Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.912866565535159
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2139871178421-38550
3118159143229.99389862-25070.9938986196
4109763120343.521803834-10580.5218038338
597415110684.917203198-13269.9172031982
611919098571.253460978720618.7465390213
797903117393.417799695-19490.417799695
89695399601.2670420421-2648.26704204209
98788897183.7526027532-9295.75260275317
108463788697.9708502134-4060.97085021337
119054984990.84633744075558.1536625593
129568090064.69898209795615.30101790212
139937195190.71953675634180.28046324373
147998499006.7578062113-19022.7578062113
158675281641.51822064815110.48177935195
168573386306.7061707951-573.706170795078
178490685782.988989035-876.988989035046
187835684982.4150626025-6626.41506260248
1910889578933.382302594129961.6176974059
20101768106284.341347902-4516.34134790246
2173285102161.524332858-28876.5243328583
226572475801.1107405295-10077.1107405295
236745766602.0532683049854.946731695134
246720367382.5055549829-179.505554982912
256927367218.64093551122054.35906448882
268080769093.996639087111713.0033609129
277512979786.4057892654-4657.40578926544
287499175534.8157621151-543.815762115133
296815775038.3845350692-6881.38453506921
307385868756.59866841385101.40133158618
317134973413.4973813954-2064.49738139538
328563471528.886747284614105.1132527154
339162484404.97303877547219.02696122463
3411601490994.981387374225019.0186126258
35120033113834.0069813426198.99301865787
36108651119492.860448061-10841.8604480608
37105378109595.688536828-4217.68853682805
38138939105745.50168771733193.4983122832
39132974136046.736490148-3072.73649014786
40135277133241.7380835922035.26191640797
41152741135099.66063918817641.3393608121
42158417151203.8495129337213.15048706735
43157460157788.49342475-328.493424750079
44193997157488.62276029836508.3772397024
45154089190815.899704367-36726.8997043667
46147570157289.140908487-9719.14090848723
47162924148416.86212740414507.1378725958
48153629161659.943252906-8030.94325290577
49155907154328.7636676181578.23633238208
50197675155769.48284796241905.5171520376
51250708194023.62836751856684.3716324823
52266652245768.8960191820883.1039808196
53209842264832.383427865-54990.3834278648
54165826214633.500970608-48807.5009706084
55137152170078.765187215-32926.7651872152
56150581140021.02213657910559.9778634206
57145973149660.872860887-3687.87286088747
58126532146294.337028239-19762.3370282388
59115437128253.960298322-12816.9602983221
60119526116553.7857701922972.21422980768
61110856119267.020766192-8411.02076619158
6297243111588.881126713-14345.8811267134
6310387698493.00589299495382.99410700513
64116370103406.96123575312963.0387642474
65109616115240.48591137-5624.48591137026
6698365110106.080774557-11741.0807745568
679044099388.0406922163-8948.04069221625
688889991219.673517244-2320.67351724395
699235889101.20825382913256.79174617093
708839492074.2245498194-3680.22454981938
719821988714.67060462769504.32939537242
7211354697390.855137496116155.1448625039
73107168112138.346743853-4970.34674385301
7477540107601.083382273-30061.083382273
757494480159.3254388314-5215.32543883141
767564175398.4292173372242.570782662762
777591075619.8639746058290.136025394226
788738475884.719451645411499.2805483546
798461586382.0281919471-1767.02819194713
808042084768.9672351606-4348.96723516055
818078480798.9404515746-14.9404515745991
827993380785.3018128581-852.301812858146
838211880007.26398415492110.73601584506
849142081934.08432169089485.91567830922
8511242690593.45958790521832.540412095
86114528110523.6557708024004.34422919826
87131025114179.0877345316845.9122654695
88116460129557.157807616-13097.1578076163
89111258117601.200341506-6343.20034150561
90155318111810.70483125443507.2951687461
91155078151527.0599476723550.94005232843
92134794154768.594397662-19974.5943976619
93139985136534.455011913450.54498808956
94198778139684.34216441259093.6578355877
95172436193628.966637695-21192.9666376951
96169585174282.615969641-4697.61596964116
97203702169994.31941323233707.6805867683
98282392200764.93402263181627.065977369
99220658275279.553396104-54621.5533961037
100194472225417.363543207-30945.3635432072
101269246197168.37580628372077.6241937173
102215340262965.629055935-47625.6290559353
103218319219489.784628192-1170.78462819217
104195724218421.014485673-22697.014485673
105174614197701.668824235-23087.6688242349
106172085176625.707878442-4540.70787844242
107152347172480.64747235-20133.6474723502
108189615154101.3138525735513.6861474297
109173804186520.570555468-12716.570555468
110145683174912.038467112-29229.0384671124
111133550148229.826507744-14679.8265077445
112121156134829.103700968-13673.1037009678
113112040122347.384485259-10307.3844852593
114120767112938.117810557828.88218944974
115127019120084.8426068136934.15739318739
116136295126414.8030512129880.19694878819
117113425135434.104506663-22009.104506663
118107815115342.728865161-7527.72886516116
119100298108470.916869742-8172.91686974162
12097048101010.134316456-3962.13431645623
1219875097393.23437080381356.76562919616
1229823598631.7803509643-396.780350964284
12310125498269.57283470772984.42716529232
124139589100993.95661117838595.0433888221
125134921136226.081316212-1305.08131621237
12680355135034.716217337-54679.7162173375
1278039685119.4314695795-4723.43146957947
1288218380807.56880640381375.43119359623
1297970982063.1539562319-2354.15395623188
1309078179914.125519465510866.8744805345


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
13189834.131904612746513.2003336315133155.063475594
13289834.131904612731177.4407185927148490.823090633
13389834.131904612719091.5582335438160576.705575682
13489834.13190461278788.36681894587170879.896990279