Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.389135269023801
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3146.8150.6-3.80000000000001
4149.6159.02128597771-9.42128597770957
5146.5158.155131324223-11.6551313242234
6157150.5197086608646.48029133913602
7147.9163.541418574471-15.6414185744713
8133.6148.354790949581-14.7547909495805
9128.7128.3131814040260.386818595974432
10100.8123.563706162433-22.7637061624335
1191.886.80554524093624.99445475906384
1289.379.74906373723179.55093626276833
1396.780.965669889273215.7343301107268
1491.694.4884526698202-2.88845266982018
1593.388.26445386308725.03554613691283
1693.391.92396246375651.37603753624349
1710192.45942720060958.54057279939053
18100.4103.482865294518-3.08286529451766
1986.9101.683213678771-14.7832136787714
2083.982.43054384684631.46945615315366
2180.380.00236106232250.297638937677519
2287.776.518182870407611.1818171295924
2392.788.26942228730654.43057771269352
2495.594.99351633746630.506483662533668
259297.9906069937425-5.99060699374253
2687.492.1594505296167-4.75945052961666
2786.885.70738046736881.09261953263118
2883.785.5325572631399-1.8325572631399
298581.71944459954643.28055540045355
3081.784.2960244078494-2.59602440784941
3190.979.985819751508610.9141802484914
32101.593.43291221867968.06708778132044
33113.8107.1721005927026.62789940729769
34120.1122.051250011624-1.95125001162378
35122.1127.591949813418-5.49194981341786
36132.5127.4548384453085.04516155469172
37140139.8180887441620.181911255838202
38149.4147.3888768296412.01112317035916
39144.3157.571475785579-13.2714757855786
40154.4147.3070764854157.09292351458541
41151.4160.167183185428-8.76718318542802
42145.5153.755562997986-8.25556299798555
43136.8144.643032269822-7.84303226982149
44146.6132.89103179754213.7089682024578
45145.1148.025674827044-2.92567482704433
46133.6145.387191566146-11.7871915661463
47131.4129.3003796050192.09962039498114
48127.5127.917415952268-0.417415952267717
49130.1123.8549846833876.24501531661281
50131.1128.8851403986752.21485960132492
51132.3130.7470203854871.55297961451342
52128.6132.551339525569-3.95133952556878
53125.1127.313733956282-2.21373395628217
54128.7122.9522919976575.7477080023428
55156.1128.78892789741927.3110721025809
56163.2166.816629287385-3.61662928738536
57159.8172.509271276679-12.7092712766793
58157.4164.163645579332-6.76364557933223
59156.2159.131672537237-2.93167253723715
60152.5156.79085535577-4.29085535576965
61149.4151.42113220256-2.02113220256001
62145.9147.534638379184-1.63463837918417
63144.8143.3985429337441.40145706625631
64135.9142.843899306247-6.94389930624666
65137.6131.2417831816366.35821681836381
66136135.4159895937620.584010406238178
67117.7134.043248640306-16.343248640306
68111.5109.3835141839382.11648581606234
69107.8104.0071134613563.79288653864386
70107.3101.7830593849485.51694061505192
71102.6103.429895555375-0.829895555374648
7210198.40695392517232.59304607482774


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7397.815999607091581.5675381905462114.064461023637
7494.631999214182966.8205524595199122.443445968846
7591.447998821274451.3437712918388131.55222635071
7688.263998428365934.8918443306901141.636152526042
7785.079998035457417.4475596522923152.712436418622
7881.8959976425488-0.959210888947169164.751206174045
7978.7119972496403-20.2883070915409177.712301590822
8075.5279968567318-40.4992741074011191.555267820865
8172.3439964638233-61.5542651873138206.24225811496
8269.1599960709147-83.4187301862797221.738722328109
8365.9759956780062-106.061366995874238.013358351886
8462.7919952850977-129.45383866438255.037829234576