Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.12705129384387
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
315.7315.74-0.00999999999999979
415.7415.8087294870616-0.068729487061562
515.7715.8099973168052-0.0399973168051648
615.7815.8349156059548-0.0549156059547844
715.815.837938507166-0.0379385071660074
815.8115.8531183707441-0.0431183707440628
915.8215.8576401259526-0.0376401259525903
1015.8815.86285789924990.0171421007501333
1115.8515.9250358253294-0.0750358253293744
1215.8915.88550242663660.00449757336336631
1315.9215.9260738491516-0.00607384915160836
1416.0215.95530215875830.064697841241717
1516.116.06352210319690.0364778968030528
1616.1316.1481566671825-0.0181566671824811
1716.2116.17584983912510.0341501608749475
1816.2516.2601886612492-0.0101886612491917
1916.2716.2988941786549-0.0288941786549444
2016.2116.3152231358723-0.105223135872276
2116.2116.2418544003174-0.0318544003173962
2216.2416.23780725754240.00219274245754875
2316.3216.26808584830870.0519141516912534
2416.3216.3546816084499-0.0346816084499295
2516.3616.35027526522380.0097247347762206
2616.4816.39151080535940.0884891946406157
2716.5416.52275347202970.0172465279703218
2816.5816.5849446657226-0.00494466572262198
2916.5616.6243164395449-0.0643164395449354
3016.5516.5961449526853-0.0461449526853208
3116.5816.5802821767423-0.000282176742288698
3216.5316.6102463258221-0.0802463258220847
3316.616.55005092630020.0499490736998247
3416.4616.62639702074-0.166397020740042
3516.4816.46525606396330.0147439360367478
3616.4816.4871293001131-0.00712930011307122
3716.4916.48622351330950.0037764866904908
3816.5416.49670332082970.0432966791702825
3916.6716.55220421993740.117795780062558
4016.7216.69717032620370.0228296737962559
4116.7916.75007086579760.0399291342024135
4216.8616.82514391396010.0348560860399303
4316.8416.8995724247898-0.0595724247897778
4416.8616.8720036711428-0.0120036711428178
4516.9616.89047858919320.0695214108067539
4617.0116.99931137438610.0106886256139056
4717.0217.0506693780998-0.0306693780997591
4817.0417.0567727939308-0.0167727939307944
4917.0417.0746417887605-0.0346417887605099
5017.3917.07024050467740.319759495322579
5117.5417.4608663622770.079133637722979
5217.5717.6209203933363-0.0509203933362947
5317.5817.6444508914799-0.0644508914798827
5417.5617.646262322328-0.0862623223279684
5517.6317.61530258266620.0146974173337746
5617.6717.6871699085546-0.0171699085546422
5717.7117.7249884494576-0.0149884494575971
5817.7517.7630841475613-0.0130841475612975
5917.8217.80142178968480.0185782103152121
6017.8617.8737821753426-0.0137821753426408
6117.8917.9120311321334-0.022031132133371
6217.9617.9392320482910.0207679517090149
631818.0118706434261-0.0118706434261036
6418.0818.05036246282010.0296375371799442
651818.1341279502651-0.13412795026511
6618.0218.0370868206433-0.0170868206433035
6718.0118.0549159179729-0.0449159179728937
6818.0218.0392092924803-0.0192092924802552
6917.9518.0467687270168-0.0967687270168121
7017.9617.9644741350457-0.00447413504570093
711817.97390569039930.0260943096006869
7218.0118.017221006196-0.00722100619604049


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7318.02630356801617.901693563061418.1509135729706
7418.04260713603217.854853117624118.2303611544398
7518.058910704047917.814630025295418.3031913828005
7618.075214272063917.776394284752818.374034259375
7718.091517840079917.738510939900918.4445247402589
7818.107821408095917.700223805042118.5154190111497
7918.124124976111917.661134172886218.5871157793375
8018.140428544127917.621016183017518.6598409052382
8118.156732112143817.579737092447218.7337271318404
8218.173035680159817.537218147180418.8088532131392
8318.189339248175817.493413573930618.885264922421
8418.205642816191817.448298525281318.9629871071023