Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.496972732866031
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
36.86.790.00999999999999979
46.856.794969727328660.0550302726713392
56.856.8723182723285-0.0223182723284987
66.856.86122669953656-0.0112266995365564
76.856.85564733598681-0.00564733598680789
86.856.85284076398803-0.00284076398803101
96.856.85142898174547-0.00142898174547224
106.866.850718816782210.0092811832177917
116.866.86533131177019-0.00533131177018564
126.886.862681795190.017318204810004
136.886.89128847076276-0.0112884707627572
146.886.88567840859791-0.00567840859791158
156.916.882856394358680.0271436056413226
166.916.92634602623408-0.0163460262340838
176.916.91822249690503-0.00822249690503085
186.916.91413614014716-0.00413614014715513
196.996.912080591274710.0779194087252932
206.997.03080441277222-0.0408044127722214
216.997.01052573224382-0.0205257322438168
227.027.000325002996530.0196749970034684
237.027.04010294002648-0.0201029400264758
247.057.030112326982880.0198876730171245
257.057.06999595819254-0.019995958192542
267.057.06005851220332-0.0100585122033197
277.057.05505970590507-0.00505970590506966
287.17.052545170033930.0474548299660711
297.17.12612892656986-0.0261289265698599
307.17.11314356252558-0.0131435625255811
317.17.10661157033765-0.0066115703376477
327.127.103325800158410.0166741998415896
337.137.13161242282204-0.00161242282204022
347.187.140811092645640.0391889073543643
357.247.210286911031570.0297130889684327
367.247.2850535060581-0.0450535060581014
377.247.26266314202721-0.0226631420272101
387.277.251400178398620.0185998216013825
397.277.29064378257068-0.0206437825706764
407.277.28038438552983-0.0103843855298349
417.277.27522362907394-0.0052236290739387
427.37.272627627857580.0273723721424153
437.37.31623095044623-0.0162309504462268
447.577.308164610645950.261835389354048
457.767.708289659654270.0517103403457249
467.947.923988288813320.0160117111866782
477.948.11194567267963-0.171945672679628
487.968.02649336182355-0.0664933618235457
497.968.01344797408065-0.0534479740806484
507.987.98688578833564-0.00688578833563458
517.998.00346373928854-0.0134637392885377
5288.00677262797972-0.00677262797971778
5388.01340681654395-0.0134068165439523
548.048.006743994287070.0332560057129285
558.048.06327132233043-0.0232713223304337
568.048.05170610967447-0.0117061096744706
578.048.04588849235832-0.00588849235832001
588.048.04296207221854-0.00296207221854417
598.078.041490003093150.0285099969068536
608.078.08565869416995-0.0156586941699484
618.078.0778767501352-0.00787675013519618
628.078.0739622200944-0.0039622200944045
638.118.071993104745870.0380068952541279
648.118.13088149534807-0.0208814953480676
658.128.12050396153861-0.000503961538608877
668.118.13025350639551-0.0202535063955072
678.138.110188065972010.0198119340279881
688.158.140034056969260.0099659430307355
698.168.16498685891284-0.00498685891283657
708.28.172508526010510.0274914739894925
718.28.22617103896958-0.0261710389695793
728.28.21316474621092-0.0131647462109239


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
738.206622226308998.117772147637938.29547230498006
748.213244452617998.053291424794668.37319748044132
758.219866678926987.98117981231718.45855354553686
768.226488905235977.900984373119318.55199343735263
778.233111131544977.81307562361598.65314663947404
788.239733357853967.717908847915678.76155786779225
798.246355584162957.615906783241068.87680438508485
808.252977810471957.507441789505948.99851383143796
818.259600036780947.392838743519459.12636133004244
828.266222263089937.272381858497029.26006266768285
838.272844489398937.146321384498239.39936759429963
848.279466715707927.014879303102739.54405412831312