Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.549951023915406
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1332333475.99346963565-242.99346963565
1435543635.41124175158-81.4112417515762
1539523960.20759885758-8.20759885757889
1639513943.547498107557.45250189244643
1736853687.13881766717-2.13881766717304
1843124372.58790774295-60.5879077429518
1938673507.19389379001359.806106209986
2041403654.15916915549485.840830844509
2141144603.99269052276-489.992690522761
2238183929.48957769919-111.489577699195
2333773966.2149123787-589.214912378702
2434534239.86210717385-786.86210717385
2535022469.66461576561032.3353842344
2640173378.79733693817638.202663061835
2754104153.860117655941256.13988234406
2851844846.08179089469337.918209105306
2955294703.37678392975825.623216070252
3064346096.47160154584337.528398454157
3149625347.75345996853-385.753459968526
3229805134.27099399967-2154.27099399967
3329374167.11792689324-1230.11792689324
3430233285.799958616-262.799958615999
3527313019.93403199535-288.934031995349
3631633252.29238056144-89.2923805614373
3731462639.19382644302506.806173556982
3831733026.66860624804146.331393751962
3937243579.41378313056144.58621686944
4032243365.28386943372-141.283869433721
4141143185.16374706282928.836252937181
4234504160.97027043373-710.970270433727
4329573014.55692393449-57.5569239344932
4438822318.956855590631563.04314440937
4542843741.77643351038542.22356648962
4641814361.54631962597-180.54631962597
4737604076.98858855594-316.988588555939
4844574604.95024191718-147.950241917182
4941674083.790988177583.2090118225001
5039624067.43124170638-105.431241706383
5152474613.52498947583633.475010524166
5251574408.61379037105748.386209628951
5336975319.5862888327-1622.5862888327
5435144100.45237461397-586.452374613966
5537863275.39244395426510.607556045737
5632973412.17875264251-115.17875264251
5735713418.58030478166152.41969521834
5838713492.12547521366378.87452478634
5934923473.1273612270418.8726387729603
6030514200.88030345826-1149.88030345826
6137353292.66097295228442.339027047721
6236453405.65476851651239.345231483492
6348524351.29039818039500.709601819607
6442324154.688057032877.3119429672006
6538043609.4868358689194.513164131103
6644643834.23784792159629.762152078406
6742594154.79706495227104.202935047731
6833733740.78890013843-367.788900138431
6941343743.18827419066390.811725809341
7044884052.58756075839435.412439241608
7133333863.50754039384-530.507540393835
7247723674.403701477261097.59629852274
7349294891.0497505360437.950249463961
7455554625.76751206444929.232487935558
7571836448.19400670231734.805993297688
7692665931.392211838283334.60778816172
7740036806.20009983782-2803.20009983782
7830515679.74465653584-2628.74465653584
7935073982.93664240292-475.936642402925
8032733111.96037507528161.039624924722
8139423707.92097643141234.079023568589
8232163930.35484471544-714.354844715442
8332322835.84387544918396.156124550821
8435933752.35338979882-159.353389798823


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
853760.959231253542059.013918113875462.9045443932
863808.330598978791855.867533999375760.7936639582
874620.034586810082256.923334323626983.14583929654
884536.575692100042006.770830848157066.38055335194
892521.11024569083453.3072645455654588.91322683609
902568.19920018454269.601346130584866.7970542385
913154.68190284977340.5755816358675968.78822406367
922859.8129372564859.33611869179735660.28975582117
933324.4996200493319.02811731746856629.9711227812
943008.56818875554-207.2361696112156224.37254712229
952805.93444270211-401.2696639331786013.13854933741
963189.50695822277-113.344428296186492.35834474172