	0.7678	0.780398597973923	-0.0125985979739232
6	0.7573	0.767800566135516	-0.0105005661355163
7	0.7337	0.757300471857539	-0.0236004718575386
8	0.7136	0.733701060520015	-0.0201010605200155
9	0.7107	0.713600903269102	-0.00290090326910175
10	0.7015	0.710700130356122	-0.00920013035612166
11	0.6874	0.701500413420649	-0.0141004134206488
12	0.6754	0.687400633621681	-0.0120006336216814
13	0.6713	0.675400539265157	-0.00410053926515674
14	0.6849	0.671300184263433	0.013599815736567
15	0.7003	0.684899388873372	0.0154006111266285
16	0.7309	0.700299307952127	0.030600692047873
17	0.7364	0.730898624915358	0.00550137508464255
18	0.7439	0.736399752788062	0.00750024721193809
19	0.7928	0.743899662965964	0.0489003370340363
20	0.8188	0.792797802595367	0.0260021974046326
21	0.784	0.818798831555108	-0.0347988315551078
22	0.7746	0.784001563733878	-0.00940156373387813
23	0.7677	0.774600422472338	-0.00690042247233758
24	0.7197	0.767700310080078	-0.0480003100800778
25	0.7304	0.71970215696067	0.01069784303933
26	0.7567	0.730399519277549	0.0263004807224506
27	0.749	0.756698818151332	-0.00769881815133222
28	0.7328	0.749000345957098	-0.0162003459570975
29	0.7142	0.73280072798507	-0.0186007279850696
30	0.6927	0.714200835849573	-0.0215008358495733
31	0.6974	0.692700966169952	0.00469903383004777
32	0.6953	0.697399788842382	-0.0020997888423816
33	0.699	0.695300094356931	0.00369990564306888
34	0.6971	0.698999833739596	-0.00189983373959568
35	0.7246	0.697100085371671	0.0274999146283295
36	0.7301	0.724598764253102	0.00550123574689787
37	0.736	0.730099752794323	0.00590024720567683
38	0.7585	0.735999734864188	0.0225002651358115
39	0.7756	0.758498988919303	0.0171010110806968
40	0.7564	0.775599231542291	-0.019199231542291
41	0.7568	0.756400862744163	0.00039913725583729
42	0.7593	0.756799982064213	0.00250001793578747
43	0.779	0.759299887658218	0.0197001123417818
44	0.7978	0.778999114748062	0.0188008852519378
45	0.8125	0.797799155156082	0.0147008448439184
46	0.8075	0.812499339397098	-0.00499933939709785
47	0.7781	0.807500224652267	-0.0294002246522665
48	0.771	0.778101321139971	-0.00710132113997097
49	0.7796	0.771000319107739	0.00859968089226126
50	0.763	0.779599613561383	-0.0165996135613826
51	0.7531	0.763000745926714	-0.00990074592671442
52	0.7473	0.753100444903784	-0.00580044490378362
53	0.7707	0.747300260651056	0.0233997393489438
54	0.7684	0.770698948500179	-0.00229894850017887
55	0.7702	0.768400103306447	0.00179989669355285
56	0.759	0.77019991911914	-0.0111999191191396
57	0.7649	0.759000503283937	0.00589949671606271
58	0.7508	0.764899734897913	-0.0140997348979128
59	0.7494	0.750800633591191	-0.00140063359119114
60	0.7334	0.749400062939418	-0.0160000629394177

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
61	0.733400718985074	0.696846337336319	0.769955100633829
62	0.733400718985074	0.681706178189322	0.785095259780826
63	0.733400718985074	0.670088569452425	0.796712868517723
64	0.733400718985074	0.660294419606666	0.806507018363481
65	0.733400718985074	0.651665575141277	0.815135862828871
66	0.733400718985074	0.64386448905815	0.822936948911998
67	0.733400718985074	0.636690640917233	0.830110797052914
68	0.733400718985074	0.630013379671942	0.836788058298205
69	0.733400718985074	0.623741954353105	0.843059483617042
70	0.733400718985074	0.617810289489504	0.848991148480643
71	0.733400718985074	0.612168503294148	0.854632934675999
72	0.733400718985074	0.606777842490769	0.860023595479378