Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999954119796388
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
239.3639.280.0799999999999983
339.5539.35999632958370.190003670416289
439.6439.54999128259290.0900087174070876
539.839.63999587038170.160004129618279
639.7939.7999926589779-0.00999265897794999
739.7939.7900004584652-4.58465230224192e-07
839.8639.7900000000210.0699999999789682
939.9139.85999678838580.0500032116142464
104039.90999770584250.0900022941575358
1140.0139.99999587067640.0100041293235762
1240.0140.00999954100854.58991493701433e-07
1340.0140.00999999997892.10604866879294e-11
1439.9640.01-0.0499999999999972
154039.96000229401020.0399977059898191
1639.7639.9999981648971-0.239998164897109
1739.6839.7600110111647-0.0800110111646717
1839.739.68000367092150.0199963290785163
1939.739.69999908256449.17435649228082e-07
2039.7339.69999999995790.0300000000420866
2139.6439.7299986235939-0.0899986235938854
2239.5639.6400041291552-0.0800041291551707
2339.6739.56000367060570.109996329394264
2439.6639.669994953346-0.00999495334601619
2539.6639.6600004585705-4.58570497130495e-07
2640.0539.6600000000210.389999999978961
2739.9940.0499821067206-0.0599821067205895
2840.0639.99000275199130.0699972480087325
2940.0840.0599967885120.0200032114879889
3040.140.07999908224860.0200009177514175
3140.140.09999908235389.17646175935261e-07
3240.1240.09999999995790.0200000000420957
3340.0740.1199990823959-0.0499990823959209
3440.2440.07000229396810.169997706031921
3540.5840.23999220047060.34000779952936
3640.7240.57998440037290.14001559962707
3740.7240.71999357605586.42394422101233e-06
3840.8940.71999999970530.170000000294735
3940.940.88999220036540.0100077996346286
4041.0440.89999954084010.140000459159886
4141.2741.03999357675040.230006423249577
4241.2941.26998944725850.0200105527415246
4341.2941.28999908191189.18088232992886e-07
4441.3341.28999999995790.0400000000421201
4541.3441.32999816479190.0100018352081506
4641.3741.33999954111380.0300004588862279
4741.3341.3699986235728-0.0399986235728349
4841.3741.3300018351450.0399981648550067
4941.3741.36999816487611.83512394613672e-06
5041.4241.36999999991580.0500000000842036
5141.6141.41999770598980.190002294010185
5241.5841.6099912826561-0.0299912826560629
5341.7541.58000137600620.169998623993848
5441.7541.74999220042857.79957148466792e-06
5541.7541.74999999964223.57843532583502e-10
5641.8541.750.100000000000016
5741.8441.8499954119796-0.00999541197963794
5841.9741.84000045859150.129999541408459
5942.0141.96999403559460.0400059644054309
6042.0442.00999816451820.0300018354817908
6142.0442.03999862350971.37649031728415e-06
6242.0642.03999999993680.0200000000631562
6341.9342.0599990823959-0.129999082395926
6441.9341.9300059643844-5.96438437128199e-06
6541.9941.93000000027360.0599999997263581
6642.0341.98999724718780.0400027528122067
6742.0342.02999816466561.83533444442219e-06
6842.1242.02999999991580.0900000000842027
6942.2242.11999587078170.100004129218327
7042.2142.2199954117902-0.00999541179018593
7142.2342.21000045859150.0199995414084668
7242.2242.229999082417-0.00999908241696801


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7342.220000458759942.032377860682542.4076230568373
7442.220000458759941.954668122771842.485332794748
7542.220000458759941.895038526016342.5449623915036
7642.220000458759941.844768174775642.5952327427443
7742.220000458759941.800478974023242.6395219434966
7842.220000458759941.76043840052742.6795625169929
7942.220000458759941.723617245326142.7163836721937
8042.220000458759941.689344917197942.750656000322
8142.220000458759941.657155619570642.7828452979493
8242.220000458759941.626710207522342.8132907099976
8342.220000458759941.597752653279542.8422482642404
8442.220000458759941.570084048260242.8699168692597