Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0240942222896128
beta0.14173454654716
gamma0.959898381687373


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1311301147.95673076923-17.9567307692305
1413401354.5009255273-14.5009255272976
1511401153.57886480117-13.5788648011687
1612901304.29931547624-14.2993154762448
1712601269.95357552375-9.95357552375413
1812801290.26188483115-10.261884831147
1913301295.9443881630934.0556118369079
2012701250.3109864693919.6890135306071
2113001334.39867042225-34.3986704222534
2211501173.31568279704-23.3156827970406
2314101322.0034417966187.9965582033858
2412501386.59035615041-136.59035615041
2510301105.14490285022-75.1449028502186
2613201312.898607436397.10139256361322
2711601112.7846868818647.2153131181437
2813001263.92653021236.0734697880036
2911901234.66896710513-44.6689671051302
3013101253.5369918372656.4630081627365
3112901302.25533285395-12.2553328539454
3213201241.8025853695978.1974146304108
3313001276.5867330196723.4132669803273
3412301127.43080972696102.569190273042
3513301384.00748772984-54.0074877298373
3612201234.88342612994-14.8834261299428
3710101014.44318372616-4.44318372615771
3812901301.70022623831-11.7002262383057
3911701139.4005624005530.5994375994487
4012401280.33770204596-40.3377020459602
4112601173.9739969382186.0260030617935
4212601291.54682387412-31.5468238741173
4313101274.2891480661235.7108519338822
4413601300.4071844057459.5928155942645
4512501284.04098924809-34.040989248093
4611701208.07355623734-38.0735562373447
4713601314.5267521456945.4732478543085
4811401204.73117765222-64.7311776522233
491030992.98108722124837.0189127787518
5012601274.69162160699-14.6916216069892
5112101152.1874162373357.8125837626742
5211901227.66381868279-37.663818682795
5312301240.08283985375-10.0828398537462
5413501245.21757295957104.782427040433
5513001294.731520270225.26847972978408
5613401342.86590475718-2.8659047571814
5712701237.4460624987132.5539375012854
5812201159.6976355718360.3023644281704
5914001347.5132884976152.4867115023851
6011201135.40240219965-15.4024021996454
6110001021.0777231945-21.077723194502
6212601253.669570881746.33042911825783
6312601200.3854605509159.6145394490916
6411501187.26576118028-37.2657611802838
6512401226.3327234727813.6672765272192
6613601340.5244890683819.4755109316245
6713501295.3524055121754.6475944878282
6812801337.81621065921-57.8162106592133
6913201264.8247078060955.1752921939087
7012101214.26454604516-4.26454604516084
7113701393.63185926932-23.6318592693158
7210601116.25932284121-56.2593228412068
731040995.66310805609144.3368919439088
7412601255.758957565064.24104243494367
7512101252.58508834937-42.5850883493681
7612001146.1449698082553.8550301917453
7712001235.32775073312-35.3277507331161
7812901353.8204570737-63.8204570737032
7914001339.3455894322760.654410567731
8012801276.377877728233.62212227176747
8112801310.70010202173-30.7001020217324
8212201202.0824222998517.9175777001451
8313501363.61028536493-13.610285364932
8410001055.71780726156-55.717807261557
859801029.17508079577-49.1750807957692
8612401248.9427730415-8.94277304150182
8711901201.0264403996-11.0264403996005
8812001185.2372439087514.7627560912501
8911501189.34913492778-39.3491349277801
9012701280.45488824894-10.4548882489412
9114101383.4534960393326.5465039606677
9214201265.70464961965154.295350380348
9312601271.48655875641-11.4865587564143
9413001208.9224040738191.0775959261889
9514101342.9754604975567.0245395024547
961000998.1529310267971.84706897320257
97950979.894995320595-29.8949953205947
9812801238.650278998741.3497210013004
9913301191.00015375426138.999846245743
10011901204.50298331626-14.5029833162621
10111701158.6380845898411.3619154101648
10212701279.62489500444-9.62489500444076
10313401418.90008279685-78.9000827968521
10414701419.516593329850.4834066701983
10512701268.377812322871.62218767713398
10612801303.13349004114-23.1334900411393
10714301412.4374249831917.5625750168133
1089801005.73280906241-25.732809062414


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
109957.347132022569861.7214658037841052.97279824135
1101283.936542935441188.274700891381379.59838497951
1111326.998555135131231.291017620461422.70609264981
1121193.113388027631097.349535429961288.87724062529
1131171.634925777661075.80304440241267.46680715291
1141272.456884072461176.544173283831368.3695948611
1151346.870628013011250.863208736991442.87804728904
1161470.661832894071374.544757581941566.7789082062
1171272.43358898041176.190853122821368.67632483798
1181283.85289409991187.467449371921380.23833882788
1191431.809179472171335.262948578811528.35541036553
120984.035696588796887.3095898686011080.76180330899