Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0
gamma0


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1383.773.027083333333410.6729166666667
1486.486.6303030303031-0.230303030303062
1585.985.40113636363640.498863636363652
1680.479.8178030303030.582196969696966
1781.881.7678030303030.0321969696969688
1887.587.2053030303030.294696969696957
1983.790.930303030303-7.23030303030301
208779.13446969696977.8655303030303
2199.789.413636363636410.2863636363636
22101.4109.463636363636-8.06363636363638
23101.9107.58446969697-5.68446969696971
24115.7104.4969696969711.2030303030303
25123.2116.4678030303036.73219696969699
26136.9126.13030303030310.7696969696969
27146.8135.90113636363610.8988636363637
28149.6140.7178030303038.88219696969693
29146.5150.967803030303-4.467803030303
30157151.9053030303035.09469696969694
31147.9160.430303030303-12.530303030303
32133.6143.33446969697-9.73446969696971
33128.7136.013636363636-7.31363636363636
34100.8138.463636363636-37.6636363636364
3591.8106.98446969697-15.1844696969697
3689.394.3969696969697-5.09696969696969
3796.790.0678030303036.63219696969699
3891.699.6303030303031-8.03030303030307
3993.390.60113636363632.69886363636365
4093.387.2178030303036.08219696969697
4110194.6678030303036.33219696969698
42100.4106.405303030303-6.00530303030304
4386.9103.830303030303-16.930303030303
4483.982.33446969696971.5655303030303
4580.386.3136363636364-6.01363636363638
4687.790.0636363636364-2.36363636363637
4792.793.8844696969697-1.18446969696971
4895.595.29696969696970.203030303030303
499296.267803030303-4.26780303030301
5087.494.9303030303031-7.53030303030306
5186.886.40113636363640.398863636363643
5283.780.7178030303032.98219696969697
538585.067803030303-0.0678030303030255
5481.790.405303030303-8.70530303030304
5590.985.1303030303035.76969696969699
56101.586.334469696969715.1655303030303
57113.8103.9136363636369.88636363636363
58120.1123.563636363636-3.46363636363638
59122.1126.28446969697-4.18446969696971
60132.5124.696969696977.80303030303031
61140133.2678030303036.73219696969699
62149.4142.9303030303036.46969696969694
63144.3148.401136363636-4.10113636363633
64154.4138.21780303030316.1821969696969
65151.4155.767803030303-4.36780303030301
66145.5156.805303030303-11.3053030303031
67136.8148.930303030303-12.130303030303
68146.6132.2344696969714.3655303030303
69145.1149.013636363636-3.91363636363636
70133.6154.863636363636-21.2636363636364
71131.4139.78446969697-8.38446969696972
72127.5133.99696969697-6.4969696969697
73130.1128.2678030303031.83219696969698
74131.1133.030303030303-1.93030303030307
75132.3130.1011363636362.19886363636368
76128.6126.2178030303032.38219696969693
77125.1129.967803030303-4.86780303030301
78128.7130.505303030303-1.80530303030307
79156.1132.13030303030323.969696969697
80163.2151.5344696969711.6655303030303
81159.8165.613636363636-5.81363636363633
82157.4169.563636363636-12.1636363636364
83156.2163.58446969697-7.38446969696975
84152.5158.79696969697-6.29696969696968


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85153.267803030303134.45124145681172.084364603796
86156.198106060606129.587469486144182.808742635068
87155.199242424242122.608001755205187.79048309328
88149.117045454545111.48392230756186.750168601531
89150.484848484848108.409737703708192.559959265988
90155.890151515152109.799176946433201.98112608387
91159.320454545454109.536512092659209.10439699825
92154.754924242424101.533651093501207.976197391348
93157.168560606061100.718875885583213.618245326539
94166.932196969697107.429004664658226.435389274736
95173.116666666667110.709192082772235.524141250561
96175.713636363636110.531155025561240.896117701711