Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.00511311737670761
beta0.260114412291294
gamma0.525051146760498


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13-2.7007627224408-3.078434892766690.377672170325891
14-0.721411049152714-1.144146076167180.422735027014468
15-0.149388576811997-0.5416799909651370.39229141415314
16-0.118199629770334-0.3468511427382690.228651512967935
17-0.676562489695275-0.650349492584578-0.0262129971106967
181.796999286907611.99144775679617-0.194448469888564
191.798455720329880.6281944066849961.17026131364488
200.2451000107708550.335905416592872-0.090805405822017
211.807108489326362.29450177275622-0.487393283429857
22-1.759347711849481.22865088406288-2.98799859591236
23-0.01866971687619312.551450621411-2.57012033828719
240.1896515236000621.10909622888707-0.919444705287008
25-1.84149562719087-2.841527338287571.00003171109670
26-1.07019530156943-0.885920041691832-0.184275259877598
27-0.507291477584104-0.308670759806620-0.198620717777484
280.866365633831705-0.2093395923904411.07570522622215
29-1.76077926699189-0.64750923678777-1.11327003020412
30-0.5807193933393471.89353370868427-2.47425310202362
31-0.4357020798608531.22115451235218-1.65685659221303
32-0.9948685348452030.241563466848861-1.23643200169406
331.631360483157891.97150653754671-0.340146054388816
34-1.1949403709466-0.415259403324323-0.779680967622277
35-1.005259754269911.12461887306691-2.12987862733682
361.323022348375640.5348602078742240.788162140501416
37-0.628357549594746-2.414003811776431.78564626218169
380.632048410440518-1.081618819169411.71366722960993
39-2.16903155809288-0.508231423848648-1.66080013424423
402.537793641442660.2412712353023122.29652240614035
41-0.632933703679292-1.340497281187010.707563577507715
42-1.4174919634220.494951825516196-1.91244378893820
43-0.4553430453812550.249200970004793-0.704544015386047
440.812255211942954-0.5078633057223321.32011851766529
450.6278973092198331.70478342316529-1.07688611394546
460.650904313655623-0.9148857674821611.56579008113778
47-1.29800419154382-0.0647312780017505-1.23327291354207
480.743916717268540.87915529562683-0.135238578358290
49-1.50461634127457-1.549831961191360.0452156199167872
50-1.42734677658523-0.262714263898025-1.16463251268720
510.263353807408564-1.469349614265201.73270342167377
52-0.4308308548706311.36659353103896-1.79742438590959
530.379576092518008-1.069655221762571.44923131428058
541.70309353400146-0.6015600865319922.30465362053345
55-3.12314448117342-0.191715463240113-2.93142901793331
56-1.325262071186890.0975546571912894-1.42281672837818
57-0.600324907438041.04051827031719-1.64084317775523
581.23607137604666-0.205882297659981.44195367370664
590.738007075905376-0.8229557457513131.56096282165669
600.8991008962895850.708052743673830.191048152615755


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
61-1.62531067371396-4.411795335679491.16117398825156
62-0.970776169290266-3.757318669305001.81576633072447
63-0.656804300749603-3.443430979139322.12982237764011
640.325135427083718-2.461606696148283.11187755031571
65-0.404711546120209-3.191605305036552.38218221279613
660.502157150503387-2.284929356951823.28924365795859
67-1.83866182775345-4.625987115570290.948663460063385
68-0.746181142481291-3.533796157638812.04143387267623
690.0922334312146882-2.695727168753652.88019403118303
700.468820442929303-2.319546504207943.25718739006654
71-0.0911293248799895-2.879968279806962.69770963004698
720.71655434253189-2.072827171338103.50593585640188