Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.147614153124017
beta0.0992579523464149
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
135714.756824.38533687058-1109.63533687058
144932.755792.71745825933-859.967458259334
154292.384950.41740023966-658.037400239665
164292.384820.82644577925-528.446445779246
176752.387342.28263272652-589.902632726518
1870087323.8704467915-315.870446791499
195060.55106.41006426273-45.9100642627263
202857.384065.15552806932-1207.77552806932
214022.883839.91638289028182.963617109717
224022.883738.35807475984284.521925240158
234932.753721.927766233391210.82223376661
245457.883934.468535322851523.41146467715
2553303045.705374336592284.29462566341
264022.882934.785132151161088.09486784884
274677.132727.125624574791950.00437542521
284420.253092.000726811041328.24927318896
296623.385339.938500646541283.44149935346
306098.135936.11922856946162.010771430537
314022.884444.46520186095-421.585201860952
322472.752671.00808121079-198.258081210794
3338953844.9881870953450.0118129046591
344292.383977.06730729867315.312692701335
354677.134932.5709835357-255.440983535703
365188.385342.71676027703-154.336760277028
374150.634848.08525046331-697.455250463315
383254.753461.55750879847-206.807508798473
393639.53650.1060373171-10.6060373171008
403767.253236.84830610918530.401693890819
417135.884765.576270899282370.30372910072
427135.884680.626454465142455.25354553486
435188.383394.744640784511793.6353592155
444932.752311.606631672052621.14336832795
455714.754385.048906988121329.70109301188
4653305178.85058447146151.149415528545
476367.755922.67354805177445.076451948231
4876616934.22856328567726.771436714333
497917.885995.432226388271922.44777361173
506098.135211.1152110356887.014788964399
515585.636291.7667218379-706.136721837905
525060.56579.41197296741-1518.91197296741
538570.8811736.8227694721-3165.94276947215
548827.7510817.7486370406-1989.99863704055
558173.57261.38688466237912.113115337625
568827.756121.861537166562705.88846283344
578698.637278.587685355011420.04231464499
5876616987.75578333179673.244216668209
598827.758419.7446890197408.005310980299
601012110096.064517559124.9354824409293
6110646.1310001.45930936644.670690640032
629083.387588.435085415511494.94491458449
638045.637278.05868980464767.571310195355
648827.756954.307246497741873.44275350226
6512196.2512865.9662785895-669.716278589547
661323413669.2151888686-435.215188868617
6712978.3812527.8520497556450.52795024439
6813489.512914.1143405367575.385659463269
6913361.7512526.053132711835.696867288985
7012068.511031.42179117421037.07820882578
7114271.6312847.96739229881423.66260770118
7214796.7515033.2339776797-236.483977679685
7315564.8815692.2968617263-127.416861726302
741323413035.4170035875198.58299641255
7512324.1311405.4080869746918.72191302538
7613361.7512186.08640034631175.6635996537
7715834.3817186.3802012865-1352.00020128648
7818037.518491.2190135937-453.719013593673
7917512.3817948.3260472042-435.946047204186
8017512.3818430.1067587108-917.72675871076
8117769.2517891.2693907475-122.019390747511
821687215863.94666081061008.0533391894
8319204.2518560.0124537456644.237546254448
8419204.2519300.0251190641-95.7751190640665
8518806.8820226.8391459482-1419.95914594816
8616602.516901.0583964132-298.558396413173
8716999.8815437.12771820431562.75228179567
8817256.7516674.0489047927582.701095207289
8918947.3819996.1998284085-1048.81982840852
9021150.522582.9471696451-1432.44716964507
9119587.6321694.1510131128-2106.52101311283
9220369.7521422.6152799655-1052.86527996548
9319715.521484.9226586186-1769.42265861861
941933219841.9838832845-509.983883284505
9522317.2522227.295314273689.9546857263849
962166322097.6760010012-434.676001001179
9720753.1321648.1259374425-894.995937442509
9819459.8818917.6365688197542.243431180315
9920753.1319053.61130930151699.51869069852
10021407.3819383.30791153392024.07208846615
10122188.1321676.5919239223511.538076077672
10223225.7524421.5902440631-1195.84024406313
10322188.1322702.9294488657-514.799448865739
10422828.523645.7946831253-817.294683125325
10522047.6323000.0867419895-952.45674198951
10621919.8822464.274805578-544.394805578006
10725160.6325785.0578278594-624.427827859377
10825430.1324965.3074124172464.822587582767
10924392.524097.263338261295.236661738989
11022572.8822527.014072228945.8659277711085
1112412323696.3912007905426.608799209462
1122477624092.1481037308683.851896269174
1132555824920.2514756844637.748524315648
11426723.526305.5281776866417.97182231339
1152555825229.7682378388328.231762161209
11626467.8826108.4815415011359.398458498854
11726070.525406.7230504603663.776949539657
11824648.1325455.0549364964-806.924936496351
11927633.2529191.237528921-1557.987528921
12027633.2529185.1693455721-1551.91934557206


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12127692.678516940925513.406051795829871.9509820859
12225586.309448627723383.114715831427789.5041814239
12327235.856921758524993.733857835329477.9799856817
12427814.788319604325531.475123408530098.1015158001
12528532.342860671426199.713678422630864.9720429202
12629700.368430182227304.514292777332096.2225675872
12728285.663966775825860.273011784530711.054921767
12829162.701106171126664.419054872631660.9831574696
12928541.724677620725997.268995751131086.1803594903
13027034.688707093124467.318596987129602.0588171991
13130477.247112198327736.115911410633218.378312986
13230668.402607144728870.69983507932466.1053792103