Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.571865347172465
beta0
gamma0.440257094572627


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
134342.88114316239320.118856837606820
145554.83941047189220.160589528107792
156867.8215432609330.178456739066945
166867.73056035543870.269439644561288
176463.7749407541150.225059245885021
186564.79394154069460.20605845930541
195755.4687431025271.53125689747303
205958.02637972927450.973620270725512
215455.0567899595376-1.05678995953762
225754.92607893856882.0739210614312
234347.2940463958363-4.29404639583629
244238.56206059903723.43793940096275
255246.27413278855785.72586721144224
265161.4467211984748-10.4467211984748
275868.3662683347066-10.3662683347066
286062.2622718698977-2.26227186989774
296156.85048895332324.14951104667676
305860.1101662861139-2.11016628611392
316249.710184930052712.2898150699473
326158.31515961352052.68484038647953
334955.9414466891155-6.94144668911549
345153.0356099907569-2.03560999075687
354741.8531852009195.146814799081
364039.97749750120940.0225024987906295
374546.1676496343313-1.16764963433133
385054.3497144748269-4.34971447482686
395864.7710929832406-6.7710929832406
405262.250569488423-10.2505694884230
415053.4791085722009-3.4791085722009
425051.1963603847112-1.19636038471117
434644.03319562761241.96680437238761
444644.92436308389811.07563691610189
453839.8159501692132-1.81595016921322
463740.7659051327993-3.76590513279933
473429.94779486350934.05220513649071
482926.48025969664262.5197403033574
493033.8741646295526-3.87416462955262
504039.90868209998070.0913179000193196
514652.4133291447466-6.41332914474664
524649.4415542369943-3.44155423699426
534745.84028124369581.15971875630424
544746.64059130669590.359408693304104
554340.96333974237832.03666025762174
564641.72647981236364.2735201876364
573737.9017922463409-0.901792246340868
584139.00697676598131.99302323401865
593932.95582834188626.04417165811379
603630.33857654968665.66142345031345
614838.32391842380339.67608157619665
625552.85480324384162.14519675615836
635665.3079359462154-9.3079359462154
645361.2409835416346-8.2409835416346
655255.76237405281-3.76237405281
665353.5970599044756-0.597059904475628
675247.68898109747164.31101890252843
685650.17437226695105.82562773304895
695146.26179010835924.73820989164075
704851.1379382053022-3.13793820530225
714242.916168941332-0.916168941332018
724236.24639560700775.75360439299234
734445.0411727414269-1.04117274142691
745052.0237398541579-2.02373985415791
756059.93400899860850.0659910013915308
766661.42878971373064.57121028626941
775864.1211999459995-6.12119994599954
785961.2035829154875-2.20358291548752
795555.3019096977404-0.301909697740356
805755.43481443776151.56518556223854
815748.88086639037358.11913360962652
825654.20587781713061.79412218286937
835349.22336275339163.7766372466084
845146.49442368821404.50557631178595
854553.2947539003563-8.29475390035628
865855.94404590009082.05595409990919
877466.58124258841737.41875741158266
886573.130001331359-8.13000133135901
896566.543623656313-1.54362365631302
905566.9821928435083-11.9821928435083
915255.8469165529275-3.84691655292746
925954.30448222980704.69551777019305
935450.77601189717213.22398810282793
945752.10946214690384.89053785309622
954549.2713628183717-4.27136281837166
964042.0774486294968-2.07744862949677
974742.70044948193754.29955051806253
984754.5029856456102-7.5029856456102
996060.6845870783719-0.684587078371891
1005859.6685489748219-1.66854897482192
1016358.01871383318274.98128616681734
1026460.2210940511153.77890594888495
1036459.63245667578254.36754332421751
1046364.3977449246665-1.39774492466651
1055557.1073811817044-2.10738118170443
1065455.7061329110397-1.70613291103971
1074447.3687057535314-3.36870575353143


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
10841.104519250375931.848692549382950.360345951369
10944.117537206933133.455122229932654.7799521839336
11051.23665742473839.332714449206263.1406004002699
11162.994151646663849.966464837883776.0218384554439
11262.184138863222648.122226162220376.246051564225
11362.741911953263247.716794515001477.7670293915251
11461.8690314003845.938842473172977.799220327587
11559.23032052028242.443787689484076.01685335108
11660.411266837707442.810004107368878.0125295680461
11753.786466126990135.406552772315272.166379481665
11853.665987140448134.539095596124872.7928786847714
11945.990861050662526.145087057914065.836635043411