Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0387398850173385
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
225241
31724.0387398850173-7.03873988501734
41823.7660599112048-5.76605991120481
51823.5426834132417-5.54268341324165
61623.3279604951252-7.32796049512516
72023.0440761481324-3.04407614813242
81622.9261489881697-6.92614898816974
91822.6578307727551-4.65783077275509
101722.4773869441883-5.47738694418834
112322.2651936037750.73480639622499
123022.29365991907487.70634008092523
132322.59220264771430.407797352285677
141822.6080006702522-4.60800067025225
151522.4294872541269-7.42948725412686
161222.1416697721642-10.1416697721642
172121.7487826513067-0.748782651306744
181521.7197748974921-6.71977489749214
192021.4594515906209-1.4594515906209
203121.40291260381199.59708739618812
212721.77470266604165.22529733395845
223421.977130083940512.0228699160595
232122.4428946820671-1.44289468206707
243122.38699710799178.61300289200833
251922.7206638496821-3.72066384968208
261622.5765257599572-6.57652575995722
272022.3217519082029-2.32175190820292
282122.2318075062404-1.23180750624035
292222.1840874250851-0.18408742508511
301722.1769558994042-5.17695589940418
312421.97640122312142.02359877687858
322522.05479520705892.94520479294107
332622.16889210209003.83110789791002
342522.31730878154402.68269121845597
351722.4212359308840-5.42123593088404
363222.21121787426979.78878212573028
373322.590434168280310.4095658317197
381322.9936995516815-9.99369955168153
393222.60654478015169.39345521984844
402522.9704461552842.02955384471599
412923.04907083786485.9509291621352
422223.2796091493522-1.27960914935225
431823.2300372380392-5.23003723803921
441723.0274261968012-6.02742619680117
452022.7939243989866-2.7939243989866
461522.6856880890227-7.68568808902272
472022.3879454161749-2.38794541617485
483322.295436685324610.7045633146754
492922.71013023729596.2898697627041
502322.95379906867710.0462009313229039
512622.95558888744423.04441111255576
521823.0735290238902-5.07352902389016
532022.8769810928725-2.87698109287253
541122.7655271761376-11.7655271761376
552822.30973200616565.69026799383435
562622.53017233396463.46982766603537
572222.6645930587768-0.664593058776823
581722.6388468000965-5.63884680009649
591222.4203985234304-10.4203985234304
601422.0167134827978-8.01671348279783
611721.7061469242573-4.70614692425729
622121.5238313335369-0.523831333536862
631921.5035381679072-2.50353816790717
641821.4065513871459-3.40655138714592
651021.2745819781022-11.2745819781022
662920.8378059686528.162194031348
673121.15400842691569.84599157308437
681921.5354410083386-2.53544100833860
69921.4372183152073-12.4372183152073
702020.9554019077406-0.955401907740647
712820.91838974768947.08161025231057
721921.1927305146015-2.19273051460155
733021.10778438659198.89221561340813
742921.45226779700477.54773220299531
752621.74466607469044.25533392530961
762321.90951722166731.09048277833273
771321.9517623991133-8.95176239911326
782121.6049721530691-0.604972153069081
791921.5815356014205-2.58153560142049
802821.48152720905336.5184727909467
812321.73405209546321.26594790453678
821821.7830947717229-3.78309477172292
832121.6365381152567-0.63653811525668
842021.6118787018625-1.61187870186248
852321.54943470629041.45056529370957
862121.6056294389789-0.605629438978887
872121.5821674241497-0.58216742414973
881521.5596143250773-6.55961432507733
892821.30549562036586.69450437963425
901921.5648399502809-2.56483995028085
912621.46547834551914.53452165448090
921021.6411451930223-11.6411451930223
931621.1901685667745-5.19016856677449
942220.98910203327701.01089796672296
951921.0282641042722-2.02826410427215
963120.949689386087910.0503106139121
973121.33903726365939.66096273634065
982921.71330184922207.28669815077803
991921.9955876977392-2.99558769773917
1002221.87953897476940.120461025230600
1012321.88420562103591.11579437896409
1021521.9274313669800-6.92743136697997
1032021.6590634723577-1.65906347235766
1041821.5947915442021-3.59479154420206
1052321.45552973311841.54447026688163
1062521.51536233367013.48463766632993
1072121.6503567961908-0.650356796190774
1082421.62516204868612.3748379513139
1092521.71716299785483.28283700214519
1101721.8443397258486-4.84433972584858
1111321.6566705618843-8.65667056188428
1122821.32131213968396.6786878603161
1132121.5800437394592-0.580043739459242
1142521.55757291168763.44242708831244
115921.6909321412694-12.6909321412694
1161621.1992868893537-5.19928688935374
1171920.9978671130880-1.99786711308803
1181720.9204699708471-3.92046997084708
1192520.76859141496254.23140858503747
1202020.9325156970083-0.932515697008263
1212920.89639014612938.1036098538707
1221421.2103230600936-7.21032306009362
1232220.93099597380771.06900402619227
1241520.9724090668655-5.9724090668655
1251920.7410386263386-1.74103862633862
1262020.6735909901435-0.673590990143516
1271520.6474961526366-5.64749615263664
1282020.4287128010476-0.428712801047638
1291820.4121045164296-2.41210451642959
1303320.318659864813312.6813401351867
1312220.80993352351621.1900664764838
1321620.8560365619782-4.85603656197817
1331720.6679142639271-3.66791426392715
1341620.5258196870892-4.52581968708915
1352120.35048995280210.649510047197886
1362620.37565189734825.62434810265183
1371820.5935384961424-2.59353849614239
1381820.4930651130138-2.49306511301379
1391720.3964840571949-3.3964840571949
1402220.26490465535591.73509534464406
1413020.33212204950169.66787795049843
1423020.70665452966559.29334547033445
1432421.06667766461272.93332233538729
1442121.1803142346044-0.180314234604406
1452121.1733288818888-0.173328881888843
1462921.16661414093437.83338585906571
1473121.47007860841099.52992139158906
1482021.8392666673454-1.83926666734537
1491621.7680136881362-5.76801368813619
1502221.54456150107940.455438498920639
1512021.56220513616-1.56220513616002
1522821.50168548881176.49831451118832
1533821.753429445781616.2465705542184
1542222.3828197209781-0.382819720978119
1552022.3679893290051-2.36798932900506
1561722.2762536946771-5.27625369467712
1572822.0718522332235.92814776677698
1582222.3015079960738-0.301507996073752
1593122.28982761097408.71017238902595


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
16022.627258687806111.149668781840734.1048485937715
16122.627258687806111.141059349664434.1134580259478
16222.627258687806111.132456365820134.1220610097922
16322.627258687806111.123859815840334.1306575597719
16422.627258687806111.115269685311734.1392476903005
16522.627258687806111.106685959874534.1478314157377
16622.627258687806111.098108625222634.1564087503896
16722.627258687806111.089537667102934.1649797085094
16822.627258687806111.080973071315234.1735443042971
16922.627258687806111.072414823712034.1821025519003
17022.627258687806111.063862910198134.1906544654141
17122.627258687806111.055317316730534.1992000588817