Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.508264392434624
beta0.0121485853197237
gamma0.979025134159377


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
138062.085248919157717.9147510808423
144237.06931422146524.93068577853484
155450.26245732547553.73754267452446
166662.74498809362433.25501190637567
178180.99049500860180.00950499139824501
186368.9357142664032-5.93571426640315
19137127.6822835606719.31771643932878
207263.93989650363258.06010349636755
2110781.265344025511325.7346559744887
225838.10332245867619.896677541324
2336127.400100077271-91.4001000772712
2452207.755430375586-155.755430375586
257983.9720467922538-4.97204679225385
267739.803295975169437.1967040248306
275471.8562522685229-17.8562522685229
288474.14213118137889.85786881862123
294896.372330335981-48.372330335981
309658.292609017279737.7073909827203
3183160.804925830844-77.8049258308437
326659.71642147546586.28357852453421
336180.2620666352152-19.2620666352152
345330.240309346133122.7596906538669
353042.1008083103263-12.1008083103263
367483.9962956782891-9.99629567828912
3769118.499265778722-49.4992657787218
385960.7944264492036-1.7944264492036
394248.4648725892409-6.4648725892409
406565.4427349518743-0.442734951874314
417050.608919588165619.3910804118344
4210089.009263193434910.9907368065651
4363109.593890953947-46.5938909539475
4410563.865629509893541.1343704901065
458289.0076172144237-7.00761721442368
468152.848154496568428.1518455034316
477544.672478473201430.3275215267986
48102155.951624760753-53.9516247607527
49121151.815615614091-30.8156156140915
5098116.103656058164-18.1036560581635
517680.9242370425471-4.92423704254708
5277120.331036228104-43.3310362281039
536387.587920514926-24.587920514926
5437100.64616837282-63.64616837282
553555.3707922763358-20.3707922763358
562355.8437628857082-32.8437628857082
574032.27392055538647.72607944461357
582928.17245846793990.82754153206011
593719.812921829089917.1870781709101
605147.77476297963453.22523702036547
612065.3647846084341-45.3647846084341
622837.4383425490945-9.43834254909454
631326.2915101865408-13.2915101865408
642224.6422453649286-2.64224536492863
652522.44042488095912.55957511904086
661321.0014091160539-8.00140911605391
671619.6310715708034-3.63107157080337
681316.9316829363479-3.93168293634785
691622.8541741412014-6.85417414120143
701713.98538386266033.01461613733969
71913.7656378268624-4.7656378268624
721715.4008757793581.59912422064199
732510.189803598938914.8101964010611
741427.8626917790798-13.8626917790798
75813.1100219029194-5.11002190291944
76718.6370772937744-11.6370772937744
771013.7236343821553-3.72363438215529
7877.76991313461519-0.769913134615187
791010.0613597590593-0.0613597590592896
8039.29723138677711-6.29723138677711


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
818.99905097450173-51.935306911663569.933408860667
828.65140459552228-58.855928028003676.1587372190481
835.66441924523338-61.007434637614572.3362731280813
8410.1648195622573-84.1446639296397104.474303054154
858.61507856003649-80.194575840717997.4247329607909
866.6656307142292-74.771411351300288.1026727797586
874.78378211877638-70.171899912608979.7394641501617
886.23643494043251-85.296832179099197.7697020599641
8910.1808474630254-124.218650414045144.580345340096
907.44390546146279-100.018195959627114.906006882553
9110.5878982291931-133.626573696998154.802370155384
924.91873234702756-62.5342195948572.3716842889051