Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0482511366093053
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
225241
33024.04825113660935.9517488633907
41924.3354297840810-5.33542978408105
52224.0779892327-2.07798923269999
62223.9777238903603-1.97772389036032
72523.88229646475111.11770353524894
82323.9362269307191-0.936226930719062
91723.8910529171876-6.89105291718763
102123.5585517814985-2.55855178149845
111923.4350987499674-4.43509874996739
121923.2211001943070-4.22110019430695
131523.0174273121899-8.01742731218988
141622.6305773316942-6.63057733169423
152322.31064443906410.689355560935908
162722.34390662840724.65609337159281
172222.5685684257456-0.568568425745596
181422.5411343529632-8.54113435296321
192222.1290149125000-0.129014912499951
202322.12278979633230.877210203667723
212322.16511618570450.834883814295473
222122.205400278681-1.20540027868100
231922.1472383451655-3.14723834516547
241821.9953805178308-3.99538051783084
252021.8025988666588-1.80259886665883
262321.71562142249191.28437857750811
272521.77759414869333.22240585130670
281921.9330788936353-2.93307889363533
292421.79155450325272.20844549674734
302221.89811450861040.101885491389581
312521.90303059937403.09696940062604
322622.05246289299843.94753710700159
332922.24293604521866.75706395478135
343222.56897206117869.43102793882139
352523.02402987862091.97597012137914
362923.11937268288345.88062731711657
372823.40311963491004.59688036508997
381723.6249243373826-6.62492433738262
392823.30526420815334.69473579184674
402923.53179054619035.46820945380975
412623.79563786755432.20436213244568
422523.90200084594331.09799915405667
431423.9549805531226-9.95498055312262
442523.47464142651091.52535857348907
452623.54824171141852.45175828858147
462023.6665418355339-3.66654183553387
471823.4896270245438-5.48962702454379
483223.22474628104848.7752537189516
492523.64816224702281.35183775297716
502523.71338995511541.28661004488464
512323.775470352154-0.775470352153995
522123.7380530262557-2.73805302625575
532023.6059388556424-3.60593885564236
541523.4319482073140-8.43194820731396
553023.02509712248036.97490287751974
562423.36164411406010.638355885939895
572623.39244551111792.60755448888206
582423.51826297897720.481737021022802
592223.5415073377883-1.54150733778833
601423.4671278566485-9.46712785664846
612423.01032817713960.989671822860448
622423.05808096746280.941919032537228
632423.10352963137660.896470368623369
642423.14678534559930.853214654400727
651923.1879539224458-4.18795392244582
663122.98588038562048.01411961437958
672223.3725707659372-1.37257076593716
682723.3063426664043.69365733359601
691923.4845658309953-4.48456583099529
702523.26818043245051.73181956754949
712023.351742694987-3.35174269498701
722123.1900173003319-2.19001730033195
732723.08434647639693.91565352360311
742323.2732812094790-0.273281209478967
752523.26009508050761.73990491949236
762023.3440474704653-3.34404747046527
772123.1826933791399-2.18269337913985
782223.0773759427267-1.07737594272675
792323.0253913289347-0.0253913289346634
802523.02416616845351.97583383154645
812523.11950239657681.88049760342322
821723.2102385433330-6.21023854333303
831922.9105874750023-3.91058747500229
842522.72189718452332.27810281547668
851922.8318182346829-3.83181823468293
862022.6469286495792-2.64692864957922
872622.51921133371333.48078866628672
882322.68716334315840.312836656841597
892722.70225806742414.29774193257593
901722.9096290005243-5.90962900052433
911722.6244826843097-5.62448268430971
921922.3530950019524-3.35309500195241
931722.1913043569492-5.19130435694922
942221.94081802124160.0591819787584171
952121.9436736189835-0.943673618983464
963221.898140294279310.1018597057207
972122.3855665069481-1.38556650694806
982122.3187113481400-1.31871134814003
991822.2550820267327-4.25508202673268
1001822.049769482577-4.04976948257701
1012321.8543635020371.14563649796301
1021921.9096417652048-2.90964176520481
1032021.7692482429078-1.76924824290777
1042121.6838800042435-0.683880004243452
1052021.6508820167343-1.65088201673433
1061721.5712250830190-4.57122508301903
1071821.3506582770664-3.3506582770664
1081921.1889852068086-2.18898520680857
1092221.08336418255910.916635817440902
1101521.1275929026074-6.12759290260742
1111420.8319295803775-6.8319295803775
1121820.5022812128896-2.50228121288955
1132420.38154330025153.61845669974848
1143520.556137948785914.4438620512141
1152921.25307070978507.74692929021497
1162121.6268688532698-0.626868853269823
1172521.59662171859463.40337828140542
1182021.7608385889838-1.76083858898382
1192221.67587612567980.324123874320179
1201321.691515471018-8.69151547101798
1212621.2721399706844.72786002931599
1221721.5002645908282-4.50026459082821
1232521.28312170927813.71687829072187
1242021.4624653114439-1.46246531144392
1251921.3918996979151-2.39189969791506
1262121.2764878188352-0.276487818835207
1272221.26314696731780.73685303268222
1282421.29870096365872.70129903634129
1292121.4290417124838-0.429041712483798
1302621.40833996220374.59166003779635
1312421.62989277795092.37010722204915
1321621.7442531453006-5.74425314530065
1332321.46708640206831.53291359793169
1341821.5410512254924-3.54105122549237
1351621.3701914790706-5.37019147907059
1362621.11107363639584.88892636360417
1371921.3469698902389-2.34696989023892
1382121.2337259254471-0.233725925447079
1392121.2224483838892-0.222448383889194
1402221.21171499652960.788285003470364
1412321.24975064391921.75024935608085
1422921.33420216469987.66579783530024
1432121.7040856232701-0.70408562327015
1442121.6701126916771-0.670112691677094
1452321.63777899264741.36222100735265
1462721.70350770456525.29649229543481
1472521.95906947786233.04093052213765
1482122.1057978319054-1.10579783190542
1491022.0524418296559-12.0524418296559
1502021.4708978124574-1.47089781245744
1512621.39992532117024.60007467882977
1522421.62188415291142.37811584708855
1532921.73663094552217.26336905447793
1541922.0870967580135-3.08709675801349
1552421.93814083061642.06185916938357
1561922.0376278790675-3.03762787906751
1572421.89105888130642.10894111869361
1582221.99281768732550.00718231267454428
1591721.9931642420755-4.99316424207549


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
16021.752238392118413.397568720435930.1069080638009
16121.752238392118413.387848819779130.1166279644577
16221.752238392118413.378140201101830.126336583135
16321.752238392118413.368442825209830.1360339590270
16421.752238392118413.358756653135230.1457201311016
16521.752238392118413.349081646134730.1553951381022
16621.752238392118413.339417765687530.1650590185493
16721.752238392118413.329764973494430.1747118107425
16821.752238392118413.320123231474730.1843535527621
16921.752238392118413.310492501765830.193984282471
17021.752238392118413.300872746720430.2036040375164
17121.752238392118413.291263928905430.2132128553314