Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.767499072123643
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13106.14104.7290095058691.4109904941314
14105.85105.5579107851380.292089214861704
15106.27106.2528123233340.0171876766659409
16106.51106.571534737355-0.0615347373552737
17106.82106.881606583944-0.0616065839443962
18106.53106.572228475694-0.042228475694202
19107.14107.700291421424-0.560291421423827
20107.39107.2812972955740.108702704425653
21107.33107.796273524345-0.466273524344643
22107.53107.3830517059290.146948294070739
23107.42107.0735278851580.346472114841632
24108.25107.9201469597350.329853040264737
25108.26108.517473018442-0.257473018442155
26108.93107.7910086069531.13899139304671
27109.43109.0776606697230.352339330277502
28109.61109.638007745763-0.0280077457633752
29109.74109.978547372105-0.238547372104819
30110.12109.5253104069750.594689593024881
31110.16111.048603784697-0.888603784697182
32110.44110.532302353449-0.0923023534494263
33111.23110.7618965931720.46810340682832
34112.86111.2045468527181.65545314728243
35112.77112.0727826646880.697217335311976
36113.04113.203015178815-0.163015178815272
37112.79113.285984509122-0.495984509122124
38113.87112.6818466848821.18815331511846
39114.28113.8246541480230.455345851976986
40115.51114.3759596886211.13404031137911
41116.76115.5654449932381.19455500676244
42116.91116.3886461039720.521353896027605
43116.47117.541380800453-1.07138080045337
44116.94117.079219131881-0.139219131880651
45117.24117.416661119857-0.176661119857371
46116.82117.644853014419-0.824853014419332
47117.48116.3557335983691.12426640163115
48117.11117.621596959337-0.511596959337268
49117.31117.356855110556-0.0468551105563506
50117.77117.485631866220.284368133780248
51118.37117.7595785940790.610421405921429
52117.91118.591354838963-0.681354838962548
53118.12118.402433431397-0.282433431397251
54118.02117.9296871971820.0903128028175786
55117.77118.381268134087-0.611268134086615
56117.85118.493672986103-0.643672986102828
57118.68118.4373732250550.242626774945336
58118.9118.8358251131960.064174886804409
59118.6118.673224093729-0.0732240937287543
60118.21118.637612646535-0.427612646534698
61118.37118.545805624606-0.175805624605957
62117.43118.652944135305-1.22294413530474
63117.5117.845305290473-0.345305290472666
64116.71117.643400347161-0.93340034716131
65116.98117.351726971213-0.371726971212738
66117.74116.9003382105310.839661789468877
67117.44117.763260376089-0.323260376088825
68117.85118.087730192995-0.237730192994945
69118.54118.549178470324-0.00917847032364705
70118.73118.7129019958680.0170980041318529
71118.68118.4828572711110.197142728889332
72118.19118.572006881252-0.38200688125248


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73118.573759666385117.351691877291119.795827455479
74118.569761005279117.030202537052120.109319473506
75118.905967829401117.102033852562120.70990180624
76118.827808459811116.79757580992120.858041109702
77119.389446126815117.148175090929121.630717162701
78119.502296567301117.073918449167121.930674685435
79119.446561684426116.847578694436122.045544674417
80120.045734477687117.275150994104122.81631796127
81120.75212948639117.816803944983123.687455027797
82120.928665473425117.84753033321124.009800613641
83120.719969583533117.508427148211123.931512018854
84120.516220549873113.505355716805127.527085382941