Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.294870697455103
beta0
gamma0.335511814386048


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
137024971014.3015814803-765.301581480278
143925339703.6268082511-450.626808251065
154706047620.1628926628-560.162892662767
164169741970.8422031604-273.842203160399
173870838645.108077761862.891922238181
184926748936.740287549330.259712451036
193901839927.344520585-909.344520585044
203222835294.5427433688-3066.54274336876
214087040022.9121377387847.087862261258
223938335879.41468000443503.58531999561
233457130989.10602358413581.89397641593
241206611505.5372144255560.462785574548
257093871920.8782040774-982.878204077395
263407740171.8003070546-6094.80030705463
274540946173.4577239264-764.457723926447
284080940686.3018647619122.698135238097
293701337638.4924524002-625.492452400198
304495347459.781724517-2506.78172451699
313784837772.904467190575.0955328094569
323274533102.5281638041-357.528163804076
334341239422.56119247313989.43880752695
343493136799.3932356376-1868.39323563762
353300830547.68481107672460.31518892329
36862011062.1518262835-2442.15182628345
376890662794.05359643496111.94640356513
383955634971.5034770114584.49652298904
395066945231.25268896015437.74731103993
403643241666.9976341778-5234.99763417777
414089136910.66741890833980.33258109174
424842847836.9858478707591.014152129268
433622239337.2966219577-3115.2966219577
443342533547.8765998168-122.876599816846
453940141074.9660311752-1673.96603117516
463796735507.61495105252459.38504894752
473480131487.58088231543313.41911768465
481265710644.38453327452012.61546672553
496911673910.5935551122-4794.59355511224
504151939543.55760271621975.4423972838
515132149857.80504585551463.19495414446
523852942204.0291188827-3675.02911888271
534154740002.51722085661544.48277914341
545207349740.33833562192332.66166437809
553840140411.0985281166-2010.09852811658
564089835423.53627185445474.46372814564
574043945002.3170290945-4563.31702909454
584188839201.22837299622686.77162700382
593789835038.38799820732859.61200179267
60877111975.9237638124-3204.92376381236
616818468503.046550077-319.046550076993
625053038345.068366553512184.9316334465
634722151867.2284269123-4646.22842691231
644175641198.6804452804557.319554719601
654563341481.28749434034151.71250565973
664813852607.778993799-4469.77899379899
673948640171.5547271417-685.554727141694
683934137247.30868623232093.69131376772
694111743352.2661640744-2235.26616407436
704162939932.99911576081696.00088423921
712972235526.4441982979-5804.44419829791
72705410314.2408547113-3260.24085471126
735667662287.7597579446-5611.75975794459
743487036352.8819143467-1482.88191434673
753511740637.7685070525-5520.7685070525
763016932621.1230168432-2452.12301684317
773093632601.4141913804-1665.4141913804
783569937842.7973402739-2143.79734027387
793322829616.45037597353611.54962402645
802773329066.4756103698-1333.47561036981
813366631982.0502648531683.94973514697
823542931046.37524108644382.62475891363
832743826978.3818160336459.618183966417
8481707906.20965555718263.790344442824
856255756671.50521445055885.49478554955


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8635451.150837307531927.633201859938974.6684727551
8739151.342863950335016.200055934943286.4856719656
8833260.638432154428949.685553922337571.5913103864
8934204.079011988829404.81128746539003.3467365126
9040262.59206345134559.805989137845965.3781377641
9133401.049092861228019.221643865138782.8765418572
9230451.392942887825026.389454082435876.3964316932
9334770.820896014428468.604759503341073.0370325255
9433892.344252809527401.281848799440383.4066568195
9527507.071509610421623.340310561133390.8027086598
968051.469323409654223.1482921964911879.7903546228
9758059.15754621140259.082023804875859.2330686172