Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.130833151993687
beta0.428021655131703
gamma0.951642767295901


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131474613385.09079426531360.90920573473
1415253.214130.67535487111122.52464512887
1518384.317369.44676575371014.8532342463
1616848.516252.2773294968596.222670503226
1716485.516231.8912419382253.608758061819
1819257.119366.3301649169-109.230164916917
1917093.417757.4393902355-664.039390235459
2015700.115252.5255371902447.574462809816
2119124.319973.3453865573-849.0453865573
2218640.819773.9127473267-1133.11274732672
2318439.219703.0626052008-1263.86260520079
2417106.319235.1034605897-2128.80346058969
2518347.719130.5985315371-782.898531537077
2619372.719216.5983716804156.101628319575
2722263.822624.8983912445-361.098391244494
2819422.920182.7137836738-759.813783673821
2921268.619158.00214694032110.59785305974
302031022327.6335473872-2017.63354738722
311925619275.4800555894-19.4800555893598
3217535.917242.5732539801293.326746019924
3319857.420819.9480388566-962.548038856617
3419628.419946.9931735315-318.593173531499
3519727.519533.0593261321194.440673867946
3618112.218226.2282024374-114.028202437377
3718889.319442.6993855112-553.399385511166
3820516.120268.4553388931247.644661106948
392231723273.4435286264-956.443528626362
4019768.820173.6725753224-404.872575322377
4120015.821465.5826138391-1449.78261383909
4220260.520408.5487638897-148.048763889725
4319434.319041.1482763208393.151723679151
441791017164.8677268205745.132273179501
4519134.419556.1721361806-421.772136180571
4620880.119155.73852328021724.3614767198
471968019411.4034801909268.596519809067
4817493.417865.5278960438-372.127896043818
4919087.818637.4927582504450.307241749557
5019064.620264.485561776-1199.88556177601
512119121981.1618671714-790.161867171373
5220503.919364.62959702971139.27040297032
5320364.120016.0447644438348.055235556225
5419860.420408.1547845-547.754784499957
5520924.119543.16672494221380.93327505779
5617018.818211.5330463999-1192.73304639992
5720607.419442.21137397311165.18862602693
5821500.221186.596822183313.603177816985
5919868.320083.7142721425-215.414272142538
6018801.917925.9429004718875.957099528157
6119787.519687.1822178485100.317782151455
6219936.219983.1382866856-46.9382866855958
6321047.622447.4395317957-1399.83953179565
6421034.421417.3577655319-382.957765531944
6520132.821238.7208623127-1105.92086231275
6620725.320633.289252819392.0107471807314
6720827.821452.5700375462-624.770037546212
6816992.317523.3067222885-531.006722288472
6921818.220769.22166096721048.97833903283
7021841.421704.4865046077136.913495392295
7119252.220018.2673031087-766.067303108699
7217933.718557.6572464516-623.957246451639


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7319245.336762798317572.096847320820918.5766782759
7419177.403425941817472.544074111620882.2627777719
7520234.13548507618467.100899953422001.1700701986
7620066.078440472118218.959554396921913.1973265472
7719231.457442684417295.904490593821167.0103947749
7819654.832829624217571.853555677721737.8121035707
7919768.543120106117514.862372152122022.2238680602
8016147.673103878213927.279717230318368.066490526
8120506.11572928317765.789591815923246.4418667501
8220465.690637928317466.591844113123464.7894317435
8318086.59274544615079.549832955321093.6356579367
8416881.373230535714254.272843421919508.4736176494