Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.589894328918783
beta0.0757352352628603
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
134.073.861789529914530.208210470085469
144.073.987439312823980.0825606871760192
154.34.27474079827280.0252592017271969
164.444.44228560376877-0.00228560376876974
174.524.53389644023381-0.0138964402338084
184.524.53803727572711-0.0180372757271146
194.524.436846293046140.0831537069538548
204.534.53364558771849-0.00364558771848777
214.534.62949626788018-0.099496267880177
224.534.598943434775-0.0689434347749973
234.534.56416677586129-0.0341667758612916
244.534.54504490992699-0.0150449099269885
254.534.62191907565322-0.0919190756532204
264.534.512004400275630.017995599724367
274.534.7278450938572-0.1978450938572
284.614.73264375118202-0.122643751182022
294.634.72327532585192-0.093275325851919
304.634.6501275093584-0.0201275093584039
314.634.560343805336040.0696561946639598
324.634.584122398859520.0458776011404822
334.634.64262839494087-0.0126283949408705
344.634.65247998322762-0.022479983227619
354.634.6380814127892-0.00808141278920438
364.634.622061981216580.00793801878341593
374.634.6618667362831-0.0318667362831047
384.634.616035733851040.013964266148963
394.664.72438327794075-0.0643832779407454
404.74.82811571601387-0.128115716013867
414.724.81668401841936-0.0966840184193574
424.734.76049193284289-0.0304919328428861
434.734.689920246571830.0400797534281674
444.744.673683904530660.0663160954693387
454.744.708349692961610.0316503070383947
464.744.730355911255110.00964408874488587
474.764.732322319288030.027677680711971
484.884.737074434716150.142925565283852
494.884.839321897661390.0406781023386102
504.884.857459711315330.0225402886846666
514.884.94149804404472-0.061498044044721
524.895.02368694476422-0.133686944764221
534.975.02450174315693-0.0545017431569272
544.975.02486563330458-0.0548656333045763
554.974.97229611498373-0.00229611498373217
564.974.943367212793240.0266327872067631
574.974.940179574970660.0298204250293423
584.974.951771898577910.0182281014220864
594.974.966271560110350.00372843988965421
604.975.00316392885212-0.0331639288521224
614.974.950741960512190.0192580394878084
624.974.938985849280860.0310141507191419
634.974.98411691372887-0.0141169137288708
644.985.05732603157429-0.0773260315742936
6555.1190555159884-0.1190555159884
665.035.073499680406-0.0434996804059988
675.045.04201112589581-0.00201112589581154
685.045.017944171173640.0220558288263559
695.055.005989327870110.0440106721298896
705.055.014457728518190.0355422714818143
715.055.027257459910730.0227425400892649
725.065.055118771311620.00488122868837504


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
735.043220071883874.910744133007395.17569601076035
745.020646731942474.863749172076575.17754429180837
755.023310369423314.842440478431865.20418026041477
765.073891391270774.869169261536995.27861352100455
775.162543000544714.933897861533085.39118813955635
785.221943549620214.969186113457845.47470098578258
795.238813618078464.961677599626765.51594963653017
805.231576575061474.92974415524435.53340899487864
815.220403133003554.893521367193645.54728489881345
825.202258941102794.849950742620885.5545671395847
835.19007735925534.81194907435225.56820564415839
845.19741602286114.793062780394915.60176926532728