Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.872863233637848
beta0.115842866993129
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3-20-2
4-51.0520435737693-6.0520435737693
5-11-2.04474497086176-8.95525502913824
6-11-8.58115048284771-2.41884951715229
7-11-9.65674986255937-1.34325013744063
8-10-9.9293207996775-0.0706792003224912
9-14-9.09825807947926-4.90174192052074
10-8-12.9796919208384.97969192083798
11-9-7.73246402007005-1.26753597992995
12-5-8.066378540636613.06637854063661
13-1-4.307321615264693.30732161526469
14-2-0.0035345813972758-1.99646541860272
15-5-0.53110080826742-4.46889919173258
16-4-3.66863622336618-0.33136377663382
17-6-3.22817493822464-2.77182506177536
18-2-5.198175616236363.19817561623636
19-2-1.63379873581744-0.36620126418256
20-2-1.21766381845742-0.782336181542582
21-2-1.24386367763507-0.756136322364931
222-1.323651351728183.32365135172818
2312.49372857416382-1.49372857416382
24-81.95515634615814-9.95515634615814
25-1-6.97570051774075.9757005177407
261-1.396865309580042.39686530958004
27-11.30049521271705-2.30049521271705
282-0.3349120862628492.33491208626285
2922.31185180665757-0.31185180665757
3012.61681992029737-1.61681992029737
31-11.61924463341157-2.61924463341157
32-2-0.518155197395554-1.48184480260445
33-2-1.81259724074942-0.187402759250578
34-1-1.99611764254030.996117642540299
35-8-1.04586418436499-6.95413581563501
36-4-7.738261968214763.73826196821476
37-6-4.71966456491369-1.28033543508631
38-3-6.211077410627583.21107741062758
39-3-3.457413089752790.457413089752792
40-7-3.06106979716685-3.93893020283315
41-9-6.90041777375232-2.09958222624768
42-11-9.34656574142853-1.65343425857147
43-13-11.5704745224808-1.42952547751922
44-11-13.74348800018582.74348800018578
45-9-11.99662370689132.99662370689131
46-17-9.72580301746854-7.27419698253146
47-22-17.1555343657338-4.84446563426618
48-25-22.9542905956693-2.04570940433069
49-20-26.51696727701516.51696727701506
50-24-21.946635289215-2.05336471078497
51-24-25.06465692422691.06465692422687
52-22-25.35341934930573.35341934930573
53-19-23.30532427431694.30532427431694
54-18-19.99101361272551.99101361272552
55-17-18.49545833826321.49545833826317
56-11-17.28124180393146.28124180393138
57-11-11.25456320216810.254563202168137
58-12-10.462610619873-1.53738938012697
59-10-11.39024065870621.39024065870619
60-15-9.62187591927427-5.37812408072573
61-15-14.3051768187933-0.69482318120667
62-15-14.9708535827673-0.0291464172326545
63-13-15.05843271336172.05843271336175
64-8-13.11570239198325.11570239198324
65-13-7.98711963044184-5.01288036955816
66-9-12.20628166599913.20628166599908
67-7-8.92703624454981.9270362445498
68-4-6.569544887963092.56954488796309
69-4-3.39141188063348-0.608588119366518
70-2-3.048891702212771.04889170221277
710-1.153559664095511.15355966409551
72-20.94977535145009-2.94977535145009


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73-0.826806377497968-7.722434649198976.06882189420303
74-0.0286376546740812-9.654484123665119.59720881431695
750.769531068149806-11.380203807963212.9192659442629
761.56769979097369-13.040497222659116.1758968046065
772.36586851379758-14.692247628211919.4239846558071
783.16403723662147-16.363586666896322.6916611401392
793.96220595944535-18.069998782246925.9944107011376
804.76037468226924-19.820542641622329.3412920061608
815.55854340509313-21.620690693967632.7377775041538
826.35671212791701-23.473778544285936.1872028001199
837.1548808507409-25.381806716748139.6915684182299
847.95304957356479-27.345911846758143.2520109938877