Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.472554940548756
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2413
3-32.41766482164627-5.41766482164627
4-3-0.142479456059871-2.85752054394013
50-1.492814906818351.49281490681835
66-0.7873778472765076.78737784727651
7-12.42003108782519-3.42003108782519
800.803878500443058-0.803878500443058
9-10.424001743457766-1.42400174345777
101-0.2489173157632441.24891731576324
11-40.341264732137568-4.34126473213757
12-1-1.710221365264110.710221365264111
13-1-1.374602750225270.374602750225273
140-1.197582369863171.19758236986317
153-0.6316589042702413.63165890427024
1601.08449945333054-1.08449945333054
1780.572013878636777.42798612136323
1884.082145418614563.91785458138544
1985.933546957399822.06645304260018
2086.910059552092551.08994044790745
21117.425116295655143.57488370434486
22139.114445252030543.88555474796946
23510.9505833449562-5.95058334495619
24128.138605786153.86139421385
25139.96332669931123.03667330068880
26911.3983216703842-2.39832167038419
271110.2649829160190.735017083981003
28710.6123188704420-3.61231887044196
29128.905299741377113.09470025862289
301110.36771563810690.632284361893129
311010.6665047371512-0.666504737151188
321310.35154463071122.64845536928875
331411.60308530029152.39691469970847
341012.7357591837127-2.73575918371271
351311.44296266529761.55703733470236
361212.1787483504301-0.178748350430105
371312.09427993431940.90572006568058
381712.52228242611094.47771757388908
391514.63824998803420.361750011965803
40614.8091967434322-8.80919674343221
41910.6463673000573-1.64636730005731
4269.86836829845731-3.86836829845731
43118.040351747159132.95964825284087
44129.438948151325582.56105184867442
451310.64918585541822.3508141445818
461111.7600746937522-0.760074693752227
471611.40089764203354.59910235796647
481613.57422618338002.42577381661998
491914.72053758507764.27946241492240
501416.7428186921419-2.74281869214190
511515.4466861681408-0.446686168140765
521215.2356024125111-3.23560241251106
531413.70660250682750.293397493172517
541613.84524894177082.15475105822922
551314.8634871999897-1.86348719998966
561313.9828871169852-0.982887116985179
571513.51841895385211.48158104614789
581214.2185473970327-2.21854739703269
591313.1701618637233-0.170161863723312
601213.0897510343279-1.08975103432788
611512.57478379908812.42521620091188
621013.7208316967279-3.72083169672792
63811.9625342954887-3.96253429548873
641110.09001913706160.909980862938353
65810.520035089648-2.52003508964799
66139.32918005767863.67081994232140
67911.0638441572875-2.06384415728748
68810.0885644042386-2.0885644042386
6989.10160297636138-1.10160297636138
7068.5810350473586-2.58103504735860
7187.36135418399980.6386458160002
7267.66314941961149-1.66314941961149
73126.877219944503285.12278005549672
74169.298014969072896.70198503092711


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7512.46507110692136.2693174069455618.6608248068970
7612.46507110692135.6123653663164519.3177768475262
7712.46507110692135.0131057269779519.9170364868647
7812.46507110692134.4585737403801820.4715684734624
7912.46507110692133.9400366708040220.9901055430386
8012.46507110692133.4512803287003521.4788618851423
8112.46507110692132.987696140713821.9424460731288
8212.46507110692132.5457541794987222.3843880343439
8312.46507110692132.1226796831156922.8074625307269
8412.46507110692131.7162445467909623.2138976670516
8512.46507110692131.3246274678053523.6055147460373
8612.46507110692130.94631698449666123.9838252293459