Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.394255067360942
beta0.0506505428827482
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13353354.266826923077-1.26682692307702
14351351.77310789547-0.773107895469991
15348348.958601724499-0.958601724499317
16351352.385154463424-1.38515446342416
17370371.574209484372-1.57420948437181
18370371.532292849008-1.53229284900789
19351348.5179700129832.48202998701692
20335339.052545199361-4.05254519936085
21330338.054904785334-8.05490478533432
22328334.193463551106-6.19346355110633
23332331.7755595714570.224440428542948
24334332.8924286608771.1075713391233
25343334.7372199481038.26278005189664
26334336.051098365042-2.05109836504221
27336332.3462893443083.65371065569212
28343337.1509051086365.84909489136436
29365359.0400605450655.95993945493524
30364362.1068423435751.89315765642471
31351343.0560113099917.94398869000895
32326332.07611158047-6.07611158047024
33320328.106257753623-8.10625775362303
34312325.601100391939-13.6011003919389
35315324.251357482428-9.25135748242838
36316322.079119501867-6.07911950186696
37319325.193062421669-6.19306242166863
38311314.039709508571-3.03970950857058
39315312.8606902894232.13930971057744
40322317.827742856044.17225714396022
41336338.519109055059-2.51910905505946
42339335.0063994574853.99360054251525
43317319.717732058076-2.71773205807608
44295295.097676960794-0.0976769607942742
45291291.430372033698-0.430372033697552
46283287.951551494658-4.95155149465756
47285292.148049717865-7.14804971786498
48289292.269897930646-3.2698979306461
49296296.02174771171-0.0217477117101339
50283288.934208233543-5.93420823354262
51285289.415995742938-4.41599574293753
52289292.563941969522-3.56394196952164
53306305.5314337813220.468566218678347
54306306.580755203655-0.580755203655372
55283284.771006847854-1.77100684785427
56258261.47793112752-3.47793112752038
57255255.575557494987-0.575557494987322
58248248.597058045054-0.5970580450537
59244252.5630183444-8.56301834440029
60249253.831121596759-4.83112159675903
61258258.258767929918-0.258767929918179
62252246.815372275295.18462772470986
63246252.141534601518-6.14153460151755
64249254.631915831188-5.63191583118808
65267268.692084203824-1.69208420382387
66284267.67610491616.3238950839999
67261251.5698524017249.43014759827642
68235231.6423470201543.35765297984597
69229230.312955724817-1.3129557248169
70218223.135904703611-5.13590470361112
71218220.501619602301-2.50161960230079
72229226.5556370324062.44436296759437
73237236.9022453987320.0977546012675816
74231229.1847246866011.8152753133995
75229226.542458725372.45754127462953
76233233.124206542766-0.124206542765933
77245252.244773348025-7.24477334802484
78256260.344246535748-4.34424653574797
79224231.892435056846-7.89243505684581
80194201.089925355788-7.08992535578821
81192192.236590192334-0.236590192333523
82178182.613928346868-4.61392834686816
83170181.237321969951-11.2373219699507
84187186.1249851250350.87501487496462
85192193.681822020319-1.68182202031889
86182185.517934988619-3.51793498861932
87178180.270434384907-2.27043438490685
88186182.4382203269093.56177967309071
89204197.7863120789686.21368792103152
90224212.30513985374111.6948601462593
91194187.7041275193726.2958724806279
92173162.94147304483510.0585269551654
93178165.30274349024712.6972565097533
94168158.6884131838449.31158681615554
95152159.628653803024-7.62865380302372
96163174.18683087324-11.1868308732401
97172176.109358694816-4.10935869481574
98170166.4976365828963.50236341710428
99156165.535231026364-9.53523102636419
100155168.988235429744-13.9882354297436
101178179.289631672999-1.28963167299938
102194194.286701332168-0.286701332168064
103164161.5684970109982.43150298900227
104135137.361344428722-2.36134442872228
105139135.9762396586993.02376034130072
106135122.85588486482912.1441151351708
107109114.066615289534-5.06661528953421
108121126.94591931635-5.94591931634969
109131134.792880989432-3.79288098943215
110135129.4940487362565.50595126374353
111119121.041476007907-2.04147600790745
112121124.518555924663-3.51855592466282
113151146.6158721913614.38412780863933
114169164.5467518227684.45324817723156
115135135.527869839099-0.527869839098742
116105107.375664811775-2.37566481177504
117112109.371566442112.62843355789015
118105101.7367187459183.26328125408168
1198278.96023721112843.03976278887157
1208194.604180611327-13.6041806113271


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121100.68438910884389.421329585523111.947448632163
122102.53774393827790.3466498747216114.728838001833
12387.25676059034674.1213780582324100.39214312246
12490.598890194958976.5026430904347104.695137299483
125118.89560955574103.821735727905133.969483383574
126135.077530190373119.009178790416151.145881590329
127101.13435389273684.054655732427118.214052053044
12871.930221282434353.822340042701490.0381025221672
12977.80063773694258.647807367567696.9534681063165
13069.368274467565949.15382649204689.5827224430859
13144.958869261400423.666252616336366.2514859064644
13249.0507213496426.663516649533471.4379260497466