Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999919133050049
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2101.72101.81-0.0900000000000034
3101.78101.7200072780250.0599927219745098
4102.04101.7799951485720.260004851428448
5102.36102.0399789742010.320021025799306
6102.56102.3599741208760.200025879124283
7102.69102.5599838245170.130016175482751
8102.77102.6899894859880.0800105140115477
9102.85102.7699935297940.0800064702062286
10102.9102.8499935301210.0500064698792357
11102.72102.899995956129-0.179995956129304
12102.79102.7200145557240.0699854442760284
13102.9102.7899943404910.110005659509426
14102.91102.8999911041780.0100088958221534
15103.29102.9099991906110.380000809388889
16103.35103.2899692704940.0600307295064226
17102.97103.349995145498-0.379995145498
18103.05102.9700307290480.0799692709515796
19103.18103.0499935331290.130006466871038
20103.21103.1799894867740.0300105132264434
21103.32103.2099975731410.110002426858671
22103.31103.319991104439-0.00999110443923712
23103.6103.310000807950.289999192049848
24103.68103.599976548650.0800234513501579
25103.77103.6799935287480.0900064712524227
26103.82103.7699927214510.0500072785488044
27103.86103.8199959560640.0400040439360936
28103.9103.8599967649950.040003235005031
29103.63103.89999676506-0.269996765060412
30103.65103.6300218338150.0199781661851262
31103.7103.6499983844270.0500016155733647
32103.77103.6999959565220.0700040434781357
33103.94103.7699943389870.170005661013477
34104.03103.9399862521610.0900137478392793
35104.03104.0299927208637.27913723608253e-06
36104.29104.0299999994110.260000000588647
37104.35104.2899789745930.0600210254070248
38104.67104.3499951462830.320004853717265
39104.73104.6699741221840.0600258778164857
40104.86104.729995145890.130004854109657
41104.05104.859989486904-0.809989486903973
42104.15104.0500655013790.099934498620712
43104.27104.1499919186020.120008081398083
44104.33104.2699902953120.0600097046875163
45104.41104.3299951471980.0800048528017783
46104.4104.409993530252-0.00999353025156324
47104.41104.4000008081460.00999919185368014
48104.6104.4099991913960.19000080860414
49104.61104.5999846352140.010015364785886
50104.65104.6099991900880.0400008099120157
51104.55104.649996765257-0.0999967652565203
52104.51104.550008086433-0.0400080864334029
53104.74104.5100032353320.229996764668073
54104.89104.7399814008630.150018599136857
55104.91104.8899878684530.0200121315465509
56104.93104.909998381680.0200016183200518
57104.95104.929998382530.020001617469859
58104.97104.949998382530.0200016174697879
59105.16104.969998382530.19000161746979
60105.29105.1599846351490.130015364851303
61105.35105.2899894860540.060010513945997
62105.36105.3499951471330.0100048528672261
63105.45105.3599991909380.0900008090619338
64105.3105.449992721909-0.149992721909086
65105.73105.3000121294540.429987870546071
66105.86105.7299652281920.130034771807601
67105.85105.859989484485-0.00998948448462045
68105.95105.8500008078190.0999991921808601
69105.97105.949991913370.0200080866296588
70106.15105.9699983820070.180001617992943
71105.37106.149985443818-0.779985443818163
72105.39105.3700630750440.0199369249561414


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73105.389998387762105.010405081416105.769591694107
74105.389998387762104.853194091044105.92680268448
75105.389998387762104.732558939807106.047437835717
76105.389998387762104.630857819435106.149138956089
77105.389998387762104.541256862188106.238739913335
78105.389998387762104.460251136093106.31974563943
79105.389998387762104.385758512663106.39423826286
80105.389998387762104.31642235343106.463574422093
81105.389998387762104.251300325832106.528696449692
82105.389998387762104.189706318724106.5902904568
83105.389998387762104.131122370932106.648874404591
84105.389998387762104.075146076473106.70485069905