Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.344199179309432
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
33.994.09-0.0999999999999996
444.09558008206906-0.0955800820690573
54.064.07268149626256-0.0126814962625597
64.164.128316535656570.0316834643434296
74.194.23922195808126-0.049221958081259
84.24.25227980050569-0.0522798005056861
94.24.24428513607717-0.0442851360771686
104.24.2290422285838-0.0290422285838003
114.24.21904591733994-0.0190459173399393
124.24.21249032822234-0.0124903282223370
134.234.20819116749890.0218088325010974
144.384.245697749747480.134302250252522
154.434.44192447406381-0.0119244740638056
164.444.48782007987735-0.0478200798773463
174.444.48136044762905-0.041360447629053
184.444.46712421549926-0.0271242154992626
194.444.457788082785-0.0177880827850041
204.444.45166543928892-0.0116654392889171
214.454.447650204659390.00234979534061175
224.454.45845900228717-0.00845900228717156
234.454.45554742064215-0.00554742064215041
244.454.45363800300984-0.00363800300983819
254.454.45238580535953-0.00238580535952693
264.454.45156461311279-0.00156461311278555
274.454.45102607456343-0.00102607456342785
284.454.45067290054079-0.000672900540785726
294.464.450441288726890.00955871127310903
304.464.46373138930235-0.00373138930235051
314.464.4624470481668-0.00244704816679775
324.484.461604776196060.0183952238039451
334.584.487936397132590.0920636028674133
344.674.619624613683820.0503753863161807
354.684.72696378031124-0.0469637803112448
364.684.72079888567085-0.0407988856708457
374.694.7067559427062-0.0167559427062001
384.694.71098856097817-0.0209885609781715
394.694.7037643155146-0.0137643155145986
404.694.69902664941072-0.00902664941071762
414.694.69591968409163-0.00591968409163446
424.694.69388213368552-0.00388213368552304
434.694.692545906457-0.00254590645699615
444.734.69166960754390.0383303924561007
454.784.74486289716990.0351371028301015
464.794.80695705912733-0.0169570591273303
474.794.8111204532922-0.0211204532922018
484.84.80385081060238-0.00385081060238246
494.84.81252536475337-0.0125253647533663
504.814.808214144484710.0017858555152932
515.164.818828834487440.341171165512565
525.265.2862596696609-0.0262596696609032
535.295.37722111291468-0.0872211129146834
545.295.37719967743099-0.087199677430994
555.295.3471856200232-0.0571856200231986
565.35.32750237654291-0.0275023765429125
575.35.32803608110778-0.0280360811077829
585.35.31838608499943-0.0183860849994311
595.35.31205760963191-0.0120576096319134
605.35.30790739029218-0.0079073902921758
615.35.30518567304313-0.00518567304312967
625.35.30340076863752-0.00340076863751726
635.35.30223022686346-0.00223022686346219
645.355.301462584607380.048537415392615
655.445.368169123151320.0718308768486766
665.475.48289325201172-0.0128932520117164
675.475.50845540525065-0.0384554052506534
685.485.49521908632337-0.0152190863233663
695.485.49998068930103-0.0199806893010246
705.485.49310335244158-0.0131033524415756
715.485.48859318928498-0.00859318928498265
725.485.48563542058544-0.00563542058544098


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
735.483695713444875.373459342726255.59393208416349
745.487391426889745.302704494871775.6720783589077
755.491087140334615.228883022307595.75329125836162
765.494782853779485.149881925092855.8396837824661
775.498478567224345.065343946837965.93161318761073
785.502174280669214.975318295566316.02903026577212
795.505869994114084.87996990399056.13177008423767
805.509565707558954.779493064642866.23963835047504
815.513261421003824.674082038740776.35244080326687
825.516957134448694.563920817678556.46999345121882
835.520652847893564.44918002809836.59212566768881
845.524348561338434.330016628302076.71868049437478