Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.364306851657357
beta0.0175860401361263
gamma0.365175630758897


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13394337.38799388943456.6120061105661
14209185.83675956824623.163240431754
15248228.41592046719119.5840795328086
16254243.68500570492310.3149942950772
17202197.2306306557624.7693693442377
18258257.7893170004460.210682999554194
19215153.56609093790161.4339090620995
20309184.449859395439124.550140604561
21240401.940842324329-161.940842324329
22258292.733884509088-34.733884509088
23276318.064149366133-42.0641493661333
244839.6186478504068.38135214959402
25455722.05544768289-267.05544768289
26345316.46731116962928.5326888303713
27311375.88542548327-64.88542548327
28346356.67098263017-10.67098263017
29310277.01165604686732.9883439531326
30297368.616845922488-71.6168459224876
31300218.41853289839381.5814671016068
32274268.8211629726085.17883702739152
33292372.573040156957-80.5730401569572
34304317.676284506365-13.6762845063647
35186351.7127866458-165.7127866458
361440.970341542691-26.970341542691
37321452.507676090507-131.507676090507
38206231.246509763799-25.2465097637987
39160238.817484525147-78.8174845251469
40217220.039207785348-3.03920778534848
41204177.20532376531426.7946762346862
42246220.43438589266725.565614107333
43234165.21102403811568.7889759618849
44175191.851169961352-16.8511699613521
45364240.005872076321123.994127923679
46328275.50743798932452.4925620106764
47158289.715127918355-131.715127918355
484031.18245303979798.81754696020209
49556575.586209421048-19.5862094210484
50193340.426516057843-147.426516057843
51221287.697275683571-66.697275683571
52278299.550412397761-21.5504123977607
53230243.451461780413-13.4514617804134
54253277.857458185179-24.8574581851793
55240203.29364304852736.7063569514725
56252196.51539852113255.4846014788677
57228313.810877272973-85.8108772729734
58306257.27817710858848.7218228914119
59206226.119291357119-20.1192913571195
604834.118669329548813.8813306704512
61557612.083277775202-55.0832777752019
62279313.847077191337-34.8470771913372
63399322.05194587582876.9480541241721
64364414.723685379123-50.723685379123
65306331.239167754688-25.2391677546882
66471370.991741029289100.008258970711
67293326.607180935449-33.6071809354488
68333289.99290777076743.0070922292334
69316387.472271490094-71.4722714900944
70329367.839216061215-38.8392160612147
71265272.684719569595-7.68471956959496
726146.434247523500114.5657524764999
73679729.294269141665-50.2942691416652
74428374.10741434227353.8925856577268
75394454.017712828108-60.0177128281079
76352471.62375057301-119.62375057301
77387361.19193125063525.8080687493654
78590458.635130614346131.364869385654
79177373.90779652733-196.90779652733
80199294.305136045165-95.3051360451646
81203302.811318510877-99.8113185108766
82255275.671042563595-20.6710425635953
83261209.74845212737151.2515478726286
8411541.988073969302873.0119260306972


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85891.786725917621803.332122495702980.24132933954
86491.897031143415398.505377246997585.288685039833
87531.514468075691420.474700067001642.554236084381
88560.126248197082433.001779106576687.250717287588
89513.545041210723381.676313852823645.413768568623
90662.915623187982493.046595136087832.784651239877
91391.448027036838263.909227079194518.986826994483
92411.128046803908267.966941729587554.289151878228
93479.357322539207308.318114284168650.396530794246
94534.773752214929338.647511412387730.89999301747
95449.321420097673271.059111672924627.583728522421
9698.086207696036862.0274373643868134.144978027687