Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.613329478711963
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
272675
37470.06664739355983.9333526064402
46272.4790884972581-10.4790884972581
55666.0519546118583-10.0519546118583
66659.88679452973096.11320547026908
76563.63620365407021.36379634592982
85964.4726601559886-5.47266015598859
96161.1161163553484-0.116116355348375
106961.04489877165267.95510122834737
117465.92399686113588.07600313886418
126970.8772476563716-1.87724765637157
136669.7258763298759-3.72587632987594
146867.44068654272790.559313457272111
155867.7837299739132-9.78372997391318
166461.78307996915442.2169200308456
176663.1427823760192.85721762398096
185764.8951981719019-7.89519817190192
196860.05284039280177.94715960719833
206264.9270676519254-2.9270676519254
215963.1318107748153-4.13181077481534
227360.597649426161412.4023505738386
236168.2043766384168-7.20437663841683
246163.785720070332-2.78572007033199
255762.0771558317578-5.07715583175782
265858.9631864921264-0.963186492126397
275758.3724358230081-1.3724358230081
286757.53068047511699.46931952488308
298163.338493283070517.6615067169295
307974.17081599103274.8291840089673
317677.1326969018568-1.13269690185676
327876.43798050150231.5620194984977
337477.3960131062538-3.3960131062538
346775.3131381580962-8.31313815809617
358470.214445465130513.7855545348695
368578.66953244175746.33046755824265
377982.5521948092573-3.55219480925732
388280.37352901861221.62647098138781
398781.37109161776695.62890838223309
409084.82346706155935.17653293844067
418787.9983873102285-0.998387310228452
429387.38604694169345.61395305830661
439290.8292498444581.17075015554198
448291.5473054270585-9.54730542705853
458085.6916615663768-5.69166156637684
467982.200797744866-3.20079774486601
477780.2376541325449-3.23765413254492
487278.2519054111815-6.25190541118151
496574.417427524385-9.41742752438505
507368.64144161004634.35855838995373
517671.31467395529224.68532604470775
527774.18832253588842.81167746411157
537675.91280720925810.0871927907418524
547675.96628511815130.0337148818487094
557675.98696344906040.0130365509396029
567575.9949591500524-0.994959150052381
577875.38472137321112.61527862678895
587376.9887488500661-3.98874885006606
598074.54233159714215.45766840285791
607777.8896805136497-0.889680513649694
618377.34401322799275.65598677200727
628480.81299664646973.18700335353029
638582.76767975194372.23232024805628
648184.1368275660022-3.13682756600224
658482.21291875013681.78708124986323
668383.3089883615313-0.308988361531306
678383.1194766908253-0.119476690825252
688883.04619811432324.95380188567682
699286.08451084250775.91548915749232
709289.71265472379872.28734527620128
718991.1155510096855-2.11555100968553
728289.8180212117265-7.81802121172655
737385.0229983373792-12.0229983373792
748177.64893903455963.35106096544037
759179.704243509625211.2957564903748
768086.632263949524-6.63226394952403
778182.5645009586823-1.56450095868232
788281.60494640124930.395053598750678
798481.84724441903442.15275558096563
808783.16759287730233.83240712269772
818585.5181211400785-0.518121140078478
827485.2003421713245-11.2003421713245
838178.33084214599042.66915785400957
848279.96791534119012.03208465880994
858681.21425276567654.78574723432345
868584.14949262215140.850507377848629
878284.671133868848-2.67113386884796
888683.03284872549762.96715127450243
898884.85269006994773.14730993005232
908686.7830280286917-0.78302802869166
918386.3027738560373-3.30277385603735
928184.2770852886105-3.27708528861046
938182.2671522768524-1.26715227685236
948181.4899704314418-0.489970431441819
958281.18945712214130.810542877858666
968681.68658696289214.31341303710792
978584.33213033241090.66786966758913
988784.74175448748082.25824551251915
998986.12680303047782.87319696952216
1009087.88901943003172.11098056996835
1019089.18374604258140.816253957418581
1029289.68437865678152.31562134321847
1038691.104617488112-5.10461748811201
1048687.9738051051043-1.9738051051043
1058286.7632122489117-4.76321224891167
1068083.8417937632922-3.84179376329223
1077981.4855083971333-2.48550839713334
1087779.9610728275853-2.96107282758534
1097978.14495957381430.855040426185738
1107678.6693810726844-2.66938107268442
1117877.03217097089130.9678290291087
1127877.62576904479680.37423095520316
1137777.8552959214695-0.855295921469477
1147277.3307177198101-5.33071771981014
1157574.06123139955840.938768600441648
1167974.63700585589844.36299414410162
1178177.31295877992363.68704122007642
1188679.57432984942266.42567015057743
1198883.51538277325124.48461722674875
1209786.265930719155810.7340692808442
1219492.84945183563411.15054816436594
1229693.55511694151762.44488305848238
1239495.0546357932883-1.05463579328833
1249194.4077965719598-3.40779657195981
1259292.3176944769233-0.317694476923279
1269392.12284308900230.877156910997741
1279392.66082927997310.3391707200269
1288792.8688526808816-5.86885268088156
1298489.2693123254792-5.26931232547916
1308086.0374877437225-6.03748774372249
1317882.3345185331353-4.33451853313531
1327579.6760305407401-4.67603054074009
1337376.8080831667467-3.80808316674674
1348174.47247350319426.52752649680583
1357678.4759979267586-2.47599792675861
1367776.95739540904780.042604590952152
1377176.9835260606073-5.98352606060726
1387173.3136531409956-2.31365314099557
1397871.89462146610856.10537853389154
1406775.6392300996394-8.63923009963936
1417670.34053560615485.65946439384516
1426873.8116519526208-5.81165195262082
1438270.247194490064511.7528055099355
1446477.4555365668763-13.4555365668763
1457169.20285933852431.79714066147568
1468170.305098683599310.6949013164007
1476976.8645969328632-7.86459693286321
1486372.0410077957505-9.04100779575052
1497066.49589119735213.50410880264795
1507768.64506442263018.35493557736987
1517573.76939270497041.23060729502957
1527674.52416043573011.47583956426995
1536875.4293363463462-7.42933634634623


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
15470.872705357865960.198007196919681.5474035188121
15570.872705357865958.35017399786383.3952367178687
15670.872705357865956.74194449734685.0034662183857
15770.872705357865955.298912841842586.4464978738893
15870.872705357865953.978693869557687.7667168461741
15970.872705357865952.754420808769188.9909899069626
16070.872705357865951.607793060194190.1376176555376
16170.872705357865950.525679612761791.21973110297
16270.872705357865949.498279809868692.2471309058631
16370.872705357865948.518048609397993.2273621063338
16470.872705357865947.579030482982694.1663802327491
16570.872705357865946.676426718130595.0689839976012