Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.380859354912001
beta0.0316088853012633
gamma0.733581043315084


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
138065.953525641025714.0464743589743
144232.44671481726019.55328518273991
155447.13530513160956.86469486839045
166660.590894908015.40910509199001
178179.72389409402461.2761059059754
186369.4231643277681-6.42316432776809
19137111.48776994845825.5122300515419
207280.1890659314056-8.18906593140558
2110786.45632367155220.5436763284479
225868.1223642893241-10.1223642893241
233697.153764642369-61.1537646423691
2452157.471510088699-105.471510088699
257965.853803915793113.1461960842069
267728.650494978248748.3495050217513
275456.0480501431291-2.04805014312910
288464.494919076742319.5050809232577
294886.3359268092791-38.3359268092791
309656.191372995912939.8086270040871
3183129.664803267216-46.6648032672161
326653.99739133105812.002608668942
336179.6754118037384-18.6754118037384
345330.674606122684922.3253938773151
353047.4750331630982-17.4750331630982
3674103.414328539587-29.4143285395875
376994.6690520639822-25.6690520639822
385958.23468268167360.765317318326439
394243.609557805132-1.60955780513198
406561.0081831412343.99181685876599
417049.478803349931820.5211966500682
4210076.760334137812323.2396658621877
4363103.965837074180-40.9658370741803
4410556.50154942884248.498450571158
458281.97154136393560.0284586360644283
468158.767430267256822.2325697327432
477557.505438458549117.4945615414509
48102121.811391006691-19.8113910066906
49121119.0110215464311.98897845356879
5098106.036128029648-8.03612802964805
517687.7937238475118-11.7937238475118
5277104.548576897235-27.5485768972347
536388.8253943324124-25.8253943324124
543799.4433230770057-62.4433230770057
553563.5759025308631-28.5759025308631
562360.3350961492543-37.3350961492543
574028.937578654051311.0624213459487
582917.991147653551511.0088523464485
59378.1378362318391328.8621637681609
605157.8014044626805-6.8014044626805
612067.986280314369-47.9862803143689
622828.951675237226-0.95167523722598
63139.313210565713963.68678943428604
642222.6070517338644-0.607051733864424
652516.05057370461658.94942629538355
661321.8230856739742-8.82308567397422
671620.9469405271599-4.94694052715987
681322.1988348562020-9.19883485620204
691623.3093821664651-7.30938216646515
70174.9308234847238512.0691765152762
7193.192179909837565.80782009016244
721727.201755489461-10.2017554894610
732516.66938856479288.33061143520722
741420.4077763690616-6.40777636906155
7580.6939026256049847.30609737439502
76713.3553977851489-6.3553977851489
77108.820287664657131.17971233534287
7873.338225050026453.66177494997355
79108.904549139224121.09545086077588
80310.5263066432461-7.5263066432461


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8113.1518860780379-37.446598918895763.7503710749715
826.46657662737189-47.897222023720360.8303752784641
83-2.75000728509995-60.846725736882455.3467111666825
8411.6688643515566-50.140253426642173.4779821297553
8513.4546037022310-52.055546076287878.9647534807497
867.24134529398266-61.96565455853776.4483451465023
87-3.81105338954830-76.716447137432969.0943403583363
88-0.232709452860554-76.842660726262776.3772418205416
891.05592991450302-79.268509091258781.3803689202648
90-3.78144524582828-87.833400150117980.2705096584614
91-0.852758842772003-88.64782466259586.942306977051
92-3.6547344525488-95.210646124488587.9011772193909