Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.953329031569823
beta0.626323202133583
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
53833.33808.7635871323524.5364128676538
63844.83861.02704115044-16.2270411504383
73851.33861.14357370245-9.84357370245107
83851.83862.39634606019-10.5963460601874
93854.13852.251562824801.84843717520471
103858.43860.20611213384-1.80611213384418
113861.63862.19267532288-0.592675322885043
123856.33865.57620559282-9.2762055928174
133855.83851.404466157494.39553384251258
143860.43857.273698273213.12630172678837
153855.13862.62068956048-7.52068956048197
163839.53853.45652546211-13.9565254621148
1738333827.143547274105.85645272589545
183833.63826.880152704646.71984729535689
193826.83829.84500527164-3.04500527163873
203818.23822.00413013856-3.80413013855605
213811.43809.720872721781.67912727821704
223806.83806.432065448890.367934551109556
233810.33800.0229112285510.2770887714491
243818.23809.933939290748.26606070926118
253858.93821.7050545191337.1949454808714
263867.83885.74113334937-17.9411333493663
273872.33884.91421961965-12.6142196196479
283873.33881.81730666609-8.517306666085
293876.73877.81418623354-1.11418623353939
303882.63878.75665534183.84334465820257
313883.53887.95911392597-4.45911392597145
323882.23886.70995606965-4.50995606964534
333888.13883.147975985954.95202401404731
343893.73889.998028116313.70197188368684
353901.93898.488584164843.41141583516492
363914.33909.252096586045.04790341396347
373930.33925.473062106114.82693789389123
383948.33942.278507219136.02149278086654
393971.53964.490163567727.0098364322821
403990.13992.44306525081-2.34306525080865
4139934010.8955595138-17.8955595138009
4239984001.77961145368-3.77961145368454
434015.84004.5381792024011.2618207976047
444041.24028.4935694447712.7064305552340
454060.74061.94174084626-1.24174084625793
464076.74080.67032043543-3.97032043543049
4741034095.15772375567.84227624440018
484125.34125.076107947880.223892052119481
494139.74147.67231163608-7.97231163608012
504146.74157.53459980018-10.8345998001769
5141584159.63123052326-1.63123052326318
524155.14168.0864119263-12.9864119262975
534144.84157.74536911135-12.9453691113495
544148.24139.808485461468.39151453854356
554142.54149.21609995201-6.71609995201106
564142.14137.814742048534.28525795147380
574145.44139.773002858375.62699714162864
584146.34147.45750214121-1.15750214120726
594143.54148.27467061052-4.77467061052266
604149.24141.614747506717.58525249329159
614158.94151.127552754967.7724472450418
624166.14166.16942031988-0.0694203198809191
634179.14174.136448422694.96355157731523
644194.44189.431577898364.9684221016405
654211.74206.98130085374.71869914629769
664226.34227.4485221859-1.14852218590022
674235.84242.69597429281-6.89597429281184
684243.64247.66840880222-4.06840880221898
694258.74252.170288404766.52971159523986
704278.24270.752109549467.44789045054404
7142984295.733488009462.26651199053958
724315.14316.84840386786-1.74840386786036
734334.34332.711340315611.58865968439295
7443564352.322304172293.67769582770507
7543744376.92782063219-2.92782063219056
764395.54393.257990345352.24200965465388


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
774415.817467838394398.241746280244433.39318939654
784435.790943752914403.366700913254468.21518659257
794456.173212994874406.41508174724505.93134424254
804476.881195318764409.83445694874543.92793368881