Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999926608669377
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
285.6585.30.350000000000009
385.1585.6499743130343-0.499974313034286
484.9485.1500366937801-0.210036693780125
585.1584.94001541487240.209984585127572
685.1585.14998458895191.54110481105363e-05
785.1585.1499999988691.13104192678293e-09
885.1485.1499999999999-0.00999999999991985
985.3785.14000073391330.229999266086693
1085.6185.36998312004780.240016879952179
1185.5985.6099823848418-0.0199823848418106
1285.5485.5900014665338-0.0500014665338142
1385.5485.5400036696742-3.66967415743602e-06
1485.585.5400000002693-0.0400000002693304
1585.7885.50000293565320.279997064346759
1686.1685.77997945064290.380020549357113
1786.3886.15997210978620.220027890213785
1886.4986.37998385186040.110016148139636
1986.4986.48999192576858.07423150206432e-06
208686.4899999994074-0.489999999407416
2185.986.000035961752-0.100035961751956
2285.6685.9000073417724-0.240007341772355
2385.6485.6600176144582-0.020017614458169
2485.685.6400014691194-0.0400014691193604
2585.685.600002935761-2.93576104581916e-06
2685.5785.6000000002155-0.0300000002154661
2785.8185.57000220173990.239997798260077
2886.2985.80998238624220.480017613757767
2986.3786.28996477086860.080035229131397
3086.4186.3699941261080.0400058738919569
3186.4186.40999706391572.93608431434222e-06
3286.3886.4099999997845-0.0299999997845219
3386.6286.38000220173990.239997798260106
3487.0886.61998238624220.460017613757756
3587.1987.07996623869520.110033761304777
3687.2187.18999192447580.0200080755241459
3787.2187.20999853158071.46841928483354e-06
3887.2487.20999999989220.0300000001077763
3987.1687.2399977982601-0.0799977982600666
4087.0587.1600058711449-0.110005871144864
4187.0487.0500080734773-0.0100080734772519
4286.9887.0400007345058-0.0600007345058344
4386.9886.9800044035337-4.40353373676317e-06
4486.9486.9800000003232-0.0400000003231895
4586.9686.94000293565320.0199970643467537
4686.9886.95999853238880.0200014676111664
4786.8686.9799985320657-0.119998532065679
4886.8286.8600088068519-0.0400088068519437
4986.8286.8200029362996-2.9362995661586e-06
5086.8486.82000000021550.0199999997845168
5186.9186.83999853217340.0700014678265859
5286.8586.9099948624991-0.0599948624991384
5386.6186.8500044031028-0.240004403102787
5486.6586.61001761424250.0399823857575115
5586.6586.64999706563952.93436049503271e-06
5686.3686.6499999997847-0.289999999784655
5786.3386.3600212834859-0.0300212834858655
5886.4386.33000220330190.0999977966980623
5986.3686.4299926610286-0.0699926610286496
6086.2986.3600051368545-0.0700051368545189
6186.2986.2900051377702-5.13777014532479e-06
6286.4486.29000000037710.149999999622921
6386.5186.43998899130040.0700110086995664
6486.7286.50999486179890.210005138201083
6586.9386.71998458744350.210015412556544
6686.7986.9299845866894-0.139984586689422
6786.7986.7900102736551-1.02736550786631e-05
6886.886.7900000007540.00999999924599138
6986.4186.7999992660867-0.389999266086747
7086.2686.4100286225651-0.150028622565074
7186.1986.2600110108002-0.0700110108002434
7286.2886.19000513820120.0899948617987576


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7386.279993395157385.926876096593686.6331106937211
7486.279993395157385.780628447285186.7793583430296
7586.279993395157385.66840621757686.8915805727386
7686.279993395157385.573797671295886.9861891190189
7786.279993395157385.490445470697687.0695413196171
7886.279993395157385.415089094302587.1448976960122
7986.279993395157385.345791610607787.2141951797069
8086.279993395157385.281290987593487.2786958027213
8186.279993395157385.220710607846787.339276182468
8286.279993395157385.163412207732587.3965745825822
8386.279993395157385.108913947498387.4510728428164
8486.279993395157385.056841484171787.503145306143