Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.391420833329359
beta0
gamma0.570171376485047


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
137024970721.3266559829-472.326655982892
143925339691.492306051-438.492306051041
154706047477.3180922313-417.31809223134
164169741877.6819068300-180.681906830039
173870838567.1700543144140.829945685604
184926748956.837972369310.162027630977
193901839926.8693283814-908.869328381443
203222835086.3714151689-2858.37141516886
214087039921.6311039019948.36889609805
223938335647.17825753963735.82174246039
233457131025.58419383343545.41580616663
241206612151.3362798722-85.3362798721682
257093870852.666644189885.3333558102022
263407740052.8523714584-5975.85237145841
274540945678.5874004602-269.58740046015
284080940218.8875217193590.112478280738
293701337321.6434689092-308.643468909242
304495347594.1354162223-2641.13541622234
313784836985.9703876026862.029612397411
323274532162.1728653753582.82713462468
334341239665.30700893763746.69299106237
343493137453.4070986882-2522.40709868816
353300830316.14208916392691.85791083609
3686209847.94311404445-1227.94311404445
376890668161.2547706059744.745229394146
383955635516.35040995884039.64959004124
395066947042.40367354383626.59632645623
403643243406.0623377924-6974.06233779241
414089137236.17937536623654.82062463385
424842848250.6920479249177.307952075083
433622239961.3031925521-3739.30319255215
443342533239.5664472244185.433552775576
453940141684.9962653044-2283.99626530438
463796734937.21618393583029.78381606419
473480131782.51523782613018.4847621739
481265710082.01572935142574.98427064861
496911670568.3842417824-1452.38424178238
504151938206.79106399763312.20893600245
515132149304.78172247482016.21827752518
523852941359.7354517122-2830.73545171221
534154740499.80004292361047.19995707643
545207349286.95816388652786.04183611346
553840140659.6398822971-2258.63988229705
564089835879.32735890285018.6726410972
574043945359.7092782919-4920.70927829195
584188839423.71683563932464.28316436071
593789836043.74644452721854.25355547282
60877113733.6503905962-4962.65039059618
616818469872.1572568186-1688.15725681855
625053039071.564860803511458.4351391965
634722152908.4566398564-5687.45663985639
644175640266.16560956431489.83439043573
654563342443.01320131823189.98679868184
664813852672.271164776-4534.27116477599
673948639429.153455326756.8465446733244
683934138080.35740540081260.64259459915
694111742640.8579964992-1523.85799649917
704162940597.01509117631031.98490882370
712972236444.7364522787-6722.73645227875
7270548412.0001831816-1358.00018318159
735623167097.673087001-10866.6730870010
743441837266.2125947004-2848.21259470037
753456839553.6556024449-4985.65560244493
762978929676.5440656061112.455934393929
773063031904.2004350705-1274.20043507054
783550237705.8080904286-2203.80809042857
793309126967.97441165476123.02558834527
802763028411.3177316676-781.317731667645
813352031206.34633940332313.65366059672


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8231551.448674322324741.451857518138361.4454911265
8324304.384592471216991.290531290831617.4786536516
84764.600984153938-7019.140587253798548.34255556167
8556682.367001068248454.85699176164909.8770103754
8633886.709801125225238.171828956942535.2477732936
8736547.321756950227497.321913921145597.3215999793
8830390.715952451820956.322211377839825.1096935257
8932093.192702091822289.465178113741896.9202260698
9038070.980283296227911.336516549648230.6240500428
9131085.127836243620581.621299377941588.6343731094
9227736.022764146716899.559426287338572.4861020060
9331910.813216274420751.322825779043070.3036067698