Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.208492559269248
beta0.141775183847602
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13371374.507612695369-3.50761269536900
14374376.585977222432-2.58597722243223
15369370.900310874623-1.90031087462319
16363364.512486632936-1.51248663293580
17357358.327983093222-1.32798309322249
18366367.275602408463-1.27560240846304
19362362.259368067115-0.259368067115133
20366363.3488973112182.65110268878215
21361364.141315833245-3.14131583324479
22362362.978837078825-0.978837078824654
23358363.534128010580-5.53412801057959
24363363.689075557080-0.689075557079548
25360355.2076617745654.79233822543478
26360359.2218744258340.778125574165642
27348354.678026407921-6.67802640792121
28345347.420129010354-2.42012901035366
29332340.998648946626-8.99864894662642
30333347.223273111413-14.2232731114133
31323339.459966416589-16.4599664165887
32327337.626876307825-10.6268763078251
33332329.4463950541162.55360494588433
34337329.2461571137177.75384288628317
35336326.6789730670719.32102693292939
36337332.1817431784184.81825682158205
37343328.51235391042314.4876460895769
38337330.6882180385436.31178196145709
39326321.6879742435314.31202575646864
40321320.0706179905640.92938200943621
41309309.799136350361-0.799136350361437
42302313.364980153577-11.3649801535774
43293304.905156915081-11.9051569150807
44287308.456452468431-21.4564524684312
45292308.030175139126-16.0301751391261
46292307.072034845111-15.0720348451113
47289299.842156329827-10.8421563298269
48302295.5471346782716.45286532172884
49310297.42783679095412.5721632090459
50295291.6372504166873.36274958331285
51276279.99921544962-3.99921544962001
52264272.489107781961-8.48910778196102
53257258.300935615494-1.30093561549421
54243251.664688011571-8.66468801157131
55227242.004060005047-15.0040600050474
56226234.842887633332-8.84288763333197
57226237.202346754043-11.2023467540430
58229234.800738038305-5.80073803830547
59224230.587396995002-6.58739699500185
60240235.9784093476714.02159065232914
61244238.3560469615525.64395303844844
62226224.7171770269881.28282297301206
63208208.508337883012-0.508337883012217
64199198.1427493860380.857250613961867
65193190.9880799453072.01192005469309
66180180.152171035643-0.152171035642596
67167168.571679084693-1.57167908469299
68164167.166604134288-3.16660413428838
69166166.528754607842-0.528754607841677
70173168.0271578485564.97284215144413
71169165.1626751688693.83732483113073
72191176.16734159284414.8326584071559
73193180.69238089551812.3076191044825
74166169.159491556411-3.15949155641064
75143154.659252026973-11.6592520269731
76147144.6243330530092.37566694699055
77139139.594335045257-0.594335045256713
78129129.203786698198-0.203786698197518
79115119.18633660126-4.1863366012599
80108115.623060155510-7.6230601555096
81106114.199953626781-8.19995362678145
82116114.7864715222821.21352847771753
83108109.975515644333-1.97551564433303
84135119.30880994794115.6911900520593


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85119.819716647760104.639012598616135.000420696903
86101.10225256807585.5872789328358116.617226203313
8786.366966031275970.5075809733362102.226351089216
8886.426231519952869.8606126703296102.991850369576
8979.676100465976662.508453302623396.8437476293298
9071.882057790694454.142682754190589.6214328271982
9162.554806860640844.400501771904880.7091119493768
9257.604208695657838.657792952693976.5506244386217
9355.434950134177535.21335206352375.656548204832
9458.374192450921335.522551810247081.2258330915955
9552.319601073566428.431756147734176.2074459993987
9660.709787265677834.594956609599486.8246179217563