Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.243934263225562
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
315.3315.37-0.0399999999999991
415.3615.440242629471-0.0802426294709768
515.415.4506687027717-0.0506687027716914
615.415.4783088700925-0.078308870092485
715.4115.4592066535624-0.0492066535624485
815.4715.45720346477990.0127965352201027
915.5415.52032497817070.0196750218293449
1015.5515.5951243901245-0.0451243901245402
1115.5915.594117005266-0.00411700526600889
1215.6515.63311272661970.0168872733802523
1315.7515.69723211120960.0527678887903509
1415.8615.81010400728370.0498959927163085
1515.8915.9322753495049-0.0422753495048518
1615.9415.9519629432708-0.0119629432707846
1715.9315.999044771518-0.0690447715180156
1815.9515.9722023860482-0.0222023860481908
1915.9915.98678646336570.00321353663432511
2015.9916.0275703550569-0.0375703550569195
2116.0616.0184056581770.0415943418230107
2216.0816.0985519433039-0.0185519433039367
2316.0716.1140264886827-0.044026488682686
2416.1116.09328691960350.0167130803965314
2516.1516.13736381255620.0126361874437748
2616.1816.1804462116303-0.000446211630301008
2716.316.2103373653250.0896626346749798
2816.4216.35220915405330.0677908459466749
2916.4916.48874566411280.00125433588723212
3016.516.5590516396133-0.0590516396132514
3116.5816.55464692141190.0253530785880649
3216.6416.6408314059578-0.000831405957811171
3316.6616.7006285975581-0.0406285975580545
3416.8116.71071789054680.0992821094531564
3516.9116.88493619876780.0250638012322248
3616.9216.991050118655-0.0710501186549912
3716.9516.9837185603088-0.0337185603087988
3817.1117.00549344814280.104506551857156
3917.1617.1909861768724-0.0309861768723643
4017.1617.2334275866468-0.0734275866468259
4117.2717.21551608239770.0544839176022975
4217.3417.33880657669570.0011934233043398
4317.3917.4090976935301-0.0190976935301208
4417.4317.4544391117295-0.0244391117295457
4517.4517.4884775750159-0.0384775750159108
4617.517.49909157610370.000908423896301969
4717.5617.54931317181750.010686828182461
4817.6517.61192005537640.0380799446235542
4917.6217.7112090586119-0.0912090586118595
5017.717.65896004409990.0410399559001178
5117.7217.7489710955052-0.0289710955051845
5217.7117.7619040526683-0.0519040526682879
5317.7417.73924287582220.000757124177766855
5417.7517.7694275643507-0.0194275643507034
5517.7817.77468851575450.00531148424545336
5617.817.8059841687506-0.00598416875059726
5717.8617.82452442495540.0354755750445968
5817.8817.8931781332164-0.0131781332164103
5917.8917.9099635349996-0.0199635349995759
6017.9417.91509374479810.0249062552019232


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
6117.971169233810517.883567185359118.0587712822618
6218.002338467620917.862521304671818.14215563057
6318.033507701431417.842360007557218.2246553953056
6418.064676935241917.820641682185218.3087121882985
6518.095846169052317.796664934639718.395027403465
6618.127015402862817.770197045528318.4838337601973
6718.158184636673317.741175916812718.5751933565338
6818.189353870483717.709610722186918.6690970187806
6918.220523104294217.675542124615418.765504083973
7018.251692338104717.639024489716918.8643601864924
7118.282861571915117.60011737279418.9656057710363
7218.314030805725617.558881287050719.0691803244005