Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.335957853720046
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13164.257172.438913995726-8.18191399572646
14162.401167.845569296834-5.44456929683378
15152.779154.149940381206-1.37094038120634
16156.005153.0480874262582.95691257374165
17153.387146.7802939946046.60670600539603
18153.19145.8102606641037.37973933589694
19148.84160.178933952171-11.3389339521713
20144.211126.13600527122718.0749947287733
21145.953109.31691693940736.6360830605933
22145.542111.0508636729234.4911363270801
23150.271122.88390703883127.3870929611685
24147.489177.207957909464-29.7189579094639
25143.824199.357605098104-55.5336050981041
26134.754180.673800135403-45.9198001354028
27131.736156.085260826708-24.3492608267076
28126.304150.137537417785-23.8335374177853
29125.511137.292898570618-11.7818985706176
30125.495130.658395825784-5.16339582578428
31130.133128.3831163602921.74988363970843
32126.257118.2695670770687.98743292293196
33110.323110.386828064843-0.0638280648428662
3498.41798.36681639235980.0501836076402071
35105.74993.91176699860911.837233001391
36120.665105.090895705815.5741042941998
37124.075125.315089136187-1.24008913618736
38127.245131.255588948316-4.0105889483157
39146.731135.07052550009611.6604744999035
40144.979141.5630175638773.41598243612307
41148.21145.8758650479942.33413495200583
42144.67148.378719396301-3.70871939630055
43142.97151.182858836013-8.21285883601323
44142.524141.8642435870390.659756412960519
45146.142126.17333747518719.9686625248126
46146.522120.95910690156925.5628930984314
47148.128132.90235020866115.2256497913388
48148.798147.7012841817611.09671581823909
49150.181151.896352158812-1.71535215881235
50152.388155.837454984393-3.44945498439318
51155.694170.247155504988-14.5531555049876
52160.662162.458282489093-1.79628248909265
53155.52164.301636310613-8.78163631061335
54158.262159.057350031981-0.795350031980718
55154.338159.849320369733-5.51132036973303
56158.196157.3300986586780.865901341322314
57160.371154.5303760113465.8406239886543
58154.856148.2845248107366.57147518926416
59150.636146.9830868857043.6529131142957
60145.899148.511861442972-2.61286144297247
61141.242149.593336150172-8.35133615017227
62140.834150.153510674526-9.31951067452638
63141.119155.217794758901-14.0987947589012
64139.104156.052669141372-16.9486691413718
65134.437148.166890320289-13.729890320289
66129.425146.563429926174-17.1384299261735
67123.155138.733211154624-15.5782111546239
68119.273137.066682414155-17.7936824141549
69120.472131.301551560905-10.8295515609052
70121.523119.9405399613931.58246003860681
71121.983115.0249549898576.95804501014331
72123.658113.50337618000110.1546238199992
73124.794115.0635987726099.73040122739131
74124.827121.0555662887333.77143371126709
75120.382127.344209891057-6.96220989105748
76117.395128.684239307056-11.2892393070558
77115.79124.837195183141-9.04719518314126
78114.283122.543509041355-8.26050904135543
79117.271118.731948537492-1.46094853749177
80117.448120.337058756076-2.8890587560762
81118.764124.203729676266-5.43972967626601
82120.55122.895569891242-2.34556989124236
83123.554120.2299473971353.32405260286501
84125.412119.6101633513455.80183664865532
85124.182119.4263312272724.75566877272806
86119.828119.7899927260760.0380072739236255
87115.361117.696770660398-2.33577066039764
88114.226117.717758770279-3.49175877027865
89115.214117.979151264022-2.76515126402218
90115.864118.318359868319-2.45435986831882
91114.276120.972615529753-6.69661552975299
92113.469119.870436928151-6.40143692815131
93114.883120.863343823901-5.98034382390092
94114.172121.428212974727-7.25621297472739
95111.225120.877689659491-9.65268965949137
96112.149117.543620170746-5.39462017074642
97115.618112.9035508826582.71444911734156
98118.002109.448722539988.55327746002034
99121.382108.6399837755712.7420162244304
100120.663112.9588479805667.70415201943382
101128.049117.4640926416210.5849073583798


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
102122.49473687318495.4376065267439149.551867219624
103123.15651745374894.6132623753835151.699772532113
104124.50013046485494.5443878041734154.455873125535
105127.9232739404496.6187115535086159.227836327371
106129.65005567756597.052437143052162.247674212078
107129.94595257819396.1046487911647163.787256365222
108132.68231759239297.6414421768107167.723193007973
109135.23937709289899.0386580700021171.440096115793
110134.74983635515797.4252979700818172.074374740233
111133.84905593233295.433560705232172.264551159431
112130.5417855551591.0654713727484170.018099737551
113134.37170279720393.8623398139123174.881065780493