Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.594886274163376
beta0.0322225119939658
gamma0.93989494567203


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
136860.88949394743177.11050605256828
146865.05549887559082.94450112440924
156866.37663566699761.62336433300239
167068.86561900231981.13438099768018
176665.23904596464970.760954035350323
186463.36676059966040.633239400339569
197270.40015962326811.59984037673190
208074.8131012737165.18689872628394
218480.01771194668453.98228805331553
228282.8146920752238-0.814692075223775
238384.0966887782759-1.09668877827586
248686.8359440422374-0.835944042237401
2599103.758392118631-4.75839211863149
2610097.76829963304892.23170036695112
279597.0994417215807-2.09944172158070
289897.11609257320980.883907426790188
2910390.890354515793812.1096454842062
3010794.10157766126312.8984223387371
31114112.5027899000961.49721009990445
32123120.4324281515752.56757184842461
33132123.9698178312358.03018216876497
34137126.17684162869710.8231583713033
35141134.9460645139516.05393548604906
36146144.0691412793861.93085872061408
37156171.700550261588-15.7005502615883
38156161.174781575277-5.17478157527711
39143151.933368234723-8.93336823472342
40143149.907629134552-6.90762913455166
41151141.1666705749679.83332942503304
42149140.7359860798948.26401392010578
43156153.8178446242332.18215537576663
44166164.6758903766721.32410962332764
45177170.2464781292476.75352187075276
46180171.4397395408618.56026045913947
47189176.53121745562412.4687825443758
48195188.5532489091406.4467510908604
49205217.427781000438-12.4277810004377
50209213.276833343379-4.27683334337857
51199199.880640003582-0.880640003581846
52191204.567872881927-13.5678728819266
53198198.317350814738-0.317350814737949
54200188.49512040367211.5048795963284
55208202.5569457880865.44305421191393
56224217.5366683444496.46333165555052
57234230.0408786800193.95912131998134
58243229.03941151044513.9605884895547
59249238.66300937057210.3369906294276
60258247.30859898310710.6914010168932
61274276.252714267061-2.25271426706104
62270283.068945235288-13.0689452352884
63261262.352714727390-1.35271472738958
64258261.422039730643-3.42203973064284
65261268.490490350596-7.49049035059602
66258256.7240475432221.27595245677782
67264263.3634422988440.636557701156278
68270278.593349651185-8.5933496511854
69267282.218345610810-15.2183456108104
70287272.63677644389214.3632235561081
71297280.16164350682716.8383564931733
72306292.35764402730813.6423559726915
73322320.2627417984151.73725820158489
74323325.1333943394-2.13339433939996
75309313.14001495548-4.14001495548018
76303309.007880394555-6.00788039455495
77306313.727655202529-7.72765520252904
78301303.872604393695-2.87260439369464
79316308.1660433893547.83395661064583
80327325.660335022471.33966497752999
81330333.338934680628-3.3389346806278
82342344.229696292912-2.22969629291248
83359342.09736201100616.9026379889937
84379352.64876999809826.3512300019017


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85386.329402892636370.782252790757401.876552994515
86388.768981491809370.430228513682407.107734469936
87374.587468006574354.1033094465395.071626566647
88371.396187099717348.703553699606394.088820499829
89380.513364866514355.271503287684405.755226445344
90376.197351854313349.113589100998403.281114607627
91388.708029511585358.955777148597418.460281874572
92401.309581687412368.888120753673433.731042621151
93407.391412059784372.739049688733442.043774430835
94423.681805832528386.064980205328461.298631459728
95431.394258390896391.453971874856471.334544906935
96435.463717291297396.313699677362474.613734905232