Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.536600454094042
beta0.263284283989557
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
390848462622
497438264.640688512851478.35931148715
585878735.66450867056-148.664508670558
697318312.623514324971418.37648567503
795638930.84348372464632.156516275361
899989216.48756363578781.512436364215
994379692.68697652703-255.686976527028
10100389576.20164956672461.798350433275
1199189909.961437568828.03856243117843
12925210001.3691930513-749.36919305127
1397379580.4818726873156.518127312702
1490359667.80674077054-632.806740770538
1591339242.17756038399-109.177560383992
1694879082.10359767946404.896402320541
1787009255.0850995484-555.085099548405
1896278834.51852003764792.481479962358
1989479249.01734710991-302.017347109908
2092839033.53905896064249.460941039359
2188299149.2277298182-320.227729818202
2299478913.979918651631033.02008134837
2396289550.828990254977.1710097450996
2493189685.67161789354-367.671617893542
2596059529.8674072464675.1325927535436
2686409622.28675458407-982.286754584067
2792149008.51843377422205.481566225782
2895679061.13725380792505.862746192081
2985479346.40826437574-799.408264375737
3091858818.33108438285366.668915617145
3194708967.77387073749502.22612926251
3291239260.91045679035-137.910456790352
3392789191.0656822568186.9343177431874
34101709254.15466292212915.845337077884
3594349891.4268975972-457.42689759721
3696559727.1760569936-72.176056993596
3794299759.45406975913-330.454069759135
3887399606.45393941927-867.45393941927
3995529042.74687298558509.253127014419
4096879289.72794432049397.272055679514
4190199532.74590867512-513.745908675119
4296729214.32998560078457.670014399218
4392069481.83520568856-275.83520568856
4490699316.77161677335-247.771616773352
4597889131.76216839209656.237831607912
46103129524.5568749244787.4431250756
471010510099.00515855535.99484144468806
48986310254.9748803442-391.974880344151
49965610142.0162587648-486.016258764781
5092959909.93135916443-614.931359164435
5199469521.7939988201424.206001179911
5297019751.18939116349-50.1893911634852
5390499718.93332034495-669.933320344948
54101909259.47522365412930.524776345883
5597069790.28678170389-84.2867817038896
5697659764.642089632020.357910367976729
5798939784.46834279045108.531657209553
5899949877.67386370552116.32613629448
59104339991.49628376847441.503716231528
601007310342.1841088015-269.184108801486
611011210273.4866061469-161.48660614686
62926610239.7650522699-973.765052269875
6398209632.6024821878187.3975178122
64100979674.99550840207422.004491597934
6591159902.89889064689-787.898890646886
66104119370.2544216641040.745578336
6796789965.89634427614-287.896344276138
68104089807.91485390067600.085146099329
691015310211.2037436049-58.2037436048831
701036810253.0315805367114.968419463261
711058110404.0262407872176.973759212757
721059710613.2955757884-16.2955757884029
731068010716.5542839099-36.554283909898
74973810803.7778268849-1065.77782688493
75955610188.1480924889-632.148092488867


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
769715.89535746898605.8465242502510825.9441906876
779582.853575933168241.7970472395410923.9101046268
789449.811794397417829.5440223367111070.0795664581
799316.770012861667377.2076089396311256.3324167837
809183.728231325916890.7987958139811476.6576668378
819050.686449790166374.6211157103511726.75178387
828917.644668254415831.7911504598412003.498186049
838784.602886718665264.6294541770412304.5763192603
848651.561105182914674.9196131318312628.202597234
858518.519323647164064.0749709480812972.9636763462
868385.477542111413433.2464734648913337.7086107579
878252.435760575662783.3937475056513721.4777736457