Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.913036634752078
beta0.0354041768981070
gamma0


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
35.445.440
45.445.440
55.495.440.0499999999999998
65.495.487268097264160.00273190273583523
75.495.4914669996754-0.00146699967539909
85.495.49178472913937-0.00178472913937089
95.495.49175466803915-0.00175466803915292
105.495.49169533363547-0.00169533363546925
115.65.491635371529830.10836462847017
125.65.595567107111960.00443289288803772
135.65.6047486552334-0.00474865523339929
145.65.6053936118012-0.00539361180119968
155.65.60527534921842-0.0052753492184161
165.65.60509453740459-0.0050945374045881
175.65.60491413089717-0.00491413089716541
185.675.604739591332920.0652604086670756
195.675.67074654019325-0.000746540193252265
205.675.67646259445232-0.00646259445232289
215.675.67675077639412-0.00675077639412258
225.675.67655761672232-0.00655761672231936
235.675.67632884191033-0.00632884191033423
245.675.67610436510275-0.00610436510274592
255.675.6758875183466-0.00588751834659629
265.675.67567834476413-0.00567834476412621
275.825.675476600067670.144523399932330
285.825.81708631466460.00291368533540304
295.955.8294953577810.120504642218999
305.955.95316460242786-0.00316460242786043
315.955.96381699936383-0.0138169993638328
325.955.9642967288543-0.0142967288542959
335.955.9638763015454-0.0138763015453991
345.955.9633911840153-0.0133911840152958
356.025.962916122380660.0570838776193376
366.026.02863262792523-0.00863262792523045
376.056.034068504021340.0159314959786645
386.056.06244731569702-0.0124473156970248
396.056.06451286931689-0.014512869316893
406.126.064223363803410.0557766361965903
416.126.12991374894779-0.00991374894778563
426.126.13530594089111-0.0153059408911078
436.126.13528009475628-0.0152800947562843
446.126.13478391328148-0.0147839132814775
456.126.13426286908296-0.0142628690829643
466.126.13375650565385-0.0137565056538458
476.126.13326778726893-0.0132677872689264
486.176.132796401329990.0372035986700148
496.176.1796098576399-0.0096098576398953
506.176.18337027170712-0.0133702717071200
516.176.18326509178431-0.0132650917843131
526.176.18282714677312-0.0128271467731160
536.286.182374420098480.0976255799015213
546.276.28592485647215-0.0159248564721501
556.286.28528480861395-0.00528480861394609
566.286.29418868116626-0.0141886811662548
576.276.29450433836242-0.0245043383624157
586.276.28460931228001-0.0146093122800091
596.286.28327655695657-0.00327655695656759
606.596.292185106695020.297814893304983
616.596.58562813983980.00437186016020075
626.596.6112882552479-0.0212882552479048
636.596.61283159577489-0.0228315957748872
646.596.61222777143749-0.0222277714374908
656.636.611456741226960.0185432587730414
666.636.64851057183333-0.0185105718333256
676.636.65113453765556-0.0211345376555592
686.636.6506795460611-0.020679546061106
696.636.64997150571282-0.0199715057128227
706.636.64926434701746-0.0192643470174625
716.636.64858012411803-0.0185801241180288
726.636.64792001351029-0.0179200135102908
736.636.64728333806896-0.0172833380689621


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
746.646669281359926.551004170549866.74233439216997
756.661835545478646.530188770540826.79348232041646
766.677001809597366.51551237049136.83849124870343
776.692168073716096.503979774052686.8803563733795
786.707334337834816.494360182492226.9203084931774
796.722500601953546.486010794532666.95899040937441
806.737666866072266.478548598536866.99678513360766
816.752833130190986.471725215959187.03394104442279
826.767999394309716.46536974678047.07062904183901
836.783165658428436.459359335357797.10697198149907
846.798331922547156.453602638522247.14306120657207
856.813498186665886.448029908007897.17896646532387