Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.518370486514584
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2660
356-1
455.48162951348542-0.481629513485417
535.2319669882602-2.2319669882602
654.074981174671270.92501882532873
754.554483633192070.445516366807928
854.785426169004510.214573830995493
934.89665491017094-1.89665491017094
1063.913484981635362.08651501836464
1164.995072786825021.00492721317498
1245.51599739523028-1.51599739523028
1364.730149087909921.26985091209008
1455.38840232301104-0.388402323011041
1545.18706602186841-1.18706602186841
1654.571726030587550.428273969412447
1754.793730616473410.206269383526585
1844.90065457716515-0.900654577165154
1934.43378182581847-1.43378182581847
2023.69055164321318-1.69055164321318
2132.814219565442740.185780434557265
2222.91052265968908-0.910522659689075
23-12.4385345856035-3.4385345856035
2400.65609973956699-0.65609973956699
25-20.315996998365558-2.31599699836556
261-0.8845474924435111.88454749244351
27-20.09234630807427-2.09234630807427
28-2-0.992264265599182-1.00773573440082
29-2-1.51464472851867-0.485355271481335
30-6-1.76623857672886-4.23376142327114
31-4-3.9608955454966-0.0391044545034025
32-2-3.981166140602411.98116614060241
330-2.954188084432122.95418808443212
34-5-1.42282416984946-3.57717583015054
35-4-3.2771265452728-0.722873454727197
36-5-3.65184280968822-1.34815719031178
37-1-4.350687708328273.35068770832827
38-2-2.613790090803710.61379009080371
39-4-2.29561942281596-1.70438057718404
40-1-3.179120011816862.17912001181686
411-2.049528511117693.04952851111769
421-0.4687429331695191.46874293316952
43-20.292610055662421-2.29261005566242
441-0.8958113342795351.89581133427953
4510.08692130941080950.913078690589191
4630.5602343544776272.43976564552237
4731.824936859128631.17506314087137
4812.43405491114747-1.43405491114747
4911.69068316916733-0.690683169167331
5001.33265339873863-1.33265339873863
5120.6418452080791721.35815479192083
5221.345872568329280.654127431670716
53-11.68495292332697-2.68495292332697
5410.2931525701932150.706847429806785
5500.659561416273741-0.659561416273741
5610.3176642440336740.682335755966326
5710.6713669618202350.328633038179765
5830.8417206297062452.15827937029375
5921.960508956919810.0394910430801922
6001.98097994813426-1.98097994813426
6100.954098408644267-0.954098408644267
6230.4595219523725482.54047804762745
63-21.77643079390081-3.77643079390081
640-0.1811594740222080.181159474022208
651-0.08725174933658991.08725174933659
66-10.47634746893085-1.47634746893085
67-2-0.288947486803409-1.71105251319659
68-1-1.175906610521130.175906610521126
69-1-1.084721815244160.0847218152441587
701-1.040804526657652.04080452665765
71-20.0170883087070425-2.01708830870704
72-5-1.02851073922031-3.97148926077969
73-5-3.08721355951812-1.91278644048188
74-6-4.07874559726921-1.92125440273079
75-4-5.074667176731061.07466717673106
76-3-4.517591429487721.51759142948772
77-3-3.730916821853810.73091682185381
78-1-3.352031113307762.35203111330776
79-2-2.132807600804980.132807600804978
80-3-2.06396406016287-0.936035939837133
81-3-2.54917746569138-0.450822534308623
82-3-2.78287056213268-0.217129437867325
83-5-2.8954240544766-2.1045759455234
84-5-3.98637411126445-1.01362588873555


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85-4.51180785635208-7.88719241766412-1.13642329504003
86-4.51180785635208-8.31373764360163-0.709878069102526
87-4.51180785635208-8.69703416774876-0.326581544955387
88-4.51180785635208-9.048058339740180.0244426270360334
89-4.51180785635208-9.373805143318670.350189430614523
90-4.51180785635208-9.679057297679860.655441584975708
91-4.51180785635208-9.967256138513130.943640425808979
92-4.51180785635208-10.24097578282851.21736007012431
93-4.51180785635208-10.50220135763371.47858564492958
94-4.51180785635208-10.75250200609451.72888629339034
95-4.51180785635208-10.99314357062121.96952785791708
96-4.51180785635208-11.22516482671292.20154911400877