Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.239728579543755
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
315.3315.37-0.0399999999999991
415.3615.4404108568183-0.0804108568182507
515.415.4511340763333-0.0511340763333124
615.415.4788757768476-0.0788757768476476
715.4115.4599669989035-0.0499669989035496
815.4715.45798848123230.0120115187676628
915.5415.52086798556470.0191320144353266
1015.5515.5954544762091-0.0454544762090627
1115.5915.5945577391936-0.00455773919356162
1215.6515.63346511885080.0165348811492443
1315.7515.69742900242160.0525709975784103
1415.8615.81003177299630.04996822700374
1515.8915.9320105850782-0.0420105850781862
1615.9415.9519394471916-0.0119394471915921
1715.9315.9990772204758-0.0690772204758119
1815.9515.9725174365323-0.0225174365323166
1915.9915.98711936345750.00288063654254422
2015.9916.027809934364-0.0378099343639828
2116.0616.01874581250630.0412541874937347
2216.0816.0986356202744-0.0186356202743667
2316.0716.1141681294971-0.0441681294970735
2416.1116.09357976655160.0164202334483612
2516.1516.1375161657920.0124838342080089
2616.1816.1805088976339-0.000508897633935135
2716.316.2103869003270.0896130996729809
2816.4216.35186972142010.068130278579865
2916.4916.4882024963280.0017975036719875
3016.516.55863340933-0.0586334093300174
3116.5816.55457730539750.0254226946024723
3216.6416.6406718518627-0.000671851862747985
3316.6616.70051078977-0.0405107897700319
3416.8116.71079919568230.0992008043177321
3516.9116.8845804635910.0254195364090464
3616.9216.990674252947-0.0706742529469544
3716.9516.9837316146777-0.0337316146776701
3817.1117.00564518260530.104354817394729
3917.1617.1906620147479-0.0306620147478576
4017.1617.2333114535064-0.0733114535064026
4117.2717.2157366028930.0542633971069719
4217.3417.33874509000270.00125490999730005
4317.3917.4090459277938-0.0190459277938082
4417.4317.4544800745777-0.0244800745777063
4517.4517.4886115010721-0.0386115010720687
4617.517.4993552207660.000644779233994086
4717.5617.54950979277590.0104902072241053
4817.6517.61202459525280.0379754047471543
4917.6217.7111283850905-0.091128385090478
5017.717.65928230677660.0407176932233746
5117.7217.7490435015354-0.0290435015353623
5217.7117.7620809441673-0.0520809441673116
5317.7417.73959565340080.000404346599211181
5417.7517.7696925868367-0.0196925868366549
5517.7817.77497171096680.0050282890332376
5617.817.8061771355542-0.00617713555423904
5717.8617.82469629962220.0353037003778276
5817.8817.8931596055664-0.0131596055663863
5917.8917.9100048720166-0.0200048720165995
6017.9417.91520913246410.024790867535895
6117.9817.97115221192410.00884778807585462
6218.118.01327327959170.0867267204083291
6318.1418.1540641530837-0.0140641530836518
6418.1918.1906925736424-0.000692573642417926
6518.2318.2405265439469-0.0105265439468951
6618.2418.278003030519-0.0380030305190004
6718.2718.2788926179943-0.00889261799432006
6818.318.3067608033141-0.00676080331411555
6918.3418.3351400455390.00485995446095089
7018.3618.3763051155186-0.0163051155186196
7118.3618.392396313336-0.0323963133360436
7218.418.38462999115750.01537000884246


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7318.428314621544918.344851585385818.511777657704
7418.456629243089818.323691543216118.5895669429636
7518.484943864634818.303505888785318.6663818404842
7618.513258486179718.281939058429518.7445779139299
7718.541573107724618.258306579658618.8248396357906
7818.569887729269518.232376007938318.9073994506007
7918.598202350814418.204080460853218.9923242407757
8018.626516972359318.17342282054719.0796111241717
8118.654831593904318.140437213134519.169225974674
8218.683146215449218.105171693535419.261120737363
8318.711460836994118.067679899407119.3552417745811
8418.73977545853918.028016861839319.4515340552387