Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0718071265959284
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
316.3816.44-0.0600000000000023
416.3716.4456915724042-0.0756915724042422
516.4216.4302563780824-0.0102563780823672
616.4316.479519897043-0.0495198970429946
716.4416.485964015527-0.0459640155270051
816.5316.49266347164520.0373365283547962
916.5516.5853445004634-0.0353445004634274
1016.5616.6028065134442-0.0428065134441837
1116.616.6097327007142-0.0097327007141601
1216.6116.6490338234419-0.0390338234418657
1316.6216.6562309167404-0.0362309167404469
1416.6416.6636292787154-0.0236292787153829
1516.6116.6819325281073-0.0719325281072969
1616.7416.64676725995510.0932327400448685
1716.8716.78346203512240.0865379648775857
1816.8916.9196760777217-0.0296760777217351
1916.8916.9375451238519-0.0475451238519007
2016.9916.93413104512440.0558689548755495
2117.0617.038142834240.0218571657600215
2217.117.1097123345087-0.00971233450873399
2317.1117.1490149196751-0.0390149196751288
2417.1717.15621337039890.0137866296011175
2517.1717.217203348656-0.0472033486559837
2617.2117.2138138118233-0.00381381182329221
2717.3717.25353995295490.116460047045116
2817.4317.42190261429640.00809738570357865
2917.4417.4824840642967-0.0424840642967297
3017.4617.4894334057135-0.0294334057134691
3117.4217.5073198774233-0.0873198774232513
3217.4717.46104968793080.00895031206921715
3317.4517.5116923841226-0.0616923841226047
3417.4417.4872624312859-0.0472624312859082
3517.4617.4738686518993-0.0138686518993332
3617.4717.4928727838567-0.022872783856684
3717.4717.5012303549707-0.0312303549706812
3817.5617.49898779291770.0610122070823316
3917.6117.59336890419550.016631095804474
4017.6117.6445631353974-0.0345631353973879
4117.617.6420812559584-0.042081255958351
4217.5717.6290595218844-0.0590595218844392
4317.5917.5948186273198-0.00481862731978566
4417.5917.6144726155378-0.0244726155378139
4517.6817.61271530733580.0672846926642414
4617.7317.70754682777990.022453172220132
4717.7517.75915912556-0.00915912555995746
4817.7517.7785014350714-0.0285014350713659
4917.7517.776454828915-0.0264548289150319
5017.8517.77455518366610.0754448163339454
5118.0617.87997265914360.180027340856444
5218.0518.1028999051992-0.0528999051991583
5318.1618.08910131500960.0708986849903859
5418.218.2041923458582-0.00419234585820405
5518.2118.2438913055484-0.0338913055484262
5618.3318.25145766828040.0785423317195857
5718.3618.3770975674373-0.0170975674373395
5818.3718.4058698402479-0.0358698402478836
5918.418.4132941300882-0.0132941300882301
6018.4718.4423395168060.0276604831940013
6118.4918.5143257366244-0.0243257366244158
6218.518.5325789753751-0.0325789753750847
6318.5318.540239572766-0.0102395727659612
6418.5618.5695042984681-0.0095042984680731
6518.618.59882182210480.001178177895234
6618.6118.638906423674-0.0289064236740444
6718.6218.6468307364498-0.0268307364498419
6818.6118.6549040983609-0.0449040983609308
6918.6518.64167966408520.00832033591474968
7018.7718.68227712349960.0877228765004006
7118.7818.8085762511978-0.0285762511978227
7218.7818.8165242727104-0.0365242727104267
7318.818.8139015696361-0.0139015696360829
7418.8518.83290333786530.0170966621346587
7518.8518.8841310000476-0.0341310000476156
7618.9818.88168015100630.0983198489936505
7719.0619.01874021684990.0412597831500676
7819.0819.1017029633219-0.021702963321907
7919.1919.12014453588710.0698554641128588
8019.2119.2351606560421-0.0251606560421145
8119.2919.25335394162850.036646058371538
8219.319.3359853897812-0.0359853897811853
8319.3619.34340138234160.0165986176584347
8419.3619.4045932813811-0.0445932813810828


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8519.401391165979619.304822379581319.4979599523779
8619.442782331959219.301225188006419.5843394759121
8719.484173497938919.304632824895719.663714170982
8819.525564663918519.31106295038619.7400663774509
8919.566955829898119.31903852456719.8148731352292
9019.608346995877719.32783489527719.8888590964785
9119.649738161857419.337041344165519.9624349795493
9219.69112932783719.346403431362720.0358552243113
9319.732520493816619.355753801972120.1092871856611
9419.773911659796219.364977607987520.182845711605
9519.815302825775919.373993558459120.2566120930926
9619.856693991755519.382742789689120.3306451938218