Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.172101349199545
beta1.00695276769591e-17
gamma0.56714601229616


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
137.8978.04931704059829-0.152317040598291
146.937.03634972158939-0.106349721589392
159.5459.56775177353435-0.0227517735343454
169.119.11608281179655-0.00608281179655101
177.4597.49111593419692-0.0321159341969199
187.327.3389187211083-0.0189187211083066
1910.01710.2761594328646-0.259159432864589
2012.30711.54726272732830.759737272671716
2111.07210.33792785284310.734072147156912
2210.74911.5183009756294-0.769300975629413
239.5899.81339988896721-0.224399888967211
249.088.936068681166540.143931318833458
257.3847.89873391652774-0.514733916527737
268.0626.844977632430941.21702236756906
278.5119.64338633832118-1.13238633832118
288.6849.0085745054646-0.3245745054646
298.3067.316571200525190.989428799474812
307.6437.346379826127120.296620173872875
3110.57710.22512272336370.351877276636287
3213.74712.07979842645681.66720157354325
3311.78311.01458859439490.768411405605077
3411.61111.49497860819920.116021391800825
359.94610.1982952347580-0.252295234757987
368.6939.48910922139479-0.79610922139479
377.3037.9807229199573-0.677722919957302
387.6097.71204384688817-0.103043846888166
399.4239.180127378920880.242872621079121
408.5849.16129896664135-0.577298966641346
417.5868.04277778851734-0.456777788517337
426.8437.49839134998603-0.655391349986029
4311.81110.23923716740631.57176283259374
4413.41412.92145342590840.4925465740916
4512.10311.23206647089140.870933529108557
4611.50111.42377785283040.0772221471695875
478.2139.94747790242363-1.73447790242363
487.9828.72786414919892-0.745864149198918
497.6877.28371212759890.403287872401103
507.187.47091094812189-0.290910948121889
517.8629.06908371574186-1.20708371574186
528.0438.41561297133932-0.372612971339322
538.347.388907973048690.951092026951311
546.6926.9935609331211-0.301560933121097
5510.06510.8410381222180-0.776038122217965
5612.68412.61246009441430.0715399055856949
5711.58711.02828491450930.55871508549069
589.84310.7935843004140-0.950584300414015
598.118.28973288608468-0.179732886084679
607.947.801885974531540.13811402546846
616.4757.04943996131487-0.574439961314871
626.1216.74241679207219-0.621416792072193
639.6697.853529829579831.81547017042017
647.7788.11206159500171-0.334061595001715
657.8267.713523015605430.112476984394566
667.4036.585679253081830.81732074691817
6710.74110.40293174550170.338068254498262
6814.02312.76406422249521.25893577750484
6911.51911.6129894248065-0.0939894248065176
7010.23610.5572819280311-0.321281928031121
718.0758.52367942579023-0.448679425790234
728.1578.138788105877940.0182118941220626


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
737.031134589561185.625366134962718.43690304415965
746.800915838903475.374480659268178.22735101853877
759.163190031785157.7163833081837510.6099967553866
768.099987036505946.633091651955559.56688242105633
777.968608373182236.481895743595649.45532100276882
787.152359100199365.646089928792978.65862827160575
7910.60392165279469.0783466167880512.1294966888011
8013.339255728231211.794616105457214.8838953510051
8111.33626467206429.772792914084412.8997364300439
8210.19001009234078.6079303498000811.7720898348813
838.151882496385646.551411101603969.75235389116732
848.063433389811416.444779300985939.68208747863689