Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0158751338414481
beta0.26613735251105
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13630629.6968482905990.303151709401163
14680677.7062924861032.29370751389683
15660654.5070278578935.49297214210731
16650645.131759604894.86824039510986
17720717.6421418023832.35785819761713
18680679.0809665507630.919033449236622
19665647.37583264884917.624167351151
20710673.09368982624736.9063101737535
21755710.73191484407644.2680851559243
22640697.632373517103-57.6323735171028
23655656.421653946318-1.42165394631809
24730762.763947298994-32.7639472989938
25640643.143590118882-3.14359011888178
26685693.140794841018-8.14079484101831
27695672.96379409656122.0362059034386
28695663.34566957963731.6543304203627
29730734.033257052177-4.03325705217731
30705694.15013858735110.8498614126489
31615679.280052795004-64.2800527950039
32630722.565120408202-92.5651204082018
33795764.73727722016930.2627227798308
34625650.417853721007-25.4178537210067
35700664.45824617480135.5417538251993
36725740.120112803639-15.1201128036389
37610649.582032986885-39.5820329868849
38645693.580997021462-48.5809970214621
39700701.787178888866-1.78717888886558
40700700.482876875139-0.4828768751388
41730734.630047446961-4.63004744696116
42725708.47258821410416.5274117858963
43635618.86769137966416.1323086203356
44630635.045290963968-5.04529096396766
45775799.306553182083-24.3065531820831
46615628.915423548284-13.9154235482836
47690702.770109936914-12.7701099369139
48745727.24312625960217.7568737403981
49590612.728002944204-22.7280029442044
50595647.7842442568-52.7842442567998
51700701.602722012937-1.60272201293674
52690701.213786639913-11.2137866399128
53755730.69277348758224.3072265124175
54700725.522042677416-25.5220426774164
55645634.38888034600810.6111196539915
56600629.142207194401-29.1422071944013
57800773.46841112012226.5315888798782
58610613.72827286264-3.72827286264032
59690688.5326136093151.46738639068451
60725742.994969129588-17.9949691295883
61630587.64000966320242.3599903367983
62565593.995334674512-28.9953346745118
63695698.505878171472-3.50587817147152
64690688.5656063690391.43439363096138
65785753.19329933746731.8067006625332
66660699.125888086692-39.1258880866918
67605643.301317922111-38.3013179221107
68595597.914273913412-2.91427391341233
69790797.315987129222-7.31598712922221
70575606.985197052874-31.9851970528738
71665686.060913634635-21.0609136346346
72710720.523840872834-10.5238408728339
73630624.2274677554495.77253224455137
74520559.167996307479-39.1679963074791
75725687.94746026985137.0525397301485
76680683.029865907563-3.02986590756325
77750776.974932206716-26.9749322067163
78620651.417581307977-31.4175813079773
79630595.80917993318234.1908200668177
80610585.98682347633524.0131765236649
81840781.18654091750558.8134590824955
82605567.60973917919937.390260820801
83675658.81252579687716.1874742031232
84740704.66881107436835.3311889256324
85635625.7640342269479.23596577305295
86520517.1730620142432.82693798575679
87725722.4477615899542.55223841004556
88655678.208651224103-23.2086512241032
89755748.855459736056.14454026395015
90580620.178710388787-40.1787103887873
91645629.68801561120515.3119843887951
92615610.1600520530274.83994794697344
93840839.8323781308020.167621869197546
94595604.522849872836-9.52284987283554
95655674.197874852425-19.1978748524255
96740738.2658965822131.73410341778663
97660632.93853488173927.0614651182609
98525518.1903047423226.80969525767819
99690723.141762952796-33.1417629527961
100660652.7171380424137.28286195758665
101740752.597099228692-12.5970992286924
102575577.817668383108-2.81766838310762
103625642.470414240151-17.4704142401511
104630611.91828625307618.0817137469239
105840837.0606728694742.93932713052595
106575592.128219968293-17.1282199682935
107655651.9986519567553.00134804324534
108735736.950136538952-1.95013653895171


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
109656.405374594957605.435184903185707.375564286729
110521.098737114084470.118252126518572.07922210165
111686.397563647908635.402004178497737.393123117318
112656.194666675471605.178348754176707.210984596765
113736.27659690281685.232934960785787.320258844835
114571.256499673673520.178010804553622.334988542792
115621.480921299536570.359230743677672.602611855394
116626.214760043022575.040608034421677.388912051622
117836.112591573268784.875841680022887.349341466515
118571.316579542121520.006228620505622.626930463737
119651.27337407319599.87756394272702.66918420366
120731.296093491004679.802124423102782.790062558906