Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.915141113646461
beta0.439774545987717
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
375.7975.330.459999999999994
474.8873.81609456545091.06390543454907
574.573.28302270130681.21697729869317
674.5973.3798127264861.21018727351402
774.5973.95743576876680.632564231233161
873.5774.2610313402108-0.691031340210813
973.373.07524063780930.224759362190667
1073.2372.81798336034420.412016639655761
117372.8979113893630.102088610636955
1272.3172.7352976869297-0.425297686929653
1372.3171.91888759369580.391112406304202
1471.2472.0070133861392-0.767013386139169
1570.8270.72660168993580.0933983100642024
1670.6670.27117680017560.388823199824401
1769.9470.242591512441-0.302591512440998
1869.8769.45948449547260.41051550452741
1969.8769.49418536071720.375814639282765
2068.8869.6483788066886-0.768378806688631
2168.0968.4462353057038-0.356235305703791
2268.3867.47789231372910.902107686270909
2366.7868.0241691702674-1.24416917026741
2467.266.10557677546571.09442322453432
2567.266.76758336830170.432416631698331
2666.6766.9977890780345-0.327789078034471
2765.8666.4003786828955-0.540378682895494
2866.0565.39094028230390.659059717696138
2966.3165.74439966007070.56560033992929
3066.3966.23995963784370.15004036215629
3166.3966.4156082039185-0.0256082039185088
3265.7266.420207376256-0.700207376256017
3365.5265.5256506135473-0.00565061354727447
3464.9365.264437178141-0.334437178140945
3565.2764.56774146856130.702258531438673
3665.0465.1023966216011-0.062396621601053
3765.0264.91217252607990.107827473920082
3864.7264.9211232877065-0.201123287706494
3964.6864.56639727810620.113602721893855
4064.4164.5454100500854-0.135410050085369
4164.7964.24204444093260.547955559067375
4264.7164.7845826715951-0.0745826715951523
4364.7164.7273943462026-0.0173943462026074
4464.8364.71554095364160.114459046358434
4564.7764.8704167249671-0.100416724967147
4664.1964.7882375534827-0.598237553482733
4764.2764.00971792069930.260282079300723
4864.2364.121616924810.108383075190019
4964.2364.13812629887580.0918737011242428
5063.0364.1765023668971-1.14650236689708
5162.8562.62017309059820.229826909401808
5262.1562.4158744862329-0.265874486232882
5361.6961.65093643414340.0390635658565941
5462.161.18078108802490.919218911975136
5562.161.88603703850150.213962961498517
5661.8162.031994900997-0.221994900997046
5761.2861.689646671384-0.409646671384017
5861.0561.01070592599560.0392940740043599
5961.0860.75842344102540.32157655897457
6060.9860.89388960465220.0861103953477595
6160.9860.84852662634410.131473373655915
6261.1160.8975893920590.212410607941017
6360.5861.1062070227941-0.526207022794111
6460.3760.4271102410156-0.0571102410155646
6559.4460.1543188646264-0.714318864626442
6659.2958.99260710943320.297392890566805
6759.2958.87644186067870.41355813932131
6859.3359.03302306551390.296976934486096
6959.0659.2024360969041-0.14243609690412
7058.7558.9123999686596-0.162399968659628
7158.9258.53873527651160.3812647234884
7258.7358.8160426832008-0.0860426832007803


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7358.631069495188757.62498572887559.6371532615024
7458.524837504102256.860669866005760.1890051421987
7558.418605513015656.017742505773560.8194685202578
7658.312373521929155.099249318536461.5254977253218
7758.206141530842654.110116546255762.3021665154294
7858.09990953975653.054931976935763.1448871025763
7957.993677548669551.937672611629964.049682485709
8057.887445557582950.761752111703965.013139003462
8157.781213566496449.530115014366166.0323121186267
8257.674981575409848.245323504173267.1046396466465
8357.568749584323346.909627950667168.2278712179795
8457.462517593236745.525022456278469.4000127301951