Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta1
gamma0


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
133770241487.9961256583-3785.99612565827
143036426985.96613032113378.03386967886
153260932727.9358210002-118.935821000206
163021230145.877718237966.1222817621128
172996529887.902049961877.0979500382091
182835228391.3748481016-39.3748481016046
192581422414.01962249313399.9803775069
202241426784.6171673481-4370.61716734807
212050621340.5520439118-834.552043911786
222880623717.11592731045088.88407268965
232222825561.4177256393-3333.41772563932
241397112837.6719600381133.32803996199
253684540601.5340145322-3756.53401453224
263533827298.93724802818039.06275197186
273502244169.1342060279-9147.13420602795
283477729660.53847484215116.4615251579
292688736705.4820559147-9818.4820559147
302397018314.53078484545655.46921515461
312278017792.05318680264987.94681319737
321735124394.9811555839-7043.98115558389
332138213941.3020668187440.69793318201
342456132526.7733061008-7965.77330610083
351740917693.0108338551-284.01083385514
36115149048.620097668362465.37990233164
373151435051.2864794491-3537.28647944907
382707124344.4845598372726.51544016304
392946230993.2773260638-1531.27732606379
402610527597.7751894846-1492.7751894846
412239724647.8615532109-2250.86155321087
422384317930.78679426095912.21320573911
432170520938.1454020331766.854597966936
441808922518.2329109566-4429.23291095655
452076416418.67877605184345.3212239482
462531629981.5307429842-4665.5307429842
471770419578.8057375386-1874.80573753865
48155489031.56311555276516.4368844473
492802957475.3424653159-29446.3424653159
50293839524.3922222938719858.6077777061
513643838979.699162503-2541.69916250305
523203438213.6173641055-6179.61736410549
532267929985.4261796034-7306.42617960342
542431912927.155397327811391.8446026722
551800421479.2311892206-3475.23118922059
561753715397.13943321972139.8605667803
572036618719.1618236321646.83817636797
582278229672.6780384295-6890.67803842952
591916915850.89612447033318.10387552967
601380712106.81668321061700.18331678943
612974345014.8164697156-15271.8164697156
622559116257.92614304529333.07385695475
632909629340.4209292218-244.420929221818
642648228394.0018115126-1912.00181151256
652240525728.3604886563-3323.36048865629
662704417593.86754746049450.13245253962
671797025984.3096810551-8014.30968105509
681873013365.97693473335364.02306526672
691968421153.1133629432-1469.11336294321
701978526373.6035376064-6588.60353760635
711847911664.16063211776814.83936788228
721069812765.8235286875-2067.82352868753
733195628541.12943222833414.87056777168
742950626919.63865511792586.36134488209
753450635849.4789327642-1343.47893276417
762716534513.3508750869-7348.35087508686
772673622126.41816001864609.58183998139
782369125137.1476304567-1446.14763045668
791815717464.253448161692.746551839035
801732816131.05953140591196.94046859407
811820518157.19326476947.8067352310027
822099524385.0774564696-3390.07745646963
831738215200.51980515262181.48019484744
84936710808.7908846448-1441.79088464483
853112422889.42066342658234.5793365735
862655128623.8134118605-2072.81341186048
873065130211.7736790038439.22632099616
882585930317.5117468502-4458.51174685019
892510023072.99658975362027.00341024635
902577823266.32686679862511.67313320136
912041821977.5195299962-1559.51952999621
921868818763.4129777217-75.4129777216986
932042418811.57586318511612.42413681493
942477628331.3280990513-3555.32809905126
951981419052.9011431531761.098856846937
961273811896.906659231841.093340768961
973156637808.6848699408-6242.68486994076
983011121631.04651343418479.95348656592
993001937488.1358370153-7469.1358370153
1003193425601.5732487666332.426751234
1012582635663.8163727304-9837.81637273038
1022683518965.05919923827869.94080076176
1032020523104.6686210557-2899.6686210557
1041778917609.655864695179.344135304989
1052052017197.44001122263322.55998877743
1062251829742.4407326765-7224.44073267652
1071557215256.8323835081315.167616491928
108115097817.874273777463691.12572622254
1092544738233.1770809934-12786.1770809934
1102409014603.79671776179486.2032822383
1112778629825.2075899902-2039.20758999023
1122619527463.0014345558-1268.00143455579
1132051626360.0760125685-5844.07601256846
1142275914293.63189102838465.3681089717
1151902820629.239528044-1601.23952804403
1161697118399.4112133541-1428.41121335415
1172003616635.1989777213400.80102227902
1182248529556.8562177491-7071.85621774909
1191873015712.12079180913017.87920819086
1201453811716.52702127532821.47297872474


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12149938.886170718137811.372079811462066.4002616249
12247050.408501113624092.078789834670008.7382123925
12358046.056746841515420.1830365067100671.930457176
12460632.58662136851707.4597081531119557.713534584
12566753.6356380269-13344.3217216522146851.592997706
12669477.4872993832-29128.3404435172168083.315042284
12759902.5221855174-38063.2768795174157868.321250552
12859492.040879766-50808.9184176144169793.000177146
12964584.5287470717-69499.3606420824198668.418136226
13089074.7858480441-115565.007657598293714.579353686
13177805.1252187176-117880.470648379273490.721085814
13250847.8472650804-87718.127610297189413.822140458