Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.568079894207184
beta0.000575352159398017
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31881880
4186187-1
5184185.431593259799-1.43159325979897
6183183.617539155709-0.617539155709011
7184182.2657309807501.73426901924967
8186182.2505045838993.74949541610104
9187183.381313292933.61868670706988
10187184.4389949576272.56100504237335
11188184.8966659883763.10333401162416
12190185.6634375148924.33656248510823
13190187.1321987302332.86780126976689
14190187.7675235591042.23247644089611
15197188.0426628023848.95733719761637
16187192.140987902678-5.14098790267758
17185188.228657660198-3.22865766019768
18182185.401628505733-3.40162850573324
19182182.475226282986-0.47522628298637
20191181.2110989995389.78890100046155
21183185.781015520477-2.78101552047681
22192183.2093062302268.7906937697743
23178187.214125532419-9.2141255324185
24181180.9877573901850.0122426098149049
25179180.002707487556-1.00270748755614
26175178.440757110062-3.44075711006178
27183175.4926751632657.50732483673465
28179178.7664321896240.23356781037603
29178177.9081904346630.0918095653368596
30175176.969448678446-1.9694486784461
31170174.859103850756-4.8591038507565
32179171.1056158398587.89438416014173
33169174.599708196800-5.59970819680032
34178170.4262477529987.57375224700206
35161173.738840775034-12.7388407750336
36168165.5080944629642.49190553703585
37167165.9304433738931.06955662610659
38165165.545134046275-0.545134046274711
39181164.24237323743316.7576267625668
40181172.7744401215448.22555987845578
41184176.4622998440547.5377001559458
42181179.761863955271.23813604472991
43177179.483177032441-2.48317703244112
44183177.0896753539565.91032464604399
45162179.466284986945-17.4662849869454
46166168.557403907428-2.55740390742821
47151166.117122537089-15.1171225370889
48162156.5369765654005.46302343459979
49159158.6497833074010.350216692599275
50152157.858221803227-5.85822180322677
51164153.53785647882510.4621435211753
52158158.492182071028-0.492182071028481
53160157.2234146719642.77658532803605
54161157.8124758269393.18752417306109
55151158.636024907028-7.63602490702755
56149153.308437566603-4.30843756660343
57131149.869777494934-18.8697774949343
58138138.152945466085-0.152945466085100
59130137.068719406465-7.06871940646536
60147132.05347083581414.946529164186
61151139.54952755730211.4504724426977
62140145.063287287351-5.0632872873507
63149141.1942572218257.80574277817519
64143144.638415670228-1.63841567022797
65145142.7170020767882.28299792321172
66139143.024010891378-4.0240108913776
67136139.746819573972-3.7468195739722
68133136.625870437866-3.62587043786621
69118133.572444972977-15.5724449729770
70130123.727320918796.27267908120999
71121126.294022826277-5.29402282627674
72142122.28818360768019.7118163923197
73148132.49410161516515.5058983848348
74131140.315790206682-9.31579020668195
75137134.0337317403782.96626825962232
76128134.729833261155-6.7298332611553
77130129.9155748367470.0844251632531439
78119128.972387211203-9.97238721120311
79107122.312867241108-15.3128672411078
80113112.6145229912970.385477008703418
8193111.834218473762-18.8342184737621
82106100.1294354909995.87056450900097
8398102.460861781987-4.46086178198679
8411898.921754503778419.0782454962216


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85108.76097644601693.0027355991867124.519217292846
86107.76223070510289.6362377274199125.888223682783
87106.76348496418786.5428672163812126.984102711993
88105.76473922327383.6448954247714127.884583021774
89104.76599348235880.8956353538283128.636351610888
90103.76724774144478.2644448033138129.270050679574
91102.76850200052975.7299291040873129.807074896971
92101.76975625961573.2764509061585130.263061613071
93100.77101051870070.8921703835138130.649850653887
9499.772264777785768.567867797423130.976661758148
9598.773519036871266.296197529809131.250840543933
9697.774773295956764.0711947771293131.478351814784