Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.170287662769946
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
316.6916.680.0100000000000016
416.6116.6917028766277-0.0817028766277019
516.5816.5977898847252-0.0177898847251896
616.616.56476048683440.0352395131656138
716.616.59076134116850.00923865883148878
816.6216.59233457078810.0276654292119467
916.6216.61704565206810.00295434793191518
1016.616.6175487410724-0.0175487410724173
1116.6316.59456040697060.0354395930293556
1216.6616.63059533243710.0294046675628721
1316.6616.6656025845509-0.00560258455093887
1416.6516.6646485335223-0.0146485335222906
1516.516.6521540689858-0.152154068985769
1616.3916.4762441081972-0.0862441081972456
1716.3416.3515578005847-0.0115578005846579
1816.3516.29958964973630.0504103502636646
1916.3516.31817391046210.0318260895378515
2016.3816.32359350086470.0564064991353384
2116.3616.3631988317674-0.00319883176744895
2216.3816.34265411018220.0373458898178249
2316.3916.36901365447330.0209863455266834
2416.4116.38258737020310.02741262979686
2516.4116.40725540286160.00274459713837416
2616.4116.40772277389360.0022772261064361
2716.4516.40811055740480.0418894425951706
2816.4116.4552438126791-0.0452438126790931
2916.4416.40753934956320.0324606504368319
3016.4716.44306699785810.0269330021419485
3116.4716.4776533558442-0.00765335584418025
3216.4916.47635008376510.013649916234872
3316.5416.49867449609780.0413255039022289
3416.6216.55571171957010.0642882804299312
3516.6916.6466592205880.0433407794120164
3616.7216.7240396206167-0.0040396206166875
3716.7216.7533517230634-0.0333517230633902
3816.7116.7476723360936-0.0376723360935749
3916.8916.73125720202910.158742797970884
4016.9316.9382891420771-0.00828914207714249
4116.9116.9768776034465-0.0668776034464571
4216.9316.9454891726639-0.015489172663905
4316.9316.9628515576527-0.0328515576527266
4416.9316.9572573426817-0.0272573426816933
4516.9516.9526157535031-0.0026157535031075
4616.9316.9721703229527-0.042170322952682
4716.9516.94498923721880.00501076278118617
4816.9516.9658425083015-0.0158425083015175
4916.9516.9631447245904-0.0131447245904397
5016.9516.9609063401622-0.0109063401621796
5116.9216.9590491249866-0.0390491249865832
5216.9116.9223995407594-0.0123995407594109
5316.916.9102880519441-0.0102880519440696
5416.9616.89853612362410.0614638763759459
5516.9616.9690026634769-0.00900266347689893
5616.9516.9674696209547-0.0174696209547136
5716.9216.9544947600329-0.0344947600328567
5816.8716.9186207279691-0.0486207279690518
5916.8716.8603412178410.0096587821589722
6016.8816.86198598928010.0180140107199129
6116.8816.87505355306270.00494644693731061
6216.8616.8758958719507-0.0158958719506614
6316.8816.85318900106850.0268109989315057
6416.8816.87775458341310.00224541658693411
6516.8816.87813695015560.001863049844399
6616.8816.87845420455920.00154579544077293
6716.8816.8787174344520.00128256554804196
6816.8716.8789358395415-0.00893583954147914
6916.9216.86741417631110.0525858236889256
7016.9416.92636889332190.0136311066781047
7117.0316.94869010261910.0813098973809225
7217.0217.0525361750041-0.0325361750041395


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7317.036995665807216.954018669920817.1199726616936
7417.053991331614416.926261372426917.1817212908019
7517.070986997421616.901609922973917.2403640718694
7617.087982663228816.877256665936217.2987086605215
7717.104978329036116.852263446809317.3576932112628
7817.121973994843316.826227478201917.4177205114847
7917.138969660650516.798957412900117.4789819084009
8017.155965326457716.770360473391217.5415701795242
8117.172960992264916.740394655346117.6055273291837
8217.189956658072116.709045814498817.6708675016454
8317.206952323879316.676315701446517.7375889463121
8417.223947989686516.64221531559817.8056806637751