Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.350759329200033
beta0
gamma0.714202236422672


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
138063.354166666666716.6458333333333
144227.567848000642214.4321519993578
155440.796726621516613.2032733784834
166653.30289793499812.6971020650019
178171.79819160476919.20180839523086
186361.19247841157421.80752158842579
19137103.36815013811233.6318498618883
207270.87316856875721.12683143124282
2110777.476748539034829.5232514609652
225858.2489710839535-0.248971083953485
233687.744975486889-51.7449754868891
2452150.636609262302-98.6366092623024
257964.632390490192514.3676095098075
267727.020503572152149.9794964278479
275452.14812720988141.85187279011862
288460.437982726941123.5620172730589
294881.1235170544008-33.1235170544008
309652.243150614895943.7568493851041
3183123.889535798133-40.8895357981334
326650.183258972315815.8167410276842
336175.1065733346721-14.1065733346721
345326.770171561345726.2298284386543
353041.6757239761287-11.6757239761287
367496.8788802384768-22.8788802384768
376989.8462205932832-20.8462205932832
385956.39559943511442.6044005648856
394242.5897098574903-0.589709857490305
406560.08991568709224.91008431290784
417047.948643911602222.0513560883978
4210074.06996988945925.9300301105410
4363100.213822431864-37.2138224318639
4410554.090921041499250.9090789585008
458277.44808444197034.55191555802971
468154.359873127662526.6401268723375
477551.832948580939923.1670514190601
48102114.062751486308-12.0627514863078
49121111.7664721076529.23352789234812
509899.7404016861067-1.74040168610671
517682.9294578735977-6.92945787359767
5277100.756132765662-23.756132765662
536386.5081394689932-23.5081394689932
543798.447546364477-61.447546364477
553564.6637801729412-29.6637801729412
562362.0507588180824-39.0507588180824
574032.35835667857957.64164332142052
582920.59595988971798.40404011028209
593710.062130416276026.937869583724
605157.2789059931065-6.2789059931065
612066.886217830153-46.886217830153
622830.0871310857474-2.08713108574736
631310.74845970548502.25154029451503
642223.9931089624076-1.99310896240757
652517.49369109455817.50630890544188
661322.7196141774821-9.7196141774821
671621.8176899622591-5.81768996225912
681323.2162671673847-10.2162671673847
691625.2885917259022-9.28859172590225
70177.941272159293639.05872784070637
7196.231015947071022.76898405292898
721729.5680713779749-12.5680713779749
732518.1402303180596.85976968194101
741420.9659000638613-6.96590006386126
7581.927749746500056.07225025349995
76714.5443509061419-7.54435090614195
771010.5025600306134-0.502560030613406
7874.931824174008262.06817582599174
79109.973857153196110.0261428468038893
80311.3826407570439-8.38264075704385


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8114.5282799120459-35.328702063670764.3852618877625
828.94647336236186-43.888570452420261.7815171771439
831.14229796745304-54.511678153691756.7962740885977
8416.3964803808856-41.940371276329874.733332038101
8518.38548650175-42.516167535385679.2871405388856
8612.3942151340628-50.968507879093575.7569381472191
871.8450679459928-63.886643357037967.5767792490235
886.01790061131881-62.000340133410774.0361413560483
897.887563147406-62.342802629734878.1179289245468
903.68512720612633-68.689781984656176.0600363969087
917.05485970586599-67.402850999990481.5125704117224
924.5554118324795-71.92840270850781.039226373466