Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.258036054059694
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3180.16191.2-11.04
4181.52195.271281963181-13.751281963181
5182.25193.08295542714-10.8329554271395
6182.19191.017662354916-8.82766235491587
7182188.679807194282-6.67980719428206
8181.65186.76617610399-5.11617610398997
9180.07185.096018210242-5.02601821024192
10182.62182.2191243036390.400875696361112
11180.38184.872564686496-4.49256468649637
12181.15181.473321022185-0.323321022184899
13180.5182.159892541426-1.65989254142576
14181.14181.0815804198730.0584195801268379
15180.93181.736654777809-0.806654777808888
16211.91181.31850876195530.5914912380453
17223.81220.1922164488223.61778355117838
18226.88233.02573504081-6.14573504080977
19226.8234.509913821583-7.7099138215828
20231.81232.440478081921-0.630478081921297
21232.06237.287792005491-5.22779200549118
22232.32236.188833184949-3.86883318494944
23228.37235.45053473609-7.08053473608987
24226.31229.673501492157-3.36350149215664
25225.72226.745596839297-1.02559683929667
26219.98225.890955877828-5.91095587782846
27219.31218.6257161473930.684283852607365
28215.19218.132286052576-2.94228605257621
29213.81213.2530701696550.556929830345439
30213.7212.0167781454651.68322185453493
31213.6212.3411100709161.25888992908372
32213.52212.5659490607130.954050939287498
33218.39212.7321286004585.65787139954176
34219.97219.0620634107730.907936589226836
35221.09220.8763437855940.213656214406313
36219.17222.051474792084-2.88147479208445
37219.17219.387950406862-0.217950406862485
38218.45219.331711343895-0.881711343894978
39216.88218.384198027897-1.50419802789665
40216.19216.426060704254-0.236060704253816
41214.59215.67514853161-1.0851485316096
42269.87213.79514108644456.0748589135556
43272.71283.544476412452-10.8344764124524
44280.35283.58879087118-3.2387908711803
45274.5290.393066054856-15.8930660548564
46268.86280.442082003151-11.5820820031512
47261.7271.813487265262-10.1134872652623
48263.98262.0438429185511.93615708144904
49263.01264.823441251888-1.81344125188787
50262.79263.385508026982-0.595508026981577
51263.59263.0118454855380.578154514461517
52267263.9610301950873.03896980491317
53267.89268.155193971953-0.265193971953238
54267.86268.97676436587-1.11676436586998
55266.84268.658598895586-1.81859889558649
56268.24267.1693348126521.07066518734808
57267.67268.845605032814-1.17560503281436
58269.07267.9722565490141.09774345098577
59270.87269.6555139374761.21448606252358
60271.68271.768895128761-0.0888951287605551
61271.63272.55595698051-0.925956980510023
62275.21272.267026695032.94297330496977
63276.66276.6064199138480.0535800861524081
64276.08278.070245507855-1.99024550785458
65278.3276.9766904103981.32330958960227
66279.06279.538151995198-0.478151995198061
67279.28280.174771541116-0.894771541116427
68279.12280.163888223362-1.04388822336176
69262.72279.734527425326-17.0145274253261
70262.55258.9441659068053.60583409319543
71260.7259.7046011078070.99539889219335
72259.14258.1114499101641.02855008983641


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73256.816852916748238.701599261245274.93210657225
74254.493705833495225.38133375837283.606077908621
75252.170558750243212.148025152933292.193092347553
76249.847411666991198.51826599749301.176557336491
77247.524264583739184.358894136671310.689635030806
78245.201117500486169.629618254758320.772616746215
79242.877970417234154.32322217756331.432718656908
80240.554823333982138.445863622378342.663783045585
81238.231676250729122.009303326819354.454049174639
82235.908529167477105.027498468359366.789559866595
83233.58538208422587.5150149428409379.655749225609
84231.26223500097369.4862674873581393.038202514587