Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.94877810070843
beta0.264457573588829
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
133826.83847.46652333828-20.6665233382782
143818.23812.586128237815.61387176218886
153811.43805.278156759026.12184324098416
163806.83801.103648744575.69635125542572
173810.33804.957561729775.34243827022692
183818.23813.582464895854.61753510415292
193858.93847.8870742731911.0129257268072
203867.83868.79801811904-0.99801811903717
213872.33868.911526897623.38847310238089
223873.33864.417565662218.88243433778916
233876.73876.84934061016-0.149340610159925
243882.63887.29222191269-4.69222191268636
253883.53881.37949053132.12050946870113
263882.23881.129507343671.07049265633032
273888.13880.022701128588.07729887142432
283893.73888.634250963815.06574903619139
293901.93902.80779413922-0.90779413922246
303914.33914.93366863109-0.633668631090586
313930.33953.44356592619-23.1435659261888
323948.33940.998099182877.30190081713363
333971.53950.7985169427420.7014830572607
343990.13968.6742869418621.4257130581386
3539934001.55741553316-8.55741553315966
3639984010.90624409420-12.9062440941962
374015.84002.2884323208413.5115676791561
384041.24020.2909593332320.9090406667701
394060.74050.774805978629.92519402138396
404076.74073.831878653412.86812134659067
4141034098.219280173744.7807198262617
424125.34130.01735958948-4.71735958948011
434139.74178.18844262100-38.4884426210047
444146.74162.46619561426-15.7661956142592
4541584154.496558340733.5034416592689
464155.14154.721888332810.378111667188932
474144.84159.828803484-15.0288034839996
484148.24155.24402569768-7.04402569768263
494142.54147.10663009876-4.60663009876225
504142.14137.276348666244.82365133376061
514145.44136.947108866918.45289113308718
524146.34142.967403521833.3325964781734
534143.54152.89200115352-9.39200115352196
544149.24152.21907764142-3.01907764141743
554158.94182.14579974345-23.2457997434476
564166.14167.60261032765-1.50261032764593
574179.14163.2387323129415.8612676870607
584194.44167.1796832672427.2203167327561
594211.74195.8616914135615.8383085864371
604226.34227.74430753045-1.44430753044799
614235.84233.044079606192.75592039380808
624243.64240.436647691673.16335230832556
634258.74247.9977574377210.7022425622763
644278.24265.7011693360212.4988306639816
6542984295.981622335032.01837766496828
664315.14321.82695392218-6.72695392218247
674334.34362.69599795859-28.3959979585907
6843564357.9570673634-1.95706736340071
6943744367.076872413946.92312758606477
704395.54373.2855472834022.2144527166038
714417.84405.8072624078611.9927375921388
724432.84441.84042947121-9.04042947120615
734446.34446.49322031745-0.193220317454688


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
744456.562365782114432.23056280184480.89416876242
754466.122374256874428.164465477464504.08028303627
764475.701359428324423.962059418434527.44065943822
774492.738706370144426.52830093894558.94911180139
784515.096135556114433.579590063404596.61268104882
794562.921119358794464.778976529414661.06326218817
804594.678280756234479.340068475314710.01649303716
814614.190858563734481.151371815694747.23034531176
824620.238158385184469.178868756434771.29744801392
834631.508586522244461.610705628624801.40646741586
844652.908991973864463.119750974934842.6982329728
854666.310488460464457.692043913344874.92893300759