Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.784666830625502
beta0.0378641310094148
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131087210741.6474358974130.352564102563
141029610265.303347394030.6966526059896
151038310392.5495905495-9.54959054953906
161043110462.5155496928-31.5155496927582
171057410600.8508660457-26.8508660456828
181065310674.5486461629-21.5486461629444
191080510647.0583430597157.941656940338
201087211025.8506887781-153.850688778106
211062510837.2522401850-212.252240185027
221040710547.0218628396-140.021862839627
231046310142.9747819922320.025218007779
241055610749.5862347794-193.58623477943
251064610866.6264595966-220.626459596553
261070210078.5323568813623.467643118718
271135310664.9624480266688.037551973386
281134611301.020186069344.9798139306604
291145111526.1043572766-75.1043572765575
301196411587.3683400464376.631659953608
311257411947.0847311115626.915268888459
321303112676.7770273560354.222972644035
331381212939.4177222090872.582277791016
341454413613.3522118249930.647788175129
351493114277.6754710051653.324528994903
361488615174.3088032397-288.308803239657
371600515347.4769841290657.523015871013
381706415592.56583641971471.43416358034
391516817045.8316060251-1877.83160602512
401605015641.3918566917408.608143308275
411583916248.0752671819-409.075267181917
421513716256.7648398332-1119.76483983325
431495415563.9516028764-609.951602876434
441564815295.3962878081352.603712191883
451530515699.3387386149-394.338738614941
461557915384.9769985834194.023001416555
471634815383.0039047665964.996095233517
481592816302.1162564163-374.116256416339
491617116589.7593055656-418.759305565622
501593716111.7462231936-174.746223193579
511571315449.3506519834263.649348016603
521559416178.4810701130-584.481070112979
531568315761.2153280806-78.2153280806397
541643815817.6841453827620.315854617282
551703216592.9327386944439.067261305561
561769617378.8434581587317.156541841337
571774517617.1426840708127.857315929232
581939417877.75196930351516.24803069650
592014819157.1126501077990.887349892266
602010819886.7665234069221.233476593101
611858420728.2167249392-2144.21672493916
621844118993.8430463573-552.843046357306
631839118162.9395133201228.060486679875
641917818714.2275167589463.772483241082
651807919292.3653460815-1213.36534608155
661848318638.6683680733-155.668368073348
671964418773.0758289109870.924171089078
681919519891.5064846986-696.506484698646
691965019283.4464530862366.55354691379
702083020027.2020641329802.797935867071
712359520609.30015610352985.69984389645
722293722773.4381660234163.561833976615


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7323093.514934282221591.338555947324595.6913126171
7423481.258255137321543.968518754825418.5479915197
7523365.677844896421050.329461584325681.0262282085
7623895.366206360621233.833279615826556.8991331053
7723841.269974929420853.656632628726828.8833172302
7824496.283975368321196.124913561527796.4430371752
7925107.389882250121504.142683011228710.6370814891
8025312.530843162621412.936129841029212.1255564841
8125608.217572794821417.110405287629799.3247403019
8226275.707227758721796.533724622530754.8807308949
8326791.494450133422026.657550359531556.3313499074
8426010.012445362820961.112631684831058.9122590408