Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.909335006287375
beta0.0820112173986116
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13269285267036.9635879382248.03641206183
14269829269956.087441595-127.087441595097
15270911271170.191826702-259.19182670163
16266844267062.253623455-218.253623455414
17271244271674.78701356-430.787013560126
18269907270275.071238274-368.071238273929
19271296272914.495646938-1618.49564693752
20270157270694.894581584-537.894581584318
21271322268996.7168201312325.28317986906
22267179268383.934385677-1204.93438567704
23264101267978.393974333-3877.39397433336
24265518260308.991110185209.00888982008
25269419271628.582124246-2209.58212424570
26268714270038.900248436-1324.90024843649
27272482269817.6277956192664.37220438116
28268351268240.110135488110.889864511730
29268175273069.616157436-4894.61615743616
30270674267210.5801639123463.41983608826
31272764273090.010729606-326.010729606496
32272599272101.221012437497.77898756275
33270333271632.364748922-1299.36474892183
34270846267185.5176994823660.48230051773
35270491271094.687152619-603.687152618659
36269160267511.7079263361648.29207366367
37274027275102.447981403-1075.44798140280
38273784274824.034737523-1040.03473752266
39276663275462.5516643841200.44833561569
40274525272360.7309149482164.2690850519
41271344278947.796646886-7603.79664688563
42271115271430.998603056-315.99860305601
43270798273309.685809758-2511.68580975791
44273911270026.6847240453884.31527595507
45273985272336.4313109921648.56868900813
46271917271064.142755852852.857244147512
47273338271909.1678552471428.83214475308
48270601270373.748501195227.251498804777
49273547276373.387849601-2826.38784960087
50275363274294.3755592871068.62444071274
51281229277007.1457612784221.85423872236
52277793276839.591703434953.408296566282
53279913281538.258895376-1625.25889537612
54282500280645.1351850971854.86481490283
55280041285071.065866953-5030.06586695346
56282166280569.1565703171596.84342968272
57290304280881.2157349229422.78426507779
58283519287335.198788099-3816.19878809917
59287816284532.0505138423283.94948615762
60285226285085.409702811140.590297188726
61287595291692.649041344-4097.64904134435
62289741289440.89696119300.103038810194
63289148292368.828148631-3220.82814863132
64288301284980.2023948833320.79760511749
65290155291869.663409974-1714.66340997408
66289648291381.338234087-1733.33823408716
67288225291839.019646254-3614.01964625437
68289351289230.559528781120.440471219423
69294735288746.4719367575988.5280632429
70305333290445.08946497114887.9105350295
71309030306356.0421431612673.95785683906
72310215306766.5523916783448.44760832243
73321935317666.334086384268.66591362015


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
74325422.61644011318581.935284816332263.297595403
75329803.748539347320181.520720576339425.976358117
76327380.366946838315458.450049121339302.283844554
77332982.676776855318675.494227277347289.859326433
78336076.143786297319534.599115959352617.688456635
79340252.288218566321450.873076376359053.703360755
80343784.157516855322754.771464654364813.543569056
81346015.722146355322825.365145904369206.079146805
82344266.049813088319171.722529072369360.377097103
83346237.360765989318977.958341959373496.763190018
84344379.765529816315241.895051493373517.63600814
85353143.58931973321962.433955165384324.744684294