Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.124974553803989
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
331.834.5-2.7
436.736.56256870472920.137431295270773
537.141.4797441195344-4.3797441195344
637.741.33238755242-3.63238755241994
739.441.4784315388131-2.0784315388131
843.342.91868048463780.381319515362208
939.646.8663357209269-7.26633572092693
1034.342.2582286564141-7.95822865641411
113235.9636525810086-3.96365258100864
1229.633.1682968682631-3.56829686826305
1322.330.3223505593117-8.02235055931171
1428.922.01976087770266.88023912229745
1531.729.47961569207642.22038430792358
1634.232.55710723023251.64289276976746
1738.635.26242702108203.33757297891796
1837.240.0795387149106-2.87953871491056
1938.838.31966964885330.480330351146698
2043.439.97969872016643.42030127983363
2138.845.0071493464888-6.20714934648879
2236.339.6314136265166-3.33141362651664
233336.7150716950062-3.71507169500619
2429.232.9507822675730-3.75078226757296
2522.6428.6820299272671-6.04202992726712
2628.4421.36692993303667.07307006696344
2730.1428.05088370867972.08911629132033
2834.3930.01197008503214.37802991496793
2936.8234.80911242019572.01088757980430
3036.7437.4904221982317-0.750422198231725
3138.937.31663851884311.58336148115689
3242.839.67451841346113.12548158653888
3339.0943.9651240801614-4.87512408016138
3437.4939.6458576235041-2.15585762350415
3533.1737.7764302789418-4.60643027894179
3630.9832.8807437102019-1.90074371020185
3721.230.4531991131236-9.25319911312364
3827.819.51678468270158.28321531729845
392927.15197582104331.84802417895671
4035.428.58293181822746.81706818177262
4137.535.83489187249581.66510812750422
4234.738.142988017766-3.44298801776602
4338.434.91270212649323.48729787350676
4439.939.04852562221630.85147437778366
4535.940.6549382526554-4.75493825265538
4634.736.0606919661643-1.36069196616425
4730.434.6906400948282-4.29064009482821
482929.8544192634435-0.854419263443546
4921.528.3476385972332-6.84763859723316
502819.99185801893308.00814198106703
5129.327.49267198981581.80732801018419
5234.329.01854200146605.28145799853396
5336.634.67858985826731.92141014173268
5436.237.2187172334048-1.01871723340482
5537.536.69140350170760.808596498292374
5641.638.09245748828923.50754251171082
5739.442.6308110486388-3.23081104863876
5837.340.0270418794101-2.72704187941014
5932.737.5862310373261-4.88623103732606
6030.732.3755764936530-1.67557649365304
6122.930.1661720689943-7.2661720689943
6229.121.45808545680877.64191454319127
6329.528.61313031705230.88686968294773
6437.129.12396645996097.97603354003905
6537.737.720767692753-0.0207676927529761
6638.438.31817225961760.0818277403823586
6739.439.02839864496070.371601355039289
6840.640.07483935849970.5251606415003
6939.741.3404710753466-1.64047107534662
7036.640.2354539346768-3.63545393467682
7132.836.6811147013156-3.88111470131564
7231.632.3960741232566-0.79607412325661
7324.131.0965851149077-6.99658511490772
7430.322.72219001202057.5778099879795
7531.829.86922343407961.93077656592036
7638.731.61052137390077.08947862609926
7737.839.3965258019004-1.59652580190041
7838.438.29700070217130.102999297828653
7940.738.90987299345961.79012700654039
8043.841.43359331735452.36640668264553
8141.544.8293339366369-3.32933393663686
8239.342.1132519134412-2.8132519134412
8335.939.5616670108207-3.66166701082066
8433.435.7040518099646-2.30405180996457


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8532.91610396307324.567989222429541.2642187037164
8632.432207926145919.866790045335244.9976258069567
8731.948311889218915.615122422361348.2815013560765
8831.464415852291911.501499421657951.4273322829259
8930.98051981536497.4156827257743254.5453569049554
9030.49662377843783.3065413979339857.6867061589417
9130.0127277415108-0.85298282193364460.8784383049553
9229.5288317045838-5.0782922876390264.1359556968066
9329.0449356676568-9.378499432679867.4683707679933
9428.5610396307297-13.759062543619170.8811418050785
9528.0771435938027-18.223202389749574.3774895773549
9627.5932475568757-22.772716080571577.9592111943229