Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.933090814754979
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
21.47211.4761-0.004
31.4871.472367636740980.01463236325902
41.51671.486020960496130.0306790395038701
51.58121.51464729046270.0665527095373037
61.5541.57674701242901-0.0227470124290103
71.55081.55552198406838-0.00472198406838364
81.57641.551115944106760.0252840558932446
91.56111.57470826442049-0.0136082644204936
101.47351.56201051788497-0.0885105178849739
111.43031.4794221666373-0.0491221666372985
121.27571.43358672414717-0.157886724147172
131.27271.28626407207369-0.0135640720736927
141.39171.273607561011060.118092438988944
151.28161.38379853112365-0.102198531123652
161.26441.28843802045072-0.0240380204507216
171.33081.266008364363260.0647916356367391
181.32751.326464844448850.00103515555114631
191.40981.327430738585470.082369261414529
201.41341.404288739829520.00911126017048036
211.41381.412790373005440.00100962699456231
221.42721.413732446680390.0134675533196076
231.46431.426298896980140.0380011030198588
241.481.461757377158530.0182426228414709
251.50231.478779400968950.023520599031055
261.44061.50072625588236-0.0601262558823572
271.39661.44462299879292-0.0480229987929222
281.3571.39981317972226-0.0428131797222571
291.34791.35986459497296-0.0119645949729648
301.33151.34870054130143-0.017200541301428
311.23071.33265087420425-0.101950874204252
321.22711.23752144992802-0.010421449928024
331.30281.227797290723760.075002709276244
341.2681.29778162983116-0.0297816298311573
351.36481.269992664587270.0948073354127286
361.38571.358456518432280.0272434815677169
371.29981.38387716084507-0.0840771608450661
381.33621.305425534329860.0307744656701421
391.36921.334140905575660.0350590944243401
401.38341.366854224556640.0165457754433609
411.42071.382292935645840.0384070643541625
421.4861.418130214616410.0678697853835899
431.43851.48145888795723-0.0429588879572296
441.44531.441374344192250.00392565580774984
451.4261.44503733756835-0.0190373375683512
461.4451.427273772745930.0177262272540673
471.35031.44381395257696-0.0935139525769624
481.40011.356556942375970.0435430576240339
491.34181.3971865694913-0.0553865694912987
501.29391.34550587023818-0.0516058702381796
511.31761.29735290673150.0202470932685033
521.34431.316245283485820.0280547165141753
531.33561.34242288177576-0.00682288177575674
541.32141.33605651346064-0.0146565134606389
551.24031.32238065537418-0.082080655374184
561.2591.245791949775460.013208050224536
571.22841.2581162601208-0.029716260120801
581.26111.230388290753210.0307117092467883
591.2931.259045104556820.0339548954431843
601.29931.290728105610820.00857189438918327
611.29861.29872646153041-0.000126461530413291


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
621.298608461437961.196179367256791.40103755561914
631.298608461437961.15851412313851.43870279973743
641.298608461437961.129017400611181.46819952226475
651.298608461437961.10393994266531.49327698021063
661.298608461437961.081743211824451.51547371105148
671.298608461437961.061616392417241.53560053045869
681.298608461437961.043069922138091.55414700073784
691.298608461437961.025781319539841.57143560333609
701.298608461437961.009524816717111.58769210615881
711.298608461437960.9941350505563581.60308187231957
721.298608461437960.9794866003524711.61773032252346
731.298608461437960.9654816589866181.63173526388931