Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999952418280609
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
269277116-189
367316927.00899294497-196.008992944965
468506731.0093264449118.990673555099
567666849.99433821916-83.9943382191605
669796766.00399659503212.996003404968
771496978.98986528393170.010134716065
870677148.99191062548-81.9919106254765
971707067.00390131608102.996098683916
1072377169.9950992685367.0049007314656
1172407236.996811791623.00318820838402
1276457239.99985710314405.000142896859
1376787644.9807293968533.019270603153
1474917677.99842888633-186.998428886332
1578167491.00889770677324.99110229323
1676317815.98453636457-184.984536364566
1783957631.0088018823763.991198117699
1885788394.96364798519183.036352014806
1989508577.99129081566372.00870918434
2094508949.98229918599500.017700814011
2195019449.9762082980751.0237917019313
22100839500.99757220026582.002427799738
231054410082.9723073238461.027692676205
241129910543.9780635097755.021936490304
251204911298.9640747581750.035925241917
261286012048.9643120011811.035687998929
271338912859.9614095275529.038590472523
281379613388.9748274342407.02517256576
291450513795.9806330425709.019366957546
301472714504.9662636394222.033736360561
311464614726.9894352531-80.9894352530609
321486114646.0038536166214.996146383419
331501214860.9897701137151.010229886308
341542115011.9928146736409.007185326383
351522715420.9805387349-193.980538734879
361512415227.0092299276-103.009229927562
371495315124.0049013563-171.004901356273
381503914953.008136707285.9918632927693
391512815038.995908359389.0040916407088
401522115127.995765032393.0042349677133
411487615220.9955746986-344.995574698589
421451714876.0164154826-359.016415482627
431460914517.017082618391.9829173816615
441473514608.9956232946126.004376705363
451457414734.9940044951-160.994004495105
461463614574.007660371561.9923396284539
471510414635.9970502979468.002949702108
481439315103.977731615-710.977731614972
491391914393.0338295429-474.033829542919
501375113919.0225553447-168.02255534466
511362813751.0079948021-123.007994802079
521379213628.0058529319163.994147068108
531389213791.9921968765100.007803123488
541402413891.9952414568132.004758543226
551390814023.9937189866-115.993718986621
561392013908.005519180611.9944808194123
571389713919.999429282-22.9994292819792
581375913897.0010943524-138.00109435239
591332313759.0065663293-436.006566329348
601309713323.0207459421-226.020745942093
611275813097.0107544557-339.01075445571
621280612758.016130714647.98386928541
631267312805.997716845-132.997716844997
641250012673.00632826-173.006328260042
651272012500.0082319386219.991768061436
661274912719.989532413429.0104675865769
671279412748.998619632145.0013803679285
681254412793.9978587569-249.997858756948
691208812544.011895328-456.011895327963
701225812088.02169783169.978302169957


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7112257.991912140111630.109134164412885.8746901159
7212257.991912140111370.052697034913145.9311272453
7312257.991912140111170.501536750613345.4822875296
7412257.991912140111002.271169535313513.7126547449
7512257.991912140110854.056781782913661.9270424973
7612257.991912140110720.060471179813795.9233531004
7712257.991912140110596.837980700513919.1458435798
7812257.991912140110482.145170222214033.8386540581
7912257.991912140110374.42324664814141.5605776322
8012257.991912140110272.537257793514243.4465664868
8112257.991912140110175.630403825614340.3534204547
8212257.991912140110083.037034871814432.9467894084