Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.861988975717109
beta0
gamma0.0747324977131723


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13498.1491.4774225427356.62257745726498
14498.76497.7653688192130.994631180787394
15498.88498.6779207827720.202079217228345
16498.88498.906885024393-0.0268850243931524
17498.88498.976817947237-0.0968179472368433
18498.88498.901052794883-0.0210527948829053
19499.48499.3939297019350.0860702980651809
20501.21499.382062200821.82793779918046
21502.05503.777915282826-1.72791528282556
22502.05503.239912208873-1.18991220887256
23502.05502.249411853569-0.199411853569018
24504.1502.1127118849811.98728811501894
25506.81512.29422784082-5.48422784082021
26516.88508.0881952959388.79180470406226
27520.43515.7136505698354.71634943016534
28520.68519.8315044521650.848495547834773
29520.68520.6552844960550.0247155039450035
30520.68520.685061273654-0.00506127365383691
31521.03521.192827553495-0.162827553495163
32521.25520.9843783103790.265621689620616
33521.25523.996857385831-2.74685738583105
34521.25522.586086366701-1.33608636670124
35521.65521.4798014289050.170198571095398
36521.65521.684254995204-0.0342549952042646
37522.77530.046162543746-7.2761625437463
38518.72524.442743733956-5.72274373395567
39519.27519.514784393748-0.244784393747523
40519.38519.3163029215550.0636970784447612
41521.29519.4550989446281.83490105537214
42521.29521.0449285965980.245071403401994
43521.29521.766679299544-0.476679299544458
44523.47521.2921122976392.17788770236075
45523.86525.921873160999-2.06187316099852
46524.14525.1161015555-0.976101555500122
47524.14524.335655241493-0.195655241493
48524.14524.222638139231-0.0826381392305393
49534.6532.468147578782.13185242121983
50534.99534.990355771726-0.00035577172639023
51535.39535.0515309414480.33846905855205
52535.39535.3589891648820.0310108351176268
53535.39535.487878042402-0.0978780424023853
54535.39535.395276061943-0.00527606194339114
55535.39535.893785938913-0.503785938912642
56535.64535.4232322740180.216767725981526
57536.08538.318800831834-2.2388008318336
58537.8537.3717180736280.428281926371483
59537.8537.80988429059-0.00988429058998008
60537.8537.858165348072-0.0581653480725208
61537.85546.147610116945-8.29761011694541
62544.39539.6577451790134.73225482098712
63545.15543.8018731143321.34812688566831
64544.65544.976474157985-0.326474157985331
65544.65544.79588556437-0.145885564369678
66544.65544.662856717582-0.0128567175820535
67545.73545.1496905676760.580309432323702
68548.94545.6210468860243.31895311397636
69550.94551.165338539361-0.225338539361246
70551.22551.981346127971-0.761346127970569
71551.22551.389546870591-0.169546870591034
72551.22551.299702577866-0.0797025778661009


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73559.485601612186554.31135180355564.659851420822
74560.282573955334553.451339364573567.113808546096
75560.312646818609552.154297047616568.470996589602
76560.307905666916551.009971706207569.605839627625
77560.410596772581550.0982507306570.722942814562
78560.404691721357549.169150530947571.640232911768
79560.9087257817548.820289539024572.997162024377
80560.908107887382548.023109022613573.793106752151
81563.554943045539549.919837593181577.190048497898
82564.559661637628550.213616689671578.905706585584
83564.630238112688549.606859311612579.653616913765
84564.6874679991549.016002989329580.358933008871