Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.335904170899142
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
3	0.7492	0.7009	0.0483
4	0.7804	0.722424171454428	0.0579758285455715
5	0.7678	0.773098494074219	-0.00529849407421945
6	0.7573	0.758718707815205	-0.00141870781520481
7	0.7337	0.74774215794279	-0.0140421579427902
8	0.7136	0.719425338521383	-0.00582533852138256
9	0.7107	0.697368583015151	0.0133314169848493
10	0.7015	0.698946661584357	0.00255333841564276
11	0.6874	0.690604338607889	-0.0032043386078886
12	0.6754	0.675427987904526	-2.79879045257392e-05
13	0.6713	0.663418586650661	0.00788141334933923
14	0.6849	0.661965986267284	0.022934013732716
15	0.7003	0.683269617135561	0.0170303828644386
16	0.7309	0.704390193771736	0.0265098062282643
17	0.7364	0.743894948253538	-0.00749494825353758
18	0.7439	0.746877363874501	-0.0029773638745012
19	0.7928	0.753377254930772	0.0394227450692282
20	0.8188	0.815519519427819	0.00328048057218089
21	0.784	0.842621446534568	-0.0586214465345682
22	0.7746	0.788130258139466	-0.0135302581394658
23	0.7677	0.774185387997077	-0.0064853879970771
24	0.7197	0.76510691911896	-0.0454069191189598
25	0.7304	0.701854545599221	0.0285454544007788
26	0.7567	0.722143082792654	0.034556917207346
27	0.749	0.760050895416018	-0.0110508954160179
28	0.7328	0.748638853553607	-0.0158388535536073
29	0.7142	0.72711851658269	-0.0129185165826899
30	0.6927	0.704179132980735	-0.0114791329807346
31	0.6974	0.6788232443342	0.0185767556658001
32	0.6953	0.689763254044117	0.00553674595588349
33	0.699	0.689523070103907	0.00947692989609317
34	0.6971	0.696406410383323	0.000693589616676871
35	0.7246	0.694739390028457	0.0298606099715427
36	0.7301	0.732269693463491	-0.00216969346349105
37	0.736	0.737040884379532	-0.00104088437953176
38	0.7585	0.742591246975023	0.0159087530249767
39	0.7756	0.770435063469917	0.00516493653008276
40	0.7564	0.789269987192801	-0.0328699871928014
41	0.7568	0.759028821397338	-0.00222882139733793
42	0.7593	0.758680150993783	0.000619849006217033
43	0.779	0.761388360860299	0.0176116391397011
44	0.7978	0.787004183903695	0.0107958160963049
45	0.8125	0.809430543558704	0.00306945644129608
46	0.8075	0.825161586779729	-0.0176615867797286
47	0.7781	0.814228986115721	-0.0361289861157206
48	0.771	0.772693108989093	-0.00169310898909292
49	0.7796	0.76502438661787	0.0145756133821302
50	0.763	0.778520395946341	-0.0155203959463406
51	0.7531	0.756707030213959	-0.0036070302139587
52	0.7473	0.745595413720531	0.00170458627946923
53	0.7707	0.740367991361462	0.0303320086385381
54	0.7684	0.773956639574896	-0.00555663957489572
55	0.7702	0.769790141165505	0.000409858834495069
56	0.759	0.771727814457492	-0.0127278144574917
57	0.7649	0.75625248849479	0.00864751150521015
58	0.7508	0.765057223677288	-0.0142572236772882
59	0.7494	0.746168162778645	0.00323183722135478
60	0.7334	0.745853750380965	-0.0124537503809652

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
61	0.725670483684662	0.685130898008387	0.766210069360938
62	0.717940967369325	0.65029158578914	0.785590348949509
63	0.710211451053987	0.61445232356973	0.805970578538244
64	0.702481934738649	0.576805998122634	0.828157871354664
65	0.694752418423312	0.537204970002542	0.852299866844081
66	0.687022902107974	0.495656889170181	0.878388915045767
67	0.679293385792636	0.452215059464111	0.906371712121161
68	0.671563869477299	0.406945441022893	0.936182297931704
69	0.663834353161961	0.359915189388652	0.96775351693527
70	0.656104836846623	0.311188512771432	1.00102116092181
71	0.648375320531286	0.260825300243945	1.03592534081863
72	0.640645804215948	0.208880857775631	1.07241075065627