Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0767906267090112
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
34.964.950.00999999999999979
44.934.96076790626709-0.0307679062670907
54.954.928405219462320.0215947805376846
64.964.950063496193450.00993650380655176
74.974.960826526548050.00917347345195019
85.014.971530963323520.0384690366764762
95.045.01448502475880.0255149752411983
105.075.046444335698040.0235556643019619
115.075.07825318992233-0.0082531899223337
125.085.077619422295850.00238057770415079
135.075.08780222834968-0.0178022283496801
145.085.076435184077890.00356481592210844
155.095.086708928526650.00329107147334717
165.095.09696165196763-0.00696165196763499
175.145.096427062350110.0435729376498895
185.175.14977305553980.0202269444602026
195.175.18132629528131-0.0113262952813056
205.185.18045654196836-0.000456541968362423
215.185.19042148382449-0.0104214838244925
225.185.18962121155037-0.00962121155037199
235.175.18888239268572-0.0188823926857191
245.175.17743240191762-0.00743240191761707
255.185.176861663116410.00313833688358933
265.185.18710265797252-0.00710265797252507
275.265.186557240415510.0734427595844851
285.265.27219695595125-0.0121969559512465
295.265.27126034405981-0.0112603440598082
305.285.27039565518250.00960434481750383
315.285.29113317884016-0.0111331788401623
325.315.290278255059760.0197217449402372
335.375.321792700213520.0482072997864815
345.425.385494568976070.0345054310239279
355.435.43814426264926-0.00814426264926382
365.435.44751885961634-0.0175188596163443
375.445.44617357540718-0.00617357540717745
385.55.455699502682630.0443004973173746
395.525.519101365635150.000898634364852491
405.555.539170372331210.0108296276687936
415.555.57000198622692-0.0200019862269185
425.555.56846602116913-0.0184660211691288
435.555.56704800383073-0.0170480038307295
445.555.56573887693243-0.0157388769324296
455.555.56453027870909-0.0145302787090928
465.555.56341448950076-0.0134144895007644
475.555.56238438244502-0.0123843824450196
485.565.56143337795566-0.00143337795566278
495.575.57132330796414-0.00132330796413527
505.595.581221690316240.00877830968375815
515.695.60189578221830.088104217781698
525.735.708661360317470.0213386396825337
535.765.750299967831810.00970003216819304
545.775.7810448393811-0.0110448393810998
555.775.79019669924312-0.0201966992431242
565.795.788645782050790.00135421794920898
575.795.80874977329581-0.018749773295812
585.795.80730996645377-0.0173099664537748
595.795.80598072328148-0.0159807232814773
605.795.80475355352543-0.0147535535254288


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
615.803620618904035.757498077770335.84974316003772
625.817241237808055.749463413418465.88501906219765
635.830861856712085.744695027654945.91702868576921
645.844482475616115.741307652875075.94765729835714
655.858103094520135.738604614499165.9776015745411
665.871723713424165.736245527491936.00720189935639
675.885344332328195.734038387795826.03665027686055
685.898964951232215.731864906097456.06606499636697
695.912585570136245.729647777545976.09552336272651
705.926206189040275.727334346219796.12507803186074
715.939826807944295.724887664915956.15476595097263
725.953447426848325.722281252053376.18461360164327