Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.997151100012884
beta0.00829700255916443
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
33.313.53-0.22
43.893.248806617646860.641193382353144
54.313.831657990865390.478342009134614
64.354.256079436286240.0939205637137581
74.114.29795165366323-0.187951653663235
83.94.0571996867436-0.1571996867436
93.753.84581150704317-0.0958115070431735
103.753.694843934667940.0551560653320622
113.883.694870169426010.185129830573988
123.933.826031533870950.103968466129049
133.973.877122923573620.092877076426376
143.973.917922927808250.052077072191747
154.333.918470015578070.411529984421926
164.164.28085070804473-0.120850708044729
174.934.111367565346840.81863243465316
183.864.88546391695364-1.02546391695364
194.063.812233525512180.247766474487817
204.184.010656082001270.16934391799873
214.084.1322805441043-0.0522805441043008
224.384.03247939399580.347520606004198
234.484.334215565402370.145784434597627
244.414.43599641945058-0.0259964194505775
254.374.366270728050710.00372927194929051
264.564.326216896157740.233783103842263
274.714.51749566880140.192504331198598
284.944.669205926536360.270794073463636
295.034.901223265162160.128776734837839
305.084.992693275316610.087306724683387
315.055.043533739648230.00646626035176734
324.835.01381754377958-0.183817543779579
334.684.79283885363159-0.11283885363159
344.694.641703085394060.0482969146059382
354.584.65164360371996-0.0716436037199601
364.544.5413925685612-0.00139256856119907
374.754.501180909159730.248819090840272
384.714.71252665238087-0.00252665238087246
394.54.67322180734754-0.173221807347544
404.624.462274973494570.157725026505429
414.694.582637055813850.107362944186146
425.054.65366878519880.396331214801197
434.935.01612453638795-0.0861245363879473
444.534.89678646482661-0.366786464826605
454.334.49455148420647-0.164551484206472
464.334.292613942445030.0373860575549729
473.874.29234795109352-0.422347951093518
483.743.83016344845185-0.0901634484518512
493.313.69847113288724-0.388471132887236
503.213.2661070180824-0.0561070180824048
512.933.16469595210753-0.234695952107532
523.192.88326300878990.306736991210103
533.463.144258267642080.315741732357917
543.733.416844860704880.313155139295124
553.63.68944307649045-0.0894430764904457
563.463.55985004330323-0.099850043303228
573.253.4190535958345-0.169053595834499
583.193.20785210769285-0.0178521076928542
592.823.14727365276819-0.327273652768191
601.892.77544750934489-0.885447509344893
611.981.839712060202070.140287939797933
622.31.927950495857350.372049504142652
632.422.250368331770590.169631668229406
642.472.372348424686330.097651575313669
652.812.423361395919840.386638604080162
663.372.765736903160370.60426309683963
673.143.33011620204012-0.190116202040119
683.213.10080640843910.109193591560904
693.023.17085710323558-0.150857103235576
702.962.98034986574422-0.0203498657442234
712.922.919809701805360.000190298194640892
723.072.879752759339040.190247240660955


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
733.030785291023842.452092576713153.60947800533453
742.992112577409142.171494812544453.81273034227383
752.953439863794451.944709963728453.96216976386044
762.914767150179761.745451714440264.08408258591925
772.876094436565061.563559830635964.18862904249417
782.837421722950371.393840285472354.28100316042838
792.798749009335671.233218665425664.36427935324568
802.760076295720981.079699370798294.44045322064367
812.721403582106280.9319016212815664.510905542931
822.682730868491590.7888240396092764.5766376973739
832.64405815487690.6497136809399654.63840262881383
842.60538544126220.513987935923224.69678294660118