Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0440224583015312
beta0
gamma0


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2624616
36646.704359332824519.2956406671755
45947.553800869496611.4461991305034
55848.05769069343029.94230930656983
66148.495375590299612.5046244097004
74149.0458598969519-8.04585989695192
82748.6916613651384-21.6916613651384
95847.736741107200710.2632588927993
107048.188554993846721.8114450061533
114949.1487484221263-0.148748422126253
125949.14220015091589.85779984908422
134449.5761647337169-5.57616473371694
143649.3306882542444-13.3306882542444
157248.743838586441223.2561614135588
164549.7676319825233-4.7676319825233
175649.55774910237566.44225089762438
185449.84135282388434.15864717611571
195350.02442669578562.97557330421438
203550.1554187474935-15.1554187474935
216149.488239957639811.5117600423602
225249.99501593408182.00498406591819
234750.0832802615189-3.08328026151892
245149.94754668477431.05245331522573
255249.99387826695812.00612173304189
266350.082192677298712.9178073227013
277450.650866311509623.3491336884904
284551.678752575688-6.67875257568802
295151.3847374689185-0.384737468918544
306451.36780037973612.6321996202640
313651.9239008607757-15.9239008607757
323051.2228915991345-21.2228915991345
335550.28860773867374.71139226132631
346450.496014808040113.5039851919599
353951.0904934330576-12.0904934330576
364050.5582401900559-10.5582401900559
376350.093440501551612.9065594984484
384550.6616189788883-5.66161897888831
395950.4123805934718.58761940652897
405550.79042871070444.20957128929562
414050.9757443872547-10.9757443872547
426450.492565137638513.5074348623615
432751.0871956256275-24.0871956256275
442850.0268180605975-22.0268180605975
454549.0571433810094-4.05714338100941
465748.87853795569568.12146204430441
474549.2360646798885-4.23606467988845
486949.049582699155519.9504173008445
496049.9278491128810.0721508871200
505650.3712499553155.62875004468498
515850.61904136944697.3809586305531
525050.9439693129858-0.943969312985757
535150.90241346326690.0975865367330826
545350.9067094625112.09329053748896
553750.9988612579106-13.9988612579106
562250.3825969719153-28.3825969719153
575549.133125280235.86687471976997
587049.391399527941420.6086004720586
596250.298640782875511.7013592171245
605850.81376338108267.18623661891737
613951.1301191829839-12.1301191829839
624950.5961215170583-1.59612151705834
635850.52585632412957.47414367587054
644750.8548865024401-3.85488650244013
654250.6851849221293-8.68518492212932
666250.302841731053811.6971582689462
673950.8177793931949-11.8177793931949
684050.2975316926413-10.2975316926413
697249.844209033093322.1557909669067
707050.819561417071419.1804385829286
715451.66393147479342.33606852520658
726551.766770954033813.2332290459662


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7352.349330227904527.829983417588576.8686770382205
7452.349330227904527.806235954465176.8924245013439
7552.349330227904527.782511446765776.9161490090433
7652.349330227904527.758809828049476.9398506277596
7752.349330227904527.735131032194976.963529423614
7852.349330227904527.711474993399176.98718546241
7952.349330227904527.687841646174077.010818809635
8052.349330227904527.664230925345477.0344295304636
8152.349330227904527.640642766050577.0580176897585
8252.349330227904527.617077103735677.0815833520734
8352.349330227904527.593533874154577.1051265816545
8452.349330227904527.570013013366177.1286474424429