Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.799850524962499
beta0.020735492314969
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13180.5165.08271634615415.4172836538462
14181.14177.5931193199393.54688068006092
15180.93179.5182169706211.41178302937928
16211.91210.9681371484150.941862851584659
17223.81223.1444791646680.665520835332188
18226.88226.469993399810.410006600189547
19226.8219.2908511866817.50914881331886
20231.81227.3028363767044.50716362329629
21232.06232.777184772219-0.717184772219127
22232.32237.253857307065-4.93385730706513
23228.37231.786409291954-3.41640929195447
24226.31229.890197381056-3.58019738105602
25225.72229.334362083305-3.61436208330539
26219.98224.291722051082-4.311722051082
27219.31219.418720019314-0.108720019313949
28215.19249.448139279254-34.2581392792544
29213.81232.72035752504-18.9103575250404
30213.7219.318208553049-5.61820855304936
31213.6207.6195595651265.98044043487414
32213.52212.6638814106890.856118589310995
33218.39212.9676558879365.42234411206383
34219.97220.408261881352-0.438261881351764
35221.09217.8120882765453.27791172345462
36219.17220.320331354385-1.15033135438458
37219.17220.82426858022-1.65426858021954
38218.45216.3654238155632.08457618443714
39216.88216.7114071065340.168592893465501
40216.19239.393920394934-23.203920394934
41214.59234.029322841504-19.4393228415039
42269.87222.30533523882247.5646647611775
43272.71255.78939042455216.9206095754483
44280.35269.06291942737611.2870805726242
45274.5279.301169993938-4.80116999393772
46268.86277.89927368815-9.03927368815022
47261.7269.532494195976-7.83249419597558
48263.98262.4486211113751.53137888862511
49263.01265.221998237719-2.2119982377186
50262.79261.2814661460871.50853385391309
51263.59260.9897500105432.60024998945653
52267281.186090371393-14.1860903713933
53267.89284.184315618946-16.2943156189458
54267.86288.835262007637-20.9752620076374
55266.84260.6760597327596.16394026724134
56268.24263.351741247424.88825875257965
57267.67264.2791375505033.39086244949721
58269.07267.7445573690681.32544263093155
59270.87267.2446087228213.62539127717929
60271.68270.7246088101890.955391189810712
61271.63271.803597160101-0.173597160101338
62275.21269.7875015210335.42249847896665
63276.66272.459150448124.20084955187986
64276.08290.216772404363-14.1367724043628
65278.3292.474120836338-14.1741208363379
66279.06297.560817586391-18.500817586391
67279.28276.5305378721712.74946212782856
68279.12275.8810299469473.23897005305304
69262.72274.823394473129-12.1033944731295
70262.55264.859210992247-2.30921099224662
71260.7261.229013377607-0.529013377607498
72259.14260.099406706794-0.9594067067938
73260.61258.6368141431861.97318585681381
74260.53258.709422274811.82057772519022
75259.07257.4473643317361.62263566826448
76257.01268.621578442461-11.6115784424608
77257.08272.082153697488-15.0021536974876
78256.83274.817753052954-17.9877530529536
79256.75257.636781137944-0.886781137944126
80257.61253.3021892504384.30781074956201
81258.58249.1718197691859.40818023081459
82259.57257.8738764960151.69612350398523
83259.29257.3699782565871.92002174341258
84258.51257.7200334403050.789966559694619


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85257.879591561251236.54448785447279.214695268032
86255.946632340547228.403951759849283.489312921246
87252.761802360412219.982780490765285.540824230059
88259.535453593923222.078383075042296.992524112805
89271.343639672166229.575790276448313.111489067884
90285.468674098115239.650795199286331.286552996944
91286.383819340695236.710316333703336.057322347686
92284.09877506134230.719562965872337.477987156809
93277.772751265344220.806282234641334.739220296047
94277.479182651819217.020748592866337.937616710773
95275.708398206276211.835699286992339.581097125559
96274.30964486677207.086678053783341.532611679758