Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.309031250642435
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3247.84248.9-1.05999999999997
4248.27248.842426874319-0.572426874319007
5248.3249.095529081447-0.795529081446858
6248.31248.879685734485-0.569685734484921
7248.31248.713635039484-0.403635039483873
8248.38248.588899198429-0.208899198429066
9248.37248.59434281788-0.224342817880313
10248.41248.515013876298-0.105013876298131
11248.68248.5225613067710.157438693229096
12248.75248.841214783039-0.0912147830390211
13248.75248.883026564559-0.133026564559373
14247.95248.841917198945-0.891917198944952
15248.13247.7662869114850.363713088514544
16247.86248.058685622104-0.198685622104136
17246.23247.727285555821-1.49728555582067
18245.98245.6345775279370.34542247206349
19245.98245.4913238664780.488676133521693
20246.27245.642340063180.627659936820407
21246.31246.1263065984330.183693401566615
22246.3246.2230736000540.0769263999457337
23246.67246.2368462616370.433153738363046
24246.78246.7407043031240.0392956968763087
25246.78246.862847901474-0.0828479014742527
26247.91246.8372453108691.07275468913144
27247.99248.298760034083-0.308760034083377
28248.6248.2833435346020.316656465397784
29248.68248.991200278128-0.311200278128069
30248.75248.975029666978-0.225029666977917
31248.75248.97548846756-0.225488467560069
32249.03248.9058054844250.124194515575482
33249.05249.224185470896-0.174185470895736
34249.57249.1903567169810.379643283018879
35249.35249.82767835553-0.477678355530429
36249.46249.460060815916-6.08159160151445e-05
37249.46249.570042021897-0.110042021897442
38250.82249.5360355982471.28396440175274
39254.19251.2928207231012.89717927689873
40255.18255.558139658377-0.378139658376625
41256.68256.4312826868310.248717313168981
42256.73258.008144109176-1.27814410917603
43256.73257.663157636616-0.933157636616102
44257.39257.3747827651260.0152172348738873
45257.78258.03948536625-0.259485366250487
46258.67258.3492962789950.320703721005373
47258.71259.338403750983-0.62840375098267
48258.91259.184207353908-0.274207353908025
49258.91259.299468712395-0.389468712394546
50261.38259.1791107091172.2008892908828
51262.42262.3292542792040.0907457207958373
52262.77263.397297542792-0.627297542792235
53263.24263.553442998618-0.313442998618143
54262.83263.92657931675-1.09657931675014
55262.83263.177702039066-0.347702039066178
56263.09263.0702512430830.0197487569173518
57263.6263.3363542261310.263645773868632
58265.68263.9278290093571.75217099064332
59266.08266.549304601935-0.469304601934596
60266.28266.804274813866-0.524274813866498
61266.28266.842257512457-0.562257512456995
62269.14266.6685023701992.47149762980069
63270.96270.2922723736960.667727626303588
64272.97272.3186210771410.651378922858555
65273.13274.529917520315-1.39991752031466
66274.73274.2572992582160.472700741784479
67274.73276.003378559629-1.27337855962878
68274.59275.609864790805-1.01986479080551
69275.15275.154694699017-0.00469469901662478
70275.16275.713243890308-0.553243890308067
71275.38275.552274238976-0.172274238975945
72275.4275.719036115452-0.319036115451752


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73275.640443985694274.05508740171277.225800569677
74275.880887971387273.269346659886278.492429282888
75276.121331957081272.460672173949279.781991740212
76276.361775942774271.59373084496281.129821040589
77276.602219928468270.660698867283282.543740989652
78276.842663914161269.660551556164284.024776272158
79277.083107899855268.594438820434285.571776979276
80277.323551885549267.464240578489287.182863192608
81277.563995871242266.272036761786288.855954980698
82277.804439856936265.019897688434290.588982025437
83278.044883842629263.709800804392292.379966880867
84278.285327828323262.343600984205294.227054672441