Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0770948683103005
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2614617-3
3647616.76871539506930.2312846049309
4580619.099392300537-39.0993923005375
5614616.085029800115-2.08502980011474
6636615.92428470225220.0757152977482
7388617.472019329367-229.472019329367
8356599.780904218271-243.780904218271
9639580.98664751099758.013352489003
10753585.459179281376167.540820718624
11611598.37571679127812.6242832087222
12639599.34898424276639.6510157572338
13630602.4058740809427.5941259190603
14586604.533239584808-18.5332395848076
15695603.10442191965491.8955780803465
16552610.189099410057-58.1890994100568
17619605.70301845394313.2969815460566
18681606.72814749516174.2718525048389
19421612.454126183184-191.454126183184
20307597.693995537628-290.693995537628
21754575.282980233059178.717019766941
22690589.061145336801100.938854663199
23644596.84301304445347.1569869555474
24643600.47857474370142.5214252562989
25608603.7567584242024.24324157579827
26651604.08389057469746.9161094253033
27691607.70088185247283.2991181475279
28627614.1228163964212.8771836035801
29634615.11558117054618.8844188294545
30731616.571472953319114.428527046681
31475625.393325176924-150.393325176924
32337613.798771577661-276.798771577661
33803592.459006734428210.540993265572
34722608.690636884158113.309363115842
35590617.426207311897-27.4262073118974
36724615.311787470936108.688212529064
37627623.6910909027463.30890909725417
38696623.94619081384972.0538091861506
39825629.501169744311195.498830255689
40677644.57312631769132.4268736823086
41656647.0730718739448.92692812605628
42785647.761292222238137.238707777762
43412658.34169232544-246.34169232544
44352639.350011996274-287.350011996274
45839617.196800662458221.803199337542
46729634.29668910618994.7033108938111
47696641.59782838809754.4021716119033
48641645.791956644311-4.79195664431074
49695645.42252137786949.577478622131
50638649.244690563399-11.2446905633989
51762648.377782625224113.622217374776
52635657.137472510856-22.1374725108562
53721655.43078698290965.5692130170911
54854660.485836825672193.514163174328
55418675.404785751774-257.404785751774
56367655.5601976918-288.5601976918
57824633.313687251157190.686312748843
58687648.01462342110538.9853765788946
59601651.020195894483-50.0201958944828
60676647.16389547914228.8361045208578
61740649.3870111597690.6129888402402
62691656.37280760160134.6271923983991
63683659.04238643951123.9576135604891
64594660.889395501986-66.8893955019859
65729655.73256636440573.2674336355954
66731661.38110951197569.6188904880255
67386666.748368706058-280.748368706058
68331645.104110192333-314.104110192333
69706620.88829518133185.1117048186693
70715627.44997085599187.5500291440088
71657634.19962882341222.8003711765884
72653635.95742043669717.0425795633034
73642637.2713158637974.72868413620279
74643637.6358731445595.36412685544121
75718638.04941979807979.9505802019212
76654644.2131992500789.78680074992189
77632644.967711365072-12.9677113650724
78731643.96796736509687.0320326349038
79392650.677690459862-258.677690459862
80344630.734967979046-286.734967979046
81792608.629173382743183.370826617257
82852622.766123112752229.233876887248
83649640.4388786636348.56112133636623
84629641.098897185649-12.0988971856494
85685640.16613430042244.833865699578
86617643.622595272373-26.6225952723727
87715641.57012979577173.4298702042294
88715647.23119596920867.7688040307918
89629652.455822991509-23.4558229915086
90916650.647499406869265.352500593131
91531671.104815495905-140.104815495905
92357660.303453195609-303.303453195609
93917636.920313413434280.079686586566
94828658.513019967216169.486980032784
95708671.57959637315436.4204036268461
96858674.387422594574183.612577405426
97775688.5430100697686.4569899302403
98785695.20840032293789.7915996770635
991006702.130871875411303.869128124589
100789725.55762229174263.4423777082579
101734730.4487040464533.55129595354742
102906730.722490740322175.277509259678
103532744.235487234455-212.235487234455
104387727.873220295342-340.873220295342
105991701.593644266164289.406355733836
106841723.905389149628117.094610850372
107892732.932782752984159.067217247016
108782745.19604891912936.8039510808715
109811748.03344468100762.966555318993
110792752.88784297127839.112157028722
111978755.903189566739222.096810433261
112773773.025713919229-0.0257139192291334
113796773.02373150801222.9762684919875
114946774.795083901664171.204916098336
115594787.994104362342-193.994104362342
116438773.038154433552-335.038154433552
1171023747.208432038571275.791567961429
118868768.47054665164999.529453348351
119791776.14375675053614.8562432494637
120760777.28909686744-17.2890968674395
121779775.956196221243.04380377875975
122852776.19085787272675.8091421272738
1231001782.035353701745218.964646298255
124734798.916404272721-64.9164042727207
125996793.911682634137202.088317365863
126869809.49165484850859.5083451514915
127599814.079442881327-215.079442881327
128426797.497921556138-371.497921556138
1291138768.857338216217369.142661783783
1301091797.316343114152293.683656885848
131830819.95784596665410.0421540333464
132909820.73204450940688.2679554905937


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
133827.537050913973527.0157167992641128.05838502868
134827.537050913973526.1239478062961128.95015402165
135827.537050913973525.2348094536871129.83929237426
136827.537050913973524.3482785974061130.72582323054
137827.537050913973523.4643324308091131.60976939714
138827.537050913973522.5829484777941132.49115335015
139827.537050913973521.7041045861291133.36999724182
140827.537050913973520.827778920961134.24632290699
141827.537050913973519.9539499584781135.12015186947
142827.537050913973519.0825964797521135.99150534819
143827.537050913973518.213697564721136.86040426323
144827.537050913973517.3472325863221137.72686924162