Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.873418950693836
beta0.0296759775106365
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
133.523.465024097108970.0549759028910324
143.523.516379168665760.00362083133424251
153.583.58007339645459-7.33964545860388e-05
163.63.598035063641870.00196493635812889
173.613.607412440192170.00258755980783043
183.613.607410600781140.00258939921886370
193.613.64964552079433-0.039645520794326
203.633.617420534767750.0125794652322471
213.683.628944738102150.051055261897853
223.693.67395573969760.0160442603024031
233.693.69092692300590-0.000926923005895475
243.693.69477467449461-0.00477467449460711
253.693.70288088133550-0.0128808813354953
263.693.68857502755980.00142497244019779
273.693.75299048235024-0.0629904823502381
283.693.71561636123817-0.0256163612381686
293.693.69930899812387-0.0093089981238701
303.783.686730938692790.0932690613072071
313.793.80424694387552-0.0142469438755199
323.793.80185326741977-0.0118532674197676
333.83.797071250029150.00292874997084658
343.83.794330251240740.00566974875926229
353.83.79872814766320.00127185233679983
363.83.80280392207294-0.00280392207293678
373.813.81066134800965-0.000661348009649565
383.953.807820618592250.142179381407754
393.993.99278607106964-0.00278607106963724
4044.01831319290046-0.0183131929004636
414.064.015127831175020.0448721688249751
424.164.068693527883460.091306472116539
434.194.178071966607820.0119280333921798
444.24.20555035994741-0.00555035994741004
454.24.21472478598400-0.0147247859840043
464.24.20170280812858-0.00170280812857726
474.24.20408432051875-0.0040843205187473
484.24.20816490533-0.00816490533000191
494.234.217533931060470.0124660689395295
504.384.250448409525950.129551590474050
514.434.414938667685270.0150613323147262
524.444.46179694593563-0.0217969459356278
534.444.47062818506073-0.0306281850607295
544.444.46879802914675-0.0287980291467473
554.444.4647068575573-0.0247068575572955
564.444.45819796749402-0.0181979674940225
574.454.45496059279912-0.00496059279912053
584.454.45150519670828-0.00150519670828153
594.454.45328331929561-0.00328331929560921
604.454.45731156450628-0.00731156450628223
614.454.47054849457995-0.0205484945799475
624.454.48956230108177-0.0395623010817703
634.454.48728060425283-0.0372806042528264
644.454.47759229284161-0.0275922928416064
654.464.47388736617346-0.0138873661734555
664.464.48098975504584-0.0209897550458367
674.464.47850731393273-0.0185073139327319
684.484.472654445919910.00734555408009285
694.584.488471821536450.0915281784635482
704.674.566884345713140.103115654286857
714.684.659409968395290.0205900316047112
724.684.68410351827942-0.00410351827941913


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
734.69946427202594.620410170002974.77851837404882
744.736479517250774.629980530740794.84297850376076
754.772611806985044.643121432385244.90210218158483
764.800851507480464.650894242525004.95080877243591
774.82780784251744.658894466000944.99672121903386
784.851064512205694.664313150587745.03781587382363
794.87257587735114.668770613353025.07638114134918
804.891807712017124.671575318827765.11204010520648
814.91768556818334.681154051962855.15421708440374
824.919241569638044.667830823035645.17065231624044
834.910231775938824.644753466531085.17571008534656
844.912925293287880.8850390058003858.94081158077537