Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.40085366746159
beta0.036898409056069
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13159990162572.917200855-2582.91720085469
14157043158618.661142053-1575.66114205323
15155745156831.111981049-1086.11198104906
16157043157955.860863563-912.860863563197
17161634162469.181092313-835.181092313229
18160967161661.453160146-694.453160145902
19154763154793.364974433-30.3649744327122
20149510151062.488182649-1552.48818264939
21148527150429.791747803-1902.79174780296
22146563149267.614246187-2704.61424618706
23147892148060.019677757-168.019677756645
24149510148312.7431889781197.25681102209
25148874146984.4058806641889.59411933611
26147545145302.5823901852242.4176098147
27144950145271.424591431-321.424591430841
28147545146750.403283785794.596716214757
29149856151963.859759528-2107.85975952842
30149190150680.620589306-1490.62058930617
31141656143829.825816361-2173.82581636118
32138394138234.610758077159.389241923462
33135132138010.414125463-2878.41412546256
34132505135894.486064604-3389.48606460399
35132190135839.759862025-3649.75986202495
36134150135370.927924927-1220.92792492729
37131523133308.40919015-1785.40919014951
38130541130130.829010887410.170989112637
39129559127567.9802398461991.01976015395
40135132130415.6623089034716.33769109652
41135768135293.264320415474.735679585341
42132505135284.380838889-2779.3808388894
43123670127357.876261712-3687.87626171242
44119745122381.526037238-2636.52603723774
45113541119002.974028157-5461.97402815668
46110910115293.482811312-4383.48281131219
47112208114417.938391006-2209.93839100623
48114172115736.357234874-1564.35723487432
49114172112947.7544224661224.24557753437
50112559112086.382297565472.617702435484
51112208110290.9519955461917.04800445422
52117465114535.9790837922929.02091620762
53121710115923.4849904855786.51500951484
54119745115940.4182232053804.58177679546
55113190110052.4424594053137.55754059482
56109932108486.6040444841445.3959555164
57103061105156.42278894-2095.42278894027
5898817103597.368391061-4780.36839106113
59102079104013.900169291-1934.90016929121
60105341105982.332798329-641.332798328978
61105341105401.127315289-60.1273152893846
62101097103722.195988998-2625.19598899801
63100781101652.222956952-871.222956952188
64106319105446.442461719872.557538281413
65109932107751.8089189442180.1910810564
66108630105112.4696407913517.5303592086
6710207998682.34109021893396.65890978109
689783596182.90228591771652.09771408225
698865290793.5572050506-2141.55720505056
708507587586.0995605007-2511.09956050075
718637290629.4575786053-4257.45757860529
729194692419.8977281858-473.897728185824
739226192234.489879558126.5101204419188
748409289035.1709798336-4943.17097983362
758703987034.365812844.63418716001615
769422692184.8603688292041.13963117103
779748895719.81023670341768.18976329658
789552393688.17593984011834.82406015988
798669286457.815331393234.184668607049
808048481545.3705840083-1061.37058400831
817329772655.1637128826641.836287117432
826772470242.9947616446-2518.9947616446
837000472137.7123317068-2133.7123317068
847491076978.6299588477-2068.62995884774
857361376362.45830719-2749.45830719001
866642668940.4300427701-2514.43004277012
876870670781.1910465009-2075.19104650088
887589376190.9195274912-297.919527491191
897982178462.89006790811358.10993209195
907754176138.91005391111402.08994608889
916870667601.78124938651104.21875061349
926478262100.44631269322681.55368730685
935889355625.01622804743267.98377195257
945268452304.5324982633379.467501736726
955366655567.605310062-1901.60531006202
965857360519.6462747208-1946.64627472082
975920859525.3491877655-317.34918776554
985331953235.92286354983.077136450971
995430256436.35770917-2134.35770917
1006250262941.624732119-439.624732118951
1016446266201.3102597781-1739.31025977814
1026117362668.56901077-1495.56901077004
1034907552755.0762210019-3680.07622100189
1044287146173.8713606947-3302.87136069467
1053467137455.2829932991-2784.28299329906
1062650229692.9267692106-3190.92676921061
1072912929820.1330874874-691.133087487382
1083270634910.3496351672-2204.34963516721
1093207534465.0664123612-2390.06641236123
1102583527230.1683020331-1395.1683020331
1112944428133.08111304461310.91888695538
1123828036709.35758174431570.64241825569
1134220439700.46247599842503.5375240016
1144024437781.57259974672462.42740025331
1153239127971.41348749994419.5865125001
1162618624808.38583011051377.61416988945
1171963118291.32277224981339.67722775015
1181209312014.05412989678.9458701039839
1191342715073.7294708366-1646.72947083657
1201570718984.105830513-3277.10583051302


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12118091.51810883613597.444278288122585.591939384
12212540.11286559927673.2977882125417406.9279429858
12315773.598390835810536.440288734321010.7564929374
12424110.583164896318504.216747184629716.949582608
12527138.382358269521162.992486835833113.7722297031
12624261.631216001417916.674088265630606.5883437373
12714670.92424045957955.2878767476221386.5606041714
1287882.23353794272794.35702840330214970.1100474821
129738.373895920904-6723.662202615538200.40999445734
130-6902.93193950007-14741.3358958033935.472016803136
131-4981.66216317405-13198.87652096633235.55219461824
132-1436.49349439702-10035.15183412977162.16484533567