Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.790051014944359
beta0.0588166529110655
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3104.42104.420
4104.42104.420
5104.42104.420
6104.42104.420
7104.42104.420
8104.44104.420.019999999999996
9104.44104.4367303834250.00326961657455627
10104.44104.440394843499-0.000394843499336162
11105.19104.4411458455230.748854154476831
12105.19105.0686396507610.121360349238756
13105.19105.20602072998-0.0160207299801129
14106.38105.2341192943431.14588070565723
15106.38106.233426230960.146573769040245
16106.38106.450040720875-0.0700407208748999
17106.38106.492264050014-0.112264050013991
18106.38106.495912091686-0.11591209168634
19106.38106.491291773136-0.111291773136102
20106.72106.4851502184340.234849781566268
21106.73106.763391186702-0.033391186701806
22106.72106.828156478856-0.108156478856401
23108.6106.8288275438941.77117245610575
24108.6108.3965674599870.203432540012543
25109.65108.7351659992740.91483400072606
26109.65109.67831863399-0.0283186339899686
27109.65109.87501665769-0.22501665768992
28109.65109.905857098902-0.255857098902226
29109.65109.900442810564-0.250442810563996
30109.65109.88766847055-0.237668470550076
31109.65109.873942495186-0.223942495185625
32109.65109.860654545714-0.210654545714192
33112.27109.8480760258482.42192397415225
34112.27112.0279111793680.24208882063202
35112.27112.496814778601-0.226814778600541
36112.27112.584720948759-0.314720948758847
37112.27112.588552257717-0.318552257717087
38114.98112.5745541010342.40544589896594
39114.98114.8244300888170.155569911183235
40114.98115.304018315906-0.32401831590559
41114.98115.389650843671-0.409650843670889
42114.98115.388593586519-0.408593586519359
43114.98115.3693850258-0.389385025800451
44116.04115.3472582037220.692741796277545
45116.59116.212257209810.377742790189942
46116.59116.845943942458-0.255943942458032
47116.59116.967092585691-0.377092585691344
48116.59116.975004823157-0.385004823157004
49118.75116.9587755250731.79122447492706
50118.75118.7451132916110.00488670838868188
51118.75119.120380168992-0.370380168991929
52118.75119.181956185429-0.431956185429485
53118.75119.174811800033-0.424811800032927
54118.75119.153571622436-0.403571622436161
55118.75119.130359039466-0.380359039466398
56119.31119.1078109979250.202189002075315
57119.31119.554900978013-0.244900978013092
58119.31119.63738696863-0.327386968630009
59119.31119.639491749803-0.329491749803267
60119.31119.624622772336-0.31462277233571
61121.19119.6068811054381.58311889456165
62121.19121.1620167848540.0279832151462358
63121.19121.489816270787-0.29981627078682
64121.19121.54470553082-0.354705530819629
65121.19121.539746963197-0.349746963197433
66122.91121.5224538203971.38754617960329
67122.91122.942187601108-0.0321876011077222
68122.91123.238763568937-0.328763568937106
69122.91123.285752355458-0.375752355458459
70122.91123.278157084304-0.368157084303547
71122.91123.259454883887-0.349454883886665
72122.91123.239289851717-0.329289851716808


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73123.219754731372121.94116233432124.498347128424
74123.460375392588121.79341042675125.127340358425
75123.700996053803121.687697756671125.714294350934
76123.941616715018121.603743315489126.279490114548
77124.182237376233121.53220375361126.832270998857
78124.422858037449121.467945425141127.377770649756
79124.663478698664121.407836968534127.919120428793
80124.904099359879121.349831250476128.458367469283
81125.144720021094121.292522634047128.996917408142
82125.38534068231121.234910363964129.535771000655
83125.625961343525121.176262122652130.075660564398
84125.86658200474121.116030594442130.617133415038