Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.187080608713926
gamma0


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
34.194.180.00999999999999979
44.194.181870806087140.00812919391286027
54.194.183391620632710.00660837936728864
64.184.18462792026736-0.0046279202673567
74.24.173762126126660.0262378738733409
84.194.19867072354224-0.0086707235422434
94.174.18704859930397-0.0170485993039708
104.214.163859136968460.0461408630315363
114.224.212491197710990.00750880228901085
124.234.223895949013930.00610405098607103
134.214.23503789858803-0.0250378985880255
144.234.210353793279260.0196462067207408
154.234.23402921759150-0.00402921759149510
164.224.23327542911184-0.0132754291118387
174.254.220791853752660.0292081462473437
184.284.256256131532020.0237438684679852
194.34.290698148898230.00930185110177106
204.324.312438344864510.00756165513548623
214.334.33385298391015-0.00385298391014643
224.324.34313216533487-0.0231321653348706
234.344.328804585763150.0111954142368473
244.334.35089903067339-0.0208990306733856
254.314.33698922729348-0.0269892272934786
264.314.31194006622269-0.00194006622269516
274.34.31157711745281-0.0115771174528083
284.34.299411263272580.000588736727415551
294.294.29952140449792-0.00952140449792171
304.334.287740134348640.0422598656513609
314.324.33564613573886-0.0156461357388640
324.324.32271904714082-0.0027190471408165
334.354.322210366146590.0277896338534083
344.374.357409267763820.0125907322361769
354.394.379764749614720.0102352503852776
364.44.40167956648714-0.00167956648713830
374.414.41136535216635-0.00136535216635014
384.444.421109921251960.0188900787480399
394.474.45464388868280.0153561113172023
404.474.4875167193355-0.0175167193354984
414.474.48423968081954-0.0142396808195420
424.484.48157571266393-0.00157571266392953
434.474.49128092737960-0.0212809273796051
444.484.477299678531430.00270032146856991
454.464.48780485631549-0.0278048563154947
464.444.46260310687079-0.0226031068707879
474.434.43837450387858-0.00837450387857608
484.414.42680779659529-0.0168077965952937
494.414.403663383777110.00633661622289328
504.384.40484884179727-0.0248488417972723
514.354.370200105348-0.0202001053480023
524.374.336421057343410.0335789426565878
534.44.362703026375580.0372969736244233
544.394.39968056690442-0.00968056690442243
554.364.38786952055525-0.0278695205552459
564.344.35265567368521-0.0126556736852059
574.334.33028804254849-0.000288042548492129
584.334.320234155373180.0097658446268154
594.344.322061155530580.0179388444694242
604.344.335417165473540.00458283452646047
614.354.336274524946380.0137254750536151
624.374.34884229517430.021157704825697
634.394.372800491472080.0171995085279155
644.44.396018185997070.00398181400293396
654.384.40676310618452-0.0267631061845215
664.374.38175624798845-0.011756247988445
674.364.36955688195858-0.0095568819585754
684.334.35776897466436-0.0277689746643581
694.334.322573937980790.0074260620192117
704.334.323963210183690.00603678981631006
714.324.3250925764972-0.00509257649720318
724.334.314139854186180.0158601458138152
734.344.327106979919320.0128930200806749


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
744.339519013964184.304115658110954.37492236981741
754.339038027928364.284086814644034.39398924121269
764.338557041892534.265164600733454.41194948305162
774.338076055856714.246198000526174.42995411118725
784.337595069820894.226812618820944.44837752082084
794.337114083785074.206853923620744.46737424394939
804.336633097749254.186252958127024.48701323737147
814.336152111713424.164979922494824.50732430093203
824.33567112567764.143024711370594.52831753998461
834.335190139641784.120387695858634.54999258342493
844.334709153605964.097074979288524.5723433279234
854.334228167570144.073095807449184.59536052769109