Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999933893038648
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2101.29102.54-1.25
3101.49101.2900826337020.199917366298294
4101.71101.489986784070.220013215929612
5101.98101.7099854555950.270014544405171
6102.11101.9799821501590.130017849841053
7102.11102.1099914049158.59508497796924e-06
8103.13102.1099999994321.0200000005682
9103.43103.1299325708990.300067429100622
10103.8103.4299801634540.370019836545936
11103.99103.7999755391130.190024460887031
12104.03103.989987438060.0400125619397045
13104.03104.0299973548912.645108892807e-06
14102.58104.029999999825-1.44999999982514
15102.65102.5800958550940.0699041449060616
16102.81102.6499953788490.160004621150605
17102.98102.8099894225810.170010577419305
18103.12102.9799887611170.140011238882678
19103.12103.1199907442829.25571755772125e-06
20104.33103.1199999993881.21000000061186
21104.41104.3299200105770.0800799894232682
22104.66104.4099947061550.250005293844765
23104.81104.659983472910.150016527090315
24104.9104.8099900828630.0900099171367543
25100.15104.899994049718-4.74999404971788
2698.74100.150314007673-1.41031400767308
2798.7498.7400932315736-9.32315736008604e-05
2898.9698.74000000616330.219999993836737
2999.3498.95998545646890.380014543531104
3099.499.33997487839330.060025121606742
3199.599.39999603192160.100003968078383
32100.599.49999338904151.00000661095847
33100.77100.4999338926020.270066107398378
34101.08100.769982146750.310017853249718
35101.39101.0799795056620.310020494338247
36101.43101.3899795054870.0400204945128451
37101.43101.4299973543672.64563327334599e-06
38101.29101.429999999825-0.139999999825108
39101.33101.2900092549750.0399907450254062
40101.15101.329997356333-0.179997356333359
41101.25101.1500118990780.0999881009217205
42101.13101.24999339009-0.119993390090485
43101.07101.130007932398-0.0600079323984062
44101.33101.0700039669420.259996033057945
45101.61101.3299828124520.280017187547713
46101.29101.609981488915-0.319981488914593
47101.39101.2900211530040.0999788469960663
48101.46101.3899933907020.0700066092977636
49101.81101.4599953720760.350004627924221
50101.78101.809976862258-0.029976862257584
51101.93101.7800019816790.149998018320744
52102.01101.9299900840870.0800099159131946
53102.03102.0099947107880.0200052892124063
54102.14102.0299986775110.11000132248887
55101.81102.139992728147-0.32999272814682
56101.52101.810021814817-0.290021814816527
57101.38101.520019172461-0.14001917246091
58101.5101.3800092562420.119990743757981
59101.65101.4999920677770.15000793222346
60101.64101.649990083431-0.00999008343141838


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
61101.640000660414100.149088948393103.130912372435
62101.64000066041499.5316027880131103.748398532815
63101.64000066041499.057779631213104.222221689615
64101.64000066041498.6583250746148104.621676246213
65101.64000066041498.3063970315681104.97360428926
66101.64000066041497.9882288973436105.291772423484
67101.64000066041497.6956425548585105.58435876597
68101.64000066041497.4233094551958105.856691865632
69101.64000066041497.1675283491002106.112472971728
70101.64000066041496.9256043649408106.354396955887
71101.64000066041496.6955030837056106.584498237123
72101.64000066041496.4756439588123106.804357362016