Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0244318563534208
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
37.097.080.00999999999999979
47.077.09024431856353-0.0202443185635337
57.067.06974971228042-0.00974971228041799
66.997.05951150871049-0.0695115087104945
76.996.987813213514770.00218678648522985
86.996.987866640768050.00213335923194702
96.986.98791876269436-0.00791876269435843
106.966.97772529262171-0.0177252926217131
116.956.95729223081856-0.00729223081855679
126.916.9471140680827-0.037114068082702
136.916.906207302502610.00379269749738587
146.876.90629996514306-0.036299965143062
156.916.865413089609050.0445869103909473
166.896.90650243059897-0.0165024305989681
176.886.88609924558509-0.00609924558509078
186.96.875950229693090.0240497703069087
196.916.896537810226560.0134621897734366
206.856.90686671651331-0.0568667165133103
216.866.845477357064170.0145226429358347
226.826.85583217219025-0.0358321721902461
236.86.81495672570646-0.0149567257064636
246.836.794591305132490.035408694867515
256.846.825456405279150.0145435947208492
266.896.835811732296230.0541882677037666
277.146.887135652268810.252864347731188
287.217.143313597689480.066686402310518
297.257.214942870291460.0350571297085409
307.317.255799381048660.054200618951338
317.37.31712360278515-0.0171236027851469
327.487.306705241381650.173294758618353
337.497.49093915403101-0.000939154031011746
347.47.50091620875463-0.100916208754632
357.447.408450638438610.0315493615613933
367.427.44922144790832-0.0292214479083173
377.147.42850751369058-0.288507513690583
387.247.141458739559210.0985412604407889
397.337.243866285479190.0861337145208143
407.617.335970692019540.274029307980456
417.667.622665736708750.0373342632912497
427.697.673577882066540.0164221179334572
437.77.70397910489291-0.00397910489291231
447.687.71388188797375-0.0338818879737541
457.717.69305409055380.0169459094462043
467.717.72346811057916-0.0134681105791641
477.727.72313905963614-0.00313905963614225
487.687.73306236658203-0.0530623665820267
497.727.691765954463920.0282340455360783
507.747.732455764608740.00754423539126492
517.767.752640084284110.00735991571588812
527.97.772819900687650.127180099312346
537.977.915927146605070.0540728533949313
547.967.98724824679183-0.0272482467918325
557.957.97658252154033-0.0265825215403321
567.977.965933061192550.00406693880745301
577.937.98603242405729-0.0560324240572889
587.997.944663447921590.045336552078413
597.968.00577110404953-0.0457711040495257
607.927.97465283101025-0.0546528310102508
617.977.93331756089370.0366824391062996
627.987.98421378097664-0.00421378097663805
6387.994110830485110.00588916951488727
648.048.014254713828740.0257452861712579
658.178.054883718962250.115116281037746
668.298.187696223404510.102303776595489
678.268.3101956945787-0.0501956945787025
688.38.27896932057920.0210306794208055
698.328.319483139117820.00051686088217906
708.288.33949576698865-0.0594957669886487
718.278.29804217495594-0.0280421749559441
728.328.287357052565580.0326429474344163
738.318.33815458036825-0.0281545803682537
748.348.327466711705010.0125332882949944
758.328.35777292320426-0.0377729232042636
768.368.336850060570490.0231499394295103
778.338.37741565656522-0.0474156565652208
788.358.346257204055120.00374279594488236
798.348.366348647508-0.0263486475080015
808.378.355704901136980.0142950988630197
818.318.38605415693896-0.0760541569389588
828.338.324196012701550.00580398729845299
838.348.3443378148855-0.00433781488549911
848.258.35423183401533-0.104231834015328


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
858.261685256819218.123376508141298.39999400549714
868.273370513638438.075368575234938.47137245204192
878.285055770457648.039598625278868.53051291563641
888.296741027276858.009886578729468.58359547582424
898.308426284096067.983870590300498.63298197789164
908.320111540915287.96035493088898.67986815094165
918.331796797734497.938638341045198.72495525442378
928.34348205455377.918269758907998.76869435019941
938.355167311372917.898939924502218.81139469824362
948.366852568192137.880426617279448.85327851910481
958.378537825011347.862564312990768.89451133703191
968.390223081830557.84522616087168.93522000278951