Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.612673299501252
beta0.0228364348582505
gamma0.714213918449514


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131060832.081095255667227.918904744333
141050959.25931241757590.7406875824253
151025986.86225353100338.1377464689967
1610851063.0045482934821.9954517065198
1711601159.473849975420.526150024575827
1813101323.8856135203-13.8856135203007
1914451144.37255626151300.627443738488
2014451622.71067478406-177.710674784061
2116151600.0875737974714.9124262025264
2216501811.58999921163-161.589999211627
2312551557.10226459804-302.102264598037
241175952.519114823413222.480885176587
2513001846.39663847693-546.396638476927
2612801410.31380628556-130.31380628556
2713901256.90513422205133.094865777949
2813401382.54474887927-42.5447488792695
2911101435.04296754111-325.042967541112
3013251391.41371346778-66.4137134677799
3112651239.891288657625.1087113424001
3211501385.65031163712-235.650311637118
3314301349.5752855690580.4247144309452
3416551519.09723953416135.902760465844
3515701394.60664749209175.393352507912
3613451163.55901939971181.440980600286
3714301828.95805703691-398.958057036911
3812601585.49575307031-325.495753070306
3914951372.04825396369122.951746036308
4011251432.30661034297-307.306610342968
418951222.56374464492-327.563744644921
4210851214.53738468247-129.537384682473
438701054.23938245267-184.239382452665
441185971.89501213854213.10498786146
4514551275.98515032718179.014849672822
4615401506.1509291289433.8490708710649
4716151332.36591767632282.634082323677
4812001168.1604399830331.8395600169708
4912601518.03275682094-258.032756820942
5010951360.62007871469-265.620078714689
5111601290.68664309092-130.686643090921
5210951084.2606287971610.739371202844
5313001042.95622332429257.043776675713
5412151509.90003711416-294.900037114156
5512451200.0730385778744.926961422133
5613501405.90122734404-55.9012273440383
5713001553.89597030669-253.895970306688
5812801468.59549804057-188.595498040575
5912701227.1052776575842.8947223424188
601065925.828781857287139.171218142713
6113401209.3841944163130.615805583704
6212651273.0263406333-8.02634063329788
6311551407.68748838062-252.687488380616
649301155.41342500522-225.41342500522
658801022.2932432149-142.293243214899
669251035.18629250847-110.186292508471
67980933.92553278350946.0744672164913
6810151071.79191029444-56.7919102944441
6910401121.28772576483-81.2877257648317
7013651132.25418627926232.745813720743
7111601209.5755892489-49.5755892489042
721115892.100770582902222.899229417098
7316301214.86262378904415.137376210961
7412251406.51656226379-181.516562263795
7512001357.04987115159-157.049871151589
7612651153.78129640278111.218703597225
7711401253.19632303185-113.19632303185
7812701325.73615486788-55.7361548678798
7914451305.53611416032139.46388583968
8013051508.20374330256-203.203743302555
8116651488.46944720465176.530552795346
8218301814.5043240343815.4956759656197
8316901629.3604853402960.6395146597145
8415201353.78967654241166.210323457594


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
851749.22916134131410.980862061382087.47746062122
861490.450262399071097.088401780851883.81212301728
871567.219969436171096.690527408782037.74941146356
881522.781090400181003.08680315182042.47537764856
891482.17386324046918.498858495322045.8488679856
901684.64045426091010.472359951412358.80854857039
911771.843194463081023.44441450012520.24197442606
921792.63810282955994.4636449594062590.8125606997
932072.858684743971123.108107485943022.609262002
942290.65464063141211.901625168643369.40765609416
952061.374612185591048.361646910123074.38757746107
961709.28564659868886.0621737609712532.5091194364