Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.307424590775851
beta0.196794089031134
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13432438.758814102564-6.7588141025642
14435439.444724495245-4.4447244952446
15426429.114806696529-3.11480669652906
16411413.546961243023-2.54696124302302
17405407.541262632317-2.54126263231717
18403405.841904530174-2.84190453017379
19402402.211521694026-0.211521694025691
20399400.58531963483-1.5853196348296
21392397.607534177317-5.60753417731712
22387392.928968930485-5.92896893048527
23380389.501221348796-9.50122134879553
24379385.608791220062-6.60879122006196
25386377.6497492749198.35025072508051
26385382.3700060213552.62999397864479
27365373.350881557889-8.35088155788901
28356354.4646171847951.53538281520508
29338347.862860828351-9.86286082835107
30338341.406476921289-3.40647692128869
31343337.0921435694245.90785643057598
32338334.4338229581133.56617704188653
33320328.603802339481-8.60380233948132
34316320.949975484108-4.94997548410754
35317313.576851551973.42314844803042
36315314.6705435416990.329456458300683
37317318.634140610284-1.63414061028442
38321315.1485781340865.85142186591372
39303298.5349470754464.46505292455373
40303290.23118694013112.7688130598685
41290279.66392239543510.3360776045649
42285285.585946458503-0.585946458502747
43300290.4574568623919.54254313760856
44291289.3825000185351.61749998146513
45278276.4946472761011.50535272389885
46273277.060638715541-4.0606387155413
47277278.395207605667-1.39520760566705
48269278.208765185761-9.20876518576063
49275279.646844913491-4.64684491349061
50278282.003858504252-4.00385850425232
51255262.388507852757-7.3885078527565
52254256.462720068085-2.46272006808482
53245238.8776255429066.12237445709434
54240235.0345726979184.96542730208247
55261248.05795353929612.9420464607039
56247242.1755641255984.8244358744015
57229230.026115936374-1.02611593637397
58213225.636034702473-12.6360347024727
59218225.338554057704-7.33855405770413
60206216.712160422525-10.7121604225253
61217219.555236335325-2.55523633532545
62219221.83482240719-2.83482240719007
63196199.139707201191-3.13970720119136
64193197.093604263142-4.09360426314203
65188184.0163133188573.98368668114301
66171177.648465039572-6.64846503957168
67190190.857190139797-0.857190139796927
68180172.5070039303287.4929960696723
69149154.683919932116-5.68391993211577
70135138.097308371729-3.09730837172867
71151142.2543956616998.74560433830081
72134135.062496105495-1.06249610549492
73145145.931504579047-0.931504579046731
74151148.0249694060482.97503059395223
75137126.76462057834510.2353794216547
76124128.838716875522-4.83871687552221
77125121.750428601123.24957139887967
78109108.3728504396210.62714956037911
79131128.8488648994792.15113510052055
80133118.40833911044214.5916608895578
8110395.2727094333967.72729056660397
828587.0429849328856-2.04298493288563
83104102.2326207663111.76737923368931
848288.1867294804112-6.1867294804112


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8599.345266812769287.3595368519948111.330996773544
86106.26114736134393.4899146782371119.032380044449
8790.76503074845177.0001385637869104.529922933115
8880.283828297961465.323448489466995.2442081064558
8981.608826323121165.263241928044297.954410718198
9066.54342437647548.637576841226984.4492719117233
9188.971569662883969.345354344465108.597784981303
9287.445049140808465.9523385621415108.937759719475
9355.146018969500431.653129825562178.6389081134387
9437.383115748446311.767151035954162.9990804609386
9555.572412127518927.719698525810983.4251257292269
9635.10007184179964.9047827339876565.2953609496116