Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.915448264006933
beta0.0348360292320682
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
329290
42728-1
52526.0526611535077-1.05266115350767
62424.0235437681110-0.0235437681110433
72522.93577928215622.06422071784385
82723.82508437159443.17491562840556
92825.83242309747962.16757690252039
102826.98672062548951.01327937451050
112927.11663255480881.88336744519118
123128.10312678282712.89687321717292
133130.1098160846490.890183915350995
142730.3078736322964-3.30787363229643
152526.5573366688268-1.55733666882682
161624.3596613561507-8.35966135615068
172015.66821524722424.33178475277585
182118.73327458541932.26672541458069
192519.98016613119785.01983386880217
202423.90747145807220.0925285419277877
212823.32703446632594.67296553367407
222727.0887741598699-0.088774159869942
232326.4885564576383-3.48855645763829
243622.664761855445813.3352381445542
253734.66754932785092.33245067214909
263036.6722373199588-6.67223731995882
272730.2208177871532-3.22081778715321
282226.8262805187025-4.82628051870249
292221.80811228274780.191887717252165
302521.38993685796763.61006314203244
313324.2160512082828.783948791718
323532.05871543826122.94128456173879
333534.64652211965970.353477880340307
342934.8765982824861-5.87659828248615
352529.215953895161-4.21595389516102
363424.94109430389739.05890569610271
373133.1075756597207-2.10757565972067
382930.9845092278692-1.98450922786923
392128.9108165921893-7.91081659218934
401921.1596156188111-2.15961561881108
411818.6044701924385-0.604470192438495
422517.45370304038517.5462969596149
432324.0051973336536-1.00519733365357
442222.6961846930013-0.696184693001253
452021.6478554024131-1.64785540241308
461519.6757697443529-4.67576974435294
471714.78267213768732.21732786231272
482516.27056064576438.72943935423572
492623.99833721991932.00166278008074
502625.63101660063370.368983399366336
512325.7808295721264-2.78082957212639
522422.95846945207191.04153054792814
532423.66849728418030.331502715819653
544223.739103184691518.2608968153085
554040.8054924244217-0.805492424421665
564540.3919011111584.60809888884199
574745.08112752538001.91887247461996
584047.3697002481117-7.36970024811174
593940.9200411630615-1.92004116306153
604939.39803179576429.6019682042358
615548.73003826067016.2699617393299
625455.2117179236464-1.21171792364638
634854.805664536902-6.80566453690197
644449.0616058278233-5.0616058278233
654844.75272507813613.24727492186387
666248.153752275339113.8462477246609
675761.6991556302958-4.69915563029581
686058.11734286840941.88265713159058
695660.6208782059573-4.6208782059573
705757.0234009112572-0.0234009112572053
715457.6339299561109-3.63392995611092
726254.82331831169527.1766816883048
736562.13813088936532.86186911063474
746865.5942224562272.40577754377293
756968.70950743717820.290492562821754
766769.8976224314738-2.89762243147378
777268.07477622162463.92522377837544
788272.6230704028469.376929597154
797282.4611549585225-10.4611549585225
807773.8048871213853.19511287861501
817977.75211997937431.24788002062567
827879.9565575186297-1.95655751862971
837679.1651025165198-3.16510251651981
847977.16635013123941.83364986876062


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8579.802173101653569.814273261192289.7900729421147
8680.759384482914167.0012531544794.5175158113582
8781.716595864174764.836332507310598.596859221039
8882.673807245435463.0032100717013102.344404419169
8983.63101862669661.3721688342546105.889868419137
9084.588230007956759.875516606963109.300943408950
9185.545441389217358.4729326072083112.617950171226
9286.50265277047857.1382714841564115.867034056799
9387.459864151738655.8535422638901119.066186039587
9488.417075532999254.605809266997122.228341799001
9589.374286914259953.3854521465961125.363121681924
9690.331498295520552.1851223541746128.477874236866