Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.23686471684421
beta0.331698570367038
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
327951526473814777
4264417283557.144645609-19140.1446456088
5283706292838.717516783-9132.71751678298
6281288303773.160281193-22485.1602811932
7271146309778.273414608-38632.2734146079
8283944308923.456765479-24979.4567654789
9269155309339.932501821-40184.9325018207
10270899302997.530296393-32098.5302963932
11276507296048.604147738-19541.6041477385
12319957290538.63209904329418.3679009569
13250746298936.883115533-48190.883115533
14247772285165.99459897-37393.9945989696
15280449271014.5483249149434.45167508634
16274925268696.3517729816228.64822701865
17296013266108.183985329904.8160146998
18287881271477.61722937816403.382770622
19279098274937.8131699144160.18683008617
20294763275824.88423139618938.1157686035
21261924281700.249216468-19776.2492164684
22291596276851.77292433414744.227075666
23287537281338.3993063736198.60069362691
24326201284287.87804018341913.1219598172
25255598298989.883827985-43391.8838279846
26253086290076.943586409-36990.9435864086
27285261279773.8673301055487.13266989455
28284747279963.4599056744783.54009432637
29300402280362.22791047220039.7720895278
30288854285949.1375469952904.86245300493
31295433287705.619991057727.38000894967
32307256291211.50907166616044.4909283336
33273189297948.0068317-24759.0068317
34287540293074.337725904-5534.3377259039
35290705292319.49430483-1614.49430483032
36337006292366.27640102844639.7235989721
37268335306876.290597652-38541.2905976519
38259060298655.557327004-39595.5573270036
39293703287074.1740738496628.82592615089
40294262286962.5277980767299.47220192384
41312404287583.2366166624820.7633833401
42301014294304.2311017996709.76889820135
43309942297262.54103544212679.4589645575
44317079302631.05569157314447.9443084265
45293912309553.603707832-15641.6037078321
46304060308120.074814132-4060.07481413212
47301299309110.810791421-7811.81079142075
48357634308599.13697620849034.8630237915
49281493325404.990274379-43911.990274379
50282478316744.949935482-34266.9499354819
51319111307677.20431596111433.795684039
52315223310332.6797585384890.32024146238
53328445311822.45789792616622.5421020737
54321081317397.1801470543683.81985294586
55328040320196.6048229787843.39517702215
56326362324597.5235549491764.47644505074
57313566327697.191757479-14131.1917574789
58319768325921.481947837-6153.48194783728
59324315325551.945263853-1236.94526385277
60387243326249.77871987660993.2212801243
61293308346479.839329963-53171.8393299626
62295109335490.636705062-40381.6367050619
63339190324358.28997183114831.710028169
64335678327469.3301438118208.66985618934
65345401329656.54199253315744.4580074673
66351002334865.7218315416136.2781684598
67351889341435.5001098110453.4998901895
68355773347480.5360376438292.4639623572
69333363353665.21852325-20302.2185232503
70336214351481.731269075-15267.7312690752
71343910349291.186066799-5381.18606679927
72405788349019.62724674456768.3727532565


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73367929.265874365317722.828688937418135.703059792
74373392.479964079320747.55066839426037.409259769
75378855.694053794322617.006047813435094.382059775
76384318.908143509323280.309899035445357.506387982
77389782.122233223322764.440102795456799.804363651
78395245.336322938321144.813027708469345.859618168
79400708.550412652318517.408702223482899.692123082
80406171.764502367314979.779197821497363.749806913
81411634.978592082310621.164816306512648.792367858
82417098.192681796305518.890204007528677.495159585
83422561.406771511299738.165957603545384.647585419
84428024.620861225293333.367997985562715.873724466