Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.379247820246123
beta0.0506958573991331
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131151507.51151594.1448823-86.6448823018
141151507.51149045.504268622461.99573137914
151142831.251138701.185567734130.06443226524
161120157.51115882.843266474274.65673353476
171237238.751233644.199838643594.55016136332
181255086.251251621.328029423464.92197058303
191228136.251184541.1313751943595.1186248071
2011650101158812.673897946197.32610206376
2111920151169772.6094528422242.3905471619
221151507.51183531.41065833-32023.9106583335
231169781.251180579.79237187-10798.5423718716
241178512.51187370.54872265-8858.04872264527
2511876151196974.60188464-9359.60188464285
2611650101192921.77851697-27911.7785169745
271169781.251171716.15363577-1934.90363576985
2811380051145875.71017138-7870.71017137682
291237238.751260474.56522635-23235.8152263493
301268588.751267398.058915511190.69108448504
311241638.751222556.4481135519082.30188645
3211920151162840.4665461729174.5334538266
331245983.751191545.1995266554438.5504733513
3411876151182754.809722064860.19027793757
351241638.751207881.1056961933757.6443038108
361237238.751234408.458710522830.29128948483
3712507551250081.77149143673.228508573025
381201131.251239044.39318589-37913.1431858863
391255086.251231812.0268556123274.2231443923
4012507551211870.8400425138884.1599574855
4113317151345874.28793947-14159.2879394703
421313441.251377158.40601952-63717.1560195154
431241638.751318354.77931904-76716.0293190449
441205462.51226140.67343124-20678.1734312396
451255086.251250866.898330754219.35166924726
4611876151190169.56502526-2554.56502526184
471237238.751228298.944123668939.80587634281
481245983.751223867.7963793422115.9536206599
491264257.51243411.9098214920845.5901785134
5012238051214151.701664969653.29833503859
511245983.751262664.91831582-16681.168315822
521259486.251235450.9623805424035.2876194585
5313091101328544.4887657-19434.4887657035
541268588.751324336.10000809-55747.3500080924
551214633.751257946.30785052-43312.5578505159
5611562651211892.18613604-55627.186136042
571210288.751236286.42579398-25997.6757939786
581061788.751159068.84457197-97280.0945719676
5911336601161541.34475644-27881.3447564435
601174112.51146238.0276138827874.4723861194
611214633.751161492.4228894353141.3271105681
6211562651136317.4389029619947.5610970433
6311562651166523.77706928-10258.7770692797
6411562651162769.15974949-6504.15974949091
6511876151208174.51851488-20559.5185148802
661142831.251177556.99910333-34725.7491033303
671084036.251125497.94085571-41461.6908557054
681034838.751071128.55455774-36289.8045577446
691070533.751111676.05826235-41142.3082623512
70931205989265.969346551-58060.9693465512
711016578.751038496.29195199-21917.5419519891
721066188.751053429.4397235312759.3102764727
7310753051072005.336817043299.66318295687
741025681.251010158.9816082115522.2683917896
751030012.51014606.4321422715406.0678577299
761016578.751018238.43372816-1659.68372816022
771061788.751047529.9186565414258.8313434628
781030012.51020962.08791359050.41208650172
79967381.25982617.89357988-15236.6435798795
80922102.5942295.939308562-20193.4393085619
81998662.5978414.38955938120248.1104406188
82832383.75876345.18142936-43961.4314293602
83940362.5945197.356315097-4834.85631509696
84989560984308.5726843555251.42731564539
85989560992847.470329039-3287.47032903903
86931205939531.612917444-8326.61291744444
87877236.25933615.030012265-56378.780012265
88872905898065.516599032-25160.5165990321
89922102.5919769.8694414522332.6305585478
90877236.25886473.494498662-9237.2444986623
91791931.25830367.492782142-38436.2427821424
92733136.25779739.647921219-46603.3979212185
93796276.25813602.533189375-17326.2831893754
94647831.25680514.157334414-32682.9073344142
95782760750341.06797838732418.9320216129
96854562.5795454.98001167159107.5199883291
97877236.25814566.50357799762669.7464220033
98827626.25788771.34995732438854.9000426763
99764926.25772936.600490295-8010.35049029498
100809778.75773427.56141790236351.1885820976
101827626.25831230.733126777-3604.48312677676
102814110792928.28357822321181.7164217768
103679126.25736912.956175916-57786.7061759157
104616481.25677623.435782713-61142.1857827127
105661278.75716435.872618498-55157.1226184982
106526350575413.530907292-49063.5309072918
107665678.75660138.6295596345540.12044036551
108715302.5700606.86842999214695.6315700084
109755755700837.51819385954917.481806141
110688283.75665044.94414938223238.8058506183
111625157.5621915.1332589893242.36674101092
112661278.75644811.58470459116467.1652954092
113679126.25662714.57825089216411.6717491081
114643431.25648088.700220319-4657.45022031909
115508502.5552344.082881729-43841.5828817288
116449707.5500318.660285809-50611.1602858093
117503676.25527825.505304519-24149.255304519
118355231.25423776.35943946-68545.1094394599
119517178.75496685.52993073420493.220069266
120616481.25532948.37608860383532.8739113974


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121576149.860549576511735.656642673640564.064456478
122513848.030448258445303.102374241582392.958522275
123461646.153965348389408.950561342533883.357369354
124479087.332383984400215.174103373557959.490664594
125482358.259491963397098.516204545567618.002779382
126453000.578937885363969.818522683542031.339353086
127364776.049217985278666.185186141450885.913249829
128332042.541208002243529.995656178420555.086759827
129375449.66514579273200.502889404477698.827402177
130280105.771443693187516.70016287372694.842724515
131400478.79959121274092.129000908526865.470181511
132448794.553607006314756.941294218582832.165919795