Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.245575870418928
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
225058023642214158
3279515239898.86317339139616.1368266088
4264417249627.63045722114789.369542779
5283706253259.54275563630446.4572443639
6281288260736.45799459320551.5420054065
7271146265783.4208110225362.57918897766
8283944267100.34086304616843.6591369541
9269155271236.737116643-2081.73711664317
10270899270725.51271224173.487287759839
11276507270768.1170039385738.88299606158
12319957272177.44819092947779.5518090714
13250746283910.953214668-33164.9532146676
14247772275766.440961573-27994.4409615726
15280449268891.68175554311557.3182444569
16274925271729.8802431343195.11975686584
17296013272514.52455851923498.4754414808
18287881278285.1831185799595.81688142137
19279098280641.684201614-1543.68420161435
20294763280262.59261015114500.407389849
21261924283823.542776342-21899.5427763422
22291596278445.54349726513150.4565027346
23287537281674.9782993315862.02170066925
24326201283114.54938088743086.4506191128
25255598293695.541994938-38097.541994938
26253086284339.704958709-31253.7049587094
27285261276664.5491596588596.45084034197
28284747278775.6300572895971.36994271149
29300402280242.05442856320159.9455714367
30288854285192.8506098673661.14939013292
31295433286091.9405580839341.05944191728
32307256288385.87936116718870.1206388335
33273189293019.925661958-19830.9256619582
34287540288149.92883131-609.928831309779
35290705288000.1450276672704.85497233272
36337006288664.39214185548341.6078581451
37268335300535.924569069-32200.9245690693
38259060292628.154489726-33568.1544897259
39293703284384.6257325549318.37426744559
40294262286672.9936041727589.00639582827
41312404288536.67045544223867.329544558
42301014294397.9106829226616.08931707777
43309942296022.66257573313919.337424267
44317079299440.91597935217638.0840206479
45293912303772.403815245-9860.40381524485
46304060301350.9265656342709.07343436603
47301299302016.209632307-717.209632307175
48357634301840.08025258155793.9197474195
49281493315541.720658637-34048.7206586368
50282478307180.176446241-24702.1764462412
51319111301113.91796421417997.0820357865
52315223305533.5670501539689.43294984737
53328445307913.05798067720531.9420193228
54321081312955.2075134638125.79248653661
55328040314950.70607618813089.2939238118
56326362318165.1208246978196.87917530257
57313566320178.076562891-6612.07656289113
58319768318554.3101056831213.68989431747
59324315318852.3630578985462.63694210182
60387243320193.85487973767049.1451202626
61293308336659.507053491-43351.5070534909
62295109326013.422974858-30904.4229748576
63339190318424.04240301220765.9575969877
64335678323523.66051497512154.3394850249
65345401326508.47301337718892.5269866228
66351002331148.0217725319853.9782274698
67351889336023.6797570215865.3202429804
68355773339919.81958516515853.1804148355
69333363343812.978164446-10449.9781644461
70336214341246.715680853-5032.71568085346
71343910340010.8021469573899.19785304309
72405788340968.35105365464819.6489463464


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73356886.492763902311646.165149274402126.82037853
74356886.492763902310301.969043997403471.016483807
75356886.492763902308995.4867425404777.498785304
76356886.492763902307723.711462663406049.274065141
77356886.492763902306484.015912015407288.969615789
78356886.492763902305274.08843765408498.897090154
79356886.492763902304091.882358406409681.103169398
80356886.492763902302935.57529812410837.410229684
81356886.492763902301803.536208074411969.44931973
82356886.492763902300694.298373019413078.687154785
83356886.492763902299606.537125003414166.448402801
84356886.492763902298539.05129878415233.934229024