Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.899590659914601
beta	0
gamma	0.775769860282962

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	0.34	0.335488782051282	0.00451121794871812
14	0.34	0.339647556058312	0.000352443941687763
15	0.35	0.350065135811922	-6.51358119224676e-05
16	0.35	0.349690398052749	0.000309601947251159
17	0.35	0.349236104214978	0.000763895785021562
18	0.35	0.34835715553719	0.00164284446281027
19	0.35	0.351602234213817	-0.0016022342138175
20	0.35	0.351094737088929	-0.00109473708892943
21	0.35	0.350627112970858	-0.000627112970857546
22	0.36	0.350163492475087	0.00983650752491277
23	0.36	0.359112847246203	0.000887152753797082
24	0.38	0.360011446052961	0.0199885539470393
25	0.38	0.378444886210174	0.00155511378982581
26	0.39	0.379620430739015	0.0103795692609849
27	0.39	0.399025791592951	-0.00902579159295053
28	0.39	0.390619321611724	-0.000619321611724233
29	0.4	0.38936476382592	0.0106352361740801
30	0.4	0.397434446065668	0.002565553934332
31	0.4	0.401256811654791	-0.00125681165479063
32	0.4	0.401099584692684	-0.00109958469268395
33	0.4	0.400664025080995	-0.000664025080995001
34	0.4	0.400982257698126	-0.000982257698125932
35	0.4	0.399502046452018	0.000497953547981822
36	0.4	0.401538420142508	-0.00153842014250788
37	0.4	0.39917053113587	0.000829468864129934
38	0.4	0.400380669164427	-0.000380669164426917
39	0.4	0.408594648380412	-0.00859464838041218
40	0.4	0.401230848916206	-0.00123084891620556
41	0.4	0.400302835477587	-0.000302835477587471
42	0.4	0.397904146438193	0.00209585356180697
43	0.4	0.401006232550992	-0.00100623255099247
44	0.4	0.401086671332079	-0.00108667133207868
45	0.4	0.400696656174455	-0.000696656174455412
46	0.4	0.400960745581448	-0.000960745581448319
47	0.39	0.399615186808296	-0.00961518680829626
48	0.39	0.392395251500536	-0.00239525150053549
49	0.4	0.389441010631396	0.0105589893686042
50	0.4	0.399309471286482	0.000690528713517824
51	0.4	0.407847265978013	-0.00784726597801289
52	0.4	0.401729404512311	-0.00172940451231129
53	0.4	0.400425182295652	-0.000425182295651971
54	0.4	0.398103275980133	0.00189672401986657
55	0.4	0.400784591446934	-0.000784591446933547
56	0.4	0.401058150753255	-0.00105815075325527
57	0.4	0.400724172493147	-0.000724172493147379
58	0.4	0.400942937354045	-0.00094293735404466
59	0.4	0.398939264979956	0.00106073502004378
60	0.4	0.401885682772621	-0.00188568277262086
61	0.4	0.40039890980174	-0.000398909801740011
62	0.4	0.399641047510336	0.000358952489664499
63	0.41	0.407215511740039	0.00278448825996069
64	0.41	0.411138425088324	-0.00113842508832379
65	0.41	0.410467434230957	-0.000467434230956576
66	0.41	0.408288382292816	0.00171161770718381
67	0.41	0.410594318015481	-0.000594318015480599
68	0.41	0.411017736747313	-0.0010177367473127
69	0.42	0.410746129632331	0.00925387036766889
70	0.42	0.419924008066898	7.59919331022041e-05
71	0.42	0.418993030099988	0.00100696990001226
72	0.42	0.421661571435033	-0.00166157143503343

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	0.420492218426476	0.411285744080463	0.429698692772488
74	0.420152245001232	0.407768721265827	0.432535768736637
75	0.427592734916304	0.412694944800758	0.442490525031851
76	0.428705175103624	0.411660039711131	0.445750310496118
77	0.429110567346723	0.410159864700911	0.448061269992534
78	0.427521751124643	0.406840319332053	0.448203182917232
79	0.428108311742818	0.405830203402722	0.450386420082914
80	0.429033391403167	0.405265627489946	0.452801155316388
81	0.43047743286882	0.405308025016108	0.455646840721532
82	0.43061570933622	0.404118698525986	0.457112720146455
83	0.429688887836293	0.401927690598075	0.457450085074512
84	0.431243703655431	0.402273433337038	0.460213973973825