Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.199660169567295
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31.661.67-0.01
41.671.668003398304330.00199660169567295
51.681.678402040137440.00159795986255662
61.681.68872108907456-0.00872108907456326
71.681.68697983495112-0.00697983495112453
81.681.68558623992123-0.0055862399212312
91.691.684470890311310.00552910968868536
101.71.695574833289310.00442516671068627
111.71.70645836282513-0.0064583628251329
121.711.705168885008340.00483111499166022
131.721.716133466246770.00386653375322621
141.731.726905459031580.00309454096841955
151.741.737523315606070.00247668439393189
161.741.74801781083213-0.00801781083212516
171.751.746416973361820.00358302663817534
181.751.75713236106797-0.00713236106796677
191.751.75570831264772-0.00570831264772131
201.761.754568589976530.00543141002346581
211.791.765653026222810.0243469737771911
221.831.800514147135610.0294858528643867
231.841.84640129751835-0.00640129751835317
241.851.85512321337039-0.00512321337038801
251.871.864100311720130.00589968827987319
261.871.88527824448248-0.0152782444824806
271.871.88222778759842-0.0122277875984178
281.881.879786385453080.000213614546914931
291.881.88982903576974-0.00982903576974392
301.881.88786656882127-0.00786656882127379
311.881.88629592835651-0.00629592835650561
321.891.885038882233260.00496111776673791
331.891.89602941984781-0.00602941984781236
341.891.89482558485861-0.00482558485860562
351.91.893862107767480.00613789223252481
361.891.90508760037141-0.0150876003714069
371.891.89207520752289-0.00207520752288826
381.891.89166087123698-0.001660871236981
391.891.89132926140418-0.001329261404176
401.891.89106386084682-0.00106386084681898
411.891.89085145020975-0.000851450209746973
421.891.89068144951649-0.000681449516490851
431.891.89054539119048-0.000545391190476696
441.891.89043649829291-0.000436498292905707
451.891.89034934696973-0.000349346969728215
461.891.89027959629451-0.000279596294514572
471.891.89022377205094-0.000223772050941262
481.891.89017909368531-0.000179093685305887
491.891.89014333580973-0.000143335809729361
501.891.89011471735765-0.000114717357653671
511.891.89009181287057-9.18128705722498e-05
521.891.89007348149727-7.34814972653819e-05
531.891.89005881016906-5.88101690612852e-05
541.891.89004706812073-4.70681207342949e-05
551.891.89003767049177-3.76704917672832e-05
561.91.890030149194990.00996985080500679
571.91.90202073129728-0.00202073129728153
581.921.901617271743820.0183827282561837
591.931.925287570384560.0047124296154446
601.921.93622845488065-0.0162284548806491
611.951.922988278827360.0270117211726366
621.961.9583814436570.00161855634300334
631.961.96870460489089-0.00870460489089497
641.961.96696664200236-0.00696664200236241
651.961.96557568107886-0.00557568107885609
661.961.9644624396492-0.00446243964919857
671.971.963571468192160.00642853180784431
681.971.97485498994298-0.00485498994297862
691.971.97388564182772-0.003885641827716
701.971.97310983392152-0.00310983392151654
711.971.97248892395342-0.00248892395342049
721.971.97199198497484-0.00199198497484043


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
731.971594264916991.955222551742251.98796597809173
741.973188529833981.94761937016331.99875768950465
751.974782794750961.940451808242552.00911378125938
761.976377059667951.933204071005122.01955004833078
771.977971324584941.925712136825672.03023051234421
781.979565589501931.917910632419382.04122054658448
791.981159854418921.909772111314572.05254759752326
801.982754119335911.901286205799482.06422203287233
811.984348384252891.892450958952382.07624580955341
821.985942649169881.883268761443432.08861653689633
831.987536914086871.873744286466912.10132954170683
841.989131179003861.863883379626342.11437897838138