Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999957692084665
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
21634815579769
31592816347.9674652131-419.967465213107
41617115928.017767948242.982232052038
51593716170.9897199283-233.989719928299
61571315937.0098996173-224.00989961726
71559415713.0094773919-119.009477391868
81568315594.005035042988.9949649571063
91643815682.9962348086755.003765191443
101703216437.9680573646594.031942635374
111769617031.9748677469664.025132253137
121774517695.971906480949.0280935190749
131939417744.99792572361649.00207427643
142014819393.9302341599754.069765840148
152010820147.9680968802-39.9680968801913
161858420108.0016909669-1524.00169096686
171844118584.0644773345-143.064477334512
181839118441.0060527598-50.0060527597961
191917818391.0021156518786.997884348155
201807919177.9667037601-1098.96670376014
211848318079.0464949903403.95350500974
221964418482.98290956931161.01709043069
231919519643.9508797872-448.950879787237
241965019195.0189941758454.981005824189
252083019649.98075070211180.01924929787
262359520829.95007584552765.04992415449
272293723594.8830165019-657.88301650191
282181422937.027833659-1123.02783365896
292192821814.0475129665113.952487033494
302177721927.9951789078-150.995178907826
312138321777.0063882912-394.006388291244
322146721383.016669588983.9833304110834
332205221466.9964468404585.003553159633
342268022051.9752497192628.024750280798
352432022679.9734295821640.02657041796
362497724319.9306138947657.06938610529
372520424976.972200764227.027799235955
382573925203.9903949271535.009605072908
392643425738.9773648589695.022635141075
402752526433.97059504121091.0294049588
413069527524.95384082033170.04615917969
423243630694.86588195551741.13411804451
433016032435.9263362451-2275.92633624515
443023630160.096289698775.9037103012561
453129330235.99678867231057.00321132775
463107731292.9552803976-215.955280397626
473222631077.00913661771148.99086338228
483386532225.95138859181639.04861140817
493281033864.9306552701-1054.93065527012
503224232810.0446319168-568.044631916848
513270032242.0240327842457.975967215807
523281932699.9806239916119.019376008448
533394732818.99496453831128.00503546168
543414833946.9522764585201.047723541538
553526134147.99149408991113.00850591007
563950635260.95291093044245.04708906964
574159139505.82040090722085.17959909284
583914841590.9117803981-2442.91178039806
594121639148.10335450482067.89664549522
604022541215.9125116038-990.912511603798
614112640225.0419234426900.958076557356
624236241125.9618823421236.03811765803
634074042361.947705804-1621.94770580397
644025640740.0686212262-484.068621226215
653980440256.0204799342-452.020479934246
664100239804.01912404421197.98087595581
674170241001.9493159265700.050684073474
684225441701.9703823149552.029617685075
694360542253.97664477771351.02335522233
704327143604.9428410183-333.942841018274


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7143271.014128425441038.786247101545503.2420097494
7243271.014128425440114.233963450146427.7942934008
7343271.014128425439404.791074099247137.2371827517
7443271.014128425438806.700026390747735.3282304602
7543271.014128425438279.769784832548262.2584720184
7643271.014128425437803.387605584848738.6406512661
7743271.014128425437365.308456019149176.7198008318
7843271.014128425436957.553968979249584.4742878716
7943271.014128425436574.582326283649967.4459305673
8043271.014128425436212.35854987850329.6697069729
8143271.014128425435867.836549008650674.1917078423
8243271.014128425435538.649809007851003.3784478431