Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.123317799752845
beta0.175163040458387
gamma0.643865065278512


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13250746247057.4703525643688.52964743599
14247772244458.4438205163313.55617948377
15280449278168.3765871492280.62341285148
16274925273187.6101338451737.38986615522
17296013294028.5071881381984.49281186151
18287881286324.9512423971556.04875760345
19279098277476.0056265821621.99437341793
20294763290966.311859863796.68814013957
21261924277777.724410534-15853.7244105337
22291596277801.60611409213794.3938859085
23287537285169.7223829872367.27761701291
24326201329184.931718819-2983.93171881913
25255598262078.290993578-6480.29099357792
26253086258167.719188918-5081.71918891778
27285261290232.077361665-4971.07736166503
28284747283866.535544667880.464455333189
29300402304538.85397798-4136.85397797974
30288854295503.97438145-6649.97438145045
31295433285168.43708592110264.5629140793
32307256300626.8832177076629.11678229278
33273189276431.614942403-3242.61494240334
34287540294754.407567488-7214.40756748809
35290705292636.162053943-1931.1620539435
36337006332562.4823231494443.51767685113
37268335264020.399649184314.60035082028
38259060262085.846338908-3025.84633890755
39293703294365.963359734-662.96335973352
40294262291827.5175360352434.48246396502
41312404309885.7791548172518.2208451826
42301014300423.180505666590.819494334166
43309942300854.7937296459087.2062703548
44317079314417.1035685442661.89643145638
45293912284375.7991177489536.20088225242
46304060302523.9809073881536.01909261203
47301299305147.513485255-3848.51348525478
48357634349074.7452119248559.25478807616
49281493281695.410901786-202.410901785654
50282478275690.80749686787.19250320044
51319111311357.1837726277753.81622737291
52315223312629.2571371252593.74286287534
53328445331782.046487432-3337.04648743192
54321081321410.581175337-329.581175337429
55328040327405.867321257634.132678742521
56326362336997.568841192-10635.5688411918
57313566309608.1888540053957.81114599505
58319768322843.569777831-3075.56977783085
59324315322050.3541444812264.64585551928
60387243374058.57050890813184.4294910918
61293308302727.227519033-9419.22751903284
62295109299755.602411173-4646.60241117253
63339190334534.8244083554655.17559164495
64335678332422.3771793493255.62282065087
65345401348233.639914435-2832.63991443528
66351002339557.45655554511444.543444455
67351889347738.4848132214150.51518677932
68355773351668.2229293544104.77707064583
69333363334918.201497101-1555.20149710146
70336214343968.705806762-7754.70580676233
71343910345976.835379331-2066.83537933056
72405788403885.1769446021902.82305539818


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73318430.3838425307039.402823894329821.364861105
74319544.506260067308034.53359573331054.478924403
75360477.844595925348812.623319676372143.065872173
76357231.356634847345370.948413045369091.764856649
77369364.231739578357265.626754832381462.836724325
78369317.221365542356935.002253341381699.440477744
79371943.38650947359230.413197296384656.359821644
80375219.497308251362127.578120879388311.416495624
81354563.780266432341044.297753709368083.262779155
82360135.615122776346140.081792575374131.148452977
83366307.099188983351787.627094074380826.571283891
84426752.15411058411661.831313591441842.47690757