Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.752013114227701
beta0
gamma0.75899014078033


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13469.93463.7854460470086.14455395299166
14477.19475.5843066669381.60569333306182
15478.97478.4778012436960.492198756304276
16480.44480.228933296110.211066703889742
17480.56480.4286503582790.13134964172076
18481.8481.6900858109360.109914189063772
19483.24482.2462348554190.993765144580948
20483.45483.2570514094740.192948590526441
21483.53483.4135600794550.116439920544963
22483.59483.792533226258-0.202533226258424
23483.59483.803717716912-0.213717716912299
24483.59483.736074657252-0.146074657251972
25492.36485.2495755610117.11042443898873
26495.71496.920480916617-1.21048091661731
27499.29497.486594020331.80340597967023
28499.78500.170856537355-0.390856537355091
29500499.9029151146880.097084885312313
30500501.134548448816-1.13454844881596
31500.29500.921203343942-0.631203343941763
32500.42500.559292911867-0.139292911866562
33500.61500.4515511835950.158448816405496
34498.9500.802078572468-1.9020785724685
35499.06499.533077534176-0.473077534175559
36496.61499.283124240353-2.67312424035254
37498.41500.262066084364-1.85206608436403
38501.26503.626903541414-2.36690354141405
39505.4503.8906442558051.50935574419509
40506.07505.9407739233130.129226076687416
41506.2506.1557815869410.0442184130592977
42507.14507.115841105480.0241588945198714
43507.14507.868598533324-0.728598533324259
44507.28507.526032826993-0.246032826992916
45507.34507.394062112133-0.0540621121331242
46507.48507.1969468521370.283053147862915
47506.97507.840159529596-0.870159529595981
48506.97506.8775034538180.0924965461816782
49510.1510.0907676370850.00923236291532703
50515.84514.7584234350581.08157656494245
51519518.3450543910250.654945608974799
52520.1519.4928889760970.60711102390303
53521.26520.0512722785641.20872772143605
54521.04521.88328247406-0.843282474060402
55521.12521.842028913931-0.722028913931013
56521.12521.595231972407-0.475231972406846
57521.1521.327033145847-0.227033145846576
58521.16521.063293099960.0967069000398624
59521.14521.349313724853-0.209313724852791
60521.13521.0648131035390.0651868964613413
61522.17524.24186812069-2.07186812068983
62531.39527.5463452611753.84365473882508
63532.12533.129794917971-1.00979491797113
64533.34533.0167193884610.323280611539531
65535.72533.4748945535852.24510544641487
66536.25535.7000458486090.549954151391034
67536.25536.729346798791-0.479346798790516
68536.68536.711502012387-0.03150201238725
69536.76536.823709819127-0.0637098191266432
70536.79536.7437252791690.0462747208313203
71536.99536.9342211638970.0557788361028315
72536.99536.9007400224180.0892599775817189
73542.38539.6936626688932.68633733110653
74544.1547.689790063678-3.58979006367827
75546.96546.7696773855590.190322614441129
76547.04547.810016923763-0.770016923762796
77550.27547.807743108862.46225689113953
78550.32549.8771344371230.442865562876591
79551.17550.6321687498520.537831250148088
80552.83551.4635483629161.36645163708442
81552.35552.620973506596-0.27097350659551
82552.44552.4058252018230.0341747981774461
83552.47552.589010646822-0.119010646821835
84548.78552.430387329056-3.65038732905623


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85552.899867022493549.654636821613556.145097223374
86557.694543318816553.634082392675561.755004244957
87560.185491147218555.448069189155564.922913105281
88560.901950858393555.57288051876566.231021198025
89562.087117157213556.22581913026567.948415184166
90561.924769981978555.575704032031568.273835931925
91562.364637987383555.56269250739569.166583467376
92562.947524045989555.721025157259570.174022934718
93562.769164130849555.141706489877570.396621771821
94562.815226348919554.806859852508570.82359284533
95562.943879394124554.571916791672571.315841996575
96562.210079332175553.489667547582570.930491116768