Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0
beta0
gamma0.64261433345284


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13580537.2425850209642.7574149790404
14336313.04816548019522.9518345198052
15468436.90473087492431.0952691250757
16229211.56288910577817.4371108942221
17189171.10283413998717.8971658600127
18181167.05824898567813.9417510143221
19210279.429763167664-69.4297631676641
20270183.96389576089786.0361042391033
21229262.138980830778-33.1389808307783
22319135.342306699431183.657693300569
23377336.19712355749540.8028764425054
24275404.684249456457-129.684249456457
25365661.524278115199-296.524278115199
26269383.197552825438-114.197552825438
27377533.031903881767-156.031903881767
28194259.386273447332-65.3862734473317
29337212.214131164843124.785868835157
30212204.1791662440017.82083375599905
31278271.8876215692286.11237843077231
32197276.536605118614-79.5366051186138
33305277.89491304925227.1050869507482
34343291.84760098160451.1523990183962
35588416.778402703406171.221597296594
36382368.95267242326613.0473275767343
37266539.89415698679-273.89415698679
38305354.603254375769-49.6032543757689
39345494.584896742879-149.584896742879
40249248.054381864020.945618135979515
41253333.202469935597-80.2024699355969
42167238.059883315162-71.0598833151625
43149313.42554910449-164.42554910449
44286255.8187127344730.1812872655297
45260334.686891003684-74.6868910036844
46375367.5376344229947.46236557700621
47339595.519857457837-256.519857457837
48322426.024278478255-104.024278478255
49396410.337991143856-14.3379911438558
50421363.49188313074357.5081168692566
51254448.265500169916-194.265500169916
52279279.42348782747-0.423487827469671
53347316.15161274968930.8483872503112
54264215.71583324303648.2841667569639
55324232.69424497429191.3057550257086
56243307.911395381105-64.9113953811049
57324320.4195831130793.5804168869214
58420415.7105012099714.28949879002948
59295480.368643193934-185.368643193934
60731400.224480284655330.775519715345
61576446.533293484538129.466706515462
62391445.356253745564-54.356253745564
63229359.36319656491-130.36319656491
64347309.88282713989837.1171728601015
65262372.626150023481-110.626150023481
66317273.41828570319843.5817142968024
67249322.585928585481-73.5859285854808
68211294.466567205437-83.4665672054373
69303356.690155575252-53.6901555752518
70337462.132065497593-125.132065497593
71383398.617697686425-15.6176976864252
72588675.633886624973-87.6338866249727
73456583.600085696887-127.600085696887
74375451.812694467101-76.812694467101
75507303.148296433534203.851703566466
76405366.83176933234938.1682306676508
77363331.19482630026231.8051736997379
78394330.8311289042963.1688710957103
79166301.939757588981-135.939757588981
80217263.94889960409-46.9488996040903
81299352.871998610844-53.8719986108441
82549417.787690982482131.212309017518
83395425.010273550435-30.0102735504352
84730676.92893825909453.0710617409059


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85547.903220335223410.49712042491685.309320245535
86439.316787294327301.910687384014576.722887204639
87473.613343536334336.207243626022611.019443446647
88426.669093509784289.262993599472564.075193420097
89383.122184847441245.716084937128520.528284757754
90404.439172283249267.033072372937541.845272193562
91233.51632291996196.1102230096488370.922422830274
92254.255431108301116.849331197989391.661531018614
93345.926706307699208.520606397386483.332806218011
94545.453071375446408.046971465134682.859171285759
95440.50100379139303.094903881077577.907103701702
96771.545436791992724.240916630758818.849956953226