Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.932952155499902
beta0.189496457771257
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131.251.55613514957265-0.306135149572649
141.261.241740261726990.0182597382730081
151.261.206551776803160.0534482231968443
161.221.153641636445760.066358363554239
171.010.950340942689850.0596590573101498
181.030.980920642147760.0490793578522398
191.011.22114011659760-0.211140116597604
201.010.9704262385880680.0395737614119325
2110.551029370096330.44897062990367
220.980.9046208836160970.0753791163839029
2311.03257908172319-0.0325790817231904
241.011.08155775357132-0.0715577535713181
2511.03182804490521-0.0318280449052057
2611.07706301749370-0.0770630174936968
2711.02041453445696-0.0204145344569628
281.030.9515135522036460.0784864477963538
291.260.813276724427980.44672327557202
301.431.32688711231420.103112887685801
311.611.73225041648978-0.122250416489781
321.761.729171397776620.0308286022233808
331.931.475414022055500.454585977944496
342.161.956537754955510.203462245044488
352.282.36673885446528-0.0867388544652825
362.52.52298648122298-0.0229864812229752
372.632.69023307474055-0.0602330747405508
382.792.86991068644488-0.0799106864448795
3932.977876260931490.0221237390685056
403.043.12628557745283-0.0862855774528297
413.263.000876613913430.259123386086571
423.53.425123743254580.0748762567454193
433.623.89273831067774-0.272738310677737
443.783.83662479299525-0.0566247929952528
4543.59132850592670.4086714940733
464.164.066300547302120.0936994526978783
474.294.38875739711791-0.0987573971179065
484.494.57005852830135-0.080058528301354
494.594.70346426753753-0.113464267537532
504.794.84465151794328-0.0546515179432818
514.944.99998060954632-0.0599806095463196
524.995.06696329871044-0.0769632987104432
535.244.977500010530910.262499989469089
545.255.39723043875835-0.147230438758349
555.255.59974324735948-0.349743247359479
565.255.438083932831-0.188083932830997
575.255.02990504056740.220094959432600
585.245.203052712181590.0369472878184061
595.255.34485212237757-0.094852122377568
605.265.41693425669915-0.156934256699154
615.265.34867173961789-0.0886717396178938
625.255.39360850247778-0.143608502477775
635.255.32653687580434-0.0765368758043357
645.255.234956903271190.0150430967288102
655.265.128379571594040.131620428405959
665.025.24968385364721-0.229683853647209
674.945.19826625598185-0.258266255981847
684.764.98553455906218-0.225534559062178
694.494.415907653486670.0740923465133312
704.244.26087436358426-0.0208743635842579
713.944.14998186561459-0.209981865614586
722.983.90022685977977-0.920226859779767
732.612.77921823239927-0.169218232399271
742.282.38587818868410-0.105878188684096
751.982.00572714136778-0.0257271413677773
7621.623896163937250.376103836062746
772.011.582025525826110.427974474173886
7821.728020086337940.271979913662062
791.812.00383490291067-0.193834902910672
800.971.72592056673923-0.75592056673923
810.390.460302090557214-0.0703020905572139
820.16-0.08259540904704050.242595409047040
830.15-0.1605671418129350.310567141812935
840.22-0.08047145515621550.300471455156215


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
850.095358954104449-0.3691969504759110.55991485868481
860.0016869236061966-0.6922809480008630.695654795213256
87-0.118043874765269-1.033902727736840.797814978206305
88-0.288115419315582-1.428694547722220.852463709091057
89-0.583071609198795-1.954731844111140.788588625713548
90-0.828154427966192-2.438707456792270.782398600859889
91-0.866737945478451-2.724612803606880.991136912649974
92-0.996654140072004-3.110512236988631.11720395684462
93-1.37257951964057-3.751121661249441.00596262196830
94-1.67799450997325-4.329859787365620.973870767419127
95-1.86971259109484-4.803424694972061.06399951278237
96-2.02691739513862-5.250856749537831.19702195926059