Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.758720703032662
beta0.233067049683503
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3108.06112.78-4.72
4111.33111.414187485559-0.0841874855588571
5105.66113.55077479276-7.89077479276023
6103.65108.368994922406-4.7189949224059
7100.34104.759237039706-4.41923703970562
8100.56100.595445627519-0.0354456275191097
9102.6799.75145956812262.91854043187742
10101.5101.664817552654-0.164817552653986
11102.35101.2096228508291.14037714917065
12104.98101.946362470313.03363752968997
13106.31104.656004542511.65399545749041
14103.73106.611364252728-2.88136425272782
15106.62104.6161329586052.00386704139484
16108.54106.6817771977571.85822280224309
17105.12108.965512870707-3.84551287070745
18105.29106.241693411792-0.951693411792334
19104.62105.545184080453-0.925184080453093
20104.34104.705185040058-0.365185040057924
21108.23104.2254921736754.00450782632498
22107.6107.769304065601-0.169304065601409
23106.87108.1164199533-1.24641995330045
24107.96107.4258977923670.534102207633239
25108.34108.1807414437550.159258556244907
26109.04108.6793455921890.360654407811055
27106.95109.394528469958-2.44452846995802
28105.59107.549088218841-1.95908821884095
29108.08105.7255304893962.35446951060436
30108.48107.5911057391690.888894260831378
31106.84108.501904362391-1.66190436239073
32105.6107.183480066171-1.58348006617052
33106.9105.6445466999351.25545330006473
34106.84106.4815761702270.358423829773329
35106.81106.7013918980740.108608101925995
36106.98106.7508727355690.22912726443063
37107.53106.932311171530.597688828469941
38107.37107.49907588302-0.129075883020022
39106.98107.491604312406-0.511604312405552
40108.94107.1034320820171.83656791798298
41106.38108.821632176705-2.44163217670508
42109.02106.862112643742.15788735625964
43106.53108.773929058646-2.24392905864555
44105.02106.949195979619-1.92919597961932
45109.7105.0221122848774.67788771512268
46108.39108.935163739061-0.545163739060655
47110.18108.7889750938091.39102490619096
48109.54110.357791681861-0.817791681861323
49109.1110.106121005879-1.00612100587935
50110.85109.5336457824041.31635421759556
51112.23110.9560551898071.27394481019279
52110.58112.571562924278-1.99156292427823
53110.77111.357288694802-0.587288694801728
54108.08111.104614494127-3.02461449412688
55108.05108.467839712286-0.417839712286153
56108.87107.7349911610561.13500883894406
57109.61108.3810277405551.22897225944523
58111.27109.3156789131011.9543210868988
59107.61111.146255319624-3.53625531962402
60110.98108.185691820142.79430817985971
61106.63110.52238323732-3.89238323732015
62106.83107.097442431355-0.26744243135488
63108.77106.3755266692942.39447333070589
64106.12108.09668291915-1.97668291915021
65106.8106.1518100590670.648189940933037
66106.34106.3131038202150.0268961797846714
67105.16106.007765268783-0.84776526878278
68107.97104.8888902655253.08110973447462
69106.76107.295775315349-0.535775315348616
70108.78106.8637121504541.91628784954649
71105.58108.630942611881-3.05094261188107
72109.22106.0899257736363.13007422636353


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73108.792074152838104.252793474002113.331354831674
74109.119370414469102.903272841253115.335467987686
75109.4466666761101.438130675848117.455202676353
76109.77396293773199.8550898719757119.692836003487
77110.10125919936298.1567757257234122.045742673001
78110.42855546099396.3471773015132124.509933620473
79110.75585172262494.430526198155127.081177247094
80111.08314798425592.4109106354152129.755385333095
81111.41044424588690.2921482067776132.528740284995
82111.73774050751788.0777568269965135.397724188038
83112.06503676914885.7709636262667138.35910991203
84112.39233303077983.3747275822228141.409938479336