Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.00352340646797870
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
138.98.9503140766282-0.0503140766281973
148.88.757959327267920.0420406727320852
158.38.244316094831130.0556839051688698
167.57.472424420550620.0275755794493833
177.27.21280290290433-0.0128029029043333
187.47.43515757080091-0.0351575708009104
198.88.525842027480930.274157972519067
209.38.872318873525670.427681126474331
219.39.279597586173770.0204024138262309
228.79.32643992965158-0.626439929651577
238.28.75478518261489-0.554785182614888
248.38.43891041178834-0.138910411788343
258.58.59475462049406-0.094754620494058
268.68.362991115487830.237008884512170
278.58.055914760946220.444085239053775
288.27.651996457042960.548003542957042
298.17.886155383552020.213844616447984
307.98.36500928681314-0.465009286813141
318.69.1018164327324-0.501816432732401
328.78.669593132450350.0304068675496527
338.78.679383246873880.0206167531261219
348.58.72320812946758-0.223208129467581
358.48.55246176408234-0.152461764082336
368.58.64419427175929-0.144194271759291
378.78.80129428351827-0.101294283518273
388.78.559210007762760.140789992237234
398.68.148936960138460.451063039861536
408.57.741438411716860.758561588283137
418.38.174357348412970.125642651587032
4288.57110904648884-0.571109046488839
438.29.21638133958279-1.01638133958279
448.18.26501134402285-0.165011344022849
458.18.079206822257260.0207931777427444
4688.12001412938259-0.120014129382588
477.98.047902750705-0.147902750704992
487.98.12814290430106-0.228142904301055
4988.17832367553149-0.178323675531486
5087.86874719452720.131252805472799
517.97.491607399373990.40839260062601
5287.109818330124760.890181669875243
537.77.692309190794510.00769080920548859
547.27.95013065469094-0.750130654690939
557.58.29281845025857-0.792818450258565
567.37.55771594955604-0.257715949556043
5777.27936065334012-0.279360653340116
5877.01493489161981-0.0149348916198146
5977.0396898750571-0.0396898750571033
607.27.20002038019794-2.03801979425933e-05
617.37.45181192963172-0.151811929631722
627.17.17843657501434-0.0784365750143401
636.86.646814668082130.153185331917874
646.46.117761617845420.282238382154585
656.16.15119200601735-0.0511920060173523
666.56.295340942525540.204659057474462
677.77.484795640886050.215204359113954
687.97.759112708465980.140887291534019
697.57.87825668532496-0.378256685324959
706.97.51644954893393-0.616449548933926
716.66.93842614275394-0.338426142753939
726.96.787288075495040.112711924504959


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
737.140199201947426.43866414456977.84173425932513
747.020478209794666.035637317038558.00531910255077
756.571746830253055.411765447468767.73172821303735
765.911587180570254.652438895329767.17073546581075
775.680493558113274.279737580391457.08124953583509
785.861182252188764.25193040145197.47043410292563
796.747395750517954.762881256877018.73191024415889
806.797045338112964.674540198952988.91955047727293
816.775987057862484.542683640071119.00929047565385
826.789097961123384.439720617376829.13847530486994
836.826270320877834.35744818949799.29509245225776
847.02004704166552-71.240119692433985.2802137757649