Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.799413060083523
beta0.0296431814529341
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
374740
47273-1
57071.1768897935206-1.17688979352057
66969.1844826461764-0.18448264617642
77067.98104702106552.01895297893452
87268.58691003602983.41308996397022
97370.38814485691572.61185514308433
107371.61075561148221.38924438851775
117471.88891648910412.11108351089588
127672.7941516434463.20584835655403
137474.6505255709556-0.650525570955594
146773.4086482165592-6.40864821655921
156667.411785742717-1.41178574271699
165865.3760250964807-7.37602509648069
175558.3975828708504-3.39758287085043
185854.5190463004943.480953699506
196456.22179036815727.77820963184282
206861.54413832299566.4558616770044
216665.96236955203310.0376304479668903
227665.250674648176510.7493253518235
237573.35677688261241.64322311738765
248874.222281763158313.7777182368417
258585.1147531257755-0.114753125775479
268384.8986821226593-1.89868212265927
277783.2115216329525-6.21152163295253
286677.9294255751957-11.9294255751957
296567.7936690854322-2.79366908543224
306564.89495366202930.105046337970705
316364.3159985040094-1.31599850400944
326262.56985613114-0.569856131140043
335761.4066857516599-4.40668575165992
346857.071877786843110.9281222131569
356965.25488089489113.74511910510886
367967.784446143448911.2155538565511
377476.5517511184612-2.5517511184612
387674.25282347447571.74717652552428
398275.43191783135126.56808216864884
407580.6205519254615-5.62055192546151
417575.9322416983573-0.932241698357316
427674.9697364285211.03026357147898
437875.60049780855432.39950219144571
447777.3827077784677-0.38270777846769
456776.9317136802845-9.93171368028455
467468.61176628033055.38823371966953
476872.6664706749626-4.66647067496264
488768.572731022509918.4272689774901
497683.3771021450328-7.37710214503282
508877.378305715460410.6216942845396
519586.01968606190618.98031393809386
529693.56173333691092.4382666630891
539695.93176254266050.0682374573395066
5410596.40877648157088.59122351842925
55108103.9027642700624.09723572993789
56113107.9012923234885.09870767651155
57101112.821234952553-11.8212349525532
58107103.9350249328293.0649750671713
59102107.021676780885-5.02167678088469
60116103.52475411942712.4752458805734
61105114.310727672766-9.31072767276633
62121107.46007176421813.5399282357819
63134119.19738628203114.8026137179686
64140132.2948877693997.70511223060072
65131139.901143046328-8.90114304632846
66141134.021209285946.97879071406018
67131141.001279392085-10.0012793920845
68128134.170257912343-6.1702579123428
69123130.255587531918-7.25558753191788
70129125.3013537591773.69864624082298
71125129.191724889009-4.19172488900864
72144126.67509837040117.3249016295993
73135141.769694829919-6.76969482991862
74141137.4423337528163.55766624718447
75156141.45510653483414.5448934651658
76159154.5958847187694.4041152812309
77146159.73435734762-13.7343573476201
78154150.047232990283.95276700972005
79145154.593096138017-9.5930961380171
80133148.082890371777-15.0828903717765
81126136.826649936684-10.8266499366842
82127128.716342983733-1.71634298373343
83122127.84826195939-5.84826195939013
84148123.53848382288724.4615161771133


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85144.038406306853128.623463301162159.453349312544
86144.98347328939125.018233271885164.948713306895
87145.928540271928122.074728544236169.782351999619
88146.873607254465119.504502106086174.242712402844
89147.818674237003117.174450787734178.462897686272
90148.76374121954115.010626543989182.516855895091
91149.708808202077112.967173114577186.450443289578
92150.653875184615111.013487946108190.294262423122
93151.598942167152109.128042969563194.069841364741
94152.54400914969107.295080351259197.792937948121
95153.489076132227105.502702957299201.475449307155
96154.434143114765103.74170273467205.126583494859