Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.699900770302555
beta0.342238653113147
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
331.331.080.220000000000002
431.0631.0766754507936-0.016675450793624
531.0930.90370724889360.1862927511064
631.1130.91741992746050.192580072539457
731.1330.98166240832620.148337591673844
831.131.05047130548030.0495286945197364
931.0331.0619875409892-0.0319875409892383
1030.7431.0087884257166-0.268788425716629
1130.8330.72546846478110.104531535218861
1230.8230.72847419443270.0915258055672936
1330.830.74430066354040.0556993364596323
1430.7430.7483939938821-0.00839399388210538
1530.7130.70561771359610.00438228640388871
1630.5830.6728332643579-0.0928332643579033
1730.7130.54977093694530.16022906305469
1830.730.64220729111680.0577927088831665
1930.730.67679162863610.0232083713638715
2030.7230.6927295347530.0272704652469891
2130.6830.7180426825034-0.0380426825033666
2230.7830.68853062627640.0914693737236156
2330.8430.77157410032940.0684258996705722
2430.830.8548796968014-0.0548796968013754
2530.830.838738107586-0.0387381075859636
2630.8830.82461497021660.0553850297833804
2730.8730.8896352369036-0.0196352369035644
2830.9230.89744547204330.0225545279566717
2930.8230.9401869120392-0.120186912039166
3030.7530.8542347649753-0.104234764975278
3130.7530.7544798618659-0.00447986186592075
3230.7530.72347041709760.0265295829023557
3330.6330.7205192197625-0.090519219762502
3430.5230.6139631262368-0.0939631262368152
3530.5830.48248936129110.0975106387088722
3630.630.50838525719830.091614742801692
3730.630.55209937408720.0479006259128099
3830.6330.57669173216280.053308267837231
3930.5630.6178379974744-0.0578379974743903
4030.6130.56733879142220.0426612085777656
4130.5330.5973978285107-0.0673978285106678
4230.630.53428245017190.0657175498281255
4330.630.58007615590520.0199238440947624
4430.6330.59859123179980.0314087682001905
4530.6630.63266805444070.0273319455592684
4630.3430.6704384113401-0.330438411340126
4730.3230.3786540838376-0.0586540838375811
4830.330.26304222216040.0369577778396319
4930.330.22320178710310.0767982128969109
5030.0830.2296414170063-0.149641417006336
5129.9630.0417517034671-0.0817517034670736
5229.9129.88179581401790.0282041859821227
5329.8329.80555397230850.0244460276915213
5429.8929.73253742543740.157462574562572
5529.8529.79033676032170.0596632396782795
5630.0629.79397758595910.266022414040894
5729.8330.0057705293829-0.175770529382874
5829.9529.8662493921360.0837506078639656
5930.0229.92842834123040.0915716587695812
6030.0330.01801569289530.0119843071046617
6130.0330.0547704340191-0.0247704340191177
6229.9630.0598671647449-0.0998671647449143
6329.8529.9884821445344-0.138482144534436
6430.1229.85689941327270.263100586727337
6529.9130.0694060433071-0.159406043307055
6629.929.948016934298-0.0480169342979586
6729.9229.89308750350960.0269124964903753
6829.8929.8970476726791-0.00704767267914264
6929.9629.87555094242420.0844490575757568
7029.7229.9383211884498-0.218321188449806
7129.629.7368871556601-0.136887155660112
7229.5429.559659860822-0.0196598608220349


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7329.459770852593529.238638692851829.6809030123352
7429.373641796098329.07023622460829.6770473675886
7529.287512739603128.887483556753329.6875419224529
7629.201383683107928.693037375081129.7097299911348
7729.115254626612828.488481841687929.7420274115376
7829.029125570117628.274858289839929.7833928503952
7928.942996513622428.052910952981529.8330820742634
8028.856867457127227.823206503396929.8905284108576
8128.770738400632127.586196956036229.9552798452279
8228.684609344136927.34225543282730.0269632554467
8328.598480287641727.091697936786130.1052626384973
8428.512351231146526.834797404665730.1899050576273