Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999919076409994
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
22.220.2
32.22.1999838152821.61847180013552e-05
422.19999999869027-0.199999998690275
52.32.00001618471790.299983815282105
62.62.299975724232720.300024275767277
73.22.599975720958520.600024279041484
83.23.199951443881254.85561187506534e-05
93.13.19999999607066-0.0999999960706646
102.83.10000809235868-0.300008092358683
112.32.80002427773186-0.500024277731864
121.92.30004046375964-0.400040463759644
131.91.90003237271047-3.23727104747373e-05
1421.900000002619720.0999999973802843
1521.999991907641218.09235878862502e-06
161.81.99999999934514-0.199999999345137
171.61.80001618471795-0.200016184717948
181.41.60001618602773-0.200016186027727
190.21.40001618602783-1.20001618602783
200.30.2000971096178380.0999028903821618
210.40.2999919154994580.100008084500542
220.70.3999919069867730.300008093013227
2310.6999757222680830.300024277731917
241.10.9999757209583570.100024279041643
250.81.09999190567625-0.299991905676252
260.80.80002427642198-2.42764219799962e-05
2710.8000000019645350.199999998035465
281.10.9999838152821580.100016184717842
2911.09999190633127-0.099991906331274
300.81.00000809170403-0.200008091704032
311.60.8000161853728110.799983814627189
321.51.59993526243777-0.0999352624377741
331.61.50000808712020.0999919128797955
341.61.599991908295448.09170456173014e-06
351.61.599999999345196.54809761968522e-10
361.91.599999999999950.300000000000053
3721.8999757229230.100024277077002
381.91.99999190567641-0.0999919056764114
3921.900008091703980.0999919082960214
402.11.999991908295810.100008091704191
412.32.099991906986190.20000809301381
422.32.299983814627081.61853729170325e-05
432.62.299999998690220.300000001309779
442.62.599975722922892.42770771077261e-05
452.72.599999998035410.100000001964589
462.62.69999190764084-0.0999919076408404
472.62.60000809170414-8.09170413784699e-06
482.42.60000000065481-0.20000000065481
492.52.400016184718050.0999838152819459
502.52.499991908950728.09104927501636e-06
512.52.499999999345246.54756693307945e-10
522.42.49999999999995-0.0999999999999472
532.12.400008092359-0.300008092359
542.12.10002427773186-2.42777318644194e-05
552.32.100000001964640.199999998035358
562.32.299983815282161.61847178423713e-05
572.32.299999998690271.3097256612582e-09
582.92.299999999999890.600000000000106
592.82.899951445846-0.0999514458459969
602.92.800008088429820.099991911570176
6132.899991908295540.100008091704456
6232.999991906986198.09301381066163e-06
632.92.99999999934508-0.0999999993450844
642.62.90000809235895-0.300008092358947
652.82.600024277731860.199975722268135
662.92.799983817246640.10001618275336
673.12.899991906331430.200008093668567
682.83.09998381462703-0.299983814627031
692.42.80002427576722-0.400024275767223
701.62.40003237140048-0.800032371400484
711.51.60006474149161-0.100064741491614
721.71.500008097598110.199991902401885


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
731.699983815937291.138299866145312.26166776572926
741.699983815937290.9056748961890492.49429273568552
751.699983815937290.7271711615534572.67279647032111
761.699983815937290.5766840958861272.82328353598844
771.699983815937290.4441016313336852.95586600054089
781.699983815937290.3242375231411133.07573010873346
791.699983815937290.2140108475828433.18595678429173
801.699983815937290.1114141878700063.28855344400456
811.699983815937290.01505317530084853.38491445657372
821.69998381593729-0.07608742821178163.47605506008635
831.69998381593729-0.162774049387923.56274168126249
841.69998381593729-0.2456021280314243.645569759906