Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.726816553788166
beta0.0787886111272481
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
37477-3
46279.6477557381837-17.6477557381837
55670.6386837480392-14.6386837480392
66662.97837281666063.02162718333943
76568.3269012934794-3.32690129347937
85968.8706996216654-9.87069962166544
96164.0931127010467-3.09311270104666
106964.06446146219564.93553853780443
117470.15379980537213.84620019462785
126975.6716411499497-6.67164114994971
136673.1628906532663-7.16289065326627
146869.8869099062462-1.88690990624623
155870.3375456591506-12.3375456591506
166462.48597844021051.51402155978948
176664.78865981488541.21134018511459
185766.9407145902942-9.94071459029421
196860.41801764910197.58198235089809
206267.0652881213165-5.06528812131646
215964.2302500044309-5.23025000443094
227360.97580529022912.024194709771
236170.9507405293717-9.95074052937166
246164.3841012371349-3.3841012371349
255762.396413978611-5.39641397861097
265858.6371195804074-0.637119580407408
275758.3004745672508-1.30047456725079
286757.40722066572569.59277933427439
298164.980693255431116.0193067445689
307978.14241581754460.857584182455383
317680.3334568815634-4.33345688156339
327878.5034085376781-0.503408537678126
337479.4282751090728-5.42827510907281
346776.4628176800113-9.46281768001134
358470.023100929266813.9768990707332
368581.4201435928733.57985640712698
377985.4654435385075-6.46544353850747
388281.83941043274030.160589567259734
398783.03848401437453.96151598562554
409087.2269895219192.77301047808099
418790.7104656280219-3.71046562802194
429389.26916465410053.73083534589949
439293.4499701989452-1.44997019894524
448293.7822481615077-11.7822481615077
458085.9301465907624-5.93014659076243
467981.9918602613577-2.99186026135771
477780.0178405965313-3.01784059653129
487277.8521217541916-5.85212175419164
496573.2912794755224-8.29127947552239
507366.48281797277926.51718202722076
517670.81059698717725.18940301282275
527774.47049470652862.52950529347136
537676.3419865158162-0.341986515816245
547676.106846731765-0.106846731764961
557676.036491871352-0.0364918713519558
567576.0151823859737-1.01518238597369
577875.22441014940492.77558985059511
587377.3477777091485-4.34777770914855
598074.04478889628745.95521110371256
607778.5712072768309-1.57120727683086
618377.53732521220985.46267478779023
628481.92860441373782.07139558626221
638583.97366394545091.02633605454909
648185.3179299072943-4.31792990729433
658482.53062921915581.46937078084417
668384.0337777949763-1.03377779497626
678383.6583974015512-0.658397401551156
688883.51814665252234.48185334747771
699287.37056797354744.62943202645258
709291.59535572987210.404644270127932
718992.7726697088956-3.77266970889563
728290.6978013091687-8.69780130916872
737384.5451872992056-11.5451872992056
748175.66191240358985.33808759641022
759179.35536605953111.644633940469
768088.2993504073032-8.29935040730315
778182.2724555868784-1.27245558687839
788281.27995724395320.72004275604678
798481.77687283258932.22312716741071
808783.49356213430523.50643786569478
818586.3437785925695-1.34377859256949
827485.5918261373761-11.5918261373761
838176.72761870268344.27238129731663
848279.6384371902382.36156280976196
858681.29567574953514.70432425046489
868584.92506460717980.0749353928202225
878285.1940281744556-3.19402817445555
888682.90414930928413.09585069071591
898885.36314200213162.63685799786843
908687.6395305298137-1.63953052981365
918386.713881587714-3.71388158771397
928184.0678850238688-3.06788502386883
938181.7157274290141-0.715727429014095
948181.0321708753184-0.0321708753183714
958280.84359227940861.1564077205914
968681.58511381659054.41488618340955
978584.94776931001710.0522306899829204
988785.1425655558521.857434444148
998986.75577950924062.24422049075942
1009088.77863095159251.22136904840747
1019090.1279985694688-0.127998569468758
1029290.48929364449341.51070635550658
1038692.1281369840124-6.12813698401243
1048687.8640155843471-1.86401558434713
1058286.592385601138-4.59238560113799
1068083.0747487750433-3.07474877504328
1077980.4840804376933-1.48408043769334
1087778.9645505109054-1.96455051090541
1097976.98330725794442.01669274205562
1107678.011183147178-2.011183147178
1117875.99636202844412.00363797155586
1127877.01431742089550.985682579104477
1137777.3488509647118-0.348850964711843
1147276.6934465332636-4.69344653326357
1157572.61154853243592.3884514675641
1167973.81366558603875.18633441396133
1178177.34632503012983.65367496987017
1188679.97424942947896.02575057052105
1198884.67130144611313.32869855388694
1209787.59870888999299.40129111000711
1219495.4781408113965-1.47814081139654
1229695.36557597981080.634424020189172
1239496.8247884457941-2.82478844579413
1249195.608026894295-4.60802689429504
1259292.8313000726818-0.831300072681799
1269392.75195653620550.248043463794474
1279393.4713019251835-0.471301925183539
1288793.6408261355848-6.64082613558479
1298488.9459519966587-4.94595199665868
1308085.1997111561183-5.19971115611831
1317880.971273190964-2.97127319096396
1327578.1923512644155-3.19235126441555
1337375.0699365644123-2.06993656441226
1348172.64477680690538.35522319309472
1357678.2752564804217-2.27525648042167
1367776.04903529319130.950964706808719
1377176.2221419383054-5.22214193830537
1387171.6094872228529-0.609487222852906
1397870.31448410685687.68551589314316
1406775.4885366133339-8.48853661333393
1417668.42092509762857.57907490237153
1426873.4655343262575-5.46553432625745
1438268.716122534542713.2838774654573
1446478.3547930807135-14.3547930807135
1457167.08319503527363.91680496472644
1468169.315992228077111.6840077719229
1476977.863204146732-8.86320414673199
1486370.9688121036782-7.96881210367816
1497064.26814603928345.73185396071663
1507767.85358472209099.14641527790909
1517574.44455134690350.555448653096505
1527674.8232689089041.17673109109596
1536875.7209301806318-7.7209301806318


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
15469.709485911568758.296868746847481.12210307629
15569.309741508431454.8072565364883.8122264803829
15668.909997105294251.516901769023386.3030924415651
15768.510252702156948.31879040023488.7017150040798
15868.110508299019745.160509209728691.0605073883107
15967.710763895882442.012594221783993.408933569981
16067.311019492745238.857025337485495.7650136480049
16166.911275089607935.68214975985398.1404004193629
16266.511530686470732.4801390705316100.54292230241
16366.111786283333429.2455950364493102.977977530218
16465.712041880196225.9747315992836105.449352161109
16565.312297477058922.6648689081153107.959726046003