Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.597126235287043
beta0
gamma0.901410325583061


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1314.213.48124933461880.718750665381153
1414.614.29628340915340.303716590846596
1517.217.00011340243040.199886597569616
1615.415.33607807945040.0639219205496122
1714.314.26402498196810.0359750180319054
1817.517.42570034121200.0742996587880462
1914.514.9514570741622-0.451457074162191
2014.413.05606186322431.34393813677572
2116.617.033454253127-0.433454253127014
2216.717.9212732352252-1.22127323522519
2316.615.60035473860590.999645261394079
2416.917.0655402785585-0.165540278558492
2515.716.4074650629215-0.707465062921482
2616.416.23152604485300.168473955147029
2718.419.0948308769003-0.694830876900333
2816.916.67657282704870.223427172951286
2916.515.57521179240120.924788207598825
3018.319.6653161652278-1.36531616522776
3115.115.9178336435388-0.81783364353884
3215.714.35706484297231.34293515702767
3318.117.82123443869970.278765561300325
3416.818.8869887133395-2.08698871333949
3518.916.79251394429582.10748605570420
361918.52331806598210.476681934017947
3718.117.94462089744220.155379102557834
3817.818.6647243046389-0.864724304638944
3921.520.83715667016040.662843329839617
4017.119.2870598574822-2.18705985748221
4118.716.91721966035001.78278033965004
421920.9004375180540-1.90043751805396
4316.416.8022581308116-0.40225813081161
4416.916.20738236589340.69261763410659
4518.619.0288496196914-0.428849619691373
4619.318.75368616633170.546313833668307
4719.419.7639881593884-0.363988159388381
4817.619.4139860794003-1.81398607940025
4918.617.38858217036841.21141782963165
5018.118.3600001031061-0.260000103106115
5120.421.5078361206708-1.10783612067084
5218.117.90041220778390.199587792216132
5319.618.36900533320611.23099466679392
5419.920.681164758908-0.781164758907984
5519.217.64123096182061.55876903817939
5617.818.5972258934997-0.797225893499718
5719.220.2573983934826-1.05739839348260
582219.96809477258642.03190522741363
5921.121.5543092064775-0.454309206477525
6019.520.5047320951071-1.00473209510708
6122.220.04422198446672.15577801553334
6220.920.9816621659555-0.0816621659554997
6322.224.3564489374252-2.15644893742518
6423.520.26282759724123.23717240275884
6521.523.0318681203166-1.53186812031663
6624.323.04859786704481.25140213295523
6722.821.67910658304581.12089341695419
6820.321.3494133167639-1.04941331676385
6923.723.05931917341650.640680826583509
7023.325.1425232705637-1.84252327056371
7119.623.4451898225841-3.84518982258406
721820.1582924440604-2.15829244406035
7317.320.0717158947412-2.77171589474115
7416.817.4705444768559-0.670544476855923
7518.219.2418463363559-1.0418463363559
7616.517.8493142704545-1.34931427045453
771616.4096486766431-0.409648676643094
7818.417.64664394087790.753356059122133


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7916.505612912401914.040650971610818.970574853193
8015.233818510149712.397271306980118.0703657133193
8117.474659892236414.058331721550520.8909880629224
8218.078333329684414.277277972399421.8793886869694
8316.966212033204913.045183087572820.887240978837
8416.613214360807012.481060831112120.7453678905019
8517.440543823409312.905675773334821.9754118734839
8617.251218213052812.528454932407621.9739814936979
8719.322883787982613.934206814970724.7115607609946
8818.355926147873613.009818415290523.7020338804567
8918.014454267228812.567981332051923.4609272024057
9020.1300023440808-0.09561815155130340.3556228397129