Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.653616535251408
beta0.0529317881405975
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
132285927592.9504540598-4733.95045405983
141973121321.260451362-1590.26045136202
1517169.517594.5073290414-425.007329041408
1617169.517003.2205642392166.279435760844
1727009.526513.8280575852495.671942414778
182803227266.4432476464765.556752353554
192024219759.5914827989482.408517201075
2011429.514588.0676146981-3158.56761469812
2116091.512805.92262140923285.57737859077
2216091.514881.26127403031210.2387259697
231973116131.99500755883599.00499244119
2421831.519592.26847842472239.23152157533
252132016336.56359653644983.43640346358
2616091.517922.2590379296-1830.75903792958
2718708.514850.63440417343857.86559582661
281768117820.3890358024-139.389035802385
2926493.527791.6003154287-1298.10031542874
3024392.527949.4982649436-3556.99826494356
3116091.517853.9656981579-1762.4656981579
32989110211.0053746476-320.005374647641
331558012871.56724573572708.43275426431
3417169.514186.07448781862983.42551218137
3518708.517819.831519255888.668480744996
3620753.519340.42138080211413.07861919788
3716602.516769.5342052316-167.034205231612
381301912724.5386696473294.461330352748
391455813182.03156814011375.96843185988
401506913228.72068957321840.2793104268
4128543.524244.73469852374298.76530147633
4228543.527624.2441286433919.25587135669
4320753.521576.7795315312-823.279531531163
441973115580.5421731234150.45782687695
452285922899.9495836532-40.9495836531569
462132023105.4233574333-1785.42335743332
472547123324.35975751042146.64024248958
483064426320.11697114674323.88302885334
4931671.525676.4493086825995.05069131801
5024392.526604.1335684665-2211.63356846647
5122342.526496.6987762337-4154.19877623368
522024223596.7622721687-3354.76227216869
5334283.532396.21025919381887.28974080622
543531133272.92332335772038.07667664232
553269427635.85112096985058.14887903015
563531127692.81138789267618.18861210738
5734794.536433.1025456538-1638.6025456538
583064435540.9446967273-4896.94469672731
593531135531.3691638433-220.36916384333
604048438095.50719905762388.4928009424
6142584.537060.07886156885524.42113843122
6236333.535115.58725668411217.9127433159
6332182.536973.6356253149-4791.13562531486
643531134309.00953839641001.99046160357
654878548297.3055533729487.694446627123
665293648788.47042727224147.52957272783
6751913.546126.27586260145787.22413739862
685395848121.75236148765836.24763851241
695344753004.5132196524442.486780347594
704827452929.5287399848-4655.52873998478
7157086.555291.56221267271794.9377873273
725918760740.2557092608-1553.25570926076
7362259.558741.94692278493517.55307721515
745293654451.8759036103-1515.87590361032
7549296.552804.9047111753-3508.40471117535
765344753392.97950135354.0204986469689
7763337.566958.3696896772-3620.86968967719
787215066264.51775968145885.48224031855
7970049.565599.0712690984450.42873090203
8070049.566984.3582712233065.14172877705
817107768338.27786076322738.72213923675
826748868228.4345161018-740.434516101785
837681775749.37614537561067.62385462435
847681779903.3663080269-3086.36630802686
8575227.578946.8341747744-3719.33417477444
866641068220.1409345869-1810.14093458693
8767999.565717.49702642552282.00297357453
886902771551.4172857383-2524.41728573831
8975789.582296.5443313557-6507.04433135572
908460283047.19842533671554.80157466332
9178350.578942.3540535872-591.854053587173
928147976265.91823715115213.08176284886
937886278698.8501764673163.149823532716
947732875399.49010473191928.5098952681
958926985082.55943400974186.44056599031
968665289735.4682313013-3083.46823130127
9783012.588460.9629579294-5448.46295792944
9877839.577104.954927137734.54507286298
9983012.577610.60899569245401.8910043076
10085629.583854.41235076521775.08764923477
10188752.596214.5383212691-7462.03832126911
1029290399284.7302155296-6381.73021552956
10388752.589125.5380447214-373.038044721368
1049131488487.09479387642826.90520612359
10588190.587412.8516112935777.648388706468
10687679.584949.57161768552729.92838231449
107100642.595789.24003660694853.25996339305
108101720.598233.5556984413486.94430155896
10997570100535.441677108-2965.44167710836
11090291.593131.0305173901-2839.53051739007
1119649292980.60987520523511.39012479482
1129910496730.38878900652373.61121099352
113102232106300.74203852-4068.74203852029
114106894112099.057620716-5205.05762071647
115102232104966.98744103-2734.98744102976
116105871.5103988.1435729091883.35642709119
117104282101649.7097194242632.29028057639
11898592.5101201.414147226-2608.91414722598
119110533109228.8276391661304.17236083376
120110533108699.1575753991833.84242460092


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121107447.382273348101091.30620644113803.458340255
122101889.27528199994173.4125726721109605.137991326
123105757.34104330896777.2754684517114737.406618164
124106659.09402905196470.0048811095116848.183176992
125112205.555579241100840.735707598123570.375450884
126120169.498425724107648.99242808132690.004423368
127117375.04241674103710.267614756131039.817218724
128119958.083102108105154.541494494134761.624709721
129116757.449581509100816.430002667132698.469160351
130112791.48435062895711.1867185397129871.781982717
131123988.121916902105764.430094188142211.813739615
132122852.937800158103479.968277745142225.90732257