Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.962988058725841
beta0.0285777275021911
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
322.2522.240.0100000000000016
422.2422.2499050806906-0.00990508069056162
522.0922.2403692184452-0.15036921844521
622.0922.091429906418-0.00142990641796814
722.0822.0858780223084-0.0058780223084085
822.0822.07588089247790.00411910752212563
922.0522.0756242371772-0.0256242371772331
1022.0522.04601991683270.00398008316727427
1122.1222.04503373539660.0749662646034466
1222.1122.1144694713943-0.00446947139426257
1322.4322.10728654229110.322713457708865
1422.4322.42405794462310.0059420553769165
1522.3922.4359457945889-0.0459457945888815
1622.3522.3966018359029-0.0466018359029476
1722.2922.3553436342601-0.0653436342600848
1822.2922.2942390471104-0.00423904711040635
1922.2922.291860789099-0.00186078909896992
2022.2922.2917215562179-0.00172155621789116
2122.2622.2916690256938-0.0316690256937697
2222.2422.2619059077611-0.0219059077610879
2322.2922.24094170500560.0490582949943672
2422.1922.2896652668857-0.099665266885701
2522.1422.1924270254498-0.0524270254498447
2622.1422.139235854150.000764145850030928
2722.2222.13728817494320.0827118250568013
2822.1222.2165313625328-0.0965313625328292
2922.422.12050895677160.27949104322839
3022.422.39428323396860.00571676603137306
3122.1322.4045734768989-0.274573476898858
3222.1322.1373912979893-0.00739129798927607
3322.0822.127298958277-0.0472989582769578
3422.0322.0774743504355-0.0474743504355217
3521.9722.0261743474254-0.0561743474253973
3622.0621.96495043258160.0950495674183642
3722.0622.05196910700340.00803089299658311
3822.0622.05541084732910.00458915267090276
3922.0522.0556645263488-0.00566452634881998
4022.0422.0458881470909-0.00588814709091068
4122.322.03573438185990.264265618140087
4222.2722.2930080591073-0.0230080591073083
4322.1822.2730074335549-0.0930074335548881
4422.1822.183038680759-0.00303868075896219
4522.1322.1796251380381-0.0496251380380954
4622.122.1299837089476-0.0299837089476327
4721.9622.0984315895476-0.138431589547626
4821.9521.9586358173613-0.00863581736133412
4921.9421.9435941660805-0.00359416608054275
5021.9421.93330865329180.00669134670824789
5121.8421.933112112427-0.0931121124269723
5221.7221.8342435858996-0.114243585899594
5321.7421.71188171809070.0281182819093111
5421.6521.7273864444083-0.0773864444082761
5521.6721.63916170339340.0308382966066425
5621.6721.65600476587570.0139952341243159
5721.6821.65701330930280.0229866906971665
5821.621.6673131120056-0.0673131120056283
5921.5921.58880282546260.0011971745374133
6021.5221.576300073016-0.0563000730160148
6121.1621.5068787791749-0.346878779174901
6221.1621.14808755359660.0119124464034215
6321.1521.13513582447390.0148641755261316
6421.2521.1254356375130.12456436248705
6521.2921.22480343317780.0651965668222019
6621.2221.268794960737-0.0487949607369558
6721.2421.20167117063720.0383288293628112
6821.2421.21950135981440.0204986401855578
6921.2521.22072541251880.0292745874811651
7021.1221.2312062346228-0.111206234622795
7121.0721.1033453058351-0.0333453058350592
7221.0421.0495458585502-0.00954585855017598
7320.8921.018402292679-0.128402292678999


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7420.869267767618120.680661083537421.0578744516988
7520.843783117120120.578315860281821.1092503739584
7620.818298466622120.490671370311621.1459255629325
7720.792813816124120.410418324078321.1752093081698
7820.767329165626120.334677873636921.1999804576152
7920.74184451512820.261973823887221.2217152063689
8020.7163598646320.191434714156721.2412850151034
8120.69087521413220.122498031243121.2592523970209
8220.66539056363420.05477743954821.27600368772
8320.63990591313619.987995189848121.2918166364239
8420.61442126263819.921944465026721.3068980602493
8520.5889366121419.856466925880321.3214062983996