Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.562791973128805
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
243129396903439
33786341625.44159559-3762.44159558996
43595339507.969666226-3554.96966622600
52913337507.2612733576-8374.26127335762
62469332794.2942478285-8101.29424782854
72220528234.9508731961-6029.95087319608
82172524841.3429234003-3116.3429234003
92719223087.49014059394104.50985940614
102179025397.4753430957-3607.47534309568
111325323367.2171767413-10114.2171767413
123770217675.016935189820026.9830648102
133036428946.04225005151417.95774994849
143260929744.05748995832864.9425100417
153021231356.4241380853-1144.42413808526
162996530712.351419316-747.351419316026
172835230291.7480394185-1939.74803941855
182581429200.0734129415-3386.07341294145
192241427294.4184757131-4880.41847571314
202050624547.7581320723-4041.75813207227
212880622273.08909801396532.91090198608
222222825949.7589148174-3721.75891481735
231397123855.1828716376-9884.18287163757
243684518292.444090542718552.5559094573
253533828733.67363740876604.32636259134
263502232450.5355021982571.46449780198
273477733897.7350807467879.264919253328
282688734392.5783195562-7505.57831955619
292397030168.4990876204-6198.49908762038
302278026680.0335556614-3900.03355566141
311735124485.1259756022-7134.12597560218
322138220470.0971412436911.902858756432
332456120983.30875042493577.6912495751
341740922996.8046680189-5587.80466801893
351151419852.0330534462-8338.03305344621
363151415159.454979284016354.5450207160
372707124363.66164111662707.33835888336
382946225887.32993803993574.67006196009
392610527899.1255554949-1794.12555549489
402239726889.4060940771-4492.40609407711
412384324361.1160042956-518.116004295585
422170524069.5244759285-2364.52447592846
431808922738.7890806093-4649.78908060933
442076420121.9251093004642.074890699565
452531620483.27970393374832.7202960663
461770423203.0958949365-5499.09589493648
471554820108.2488658007-4560.24886580067
482802917541.777408658310487.2225913417
492938323443.90210348055939.09789651952
503643826786.37872726789651.62127273216
513203432218.2337072407-184.233707240717
522267932114.5484556259-9435.54845562588
532431926804.2975227317-2485.29752273174
541800425405.5920261014-7401.59202610142
551753721240.0354454374-3703.03544543737
562036619155.99682053381210.00317946623
572278219836.97689739772945.0231026023
581916921494.4122602212-2325.41226022116
591380720185.6889059534-6378.68890595338
602974316595.813990597113147.1860094029
612559123994.94474592041596.05525407964
622909624893.19183158644202.80816841356
632648227258.4985333698-776.498533369762
642240526821.4913916430-4416.49139164297
652704424335.92548703382708.07451296616
661797025860.0080855659-7890.00808556589
671873021419.5748670880-2689.57486708804
681968419905.9037207619-221.903720761919
691978519781.01808790973.98191209030483
701847919783.2590760718-1304.25907607182
711069819049.2325371782-8351.2325371782


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7214349.22589952221752.8757771176826945.5760219267
7314349.2258995222-104.96816240810028803.4199614525
7414349.2258995222-1749.8242449329630448.2760439774
7514349.2258995222-3241.5417110007331939.9935100452
7614349.2258995222-4616.2900360162633314.7418350607
7714349.2258995222-5897.9093120306734596.3611110751
7814349.2258995222-7103.0973743948935801.5491734393
7914349.2258995222-8244.0886740941736942.5404731386
8014349.2258995222-9330.1649920553638028.6167910998
8114349.2258995222-10368.566125047239067.0179240916
8214349.2258995222-11365.068415967140063.5202150116
8314349.2258995222-12324.368191213841022.8199902583