Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.238639444547544
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
286.686.50.0999999999999943
398.886.523863944454812.2761360555452
484.489.4534342339402-5.05343423394015
591.488.24748549529513.15251450470487
695.788.9997998056266.70020019437402
778.590.5987318583688-12.0987318583688
881.787.711497207958-6.01149720795796
994.386.27691685335188.02308314664823
1098.588.191540959026710.3084590409733
1195.490.65154589870564.74845410129436
1291.791.784714347898-0.0847143478980428
1392.891.76449816297051.03550183702954
1490.692.0116097461871-1.41160974618715
15102.291.674743980439110.5252560195609
1691.894.1864852306678-2.38648523066784
179593.61697572080041.38302427919965
1810293.94701986658438.05298013341567
1988.995.8687785725751-6.96877857257505
2089.694.2057531248409-4.60575312484092
2197.993.10663875740584.79336124259424
22108.694.250523821854214.3494761781458
23100.897.67487484655513.12512515344488
2495.198.4206529773148-3.32065297731477
2510197.62821419527323.37178580472678
26100.998.43285528684652.4671447131535
27102.599.02161333081193.47838666918814
28105.499.85169359346855.54830640653151
2998.4101.175738352503-2.77573835250276
30105.3100.5133376938524.7866623061478
3196.5101.655624127828-5.15562412782798
3288.1100.425288849667-12.3252888496672
33107.997.483988764694610.4160112353054
34107.199.96965990028887.13034009971115
3592.5101.671240301119-9.171240301119
3695.799.4826206098479-3.78262060984791
3785.298.5799381285797-13.3799381285797
3885.595.3869571254949-9.88695712549494
3994.793.02753916880151.67246083119855
4086.293.4266542925862-7.22665429258619
4188.891.7020895262663-2.90208952626629
4293.491.00953649369092.39046350630915
4383.491.5799953770477-8.17999537704765
4482.989.6279258238675-6.72792582386752
4596.788.02237734230278.6776226576973
4696.290.09320039332886.10679960667123
4792.891.5505236594281.24947634057204
4892.891.84869799931740.951302000682631
4990.292.0757161803572-1.87571618035723
5095.991.62809631294794.27190368705206
51107.592.647541035986614.8524589640134
529896.1919235933241.80807640667601
539596.6234019427127-1.62340194271268
54108.596.235994204826312.2640057951737
5591.899.1626697357144-7.36266973571443
5691.797.4056463195965-5.70564631959653
57108.396.044054051103312.2559459488967
58105.198.96880618475276.13119381524729
59104.8100.4319508712374.36804912876333
60103.2101.4743396890811.72566031091887
6198.6101.886150307157-3.28615030715656
62102.4101.1019452231571.29805477684303
63121.2101.41171229409519.7882877059049
64102.6106.133978280779-3.53397828077924
65108.9105.2906316668113.60936833318901
66105.5106.151969321011-0.651969321010711
6790.8105.996383724383-15.1963837243827
6899.6102.369927153265-2.76992715326466
69111.6101.7089132759729.89108672402757
70104.7104.0693167177660.63068328223406
71103.1104.219822625924-1.1198226259237
72101.7103.952588776481-2.25258877648149
7398.8103.415032242068-4.61503224206793
74101.4102.313703511252-0.913703511251825
75114.2102.09565781284612.1043421871544
7696.9104.984231309002-8.0842313090015
7798.3103.055014839828-4.75501483982752
78104.8101.9202807396362.87971926036424
7994.4102.607495344382-8.20749534438194
8094.5100.648863214272-6.14886321427208
81102.499.18150191221943.21849808778065
82105.599.94956250816475.55043749183534
83101.2101.274115828212-0.0741158282121148
8499.5101.256428868135-1.7564288681354


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85100.83727565865687.0592202442631114.615331073049
86100.83727565865686.672330450739115.002220866574
87100.83727565865686.295730538398115.378820778915
88100.83727565865685.9286407035131115.745910613799
89100.83727565865685.5703749264537116.104176390859
90100.83727565865685.2203259018012116.454225415511
91100.83727565865684.8779529459173116.796598371395
92100.83727565865684.542772193053117.13177912426
93100.83727565865684.2143485718955117.460202745417
94100.83727565865683.8922891826223117.78226213469
95100.83727565865683.5762377867847118.098313530528
96100.83727565865683.2658701896736118.408681127639