Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.401139133991933
beta0.538290779234139
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
350.66910.20640.463
436.4325.8244480165478430.6075519834522
540.8914.0985634553689536.7924365446311
648.42812.798250448043935.6297495519561
736.22228.72505208699857.49694791300154
833.42534.9854982317592-1.56049823175924
939.40137.27569067555112.12530932444889
1037.96741.5033217439368-3.5363217439368
1134.80142.6962548531069-7.89525485310694
1212.65740.4358309004769-27.7788309004769
1369.11624.201057487458944.9149425125411
1441.51946.8250623332623-5.30606233326232
1551.32148.15772141624893.1632785837511
1638.52953.5708097336853-15.0418097336853
1741.54748.4331542791861-6.88615427918615
1852.07345.08012756094956.99287243905047
1938.40148.8044890295913-10.4034890295912
2040.89843.3040689707013-2.40606897070128
2140.43940.4921858057704-0.0531858057704397
2241.88838.61265177171563.27534822828435
2337.89838.7755672930359-0.877567293035931
248.77137.0830932144076-28.3120932144076
2568.18418.272141118892249.9118588811078
2650.5341.61732000782068.91267999217943
2747.22150.440634290656-3.21963429065601
2841.75653.7019885157942-11.9459885157942
2945.63350.8833692725574-5.25036927255743
3048.13849.6169153379112-1.47891533791122
3139.48649.5439977234523-10.0579977234524
3239.34143.8578560409806-4.51685604098056
3341.11739.41916068131121.69783931868875
3441.62937.84003642634493.78896357365509
3529.72237.9178929427635-8.19589294276351
367.05431.4184194544255-24.3644194544255
3756.67613.172120405348443.5038795946516
3834.8731.54422290152083.32577709847925
3935.11734.51744953300740.599550466992561
4030.16936.5265406052483-6.35754060524831
4130.93634.3720896445058-3.43608964450581
4235.69932.64759388350923.05140611649085
4333.22834.184375141786-0.956375141786012
4427.73333.9069688935624-6.17396889356239
4533.66630.20343960843883.46256039156115
4635.42931.11316825918134.3158317408187
4727.43833.2970928170336-5.85909281703361
488.1730.134305984353-21.964305984353
4963.4115.768346345431447.6416536545686
5038.0439.6112993874727-1.57129938747273
5145.38943.37372117864252.01527882135748
5237.35349.0100179887432-11.6570179887432
5337.02446.6447274657224-9.62072746572236
5450.95743.01887391704317.93812608295693
5537.99448.1506392471292-10.1566392471292
5636.45443.8307680788931-7.37676807889314
5746.0839.03315020279997.04684979720008
5843.37341.54303264282291.82996735717713
5937.39542.3553633097116-4.96036330971159
6010.96339.372737858874-28.409737858874
6176.05820.84915020245855.208849797542
6250.17947.78946955188122.38953044811883
6357.45254.05786298720453.39413701279554
6447.56861.4621377278673-13.8941377278673
6550.0558.9312547397712-8.88125473977125
6650.85656.493510423477-5.63751042347695
6741.99254.1396541029381-12.1476541029381
6839.28446.5512875442632-7.26728754426318
6944.52139.35140525638175.16959474361833
7043.83238.2567111517965.57528884820395
7141.15338.52862614571132.62437385428868
7217.138.1834933808269-21.0834933808269


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7323.7756591633519-12.037685137583459.5890034642871
7417.8252392221864-24.257706346445959.9081847908187
7511.8748192810209-39.7095708657663.4592094278019
765.92439933985547-57.888797372697869.7375960524087
77-0.0260206013099911-78.282662867131278.2306216645112
78-5.97644054247546-100.50943322948288.5565521445307
79-11.9268604836409-124.305156720088100.451435752806
80-17.8772804248064-149.486131882698113.731571033085
81-23.8277003659719-175.920156145167128.264755413224
82-29.7781203071373-203.508258397969143.952017783694
83-35.7285402483028-232.173521242507160.716440745901
84-41.6789601894682-261.854180372433178.496259993497