Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.422981882109855
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
37.547.40.14
47.567.469217463495380.0907825365046202
57.577.527616831648810.0423831683511899
67.567.555544143967780.00445585603222387
77.577.54742889033870.0225711096613042
87.617.566976060784540.0430239392154572
97.617.62517440756968-0.0151744075696767
107.67.61875590809595-0.0187559080959536
117.617.600822498788850.00917750121115368
127.617.61470441552421-0.00470441552420642
137.627.612714532991550.00728546700844923
147.77.625796153538830.0742038464611667
157.737.73718303617477-0.00718303617476845
167.757.7641447420143-0.0141447420143024
177.767.77816177241513-0.0181617724151346
187.767.78047967173653-0.0204796717365294
197.777.77181714164042-0.00181714164042024
207.797.781048523649290.00895147635070526
217.797.80483483596378-0.0148348359637787
227.797.79855996912703-0.00855996912702839
237.837.794939257274880.0350607427251246
247.837.84976931622092-0.019769316220918
257.887.841407253637770.0385927463622302
267.957.907731286129850.0422687138701461
278.017.995610186277010.0143898137229881
288.058.06169681676877-0.0116968167687705
298.18.096749275197220.00325072480277555
308.18.14812427289252-0.0481242728925224
318.168.127768577369270.0322314226307263
328.188.2014018851767-0.0214018851766973
338.28.21234927550396-0.0123492755039596
347.998.2271257557086-0.2371257557086
358.017.916825857262260.0931741427377437
368.027.976236831521440.0437631684785611
378.038.004747858891590.0252521411084086
388.048.025429057064930.0145709429350696
398.078.041592301931720.0284076980682801
408.088.08360824352705-0.0036082435270508
418.088.09208202188887-0.0120820218888671
428.18.086971545530620.0130284544693779
438.118.11248234572306-0.00248234572306139
448.158.121432358457070.0285676415429279
458.168.17351595324434-0.0135159532443403
468.178.17779894990254-0.00779894990254171
478.188.18450013539428-0.0045001353942844
488.158.19259665965546-0.0425966596554588
498.158.14457904438280.00542095561719869
508.178.14687201039260.023127989607401
518.168.17665473096615-0.0166547309661542
528.158.15961008151606-0.00961008151605647
538.168.145545191149170.0144548088508341
548.158.16165931340243-0.0116593134024292
558.188.146727635075360.0332723649246383
568.198.19080124261343-0.00080124261343073
578.188.20046233150477-0.0204623315047741
588.28.181807136012530.0181928639874691
598.218.209502387862920.000497612137083436
608.228.219712868781220.000287131218776437
618.238.229834320084550.000165679915445693
628.258.239904399687020.0100956003129831
638.288.264174655708430.015825344291569
648.288.30086848962191-0.0208684896219147
658.298.29204149660485-0.00204149660484809
668.38.30117798052861-0.00117798052860607
678.348.310679716107530.0293202838924707
688.388.363081664972360.0169183350276398
698.398.41023781416452-0.020237814164517
708.448.411677585439420.0283224145605789
718.468.47365745365615-0.0136574536561476
728.468.48788059820384-0.0278805982038435


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
738.476087610301248.392293615567468.55988160503501
748.492175220602478.346439240385178.63791120081976
758.50826283090378.295742036492468.72078362531494
768.524350441204938.239197445668958.80950343674092
778.540438051506178.176854683795818.90402141921653
788.55652566180748.108955050370059.00409627324475
798.572613272108638.035766503811249.10946004040603
808.588700882409877.957542956506759.21985880831298
818.60478849271117.874514888130539.33506209729168
828.620876103012337.786888966475119.45486323954955
838.636963713313577.694850234243519.57907719238363
848.65305132361487.598564818683259.70753782854635