Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0405252708246452
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
38.578.570
48.598.580.00999999999999979
58.618.600405252708250.0095947472917537
68.628.62079408244074-0.00079408244073953
78.628.63076190203477-0.0107619020347709
88.638.63032577304022-0.000325773040222188
98.718.640312570999540.0696874290004601
108.728.72313667293286-0.00313667293285746
118.748.733009558412770.00699044158723439
128.758.75329284795127-0.00329284795127194
138.798.763159404396260.0268405956037370
148.828.80424712680220.0157528731978029
158.828.8348855162548-0.0148855162548056
168.848.834282276677210.00571772332278542
178.868.854513988963370.00548601103662882
188.868.87473631104638-0.0147363110463772
198.858.87413911805027-0.0241391180502664
208.868.86316087375381-0.0031608737538118
218.868.87303277848889-0.0130327784888955
228.878.87250462161104-0.00250462161103648
238.888.88240312114193-0.00240312114193308
248.98.892305734006830.00769426599316603
258.918.91261754622-0.00261754622000332
268.968.922511469450540.0374885305494583
278.988.974030702303880.00596929769612231
288.998.99427260970965-0.00427260970964483
2999.00409946104404-0.00409946104403502
3099.01393332927499-0.0139333292749892
3199.01336867733263-0.0133686773326307
329.019.01282690806316-0.00282690806315955
339.019.0227123468483-0.0127123468483035
348.999.02219717554946-0.0321971755494594
358.999.00089237629053-0.0108923762905277
368.999.00045095979143-0.0104509597914308
3799.0000274318155-2.74318155053521e-05
3899.01002632013375-0.0100263201337540
399.029.009620000794960.0103799992050408
409.059.03004065307390.0199593469260986
419.059.06084951101357-0.0108495110135660
429.059.06040983164143-0.0104098316414252
439.069.059987970394921.20296050827307e-05
449.069.06998845789792-0.00998845789792213
459.089.069583672936490.0104163270635116
469.079.09000579741173-0.0200057974117342
479.069.07919505705356-0.0191950570535617
489.089.068417172167970.0115828278320276
499.079.08888656940278-0.0188865694027793
509.119.078121186062780.0318788139372153
519.159.119413083631160.0305869163688435
529.159.1606526267007-0.0106526267006952
539.179.160220926118660.0097790738813437
549.29.180617225736110.019382774263887
559.239.211402717912490.0185972820875122
569.269.242156377805690.0178436221943112
579.279.2728794954276-0.00287949542760479
589.289.28276280309556-0.00276280309556221
599.299.29265083975188-0.00265083975187963
609.299.30254341375302-0.0125434137530220
619.119.30203508851361-0.192035088513615
629.069.11425281454377-0.0542528145437657
639.119.062054204541380.0479457954586184
649.139.113997220887240.0160027791127568
659.139.13464573784474-0.00464573784473643
669.199.13445746806040.0555425319396008
679.29.196708344209540.00329165579046276
689.239.20684173945190.0231582605480938
699.249.237780234232450.00221976576755445
709.289.247870190841340.0321298091586559
719.329.289172260059040.0308277399409587
729.329.33042156256906-0.0104215625690607
739.329.32999922592353-0.00999922592353464
749.369.329594004584950.0304059954150535
759.379.37082621578383-0.000826215783833462
769.389.38079273316543-0.000792733165432935
779.419.390760607439210.0192393925607863
789.449.421540289033240.0184597109667592
799.449.45228837381951-0.0122883738195139
809.449.45179038414248-0.0117903841424827
819.479.451312575631980.0186874243680180
829.489.48206988856551-0.00206988856551149
839.569.491986005770820.0680139942291831
849.589.574742291306820.0052577086931791
859.569.59495536137553-0.0349553613755287
869.589.573538785889010.00646121411098655
879.79.593800628340720.106199371659283
889.749.718104386638610.0218956133613855
899.769.758991712299960.00100828770004213
909.789.779032573432070.000967426567928698
919.849.799071778655740.0409282213442612
929.889.860730405910090.0192695940899146
939.969.901511311429260.0584886885707387
949.979.98388158137377-0.0138815813737683
959.969.99331902652912-0.0333190265291226
969.969.98196876395542-0.0219687639554156


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
979.981078473846449.919718338867410.0424386088255
9810.00215694769299.9136048368184610.0907090585673
9910.02323542153939.9125936697225910.1338771733561
10010.04431389538589.9140150251028910.1746127656686
10110.06539236923229.9168580697787210.2139266686857
10210.08647084307869.9206158114559410.2523258747013
10310.10754931692519.9249937842333610.2901048496168
10410.12862779077159.929804507835210.3274510737078
10510.14970626461809.9349208270383110.3644917021976
10610.17078473846449.9402524233531610.4013170535756
10710.19186321231089.9457328466538610.4379935779678
10810.21294168615739.951311839469210.4745715328454