Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.458869668369215
beta0.0711214003368765
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3472324
43527.79612292213807.20387707786197
53025.12011628368294.87988371631707
64321.536956799679021.4630432003210
78226.263762354511155.7362376454889
84048.5364746639713-8.53647466397128
94741.03779706981815.96220293018186
101940.3867020508952-21.3867020508952
115226.488059355170625.5119406448294
1213634.9423750299138101.057624970086
138081.3603752267783-1.36037522677834
144280.7374651759678-38.7374651759678
155461.6991275165035-7.69912751650345
166656.65207704838749.34792295161262
178159.732474678997321.2675253210027
186368.9764916272027-5.9764916272027
1913765.524010039425271.4759899605748
207299.9447743308188-27.9447743308188
2110787.83237510273619.1676248972640
225897.963971013387-39.9639710133869
233679.6576288052268-43.6576288052268
245258.231592561216-6.23159256121597
257953.775858308313225.2241416916868
267764.577407700744512.4225922992555
275469.910131300781-15.910131300781
288461.722593070031822.2774069299682
294871.7851911184991-23.7851911184991
309659.934819580204136.0651804197959
318376.72497169592816.27502830407185
326680.0501149833582-14.0501149833582
336173.5901346383135-12.5901346383135
345367.3892102379062-14.3892102379062
353059.8931462137544-29.8931462137544
367444.307219850111629.6927801498884
376957.032505098924511.9674949010755
385962.0147592058625-3.01475920586248
394260.023723305792-18.023723305792
406550.557316644823414.4426833551766
417056.460102760927913.5398972390721
4210062.390508396531437.6094916034686
436380.5931236260234-17.5931236260234
4410572.890773546024432.1092264539756
458289.0432235276216-7.04322352762159
468186.9999429771944-5.99994297719438
477585.2395813676036-10.2395813676036
4810281.199604915380320.8003950846197
4912192.081762488182628.9182375118174
5098107.632711515764-9.63271151576438
5176105.179431440083-29.1794314400825
527792.8044705004144-15.8044705004144
536386.0510873912678-23.0510873912678
543775.2201689045499-38.2201689045499
553556.1812864736566-21.1812864736566
562344.2697694858315-21.2697694858315
574031.62350175695628.37649824304384
582932.8543778871680-3.85437788716804
593728.34708657377398.6529134262261
605129.861403630333421.1385963696666
612037.7948895549917-17.7948895549917
622827.28223541635400.717764583645952
631325.2879013155591-12.2879013155591
642216.92464038607285.07535961392715
652516.69448990320838.30551009679168
661318.2176115888137-5.21761158881375
671613.36510379143312.63489620856690
681312.20186467529620.798135324703777
691610.22183920969305.77816079030695
701710.71556927509346.28443072490658
71911.6467065034724-2.64670650347244
72178.393239286983318.60676071301669
732510.584532378187114.4154676218129
741415.911720203901-1.91172020390099
75813.6844669110252-5.68446691102515
7679.54049943290813-2.54049943290813
77106.756292918017073.24370708198293
7876.732143179666750.267856820333247
79105.351207647411064.64879235258894
8036.13226599611504-3.13226599611504


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
813.24060975987728-43.515313575413849.9965330951684
821.78625538252099-50.312040395025253.8845511600672
830.331901005164704-57.24248234686257.9062843571914
84-1.12245337219158-64.308723237547962.0638164931648
85-2.57680774954787-71.511373915999766.357758416904
86-4.03116212690416-78.8501136283970.7877893745816
87-5.48551650426044-86.32402663037375.3529936218522
88-6.93987088161673-93.931817667962580.052075904729
89-8.39422525897302-101.67195308735584.8835025694094
90-9.8485796363293-109.54275486783189.8455955951728
91-11.3029340136856-117.54246408939394.9365960620216
92-12.7572883910419-125.669284130717100.154707348633