Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.947716105380562
beta0.0144218697861163
gamma0


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
132.542.527067307692310.0129326923076927
142.542.54079138296584-0.000791382965836807
152.542.5414981145768-0.00149811457680427
162.542.54151458927014-0.00151458927013604
172.542.54149474947008-0.00149474947008255
182.542.54147328217406-0.00147328217406217
192.542.56853535653108-0.0285353565310769
202.542.523310250537010.0166897494629867
212.542.532423818657430.00757618134257276
222.542.54092052818057-0.000920528180572422
232.542.5413521876156-0.00135218761560152
242.542.54135627497038-0.00135627497037838
252.542.54133795132627-0.00133795132626569
262.662.541318706392450.118681293607547
272.662.656665749564260.00333425043574342
282.662.66274211420981-0.00274211420980919
292.662.66302233144508-0.00302233144507991
302.662.6629956735561-0.00299567355610142
312.662.69003666872951-0.0300366687295139
322.662.644789940941320.0152100590586781
332.662.6538821544210.0061178455790003
342.662.66235781514301-0.00235781514300548
352.662.66276872945899-0.00276872945898887
362.662.66275237111334-0.00275237111333571
372.662.66271389687209-0.00271389687209034
382.662.6626747921854-0.00267479218539712
392.662.66263618901309-0.00263618901309393
402.662.66259813968383-0.00259813968383149
412.662.66256063936372-0.00256063936371875
422.662.66252368029625-0.00252368029625316
432.662.68957058801147-0.0295705880114734
442.662.644330539669870.0156694603301335
452.662.65342938139930.00657061860069685
462.662.66191157710045-0.00191157710045298
472.662.66232893219999-0.00232893219999086
482.662.66231892168139-0.00231892168139236
492.662.662286703646-0.00228670364599992
502.932.662253764866040.267746235133963
512.932.921794903389230.0082050966107694
522.932.93547687085862-0.00547687085861925
532.932.93611736041888-0.00611736041887578
542.932.93606723661473-0.00606723661472897
552.932.9630650232716-0.0330650232715963
562.932.917774645313780.0122253546862154
572.932.926823782135960.00317621786404043
582.932.9352569849507-0.00525698495069671
592.932.93562605401789-0.00562605401789407
602.932.93556845438972-0.00556845438971854
612.932.93548933412284-0.00548933412283814
622.932.93541017007616-0.00541017007616373
633.072.93533208574190.134667914258103
643.073.069848877213770.000151122786228974
653.073.07688400448543-0.00688400448543236
663.073.07715773887841-0.00715773887840854
673.073.10415755329456-0.0341575532945573
683.073.058852348832240.0111476511677564
693.073.067885980589630.00211401941036948
703.073.07630385478252-0.00630385478252338
713.073.07665781396212-0.0066578139621245
723.073.07658532240213-0.00658532240213106


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
733.076491525139532.992369648650033.16061340162902
743.082638743976542.9659468402833.19933064767009
753.088785962813562.94615075201873.23142117360842
763.094933181650582.929819454383073.26004690891809
773.10108040048762.915681201395223.28647959957997
783.107227619324612.903074716945773.31138052170345
793.140458171494962.918688425081153.36222791790878
803.127438723665312.888931395551973.36594605177866
813.125669275835672.871124924330663.38021362734067
823.131816494672682.861805923957573.40182706538779
833.13796371350972.852960145595893.42296728142351
843.144110932346722.844512122142733.4437097425507