Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.330867342573275
beta0.359136037376688
gamma0.524181187375416


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
52452.022391.0780416150160.9419583849926
62537.492496.058145089241.4318549108043
72726.362716.925582570699.43441742930736
82843.852792.6909397479251.1590602520773
92615.112653.93763442137-38.8276344213741
102778.082729.075295468349.0047045317037
112918.752962.36756643977-43.6175664397738
123023.413040.11611232451-16.7061123245089
132733.072824.18556561934-91.1155656193368
142933.312905.0581100965128.2518899034867
153089.193090.66209310472-1.47209310472044
163256.63183.9530360976572.6469639023503
172968.742954.5398959329614.200104067037
183101.73133.41891249195-31.7189124919514
193277.213303.32968123795-26.1196812379499
203420.13422.68022766252-2.58022766252179
213097.553124.08616211536-26.5361621153643
223286.213268.5392887609817.6707112390168
233491.963459.0913148426532.8686851573534
243608.533613.67593708215-5.14593708214807
253259.043288.29009961517-29.2500996151743
263492.273456.1324432558736.1375567441328
273665.643670.43383661941-4.79383661940665
283808.023803.102149858814.91785014118614
293397.473452.947063441-55.4770634410024
303644.833640.445518065154.38448193484783
313812.83829.6977469178-16.8977469177985
323958.783957.280455064941.49954493505902
333602.733560.3861162720642.3438837279368
343845.493814.0380689985631.4519310014402
354022.274019.214874649153.05512535085018
364195.294175.2652000509720.0247999490321
373867.283786.129439063781.1505609363007
384142.624077.2308279642765.3891720357319
394217.794314.22499406687-96.4349940668726
404487.614460.1143889297127.4956110702897
414089.694075.9128172644613.7771827355423
424431.364352.8794922600278.4805077399787
434629.824545.7731106792684.0468893207426
444832.814832.447424148270.362575851733709


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
454418.327824715764360.915086229114475.74056320241
464751.47001860534681.478689947954821.46134726265
474937.715092873974851.304561751355024.12562399659
485177.69097307985086.998619085035268.38332707457
494728.212903957634594.944238535944861.48156937931
505078.977905918054922.81297848745235.1428333487
515272.294969183335092.54427640695452.04566195976
525522.687385200855335.215289634635710.15948076706
535038.097983199494810.325302869575265.87066352942
545406.48579323085145.681768991395667.28981747021
555606.874845492695315.637501762345898.11218922303
565867.683797321895564.861563114916170.50603152888
575347.983062441365009.631601261455686.33452362127
585733.993680543555352.35137229196115.63598879521
595941.454721802055522.787715449026360.12172815507
606212.680209442945778.133417121386647.2270017645
615657.868141683235194.845023583466120.891259783
626061.501567856315544.643634199246578.35950151337