Estimated Parameters of Exponential Smoothing
Parameter	Value
alpha	0.999933722744407
beta	FALSE
gamma	FALSE

Interpolation Forecasts of Exponential Smoothing
t	Observed	Fitted	Residuals
2	73.97	73.97	0
3	73.97	73.97	0
4	73.97	73.97	0
5	73.97	73.97	0
6	73.97	73.97	0
7	73.96	73.97	-0.0100000000000051
8	74.44	73.9600006627725	0.479999337227454
9	75.43	74.4399681869612	0.990031813038769
10	75.77	75.4299343834085	0.340065616591502
11	75.82	75.7699774613842	0.0500225386157922
12	75.85	75.8199966846434	0.0300033153565806
13	75.85	75.8499980114626	1.98853740585037e-06
14	75.85	75.8499999998682	1.31791466628783e-10
15	77.95	75.85	2.10000000000002
16	82.07	77.9498608177633	4.12013918223674
17	84.82	82.0697269284823	2.75027307151765
18	85.08	84.8198177194487	0.260182280551319
19	85.34	85.0799827558325	0.260017244167514
20	85.65	85.3399827667706	0.31001723322936
21	85.65	85.6499794529086	2.05470914096395e-05
22	85.72	85.6499999986382	0.070000001361791
23	85.73	85.719995360592	0.0100046394079811
24	85.73	85.72999933692	6.63080044205344e-07
25	85.73	85.729999999956	4.39541736341198e-11
26	85.73	85.73	0
27	85.74	85.73	0.00999999999999091
28	86.32	85.7399993372274	0.580000662772548
29	87.59	86.3199615591478	1.27003844085218
30	87.81	87.5899158253376	0.220084174662361
31	87.87	87.8099854134249	0.0600145865750932
32	87.94	87.8699960223979	0.0700039776020844
33	87.96	87.9399953603285	0.0200046396715123
34	88.01	87.9599986741474	0.0500013258526337
35	88.01	88.0099966860493	3.31395065700235e-06
36	88.01	88.0099999997804	2.19642970478162e-10
37	88.01	88.01	1.4210854715202e-14
38	88.01	88.01	0
39	88.59	88.01	0.579999999999998
40	89.43	88.5899615591918	0.840038440808243
41	89.63	89.4299443245576	0.200055675442442
42	89.73	89.6299867408589	0.100013259141136
43	89.88	89.7299933713957	0.150006628604331
44	89.89	89.8799900579723	0.0100099420276649
45	89.9	89.8899993365685	0.010000663431498
46	89.91	89.8999993371835	0.0100006628165232
47	89.86	89.9099993371835	-0.0499993371835075
48	90.07	89.8600033138189	0.209996686181142
49	90.17	90.0699860819959	0.100013918004052
50	90.17	90.169993371352	6.62864800915486e-06
51	90.28	90.1699999995607	0.110000000439328
52	90.87	90.2799927095019	0.59000729049815
53	92.05	90.869960895936	1.18003910406398
54	92.1	92.0499217902467	0.050078209753309
55	92.16	92.0999966809537	0.0600033190463165
56	92.22	92.1599960231447	0.0600039768553131
57	92.25	92.2199960231011	0.0300039768989109
58	92.29	92.2499980114188	0.0400019885812526
59	92.29	92.289997348778	2.6512220188124e-06
60	92.29	92.2899999998243	1.75717218553473e-10
61	92.29	92.29	1.4210854715202e-14
62	92.29	92.29	0
63	91.95	92.29	-0.340000000000003
64	91.82	91.9500225342669	-0.130022534266914
65	92.16	91.8200086175367	0.339991382463268
66	92.31	92.1599774663042	0.150022533695761
67	92.33	92.3099900569182	0.0200099430818028
68	92.4	92.3299986737959	0.070001326204121
69	92.54	92.3999953605042	0.140004639495785
70	92.49	92.5399907208767	-0.0499907208767354
71	92.54	92.4900033132478	0.0499966867522232
72	92.58	92.5399966863568	0.040003313643183

Extrapolation Forecasts of Exponential Smoothing
t	Forecast	95% Lower Bound	95% Upper Bound
73	92.5799973486902	91.2781124520396	93.8818822453407
74	92.5799973486902	90.7389150831491	94.4210796142312
75	92.5799973486902	90.3251661947337	94.8348285026467
76	92.5799973486902	89.9763569823539	95.1836377150264
77	92.5799973486902	89.6690485718171	95.4909461255632
78	92.5799973486902	89.3912197763371	95.7687749210432
79	92.5799973486902	89.1357293523947	96.0242653449856
80	92.5799973486902	88.8979243381881	96.2620703591923
81	92.5799973486902	88.6745727521794	96.4854219452009
82	92.5799973486902	88.4633213955219	96.6966733018584
83	92.5799973486902	88.2623937856292	96.8976009117512
84	92.5799973486902	88.0704097675338	97.0895849298466