Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.449384645834359
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
21394
31210.79753858333741.20246141666256
4511.3379062811938-6.33790628119382
5138.489748511688184.51025148831182
61110.51658627938710.483413720612923
7810.7338249830162-2.73382498301619
889.50528601125033-1.50528601125033
988.82883359020519-0.828833590205187
1088.45636850081521-0.456368500815209
1108.25128350370641-8.25128350370641
1234.54328338871442-1.54328338871442
1303.84975552965494-3.84975552965494
14-12.11973450441209-3.11973450441209
15-10.717773719049633-1.71777371904963
16-4-0.0541674153090562-3.94583258469094
171-1.827363993902072.82736399390207
18-1-0.556790026857569-0.443209973142431
190-0.7559617836684360.755961783668436
20-1-0.416244165250286-0.583755834749714
216-0.6785750743030276.67857507430303
2202.32267402014082-2.32267402014082
23-31.27889997821117-4.27889997821117
24-3-0.643971973057904-2.3560280269421
254-1.70273479352115.7027347935211
2610.8599866619526550.140013338047345
2700.922906506283148-0.922906506283148
28-40.50816649281887-4.50816649281887
29-2-1.51773430991886-0.482265690081138
303-1.734457106254044.73445710625404
3120.3931352236578981.6068647763421
3251.11523558207813.8847644179219
3362.860989064175853.13901093582415
3464.271612381841371.72838761815863
3535.04832323949208-2.04832323949208
3644.12783822595864-0.127838225958643
3774.070389690062132.92961030993787
3855.38691158162624-0.386911581626244
3965.213039457547920.786960542452078
4015.56668744220336-4.56668744220336
4133.51448822335259-0.514488223352591
4263.283285115315342.71671488468466
4304.50413507160229-4.50413507160229
4432.480045927660180.519954072339822
4542.713705304308741.28629469569126
4673.291746390570573.70825360942943
4764.9581786255081.041821374492
4865.426357154906750.573642845093248
4965.68414344168440.315856558315605
5065.826084529277510.173915470722487
5125.90423947149325-3.90423947149325
5224.14973419934373-2.14973419934373
5323.18367665753364-1.18367665753364
5432.651750542005490.348249457994513
55-12.80824850134836-3.80824850134836
56-41.0968800973207-5.0968800973207
574-1.193579560073965.19357956007396
5851.140335351142443.85966464885756
5932.874809382408690.125190617591307
60-12.93106812375675-3.93106812375675
61-41.16450646721158-5.16450646721158
620-1.156343442465551.15634344246555
63-1-0.636700454110286-0.363299545889714
64-1-0.799961691871718-0.200038308128282
653-0.8898558361232513.88985583612325
6620.8581856511397111.14181434886029
67-41.37129948791088-5.37129948791088
68-3-1.04248003013422-1.95751996986578
69-1-1.922159448506040.922159448506041
703-1.507755151336354.50775515133635
71-20.517960800854945-2.51796080085495
72-10-0.613572121862053-9.38642787813795


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73-4.83168868952883-11.33448734465491.67110996559728
74-4.83168868952883-11.96092296897252.29754558991485
75-4.83168868952883-12.53659443024232.87321705118466
76-4.83168868952883-13.07214762913683.40877025007912
77-4.83168868952883-13.57495779195553.91158041289787
78-4.83168868952883-14.05038413191844.38700675286075
79-4.83168868952883-14.5024661516374.83908877257934
80-4.83168868952883-14.93433823228275.270960853225
81-4.83168868952883-15.34849042987695.68511305081928
82-4.83168868952883-15.74693994215126.08356256309353
83-4.83168868952883-16.13134801934756.46797064028987
84-4.83168868952883-16.50310214429276.83972476523506