Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.921339261357122
beta0.180937138360347
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13244752232009.03445512812742.9655448717
14244576245522.595096673-946.595096672943
15241572243428.082729499-1856.08272949874
16240541242319.706374761-1778.70637476142
17236089237906.726555531-1817.72655553120
18236997238595.606067781-1598.60606778093
19264579263190.5417467341388.45825326623
20270349270640.247618376-291.247618376219
21269645271309.905570763-1664.90557076276
22267037271333.744620185-4296.74462018523
23258113263303.480405773-5190.48040577321
24262813259381.8809369873431.11906301271
25267413267511.303588251-98.3035882508848
26267366265663.0075641421702.99243585835
27264777263925.961088967851.038911032956
28258863263756.975839852-4893.97583985189
29254844254390.50436265453.495637350221
30254868255487.606934048-619.606934048032
31277267279681.121890495-2414.12189049466
32285351281322.9515482484028.04845175165
33286602284411.856719852190.14328014990
34283042286970.898294348-3928.89829434769
35276687278460.982126856-1773.98212685587
36277915278186.602344273-271.602344273007
37277128281830.95941776-4702.95941775985
38277103274318.311691052784.68830895005
39275037272127.5895796622909.41042033804
40270150272363.026264794-2213.02626479388
41267140265294.0518272051845.94817279465
42264993267228.589519252-2235.58951925213
43287259289161.611821614-1902.61182161386
44291186291236.266110164-50.2661101644044
45292300289198.0200748343101.97992516571
46288186291042.782580104-2856.78258010407
47281477282795.820872853-1318.82087285299
48282656282240.519614241415.480385759322
49280190285465.421224797-5275.4212247968
50280408277214.9759699503193.02403005044
51276836274679.0018309592156.99816904112
52275216272961.5679220902254.43207791046
53274352270215.9565506304136.04344936967
54271311274209.197696483-2898.19769648334
55289802295717.271116954-5915.27111695439
56290726293731.029192182-3005.02919218160
57292300288216.2471080304083.75289196969
58278506289658.346079567-11152.3460795669
59269826271667.936697812-1841.93669781188
60265861268458.487421693-2597.48742169334
61269034265648.8954260953385.10457390529
62264176264676.737756064-500.737756063812
63255198256673.165612966-1475.16561296556
64253353249028.5471335864324.45286641447
65246057246094.824187623-37.8241876228421
66235372242750.084191101-7378.08419110082
67258556256207.4054707872348.59452921333
68260993259755.6010958531237.39890414698
69254663257106.067124817-2443.06712481679
70250643248647.1412752421995.85872475817
71243422243005.791154965416.208845035406
72247105241696.6091268915408.39087310899
73248541247947.539364303593.460635697207
74245039244846.084858005192.915141995181
75237080238269.005756521-1189.00575652113
76237085232255.9966019574829.00339804275
77225554230439.863514258-4885.8635142576
78226839222238.7219305894600.27806941132
79247934249681.810803709-1747.81080370874
80248333250870.055160424-2537.05516042383
81246969245325.8771194361643.12288056378
82245098242534.4907820822563.50921791792
83246263238940.1158519617322.88414803939
84255765247186.6203820748578.37961792576
85264319259307.497804615011.50219538985


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
86264309.616669019256899.23533014271719.998007898
87261478.499962085250527.572899378272429.427024793
88261264.967743390246899.083236489275630.852250292
89257661.107284032239847.253046961275474.961521103
90258947.787527314237597.395313867280298.179740760
91285126.324277284260127.357876168310125.290678400
92291627.390747517262857.392973076320397.388521957
93292937.033554246260269.239797812325604.827310679
94292617.772331913255924.225203949329311.319459877
95290522.163631672249675.378244173331368.949019171
96294386.059999668249259.9331474339512.186851937
97299158.206183333249628.509089475348687.90327719