Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.774547992317058
beta0.0167647991621556
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13106.42104.9354821377681.48451786223234
14107.35107.0252135185130.324786481487308
15107.58107.5575313977730.0224686022270646
16108.2108.258691243135-0.0586912431351436
17108.29108.354495965813-0.0644959658130944
18108.76108.788789208367-0.028789208366689
19110.69110.5422017522080.147798247792068
20110.56110.8078347664-0.247834766400032
21108.81109.391968200977-0.581968200977258
22108.81108.6686488007730.141351199226833
23108.81108.7516323576770.0583676423229917
24109.74108.8758965059580.864103494041686
25109.57109.940244398497-0.37024439849661
26110.44110.3473780235930.0926219764072869
27111.2110.6301471966110.56985280338904
28111.44111.757021317456-0.317021317455527
29111.83111.6513053340520.178694665947972
30112.87112.296257464230.573742535770478
31115.07114.6277213934370.442278606563221
32115.35115.0428696953430.307130304656923
33113.81113.93987690589-0.129876905889603
34114.66113.744342729940.915657270060365
35114.51114.4341207013110.0758792986893155
36115.11114.7941833035950.315816696404752
37114.54115.182474094746-0.642474094746348
38115.39115.539047388612-0.149047388611947
39115.65115.771977408622-0.121977408621987
40116.46116.1903296693190.269670330680555
41116.18116.676497753022-0.496497753022439
42116.63116.917709193191-0.287709193190949
43118.84118.6119776700020.228022329997984
44118.77118.826435763594-0.056435763594024
45117.83117.2909991006120.539000899388171
46117.66117.850777203411-0.190777203410548
47117.36117.474228684201-0.114228684200697
48118117.7333596018510.266640398148837
49117.34117.848008712834-0.5080087128337
50118.04118.429029406922-0.389029406922461
51118.17118.472508925834-0.302508925833521
52118.82118.832629700313-0.0126297003125302
53119118.9060086376040.0939913623957835
54118.89119.651254441392-0.761254441391827
55121.4121.1153683851890.284631614810692
56121.01121.287709058048-0.277709058047535
57120.21119.6650254892730.544974510726576
58120.39120.0411368489290.348863151070887
59120.09120.0779165100390.0120834899611708
60120.76120.5150486999310.244951300068649
61120.33120.415885306087-0.0858853060873486
62120.84121.365069557221-0.52506955722103
63121.49121.3190918117850.170908188215321
64122.29122.1225014381960.167498561804038
65121.91122.35749523201-0.447495232009885
66122.46122.490649841635-0.0306498416354941
67124.94124.8224959821820.117504017817893
68124.6124.728760262186-0.128760262186248
69123.09123.367069256285-0.277069256284676
70123.25123.0476243292120.2023756707883
71123.01122.8738955550350.136104444964957
72123.82123.4585662427330.361433757266738


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73123.3548978662122.571070836178124.138724896223
74124.284021539612123.284273700275125.28376937895
75124.812218573021123.630464848308125.993972297735
76125.494645969651124.148851646604126.840440292698
77125.452057803294123.961018753321126.943096853268
78126.03962568709124.406648197036127.672603177145
79128.495904712101126.706842631952130.284966792249
80128.244909692968126.33723713354130.152582252396
81126.909176172391124.902053918704128.916298426079
82126.913364888931124.792022872699129.034706905163
83126.556194623689124.32940569348128.782983553897
84127.098293831845123.494410141511130.702177522178