Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0718870055767105
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3440
4440
5440
6440
7440
8440
94.0640.0599999999999996
104.074.06431322033460.00568677966539788
114.074.07472202589612-0.00472202589612269
124.074.0743825735942-0.00438257359419492
134.074.07406752350179-0.00406752350178863
144.074.07377512141713-0.00377512141713154
154.34.073503739242770.226496260757234
164.444.319785877202920.120214122797075
174.524.468427710518840.051572289481161
184.524.55213508798037-0.0321350879803735
194.524.54982499273152-0.0298249927315206
204.534.5476809633127-0.0176809633127037
214.534.55640993180444-0.0264099318044426
224.534.55451140088954-0.0245114008895362
234.534.5527493496771-0.0227493496770972
244.534.55111396704999-0.0211139670499927
254.534.54959614718292-0.0195961471829236
264.534.5481874388411-0.0181874388411032
274.534.54687999832371-0.0168799983237067
284.614.545666545790080.0643334542099252
294.634.63029128517163-0.000291285171633682
304.634.65027034555288-0.0202703455528752
314.634.64881317110907-0.0188131711090742
324.634.64746074857264-0.0174607485726401
334.634.64620554764263-0.0162055476426257
344.634.64504057934887-0.0150405793488666
354.634.64395935713734-0.0139593571373373
364.634.64295586075296-0.0129558607529585
374.634.64202450271876-0.0120245027187593
384.634.64116009722476-0.0111600972247592
394.664.640357831253330.0196421687466746
404.74.671769847947560.0282301520524433
414.724.713799229045580.0062007709544174
424.734.73424498390176-0.00424498390176176
434.734.74393982472034-0.0139398247203433
444.744.74293773246293-0.00293773246293405
454.744.75272654767299-0.0127265476729876
464.744.75181167426945-0.0118116742694472
474.764.750962568375370.00903743162463044
484.884.771612242272970.108387757727032
494.884.89940391361714-0.0194039136171389
504.884.89800902437073-0.0180090243707332
514.884.89671440953536-0.0167144095353633
524.894.89551286068388-0.00551286068388368
534.974.905116557637160.0648834423628424
544.974.98978083402013-0.0197808340201311
554.974.98835884909461-0.0183588490946143
564.974.98703908640737-0.0170390864073671
574.974.98581419750778-0.0158141975077788
584.974.98467736220335-0.0146773622033463
594.974.98362225058478-0.0136222505847829
604.974.98264298778103-0.0126429877810272
614.974.98173412124791-0.0117341212479065
624.974.98089059040832-0.0108905904083203
634.974.9801076984749-0.0101076984749033
644.984.979381086298270.000618913701730506
6554.9894255781510.0105744218490011
665.035.010185741673430.0198142583265728
675.045.04161012937225-0.00161012937224836
685.045.05149438199309-0.0114943819930868
695.055.05066808529065-0.000668085290648435
705.055.06062005863963-0.0106200586396339
715.065.059856614424980.000143385575017696
725.065.06986692198461-0.00986692198461281


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
735.069157618508884.992503443936995.14581179308076
745.078315237017764.965945818513315.1906846555222
755.087472855526644.944946362954955.22999934809833
765.096630474035524.92634442949235.26691651857873
775.10578809254444.90896780970555.3026083753833
785.114945711053284.892241442404885.33764997970167
795.124103329562164.875839418660755.37236724046357
805.133260948071044.859559855344085.40696204079799
815.142418566579924.843269979313655.44156715384619
825.15157618508884.826878684876545.47627368530105
835.160733803597684.810321494767675.51114611242769
845.169891422106564.79355172748555.54623111672762