Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.136416350245047
gamma0.0670226125538515


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
136.886.843448183760680.0365518162393181
146.886.88237699963193-0.00237699963193005
156.916.91205273801761-0.00205273801760697
166.916.9109393776559-0.000939377655903684
176.916.909977897851252.21021487512019e-05
186.916.909564246279050.000435753720950949
196.996.965873690211270.0241263097887323
206.997.00041491333753-0.0104149133375273
216.996.99732748220524-0.00732748220523671
227.027.007161227159650.012838772840353
237.027.03099597902548-0.010995979025485
247.057.049495947699460.000504052300542845
257.057.0562313753413-0.00623137534129636
267.057.0520479805269-0.00204798052689714
277.057.08176860249804-0.0317686024980439
287.17.046601512359540.0533984876404574
297.17.10305260581872-0.00305260581872435
307.17.10221951380753-0.00221951380753183
317.17.15816673583459-0.0581667358345914
327.127.101481842026370.0185181579736327
337.137.122341354883720.00765864511627523
347.187.144219452631640.0357805473683568
357.247.191183837646740.0488161623532637
367.247.27784316034794-0.0378431603479381
377.247.2493474011982-0.00934740119820088
387.277.244738929509130.025261070490866
397.277.30818495254878-0.0381849525487796
407.277.27214256735446-0.00214256735446217
417.277.27101695280248-0.00101695280247771
427.37.270461557146130.0295384428538732
437.37.36074108371217-0.0607410837121751
447.577.303705006762230.26629499323777
457.767.608365331161590.15163466883841
467.947.829884112588480.110115887411524
477.948.01698905338648-0.076989053386483
487.968.02648648771468-0.0664864877146778
497.968.0140833103867-0.0540833103866953
507.988.00337212924124-0.0233721292412401
517.998.05018378867269-0.0601837886726937
5288.02114040254471-0.0211404025447131
5388.02742317265352-0.0274231726535188
548.048.023265536861320.016734463138679
558.048.12179839124601-0.081798391246009
568.048.06188975325631-0.0218897532563123
578.048.05723696634265-0.0172369663426544
588.048.06571889563823-0.0257188956382262
598.078.054293751096260.0157062489037418
608.078.10643634024775-0.0364363402477466
618.078.07813249436153-0.0081324943615293
628.078.07368975582901-0.00368975582900788
638.118.103186412805520.00681358719448077
648.118.11328256416933-0.00328256416933215
658.128.112001435412570.00799856458742632
668.118.12267590373412-0.0126759037341238
678.138.16719670321066-0.0371967032106557
688.158.133372464717510.0166275352824883
698.168.153974065727650.00602593427234765
708.28.175629435021240.0243705649787636
718.28.21103731188238-0.011037311882383
728.28.22953164207887-0.0295316420788687


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
738.202169709916398.100031627857078.30430779197572
748.201006086499468.046394461594758.35561771140416
758.229842463082528.027837576536688.43184734962835
768.227845506332247.979804943829738.47588606883476
778.225015216248647.930995713712128.51903471878516
788.221768259498367.881232960585288.56230355841145
798.274771302748097.886875878193758.66266672730244
808.279024345997827.842754413998618.71529427799704
818.281610722580887.795855286917358.76736615824441
828.295030432497287.758624053469178.83143681152539
838.300533475747017.712281737063328.8887852144307
848.326036518996747.684731964962288.96734107303119