Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.323374787803211
beta0
gamma0.517269003255542


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13294053289368.4887820514684.51121794869
14267510264009.9875821383500.01241786184
15309739307233.741000762505.25899923954
16280733278565.1495770532167.85042294738
17287298285682.4487265831615.55127341673
18235672235003.939922497668.060077502683
19256449250470.2863539875978.71364601282
20288997287811.714256291185.28574370965
21290789291763.360094503-974.360094502917
22321898312739.2559180539158.74408194656
23291834303566.942154451-11732.9421544512
24241380245810.908787302-4430.90878730244
25295469307877.40161707-12408.4016170703
26258200276576.912034613-18376.9120346126
27306102312378.058690588-6276.05869058782
28281480280751.718448778728.281551222317
29283101287210.194136875-4109.19413687527
30237414234348.8276884013065.17231159876
31274834252449.05391978422384.9460802159
32299340293418.1571746285921.84282537235
33300383298145.6160516562237.38394834369
34340862323706.66751004617155.3324899536
35318794309808.216114438985.78388557018
36265740261307.7879752964432.21202470432
37322656323448.290071862-792.290071861702
38281563293815.195868126-12252.1958681258
39323461335832.186696851-12371.1866968511
40312579304686.335545717892.66445428965
41310784311768.488851451-984.48885145149
42262785262428.581832533356.418167467229
43273754286414.732939415-12660.7329394148
44320036310288.9063271769747.09367282398
45310336314963.804413946-4627.80441394594
46342206343526.06799409-1320.06799409015
47320052320793.81834952-741.818349520443
48265582267553.99127694-1971.99127694039
49326988325794.9741281221193.02587187773
50300713292792.9455428867920.05445711449
51346414341291.4870773285122.51292267221
52317325322894.949487424-5569.94948742416
53326208322516.6536297223691.34637027793
54270657275158.107601341-4501.10760134074
55278158293017.490265081-14859.4902650805
56324584324023.318641607560.681358393398
57321801320696.3878091971104.61219080252
58343542352270.069040168-8728.06904016819
59354040327344.64441416426695.355585836
60278179282546.750500347-4367.75050034694
61330246341120.752516443-10874.752516443
62307344306570.750155014773.249844986363
63375874351779.06342326624094.9365767336
64335309335775.396877069-466.396877069084
65339271340288.889334993-1017.88933499297
66280264288540.158856336-8276.15885633643
67293689301553.379684209-7864.37968420901
68341161340218.268109205942.731890794763
69345097337205.257081687891.74291831977
70368712367532.313889431179.6861105701
71369403358208.90865537211194.0913446283
72288384297526.295028499-9142.29502849898
73340981352278.896915486-11297.8969154863
74319072321668.829107707-2596.82910770731
75374214373949.870010017264.129989982874
76344529341643.5222978222885.477702178
77337271347047.905643385-9776.90564338537
78281016289926.355759009-8910.3557590092
79282224302878.614875532-20654.6148755319
80320984340489.928533266-19505.9285332662
81325426333296.471023785-7870.47102378466
82366276356177.22382424510098.7761757547
83380296353243.04173061327052.9582693872
84300727290571.10654329510155.8934567049
85359326350809.8013060928516.19869390846
86327610329652.462258387-2042.46225838654
87383563383114.099236913448.900763087149
88352405351784.966222441620.033777559234
89329351352024.962781723-22673.9627817226
90294486291036.1198576823449.88014231779
91333454303874.90925260429579.090747396
92334339358132.573866583-23793.5738665825
93358000353624.9780774944375.02192250645
94396057386754.8016490759302.19835092541
95386976389496.943463722-2520.94346372166
96307155311347.627876803-4192.62787680258
97363909366372.483941759-2463.4839417591
98344700337969.0900642156730.90993578511
99397561395139.7846183522421.21538164804
100376791364508.34450943212282.655490568
101337085360366.904174313-23281.9041743126
102299252308324.741490536-9072.74149053579
103323136326259.18260488-3123.18260488007
104329091351261.470721356-22170.4707213559
105346991357137.676604364-10146.6766043635
106461999387296.04719200674702.9528079935
107436533407049.07699064329483.9230093567
108360372338664.243362221707.7566378
109415467402669.82639413512797.1736058653
110382110382419.356976987-309.356976986921
111432197435805.02547376-3608.02547375963
112424254406675.35779280117578.6422071985
113386728391799.007990554-5071.00799055427
114354508350618.9578471093889.0421528907
115375765374827.24223998937.757760020264
116367986394476.237641834-26490.237641834
117402378403163.834678152-785.834678151819
118426516466046.402418025-39530.402418025
119433313433032.70917433280.290825669654
120338461352482.520346889-14021.5203468885
121416834401815.47646656715018.5235334332
122381099377696.0859617633402.91403823713
123445673431127.68441081914545.3155891806
124412408415283.624949741-2875.624949741
125393997385865.565583878131.4344161296
126348241352090.845354091-3849.8453540905
127380134372763.6272227697370.37277723069
128373688384893.045202115-11205.0452021151
129393588407519.958426963-13931.9584269634
130434192452590.90906297-18398.9090629697
131430731440344.241118614-9613.24111861404
132344468351589.138930657-7121.1389306566
133411891413317.439898153-1426.43989815313
134370497379814.731463399-9317.73146339913
135437305433032.6037637374272.39623626281
136411270407769.2599215963500.74007840402
137385495384265.5967422891229.40325771074
138341273344065.518691083-2792.5186910826
139384217369007.25882520915209.7411747908
140373223377170.385703148-3947.38570314797
141415771401189.83090121714581.169098783
142448634453917.787666042-5283.78766604175
143454341448987.1789323795353.821067621
144350297365944.276213171-15647.2762131706
145419104426908.568341928-7804.56834192818
146398027388581.4036354799445.59636452119
147456059452623.3704003243435.62959967559
148430052426819.3597921423232.64020785841
149399757402434.038235086-2677.03823508619
150362731359563.0538769463167.94612305408
151384896392732.999486022-7836.99948602234
152385349386738.449785457-1389.44978545682
153432289418070.01017842414218.9898215762
154468891463728.1670753435162.83292465738
155442702465898.865852142-23196.865852142
156370178366273.0645324583904.93546754192
157439400436304.9751449063095.02485509438
158393900407539.974269302-13639.9742693018
159468700462013.1776942976686.82230570307
160438800437189.4751088031610.52489119745
161430100410211.23115738919888.7688426111
162366300376683.188320934-10383.1883209339
163391000401619.338015124-10619.3380151245
164380900396981.674841687-16081.6748416867
165431400429025.0509997972374.94900020334
166465400467683.513708117-2283.51370811701
167471500457520.43516571613979.5648342842
168387500379402.1101378258097.88986217481
169446400450506.45000154-4106.45000153978
170421500413555.4700652297944.52993477054
171504800482122.8808411322677.1191588701
172492071460693.34697679631377.6530232039
173421253449738.376869783-28485.3768697828
174396682389972.2531965916709.74680340855
175428000420353.175416217646.82458378997
176421900419710.5258342722189.47416572791
177465600464122.0984977371477.90150226286
178525793500860.02952885824932.9704711417
179499855505190.108534259-5335.10853425926
180435287418767.33504404416519.6649559558
181479499488323.57926237-8824.57926236972
182473027454064.68510406518962.3148959349
183554410531351.3354542623058.6645457398
184489574513090.346666579-23516.3466665791
185462157463432.145273439-1275.14527343883
186420331424783.320935812-4452.32093581202


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
187451882.686514132426060.554742559477704.818285706
188446857.189021398419718.4939558473995.884086996
189490311.692466379461917.413984642518705.970948117
190534780.91702915505184.273112424564377.560945876
191520454.557611995489702.523341585551206.591882404
192443406.134313026411540.574653679475271.693972373
193498749.919624945465808.453764446531691.385485444
194477070.00842924443086.682316669511053.334541811
195549658.43533245514664.253897412584652.616767487
196507639.729989589471663.084579777543616.375399401
197473370.48151373436437.49767031510303.465357149
198434022.004266611396156.827966833471887.180566389