Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.365156398722266
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
23037-7
34734.443905208944112.5560947910559
43539.0288435648615-4.0288435648615
53037.5576855577013-7.5576855577013
64334.79794831677588.20205168322419
78237.792979971555944.2070200284441
84053.9354562033856-13.9354562033856
94748.8468352016055-1.84683520160546
101948.1724515103537-29.1724515103537
115237.51994417493314.480055825067
1213642.807429213311893.1925707866882
138076.83729274944883.16270725055122
144277.9921755392729-35.9921755392729
155464.8494023371723-10.8494023371723
166660.88767365144155.11232634855845
178162.754472329974118.2455276700259
186369.4169435067482-6.41694350674823
1913767.073755525019869.9262444749802
207292.6077711336764-20.6077711336764
2110785.082711640810421.9172883591896
225893.0859497278095-35.0859497278095
233680.2740906794521-44.2740906794521
245264.1071231702403-12.1071231702403
257959.686129674508519.3138703254915
267766.738713007953810.2612869920462
275470.485687612225-16.4856876122250
288464.465833293284719.5341667067153
294871.5988592599492-23.5988592599492
309662.981584798632633.0184152013674
318375.03847038508047.96152961491958
326677.9456738675851-11.9456738675851
336173.583634617787-12.5836346177871
345368.9886399179191-15.9886399179191
353063.1502857450247-33.1502857450247
367451.045246785757422.9547532142426
376959.42732180302869.5726781969714
385962.9228464995618-3.92284649956183
394261.4903939990416-19.4903939990416
406554.373351916673510.6266480833265
417058.253740461269911.7462595387301
4210062.542962292889637.4570377071104
436376.2206392888222-13.2206392888222
4410571.393038257309833.6069617426902
458283.6648353792675-1.66483537926752
468183.0569100877088-2.05691008770877
477582.3058162075855-7.30581620758554
4810279.638050671496822.3619493285032
4912187.803659556702933.1963404432971
509899.9255156837356-1.92551568373557
517699.2224013109794-23.2224013109794
527790.742592878579-13.7425928785790
536385.7243971539308-22.7243971539308
543777.4264381260669-40.4264381260669
553562.6644655667838-27.6644655667838
562352.5626089478409-29.5626089478409
574041.7676331276127-1.76763312761265
582941.1221705804714-12.1221705804714
593736.69568242660950.30431757339052
605136.806805935776714.1931940642233
612041.9895415666347-21.9895415666347
622833.9599197586088-5.95991975860879
631331.7836169228815-18.7836169228815
642224.9246590123435-2.92465901234348
652523.85670105990551.14329894009448
661324.2741839835334-11.2741839835334
671620.1573435615741-4.15734356157409
681318.6392629583785-5.6392629583785
691616.5800500050491-0.580050005049131
701716.36824103412660.631758965873445
71916.5989318629654-7.5989318629654
721713.82413326974913.17586673025092
732514.983821327789410.0161786722106
741418.6412930606926-4.64129306069257
75816.9464952012354-8.94649520123542
76713.6796252323663-6.67962523236626
771011.240517337701-1.24051733770101
78710.7875344941136-3.78753449411358
79109.40449203820670.595507961793299
8039.62194558094558-6.62194558094558


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
817.20389978007267-36.933000232124351.3407997922696
827.20389978007267-39.783539906716554.1913394668618
837.20389978007267-42.470772176092556.8785717362378
847.20389978007267-45.01991260073359.4277121608784
857.20389978007267-47.450286932553261.8580864926985
867.20389978007267-49.777094163974664.1848937241199
877.20389978007267-52.012544021328766.420343581474
887.20389978007267-54.166620521758768.574420081904
897.20389978007267-56.2476116893270.6554112494653
907.20389978007267-58.262487422700772.670286982846
917.20389978007267-60.217175552618574.6249751127638
927.20389978007267-62.116767734380776.524567294526