Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.405343002238673
beta0.0645195510986042
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131884318842.18055555550.819444444456167
141884318800.825808854142.1741911458957
151870118632.336881918868.6631180812401
161833018259.54743834970.4525616509709
172024620194.784180580251.2158194197509
182053820490.354534832547.645465167494
192009719387.8487213139709.151278686135
201906419014.567440153749.4325598462601
211950619180.1249136204325.87508637955
221884319407.4255614215-564.425561421544
231914219328.9212381859-186.921238185907
241928519427.7138505995-142.713850599517
251943419577.1389090191-143.138909019126
261906419510.5861601928-446.586160192761
271914219155.5137615691-13.5137615690983
281862218744.109755927-122.109755927002
292024620578.4486073916-332.448607391598
302075920694.941492880464.0585071195601
312031819971.4482530007346.551746999328
321950619028.3911353585477.608864641476
332038919512.6009611919876.399038808107
341943419428.73233535135.26766464872708
352031819815.636896977502.363103023035
362024620248.1430029821-2.14300298210583
372046720485.9996697037-18.9996697036877
381965520324.270381823-669.270381822989
392053820165.5917850627372.408214937324
402046719885.2617876904581.738212309596
412179221937.4490396096-145.449039609604
422149322428.0451587156-935.045158715624
432031821503.9482512596-1185.94825125958
441972620013.9476648707-287.947664870684
452053820401.2772714185136.722728581546
461943419456.506636145-22.5066361450117
472024620083.9729659891162.027034010862
482038920025.8360917976363.163908202358
492068820358.6150806772329.384919322787
502002619917.3958203871108.604179612947
512038920679.790904678-290.790904678022
522061020224.0991896586385.900810341376
532142221728.3383427159-306.33834271587
542075921643.8327953702-884.832795370246
551987620551.85356388-675.853563879984
561892119776.924623863-855.924623863
571980520146.0139225397-341.013922539678
581737518859.867148558-1484.86714855803
591855118913.0235876548-362.023587654847
601921318657.0821230035555.917876996518
611987618947.9548918045928.045108195496
621892118533.8152472366387.184752763358
631892119094.619236915-173.619236915034
641892119014.8773401231-93.8773401230719
651943419826.5051383773-392.50513837731
661870119274.3214452461-573.32144524606
671773918352.2836740437-613.283674043687
681693417416.6743991956-482.674399195577
691751818174.0526749956-656.052674995597
701523816002.5671144473-764.567114447258
711663516956.7968868138-321.796886813805
721744717205.4713541366241.528645863378
731759617524.424635374271.5753646258163
741678416353.323637071430.676362929033
751685516511.2371048167343.762895183278
761663516615.128848087819.8711519121971
771737517224.7548409973150.245159002719
781685516728.7139535349126.286046465131
791583016028.4563361522-198.456336152176
801508915311.4739029503-222.473902950263
811634216050.8386940613291.16130593872
821362114203.1595510917-582.1595510917
831538815503.7825193006-115.782519300616
841619316185.49589184537.50410815474061
851619316316.9516712724-123.951671272445
861523815283.4501633476-45.450163347592
871435515187.5465361841-832.546536184102
881428414582.1226643135-298.122664313456
891508915092.1612289709-3.16122897093919
901435514467.4600379731-112.460037973091
911295913418.8435733541-459.843573354143
921199712516.3170337979-519.317033797888
931303013367.7217012154-337.721701215432
941060110656.2823706669-55.282370666866
951280912372.0643611103436.935638889699
961398413289.8450940587694.154905941301
971435513578.1302055649776.869794435084
981354312936.6819585132606.318041486829
991251712634.1911583183-117.191158318312
1001325112652.5143564819598.485643518077
1011354313740.8201766849-197.820176684876
1021332213006.5616848288315.438315171206
1031111311970.3490485989-857.349048598891
1041008810906.4666311222-818.466631122232
1051082111771.913007812-950.913007811991
10686138991.15185093047-378.15185093047
1071089310871.59443543921.4055645610242
1081170511765.8656219282-60.8656219282457
1091236711769.5151464484597.484853551568
1101126310921.4630154272341.536984572795
1111023010042.008898529187.991101470998
1121082110578.2027427683242.79725723167
1131111311008.0867127967104.913287203348
1141052910668.9518940503-139.951894050324
11583218706.0342240553-385.034224055298
11673597824.36566716371-465.365667163711
11782428731.05602401281-489.056024012807
11858136467.05767078637-654.057670786373
11984638455.003611972637.9963880273699
120100889276.3058985918811.694101408204


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12110029.34333151229116.3718452620610942.3148177623
1228775.487166459147781.149131495449769.82520142283
1237645.937688074886567.3824504588724.49292569175
1248113.25647156616947.762185596459278.75075753574
1258331.115790372757076.072008123349586.15957262216
1267769.485747055836422.379414106589116.59208000508
1275686.858209881964245.262275220927128.454144543
1284892.862087268063354.426137182116431.29803735401
1295965.639183225344328.081657272447603.19670917823
1303806.088603469552067.190259352885544.98694758623
1316474.284318856644631.882692963628316.68594474966
1327791.497664283515843.482333736639739.51299483039