Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.637629335872465
beta0
gamma0.23707902612391


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1314097.813304.300267094793.499732905984
1414776.814491.4978151282285.302184871824
1516833.316720.157864784113.142135216032
1615385.515404.8602829806-19.3602829806332
1715172.615182.5211055944-9.92110559439425
1816858.916751.3006246161107.59937538387
1914143.514575.5021498754-432.002149875447
2014731.814127.3129129479604.487087052104
2116471.616729.0154531348-257.415453134752
221521416520.3894823688-1306.3894823688
2317637.415491.81106466152145.58893533845
2417972.417025.8945195497946.505480450276
2516896.216806.356300333289.8436996667951
261669817501.2226218164-803.222621816356
2719691.619021.0169686861670.583031313876
2815930.718049.7767083519-2119.07670835185
2917444.616489.4076654349955.192334565138
3017699.418683.6680677652-984.268067765166
3115189.815765.305452107-575.505452106985
3215672.715314.6595920399358.040407960134
3317180.817685.1740353942-504.374035394158
3417664.917228.9621611248435.937838875234
3517862.917607.9038932658254.996106734179
3616162.317833.4760583034-1671.17605830343
3717463.615871.23106966821592.36893033176
3816772.117447.4277960577-675.327796057711
3919106.919175.3869929368-68.4869929368288
4016721.317493.2329850356-771.932985035623
4118161.317055.95424161741105.34575838264
4218509.919179.3368897068-669.43688970682
4317802.716496.83686323841305.86313676159
4416409.917326.0081838349-916.108183834887
4517967.718809.9976644359-842.297664435948
4620286.618219.09841937292067.50158062709
4719537.319622.8282647901-85.5282647901186
4818021.919465.793717715-1443.893717715
4920194.317928.84334697472265.45665302533
5019049.619739.4016273059-689.801627305947
5120244.721510.2658719751-1265.56587197513
5221473.319004.38586769312468.91413230687
5319673.620794.8442450965-1121.24424509652
5421053.221346.0153514538-292.815351453824
5520159.519073.35924790691086.14075209313
5618203.619571.5384983772-1367.93849837718
5721289.520773.7688130463515.73118695369
5820432.321298.7708645051-866.4708645051
5917180.420646.7459718613-3466.34597186133
6015816.818217.3050418109-2400.50504181088
6115076.616389.0633140212-1312.46331402122
6214531.615664.3471923164-1132.7471923164
6315761.317103.3121655261-1342.01216552612
6414345.514869.5187470633-524.018747063312
6513916.814443.1630759151-526.363075915069
6615496.815444.81859443551.981405565024
6714285.613510.4818045504775.118195449571
6813597.313599.5128122432-2.21281224317499
6916263.115834.3968637861428.703136213864
7016773.316185.1616296193588.138370380704
7115986.916237.2817281744-250.381728174409
7216842.615950.0008533402892.59914665979
7315911.916315.0131538107-403.113153810738
7415782.916185.5648698612-402.66486986117
7518622.818072.0736943067550.726305693261
7617422.517115.4200608372307.079939162802
7716989.817218.7958906051-228.995890605132
7818990.518459.7473044123530.752695587689
7916849.316892.8141659434-43.5141659433793
8016511.316393.0802815039118.219718496104
8118704.518741.7758453983-37.2758453982897
8219111.118809.115900813301.984099187033
8319420.718606.7379738357813.962026164267
8418985.119096.3079405485-111.207940548546


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8518709.948123609416632.168638455820787.727608763
8618837.575124496816373.350405342621301.7998436509
8721062.741179964718264.949310640723860.5330492886
8819733.996520639116638.374576405522829.6184648726
8919595.514638663916228.303463346122962.7258139817
9021047.750918985217429.277901709724666.2239362606
9119093.058747612315239.67285280322946.4446424216
9218634.965408219514560.187042236922709.7437742022
9320894.921912345316610.175174270225179.6686504204
9421015.176126396516530.280309656625500.0719431363
9520664.228550389915987.742009772525340.7150910072
9620555.310651175415694.779585320525415.8417170303