Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.824846748999328
beta0.0184321753657881
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1310.65310.61884695512820.0341530448717915
1410.80510.8272771840405-0.0222771840404850
1510.87210.8836140926889-0.011614092688923
1610.62510.58473650682720.0402634931728088
1710.40710.33705380054960.0699461994503903
1810.46310.39279322047300.0702067795269752
1910.55610.8778983165717-0.321898316571737
2010.64610.8539744137037-0.207974413703745
2110.70210.09302495367840.608975046321627
2211.35310.69606728589880.656932714101233
2311.34611.32323849880650.0227615011935320
2411.45111.5142033745942-0.0632033745942362
2511.96411.57178149249540.392218507504602
2612.57412.08444342805120.489556571948823
2713.03112.59138071045750.439619289542481
2813.81212.70719675573851.10480324426148
2914.54413.39238890400861.15161109599137
3014.93114.40642074811910.524579251880875
3114.88615.2705821796915-0.384582179691529
3216.00515.28690197130300.718098028696959
3317.06415.51898558783781.54501441216219
3415.16817.0028220489699-1.83482204896988
3516.0515.5260215147180.523978485282003
3615.83916.1853981436523-0.3463981436523
3715.13716.1548885669791-1.01788856697908
3814.95415.5657744386017-0.611774438601712
3915.64815.1830885055540.464911494445989
4015.30515.4642131771372-0.159213177137227
4115.57915.12370358641310.455296413586936
4216.34815.45168883854760.89631116145242
4315.92816.467014230709-0.539014230708997
4416.17116.5505260126632-0.379526012663245
4515.93716.0068238736702-0.0698238736701615
4615.71315.52687410527190.186125894728088
4715.59416.1211206455525-0.527120645552506
4815.68315.7359948118279-0.0529948118278867
4916.43815.80928764541570.628712354584263
5017.03216.65393695971720.378063040282843
5117.69617.29578732221310.400212677786904
5217.74517.43273128483330.312268715166656
5319.39417.61442699629591.77957300370412
5420.14819.15778822929630.990211770703663
5520.10820.04639853751490.0616014624851289
5618.58420.7096259065367-2.12562590653671
5718.44118.8097218746401-0.368721874640141
5818.39118.15333072589320.237669274106786
5919.17818.69122208590180.486777914098187
6018.07919.2669237749264-1.18792377492640
6118.48318.5476941381383-0.064694138138254
6219.64418.79016172956370.853838270436285
6319.19519.8492412889133-0.654241288913337
6419.6519.10589499537640.544105004623589
6520.8319.74422434805981.08577565194016
6623.59520.57490271941463.02009728058540
6722.93723.0039230022748-0.0669230022748337
6821.81423.2047979754168-1.3907979754168
6921.92822.2566745199270-0.328674519926960
7021.77721.7780692448329-0.00106924483286619
7121.38322.1975819504328-0.814581950432768
7221.46721.42165807837940.0453419216206044


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7321.950297528538220.348620459761323.5519745973151
7422.441871962548820.35005179272624.5336921323717
7522.554399400394320.053964228438725.0548345723500
7622.592421695162119.729564957973925.4552784323502
7722.900376297360919.705346476748726.0954061179732
7823.181304163736619.675571343603326.6870369838699
7922.539633961316818.739242423786826.3400254988468
8022.52597520515818.443348448044026.608601962272
8122.894372672596418.539381881507027.2493634636857
8222.732543069266618.113184620041127.3519015184921
8322.998753032919618.12160116938627.8759048964532
8423.046042262154717.916564293659328.1755202306501