Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0597923238698339
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
30.90.90
40.90.90
50.90.90
60.910.90.01
70.910.910597923238698-0.000597923238698339
80.910.910562172018761-0.000562172018760743
90.910.910528558447344-0.000528558447344452
100.910.910496954709477-0.000496954709476749
110.920.9104672406325390.00953275936746101
120.920.921037226468012-0.00103722646801152
130.920.92097520828711-0.00097520828710973
140.920.920916898317366-0.000916898317366299
150.920.920862074836219-0.000862074836218696
160.930.9208105293784110.00918947062158859
170.930.93135998918201-0.00135998918200986
180.930.93127867226838-0.00127867226837963
190.930.931202217481985-0.00120221748198523
200.930.931130334104941-0.00113033410494046
210.920.931062748802057-0.0110627488020567
220.930.9204012813427940.00959871865720652
230.930.930975211037481-0.000975211037480661
240.930.930916900903286-0.000916900903286111
250.940.930862077267520.0091379227324796
260.950.9414084549030380.00859154509696169
270.950.951922163350018-0.00192216335001805
280.960.9518072327364630.0081927672635369
290.970.9622970973300750.00770290266992535
300.970.972757671781253-0.00275767178125264
310.970.972592784176981-0.00259278417698128
320.980.9724377555857470.00756224441425335
330.980.982889919752946-0.0028899197529465
340.980.982717124735121-0.00271712473512054
350.980.982554661532963-0.00255466153296346
360.980.982401912383207-0.00240191238320664
370.980.982258296460083-0.00225829646008302
3810.9821232676667480.0178767323332524
391.011.003192159036150.00680784096384812
401.011.01359921566792-0.00359921566791654
411.021.013384010199020.006615989800977
421.021.02377959560392-0.0037795956039226
431.021.02355360479948-0.00355360479947597
441.021.0233411265104-0.00334112651040019
451.031.0231413527920.00685864720799967
461.031.03355144724717-0.00355144724716983
471.031.03333909796316-0.00333909796316045
481.031.03313944553631-0.00313944553631407
491.031.03295173079204-0.00295173079203503
501.041.032775239948540.00722476005145878
511.051.043207225141420.0067927748585801
521.051.05361338093574-0.00361338093573904
531.051.05339732849256-0.00339732849256413
541.051.05319419432704-0.0031941943270446
551.061.053003206025340.00699679397466135
561.061.06342156059672-0.00342156059672227
571.061.06321697753738-0.0032169775373827
581.061.06302462697459-0.0030246269745855
591.061.06284377749894-0.00284377749893561
601.061.06267374143371-0.00267374143370547
611.061.06251387221996-0.00251387221995736
621.071.062363561958010.00763643804198577
631.081.072820162334630.00717983766536756
641.091.083249461513650.0067505384863471
651.091.09365309189712-0.00365309189712448
661.091.09343466504329-0.00343466504328527
671.091.09322929843863-0.00322929843863284
681.091.09303621118052-0.00303621118051778
691.091.09285466905827-0.00285466905827492
701.091.0926839817614-0.0026839817614015
711.091.09252350025466-0.00252350025466308
721.091.09237261431015-0.00237261431015057


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
731.09223075018691.081979989148341.10248151122546
741.09446150037381.07952504836641.1093979523812
751.09669225056071.077855854297991.1155286468234
761.09892300074761.076540728460711.12130527303449
771.10115375093451.07541821522391.1268892866451
781.10338450112141.074408369305821.13236063293698
791.10561525130831.073465403768431.13776509884817
801.10784600149521.072560613897691.14313138909271
811.11007675168211.071674861204291.14847864215991
821.1123075018691.070794806533811.15382019720418
831.11453825205591.069910839436081.15916566467571
841.11676900224281.069015858097331.16452214638827