Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.793304674764876
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2-15-150
3-10-155
4-12-11.0334766261756-0.966523373824378
5-11-11.80022413690000.80022413690002
6-11-11.16540258823750.165402588237546
7-17-11.0341879417705-5.96581205822951
8-18-15.7668945363326-2.23310546366737
9-19-17.5384275399029-1.46157246009706
10-22-18.6978998050055-3.30210019499446
11-24-21.3174713262367-2.68252867376335
12-24-23.4455338633239-0.554466136676062
13-20-23.88539444154793.88539444154788
14-25-20.8030928677625-4.19690713223752
15-22-24.13251891532062.13251891532055
16-17-22.44078169077225.44078169077224
17-9-18.12458414110759.12458414110748
18-11-10.8860088866815-0.113991113318532
19-13-10.9764385697587-2.02356143024129
20-11-12.58173931204301.58173931204302
21-9-11.32693812153992.32693812153991
22-7-9.48096723183372.4809672318337
23-3-7.512804328881554.51280432888155
24-3-3.932775558480650.93277555848065
25-6-3.19280034743153-2.80719965256847
26-4-5.419764954812431.41976495481243
27-8-4.29345877909239-3.70654122090761
28-1-7.23387525684716.23387525684711
29-2-2.288512873689210.288512873689207
30-2-2.059634262261710.059634262261711
31-1-2.012326123233341.01232612323334
321-1.209243077285732.20924307728573
3320.5433597836169791.45664021638302
3421.698919276724150.301080723275850
35-11.93776802198047-2.93776802198047
361-0.3927770832313981.39277708323140
37-10.712119487801458-1.71211948780146
38-8-0.646112905627483-7.35388709437252
391-6.479985915286297.47998591528629
402-0.5460781215142492.54607812151425
41-21.47373755459958-3.47373755459958
42-2-1.28199468637057-0.718005313629425
43-2-1.85159165817882-0.148408341821181
44-2-1.96932468951967-0.0306753104803346
45-6-1.99365955672358-4.00634044327642
46-4-5.171908159074351.17190815907435
47-5-4.24222793808557-0.757772061914432
48-2-4.843372057208512.84337205720851
49-1-2.587711712129181.58771171212918
50-5-1.32817258871816-3.67182741128184
51-9-4.24105043901785-4.75894956098215
52-8-8.016347372715240.0163473727152432
53-14-8.00337892552012-5.99662107447988
54-10-12.76052645669862.76052645669858
55-11-10.5705879137875-0.429412086212521
56-11-10.9112425291804-0.0887574708195906
57-11-10.9816542457019-0.0183457542981031
58-5-10.99620801834875.99620801834867
59-2-6.239388166530044.23938816653004
60-3-2.87626171587886-0.123738284121136
61-6-2.97442387511955-3.02557612488045
62-6-5.37462755884421-0.625372441155792
63-7-5.87073843988222-1.12926156011778
64-6-6.766586914555930.766586914555932
65-2-6.158449931625134.15844993162513
66-2-2.859532161091240.859532161091237
67-4-2.17766127958680-1.82233872041320
680-3.623331105495633.62333110549563
69-6-0.748925601284963-5.25107439871504
70-4-4.914627469323760.91462746932376
71-3-4.189049222240851.18904922224085
72-1-3.245770915711642.24577091571164
73-3-1.46419034982660-1.53580965017340


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
74-2.68255532485817-8.97920151644913.61409086673277
75-2.68255532485817-10.71992835900415.35481770928781
76-2.68255532485817-12.14569314050676.78058249079036
77-2.68255532485817-13.38314359587858.01803294616215
78-2.68255532485817-14.49162816627289.12651751655651
79-2.68255532485817-15.504638361626310.13952771191
80-2.68255532485817-16.443275706790211.0781650570738
81-2.68255532485817-17.321853035392611.9567423856763
82-2.68255532485817-18.150607868265112.7854972185488
83-2.68255532485817-18.937162718257113.5720520685408
84-2.68255532485817-19.687374451843314.3222638021270
85-2.68255532485817-20.405858785822215.0407481361059