Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.289888508389799
beta0.114439504399955
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3860260600
444033.8379233727017406.162076627298
51480-235.041235811511715.04123581151
61620-67.59539413995371687.59539413995
71240147.8796796775811092.12032032242
81440226.9641335297691213.03586647023
91540381.3427122968271158.65728770317
10860558.39567069122301.60432930878
111180497.004457674087682.995542325913
121180568.832344838505611.167655161495
131480640.113454849628839.886545150372
14940805.560524564263134.439475435737
151300770.966584384892529.033415615108
16860868.311416332082-8.31141633208244
171220809.610427734754410.389572265246
182180885.900593990051294.09940600995
199401261.29944178067-321.299441780672
209201157.75371542899-237.753715428989
2120601070.53952754675989.460472453253
2211601371.90568166053-211.905681660533
239801317.97968649759-337.979686497589
2410201216.29391235579-196.293912355791
257401149.16922482925-409.169224829248
267201006.76036534666-286.760365346658
271340890.323239254839449.676760745161
2811401002.28866355835137.711336441648
2912001028.38742823311171.612571766892
3019001070.00696655833829.993033441665
3110201330.01820246002-310.018202460022
3221401249.26852163573890.731478364267
3320201546.15212184431473.84787815569
3413401737.9057169078-397.905716907796
3514001663.74756092984-263.747560929836
3623201619.73056719729700.269432802707
3712801878.40224825391-598.402248253908
3811601740.75211939255-580.752119392554
3921201588.95228433238531.04771566762
4015401777.06779226851-237.067792268509
4124001734.65078910614665.349210893856
4214201975.90686356064-555.906863560644
4314801844.69279434208-364.692794342082
4433801756.810913397671623.18908660233
4518802299.04195227264-419.041952272642
4622002235.35209160691-35.3520916069101
4719802281.7167173983-301.716717398302
4813402240.85593838189-900.855938381889
4919601996.42596127182-36.4259612718167
5013402001.37588059706-661.375880597057
5133001803.219055395841496.78094460416
5217802280.34234778239-500.342347782395
5320402161.92384196877-121.923841968773
5444602149.159725809962310.84027419004
558002918.28739699496-2118.28739699496
5614202333.18831106783-913.188311067827
5719602067.13885588712-107.138855887117
5819402031.19957585138-91.199575851382
5918801996.85539161351-116.855391613514
609401951.19723897621-1011.19723897621
6118801612.73349997212267.266500027882
627201653.74819251688-933.748192516883
6316601315.62571370853344.374286291474
6442601359.440766503382900.55923349662
6525402240.4896351849299.510364815095
6623202377.46049274576-57.4604927457635
6728602409.04336642007450.956633579929
6858802602.970872268253277.02912773175
6931403724.85876717843-584.85876717843
7044403707.82722814022732.172771859783
7136004096.87760748362-496.877607483615
7229204113.15664143392-1193.15664143392
7322603888.00977448011-1628.00977448011
7437403482.79525006083257.204749939174
7533803632.61544182593-252.615441825932
7645603626.26417785471933.735822145295
7733203994.79891541621-674.798915416205
7847603874.65166750184885.348332498164
7940004236.14434102874-236.144341028737
8048404264.69515924031575.304840759692
8161604547.561334302591612.43866569741
8234405184.57285141535-1744.57285141535
8332804790.54963104114-1510.54963104114
8420004414.25502628703-2414.25502628703
8536003695.8944329449-95.8944329448973
8643203646.41866513728673.581334862719
8734803842.35093674628-362.350936746283
8856203725.957464727631894.04253527237
8942004326.50081830395-126.500818303949
9085404337.115246628354202.88475337165
9138005742.19822976156-1942.19822976156
9253805301.460434747178.5395652529041
9351405449.11683127422-309.116831274218
9427205474.14123595769-2754.14123595769
9531204699.01336135548-1579.01336135548
9634404212.15826330172-772.158263301721
9750203933.585069509741086.41493049026
9858004229.832372986031570.16762701397
9922604718.40385971581-2458.40385971581
10058003957.581963497321842.41803650268
10156604504.640572158391155.35942784161
10248804890.85748479038-10.8574847903792
10334404938.64132238991-1498.64132238991
10459004505.416750372561394.58324962744
10559604957.169611044361002.83038895564
10655205328.6264138066191.373586193397
10759205471.19997517339448.800024826613
10838405703.28730779671-1863.28730779671


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1095203.313100007692950.170464023197456.4557359922
1105243.484470577512875.679360044547611.28958111049
1115283.655841147332783.50468943237783.80699286236
1125323.827211717152674.187560164717973.46686326958
1135363.998582286962548.473964821028179.52319975291
1145404.169952856782407.222193556448401.11771215713
1155444.34132342662251.330892899538637.35175395367
1165484.512693996422081.688512656068887.33687533677
1175524.684064566241899.141264367199150.22686476528
1185564.855435136051704.475337858579425.23553241353
1195605.026805705871498.40916677519711.64444463665
1205645.198176275691281.5922440266610008.8041085247