Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.975824090716957
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
29293-1
39192.024175909283-1.02417590928304
48991.0247603838727-2.0247603838727
58789.0489504233604-2.04895042336041
68687.0495352395606-1.04953523956061
78786.0253734687410.97462653125902
88986.97643751739542.02356248260456
99088.9510785369921.04892146300801
109089.97464136986530.0253586301347184
119189.99938693205831.00061306794169
129390.9758092692422.02419073075798
139392.95106334852160.0489366514783853
148792.9988169119532-5.99881691195324
158987.1450268534691.85497314653104
169288.9551543374873.04484566251301
179891.92638808748226.07361191251778
189297.8531649093826-5.85316490938256
199292.141505583868-0.141505583867925
208792.0034210261586-5.00342102615863
219287.12096225283334.87903774716672
229891.8820448260366.11795517396405
2310197.85209287071653.14790712928348
24102100.9238964828111.076103517189
25102101.9739842189890.0260157810107273
2690101.999371044838-11.9993710448384
278790.2900957058336-3.29009570583359
289287.07954105531684.92045894468323
2910591.881043430922413.1189565690776
3090104.682837296098-14.6828372960978
318890.3549709424881-2.35497094248814
328388.0569335638698-5.05693356386979
339883.122255967090514.8777440329095
3410997.64031700992411.359682990076
35118108.7253693345489.2746306654522
36118117.7757773703980.224222629601698
37115117.994579214048-2.99457921404755
38107115.07239667542-8.0723966754197
39101107.195157529722-6.19515752972168
40111101.1497735664339.85022643356729
41128110.76186181932517.2381381806753
42115127.583252335135-12.5832523351354
43111115.30421156694-4.30421156693987
44105111.104058228377-6.10405822837737
45120105.14757115798814.8524288420123
46132119.64092902768312.3590709723173
47135131.7012082213513.29879177864944
48142134.9202487092167.07975129078429
49139141.828840575047-2.82884057504748
50127139.068389793119-12.0683897931185
51113127.291764296831-14.2917642968308
52130113.34551639713516.6544836028652
53143129.59736271526113.4026372847388
54139142.675979056851-3.67597905685062
55137139.088870136205-2.08887013620478
56134137.050500334917-3.05050033491693
57139134.0737486193654.92625138063516
58157138.88090339351618.1190966064837
59152156.561954364151-4.56195436415095
60153152.1102893948610.889710605138902
61147152.978490437122-5.97849043712199
62132147.144535442457-15.1445354424574
63117132.366132914991-15.3661329149907
64123117.3714902353845.628509764616
65139122.86392565853216.1360743414681
66134138.609895730536-4.60989573053624
67134134.111448420986-0.111448420985738
68128134.002694366915-6.00269436691548
69118128.145120594468-10.1451205944684
70144118.24526751515725.7547324848426
71140143.377355923837-3.3773559238374
72151140.08165065043110.9183493495688
73144150.736038976604-6.73603897660425
74135144.162849867225-9.16284986722542
75122135.221520227164-13.2215202271642
76124122.3196422735961.68035772640415
77146123.95937582404322.0406241759566
78146145.467147869380.532852130619574
79147145.9871178152291.01288218477114
80148146.9755126521871.02448734781345
81132147.975232086818-15.9752320868176
82161132.38621576170628.6137842382935
83159160.30823574801-1.30823574801045
84173159.03162778876513.9683722112353


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85172.662301900589154.070183847756191.254419953423
86172.662301900589146.684963317133198.639640484045
87172.662301900589140.976699711764204.347904089415
88172.662301900589136.150212775787209.174391025392
89172.662301900589131.891136618658213.433467182521
90172.662301900589128.036713000995217.287890800183
91172.662301900589124.489711656504220.834892144675
92172.662301900589121.186543363064224.138060438115
93172.662301900589118.082919500249227.24168430093
94172.662301900589115.146527982545230.178075818634
95172.662301900589112.35293682699232.971666974188
96172.662301900589109.683140412287235.641463388892