Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1320.520.9280982905983-0.428098290598289
1420.220.15941142191140.0405885780885811
1519.419.35941142191140.0405885780885811
1619.219.2135780885781-0.0135780885780861
1718.818.8760780885781-0.0760780885780861
1818.818.9260780885781-0.12607808857809
1922.622.18441142191140.415588578088585
2023.322.94691142191140.353088578088578
212323.2760780885781-0.276078088578089
2221.422.4177447552448-1.01774475524475
2319.920.4219114219114-0.521911421911422
2418.819.5010780885781-0.701078088578086
2518.617.78024475524480.819755244755243
2618.418.25941142191140.140588578088579
2718.617.55941142191141.04058857808858
2819.918.41357808857811.48642191142191
2919.219.5760780885781-0.376078088578087
3018.419.3260780885781-0.926078088578091
3121.121.7844114219114-0.684411421911413
3220.521.4469114219114-0.946911421911423
3319.120.4760780885781-1.37607808857809
3418.118.5177447552448-0.417744755244751
351717.1219114219114-0.121911421911424
3617.116.60107808857810.498921911421913
3717.416.08024475524481.31975524475524
3816.817.0594114219114-0.259411421911416
3915.315.9594114219114-0.659411421911418
4014.315.1135780885781-0.813578088578087
4113.413.9760780885781-0.57607808857809
4215.313.52607808857811.77392191142191
4322.118.68441142191143.41558857808858
4423.722.44691142191141.25308857808858
4522.223.6760780885781-1.47607808857809
4619.521.6177447552448-2.11774475524475
4716.618.5219114219114-1.92191142191142
4817.316.20107808857811.09892191142191
4919.816.28024475524483.51975524475524
5021.219.45941142191141.74058857808858
5121.520.35941142191141.14058857808858
5220.621.3135780885781-0.713578088578085
5319.120.2760780885781-1.17607808857809
5419.619.22607808857810.37392191142191
5523.422.98441142191140.415588578088581
5624.323.74691142191140.55308857808858
5724.124.2760780885781-0.176078088578087
5822.823.5177447552448-0.717744755244752
5922.521.82191142191140.678088578088577
6023.822.10107808857811.69892191142191
6124.922.78024475524482.11975524475524
6225.224.55941142191140.640588578088582
6324.324.3594114219114-0.0594114219114168
6422.824.1135780885781-1.31357808857809
6520.722.4760780885781-1.77607808857809
6619.820.8260780885781-1.02607808857809
6722.523.1844114219114-0.684411421911417
6822.622.8469114219114-0.24691142191142
6922.522.5760780885781-0.0760780885780896
7021.821.9177447552448-0.11774475524475
7121.220.82191142191140.378088578088576
7220.620.8010780885781-0.201078088578086
7319.919.58024475524480.319755244755239
7418.719.5594114219114-0.859411421911418
7517.617.8594114219114-0.259411421911416
7616.417.4135780885781-1.01357808857809
7715.916.0760780885781-0.176078088578086
7816.816.02607808857810.773921911421912
7922.820.18441142191142.61558857808858
802423.14691142191140.853088578088578
8122.223.9760780885781-1.77607808857809
8217.921.6177447552448-3.71774475524475
831616.9219114219114-0.921911421911421
841615.60107808857810.39892191142191


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8514.980244755244812.596183084707517.364306425782
8614.639656177156211.268083829148518.0112285251638
8713.79906759906769.6697516573195517.9283835408157
8813.61264568764578.8445223465711918.3807690287202
8913.28872377622387.9577998183507818.6196477340968
9013.41480186480197.5750672566583419.2545364729454
9116.799213286713310.491578996230523.1068475771961
9217.146124708624710.402980012609423.88926940464
9317.12220279720289.9700177855910424.2743878088145
9416.53994755244769.000882591243924.0790125136512
9515.5618589743597.6548209361190223.4688970125989
9615.16293706293716.9043051794409623.4215689464332