Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.313819645669102
gamma	0

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	0.60039	0.57093	0.0294599999999999
4	0.61342	0.591235126761412	0.0221848732385882
5	0.6348	0.611227175820359	0.0235728241796407
6	0.634	0.640004791151834	-0.00600479115183428
7	0.62915	0.637320369720249	-0.00817036972024876
8	0.62168	0.629906347189655	-0.00822634718965465
9	0.61328	0.619854757829446	-0.00657475782944617
10	0.6089	0.609391469657049	-0.000491469657049382
11	0.60857	0.604857236823417	0.00371276317658309
12	0.62672	0.605692374847946	0.0210276251520545
13	0.62291	0.630441256722426	-0.00753125672242605
14	0.62393	0.624267800406351	-0.000337800406351119
15	0.61838	0.625181792002523	-0.00680179200252318
16	0.62012	0.617497256046377	0.00262274395362350
17	0.61659	0.620060324624583	-0.00347032462458341
18	0.6116	0.61544126858054	-0.00384126858053979
19	0.61573	0.609245803035675	0.006484196964325
20	0.61407	0.615410671429468	-0.00134067142946814
21	0.62823	0.613329942396514	0.0149000576034862
22	0.64405	0.632165873194089	0.0118841268059111
23	0.6387	0.651715345657407	-0.0130153456574066
24	0.63633	0.642280874494939	-0.00595087449493859
25	0.63059	0.638043373169516	-0.00745337316951555
26	0.62994	0.629964358242419	-2.43582424185318e-05
27	0.63709	0.629306714147414	0.00778328585258625
28	0.64217	0.638899262155814	0.0032707378441863
29	0.65711	0.645005683947153	0.0121043160528472
30	0.66977	0.663744256121924	0.00602574387807597
31	0.68255	0.678295252930635	0.00425474706936535
32	0.68902	0.692410476148354	-0.00339047614835453
33	0.71322	0.697816478124828	0.0154035218751717
34	0.70224	0.726850405901751	-0.024610405901751
35	0.70045	0.70814717704189	-0.00769717704189066
36	0.69919	0.703941651669952	-0.00475165166995228
37	0.69693	0.701190490026545	-0.00426049002654472
38	0.69763	0.697593464556038	3.65354439620935e-05
39	0.69278	0.698304930096116	-0.00552493009611643
40	0.70196	0.691721098491006	0.0102389015089935
41	0.69215	0.7041142669346	-0.0119642669345997
42	0.6769	0.690549644924493	-0.0136496449244932
43	0.67124	0.67101611819078	0.000223881809220394
44	0.66532	0.665426376700821	-0.000106376700820809
45	0.67157	0.659472993602262	0.0120970063977381
46	0.66428	0.669519271863657	-0.00523927186365691
47	0.66576	0.66058508542384	0.00517491457616004
48	0.66942	0.663689075282498	0.00573092471750158
49	0.6813	0.669147552046701	0.0121524479532990
50	0.69144	0.684841228957418	0.00659877104258255
51	0.69862	0.697052052947852	0.00156794705214769
52	0.695	0.704724105536185	-0.0097241055361853
53	0.69867	0.69805249018237	0.000617509817629425
54	0.68968	0.701916276894536	-0.0122362768945363
55	0.69233	0.689086292815184	0.00324370718481615
56	0.68293	0.692754231854577	-0.00982423185457715
57	0.68399	0.680271194895003	0.00371880510499722
58	0.66895	0.682498228995365	-0.0135482289953653
59	0.68756	0.663206528572596	0.0243534714274040
60	0.68527	0.689459126346756	-0.00418912634675639
61	0.6776	0.685854496200954	-0.00825449620095431
62	0.68137	0.675594073127994	0.00577592687200623
63	0.67933	0.681176672452378	-0.00184667245237757
64	0.67922	0.678557150357705	0.000662849642294572
65	0.68598	0.678655165597582	0.00732483440241771
66	0.68297	0.687713842534334	-0.00474384253433391
67	0.68935	0.683215131551099	0.00613486844890088
68	0.69463	0.69152037379396	0.00310962620604016
69	0.6833	0.697776235588103	-0.0144762355881026
70	0.68666	0.681903308465222	0.0047566915347782
71	0.68782	0.686756051717223	0.00106394828277678
72	0.67669	0.688249939590334	-0.0115599395903344
73	0.67511	0.67349220344414	0.00161779655586047
74	0.67254	0.672419899786064	0.000120100213935714
75	0.67397	0.669887589592646	0.00408241040735358
76	0.67286	0.672598730180158	0.000261269819842092
77	0.66341	0.671570721782445	-0.00816072178244476
78	0.668	0.659559726964274	0.00844027303572614
79	0.68021	0.666798450457696	0.0134115495423041
80	0.67934	0.683217258182935	-0.00387725818293527
81	0.68136	0.681130498393799	0.000229501606200944
82	0.67562	0.683222520506537	-0.00760252050653742
83	0.6744	0.675096700214984	-0.000696700214983803
84	0.67766	0.67365806200038	0.00400193799962001
85	0.68887	0.67817394876541	0.0106960512345895
86	0.69614	0.692740579773908	0.00339942022609208
87	0.70896	0.70107738462474	0.00788261537525958
88	0.72064	0.71637110418875	0.00426889581124967

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
89	0.729390767559635	0.710603854339748	0.748177680779522
90	0.73814153511927	0.707122514750582	0.769160555487957
91	0.746892302678905	0.703335292179336	0.790449313178473
92	0.75564307023854	0.698831387107637	0.812454753369442
93	0.764393837798175	0.693522399482675	0.835265276113674
94	0.77314460535781	0.687398981185847	0.858890229529773
95	0.781895372917444	0.680476736355338	0.883314009479551
96	0.79064614047708	0.67277942458114	0.908512856373019
97	0.799396908036714	0.664332851747386	0.934460964326043
98	0.80814767559635	0.655162486076023	0.961132865116676
99	0.816898443155984	0.645292533978651	0.988504352333317
100	0.82564921071562	0.634745629104094	1.01655279232714