Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.604067171997709
beta0.0703089588431605
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13353355.767282849865-2.76728284986484
14350350.972607223685-0.972607223685145
15343342.6967265586560.303273441344231
16346345.0025982606930.997401739307008
17373371.6335488269251.36645117307523
18363362.1707761809860.829223819013862
19349354.412772362754-5.4127723627538
20350341.2447946699718.75520533002879
21353348.2065916057174.79340839428289
22356352.0272200409093.97277995909059
23355356.048526761376-1.04852676137563
24346358.101527882073-12.1015278820725
25349353.163049124451-4.16304912445094
26348348.14586671249-0.145866712490204
27342340.8454724961731.15452750382741
28342343.896945517829-1.89694551782912
29379368.51022025702710.4897797429729
30375364.50931922199110.4906807780089
31363360.4737424036072.52625759639295
32361358.4419025449332.55809745506747
33363360.7433636632732.25663633672707
34373363.2626101278599.7373898721409
35367369.548773316264-2.54877331626426
36360366.872520210674-6.8725202106736
37358369.459801567944-11.4598015679443
38367362.2533221920324.74667780796767
39357358.951708187976-1.95170818797573
40346359.695540552882-13.695540552882
41386383.1009638304522.89903616954751
42383374.1891649435078.81083505649275
43367365.6491816747831.35081832521655
44354362.664797879166-8.6647978791657
45363357.376387061775.62361293823028
46370364.2594890993635.74051090063733
47361362.628920802497-1.62892080249725
48354358.155358793036-4.1553587930357
49363359.871590989483.1284090105197
50366367.994159890913-1.99415989091261
51353357.74376080876-4.74376080876027
52351351.699854617891-0.699854617890765
53389390.328664004253-1.3286640042528
54385381.1199987826893.88000121731147
55364366.461864237559-2.46186423755927
56348356.884978325654-8.88497832565406
57347356.723802955268-9.7238029552684
58352353.252208419052-1.25220841905212
59342343.611797838406-1.61179783840635
60338337.1357889034840.864211096516442
61343343.386242183586-0.386242183586432
62354345.9247021186198.07529788138129
63329340.31550124668-11.3155012466801
64320330.948138572574-10.9481385725744
65353358.547533529034-5.54753352903435
66345347.600449935565-2.60044993556534
67324326.538974496149-2.53897449614863
68310313.558180460462-3.55818046046221
69314313.9647750780030.035224921996587
70313317.794813879693-4.79481387969338
71310305.2954295120834.70457048791684
72301302.816092223163-1.81609222316257
73294305.002581965368-11.0025819653684
74296301.745160956462-5.74516095646209
75274280.558513439322-6.55851343932233
76269272.311739771828-3.31173977182817
77292298.815311980841-6.81531198084105
78287287.062628017994-0.0626280179935748
79271268.7565717868572.24342821314326
80256258.400939301071-2.40093930107082
81260258.4039496791111.59605032088905
82265259.1137990233465.88620097665410
83263256.4091400396366.59085996036379
84256252.5428274251693.45717257483091
85246253.26125691526-7.26125691525982
86245252.552456822219-7.55245682221889
87220231.830451932749-11.8304519327494
88224220.8757508672493.12424913275075
89240243.998508396941-3.99850839694082
90238236.3578859959891.64211400401120
91222221.9945229130740.00547708692633364
92203209.830381508620-6.83038150861972
93209206.7833320188902.21666798110974
94214207.8981497504576.10185024954319
95216205.48555644549810.5144435545020
96214203.48308445411610.5169155458839
97206204.5431326710381.45686732896226
98196208.052531955809-12.0525319558091
99169185.455340566486-16.4553405664857
100177176.2267482669720.773251733028019
101193190.0277253696282.97227463037163
102183188.548670045437-5.54867004543664
103164171.547067692069-7.54706769206913
104142154.219947267134-12.2199472671343
105141148.160059889812-7.16005988981192
106137142.079166652793-5.07916665279262
107140132.9296809157407.07031908426043
108146128.67024956170117.3297504382987
109136130.7842861957675.21571380423288
110124129.657060689831-5.6570606898311
111105112.851974654600-7.85197465459972
112114110.7061915241763.29380847582370
113135119.39669685770215.6033031422985
114123122.7561413786090.243858621390601
115100111.812161686028-11.8121616860280
1167493.5276024625379-19.5276024625379
1176480.9839341426352-16.9839341426352
1185766.5668433464246-9.56684334642462
1196255.74687047346176.25312952653834
1206452.973876867528211.0261231324718


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12150.131002250578536.365989432547163.89601506861
12242.713432293229226.479247831865258.9476167545932
12333.859797452271215.786261151769251.9333337527731
12431.79572819471649.8940895729900953.6973668164428
12529.66830220815742.7962481456111856.5403562707036
12621.623822752465-6.5099954432288849.7576409481589
12713.7602879246225-14.522701047689142.0432768969341
1287.12817126818914-20.906598233129135.1629407695074
1292.17906971793759-29.743800889283534.1019403251587
130-3.40015302711963-39.88754180677933.0872357525397
131-10.4762434400666-54.699434964018533.7469480838852
132-17.6446353131815-64.294776088185129.0055054618220