Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0725298686175101
beta0.626267158445527
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13544740545833.489583333-1093.48958333326
14538848540319.208132105-1471.20813210495
15544740546170.829007244-1430.82900724432
16539808540930.385922095-1122.38592209481
17555474556583.706953782-1109.70695378154
18562407563782.791287494-1375.79128749366
19532968540706.833888987-7738.83388898743
20525075529484.71921659-4409.7192165904
21531915528943.0117885192971.98821148125
22530967527960.945472983006.05452702031
23525075528351.769222229-3276.76922222879
24526035529028.559657171-2993.55965717137
25537807531791.1106331486015.88936685165
26535914525854.60721084510059.3927891547
27537807532516.2052151265290.79478487419
28537807528290.8829159849516.11708401644
29550635545452.336601135182.66339886957
30552528553871.603330303-1343.60333030275
31517194525908.493510924-8714.49351092381
32517194518670.996285439-1476.99628543889
33530967526289.2528057464677.74719425384
34524127526640.922054351-2513.92205435119
35512355521731.938549578-9376.93854957761
36517194522879.55176037-5685.55176037038
37528981534331.168057519-5350.16805751901
38523089531332.553642922-8243.55364292162
39522141531424.572035287-9283.57203528727
40509409528579.68340598-19170.6834059804
41528021536856.946032216-8835.94603221584
42531915534785.366727117-2870.36672711687
43493635496384.729513783-2749.72951378295
44492687493072.845299537-385.845299536886
45512355503308.5739935869046.4260064144
46501528494335.4737360817192.52626391948
47482901481234.5807857821666.41921421775
48490794484577.7674832466216.23251675355
49499527495715.2418424133811.75815758726
50501528489625.33972764511902.6602723546
51495636490056.8050576475579.19494235347
52483861479637.8537417724223.14625822782
53508368500777.5909219437590.40907805669
54508368507757.008104387610.991895612795
55465234472205.593287181-6971.59328718082
56462303473072.992317756-10769.9923177559
57474075493125.092681173-19050.0926811735
58452514480939.871290085-28425.8712900848
59430848459057.53659303-28209.5365930301
60437796462023.837489054-24227.8374890537
61452514464910.463440627-12396.4634406268
62440730460600.158069357-19870.1580693572
63432849446870.207616522-14021.207616522
64416130426889.524254476-10759.5242544763
65438741442502.624266002-3761.62426600244
66439689434106.8529967325582.14700326789
67396570384030.55328701112539.4467129895
68395517375823.61442163419693.3855783657
69403410384822.84468420518587.1553157947
70378903362798.46372994116104.5362700589
71352395342496.0360452919898.96395470866
72363129351799.73217093211329.2678290681
73377850369734.1530951128115.84690488834
74362184362407.303316892-223.303316892358
75361236358846.8130122752389.18698772485
76345462347146.647400813-1684.64740081347
77371010374385.659159032-3375.65915903164
78375957379178.851275937-3221.85127593711
79327798339011.682352833-11213.6823528326
80317064338733.052569278-21669.0525692775
81323904344843.521774537-20939.5217745368
82297396316991.544578738-19595.5445787382
83269943286064.527777146-16121.5277771455
84278784291345.81046543-12561.8104654304
85295410300020.141745544-4610.14174554439
86275838278910.990449795-3072.99044979538
87278784272312.4034054436471.59659455688
88267012252060.99427501114951.0057249888
89291516274624.88695039216891.1130496076
90294450277637.91879797616812.0812020241
91235572229028.867745976543.13225402977
92231663218664.90692077612998.0930792236
93242397227864.89913064414532.1008693563
94213999205341.9044003988657.09559960171
95188451182479.1481135175971.85188648332
96197292196460.994859294831.005140705762
97218850217886.586042483963.413957516517
98193386203265.459475399-9879.45947539856
99191397209374.462327313-17977.4623273131
100171732198452.556235851-26720.5562358509
101193386221138.948489824-27752.948489824
102200226220158.323095599-19932.3230955989
103139344157008.688329753-17664.6883297532
104139344147424.753711742-8080.75371174209
105148173152110.213196108-3937.21319610818
106124626117551.3834571767074.61654282376
1079811886764.119591724711353.8804082753
10811189191293.563394966620597.4366050334
109136398110098.68961401326299.3103859872
11010989384232.638491397825660.3615086022
11112073283996.919517711936735.0804822881
11210599970007.795828904735991.2041710953
113129558100207.15914240429350.8408575961
114137439117137.49853526220301.5014647379
1157455967352.56329857837206.43670142167
1166972077934.4461870894-8214.44618708944
1177950695920.2512932232-16414.2512932232
1185594779569.8936143283-23622.8936143283
1193733258030.9443113993-20698.9443113993
1204512074858.6968984693-29738.6968984693
12156240799064.8193085362463342.180691464


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
122127920.20682052936614.2809214646219226.132719593
123158544.62641169566605.7295585656250483.523264825
124161982.37894833368841.1766337602255123.581262905
125202558.925007289107486.624457655297631.225556923
126226780.613026072128915.712118894324645.513933249
127180268.92775368378651.6317488553281886.223758511
128192589.378578486199.754222935298979.002933865
129220502.685593106108297.638538717332707.732647495
130216339.42025126297284.2318943968335394.608608127
131217981.10571241491073.0688252913344889.142599537
132247621.652935155111905.367156861383337.938713448
133752348.93193983606924.309345036897773.554534625