Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.628749767969885
beta0.218314234003923
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
32935729360-3
42938029381.7019556242-1.70195562416484
52940229403.9864373689-1.98643736889426
62942629425.81938290960.180617090427404
72944829449.039655848-1.03965584797334
82947129471.3499740746-0.349974074593774
92949529494.04589035650.954109643535048
102951729517.6927148566-0.692714856617386
112954029540.209013313-0.209013313007745
122956329563.0007487853-0.000748785292671528
132958629585.9233277490.0766722509797546
142960929608.90510958970.0948904102915549
152963129631.9113712283-0.911371228281496
162965429654.1598467016-0.159846701586503
172967729676.85890168530.141098314652481
182970029699.76654364180.233456358215335
192972329722.76430108930.235698910710198
202974629745.79582175780.204178242212947
212976929768.83555034460.164449655410863
222979229791.87287277760.127127222447598
232981529814.90417886070.0958211393153761
242983729837.9289541423-0.928954142298608
252986129860.18188929080.818110709235043
262988429883.64558904540.354410954627383
272990529906.866385915-1.86638591504743
282992829928.4346677608-0.43466776083369
292995129950.84347738330.156522616733128
302997429973.64548289920.354517100837256
312999629996.6206401993-0.620640199340414
323002030018.89747538151.10252461854543
333004330042.40908811120.590911888812116
343006530065.6801359904-0.680135990394774
353008930088.05865392740.941346072555461
363011130111.5858922266-0.585892226561555
373013430134.0724572889-0.0724572889448609
383015830156.87189859771.12810140227884
393017930180.5810397711-1.58103977106657
403020230202.3697875982-0.369787598192488
413022430224.8693510444-0.869351044435462
423024830246.93548259781.064517402192
433027030270.363654495-0.363654495020455
443029330292.84394660030.156053399743541
453031730315.67242559741.32757440260684
463033930339.4197276855-0.419727685453836
473036230362.0108000603-0.0108000602667744
483038530384.8575031140.142496886001027
493040830407.82015142560.179848574392963
503043130430.83097152150.169028478503606
513045230453.8581901828-1.85819018276015
523047630475.35573106110.64426893885684
533049830498.5151281229-0.515128122933675
543052130520.8748454770.125154523004312
553054430543.65431973470.345680265269039
563056730566.61989931160.380100688355014
573059030589.65929525170.340704748316057
583061330612.7206878490.279312150985788
593063630635.78181965410.218180345880683
603065930658.83446338140.165536618642363
613068230681.87672976520.123270234766096
623070530704.90934186180.0906581382187142
633072730727.9338933017-0.933893301709759
643075030750.1860673751-0.186067375063431
653077330772.88289628360.117103716420388
663079630795.786418190.213581810039614
673081830818.7799179876-0.77991798759831
683084230841.04169955670.95830044327522
693086530864.52792669430.472073305736558
703088730887.7732377855-0.773237785520905
713091130910.12942131390.870578686066438
723093330933.6386540717-0.638654071659403
733095630956.1112922167-0.111292216690345
743098030978.90023247691.09976752312286
753100131002.6015858829-1.60158588289778
763102431024.3846222371-0.384622237063013
773104631046.8800290206-0.880029020583606
783107031068.94315169931.05684830069004
793109231092.3691538517-0.369153851701412
803111531114.84788556940.152114430649817
813113931137.67524458951.32475541045278
823116131161.4217439369-0.421743936884013
833118431184.0122415332-0.0122415332152741
843120731206.85853333650.141466663513711
853123031229.82088755770.179112442256155
863125331252.83149742730.168502572672878
873127431275.8585658536-1.85856585355214
883129831297.35599939070.644000609318027
893132031320.5153197698-0.515319769750931
903134331342.87498234890.125017651076632
913136631365.65441748370.345582516263676
923138931388.61996911870.380030881260609
933141231411.65934510330.340654896728665
943143531434.72072344920.27927655077292
953145831457.78184507680.218154923153634
963148131480.8344815360.165518463967601
973150431503.87674272960.123257270352042
983152731526.90935111980.0906488802465901
993154831549.9338999129-1.93389991286313
1003157131571.4200573042-0.420057304156217
1013159431593.80038370850.199616291505663
1023161731616.59773007740.402269922640698
1033164031639.57771246040.422287539644458
1043166331662.62824622470.371753775347315
1053168631685.69803568730.301964312744531
1063170931708.76539418010.234605819929129
1073173231731.82260420970.177395790342416
1083175431754.8681936838-0.868193683825666


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
10931777.137196391931775.615851382631778.6585414012
11031799.952075677231798.035676878631801.8684744759
11131822.766954962631820.408775441231825.1251344839
11231845.581834247931842.741590006531848.4220784893
11331868.396713533231865.038480030431871.754947036
11431891.211592818531887.302569514131895.120616123
11531914.026472103931909.536216212131918.5167279956
11631936.841351389231931.741277427931941.9414253505
11731959.656230674531953.91926716431965.3931941851
11831982.471109959931976.07145344431988.8707664757
11932005.285989245231998.198921316532012.3730571738
12032028.100868530532020.302615325532035.8991217356