Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.753544580924858
beta0.086765385215168
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13203089210227.258547009-7138.25854700859
14198480200072.263667562-1592.26366756187
15192684192560.026785031123.97321496933
16187827187034.448136977792.551863022585
17182414181409.2416037521004.75839624775
18182510181346.1348510091163.86514899074
19211524214857.225812063-3333.22581206344
20211451212014.834993264-563.834993264347
21200140193254.6475257566885.3524742444
22191568189914.805170521653.19482948002
23186424183275.7206085163148.27939148387
24191987189888.2550821862098.74491781372
25203583193458.33364339410124.666356606
26201920199084.6632147752835.33678522531
27195978197027.380525724-1049.3805257238
28191395192401.270613101-1006.2706131009
29188222186974.1289922361247.87100776445
30189422188650.584631171771.415368828719
31214419222249.109239975-7830.10923997458
32224325217898.1287782956426.87122170455
33216222207896.1872939138325.81270608693
34210506206101.0264886364404.97351136446
35207221203832.6413398793388.3586601209
36210027212311.759357519-2284.75935751927
37215191216214.439967828-1023.43996782796
38215177212572.534895532604.46510446951
39211701210297.630952051403.36904795023
40210176208604.5269997651571.47300023539
41205491206918.037632046-1427.03763204647
42206996207529.177622448-533.177622447954
43235980239007.216877197-3027.21687719697
44241292243085.636718967-1793.63671896691
45236675228116.207293488558.79270651977
46229127226304.5546907342822.44530926552
47225436223263.9050010372172.09499896324
48229570230019.613451481-449.613451480953
49239973236327.2720649973645.72793500341
50236168238114.442382039-1946.44238203909
51230703232833.196937143-2130.19693714319
52224790229006.780272974-4216.78027297353
53217811222329.096302992-4518.09630299205
54219576220738.695587273-1162.6955872727
55245472250993.94977989-5521.9497798896
56248511253199.644361988-4688.64436198823
57242084238113.9744422973970.02555770261
58235572230644.5709408664927.42905913357
59229827228381.3087874641445.69121253633
60229697233247.482711636-3550.48271163637
61239567237329.0547913542237.94520864569
62237201235686.3719333231514.62806667731
63233164232203.394886533960.605113466707
64227755229629.351950596-1874.35195059585
65220189224233.249221881-4044.24922188101
66221270223448.569010673-2178.56901067292
67245413251419.234970644-6006.23497064449
68247826252988.987873203-5162.98787320332
69237736239172.457929423-1436.45792942299
70230079227004.1037459613074.89625403934
71225939221504.7792139644434.2207860357
72228987226605.0009055382381.99909446223


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73236184.818639621228692.956449237243676.680830005
74232132.425170159222448.950374333241815.899965984
75226727.483909838214994.547759778238460.420059898
76222024.003296611208302.334835881235745.671757341
77216921.185116278201233.077053727232609.29317883
78219323.913150713201670.604539119236977.221762307
79247815.396423656228185.527271408267445.265575903
80254334.152583254232708.381496347275959.923670161
81245879.366632889222233.102488853269525.630776926
82236551.992082363210857.106831412262246.877333314
83229516.264303647201742.21523082257290.313376474
84230925.060672515201039.651255597260810.470089433