Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.623952021814807
beta0.100724002028723
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
134550.7978098290599-5.79780982905986
144243.800874202842-1.80087420284197
154040.0596552002087-0.0596552002087094
163736.60945750095490.390542499045083
172827.50637263587840.493627364121593
183332.04029741911240.95970258088763
193233.6336784845388-1.63367848453877
203833.79790915612934.20209084387073
213836.99246846996151.00753153003851
223437.3404296528171-3.34042965281712
233836.09886920048911.90113079951090
244839.28893791876788.71106208123223
254136.92861933490374.07138066509633
264138.52919687838462.47080312161540
274339.31311557905773.68688442094231
283739.8103674688996-2.81036746889963
292229.988158484071-7.98815848407097
303030.1113934267199-0.111393426719928
313230.70018209980191.29981790019806
324135.71262014731825.28737985268179
334439.27456437820374.72543562179625
343741.432460453792-4.43246045379204
355342.537155716380810.4628442836192
366755.224813627743111.7751863722569
376254.81881948870417.18118051129586
386359.74051111781253.25948888218755
396863.50604543098734.49395456901267
406264.1465224511985-2.14652245119845
415054.916074212409-4.916074212409
426462.2359061801661.76409381983397
437166.96118298035584.03881701964418
447677.7898683039958-1.78986830399580
457378.887576450827-5.88757645082707
466872.4756037036228-4.47560370362275
477880.6479672788918-2.64796727889183
488986.31787534760922.68212465239080
497478.6084731513218-4.6084731513218
507474.0560914241881-0.056091424188125
517375.3655560264167-2.36555602641674
526567.9462653002144-2.94626530021442
535555.8424458748523-0.842445874852302
546967.13921957860151.86078042139850
558071.70943511323158.29056488676846
568182.1955570202008-1.19555702020075
578081.356917915551-1.35691791555102
588677.82133215011158.17866784988851
599094.890419264536-4.89041926453596
60100101.338370157700-1.33837015769979
619088.29893669748351.70106330251646
628989.71203119589-0.71203119589002
638390.0192418004899-7.0192418004899
646379.4609203892645-16.4609203892645
654858.8494073680886-10.8494073680886
666263.4236187732553-1.42361877325534
676966.66077855777062.33922144222939
687367.79063129312315.2093687068769
697669.21452968710266.78547031289736
707773.18381607001933.81618392998067
717581.1807247535695-6.18072475356946
727786.6426420725949-9.64264207259485
737867.526130310483810.4738696895162
747372.01835600327920.981643996720848
757469.62972740347294.37027259652714
765561.9623910960823-6.96239109608229
773649.3196550154634-13.3196550154634
784155.6738038908738-14.6738038908738
795251.00246342591710.997536574082872
805351.23413254520721.76586745479281
814949.7453779544746-0.745377954474598
824746.06912815063730.930871849362731
834446.4950361371652-2.49503613716519
845551.17504648820663.82495351179342


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8547.093086207817336.065820053907858.1203523617269
8639.888981153650826.51143547980753.2665268274945
8736.508841107467720.783241143240852.2344410716946
8819.92508120458911.8262282605402338.0239341486379
897.74551398569121-12.766464474364928.2574924457473
9021.2479703177717-1.7253494842330944.2212901197765
9131.89446582402556.4067129581442957.3822186899068
9231.9988675979193.9407455696941560.0569896261438
9328.5591866478995-2.1268362394759759.2452095352749
9426.1204509708027-7.2518053802046659.4927073218101
9524.7608150568015-11.356289932566360.8779200461693
9633.6146142216486-5.3058934617734672.5351219050707