Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.20403309369351
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131374213610.9963300343131.00366996571
141342713239.9068014585187.09319854149
151146211242.8757523152219.124247684769
161177811485.7203055924292.279694407618
172092920230.2840525466698.715947453416
182289321852.92329837811040.07670162192
191766616082.11735174491583.8826482551
201472412978.59339360551745.40660639453
211538713987.53059097271399.46940902726
221570714597.07332064141109.92667935857
231735115395.6004437631955.39955623702
241896416605.12396546642358.87603453359
251931518365.158137745949.841862254987
261602218027.1165078794-2005.1165078794
271636914939.45756685991429.54243314014
281209315526.9281590739-3433.92815907391
292422226101.8951676827-1879.89516768266
302780027804.9038645905-4.90386459049478
311963120993.4730598489-1362.47305984887
321700416779.0146641708224.985335829184
331864917209.38391676941439.61608323058
342061317573.63720952263039.36279047736
352355519565.17535934833989.82464065171
362716421617.0975934985546.90240650197
372716422894.54586957454269.45413042547
382485320139.18848928354713.81151071647
392387121100.77421149492770.22578850505
401798216727.94531230511254.05468769486
412780034438.0605139476-6638.06051394756
423239137882.04810702-5491.04810702001
432846226251.40586456312210.59413543695
442422223012.21445803921209.78554196083
452485325022.3333381055-169.333338105465
462716426620.4728294818543.527170518213
473042629271.80707254721154.19292745275
483435532284.82863912952070.17136087054
493172431469.3140566699254.685943330052
503011127498.47090424322612.52909575683
513011126201.82130779323909.17869220677
522485320017.33352121114835.66647878889
533239133770.7342503832-1379.73425038322
543729740164.5706482887-2867.57064828866
553337334149.7996503293-776.799650329347
562912928590.3770677499538.622932250095
573042629459.2793815632966.72061843682
583565332246.50276428833406.49723571167
593796436562.5139621141401.48603788604
604122241025.1425838211196.857416178864
613859537820.2898812772774.710118722767
623435535326.7509382632-971.750938263169
633337334062.0869671078-689.086967107818
642552026665.9064856926-1145.90648569263
653074234727.4623545744-3985.4623545744
663631539618.6772949453-3303.67729494531
673011135001.6882023544-4890.68820235438
682650229562.9722773953-3060.97227739526
693011130026.976917797884.023082202235
703368934465.0438852323-776.043885232306
713565336254.3389658387-601.338965838673
724090639204.20564408721701.79435591277
733828036884.69757535141395.30242464865
743172433279.1808024148-1555.18080241477
753239132159.2666006519231.733399348061
762618624850.40859946341335.59140053664
773140930991.7739080546417.226091945377
783600037343.9316194407-1343.93161944068
793074231635.4168032464-893.416803246397
802716428274.2709432499-1110.27094324993
813042631839.5234701361-1413.52347013606
823435535454.4327135437-1099.43271354368
833368937401.7383848381-3712.73838483811
844154241668.0958059479-126.09580594788
854024438666.99616761921577.00383238075
863501732619.3128675462397.68713245399
873533333747.57837393131585.42162606867
882846227238.42839434311223.57160565693
893270632872.4635454833-166.463545483319
903926237908.44076506441353.55923493555
913435532786.9211086221568.07889137803
923140929479.11468004641929.88531995362
933631533750.3179018052564.68209819503
943926238923.3403238677338.659676132338
953698239003.0396996794-2021.03969967937
964743147584.0086961646-153.008696164565
974483545656.7060588895-821.706058889504
983894638972.8461389797-26.8461389796576
993729738925.811594511-1628.811594511
1002976430793.1558907558-1029.15589075577
1013403535167.8593378996-1132.85933789958
1023796441623.5671532351-3659.56715323507
1033305335415.6588134337-2362.65881343371
1043305331514.52070856831538.47929143171
1053859536235.85351877882359.14648122118
1064154239624.50420121521917.49579878481
1073992438091.45974048841832.5402595116
1085135549357.15123905571997.8487609443
1094841347204.33299346651208.66700653355
1104287141213.79019136981657.20980863023
1114056040123.8289220667436.171077933344
1123239132300.576758648890.4232413511781
1133533337187.7525561103-1854.75255611033
1144056041794.1807584359-1234.18075843588
1153663136652.943252462-21.9432524620279
1163565336270.3900896026-617.390089602573
1174024441635.0680656209-1391.06806562086
1184416844060.2483030534107.751696946645
1193992441942.7018485672-2018.70184856719
1205005752975.2835552999-2918.28355529987


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12149118.341892842644887.440344216453349.2434414688
12243138.991484150138841.263374751147436.719593549
12340722.147435747136356.07950138845088.2153701063
12432501.379369730228130.425991877736872.3327475826
12535817.384704863131317.5166651940317.2527445362
12641362.907240647236673.372745517746052.4417357767
12737357.623188062532687.191488293842028.0548878311
12836483.950511318731761.011624836241206.8893978013
12941460.63338381236511.115877126646410.1508904974
13045474.929138626640311.476661998950638.3816152543
13141507.994686536736432.984004563846583.0053685096
13252626.127247368548922.914587852956329.3399068842