Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.206826042522155
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3102.13100.711.41999999999999
4102.59101.9536929803810.636307019618542
5103.25102.5452978430780.704702156921769
6103.48103.3510486013510.128951398648823
7104.03103.6077191088110.422280891188578
8103.64104.245057794369-0.605057794368676
9103.29103.729916085262-0.439916085262212
10103.3103.2889299823060.0110700176943936
11104.51103.3012195502561.20878044974403
12104.62104.761226826955-0.141226826954693
13105.93104.8420174412381.08798255876231
14105.2106.3770405682-1.17704056819963
15106105.4035979255910.596402074409127
16108.05106.3269494063931.72305059360708
17109.36108.7333211417340.62667885826589
18110.05110.172934649922-0.122934649921561
19110.23110.837508562789-0.60750856278942
20110.45110.891859970949-0.441859970949366
21110.64111.020471821809-0.380471821808968
22112.31111.1317803406131.17821965938698
23116.13113.0454668499863.08453315001417
24119.08117.5034286344321.57657136556834
25120.55120.779504650726-0.229504650725914
26121.13122.202037112076-1.07203711207583
27121.16122.560311918748-1.40031191874832
28122.23122.300690946297-0.0706909462969918
29122.49123.356070217632-0.866070217632256
30122.94123.436944341973-0.496944341973062
31122.56123.784163310369-1.22416331036899
32123.3123.1509744574850.149025542515432
33123.75123.921796820678-0.171796820677741
34123.32124.336264764139-1.01626476413908
35123.66123.696074744817-0.0360747448174692
36124.01124.028613548112-0.0186135481118725
37124.42124.3747637816190.0452362183813904
38124.63124.794119809645-0.164119809645101
39125.36124.9701755589170.389824441083292
40125.84125.7808014053440.0591985946556264
41123.79126.2730452164-2.48304521639987
42125.66123.7094868008881.95051319911167
43123.23125.982903726748-2.7529037267478
44123.44122.98353154350.45646845649992
45122.98123.287941107894-0.307941107894138
46123.34122.7642508672190.575749132781482
47122.85123.243330781837-0.393330781837278
48122.72122.6719797328280.0480202671722765
49123.18122.5519115746480.628088425352189
50122.7123.141816618017-0.441816618017384
51122.24122.570437435392-0.330437435392341
52121122.042094368329-1.04209436832896
53121.25120.5865621141930.663437885807141
54120.48120.973778346574-0.493778346573606
55120.4120.1016521252690.298347874731334
56120.7120.0833582354940.616641764505758
57121.42120.5108958113010.90910418869916
58121.76121.418922232890.341077767110193
59121.64121.829465997654-0.1894659976535
60120.52121.670279495166-1.15027949516632


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
61120.312371739387118.369003186886122.255740291888
62120.104743478773117.058902066149123.150584891398
63119.89711521816115.795345353306123.998885083014
64119.689486957547114.518230828215124.860743086878
65119.481858696933113.208711003164125.755006390702
66119.27423043632111.859440998548126.689019874092
67119.066602175707110.467464922742127.665739428672
68118.858973915093109.031783597483128.686164232704
69118.65134565448107.552348545718129.750342763242
70118.443717393867106.029593436661130.857841351073
71118.236089133254104.464197823908132.007980442599
72118.02846087264102.856961377233133.199960368048