Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.347103365971636
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31865.711881.19-15.48
41872.591872.99683989476-0.406839894759287
51875.951879.73562439788-3.78562439787652
61875.951881.78162142707-5.83162142706942
71875.951879.75744600066-3.80744600066123
81878.081878.43586867808-0.355868678076604
91878.261880.44234546207-2.18234546207213
101876.391879.86484600647-3.47484600647385
111876.771876.78871526139-0.0187152613939361
121876.881877.16221913117-0.282219131168858
131876.881877.1742599208-0.294259920798595
141876.681877.07212131182-0.392121311818983
151865.521876.73601468462-11.2160146846174
161858.991861.6828982348-2.69289823479926
171856.871854.218184193282.65181580671856
181858.221853.018638385735.2013616142699
191858.221856.174048509682.04595149032116
201859.321856.884205158582.43579484141583
211859.521858.829677746860.690322253144132
221852.481859.26929092453-6.78929092452722
231850.071849.872705192060.197294807936714
241850.071847.531186883992.53881311601322
251850.071848.412417462131.65758253787203
261841.551848.9877699404-7.43776994039899
2718451837.886094958767.11390504123619
281844.011843.805355343780.204644656220353
291842.671842.88638819278-0.216388192781778
301842.671841.471279122711.19872087728936
311842.671841.887359174080.78264082592159
321842.91842.15901643910.740983560897575
331840.371842.64621432722-2.2762143272198
341841.591839.326132672572.26386732743117
351844.331841.331928642032.99807135796664
361844.331845.11256930181-0.782569301806689
371844.331844.84093686304-0.510936863043526
381845.391844.663588958080.726411041918027
391861.841845.9757286758115.8642713241888
401862.851867.93227065112-5.08227065112419
411869.461867.178197401342.28180259866008
421870.81874.58021876382-3.78021876381786
431870.81874.60809210679-3.8080921067874
441871.521873.28629051859-1.7662905185914
451875.521873.39320513432.12679486569527
461880.381878.131422790922.24857720908153
471885.051883.771911508841.27808849116195
481886.421888.88554032613-2.46554032612971
491886.421889.39974297999-2.97974297999144
501891.651888.365464161913.28453583809392
511903.111894.735537606968.37446239303677
521905.291909.10234169179-3.81234169178879
531904.261909.95906505833-5.69906505833501
541905.371906.9509003937-1.58090039369563
551905.371907.51216454578-2.14216454577786
561905.121906.76861202147-1.64861202147335
571908.621905.946373239642.67362676036146
581915.081910.374398087514.70560191248819
591916.361918.46772835026-2.10772835025909
601916.681919.01612874533-2.33612874533014
611916.241918.52525059448-2.28525059448316
621922.051917.292032421054.75796757895068
631922.631924.75353898289-2.12353898288688
641922.471924.59645145416-2.12645145415513
651920.641923.69835299684-3.05835299684236
661920.661920.80678837731-0.146788377309122
671920.661920.77583763746-0.115837637459663
681921.191920.735630003590.454369996408786
691921.441921.423343358740.0166566412588054
701921.731921.679124934990.0508750650121783
711921.811921.9867838413-0.17678384129772
721921.811922.00542157493-0.195421574933789


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
731921.937590088491913.669351608251930.20582856874
741922.065180176981908.193531372341935.93682898162
751922.192770265471902.478570953751941.9069695772
761922.320360353961896.368138003691948.27258270424
771922.447950442451889.836598932131955.05930195278
781922.575540530941882.888390252041962.26269080985
791922.703130619441875.536406859651969.86985437922
801922.830720707931867.795612987781977.86582842808
811922.958310796421859.68088443131986.23573716153
821923.085900884911851.206267589881994.96553417993
831923.21349097341842.384764007082004.04221793971
841923.341081061891833.228318458472013.4538436653