Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999958201984458
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2164.28163.930.349999999999994
3164.58164.2799853706950.300014629305451
4165.97164.5799874599841.39001254001613
5166.3165.9699419002340.330058099765751
6166.27166.299986204226-0.0299862042264181
7166.27166.270001253364-1.25336381984198e-06
8166.44166.2700000000520.169999999947606
9166.26166.439992894337-0.179992894337374
10166.64166.2600075233460.379992476654195
11166.07166.639984117069-0.569984117068543
12166.19166.0700238242050.119976175795017
13166.19166.1899949852345.01476606018514e-06
14166.19166.189999999792.0961010704923e-10
15166.35166.190.159999999999997
16166.52166.3499933123180.170006687682502
17167.17166.5199928940580.650007105942137
18167.16167.169972830993-0.00997283099286506
19167.16167.160000416845-4.16844557094009e-07
20167.16167.160000000017-1.74225078808377e-11
21167.39167.160.22999999999999
22168.46167.3899903864561.07000961354359
23168.55168.4599552757220.0900447242784708
24168.58168.5499962363090.0300037636907859
25168.58168.5799987459021.25409778206631e-06
26169.21168.5799999999480.630000000052405
27169.29169.209973667250.0800263327497817
28169.24169.289996655058-0.049996655058095
29169.53169.2400020897610.289997910239038
30169.57169.5299878786630.0400121213371563
31169.57169.5699983275731.67242725979122e-06
32169.67169.569999999930.100000000069912
33170.04169.6699958201980.370004179801555
34170.39170.039984534560.350015465440464
35170.57170.3899853700480.18001462995187
36170.48170.569992475746-0.0899924757457029
37170.48170.480003761507-3.76150688907728e-06
38170.48170.480000000157-1.57228896568995e-10
39170.49170.480.0100000000000193
40170.72170.489999582020.230000417980136
41171.11170.7199903864390.390009613561062
42171.07171.109983698372-0.03998369837214
43171.07171.070001671239-1.67123923233703e-06
44171.07171.07000000007-6.98605617799331e-11
45171.05171.07-0.0199999999999818
46172.28171.050000835961.22999916403967
47172.74172.2799485884760.460051411524177
48172.86172.7399807707640.12001922923605
49172.86172.8599949834345.01656560913943e-06
50173.24172.859999999790.380000000209691
51173.2173.239984116754-0.0399841167541126
52173.38173.2000016712570.179998328743267
53172.89173.379992476427-0.489992476427062
54172.98172.8900204807130.0899795192868567
55172.98172.9799962390353.76096534182579e-06
56172.69172.979999999843-0.289999999842792
57172.77172.6900121214250.0799878785755084
58172.65172.769996656665-0.119996656665421
59172.3172.650005015622-0.350005015622116
60172.17172.300014629515-0.130014629515102


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
61172.170005434353171.501332963851172.838677904856
62172.170005434353171.224379520633173.115631348074
63172.170005434353171.011863014532173.328147854175
64172.170005434353170.832702416903173.507308451804
65172.170005434353170.674858332436173.665152536271
66172.170005434353170.532156127407173.8078547413
67172.170005434353170.400927751448173.939083117259
68172.170005434353170.27878325173174.061227616977
69172.170005434353170.164062553826174.175948314881
70172.170005434353170.055556963515174.284453905192
71172.170005434353169.952354011852174.387656856855
72172.170005434353169.853744799707174.486266069