Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.933720312558662
beta0.158629503540377
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13564552.68830128205111.3116987179485
14586587.00889071552-1.00889071552047
15604605.426063089066-1.42606308906556
16601602.200824301645-1.20082430164484
17545546.133034745739-1.13303474573854
18537538.585721565729-1.58572156572882
19552554.464188755308-2.46418875530776
20563561.8240951822831.17590481771663
21575571.4653340867613.53466591323945
22580583.582535264474-3.58253526447356
23575575.398631810933-0.398631810933239
24558573.670226766136-15.6702267661356
25564573.319487618236-9.3194876182356
26581582.660193870031-1.66019387003109
27597595.445592442641.55440755736015
28587590.463673800954-3.46367380095364
29536527.3978108917828.60218910821777
30524525.462710569782-1.46271056978173
31537537.968271479589-0.968271479589475
32536543.758239571812-7.75823957181171
33533540.682567323272-7.68256732327245
34528535.661579983682-7.66157998368169
35516517.083143507878-1.08314350787782
36502506.80513835565-4.80513835565023
37506511.731305844929-5.73130584492895
38518520.172519443126-2.17251944312579
39534527.8592221388696.14077786113126
40528522.6730168280555.32698317194513
41478465.76284693960112.2371530603986
42469464.2410391414914.75896085850928
43490481.1965500934888.80344990651213
44493495.71575802763-2.71575802762999
45508498.1554609406179.8445390593829
46517512.8994097665554.10059023344525
47514510.8798579140823.12014208591802
48510510.042716027551-0.0427160275510232
49527525.8225196634821.1774803365181
50542548.442033217303-6.44203321730345
51565559.55237608675.44762391330005
52555560.421523054159-5.42152305415925
53499499.09773939255-0.097739392550011
54511488.90043076692422.0995692330761
55526528.221192945023-2.22119294502284
56532535.955962416838-3.95596241683825
57549542.1594442689326.84055573106752
58561557.3621593518083.63784064819242
59557558.421358229552-1.42135822955174
60566556.0372382191439.96276178085679
61588585.6253474177072.37465258229315
62620613.4200993737456.57990062625458
63626643.968513884895-17.9685138848948
64620625.276023372816-5.27602337281564
65573567.4853948954035.51460510459697
66573567.8753931791275.12460682087271
67574591.095775239499-17.0957752394993
68580583.985167183731-3.98516718373071
69590590.030946198752-0.0309461987523036
70593596.741525236056-3.74152523605596
71597587.6183388832819.38166111671853
72595594.7190496794830.280950320516922
73612611.9733864260580.026613573941745
74628634.715937085943-6.7159370859431
75629646.114863664084-17.1148636640841
76621624.079303965113-3.07930396511279
77569564.3989708508834.60102914911715
78567559.1187552506887.88124474931192
79573579.057266720709-6.05726672070853
80584580.3744410505333.62555894946672
81589592.167797126251-3.16779712625123
82591593.618085137415-2.6180851374146
83595584.49466372815410.5053362718456
84594590.2887997962733.71120020372666
85611609.4846658818281.51533411817161
86613632.14636643043-19.1463664304302
87611628.384366087942-17.3843660879422
88594604.122376556496-10.1223765564957
89543534.4265822745198.57341772548091
90537529.7129996137837.28700038621696
91544544.724917385117-0.724917385116555
92555549.0046978455365.99530215446396
93561560.2533742653290.746625734670829
94562563.667764697974-1.66776469797401
95555554.714941873340.285058126660374
96547547.415549716361-0.415549716361284
97565558.9010745553016.09892544469881
98578581.440448003952-3.44044800395227
99580591.753790552366-11.7537905523661
100569573.358105178358-4.35810517835762
101507511.265057036796-4.26505703679572
102501493.5584655758327.44153442416825
103509507.2863356185881.71366438141206
104510513.752363541969-3.75236354196898
105517513.5716646993733.42833530062683
106519517.7472986074531.25270139254746
107512510.500675161661.49932483833993
108509503.3183526408895.68164735911103
109519520.861541767797-1.86154176779678


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
110534.089539448644520.198509910216547.980568987072
111546.327617278158525.863113632282566.792120924034
112540.401113066679513.742097154506567.060128978853
113484.033231233527451.213286182831516.853176284222
114473.366388600243434.29466823448512.438108966006
115480.945567314613435.475564249652526.415570379574
116486.374666919782434.332561236163538.416772603401
117491.654785695766432.85304660749550.456524784041
118493.458548139924427.703100625043559.213995654804
119485.846488657808412.940725717506558.752251598111
120478.107236301905397.854353938872558.360118664938
121489.569672306621401.774058050688577.365286562555