Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.509341826247958
beta0.078544945072969
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13302300.9997329059831.00026709401698
14297296.6262964501440.373703549856259
15301301.157008776380-0.157008776379655
16298298.494459121936-0.494459121936472
17295296.265250448955-1.2652504489551
18287288.926160952036-1.92616095203596
19290289.0067169959160.99328300408439
20288291.030672126812-3.03067212681174
21288289.842146182603-1.84214618260268
22287288.018622230618-1.01862223061840
23274287.657135574702-13.6571355747016
24282281.6452883352650.35471166473485
25296286.483574191769.51642580824029
26292285.6541361244406.34586387555964
27298292.7190358318555.28096416814458
28296292.6309679261273.36903207387326
29292292.116232999024-0.116232999024191
30296285.20890400887010.7910959911295
31293293.878908422203-0.878908422202755
32295293.579560817561.42043918244013
33294296.024073310026-2.0240733100257
34291295.28741810765-4.28741810764978
35279287.704498014518-8.7044980145182
36284291.933090849267-7.93309084926716
37299297.5565857064521.4434142935483
38296291.2478559006574.7521440993433
39299297.1030398252771.89696017472301
40299294.3424049122624.65759508773829
41291292.814618647480-1.81461864747968
42298290.3667583519137.63324164808733
43288291.548775999850-3.54877599984974
44284290.757359124645-6.75735912464529
45277286.758948099093-9.7589480990934
46270280.075075289218-10.0750752892178
47251266.248446905583-15.2484469055829
48257266.132095343942-9.1320953439423
49269274.307243558909-5.30724355890897
50271264.4752059432336.524794056767
51268268.194901603801-0.194901603800758
52268264.0021808820033.99781911799749
53258257.2151622069550.784837793044858
54261259.0834417803051.91655821969528
55255249.9949202646355.00507973536531
56251250.4559850103270.544014989673258
57239247.465778122548-8.46577812254827
58229240.099258407255-11.0992584072547
59210221.985437880254-11.9854378802537
60218225.435476083455-7.43547608345511
61226235.322718477454-9.3227184774538
62227228.061513740369-1.06151374036861
63222223.1272086282-1.12720862820001
64215218.986616247199-3.98661624719853
65203204.706686619467-1.70668661946675
66205203.911911474981.08808852501997
67194193.9343750716960.065624928304402
68190187.5106531131972.48934688680305
69182178.9883239883193.01167601168112
70179174.5325502127224.46744978727796
71158162.892396424216-4.8923964242164
72163171.451161439866-8.4511614398663
73165179.117916333114-14.1179163331138
74169172.498741064334-3.49874106433359
75163165.224312807779-2.22431280777860
76154158.011529067990-4.01152906799032
77142143.726181146087-1.72618114608693
78146143.1805807298592.81941927014068
79133132.5402922153150.459707784685293
80131126.4793667424144.52063325758616
81128118.3020604969149.69793950308576
82120117.2877785628442.71222143715582
838899.4125193325367-11.4125193325367
8495101.894721206481-6.89472120648109


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85106.62660921416595.0943192121202118.158899216209
86112.02628153614898.868432478417125.184130593879
87106.91680566743392.107253891232121.726357443633
8899.806620152955783.3141697280492116.299070577862
8988.692897491885470.4833122189284106.902482764842
9091.332968406063671.3701840169507111.295752795176
9178.062144753811756.309031697370699.8152578102527
9273.70453073151550.123389762038197.285671700992
9365.529044616382340.081936366852690.976152865912
9455.523698941378228.172666665829982.8747312169264
9528.6041687821459-0.68860962168086857.8969471859727
9638.84010689974537.5679990260330270.1122147734576