Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.609943620608653
beta0.0462444503125317
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13386918376360.29966516910557.7003348314
14293009289731.6965694093277.30343059078
15294822293478.9746162211343.02538377937
16338844338379.351246054464.648753945658
17335407335908.876911778-501.87691177841
18345080345972.14221899-892.142218990135
19350608342181.7906903538426.20930964651
20351285355281.568763131-3996.56876313133
21355147352151.4362632082995.56373679161
22332791340899.140389615-8108.14038961509
23335615342896.785248752-7281.78524875152
24343202343402.26748632-200.267486320168
25404868414078.702641918-9210.70264191797
26317902306803.83004484411098.1699551563
27313552314423.957074853-871.957074853068
28361505360156.3023758391348.69762416102
29351436357366.985262714-5930.98526271351
30373350364109.1441546019240.85584539914
31366310369945.869336141-3635.8693361411
32361669370513.342069944-8844.34206994408
33375078366647.40734398430.59265609964
34345547353091.213458242-7544.21345824172
35348117355653.086272872-7536.08627287159
36356089358710.381447685-2621.38144768518
37416856426514.604984097-9658.60498409742
38328087322716.9421312115370.05786878947
39322747321506.416364541240.58363545983
40373626370113.7060715173512.29392848274
41358275365068.816707848-6793.81670784816
42391287377028.84589875414258.1541012464
43376371380304.41728973-3933.4172897301
44371848378199.162177427-6351.16217742715
45387261382466.892800154794.10719984985
46353159359304.322000702-6145.32200070168
47367855362493.5752682885361.42473171209
48376822375752.0433642051069.95663579466
49425283446851.918075464-21568.9180754641
50342191337711.9497021724479.05029782781
51344062333893.37954970910168.620450291
52373587391451.394660793-17864.3946607932
53370144368582.3290600071561.67093999306
54399979394159.3610882045819.63891179592
55380431384442.248971058-4011.24897105753
56385909380781.0226782375127.97732176317
57384798396551.243097282-11753.2430972824
58352554358227.375240229-5673.37524022942
59352479365613.750351211-13134.7503512112
60338788364578.213513894-25790.2135138935
61387964403581.811297175-15617.8112971753
62313593312959.721236728633.278763271926
63304056307691.410354691-3635.41035469063
64334149339013.438628454-4864.43862845434
65336155330236.9764265155918.0235734848
66354668355689.184978092-1021.18497809226
67351418337962.46738516113455.532614839
68354316346829.1300410567486.86995894386
69359483355431.9955050374051.00449496263
70330411330179.588057195231.411942805222
71344726336851.3993006967874.60069930443
72347175342944.7368183114230.26318168867


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73405916.737669491389639.951184706422193.524154277
74328618.97028998310301.144704528346936.795875432
75321820.044157382300796.643294615342843.445020149
76357901.479217663332677.759701704383125.198733622
77357418.372030887329592.686698973385244.057362802
78378902.98322812347184.870629806410621.095826434
79367668.330534595334188.979826332401147.681242857
80366597.460273037330674.996465697402519.924080377
81369869.040521126331148.102502673408589.978539579
82340155.506141098301696.013171721378614.999110475
83350250.268980912308275.894278327392224.643683497
84350222.167644986308831.778803132391612.556486839