Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.153603670908544
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
36.596.590
46.596.590
56.636.590.04
66.636.63614414683634-0.00614414683634212
76.636.63520038332768-0.00520038332767836
86.636.63440158535842-0.00440158535841562
96.636.63372548568955-0.00372548568954567
106.636.63315323741171-0.00315323741171447
116.636.63266888857003-0.002668888570029
126.636.63225893748843-0.00225893748842676
136.636.63191195639785-0.00191195639785136
146.636.63161827287652-0.00161827287652461
156.636.63136970022216-0.00136970022215799
166.636.63115930923999-0.00115930923999041
176.636.63098123508501-0.00098123508500958
186.636.63083051377393-0.000830513773927954
196.636.63070294380951-0.000702943809512746
206.636.63059496905993-0.000594969059928729
216.636.63050357962825-0.000503579628246875
226.796.630426227948750.159573772051247
236.796.81493734511655-0.0249373451165482
246.796.81110687736393-0.0211068773639331
256.816.807864783519420.00213521648058279
266.86.82819276060902-0.0281927606090182
276.86.81386224908643-0.0138622490864275
286.856.81173295673970.0382670432602961
296.856.8676109150593-0.0176109150593016
306.856.86490581385813-0.0149058138581344
316.856.86261622613165-0.0126162261316454
326.856.86067832748481-0.0106783274848121
336.856.85903809718398-0.00903809718398119
346.866.85764981227850.00235018772150664
356.866.86801080973984-0.00801080973984103
366.886.866780319956850.0132196800431474
376.886.88881091133972-0.00881091133971612
386.886.88745752301389-0.00745752301388602
396.916.886312020103070.0236879798969323
406.916.91995058077165-0.0099505807716449
416.916.91842213503745-0.00842213503744826
426.916.91712846417881-0.00712846417880808
436.996.9160335059130.0739664940869966
446.997.007395030929-0.0173950309290012
456.997.00472309032274-0.0147230903227387
467.027.002461569602050.0175384303979511
477.027.03515553689315-0.0151555368931477
487.057.032827590791770.0171724092082304
497.057.0654653358845-0.0154653358844978
507.057.0630898035208-0.0130898035208054
517.057.06107916164854-0.0110791616485377
527.17.059377361748730.040622638251266
537.17.11561714810612-0.0156171481061183
547.17.1132182968279-0.0132182968278958
557.17.11118791791197-0.0111879179119718
567.127.109469412650870.0105305873491304
577.137.13108694952452-0.00108694952451938
587.187.140919990087460.0390800099125386
597.247.196922823069170.0430771769308311
607.247.26353963557812-0.0235396355781221
617.247.25992386114147-0.0199238611414732
627.277.256863482931470.0131365170685287
637.277.28888130017615-0.0188813001761492
647.277.28598106315757-0.0159810631575663
657.277.28352631319154-0.0135263131915435
667.37.281448621831460.0185513781685369
677.37.31429818161856-0.014298181618563
687.577.312101928434640.257898071565365
697.767.621716018947310.13828398105269
707.947.832956946064850.107043053935151
717.948.02939915209455-0.0893991520945514
727.968.01566711415672-0.0556671141567167


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
738.027116441073367.93460224505358.11963063709323
748.094232882146727.95299180632148.23547395797205
758.161349323220087.975407469756618.34729117668355
768.228465764293447.998598958649928.45833256993696
778.29558220536688.021454414607778.56970999612583
788.362698646440168.043480629056138.68191666382419
798.429815087513528.064431840813028.79519833421402
808.496931528586888.084179488651278.90968356852248
818.564047969660248.10265658602649.02543935329408
828.63116441073368.119830779925699.1424980415415
838.698280851806968.13569010930759.26087159430641
848.765397292880328.150234979902369.38055960585827