Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.136565811798447
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
235305610-2080
323705325.94311145923-2955.94311145923
4116104922.262340812776687.73765918723
546305835.57866333472-1205.57866333472
687605670.937834489533089.06216551047
741306092.79811681834-1962.79811681834
854005824.74699859858-424.746998598576
956305766.74107992601-136.741079926009
1070505748.066923339721301.93307666028
1156205925.86647086108-305.866470861078
1255105884.09556796601-374.095567966008
1342405833.00690303653-1593.00690303653
1436205615.45662212282-1995.45662212282
1542205342.94546861403-1122.94546861403
1634805189.58950908737-1709.58950908737
1734004956.11802993674-1556.11802993674
1848304743.6055079242386.3944920757694
1930604755.40404186947-1695.40404186947
2080304523.86981256523506.1301874348
2184805002.687327883273477.31267211673
2272705477.569355827921792.43064417208
23100305722.354101841694307.64589815831
2478106310.631260863931499.36873913607
2564706515.39376990926-45.3937699092621
2651506509.19453287101-1359.19453287101
2745806323.57502809747-1743.57502809747
2826406085.46228895384-3445.46228895384
2921805614.92993444193-3434.92993444193
3062505145.835939474081104.16406052592
3143105296.62700075847-986.62700075847
3261605161.88748345762998.112516542377
3385605298.195529545423261.80447045458
3462505743.64650498085506.353495019146
3589405812.797081085123127.20291891488
3680406239.866086365211800.13391363479
3762906485.70283562666-195.702835626657
3826306458.97651900805-3828.97651900805
3947605936.06923233252-1176.06923233252
4038205775.45838288785-1955.45838288785
4123505508.4096213907-3158.4096213907
4224205077.07884745345-2657.07884745345
4347804714.2127176384965.7872823615116
4461204723.19701126021396.8029887398
4542904913.95254533995-623.952545339949
4655404828.74195946189711.258040538108
4761204925.875491166151194.12450883385
4851105088.9520741034721.0479258965315
4948005091.8265011902-291.826501190202
5026705051.97297815086-2381.97297815086
5151204726.67690470773393.323095292274
5223704780.39139251539-2410.39139251539
5332804451.21433524454-1171.21433524454
5440904291.26649876189-201.266498761892
5522504263.78037597064-2013.78037597064
5625203988.76682414243-1468.76682414243
5736703788.18349046079-118.183490460794
5864403772.043666144842667.95633385516
5954904136.395288720581353.60471127942
6020004321.25141497066-2321.25141497066
6121304004.24783109689-1874.24783109689
6212103748.28965453167-2538.28965453167
6367703401.646067280953368.35393271905
6423803861.64805652722-1481.64805652722
6523803659.30558688799-1279.30558688799
6637603484.59618087634275.403819123657
6738603522.20692700736337.793072992642
6845903568.337912240491021.66208775951
6945803707.86202463906872.137975360937
7080303826.966255244484203.03374475552
7158804400.956970613291479.04302938671
7217704602.94368260632-2832.94368260632
7354404216.06042881191223.9395711881
7440904383.20872994345-293.208729943449
7533604343.16644171233-983.16644171233
7612404208.8995184669-2968.8995184669
7718903803.44934557945-1913.44934557945
7833903542.13758236518-152.137582365183
7929803521.36078992443-541.360789924429
8050303447.429414172551582.57058582745
8137203663.5544509544256.4455490455803
8235303671.26298318224-141.262983182238
8316203651.97128920689-2031.97128920689
8422903374.47348054521-1084.47348054521
8520503226.37147930067-1176.37147930067
8620703065.71935325343-995.719353253432
8727602929.73813145295-169.738131452953
8815002906.55770573793-1406.55770573793
8918502714.47001081247-864.470010812468
9027602596.41296201045163.587037989549
9133602618.7533586532741.246641346803
9221202719.9823079716-599.982307971595
9339702638.045237018751331.95476298125
9437602819.94472050409940.055279495909
9536302948.32413288387681.675867116135
9618503041.41775105999-1191.41775105999
9731602878.7108186954281.289181304597
9827002917.12530409039-217.125304090386
9910802887.4734106753-1807.4734106753
10011502640.63433704232-1490.63433704232
10112302437.06464870949-1207.06464870949
10221802272.22088506528-92.2208850652755
10323102259.6266650315750.3733349684348
10429402266.50594041452673.494059585475
10543702358.482203403252011.51779659675
10647502633.18676424252116.8132357575
10778102922.271082209424887.72891779058
10828803589.76774971824-709.767749718238


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1093492.83774078961-299.0746458870997284.75012746632
1103492.83774078961-334.2712995683397319.94678114756
1113492.83774078961-369.1471977292897354.82267930851
1123492.83774078961-403.7109531065817389.3864346858
1133492.83774078961-437.9707997604637423.64628133968
1143492.83774078961-471.9346159817967457.61009756102
1153492.83774078961-505.6099454476347491.28542702685
1163492.83774078961-539.0040167863567524.67949836557
1173492.83774078961-572.1237616960587557.79924327528
1183492.83774078961-604.9758317448737590.65131332409
1193492.83774078961-637.5666139685437623.24209554776
1203492.83774078961-669.9022453688337655.57772694805