Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.548527818590737
beta0.000644959083758779
gamma0.777318754607708


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
139255985982.68563034196576.3143696581
147398171586.96046683222394.03953316779
157110770498.5715023652608.428497634843
169694297786.5237936756-844.523793675617
178627087414.9842268457-1144.98422684574
186961070986.2703504739-1376.27035047389
195776877316.5777070669-19548.5777070669
208007765669.078093877314407.9219061227
217145481693.1770129404-10239.1770129404
227038270634.7007984483-252.700798448277
236988162502.41186398367378.58813601641
248453089920.4992505915-5390.4992505915
257932290255.6905370996-10933.6905370996
268018164778.698539693515402.3014603065
278213770194.843018547811942.1569814522
2888439103189.552725928-14750.5527259283
299157585079.59480093866495.40519906138
308290972758.251308114510150.7486918855
317328279035.7491092813-5753.74910928126
329408986878.2453869857210.754613015
3310811290308.882706354717803.1172936453
349565398150.921087073-2497.92108707299
358527391478.2838988088-6205.28389880882
36105093106972.388389777-1879.388389777
37102275107297.752646559-5022.75264655927
389930894317.00691440064990.99308559937
397968792815.9178297424-13128.9178297424
4093263102690.049489015-9427.04948901468
4111491894957.158704239319960.8412957607
4210337491310.511377073112063.4886229269
436512493062.119251958-27938.1192519581
4410404593284.165741870810760.8342581292
45101183102379.196874525-1196.19687452525
469549292668.27571899512823.72428100491
478503587608.6324510824-2573.63245108243
4890692106609.180934283-15917.1809342834
4910748698122.59580888489363.4041911152
509817996543.64430288181635.35569711824
518255186838.131213733-4287.13121373301
52106804102859.6803484683944.3196515321
53110898112777.735604522-1879.73560452218
548995094374.7745724244-4424.77457242443
556518473033.5320266145-7849.5320266145
569535797852.2563509315-2495.25635093151
579828095471.69271771992808.30728228015
589214689361.42628384432784.57371615572
597787482379.4880579576-4505.48805795761
6010003995630.23776504234408.7622349577
61104777107164.734780101-2387.73478010108
6210234196423.55916834525917.44083165479
637131686985.646123207-15669.646123207
648883899645.4512239981-10807.4512239981
658545799415.8046599267-13958.8046599267
667078473477.6505399322-2693.65053993219
677052251868.375963906318653.6240360937
688862993097.4877013623-4468.48770136235
698845291488.725954073-3036.72595407293
709888682154.8525934416731.14740656
717960180260.4592153847-659.459215384675
7210813598746.39010546859388.60989453146
73113835110626.2662273343208.73377266599
74101617105870.431017513-4253.43101751289
756869883275.1106313527-14577.1106313527
767918298238.2397860906-19056.2397860906
778600392372.765956804-6369.76595680404
788416574548.25560340559616.74439659451
796855067184.97228596131365.02771403872
809038590812.1005252403-427.100525240254
8110036891919.75654228568448.24345771439
829908195824.21055804843256.78944195157
838128880432.1772399301855.822760069917
84103491103272.507087103218.492912897287
85111695107947.3001022783747.69989772202
8682504100862.271080889-18358.2710808893
876223766896.0181375353-4659.01813753534
887824985720.0439735783-7471.04397357826
899234190658.07680010311682.92319989686
908441282860.35133391371551.64866608626
917510268173.8363440986928.16365590201
929046194222.0789336987-3761.07893369869
9310645196612.974253549838.02574646
949837999455.7023418756-1076.70234187559
957261580840.3224286113-8225.32242861128
969836798468.7998254973-101.799825497321
97116949104199.39360499212749.6063950084
989583294290.48283762761541.51716237245
996806076050.5858463905-7990.58584639052
1008392392062.3122483282-8139.31224832825
1018765399848.022238282-12195.022238282
1027805484388.6465854162-6334.6465854162
1035756667257.1697219225-9691.16972192255
1047878480426.1750096974-1642.1750096974
1058891688740.7260864393175.273913560726
1068466282438.29514175692223.7048582431
1076344263111.2467866248330.753213375188
1087777388273.5351006883-10500.5351006883
1098810292796.2129153977-4694.21291539774
1108797269365.404112028218606.5958879718
1116179057126.90380368894663.09619631115
1129527680017.711168161515258.2888318385
11310441899213.00994912085204.99005087925
1149542095359.463751015660.5362489844265
1158214180565.06559573161575.9344042684
116104064102750.1472747051313.85272529542
11796287113336.078986117-17049.078986117
1187842698310.4952321351-19884.4952321351
1195911166190.3665165909-7079.36651659092
1207683783482.4587396106-6645.45873961064
1217661592154.3440649274-15539.3440649274
1226586070944.9097820315-5084.90978203154
1235770340802.373213580116900.6267864199
1246865674113.1041187262-5457.10411872623
1257795578399.0665012763-444.066501276335
1266585669621.1892586357-3765.18925863574
1276094753238.4481545697708.55184543097
1286988578675.9997528165-8790.99975281647
1298055077251.85017859463298.14982140542
1307369472376.38928054721317.6107194528
1316753856371.666497091211166.3335029088
1327632683822.4196999445-7496.41969994445
1338472788904.1400319154-4177.14003191541


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
13477597.877802282259479.76865782895715.9869467364
13557963.741290255437295.822408176678631.6601723341
13674155.486310694851216.711479630797094.2611417589
13783193.667893694558186.8784027714108200.457384618
13873493.604508595646574.8500283783100412.358988813
13963203.814407557634497.944985265991909.6838298492
14078621.038087817848230.8687499474109011.207425688
14186262.989420700854275.0888296753118250.890011726
14278883.64226897645372.1935242394112395.091013713
14365612.28295165230641.7709050069100582.794998297
14480384.396312777544011.5436078764116757.249017679
14590741.494293436653016.6963164359128466.292270437