Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.00161353096763727
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
29701020-50
310301019.9193234516210.0806765483819
49701019.9355889354-49.9355889354036
510701019.8550163162750.1449836837309
616501019.93592680031630.064073199685
710101020.95255469402-10.9525546940179
89801020.93488240784-40.9348824078443
910501020.8688327074229.1311672925774
1010101020.91583674797-10.9158367479725
1110401020.8982237073419.101776292658
1211201020.9290450149399.0709549850729
1310901021.0888990687968.9111009312111
1410601021.2000892641638.7999107358446
159901021.26269412167-31.2626941216693
169501021.21225079657-71.2122507965722
1715401021.09734762464518.902652375363
188701021.93461312343-151.934613123434
1910701021.689461920148.3105380798971
2010501021.7674124693628.232587530642
2110201021.81296662364-1.81296662363513
229601021.81004134584-61.8100413458446
2311001021.7103089300278.2896910699778
2411901021.83663177101168.16336822899
2510401022.1079685732717.8920314267301
2610901022.1368379200567.8631620799491
2710501022.2463372336327.7536627663713
288501022.29111862797-172.291118627968
2911001022.0131215726177.9868784273875
308501022.13895581602-172.138955816024
3110401021.8612042800818.1387957199214
329901021.89047178869-31.8904717886884
3310401021.8390155248818.1609844751152
3411001021.8683188357478.1316811642619
3510301021.994386722858.00561327714979
3612901022.00730402779267.992695972212
3710401022.4397185418417.5602814581605
3811701022.46805259977147.531947400227
3910401022.7060999656217.2939000343812
408601022.73400420888-162.734004208875
4110901022.471427853667.5285721464031
428701022.58038729596-152.580387295955
4310801022.33419411657.6658058840006
4410001022.42723967957-22.4272396795669
459801022.39105263383-42.3910526338253
4610801022.3226533576557.6773466423501
4710401022.4157175425917.5842824574115
4812801022.44409032688257.555909673123
4911401022.85966476303117.140335236967
5012201023.0486743215196.951325678503
5110801023.366461384656.6335386154035
527901023.45784135296-233.457841352959
5310201023.0811498963-3.0811498962986
548301023.07617836553-193.076178365525
5511501022.76464397262127.235356027381
5610301022.969942159757.03005784025231
579001022.98128537578-122.981285375777
5811401022.78285126338117.217148736616
5910101022.97198476281-12.9719847628082
6012701022.95105406368247.048945936318
6110901023.3496751884766.650324811528
6210901023.4572175515666.5427824484415
639801023.56458639171-43.5645863917118
648501023.49429358248-173.494293582477
6510101023.21435516707-13.2143551670729
668101023.19303339579-213.193033395793
6710701022.8490398343247.1509601656752
6810401022.9251193687117.074880631294
698801022.95267021737-142.952670217373
7011101022.7220116570787.2779883429289
7110101022.86283739406-12.8628373940555
7212301022.84208280759207.157917192411
734901023.17633852217-533.17633852217
7410401022.3160419887517.6839580112472
7510101022.34457560263-12.3445756026343
768601022.32465724762-162.324657247617
7710101022.06274138634-12.0627413863369
788001022.04327777956-222.043277779556
7911301021.6850040747108.314995925297
8010401021.8597736748918.1402263251125
819401021.88904349182-81.889043491823
8210701021.7569129842448.2430870157613
8310301021.834754699118.16524530088691
8413201021.84792957526298.152070424736
8510401022.3290071739617.6709928260401
8610701022.3575198681147.6424801318864
8710701022.4343924851847.5656075148186
887701022.5111410659-252.511141065901
8910101022.10370652012-12.1037065201177
908101022.08417681482-212.084176814824
9111501021.74197242779128.258027572212
9210301021.948920727128.05107927287634
938901021.96191139285-131.961911392853
9410101021.74898676227-11.7489867622724
9511201021.7300294082998.269970591707
9612501021.88859104903228.111408950968
979901022.25665587145-32.2566558714453
9810201022.20460875828-2.20460875828428
9911101022.2010515537887.7989484462188
1008301022.34271787603-192.342717876025
10110301022.032366944337.96763305566731
1028701022.04522296701-152.045222967007
10312601021.79989329127238.200106708732
1049801022.18423653994-42.1842365399373
1059401022.11617096793-82.116170967934
1069701021.98367398313-51.9836739831334
10711001021.8997967153578.10020328465
10813201022.02581381193297.974186188071


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1091022.5066043889729.4462677147551315.56694106304
1101022.5066043889729.445886226321315.56732255148
1111022.5066043889729.4455047383831315.56770403942
1121022.5066043889729.4451232509421315.56808552686
1131022.5066043889729.4447417639971315.5684670138
1141022.5066043889729.4443602775491315.56884850025
1151022.5066043889729.4439787915981315.5692299862
1161022.5066043889729.4435973061431315.56961147166
1171022.5066043889729.4432158211851315.56999295661
1181022.5066043889729.4428343367231315.57037444108
1191022.5066043889729.4424528527581315.57075592504
1201022.5066043889729.442071369291315.57113740851