Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.444066410335853
beta0.0444273937826881
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3147.56127.1120.45
4120.03139.014610277896-18.9846102778963
5136.01133.0330927938332.97690720616686
6138.16136.8626780931711.29732190682932
7122.87139.972010469707-17.1020104697072
8112.22134.573416704191-22.3534167041905
9137.35126.40184567397910.9481543260214
10139.08133.2343767473155.84562325268507
11139.64137.9163717883691.72362821163091
12121.12140.801932254905-19.6819322549046
13132.37133.793703125631-1.42370312563148
14130.69134.865252434126-4.17525243412609
15149.41134.63255876020114.7774412397993
16130.72143.107659633448-12.3876596334477
17139.14139.275259090411-0.135259090411182
18146.55140.8810695867055.66893041329504
19137.35145.176166383534-7.82616638353352
20122.73143.324143796016-20.5941437960156
21138.97135.3959953535373.57400464646292
22154.73138.27062034729716.4593796527029
23143.4147.191929947806-3.7919299478057
24123.88147.045503290707-23.1655032907072
25140.25137.8388978914932.41110210850684
26142.39140.0375717826672.35242821733345
27143.81142.2566009514121.55339904858783
28153.58144.1514546698759.42854533012536
29144.71149.729409395893-5.01940939589269
30153.84148.7924862412385.04751375876177
31151.3152.42552646671-1.12552646670966
32121.92153.295121689449-31.3751216894491
33153.05140.11289696765112.9371030323487
34149.29146.8634752084272.42652479157337
35118.81148.994530911141-30.1845309111408
36109.19136.048610214922-26.8586102149217
37103.68124.049733363368-20.3697333633678
38106.94114.530480133327-7.59048013332675
39114.43110.5363136057333.89368639426732
40107.87111.718697106212-3.8486971062121
41103.14109.387018316489-6.24701831648909
42117.02105.8670800028811.1529199971203
43112.44110.2939025970922.14609740290798
4495.85110.763437553688-14.9134375536885
45123.86103.36318312662920.4968168733708
46121.83112.0918090952739.73819090472728
47121.95116.2350126260775.71498737392294
48120.34118.7043959541921.63560404580785
49113.32119.394530534663-6.07453053466276
50117.31116.5410106575630.76898934243728
51141.69116.74163925659924.9483607434009
52130.35128.1717135736932.17828642630718
53127.28129.533337514055-2.25333751405537
54148.1128.8825706695319.2174293304699
55131.21138.145385338006-6.93538533800569
56120.37135.657787247669-15.2877872476689
57146.91129.15955965236717.7504403476334
58144.04137.682692537346.35730746266029
59141.77141.2719392957520.498060704247848
60132.15142.269117475713-10.1191174757134
61142.04138.3519262861023.68807371389818
62149.77140.638805873739.13119412626978
63172.31145.52293911470626.7870608852939
64150.24158.775923972487-8.53592397248698
65163.23156.1747549455127.05524505448761
66155.92160.636291288069-4.71629128806947
67146.96159.777437384293-12.817437384293
68134.51155.068265066851-20.5582650668512
69152.83146.5160630703976.31393692960259
70150.54150.0214692036660.518530796333863
71150.98150.9635600843020.0164399156976458
72138.82151.683013608295-12.8630136082952


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73146.429363731436120.965259028319171.893468434554
74146.887746133715118.818194267186174.957298000243
75147.346128535993116.694906083037177.997350988948
76147.804510938271114.582252206165181.026769670376
77148.262893340549112.470888458063184.054898223035
78148.721275742827110.353977011896187.088574473758
79149.179658145105108.226401500758190.132914789453
80149.638040547383106.084266584282193.191814510484
81150.096422949661103.924566140834196.268279758488
82150.554805351939101.744956004408199.36465469947
83151.01318775421899.5435939904863202.482781517949
84151.47157015649697.3190246289546205.624115684037