Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.562708990539238
beta0.0530547709145565
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131329.491382.81951869758-53.3295186975824
141276.161314.19332572796-38.0333257279647
151242.341272.57550737936-30.2355073793635
161181.591204.67540345956-23.0854034595648
171160.211177.74476431549-17.5347643154923
181135.181147.24127769109-12.0612776910903
191135.181374.9038275473-239.723827547298
201084.961120.93644335164-35.9764433516409
211077.35999.03331224826278.3166877517382
221061.13971.85896257455989.2710374254414
231029.98983.20921990735746.770780092643
241013.08969.81380365508343.2661963449166
251013.08979.74011028932533.3398897106747
26996.04967.44157231522128.5984276847788
27975.02965.6633585460039.35664145399676
28951.89930.01781693190421.8721830680961
29944.4931.11622775919413.2837722408058
30932.47922.9017480023079.56825199769276
31932.471029.12736272964-96.6573627296368
32920.44952.437027564243-31.9970275642431
33900.18892.3383384629287.84166153707156
34886.9840.72612326949946.173876730501
35867.74818.88553134096148.854468659039
36859.03812.07251872874846.9574812712516
37859.03823.17193412302735.8580658769731
38844.99816.36099669909628.6290033009037
39834.82811.44723888736823.3727611126317
40825.62796.13159869540729.4884013045935
41816.92802.01031897070114.9096810292987
42813.21797.81772157100715.3922784289933
43813.21854.326275953634-41.1162759536335
44811.03841.054648233559-30.024648233559
45804.16806.878513552588-2.71851355258764
46788.62774.12007335064314.499926649357
47778.76743.74405824520635.0159417547939
48765.91734.82141591275131.0885840872494
49765.91736.752297179129.1577028209005
50753.85728.84861629991425.0013837000863
51742.22724.61326469888917.6067353011108
52732.11713.82669770184218.2833022981582
53729.94711.01076997255718.9292300274427
54731.22712.88346025313418.3365397468665
55731.22745.879995345047-14.6599953450473
56729.11754.328552937699-25.2185529376993
57726.94739.05809299382-12.1180929938198
58720.52714.0449241950116.47507580498871
59709.36693.60387534076915.756124659231
60703.21677.31623086331125.8937691366892
61703.21679.25052972161223.9594702783879
62695.88671.24074215418424.6392578458161
63681.63667.84200672776313.7879932722366
64672.1659.25340322413112.8465967758688
65665.49656.9000086648458.58999133515522
66658.93655.336989287973.59301071202992
67658.93666.175342717996-7.24534271799575
68656674.609535655245-18.6095356552452
69650.66670.317901538987-19.6579015389874
70645.93651.802698446574-5.87269844657453
71638.74631.6309570332887.10904296671208
72634.67617.81071956094816.8592804390515


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73615.801403160694528.063453653615703.539352667772
74596.94947266441495.389769653371698.509175675449
75577.10602212668462.730604977621691.481439275739
76561.523655998976434.557397386714688.489914611238
77550.187150929256410.422533831119689.951768027393
78541.052772204561388.278435405064693.827109004058
79542.176485922425374.145444828995710.207527015854
80546.210800244058361.741984415197730.679616072918
81549.294222075837348.055322739588750.533121412087
82547.101384286075330.210023928694763.992744643457
83536.804991206454306.800378740363766.809603672544
84524.277796861776298.203834449847750.351759273705