Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.665667454192795
beta0
gamma0.606758105817834


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
130.450.455074786324786-0.00507478632478625
140.440.441178018212745-0.00117801821274538
150.420.4198752018094260.000124798190573538
160.430.4298562945512520.000143705448747866
170.430.430266639906159-0.000266639906159105
180.470.4691538317133250.000846168286674776
190.470.4641984503838870.0058015496161134
200.470.4671250384619030.00287496153809669
210.470.4697701587712220.000229841228777727
220.480.490654508578203-0.0106545085782033
230.480.483876834291961-0.00387683429196073
240.480.4516108371931890.0283891628068108
250.490.4593771315847170.030622868415283
260.490.4700336248372580.0199663751627425
270.470.4630702309522310.00692976904776921
280.50.4775850068275720.0224149931724283
290.510.4927373813420460.0172626186579536
300.50.543518973208863-0.0435189732088628
310.490.510036404698125-0.0200364046981252
320.50.4951698228273870.00483017717261336
330.510.4985798801367680.0114201198632319
340.510.524705246110223-0.0147052461102226
350.50.516606039790877-0.0166060397908768
360.530.4824120722051030.0475879277948968
370.50.503411486856181-0.00341148685618131
380.490.4892506521049650.000749347895035446
390.460.46685051595357-0.00685051595356961
400.460.475333521399197-0.0153335213991973
410.470.4643127328692620.00568726713073847
420.490.495058898090532-0.00505889809053206
430.50.4919415998195770.00805840018042281
440.50.500821224677656-0.000821224677655885
450.510.5018061567717710.00819384322822891
460.50.520484130239915-0.020484130239915
470.520.5081525157624380.0118474842375617
480.50.505921456007783-0.00592145600778315
490.480.480955726018224-0.00095572601822369
500.470.4692736740348810.000726325965119179
510.430.445316512288766-0.0153165122887663
520.420.44644312565598-0.0264431256559797
530.450.4322912909097180.0177087090902817
540.50.4688597826565070.0311402173434933
550.520.4925000191771050.0274999808228948
560.520.512519959865850.00748004013414971
570.510.520859561273737-0.0108595612737372
580.520.521036718963838-0.00103671896383806
590.520.528209371647165-0.0082093716471654
600.510.509022526563540.000977473436459708
610.510.4896565323053840.0203434676946164
620.510.4924938797305870.0175061202694132
630.480.4764520471009920.00354795289900794
640.490.4878789875213730.00212101247862662
650.470.501697966147595-0.0316979661475955
660.510.5081027442624110.00189725573758948
670.50.511538438302187-0.0115384383021871
680.510.501510549124260.00848945087574038
690.510.5068017295350460.00319827046495424
700.520.518329380083480.00167061991651973
710.510.525849183123867-0.0158491831238667
720.520.5034403982273930.0165596017726074
730.480.498375485554306-0.0183754855543057
740.490.4748633045304440.015136695469556
750.470.4544126833001880.0155873166998116
760.440.473564368690603-0.0335643686906026
770.440.456768266898601-0.0167682668986006
780.470.479926352423013-0.00992635242301304
790.510.4727659041009910.0372340958990087
800.510.4992671408136980.0107328591863015
810.520.5049783216504840.0150216783495162
820.520.524066532389894-0.00406653238989396
830.520.52421325044691-0.00421325044690968
840.520.5161245403513360.00387545964866365


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
850.4955293108235260.4633762825692160.527682339077835
860.49104733942220.4524220207397560.529672658104644
870.4606121252179640.4164531707385120.504771079697416
880.4594169803110490.4103444698992480.508489490722849
890.4683708264914830.4148338365171280.521907816465838
900.5040789453603790.4464221390586760.561735751662082
910.5130930673322470.4515918044971630.574594330167331
920.5094327643119180.4443136169917320.574551911632103
930.5088694555882690.4403231109365960.577415800239942
940.51408600894030.4422758468286320.585896171051967
950.5169099221849710.4419779703893460.591841873980596
960.5132667032856260.4353379190188370.591195487552415