Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0311447030224647
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
32393223007925
42232124175.8088502958-1854.80885029578
52110222507.0413794899-1405.04137948988
62282421244.28178299141579.71821700861
72312923015.4816377193113.518362280698
82360423324.0171334001279.982866599868
92474623807.7371166318938.262883368236
102691124978.95903549131932.04096450873
112790927204.1318775581704.868122441872
122892228224.0847859016697.915214098415
132980029258.8211479795541.178852020461
143050630153.6760026078352.323997392246
153077130870.6490288742-99.6490288742243
163197631132.5454894635843.454510536543
173374932363.81462970711385.18537029292
183437134179.9558166959191.04418330409
193324634807.9058310491-1561.90583104909
203507233634.2607377921437.73926220799
213576235505.0387001372256.961299862785
223617936203.0416835097-24.0416835097058
233743336619.2929124166813.70708758336
243829837898.6355780067399.364421993305
253755938776.0736643274-1217.07366432741
263751137999.1682664955-488.168266495471
273936437935.96441081051428.03558918952
284008439833.4401551413250.559844858697
294271240561.24376709882150.75623290122
304193843256.2284312462-1318.2284312462
314079942441.1725982393-1642.17259823927
323856841251.0276203555-2683.02762035548
334113438936.46552191842197.53447808156
344395541570.90708061992384.09291938008
354360744466.158946572-859.158946571966
364508244091.4006963319990.59930366811
374646445597.2526174589866.747382541107
384649647006.2472072836-510.247207283639
394677447022.3557095447-248.355709544747
404789047292.620744727597.379255272957
414574048427.2259442243-2687.22594422429
424266046193.5330902372-3533.53309023717
433919043003.4822515217-3813.48225152168
443901039414.7124793166-404.7124793166
454115039222.10782933881927.8921706612
464253041422.15145845341107.84854154663
474471042836.65507227371873.34492772628
484662045074.99984370641545.00015629361
494456047033.1184147438-2473.11841474382
504612044896.09387617721223.90612382277
514806046494.21206893111565.78793106893
525197048482.97806904043487.02193095963
535772052501.58033151295218.41966848707
546349058414.10646233455075.89353766546
556537064342.19365913881027.80634086121
566426066254.2043823895-1994.20438238951
575870065082.0954791339-6382.0954791339
585863059323.3270107753-693.327010775254
595980359231.7335469272571.266453072793
605926660422.5254709549-1156.52547095485
616057059849.505828624720.494171375947
626306261175.9454056211886.05459437903
636384663726.686015847119.313984152941
646472664514.40201445211.59798555007
656346065400.99217087-1940.99217087004
666522064074.54054613941145.45945386063
676665965870.2155406541788.784459345872
686687167333.7819983892-462.781998389197
696567267531.3687904852-1859.36879048521
706718266274.4593016963907.540698303681
716829267812.7243872258479.275612774218
726831868937.6512838515-619.651283851548
736953068944.3524286385585.647571361493
747050070174.5922483244325.407751675622
757204471154.7269761115889.273023888469
767381172726.42312034641084.57687965357
777601874527.20194516831490.79805483173
787781876780.63240785251037.36759214754
797945578612.940913435842.059086564972
808140880276.16659361351131.83340638653
818181582264.4172089263-449.417208926272


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8282657.42024342179199.521185098786115.3193017435
8383499.840486842278532.896900243988466.7840734405
8484342.260730263378164.592512090390519.9289484363
8585184.680973684377941.792703747692427.569243621
8686027.101217105477806.31884847194247.8835857399
8786869.521460526577728.827945921996010.214975131
8887711.941703947677692.177607605297731.70580029
8988554.361947368777685.3857703499423.3381243974
9089396.782190789877700.9544634141101092.609918165
9190239.202434210877733.5197918933102744.885076528
9291081.62267763277779.1050199977104384.140335266
9391924.04292105377834.6775768833106013.408265223