Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.369649244277171
beta0.00993226516517318
gamma0.570305179539606


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1320722006.6844025824865.3155974175247
1424342364.8080898869969.1919101130079
1529562875.6573721808980.3426278191091
1628282782.8889043289645.1110956710413
1726872692.76062571217-5.76062571216744
1826292657.54308286388-28.5430828638755
1931502813.98415850912336.015841490876
2041193954.81928031406164.180719685939
2130302797.84170833199232.158291668007
2230553833.43262096272-778.432620962715
2338214448.03815236594-627.038152365939
2440014136.17590677012-135.175906770116
2525292184.31225076755344.687749232453
2624722686.94799112296-214.947991122958
2731343132.945759402541.05424059746383
2827892986.57353373055-197.573533730553
2927582781.72444066096-23.7244406609598
3029932728.01963951761264.980360482394
3132823137.64321765883144.356782341169
3234374182.95408726275-745.954087262747
3328042757.9016980364946.0983019635109
3430763298.86754297183-222.867542971832
3537824142.85719190746-360.857191907457
3638894102.49717875758-213.497178757575
3722712291.3499594395-20.3499594394980
3824522442.284475376889.71552462311502
3930843026.0353192735657.9646807264371
4025222831.01685839742-309.016858397422
4127692647.93666754506121.063332454938
4234382744.35961559261693.640384407395
4328393273.33897787271-434.338977872713
4437463736.292016839369.70798316063838
4526322849.36695828950-217.366958289504
4628513188.29601732302-337.296017323021
4738713912.52244562161-41.5224456216129
4836184039.31927743104-421.319277431045
4923892245.53854743103143.461452568965
5023442467.71088386613-123.710883866128
5126783010.28585660102-332.285856601022
5224922552.69802575038-60.6980257503751
5328582610.56924010095247.430759899048
5422462933.04347847209-687.04347847209
5528002559.03307821820240.966921781798
5638693345.70983198529523.290168014706
5730072615.62594789321391.374052106793
5830233139.50463909946-116.504639099456
5939074099.96328287365-192.963282873648
6042094026.27903115901182.720968840985
6123532517.87690113672-164.876901136724
6225702531.3813606497738.6186393502262
6329033088.85754423609-185.857544236093
6429102760.56295689399149.437043106009
6537823026.60819327319755.391806726809
6627593154.27350131302-395.273501313020
6729313269.86980707291-338.869807072906
6836414051.65694382411-410.656943824106
6927942874.95772752598-80.957727525978
7030703035.0694812855134.9305187144878
7135764018.10535899468-442.105358994679
7241063979.73902662874126.260973371255
7324522376.6562476963875.3437523036196
7422062550.92778697610-344.927786976104
7524882857.33546422964-369.335464229642
7624162588.9893835527-172.989383552701
7725342878.32776861777-344.327768617773
7825212306.5684216494214.431578350598
7930932612.56512273000480.434877270003
8039033594.92481758455308.075182415454
8129072811.0375216359595.9624783640547
8230253079.33402369482-54.3340236948206
8338123848.93253200061-36.9325320006142
8442094175.3496011793333.6503988206687


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
852471.074810345462034.359489044202907.79013164672
862458.750446045261969.060479739082948.44041235143
872905.901909724032332.080999696883479.72281975118
882835.857044276512226.480884421403445.23320413161
893166.128630700042473.221364808563859.03589659151
902871.164137400442184.090319205123558.23795559576
913235.361157117072451.275958839664019.44635539448
924042.713599854933074.533457241375010.89374246849
933010.762219902532212.788593664893808.73584614017
943196.653477156772327.884920308644065.4220340049
954032.755119713342947.963723075365117.54651635131
964417.442553527663296.431425531095538.45368152422