Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.874592242584807
beta0.0335201586784274
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1325.3524.82148452543520.528515474564795
1425.3625.32021548710960.0397845128904137
1525.3525.3828895904979-0.0328895904978879
1625.3425.3800982759491-0.0400982759491306
1725.3925.4331617440996-0.0431617440996419
1825.5825.6292095794622-0.0492095794621612
1925.7125.7187633832763-0.00876338327631032
2025.6625.9341999146569-0.274199914656915
2125.7425.70118067283540.0388193271645711
2225.7325.7478570394352-0.0178570394352207
2325.7225.7658478322993-0.0458478322993408
2425.5525.6499903247036-0.0999903247036293
2525.7125.862470486768-0.152470486767964
2625.9225.68259244726710.237407552732872
2725.9325.89331779790580.0366822020941839
282625.93690735957590.0630926404240704
2926.0226.0707526889101-0.0507526889100554
3026.0826.2536990701944-0.173699070194395
3126.1726.227466589048-0.0574665890479835
3226.1826.354051274782-0.174051274782038
3326.2126.2356140795416-0.0256140795416009
3426.2826.20404187107120.0759581289287716
3526.3426.28888785201420.0511121479858119
3626.1726.2394362877906-0.0694362877906443
3726.3826.4704183814213-0.0904183814212907
3826.3626.3865816382685-0.0265816382685458
3926.2726.3267464372922-0.0567464372922188
4026.2626.2755557892662-0.0155557892662479
4126.4926.30834679065120.181653209348802
4226.9926.67024711433050.319752885669494
4327.1427.09583480820810.0441651917918975
4427.127.3063498390033-0.206349839003344
4527.0127.1832695384262-0.173269538426162
4626.9327.0344866366711-0.104486636671112
4726.9726.95292993841860.0170700615814248
4826.3526.8492187360235-0.499218736023487
4926.9326.68581581341090.244184186589099
5026.9226.89337631580260.0266236841974283
5127.0526.86763224013070.182367759869326
5227.0127.0296339225862-0.019633922586241
5326.927.0841864026099-0.184186402609889
5426.9327.1351651078699-0.205165107869924
5526.9527.0412061851579-0.0912061851578692
5626.8927.0714306312138-0.181430631213793
5726.726.9450793027355-0.245079302735522
5826.5526.7114255247806-0.161425524780604
5926.4826.5629732784842-0.0829732784841859
6025.7126.27491968591-0.564919685910013
6126.1726.10230406108670.0676959389133316
6226.3126.08782922058540.222170779414569
6326.5826.21746611052260.362533889477358
6426.4926.48161813588870.00838186411131048
6526.5726.50922666932810.0607733306718821
6626.626.7459046932843-0.145904693284344
6726.6926.6953336733872-0.00533367338718094
6826.5926.7690792776431-0.17907927764308
6926.7526.61717522864030.132824771359694
7026.7926.71589991675610.0741000832438594
7126.826.78146076098650.0185392390134744
7226.6226.51815519782670.101844802173275


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7327.042883494448726.691996898243227.3937700906543
7427.005360746985426.532906141490527.4778153524803
7526.968654906246226.394738268111427.5425715443809
7626.871464945700826.207889342704827.5350405486967
7726.900005333586126.150933826397327.6490768407748
7827.059052208998726.22561267534427.8924917426534
7927.159132756427726.24581125378728.0724542590684
8027.220552284470126.230649932161528.2104546367787
8127.274505720387326.209859014713128.3391524260615
8227.25444747426226.119019730739128.3898752177849
8327.251223846318626.045384901690728.4570627909465
8426.980109598948415.465814501215138.4944046966817