Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.365156398722376
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
23037-7
34734.443905208943412.5560947910566
43539.0288435648624-4.02884356486239
53037.5576855577014-7.55768555770143
64334.79794831677518.20205168322494
78237.792979971556344.2070200284437
84053.9354562033907-13.9354562033907
94748.8468352016072-1.84683520160717
101948.1724515103546-29.1724515103546
115237.519944174930414.4800558250696
1213642.807429213311893.1925707866882
138076.83729274945893.1627072505411
144277.9921755392796-35.9921755392796
155464.8494023371727-10.8494023371727
166660.88767365144065.11232634855941
178162.754472329974118.2455276700259
186369.4169435067502-6.41694350675019
1913767.073755525020469.9262444749796
207292.6077711336843-20.6077711336843
2110785.082711640813221.9172883591868
225893.0859497278137-35.0859497278137
233680.274090679451-44.2740906794509
245264.1071231702347-12.1071231702347
257959.686129674503619.3138703254964
267766.738713007952810.2612869920472
275470.4856876122255-16.4856876122255
288464.465833293283219.5341667067168
294871.5988592599504-23.5988592599504
309662.981584798630733.0184152013693
318375.03847038508297.96152961491713
326677.9456738675876-11.9456738675876
336173.5836346177873-12.5836346177873
345368.9886399179179-15.9886399179179
353063.1502857450222-33.1502857450222
367451.045246785752222.9547532142478
376959.42732180302789.57267819697222
385962.9228464995624-3.92284649956236
394261.4903939990415-19.4903939990415
406554.373351916671310.6266480833287
417058.253740461269611.7462595387304
4210062.542962292890837.4570377071092
436376.220639288827-13.220639288827
4410571.393038257311433.6069617426886
458283.6648353792722-1.66483537927222
468183.0569100877116-2.05691008771157
477582.3058162075871-7.30581620758709
4810279.63805067149722.361949328503
4912187.803659556705433.1963404432946
509899.9255156837408-1.92551568374081
517699.2224013109826-23.2224013109826
527790.7425928785784-13.7425928785784
536385.724397153929-22.7243971539289
543777.4264381260632-40.4264381260632
553562.664465566777-27.664465566777
562352.5626089478336-29.5626089478336
574041.7676331276048-1.76763312760479
582941.1221705804663-12.1221705804663
593736.69568242660490.304317573395132
605136.806805935773814.1931940642262
612041.9895415666344-21.9895415666344
622833.9599197586062-5.9599197586062
631331.7836169228792-18.7836169228792
642224.92465901234-2.92465901233998
652523.8567010599031.14329894009703
661324.2741839835319-11.2741839835319
671620.1573435615719-4.15734356157191
681318.6392629583767-5.63926295837666
691616.5800500050473-0.580050005047347
701716.36824103412540.631758965874639
71916.5989318629647-7.59893186296472
721713.82413326974783.17586673025219
732514.983821327788910.0161786722111
741418.6412930606934-4.64129306069337
75816.9464952012354-8.94649520123543
76713.6796252323653-6.67962523236528
771011.2405173376997-1.24051733769967
78710.7875344941126-3.78753449411259
79109.404492038205660.59550796179434
8039.62194558094498-6.62194558094498


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
817.20389978007156-36.933000232125451.3407997922685
827.20389978007156-39.783539906719254.1913394668624
837.20389978007156-42.470772176096756.8785717362399
847.20389978007156-45.019912600738659.4277121608818
857.20389978007156-47.4502869325661.8580864927031
867.20389978007156-49.777094163982564.1848937241256
877.20389978007156-52.012544021337666.4203435814808
887.20389978007156-54.166620521768768.5744200819118
897.20389978007156-56.247611689330970.655411249474
907.20389978007156-58.262487422712572.6702869828556
917.20389978007156-60.217175552631274.6249751127743
927.20389978007156-62.116767734394276.5245672945373