Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.218782691587284
beta0.0803415209988776
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13302309.004540598291-7.0045405982907
14296301.106960022291-5.10696002229099
15282285.951437155768-3.95143715576808
16282285.270933627342-3.27093362734234
17298300.806818198952-2.8068181989525
18300302.894906811642-2.89490681164233
19289285.9128384160143.08716158398636
20275274.9188071161630.0811928838371045
21270275.018549047721-5.01854904772102
22269273.372676332563-4.37267633256295
23268272.874582728492-4.87458272849193
24260273.222665189107-13.2226651891068
25271271.748177474684-0.748177474684326
26269265.9442319360183.0557680639825
27260252.8631944376647.13680556233624
28262254.7210366621477.2789633378535
29285272.69387918959912.3061208104014
30286278.0514942035787.94850579642156
31272268.3375637384363.66243626156364
32248255.353681162444-7.35368116244422
33240249.944712765849-9.94471276584943
34234247.740976903980-13.7409769039805
35231244.651822838094-13.6518228380943
36222236.254309606184-14.2543096061836
37233243.977647140466-10.9776471404656
38236238.405817457709-2.40581745770933
39226226.720495262383-0.720495262382599
40232226.2346803297965.76531967020384
41248247.0413885817990.958611418200803
42253245.5503840413727.4496159586279
43233231.4084476211581.59155237884170
44216208.3586034862187.64139651378201
45209203.4628068948095.53719310519057
46202201.2093345378470.790665462152901
47204201.1533262554422.84667374455813
48193195.968950264157-2.96895026415689
49201208.993705898151-7.99370589815149
50201211.096213732631-10.0962137326314
51188199.234833252381-11.2348332523807
52198201.520544447966-3.52054444796642
53220216.3824123438753.61758765612541
54225220.4325982639534.56740173604695
55215200.92156833976314.0784316602368
56198185.38727200900212.6127279909977
57195180.08005112464014.9199488753598
58183176.4809921628696.51900783713114
59180179.6948226713340.305177328666275
60170169.7768597580790.223140241920760
61175179.996386554005-4.99638655400531
62180181.586648435665-1.58664843566476
63161171.321587716897-10.3215877168967
64174180.473773025011-6.4737730250111
65195200.854183947808-5.85418394780822
66198203.995858860635-5.99585886063471
67188189.840015066262-1.84001506626228
68173169.6342646986433.36573530135686
69162163.900124932070-1.90012493206956
70149149.556234523558-0.556234523558231
71140145.741478739935-5.74147873993545
72129133.703945470192-4.70394547019154
73132137.948743610793-5.9487436107934
74133141.158469882299-8.1584698822985
75116121.680284717314-5.68028471731375
76128133.984030051951-5.98403005195141
77148154.094374174646-6.09437417464602
78154156.207351028044-2.20735102804406
79152145.3281064449016.67189355509936
80141130.40217547636610.5978245236344
81136121.61437017680314.385629823197
82119111.6475113093167.35248869068398
83114105.4153788518558.58462114814515
8410097.47763597412692.52236402587312
85108102.6129357108985.3870642891025
86115107.05768542727.94231457279994
8710193.80230452701827.19769547298182
88116109.6768286395996.32317136040099
89131133.600491189554-2.60049118955439
90133140.782810590659-7.78281059065907
91135136.790701459255-1.79070145925476
92124124.101886486768-0.101886486767697
93131116.76577636452314.2342236354766
94113102.10222723183710.8977727681633
9511898.501467785715619.4985322142844
969989.3005600335689.69943996643195
9710799.45518753260347.5448124673966
98112107.6173027541574.38269724584303
9910694.187943083878611.8120569161214
100121111.6564376314969.34356236850446
101138130.5903016315087.40969836849243
102134137.410823895043-3.41082389504265
103132140.62988128064-8.62988128064012
104121129.217401209149-8.21740120914924
105132132.616022763925-0.616022763924605
106113113.146624311751-0.146624311750983
107112114.704093756428-2.70409375642821
1089193.4556419524094-2.45564195240935
1099699.5192883691687-3.51928836916871
11099102.847566041112-3.84756604111158
1119993.33394084653135.66605915346872
112110107.3337658033402.66623419666018
113127122.9830073239854.01699267601525
114122120.2354796837901.76452031621037
115124120.2279582552153.77204174478526
116114111.7873970138052.21260298619532
117129123.5259391969625.4740608030381
118113105.9823830772187.01761692278161
119115107.461988631277.53801136872994
1209489.18111943328294.81888056671713


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12196.665925619148682.533244564833110.798606673464
122101.23012532469386.7080403614705115.752210287916
123100.78053845761685.8215762634004115.739500651832
124111.88766715348596.4443874366208127.330946870348
125128.652407983997112.677822323689144.626993644306
126123.839342757327107.287259334772140.391426179883
127125.556051025776108.381344503599142.730757547952
128115.54763506479097.7064455756029133.388824553977
129129.786776921974111.236645377715148.336908466233
130112.59199602044293.2919447830204131.892047257864
131113.16001082332693.0705794066338133.249442240019
13291.190426236743370.2736714495036112.107181023983