Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.36119285707601
beta0
gamma0.448850016394393


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
135487451792.13274572653081.86725427349
146005158388.50452358741662.49547641262
157162270723.167687083898.832312917031
166652666242.2928373786283.707162621446
175014050091.072510512948.927489487105
185597356050.3014427245-77.301442724478
194039346696.1873862649-6303.1873862649
203848337592.0777980286890.922201971422
214287943548.3875394186-669.387539418589
224787549009.7495473924-1134.7495473924
234057835921.65112213154656.34887786847
243102732569.4227493657-1542.42274936569
256202756876.69348151025150.30651848981
265649363813.1962690184-7320.19626901836
276556672684.411269624-7118.41126962406
286265365131.3913334055-2478.39133340553
295347047915.20271305265554.79728694745
305960055826.91904351723773.08095648275
314254246078.3960676396-3536.39606763959
324201840036.38868654731981.61131345273
334403845939.262121925-1901.26212192497
344498850822.2472344387-5834.24723443866
354330937697.19733687015611.80266312993
362684332912.7069574455-6069.70695744554
376977057503.751841902412266.2481580976
386488663434.83215816871451.16784183127
397935475532.05875211233821.94124788773
406302573261.0424035012-10236.0424035012
415400355546.1905280719-1543.19052807194
425592660383.2953372114-4457.29533721144
434562945566.183144185162.8168558148973
444036142406.3562744074-2045.35627440737
454303945741.386930572-2702.38693057196
464457049207.3121829173-4637.31218291735
474326939796.49649979133472.50350020872
482556330889.8836841943-5326.88368419428
496870761006.67370614827700.32629385182
506022362187.5828581605-1964.58285816047
517428373730.8332292288552.166770771175
526123266247.9717722068-5015.97177220677
536153152911.06134070338619.93865929668
546530560583.45863566614721.54136433386
555169950377.72212096991321.27787903014
564459947067.9688607218-2468.96886072178
573522150061.6041985938-14840.6041985938
585506648588.49367401186477.50632598816
594533545517.5871132976-182.587113297566
602870232767.7457380389-4065.74573803887
616951767075.32341221532441.67658778466
626924063585.64001535685654.35998464317
637152578602.4222087487-7077.42220874867
647774066767.26315993910972.7368400611
656210763115.165534094-1008.165534094
666545066192.1783819468-742.17838194684
675149353038.0325447049-1545.03254470488
684306747606.2163048819-4539.21630488187
694917246304.79141578642867.20858421356
705448357340.1282951227-2857.12829512273
713815848987.9791409488-10829.9791409488
722789831278.963196067-3380.96319606697
735864867699.7435038536-9051.7435038536
745600060979.8870681402-4979.88706814021
756238168505.0891454843-6124.08914548432
765984962189.763961548-2340.76396154797
774834550293.6576200511-1948.65762005108
785537653107.23756716162268.76243283836
794540040810.42079795734589.57920204272
803838936735.8643945531653.13560544699
814409839794.70659805264303.29340194743
824829049707.4159759791-1417.41597597911
834126739589.23629400431677.76370599568
843123828533.77361131792704.22638868213


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8565526.506051936455673.32067425575379.6914296179
8663243.592395163252767.379693859573719.805096467
8772239.418654730561175.20593809583303.6313713661
8869220.85824661457598.355352875480843.3611403527
8958282.647229134546127.469567291670437.8248909775
9063009.323322423550343.853948295775674.7926965513
9150558.490303215637402.507445862463714.4731605688
9243984.248323677530355.394541389957613.102105965
9347205.865780402533120.006704897961291.7248559072
9453923.965348301139395.469336291468452.4613603107
9545205.222718713230247.182511286960163.2629261396
9633838.079974002318462.490966650949213.6689813537