Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0022417599933826
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3498.88499.42-0.539999999999964
4498.88499.538789449604-0.658789449603546
5498.88499.537312601771-0.657312601771366
6498.88499.535839064678-0.655839064677536
7499.48499.5343688309-0.0543688309002732
8501.21500.134246949031.07575305096969
9502.05501.8666585291830.183341470817311
10502.05502.707069536757-0.657069536757092
11502.05502.705596544557-0.655596544556715
12504.1502.7041268544511.39587314554865
13506.81504.7572560670252.05274393297509
14516.88507.471857826259.40814217374952
15520.43517.5629486229882.86705137701233
16520.68521.119375864063-0.43937586406355
17520.68521.368390888829-0.688390888829531
18520.68521.366847681675-0.68684768167509
19521.03521.365307934021-0.335307934020761
20521.25521.714556254109-0.464556254108743
21521.25521.933514830484-0.683514830483659
22521.25521.931982554282-0.681982554281831
23521.65521.930453713075-0.280453713075417
24521.65522.329825003161-0.679825003161454
25522.77522.3283009986670.441699001333063
26518.72523.449291181817-4.72929118181719
27519.27519.388689246049-0.118689246048802
28519.38519.938423173245-0.558423173245274
29521.29520.0471713225161.24282867748377
30521.29521.959957446124-0.669957446123931
31521.29521.958455562324-0.66845556232397
32523.47521.9569570453871.51304295461307
33523.86524.140348924551-0.280348924550935
34524.14524.529720449548-0.389720449547667
35524.14524.808846789835-0.668846789835243
36524.14524.80734739586-0.667347395860133
37534.6524.8058513631669.7941486368336
38534.99535.28780749375-0.297807493749701
39535.39535.677139880824-0.287139880824498
40535.39536.076496182127-0.686496182127144
41535.39536.07495722245-0.684957222450407
42535.39536.073421712752-0.683421712751965
43535.39536.071889645298-0.681889645297701
44535.64536.070361012371-0.430361012371009
45536.08536.319396246271-0.239396246270644
46537.8536.7588595773431.04114042265667
47537.8538.48119356429-0.681193564290311
48537.8538.47966649181-0.679666491810053
49537.85538.47814284266-0.628142842659827
50544.39538.5267346971655.86326530283486
51545.15545.0798787307520.070121269248375
52544.65545.840035925808-1.19003592580771
53544.65545.337368150879-0.687368150878569
54544.65545.335827236457-0.685827236457158
55545.73545.3342897763960.395710223603942
56548.94546.4151768637442.52482313625569
57550.94549.6308369112421.3091630887584
58551.22551.633771740679-0.413771740678726
59551.22551.912844163744-0.692844163744098
60551.22551.911290973416-0.69129097341613
61553.12551.9097412649681.21025873503174
62565.37553.81245437458211.557545625418
63566.73566.0883636179870.641636382013189
64566.73567.449802012758-0.719802012758237
65566.78567.448188389403-0.668188389402985
66566.78567.496690471403-0.716690471403467
67566.78567.495083823377-0.715083823377086
68566.78567.49348077707-0.71348077706989
69566.93567.491881324408-0.561881324407864
70566.93567.640621721334-0.710621721333723
71566.93567.639028677988-0.709028677988385
72566.93567.637439205864-0.707439205863921
73574.38567.6358532969546.74414670304554
74574.4575.100972055223-0.700972055222906
75574.4575.119400644113-0.719400644112966
76574.4575.11778792053-0.717787920529872
77574.4575.116178812286-0.716178812285875
78574.4575.114573311276-0.714573311276354
79574.5575.112971409415-0.61297140941474
80574.5575.211597274632-0.71159727463214
81574.67575.21000204433-0.540002044330436
82574.66575.378791489351-0.718791489351133
83574.66575.367180131347-0.707180131346718
84574.94575.36559480322-0.425594803220065
85576.1575.6446407218170.455359278183096
86583.38576.8056615280296.57433847197069
87584.15584.1003996169990.0496003830012341
88584.15584.870510809153-0.720510809152984
89584.15584.868895596846-0.71889559684621
90584.15584.867284005458-0.717284005457827
91585.14584.865676026870.274323973129526
92585.14585.856290995379-0.716290995378699
93585.67585.854685242882-0.184685242881642
94586.49586.3842712228930.105728777107288
95586.81587.204508241435-0.39450824143546
96586.85587.523623848643-0.673623848642592


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
97587.562113745648582.94718137102592.177046120277
98588.274227491297581.740408019151594.808046963442
99588.986341236945580.975111476276596.997570997614
100589.698454982593580.437524627871598.959385337315
101590.410568728241580.044947800068600.776189656415
102591.122682473889579.755017150058602.490347797721
103591.834796219538579.542595514993604.126996924083
104592.546909965186579.391323280176605.702496650196
105593.259023710834579.289849877917607.228197543752
106593.971137456482579.229920347136608.712354565828
107594.683251202131579.205309867434610.161192536827
108595.395364947779579.21118780088611.579542094678