Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.548594506058367
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2520540-20
3550529.02810987883320.9718901211673
4440540.533173580965-100.533173580965
5570485.38122687783584.6187731221647
6560531.80262092205428.1973790779457
7600547.2715481694652.7284518305396
8620576.19808715665843.8019128433423
9690600.22757589736389.7724241026373
10600649.476234555611-49.4762345556112
11570622.333844097948-52.3338440979478
12710593.623784744899116.376215255101
13600657.467137069713-57.4671370697131
14450625.940981394365-175.940981394365
15530529.4207256108990.579274389100988
16400529.73851235826-129.73851235826
17560458.564677254333101.435322745667
18460514.211538032863-54.2115380328632
19610484.47138610306125.52861389694
20550553.335694040043-3.33569404004334
21580551.50575061578428.4942493842161
22650567.13753928222282.8624607177782
23640612.59542999047227.4045700095278
24760627.629426538591132.370573461409
25550700.247195903316-150.247195903316
26460617.822409680081-157.822409680081
27510531.241902796696-21.2419027966959
28370519.588711624203-149.588711624203
29530437.52516625881692.4748337411843
30410488.25635199789-78.2563519978903
31580445.325347227678134.674652772322
32550519.20712184389230.7928781561079
33490536.099925626058-46.0999256260576
34700510.809759697903189.190240302097
35630614.59848612749615.4015138725042
36720623.04767202293396.9523279770667
37540676.235186500721-136.235186500721
38500601.497311654588-101.497311654588
39450545.816444101187-95.8164441011872
40370493.252069277227-123.252069277227
41490425.63666121141564.3633387885849
42440460.946035262406-20.9460352624062
43600449.455155393745150.544844606255
44580532.04323006014747.9567699398527
45500558.352050577456-58.3520505774555
46670526.340436213423143.659563786577
47620605.15128364948114.8487163505191
48800613.297207861395186.702792138605
49640715.721333894391-75.7213338943909
50390674.181026128517-284.181026128517
51390518.280876468383-128.280876468383
52390447.906692405476-57.9066924054761
53460416.1393990878243.8606009121799
54460440.20108378066119.7989162193394
55620451.0626604445168.9373395555
56570543.74075679276426.2592432072357
57510558.146433349504-48.1464333495043
58640531.733564527661108.266435472339
59590591.127936218309-1.12793621830883
60850590.50915660576259.49084339424
61670732.864407664292-62.8644076642925
62390698.377338993048-308.377338993048
63410529.203225028563-119.203225028563
64340463.808990673454-123.808990673454
65470395.88805858936674.1119414106345
66540436.545462480559103.454537519441
67680493.300053390534186.699946609466
68670595.72261838187774.2773816181226
69540636.47078186198-96.4707818619802
70630583.54744093734346.4525590626574
71560609.031059631468-49.0310596314682
72800582.132889691425217.867110308575
73610701.653589457521-91.6535894575213
74490651.372933820596-161.372933820596
75440562.844628900096-122.844628900096
76330495.452740386725-165.452740386725
77490404.68627599826685.3137240017339
78590451.488916276997138.511083723003
79690527.475335835627162.524664164373
80650616.63547369518333.3645263048168
81480634.939069523246-154.939069523246
82690549.940347208998140.059652791002
83540626.776303250584-86.776303250584
84830579.171300031259250.828699968741
85690716.774546795873-26.7745467958728
86500702.086177521454-202.086177521454
87460591.222810782849-131.222810782849
88310519.234697717841-209.234697717841
89490404.4496920730585.5503079269497
90470451.38212099337618.6178790066235
91710461.59578713087248.40421286913
92710597.868973592628112.131026407372
93540659.383438638398-119.383438638398
94700593.890340087017106.109659912983
95520652.101516555001-132.101516555001
96810579.631350330949230.368649669051
97690706.010325907475-16.0103259074751
98510697.22714907443-187.22714907443
99390594.515363707227-204.515363707227
100270482.319358772913-212.319358772913
101530365.842125020258164.157874979742
102510455.89823336036154.1017666396394
103670485.578165306919184.421834693081
104770586.750970616748183.249029383252
105570687.280381376928-117.280381376928
106640622.94100848511517.0589915148847
107480632.299477509077-152.299477509077
108830548.748820872038281.251179127962


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
109703.041672564075449.317843696247956.765501431904
110703.041672564075413.645655642032992.437689486119
111703.041672564075381.9119045802641024.17144054789
112703.041672564075353.0436709121661053.03967421598
113703.041672564075326.3815148153131079.70183031284
114703.041672564075301.4857639905421104.59758113761
115703.041672564075278.0458831904531128.0374619377
116703.041672564075255.8328910533571150.25045407479
117703.041672564075234.6721949768881171.41115015126
118703.041672564075214.4270587729121191.65628635524
119703.041672564075194.9880198016131211.09532532654
120703.041672564075176.265830900591229.81751422756