Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0330442684200226
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
214001200200
312101206.6088536843.39114631599546
412601206.7209116331253.2790883668781
513201208.48148013029111.518519869709
613201212.16652803467107.833471965331
713101215.7298062269594.2701937730455
812601218.84489581441.1551041860014
913401220.20483612357119.795163876425
1011801224.16337967413-44.163379674128
1113301222.70403310184107.295966898159
1213901226.24954983241163.750450167591
1311301231.66056366165-101.660563661647
1413401228.30126470828111.69873529172
1511401231.99226769944-91.992267699437
1612901228.9524505130161.0475494869897
1712601230.9697221246429.0302778753571
1812801231.9290064190648.0709935809361
1913301233.5174772341796.4825227658305
2012701236.7056716142833.2943283857153
2113001237.8058583383362.1941416616733
2211501239.86101824955-89.8610182495479
2314101236.89162664201173.108373357987
2412501242.611866197017.38813380299189
2510301242.85600167352-212.856001673517
2613201235.822330819484.1776691805951
2711601238.60392031478-78.6039203147802
2813001236.0065112730363.9934887269674
2911901238.12112929166-48.1211292916603
3013101236.5310017786773.4689982213279
3112901238.9587310764551.041268923552
3213201240.6453524672679.3546475327437
3313001243.267568740756.7324312592955
3412301245.14225042736-15.1422504273571
3513301244.6418858397585.3581141602479
3612201247.46248227589-27.4624822758904
3710101246.55500464009-236.555004640086
3812901238.7382175706651.2617824293409
3911701240.43212566894-70.4321256689429
4012401238.104747602951.89525239705426
4112601238.1673748318821.8326251681224
4212601238.8888179582521.1111820417532
4313101239.586421524370.4135784757016
4413601241.91318671186118.086813288136
4512501245.815279067024.1847209329776
4611701245.95356010879-75.9535601087946
4713601243.4437302811116.556269718897
4811401247.29524694373-107.295246943731
4910301243.74975400353-213.74975400353
5012601236.6865497575223.3134502424764
5112101237.45692566513-27.4569256651328
5211901236.54963164347-46.5496316434655
5312301235.01143312059-5.01143312058571
5413501234.84583397938115.15416602062
5513001238.6510191510561.348980848951
5613401240.6782513415299.3217486584833
5712701243.9602658641326.0397341358662
5812201244.82072982851-24.8207298285054
5914001244.00054696967155.999453030329
6011201249.15543476898-129.155434768982
6110001244.88758791457-244.887587914571
6212601236.7954567267923.20454327321
6312601237.5622338832722.4377661167262
6411501238.30367344958-88.3036734495806
6512401235.385743161644.61425683836137
6613601235.53821790316124.461782096836
6713501239.65096643881110.349033561193
6812801243.2973695236936.7026304763074
6913201244.5101810968775.4898189031273
7012101247.00468693569-37.0046869356865
7113701245.78189412778124.218105872215
7210601249.88659056085-189.886590560853
7310401243.611927093-203.611927092998
7412601236.8837199206223.1162800793816
7512101237.64758048443-27.6475804844338
7612001236.73398641374-36.7339864137418
7712001235.52013870655-35.5201387065488
7812901234.3464017088155.6535982911867
7914001236.18543414929163.814565850713
8012801241.5985666343738.4014333656323
8112801242.8675139062237.1324860937846
8212201244.0945297438-24.0945297438013
8313501243.29834363549106.701656364507
8410001246.82422180926-246.824221809263
859801238.66809597123-258.668095971234
8612401230.120597976269.87940202373534
8711901230.44705558857-40.4470555885662
8812001229.1105122269-29.110512226898
8911501228.14857664703-78.1485766470282
9012701225.5662141036644.433785896339
9114101227.03449605174182.965503948262
9214201233.08045727581186.919542724191
9312601239.2570768185320.7429231814654
9413001239.9425115399660.0574884600412
9514101241.92706730926168.072932690735
9610001247.48091441124-247.480914411238
979501239.3030886466-289.303088646601
9812801229.7432797306250.2567202693792
9913301231.4039762851198.5960237148877
10011901234.66200975789-44.6620097578941
10111701233.18618631928-63.1861863192767
10212701231.098245018138.901754981895
10313401232.38372505174107.616274948263
10414701235.93982612749234.06017387251
10512701243.6741733393726.3258266606292
10612801244.5440910219235.4559089780764
10714301245.71570559527184.284294404729
1089801251.80524528518-271.805245285175


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1091242.8236398021021.068268688341464.57901091567
1101242.8236398021020.947231750161464.70004785384
1111242.8236398021020.826260803481464.82101880052
1121242.8236398021020.705355740471464.94192386354
1131242.8236398021020.58451645361465.06276315041
1141242.8236398021020.463742835631465.18353676837
1151242.8236398021020.343034779631465.30424482438
1161242.8236398021020.222392178931465.42488742508
1171242.8236398021020.101814927171465.54546467684
1181242.8236398021019.981302918271465.66597668574
1191242.8236398021019.860856046441465.78642355757
1201242.8236398021019.740474206171465.90680539783