Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.945564968612526
beta0.13497582304194
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
311815910132116838
410976380841.430107025228921.5698929748
59741575478.874577247121936.1254227529
611919066310.800272831752879.1997271683
79790393150.3012286514752.69877134904
89695375089.648205567221863.3517944328
98788875998.614095324411889.3859046756
108463768993.970659031815643.0293409682
119054967535.135921224123013.8640787759
129568075983.127178444619696.8728215554
139937183808.568259429715562.4317405703
147998489710.8351063283-9726.83510632828
158675270459.036643138216292.9633568618
168573377890.09310253727842.90689746282
178490678332.04992727576573.95007272433
187835678413.1484262595-57.1484262594895
1910889572216.818718414636678.1812815854
20101768105437.307846928-3669.30784692836
2173285100038.316758188-26753.3167581881
226572469397.4122310085-3673.41223100848
236745760111.22514178127345.77485821882
246720362181.92491119165021.07508880836
256927362695.30184556916577.69815443088
268080765520.068176241615286.9318237584
277512978531.0275686722-3402.02756867219
287499173436.16629084731554.83370915274
296815773226.7803455296-5069.78034552955
307385866106.34341559497751.65658440511
317134972098.7396976701-749.739697670127
328563469956.825385686115677.1746143139
339162485348.47865692026275.52134307985
3411601492651.192758007323362.8072419927
35120033119092.803752357940.196247642627
36108651124452.375037684-15801.3750376839
37105378111964.998626129-6586.99862612916
38138939107349.72559642831589.2744035719
39132974142864.28783713-9890.28783713045
40135277137894.947399752-2617.94739975204
41152741139467.95285600813273.0471439919
42158417157760.943970466656.056029533996
43157460164207.481665637-6747.48166563737
44193997162792.32311678531204.6768832146
45154089201245.999466321-47156.9994663209
46147570159585.046921474-12015.0469214739
47162924149619.6322984813304.3677015204
48153629165293.384462943-11664.384462943
49155907155868.85242950938.1475704906334
50197675157514.69344471940160.3065552811
51250708202224.23852691648483.7614730837
52266652260992.0563789325659.94362106762
53209842279989.541852195-70147.5418521949
54165826218353.305479884-52527.3054798841
55137152166674.170886324-29522.1708863238
56150581132980.01793627917600.9820637209
57145973146090.252979452-117.252979452431
58126532142431.780848837-15899.7808488372
59115437121820.639501633-6383.63950163346
60119526109392.89428988210133.1057101177
61110856113876.076914771-3020.07691477073
6297243105536.62320946-8293.62320945995
6310387691152.186925183212723.8130748168
6411637098265.022151689418104.9778483106
65109616112776.807812001-3160.80781200125
6698365106777.002646924-8412.0026469236
679044094738.2410808671-4298.2410808671
688889986040.73066647442858.26933352558
699235884474.96216748347883.03783251661
708839488666.538320099-272.538320099047
719821985111.703731524513107.2962684755
7211354695881.23539628317664.764603717
73107168113214.67528165-6046.67528165005
7477540107355.680704806-29815.680704806
757494475216.2193432769-272.219343276913
767564170977.2771748474663.72282515303
777591072000.81253626823909.18746373177
788738472809.809072261614574.1909277384
798461585563.340087318-948.340087318036
808042083518.2744129676-3098.27441296761
818078479044.87831877231739.12168122771
827993379367.5158453107565.484154689271
838211878652.57468437963465.42531562036
849142081122.003018846510297.9969811535
8511242691366.388745410121059.6112545899
86114528114474.3846317353.615368269966
87131025117726.68952132413298.3104786757
88116460135199.956347731-18739.9563477305
89111258119987.20957818-8729.20957818034
90155318113126.17912561242191.820874388
91155078159799.166242704-4721.16624270377
92134794161510.321228576-26716.3212285763
93139985139013.866584409971.133415591117
94198778142821.64333542655956.3566645742
95172436205763.141805692-33327.1418056917
96169585180027.801732862-10442.8017328616
97203702174598.29378287829103.7062171219
98282392210277.03812740672114.9618725936
99220658295829.636988005-75171.6369880053
100194472232519.151123223-38047.1511232232
101269246199456.38117168169789.6188283189
102215340277267.421291702-61927.4212917024
103218319222627.74419759-4308.74419758952
104195724221920.351530957-26196.3515309569
105174614197173.405432642-22559.4054326417
106172085172986.207114462-901.207114461839
107152347169163.222778226-16816.222778226
108189615148145.32938207441469.6706179258
109173804187533.243064742-13729.2430647423
110145683172974.75620243-27291.7562024298
111133550142108.828583876-8558.82858387585
112121156127863.751398401-6707.75139840128
113112040114512.888308874-2472.88830887376
114120767104850.75260100615916.247398994
115127019114608.1047683212410.8952316802
116136295122634.90154715513660.0984528453
117113425133586.317774916-20161.3177749162
118107815109984.230700184-2169.23070018354
119100298103117.975410621-2819.97541062113
1209704895276.48974180611771.51025819388
1219875092002.64711264516747.35288735492
1229823594294.94088284713940.05911715291
12310125494435.61948728986818.38051271015
12413958998168.157034560541420.8429654395
125134921139906.047228352-4985.0472283519
12680355137127.919666693-56772.9196666928
1278039678135.15666716712260.84333283288
1288218375251.19976492026931.80023507976
1297970977668.63072093282040.36927906722
1309078175721.305005204515059.6949947955


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
13188006.6425266641628.7064264755134384.578626845
13286052.060023047518021.0809840664154083.039062029
13384097.477519435-3821.64695383461172016.601992705
13482142.8950158225-25214.7337955928189500.523827238