Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.838349047626254
beta0.166586826882942
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131.721.683816773504270.0361832264957267
141.731.7300506659034-5.06659033958634e-05
151.741.74465083322386-0.00465083322386417
161.741.74266159568202-0.00266159568202218
171.751.75030165398822-0.000301653988219019
181.751.749461372134370.000538627865630747
191.751.77315076341316-0.0231507634131556
201.761.755830322228750.00416967777125499
211.791.771579608698520.0184203913014842
221.831.801848520591870.028151479408127
231.841.834623724310260.00537627568973575
241.851.8590561970957-0.00905619709570393
251.871.87597350355179-0.00597350355178494
261.871.88251797329288-0.012517973292884
271.871.88569128088713-0.0156912808871252
281.881.872994687862870.00700531213712563
291.881.88869736723302-0.00869736723301817
301.881.879358743070990.000641256929010181
311.881.89772345715901-0.017723457159011
321.891.888546031069440.00145396893056082
331.891.9031196395474-0.0131196395474034
341.891.90291261407479-0.0129126140747911
351.91.886237793180830.0137622068191743
361.891.90519639438884-0.0151963943888371
371.891.90643567955025-0.0164356795502503
381.891.89066143554196-0.000661435541962074
391.891.89242771262894-0.00242771262894137
401.891.885537928047070.00446207195293225
411.891.887233330500090.00276666949991355
421.891.881279410632410.00872058936759346
431.891.89684133704476-0.00684133704475776
441.891.89479933449808-0.00479933449807812
451.891.8958136903568-0.0058136903568029
461.891.89682443591707-0.00682443591707393
471.891.885475275430440.00452472456956232
481.891.886628001129390.00337199887061246
491.891.90044651682256-0.0104465168225609
501.891.89029240453859-0.000292404538592139
511.891.89018327742889-0.000183277428885686
521.891.884703045709040.00529695429096422
531.891.88535509798460.0046449020153998
541.891.880731349828450.00926865017154954
551.891.89310678374765-0.00310678374765039
561.91.8939169334360.00608306656399682
571.91.90480158301176-0.00480158301176359
581.921.907549803353930.0124501966460746
591.931.917938333711530.0120616662884661
601.921.93002012001641-0.0100201200164072
611.951.933304085970730.0166959140292704
621.961.954263378362530.00573662163746658
631.961.96678547298752-0.00678547298752052
641.961.96329328564855-0.00329328564854658
651.961.96207572270727-0.00207572270726875
661.961.95706399924810.00293600075190126
671.971.965744378050090.00425562194990725
681.971.97885497594516-0.0088549759451626
691.971.97801323642524-0.00801323642524299
701.971.98296562258832-0.0129656225883212
711.971.97054238444753-0.000542384447528077
721.971.96528614533520.0047138546648049
731.981.9840968236538-0.00409682365379616
741.981.98180492029495-0.00180492029495172
751.981.98087908207054-0.000879082070544879
761.981.978626621707380.00137337829262307
771.981.977893503134040.00210649686596187
781.981.974157500264480.00584249973551576
791.971.98285318423465-0.0128531842346542
801.981.974477236538480.00552276346151803
811.981.98280904057023-0.00280904057023235
821.991.989034519954440.000965480045563183
8321.989954943883680.0100450561163226
8421.995559278507440.00444072149256258


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
852.013813503106781.994129274021582.03349773219199
862.016995591893481.989462304309812.04452887947715
872.019653576478391.984410162083212.05489699087356
882.020545983825651.977480539251432.06361142839988
892.020631978776391.969535997113392.07172796043938
902.01729171033471.957913992477582.07666942819181
912.018808999455531.950878967317162.0867390315939
922.026715879143081.949954940835822.10347681745034
932.03083642121611.944963927535692.11670891489652
942.04218490225421.946921402045212.13744840246319
952.045786692417481.940855742760872.1507176420741
962.042683999655591.927813163562582.1575548357486