Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	1
beta	0.00412567960433317
gamma	0.119415377376804

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	0.94	0.961983272056199	-0.0219832720561992
14	0.96	0.961252375360522	-0.00125237536052225
15	0.98	0.979228970026549	0.000771029973451354
16	1.01	1.00376478140636	0.00623521859363851
17	1.01	0.997647710938682	0.0123522890613182
18	1.02	1.00690130738405	0.0130986926159471
19	1.04	1.06147920510776	-0.0214792051077581
20	1.03	1.04475306946454	-0.0147530694645364
21	1.05	0.995211592924852	0.0547884070751479
22	1.08	1.01284297384847	0.0671570261515331
23	1.17	1.09525456249025	0.0747454375097498
24	1.11	1.17440161588828	-0.064401615888277
25	1.11	1.05634644839358	0.0536535516064156
26	1.11	1.13597733712784	-0.0259773371278378
27	1.2	1.13301116047558	0.0669888395244185
28	1.21	1.23023011782245	-0.020230117822452
29	1.31	1.19618555247539	0.113814447524614
30	1.37	1.30743925106135	0.0625607489386455
31	1.37	1.42745767620478	-0.0574576762047809
32	1.26	1.37787750518531	-0.117877505185307
33	1.23	1.21853837809197	0.0114616219080286
34	1.17	1.18728017690399	-0.0172801769039943
35	1.06	1.18691816194647	-0.126918161946471
36	0.95	1.06352582676318	-0.113525826763181
37	0.92	0.903412565220666	0.0165874347793343
38	0.92	0.940723442483331	-0.0207234424833307
39	0.9	0.938251570673106	-0.0382515706731061
40	0.93	0.92144784391513	0.00855215608486992
41	0.93	0.918266833899054	0.011733166100946
42	0.97	0.926789804212559	0.0432101957874407
43	0.96	1.00922834331053	-0.0492283433105334
44	0.99	0.964027913895511	0.0259720861044888
45	0.98	0.956403304184216	0.0235966958157843
46	0.96	0.945035250734076	0.0149647492659243
47	1	0.973058531567886	0.0269414684321138
48	0.99	1.00309652449507	-0.0130965244950734
49	1.03	0.941686449199569	0.0883135508004311
50	1.02	1.05380492759821	-0.0338049275982089
51	1.07	1.0407970904775	0.0292029095225019
52	1.13	1.0964658745759	0.0335341254241017
53	1.15	1.11682206898449	0.0331779310155054
54	1.16	1.14720575434468	0.0127942456553161
55	1.14	1.20792670710948	-0.0679267071094787
56	1.15	1.14575650413694	0.00424349586305572
57	1.15	1.11178465746427	0.0382153425357341
58	1.16	1.10980530000622	0.0501946999937837
59	1.17	1.1767891519441	-0.0067891519441019
60	1.22	1.17444930452718	0.0455506954728235
61	1.26	1.16152897316569	0.0984710268343123
62	1.29	1.2901659614997	-0.000165961499696055
63	1.36	1.31756157149894	0.0424384285010646
64	1.38	1.39495522493229	-0.0149552249322853
65	1.37	1.36496305355818	0.00503694644182473
66	1.37	1.36757722611654	0.00242277388345724
67	1.37	1.42749137585656	-0.0574913758565589
68	1.36	1.37791124387987	-0.017911243879867
69	1.38	1.31566987022224	0.064330129777759
70	1.4	1.33267793299745	0.0673220670025465
71	1.44	1.42121640158133	0.0187835984186717
72	1.42	1.44654315603357	-0.0265431560335687

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	1.3526517000711	1.25542628867504	1.44987711146716
74	1.38533750875254	1.24592760188185	1.52474741562322
75	1.4152444494928	1.24240567142413	1.58808322756147
76	1.45177240513624	1.24904098131549	1.65450382895699
77	1.43615868561257	1.21267687768361	1.65964049354152
78	1.43380498891229	1.18974053640761	1.67786944141698
79	1.49415826784628	1.221076419128	1.76724011656456
80	1.50319309506415	1.21090009239468	1.79548609773361
81	1.45465856608073	1.15467007652963	1.75464705563183
82	1.40498041253061	1.09844797834841	1.71151284671281
83	1.42623684499238	1.09924785228532	1.75322583769943
84	1.43261905210506	-90.2898686300376	93.1551067342477