Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0
beta0
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
397091060
495091040
598091070
6860910-50
792091010
895091040
9900910-10
1095091040
1195091040
1294091030
13860910-50
14810910-100
15870910-40
1696091050
1797091060
18860910-50
19850910-60
209109100
2197091060
2298091070
2397091060
24100091090
259109100
26740910-170
27810910-100
281050910140
2992091010
30830910-80
31880910-30
329109100
33880910-30
3496091050
35900910-10
361110910200
37870910-40
38720910-190
39780910-130
4097091060
411020910110
42830910-80
43820910-90
4492091010
45840910-70
4692091010
4792091010
481150910240
49820910-90
50760910-150
51760910-150
5296091050
531010910100
54790910-120
55820910-90
56880910-30
57820910-90
58870910-40
59870910-40
601230910320
61760910-150
62810910-100
63850910-60
6499091080
6594091030
66850910-60
67860910-50
68860910-50
69780910-130
70880910-30
71850910-60
721220910310
73850910-60
74800910-110
75840910-70
761090910180
77810910-100
78870910-40
79810910-100
80860910-50
81800910-110
82870910-40
83860910-50
841220910310
85820910-90
86860910-50
87750910-160
881020910110
89780910-130
90830910-80
91860910-50
92850910-60
93820910-90
94790910-120
951020910110
961230910320
97760910-150
98880910-30
99760910-150
1001090910180
101840910-70
102900910-10
10393091020
104820910-90
105780910-130
106870910-40
10799091080
1081270910360


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
109910688.9544226316181131.04557736838
110910688.9544226316181131.04557736838
111910688.9544226316181131.04557736838
112910688.9544226316181131.04557736838
113910688.9544226316181131.04557736838
114910688.9544226316181131.04557736838
115910688.9544226316181131.04557736838
116910688.9544226316181131.04557736838
117910688.9544226316181131.04557736838
118910688.9544226316181131.04557736838
119910688.9544226316181131.04557736838
120910688.9544226316181131.04557736838