Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.105286354127589
beta0.0235096656309281
gamma0.357989297961511


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1390168341.80493621812674.195063781877
1482017692.67196296991508.32803703009
1576307185.70804867018444.291951329816
1671076705.98981801135401.010181988650
1768206491.20256411012328.797435889876
1860825880.20373488518201.796265114823
1960196305.59531317355-286.595313173545
2065766256.22444562094319.775554379063
2180866996.0256132291089.974386771
2283237952.29768025301370.702319746989
2378428221.85319754435-379.853197544355
24907710443.1061170463-1366.10611704635
251073710364.0481378173372.951862182706
26101769455.23607663357720.763923366427
27104168816.912071469271599.08792853073
2898078315.30030146621491.69969853380
2995658117.625424429321447.37457557068
30104397407.058812030123031.94118796988
3191158042.873774447611072.12622555239
3295358383.909636833351151.09036316665
33107909764.11289270041025.8871072996
341134010678.1728122877661.827187712335
351119610732.2865452781463.713454721888
361213213374.3400349670-1242.34003496704
371201314077.9301818921-2064.93018189214
381269212753.1348944739-61.1348944738565
391333012165.01465368311164.98534631695
401192611360.2052048910565.794795109046
411135610932.0496986903423.950301309724
421122110472.1212611640748.878738836045
43999910156.8138772920-157.813877291954
441177210423.51206771621348.48793228377
451254311998.1757629573544.824237042711
461417612852.92234478671323.07765521327
47292412883.0602369135-9959.06023691351
48232214014.7344942861-11692.7344942861
491555713296.02552951192260.97447048808
501338113018.8754885759362.124511424125
511314512823.4629621890321.537037811015
521244811686.6052026555761.394797344487
531217811194.8802035217983.119796478302
541183610861.2585869274974.741413072567
55981510242.7440794549-427.744079454931
561238210938.61806919591443.38193080409
571266212245.5709638898416.429036110152
581276713305.1729213711-538.172921371066
59131369269.79717294483866.20282705521
601353311083.93302865452449.06697134546
611780817593.1192915399214.880708460139
621589216238.0010641410-346.001064141023
631683015907.0315156117922.968484388324
641444414739.3692059401-295.369205940066
651555014097.88735548081452.11264451923
661509213713.96970941461378.03029058543
671636412425.78332474843938.21667525159
681431414557.304094364-243.304094364014
691587415581.7613180096292.238681990364
701784616515.60129634391330.39870365611
711850413330.0267619585173.97323804201
721513015075.559811257254.4401887427684
731984521975.8139573879-2130.81395738792
741813719841.2262186486-1704.22621864859
751889819799.9595923961-901.959592396102
761957317704.36343489581868.63656510418
771736817836.6883887206-468.688388720642
781893817104.46076277441833.5392372256
791671316506.8408255114206.15917448861
801637916963.8004058771-584.800405877104
811913918322.5238356449816.476164355106
822146119844.71503019051616.28496980948
831979617477.81128146792318.18871853211
841666817208.5259236055-540.52592360555


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8524162.008317781222257.255614406826066.7610211557
8622108.864035972620154.537068126924063.1910038183
8722553.635861858520536.068354483524571.2033692335
8821244.516667771519186.749291923123302.2840436198
8920299.304786996718200.366564336122398.2430096573
9020344.440857405718185.777439963722503.1042748476
9118839.837776162016664.361128245321015.3144240787
9219033.154843759216792.883732822321273.4259546961
9321147.646796792318765.943936307223529.3496572775
9423044.750018386220516.789057077125572.7109796953
9520422.613411341017966.384704637822878.8421180443
9618823.655907277617310.632395259720336.6794192954