Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0943573923710635
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3104.4104.40
4104.4104.40
5104.4104.40
6104.41104.40.00999999999999091
7104.42104.4109435739240.00905642607629886
8104.68104.4217981146720.258201885327537
9106.02104.7061613712771.31383862872272
10106.35106.170131758280.179868241720087
11106.38106.517103656539-0.137103656538997
12106.47106.534166913023-0.0641669130234277
13106.5106.618112290434-0.118112290434041
14106.56106.636967522702-0.0769675227017075
15113.07106.6897050679626.38029493203767
16116.26113.8017330603082.45826693969231
17118117.2236887184890.776311281510928
18118.02119.036939426681-1.01693942668068
19118.04118.96098367418-0.920983674179752
20118.12118.894082056268-0.774082056267844
21118.12118.901041691957-0.781041691957171
22118.17118.827344634571-0.657344634571018
23118.22118.815319308964-0.595319308963781
24118.22118.809146531342-0.589146531341811
25118.23118.75355620092-0.523556200919941
26118.23118.714154803041-0.484154803041434
27118.23118.668471218323-0.438471218322519
28119.94118.6270982175321.31290178246815
29120.88120.4609802061650.419019793835133
30121.14121.440517821263-0.300517821263
31121.16121.672161743288-0.512161743287606
32121.2121.643835496719-0.443835496718748
33121.2121.641956336607-0.441956336606665
34121.2121.600254489143-0.400254489142597
35121.2121.562487519262-0.362487519262288
36121.2121.528284142178-0.328284142177637
37121.22121.497308106565-0.277308106564988
38121.22121.491142036746-0.271142036746156
39121.95121.4655577811970.484442218803395
40123.05122.2412684857170.808731514282641
41123.44123.4175782825330.0224217174666421
42123.65123.809693937326-0.159693937325983
43123.79124.004625633822-0.21462563382245
44123.87124.124374118679-0.254374118678982
45123.91124.180372040154-0.270372040153745
46123.94124.194860439475-0.254860439474783
47124.28124.2008124729870.079187527012607
48126.28124.5482844015451.73171559845538
49126.68126.711684569743-0.0316845697431631
50126.69127.108694896364-0.418694896363817
51126.69127.079187937744-0.389187937743841
52126.99127.042465178796-0.0524651787960693
53128.79127.3375147013351.45248529866541
54128.84129.274567426574-0.434567426573949
55128.95129.283562777393-0.333562777393041
56128.97129.362088663526-0.392088663526181
57128.97129.345092199658-0.375092199657587
58128.97129.309699477799-0.339699477799172
59128.97129.277646320884-0.307646320884231
60128.97129.248617616273-0.278617616273038
61128.97129.222327984533-0.252327984532883
62128.98129.19851897389-0.218518973890127
63128.99129.18790009333-0.197900093330219
64129.07129.179226756574-0.109226756573634
65129.76129.2489204046460.511079595353834
66130.47129.9871445425580.482855457442184
67130.76130.7427055244140.0172944755857998
68130.88131.034337386033-0.154337386032893
69131.04131.139774512741-0.099774512741476
70131.06131.290360049894-0.230360049894074
71131.13131.28862387628-0.15862387627962
72131.15131.343656540946-0.19365654094608


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73131.345383614727129.434630337194133.256136892259
74131.540767229454128.708196747333134.373337711575
75131.73615084418128.105387290889135.366914397472
76131.931534458907127.550557963542136.312510954273
77132.126918073634127.016145099861137.237691047407
78132.322301688361126.488898597233138.155704779489
79132.517685303088125.961486679684139.073883926491
80132.713068917814125.429494361225139.996643474404
81132.908452532541124.890113736169140.926791328914
82133.103836147268124.341493525588141.866178768948
83133.299219761995123.782385022731142.816054501259
84133.494603376722123.211935707687143.777271045756