Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.770094354773406
beta0.00308092481798597
gamma0


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
134736.057637861091310.9423621389087
144542.47814430007622.52185569992385
154745.91940984811661.0805901518834
164342.81199294708370.188007052916312
174848.7905776544218-0.790577654421796
184850.2640287424153-2.26402874241529
194340.14260503229172.85739496770831
204434.64042082258349.35957917741658
214645.40879189735830.59120810264168
223647.0515459369091-11.0515459369091
233241.1804620027384-9.18046200273838
241841.0580182564942-23.0580182564942
253134.1925531755259-3.19255317552587
263730.70235500421056.29764499578953
273237.0085270935604-5.00852709356036
282930.7125533282961-1.71255332829606
292933.8115427512704-4.81154275127042
304031.92743194478018.07256805521995
312631.7731366027537-5.77313660275368
322922.66361893470516.33638106529493
331930.1976331330650-11.1976331330650
343022.63552604250877.36447395749127
351230.4856433037945-18.4856433037945
362420.15548359099073.84451640900933
374033.86842008876256.13157991123752
384336.93956057262586.0604394273742
394942.98873791565766.01126208434241
404943.47026351305745.52973648694257
414853.9199901029233-5.91999010292332
423351.3365903810986-18.3365903810986
434630.982084226229715.0179157737703
444634.727449039710711.2725509602893
454346.9839975693075-3.98399756930755
464445.0172850121569-1.01728501215685
473847.0249415113234-9.02494151132343
483847.9268770335403-9.9268770335403
493957.7376485077695-18.7376485077695
504741.21236875297445.78763124702562
514146.9819512891653-5.98195128916534
523638.775022580714-2.77502258071402
533841.6640069362547-3.66400693625471
541140.6440713520483-29.6440713520483
552415.37947569937238.62052430062773
563018.369584576213611.6304154237864
571829.8904874376668-11.8904874376668
582121.7151636263480-0.715163626348044
592222.9711162989545-0.97111629895446
601527.0381213660788-12.0381213660788
611526.283383542732-11.2833835427320
621617.5381210367758-1.53812103677583
632617.68065739426998.31934260573013
643922.532063227276716.4679367727233
652840.0448912488407-12.0448912488407
662532.4286864783348-7.42868647833483
672522.4679956986732.53200430132701
681320.2441149134746-7.24411491347459
692016.42840048002553.57159951997445
701320.1198125513801-7.11981255138008
711016.1398077524889-6.1398077524889
721914.37215030994224.62784969005781
733126.46021894903524.53978105096484
743628.83989705413847.16010294586158
752635.5854394083182-9.5854394083182
763326.13084007379416.8691599262059
774235.82205733344546.17794266655459
784442.29649393177441.70350606822559
794535.97937999624359.02062000375651
804234.92677967963347.07322032036662
816043.658452970319416.3415470296806
824257.2809909808047-15.2809909808047
836348.245827072891714.7541729271083
847170.60553118699010.394468813009908


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85100.26297339180585.7994225502783114.726524233332
8693.36241886420273.7236598143192113.001177914085
8794.398881651064770.0465346184716118.751228683658
8884.69996249188258.7341826226396110.665742361125
8994.369192556881262.3566150954734126.381770018289
9096.625497546117861.1752602937451132.075734798490
9178.44880090271946.5546361139309110.342965691507
9263.13408199776833.942312418087292.3258515774488
9367.759022926178433.5893163466899101.928729505667
9468.800604442332931.5851829369906106.016025947675
9572.449131773329831.0975794990895113.80068404757
9685.554146874425436.1588133095561134.949480439295