Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.989270808318865
beta0
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3521.41525.22-3.81000000000006
41601.93518.9108782203051083.0191217797
51577.491587.77008024809-10.2800802480911
61551.431575.06029695148-23.6302969514793
71551.431549.143533985472.28646601452533
81516.881548.86546806786-31.9854680678577
91485.951514.68317821791-28.733178217911
101438.221483.71828377671-45.4982837767081
111385.061436.1681598078-51.1081598078031
121329.491383.06834924305-53.578349243048
131329.491327.524852378991.96514762101242
141276.161326.92891555449-50.7689155544924
151242.341274.16470942643-31.8247094264277
161181.591240.14145340763-58.5514534076326
171160.211179.67820976682-19.4682097668194
181135.181157.87887815428-22.6988781542768
191135.181132.883540614662.29645938533599
201084.961132.61536084707-47.655360847067
211077.351082.93130350116-5.58130350116198
221061.131074.86988287509-13.7398828750943
231029.981058.73741783704-28.7574178370432
241013.081027.74854384823-14.6685438482281
251013.081010.697381618632.38261838136918
26996.041010.51443643068-14.4744364306835
27975.02993.655299002941-18.6352990029412
28951.89972.679941695038-20.7899416950379
29944.4949.573059269486-5.17305926948575
30932.47941.91550274448-9.44550274448022
31932.47930.031342609472.43865739052978
32920.44929.903835177412-9.46383517741242
33900.18918.001539301657-17.8215393016573
34886.9897.83121071122-10.9312107112204
35867.74884.477283055028-16.7372830550275
36859.03865.379577518119-6.34957751811885
37859.03856.5581258342862.47187416571387
38844.99856.463478788264-11.4734787882644
39834.82842.573101153169-7.7531011531687
40825.62832.363184508396-6.74318450839564
41816.92823.152348919132-6.23234891913194
42813.21814.446868066177-1.23686806617707
43813.21810.6832705945662.52672940543368
44811.03810.6428902358830.387109764117213
45804.16808.485846625139-4.32584662513921
46788.62801.666412837624-13.0464128376243
47778.76786.219977464086-7.45997746408614
48765.91776.300039528149-10.3900395281491
49765.91763.4814767256722.42852327432786
50753.85763.343943908288-9.49394390828763
51742.22751.411862344002-9.19186234400195
52732.11739.778621252995-7.66862125299542
53729.94729.6522781073530.287721892646573
54731.22727.3969129766633.82308702333705
55731.22728.6389813665132.58101863348702
56729.11728.6523077563490.457692243651195
57726.94726.5650893321870.374910667813083
58720.52724.395977511582-3.87597751158182
59709.36718.021586105674-8.66158610567356
60703.21706.91293181759-3.70293181759041
61703.21700.7097294652532.50027053474685
62695.88700.643174118178-4.76317411817809
63681.63693.391105008125-11.7611050081246
64672.1679.216187150014-7.11618715001418
65665.49669.636350935971-4.14635093597144
66658.93662.994486993969-4.06448699396935
67658.93656.4336086600442.49639133995618
68656656.363215738803-0.363215738802523
69650.66653.463897011283-2.80389701128331
70645.93648.150083548488-2.22008354848822
71638.74643.41381970194-4.67381970193981
72634.67636.250146307465-1.58014630746527


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73632.146953692617374.045973702006890.247933683228
74629.606953692617266.549897373874992.66401001136
75627.066953692617183.2147976614141070.91910972382
76624.526953692617112.4731999867541136.58070739848
77621.98695369261749.8039786269641194.16992875827
78619.446953692617-7.121212771095661246.01512015633
79616.906953692617-59.68892088571341293.50282827095
80614.366953692617-108.8040411399561337.53794852519
81611.826953692617-155.0958573111041378.74976469634
82609.286953692617-199.0229548873581417.59686227259
83606.746953692617-240.9317699871061454.42567737234
84604.206953692617-281.0915998191351489.50550720437