Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.821375270653289
beta0.142888673652444
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
37.847.620.22
47.797.776522908602530.0134770913974718
57.837.764994749092730.0650052509072667
67.947.803419901315110.13658009868489
78.027.916664617241570.103335382758426
88.068.014730925866820.0452690741331843
98.128.070416019509560.0495839804904357
108.138.13546470545656-0.00546470545655708
117.978.15465639571023-0.184656395710227
128.018.004992223823060.00500777617693693
1388.01170125122066-0.0117012512206625
147.98.00331257675838-0.103312576758377
157.997.907551321378260.082448678621744
168.027.974046374964920.0459536250350752
178.088.015958651483990.0640413485160138
188.028.08024396392216-0.0602439639221615
198.078.03537384795840.0346261520416
208.118.072491605227090.037508394772912
218.198.116378946515990.0736210534840129
228.168.19856888398697-0.0385688839869722
238.088.18408213553337-0.104082135533369
248.228.103568799312840.116431200687158
258.158.21784463814529-0.0678446381452851
268.198.172798258896960.0172017411030385
278.318.199625758602260.110374241397736
288.38.31593694340907-0.0159369434090681
298.348.326628801691590.013371198308409
308.318.36296295648082-0.0529629564808207
318.388.338595867728670.0414041322713334
328.348.396598977258-0.0565989772579982
338.448.367462004585660.0725379954143381
348.648.452908385800790.187091614199208
358.68.65440432567057-0.054404325670566
368.618.65115629675394-0.0411562967539378
378.548.65395955322817-0.11395955322817
388.698.583589126834450.106410873165546
398.738.706714454921980.0232855450780232
408.918.76429560734410.145704392655899
419.018.939529202363910.0704707976360854
429.089.061238603791270.0187613962087294
438.949.14267711707564-0.202677117075643
449.039.018444266536520.0115557334634779
459.029.0715332228266-0.0515332228266043
468.969.06675426238001-0.106754262380012
479.039.004088867814640.0259111321853638
488.949.0534326134237-0.113432613423697
498.958.97500980829994-0.0250098082999433
508.958.96628002693846-0.0162800269384604
518.998.962809963113520.0271900368864806
528.938.99823629947052-0.0682362994705201
538.988.947273234471150.0327267655288459
548.958.98307971844581-0.0330797184458138
559.028.960951975303050.0590480246969456
568.929.0214258667048-0.101425866704801
579.18.938186602660430.161813397339573
589.069.09015682582934-0.030156825829339
598.979.08090809239725-0.110908092397246
608.898.99231551253624-0.102315512536236


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
618.898772382339568.726073337249059.07147142743007
628.889268683944368.652398000632569.12613936725615
638.879764985549168.580811365633759.17871860546456
648.870261287153968.509092002126179.23143057218174
658.860757588758768.436329348767619.2851858287499
668.851253890363568.362088115035249.34041966569188
678.841750191968368.286145673873229.39735471006349
688.832246493573168.208387007185389.45610597996093
698.822742795177968.128756020112369.51672957024356
708.813239096782768.047230617922359.57924757564317
718.803735398387567.963809003133299.64366179364182
728.794231699992367.878501730639599.70996166934512