Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.277968810214052
beta0.356103913856205
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3936012480-3120
41008012383.901674641-2303.90167464097
51008012286.5997226186-2206.59972261865
61080011997.9226809883-1197.92268098827
71032011871.0490840588-1551.04908405878
8972011492.4855556743-1772.48555567434
91044010876.9187272592-436.918727259161
101116010589.3490795406570.650920459364
11948010638.3386951873-1158.33869518731
121116010092.06406380831067.93593619172
13984010270.3348158893-430.334815889275
14111609989.536001687141170.46399831286
15876010269.5686225555-1509.56862255554
16103209655.20993501641664.790064983588
1796009711.05990877889-111.059908778885
18106809540.254436594281139.74556340572
19102009829.95247833878370.047521661221
20106809942.32791422569737.672085774311
211020010229.9105605192-29.910560519178
221248010301.1684516812178.83154831902
23888011202.0611019226-2322.06110192257
241128010621.9949449978658.005055002157
25948010935.4273765066-1455.42737650663
261104010517.3248936491522.675106350915
27924010700.8106081735-1460.81060817351
28936010188.3496792508-828.349679250799
2992409769.69832210112-529.698322101118
30106809381.630125128651298.36987487135
31106809630.22802627071049.7719737293
32103209913.63596356158406.364036438425
33996010058.420823659-98.4208236590403
341224010053.14897466032186.85102533973
35888010899.5785797578-2019.57857975779
361128010376.8423887698903.157611230199
37936010755.9354610972-1395.93546109725
381032010357.7746053511-37.77460535112
39984010333.4009579341-493.400957934055
40912010133.5377160981-1013.53771609814
4193609688.7668557953-328.766855795298
42108009401.797692731021398.20230726898
4398409733.2742409267106.725759073297
44117609716.324922242152043.67507775785
45996010440.0818753045-480.081875304502
461116010414.791831365745.208168634952
47924010803.8592158707-1563.85921587067
481152010396.27806055761123.72193944236
49900010846.993135421-1846.99313542098
501020010289.1160169718-89.1160169717841
511020010211.0526910788-11.0526910788303
52984010153.5944757444-313.59447574437
5387609980.99768631004-1220.99768631004
54115209435.309696169962084.69030383004
55912010014.854561971-894.854561971037
56112809677.60100852671602.3989914733
571056010193.1207701768366.879229823237
581068010401.5204008724278.479599127571
59996010612.9132120813-652.913212081303
601020010500.7787473321-300.778747332051
611020010456.7538614973-256.753861497302
621032010399.5515392293-79.5515392293073
63960010383.7314643893-783.731464389288
641008010094.5930622854-14.5930622853593
65912010017.8066410331-897.806641033092
66109209606.644300359861313.35569964014
6778009940.119664698-2140.119664698
68118809101.795173934942778.20482606506
6993609905.61426528865-545.614265288654
70109209731.507264142821188.49273585718
71984010157.0718048548-317.071804854771
72936010132.7507611696-772.750761169553
73106809905.27384235422774.726157645784
74972010184.6341154629-464.634115462877
75996010073.4987171158-113.498717115775
761068010048.733248487631.266751513002
77912010293.4757836354-1173.47578363535
78103209920.39876632804399.601233671958
79804010024.1429361991-1984.14293619907
80112809268.878636670632011.12136332937
8188809823.24562030483-943.245620304833
82110409463.022823928711576.97717607129
8396009959.44167751797-359.441677517969
8496009882.01687103705-282.016871037053
85110409798.19808559021241.8019144098
86972010260.8741275679-540.874127567931
87948010174.4829830863-694.482983086316
88102009976.64942715424223.350572845757
89936010056.0535036843-696.053503684285
90108009810.9925231033989.007476896702
91852010132.2236161925-1612.22361619245
92115209570.806383049851949.19361695015
93912010192.2945138555-1072.29451385555
94110409867.761273684251172.23872631575
95888010283.1732339018-1403.17323390182
9696009843.80679694377-243.806796943771
97104409702.57466280021737.425337199795
9888809907.08908064251-1027.08908064251
9985209519.4563100938-999.456310093801
100108009040.572624220381759.42737577962
10188809502.73084736737-622.730847367369
102105609241.081884051191318.91811594881
10384009649.70491302961-1249.70491302961
104124809220.627837609813259.37216239019
1051056010367.5650518774192.434948122598
1061080010681.037701373118.962298626993
107984010985.8628219736-1145.8628219736
108888010825.6818820368-1945.68188203685


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
10910250.58134843597806.4814671175512694.6812297542
11010216.31969263987604.3386522857912828.3007329937
11110182.05803684367322.7599121200313041.3561615673
11210147.79638104756961.8729651721613333.7197969229
11310113.53472525146527.022067833613700.0473826692
11410079.27306945536025.6891976995914132.8569412109
11510045.01141365915465.4288069397714624.5940203785
11610010.7497578634852.9170414627315168.5824742633
1179976.488102066874193.7043441791715759.2718599546
1189942.226446270743492.2894557681816392.1634367733
1199907.964790474612752.2959012243617063.6336797249
1209873.703134678491976.6543471119217770.7519222451