Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta1
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
137.97.544856902550720.355143097449276
147.67.9583753600631-0.358375360063103
157.67.6-8.88178419700125e-16
168.38.287347560975610.0126524390243912
178.48.391515151515160.00848484848484432
188.48.41266968325791-0.0126696832579114
198.48.60279870828849-0.202798708288487
208.48.272119594233850.127880405766152
218.68.399096437539240.200903562460763
228.98.796189830945930.103810169054075
238.88.98232931726907-0.182329317269073
248.38.60118740657386-0.301187406573861
257.57.93479492873633-0.434794928736326
267.26.56231072672890.637689273271094
277.47.184918736504570.215081263495430
288.88.285793752674370.51420624732563
299.39.61602621010358-0.316026210103576
309.39.70384342801068-0.403843428010676
318.79.5245271413194-0.824527141319397
328.27.953148501258480.246851498741519
338.37.694761489066750.60523851093325
348.58.395577829144310.104422170855692
358.68.493554216867460.106445783132536
368.58.59333011416109-0.0933301141610894
378.28.51806716099568-0.318067160995684
388.17.71596941523010.384030584769903
397.98.30988091697806-0.409880916978059
408.68.39794541613180.202054583868204
418.78.667169155089260.0328308449107393
428.78.70954587581093-0.00954587581093058
438.58.91004151929879-0.410041519298787
448.48.16579589657540.234204103424608
458.58.298225145166360.201774854833642
468.78.595451974827870.104548025172129
478.78.68877510040160.0112248995983961
488.68.597258760367480.00274123963252393
498.58.61939915186189-0.119399151861886
508.38.196941393248510.103058606751489
5188.42190687992139-0.421906879921387
528.28.39872232028242-0.198722320282416
538.17.753139255586940.346860744413058
548.17.915520907158040.184479092841961
5588.29555589727818-0.295555897278181
567.97.775808481427810.124191518572191
577.97.798278928646160.101721071353839
5887.89502875450090.104971245499104
5987.90716867469880.0928313253012085
607.97.90552529688963-0.00552529688963332
6187.910075215798450.0899247842015463
627.77.89757326654945-0.197573266549445
637.27.70377031587386-0.503770315873858
647.57.309835660034240.190164339965764
657.37.219244826194730.080755173805267
6677.02371476857656-0.0237147685765633
6776.864524065815780.135475934184220
6876.893432995194870.106567004805127
697.26.99924703128270.200752968717303
707.37.39707081116096-0.0970708111609593
717.17.22389558232931-0.123895582329315
726.86.82637286098008-0.0263728609800795
736.46.60511919100673-0.205119191006725
746.15.86603196024110.233968039758905
756.56.043445261892140.45655473810786
767.77.520931616388530.179068383611465
777.98.38669837243712-0.486698372437122
787.58.01801232077631-0.518012320776311
796.97.27510379824697-0.375103798246966
806.66.180551445351230.419448554648769
816.96.29667618094790.603323819052103
827.77.198060375911880.501939624088116
8388.30267068273092-0.302670682730922
8488.19019655690384-0.190196556903835
857.78.1065592692964-0.406559269296396
867.37.228256849781670.0717431502183272
877.47.193174383574040.206825616425958
888.18.17752660997005-0.0775266099700502
898.38.207745815799080.0922541842009164
908.28.41384724418034-0.213847244180336


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
918.29647854836237.71946060086188.87349649586279
928.268968804820386.974182709420299.56375490022047
938.24032990314776.066571387303910.4140884189915
948.206276260504215.0156925900294611.3968599309790
957.976696428571433.7465952041657212.2067976529771
967.664647658442912.392964839362312.9363304775235
977.46981922398591.0382742847655813.9013641632062
987.10277513363111-0.35466256536112714.5602128326234
997.01999124471036-1.7874449791850015.8274274686057
1007.56525479094078-3.5906500405984318.72115962248
1017.54727272727274-5.3532338377277620.4477792922733
1027.45067873303169-9.8924290141020524.7937864801654