Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.953856088022835
beta	0.0154438423748729
gamma	1

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
13	107.36	106.607694978633	0.752305021367448
14	107.39	107.36476695413	0.025233045870408
15	107.46	107.458271945824	0.00172805417585664
16	107.51	107.483965347742	0.0260346522577635
17	108.21	108.170727267969	0.0392727320307955
18	108.33	108.301944945772	0.028055054227849
19	108.33	108.34912585801	-0.0191258580102698
20	108.36	108.383104556307	-0.023104556306663
21	108.89	108.7041977911	0.185802208900213
22	109.3	108.945628439118	0.354371560881518
23	109.55	109.677653642538	-0.127653642538149
24	109.45	109.658849012698	-0.208849012697769
25	109.45	109.50923338418	-0.0592333841799189
26	109.4	109.461942712852	-0.0619427128518737
27	109.45	109.473203907498	-0.0232039074977166
28	109.5	109.477864073123	0.0221359268765582
29	109.91	110.163087259896	-0.253087259896446
30	109.9	110.012180370256	-0.112180370255658
31	109.9	109.918616339004	-0.0186163390039837
32	109.92	109.948101540002	-0.0281015400020692
33	109.74	110.269198622879	-0.529198622878695
34	110.28	109.820997477472	0.459002522527868
35	110.97	110.616722025609	0.353277974391332
36	111.02	111.04613396931	-0.0261339693103366
37	111.02	111.073621354927	-0.0536213549268894
38	111	111.02755671202	-0.0275567120200151
39	111.43	111.069909289263	0.360090710736714
40	111.52	111.444420434519	0.0755795654809077
41	112.29	112.170859493124	0.119140506876064
42	112.27	112.389927889172	-0.11992788917162
43	112.27	112.301598689092	-0.0315986890915241
44	112.39	112.326379105341	0.0636208946593371
45	112.31	112.721310986253	-0.411310986253142
46	112.91	112.442361149139	0.467638850861263
47	112.9	113.252776192623	-0.352776192622542
48	113.08	112.992136717228	0.087863282771707
49	113.08	113.129702214846	-0.0497022148462491
50	113.54	113.091245840389	0.448754159611042
51	114	113.615501891294	0.384498108706026
52	115.28	114.010209155199	1.26979084480055
53	116.4	115.905399584828	0.494600415172471
54	116.56	116.504737724956	0.0552622750438303
55	116.56	116.623337922061	-0.0633379220611374
56	116.59	116.657517262371	-0.0675172623708278
57	116.96	116.938794956665	0.0212050433349447
58	117.17	117.152680790666	0.0173192093344738
59	117.83	117.528784232094	0.301215767906356
60	117.84	117.955011576434	-0.115011576434114
61	117.84	117.93244703103	-0.0924470310295078
62	117.84	117.915320484675	-0.0753204846752453
63	117.69	117.968100974166	-0.278100974166094
64	117.9	117.793255311573	0.106744688427241
65	118.05	118.54778406876	-0.497784068759742
66	118.08	118.170125732823	-0.0901257328232958
67	118.08	118.132300562234	-0.0523005622342936
68	118.08	118.164704243679	-0.0847042436794254
69	118.16	118.421317979951	-0.261317979951016
70	118.53	118.349012251041	0.180987748958572
71	118.5	118.880217108151	-0.380217108150759
72	118.62	118.613095956002	0.00690404399783517

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	118.685505306387	118.11205899827	119.258951614505
74	118.736354787854	117.938015091697	119.534694484011
75	118.831737235109	117.854338989223	119.809135480995
76	118.924129066075	117.791492066665	120.056766065485
77	119.531581854787	118.258724157748	120.804439551826
78	119.637520216135	118.234897498923	121.040142933346
79	119.678706468708	118.154055490764	121.203357446653
80	119.751571620306	118.110858424047	121.392284816565
81	120.074148654889	118.322112475848	121.82618483393
82	120.268679205413	118.409169520642	122.128188890184
83	120.595852258236	118.632050078794	122.559654437678
84	120.709368498711	118.643938351823	122.774798645599