Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.884388798124206
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
210.9810.920.0600000000000005
311.1510.97306332788750.176936672112548
411.1911.12954413868120.0604558613188342
511.3311.18301062521250.146989374787507
611.3811.31300638171780.0669936182821562
711.411.37225478727240.0277452127276074
811.4511.39679234261030.0532076573897378
911.5611.44384859878020.116151401219824
1011.6111.54657159690540.06342840309458
1111.8211.60266696608520.217333033914828
1211.7711.7948738667418-0.0248738667417943
1311.8511.77287569762930.0771243023706827
1411.8211.8410835667091-0.0210835667090929
1511.9211.82243749648710.0975625035129326
1611.8611.9087206817109-0.0487206817108596
1711.8711.86563265656880.00436734343120015
1811.9411.86949508617690.0705049138230862
1911.8611.9318488421748-0.071848842174763
2011.9211.86830653099720.0516934690027924
2111.8311.9140236559195-0.0840236559194576
2211.9111.83971407584680.0702859241531542
2311.9311.90187415983370.0281258401662967
2411.9911.92674833781460.063251662185392
2511.9611.9826873993141-0.0226873993141048
2612.1211.96262291750210.15737708249786
2711.8512.1018054463447-0.251805446344717
2812.0111.87911153029080.130888469709216
2912.111.99486782670520.105132173294766
3012.2112.08784554308960.122154456910424
3112.3112.19587757642210.114122423577898
3212.3112.29680616944920.0131938305508186
3312.3912.30847464539270.0815253546073258
3412.3512.3805747557705-0.0305747557704983
3512.4112.35353478426170.0564652157383136
3612.5112.40347198854430.106528011455682
3712.2712.4976841685622-0.22768416856217
3812.5112.29632284037560.213677159624437
3912.4412.4852965267624-0.0452965267624137
4012.4712.44523678589980.024763214100199
4112.5112.46713709505560.04286290494443
4212.5812.50504456804350.0749554319565142
4312.512.5713343124244-0.0713343124243888
4412.5212.50824704559440.0117529544056332
4512.5912.51864122681560.0713587731844267
4612.5112.5817501264678-0.0717501264677658
4712.6712.51829511835570.151704881644321
4812.6412.6524612163027-0.0124612163026736
4912.5412.6414406561936-0.101440656193589
5012.612.55172767618160.0482723238183898
5112.6712.5944191786260.0755808213739826
5212.6212.6612620104022-0.0412620104021943
5312.7212.62477035061440.0952296493855922
5412.8512.70899038578030.141009614219678
5512.8512.8336977090240.0163022909759789
5612.8212.8481152725469-0.0281152725469376
5712.7912.8232504404502-0.0332504404502174
5812.9412.79384412338330.146155876616652
5912.7112.9231027434431-0.213102743443137
6012.5612.7346370642925-0.17463706429249
6112.6412.58019000089490.0598099991050844
6212.712.63308529411930.0669147058807269
6312.7412.692263910430.0477360895700372
6412.8512.7344811733120.115518826688042
6512.8412.83664472960730.0033552703926869
6612.8312.8396120931573-0.0096120931572834
6712.8812.83111126564250.0488887343575453
6813.0712.87434791466270.195652085337262
6912.9913.0473804272647-0.0573804272646541
7013.212.99663382016020.203366179839787
7113.2313.17648859152780.0535114084721684
7213.1813.2238134817525-0.0438134817524674
7313.1813.1850653292838-0.00506532928376657
7413.113.1805856088064-0.080585608806393
7513.2313.1093165990880.120683400912002
7613.3313.21604764697410.113952353025894
7713.3813.31682583151010.0631741684898994
7813.2613.3726963584534-0.11269635845338
7913.1713.2730289614478-0.103028961447821
8013.2713.1819113020610.0880886979390016
8113.4713.25981595975960.210184040240403
8213.6313.44570037049270.184299629507302
8313.6413.60869289832740.0313071016726028
8413.6913.63638054834840.0536194516516169


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8513.683800990750613.491342285518113.8762596959832
8613.683800990750613.426874490674413.9407274908268
8713.683800990750613.375609330151313.99199265135
8813.683800990750613.331731433866514.0358705476348
8913.683800990750613.292746204171814.0748557773294
9013.683800990750613.257309819297114.1102921622042
9113.683800990750613.224599953568214.143002027933
9213.683800990750613.194069977059514.1735320044418
9313.683800990750613.165334657231714.2022673242696
9413.683800990750613.138110407897914.2294915736034
9513.683800990750613.112181287245114.2554206942562
9613.683800990750613.087378356490814.2802236250104