Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.594274923316697
beta0.0241142539120687
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
343129382944835
43786339840.6072043033-1977.60720430332
53595337310.3126917716-1357.31269177163
62913335129.1926884729-5996.19268847293
72469330105.3742131567-5412.3742131567
82220525350.9424083429-3145.94240834294
92172521898.3112741975-173.311274197535
102719220209.75664275526982.24335724478
112179022873.6277044578-1083.62770445777
121325320728.624936573-7475.62493657304
133770214677.889087532823024.1109124672
143036427082.32835977663281.67164022343
153260927801.35903103114807.64096896892
163021229496.130889681715.86911031901
172996528769.52410050661195.47589949338
182835228345.06736225836.93263774165825
192581427214.3885164141-1400.38851641414
202241425227.3057370168-2813.30573701676
212050622360.2456169722-1854.24561697216
222880620036.55861609478769.44138390525
232222824151.9328411376-1923.9328411376
241397121884.9320059533-7913.93200595332
253684515944.81430235420900.185697646
263533827427.71422328257910.28577671746
273502231304.40068661193717.5993133881
283477732742.75376701172034.24623298828
292688733209.8840829492-6322.88408294923
302397028619.9713536822-4649.97135368221
312278024957.5923105977-2177.59231059771
321735122733.2801549965-5382.28015499649
332138218527.37163005622854.62836994377
342456119257.35952870445303.64047129559
351740921518.7377067364-4109.73770673639
361151418127.0867084789-6613.08670847889
373151413152.98935894418361.010641056
382707123283.49419349753787.50580650251
392946224807.60739834524654.39260165482
402610526913.5894433026-808.58944330256
412239725761.4707643106-3364.47076431058
422384323042.2413731128800.758626887156
432170522809.778627581-1104.77862758102
441808921429.0708501338-3340.0708501338
452076418672.12008526362091.87991473636
462531619173.21912222256142.78087777753
471770422169.6961175769-4465.69611757692
481554818797.8256178986-3249.82561789859
492802916101.944851879811927.0551481202
502938322596.22436006986786.77563993018
513643826133.022521541710304.9774784583
523203431908.2752534173125.724746582709
532267931636.0550466638-8957.05504666383
542431925837.8075297254-1518.80752972539
551800424438.1587196976-6434.15871969757
561753720025.2352698406-2488.23526984057
572036617921.61752899792444.38247100207
582278218784.36003203243997.63996796756
591916920627.4526801144-1458.45268011441
601380719207.2259372748-5400.22593727484
612974315367.114275981214375.8857240188
622559123485.46343424012105.53656575987
632909624342.02517156964753.9748284304
642648226840.6141734947-358.614173494661
652240526295.7806192307-3890.78061923066
662704423596.11230364973447.88769635033
671797025307.0404807582-7337.0404807582
681873020503.6128602842-1773.61286028416
691968418980.9740096459703.025990354101
701978518940.2142334738844.78576652619
711847918995.804936797-516.804936797049
721069818234.8303580307-7536.83035803075


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7313194.0241901083447.14858639821125940.8997938184
7412632.1673052555-2289.8490200066327554.1836305177
7512070.3104204028-4832.8815609743728973.5024017799
7611508.45353555-7245.3076196792630262.2146907793
7710946.5966506972-9564.1391260342231457.3324274287
7810384.7397658445-11813.116189923732582.5957216126
799822.88288099172-14008.480366313833654.2461282973
809261.02599613895-16161.8812657434683.9332580179
818699.16911128618-18281.98288901735680.3211115893
828137.31222643342-20375.415791845536650.0402447123
837575.45534158065-22447.373255271637598.2839384329
847013.59845672789-24502.001378362538529.1982918183