Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.917553089744478
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
228.2426.811.43
327.5828.1221009183346-0.542100918334604
427.9827.62469454576340.355305454236632
526.8127.9507061631013-1.14070616310126
628.2426.90404769865711.33595230134287
727.5828.1298548605055-0.549854860505526
827.9827.62533383433770.354666165662341
927.8427.950758870469-0.110758870468967
1027.4927.8491317266536-0.359131726653558
1126.9727.5196093012373-0.549609301237314
1227.7127.01531358873470.694686411265288
1327.4627.6527252517947-0.19272525179468
1427.0427.4758896015387-0.43588960153869
152827.07593775085940.924062249140626
1627.3227.9238139226746-0.603813922674586
1726.3627.3697825922938-1.00978259229379
1826.1526.4432534547644-0.293253454764436
1925.9426.1741778412671-0.234177841267083
202425.9593072394628-1.95930723946278
2124.3224.1615388281350.158461171865017
2223.124.3069353659843-1.20693536598426
2322.9223.1995080918035-0.279508091803521
2423.5622.94304457856060.616955421439378
2522.1723.5091339317369-1.33913393173693
2622.3622.280407455090.0795925449099606
2719.8622.3534378405928-2.4934378405928
2820.0720.06557624587110.00442375412892204
2919.2120.0696352751403-0.859635275140338
3019.9919.2808742723820.709125727618023
3120.4719.93153477477520.538465225224805
3221.1720.42560520590020.744394794099833
3321.2521.10862694921620.141373050783827
3421.1821.2383442287695-0.058344228769478
3521.2121.18481030139330.0251896986067166
3621.1121.2079231871796-0.0979231871796102
3721.9421.11807346422530.821926535774669
3822.5621.87223469666840.687765303331645
3923.2322.50329587575940.726704124240648
4019.523.1700854902864-3.67008549028641
4119.3219.8025872090477-0.482587209047736
421919.3597878243148-0.359787824314822
4318.9819.0296633944623-0.0496633944623142
4419.8818.98409459342620.895905406573778
4519.4819.8061353673468-0.326135367346772
4619.5219.50688885336280.0131111466372076
4719.5219.51891902646990.00108097353014358
4819.7519.51991087707240.23008912292763
4919.6419.7310298627312-0.0910298627312116
5020.2319.64750513092320.582494869076829
5120.420.18197509780490.218024902195076
5220.9120.38202452045530.527975479544747
5321.9520.86647005302091.08352994697914
5421.8321.8606663037022-0.0306663037022403
5522.2721.83252834198920.437471658010793
5621.9922.2339318134726-0.243931813472649
5721.6622.0101114243338-0.350111424333843
5820.3221.6888656051815-1.36886560518149
5920.6220.43285873970230.187141260297732
6020.2820.6045707813071-0.324570781307127
6120.7920.3067598580780.483240141922003
6222.8620.75015834338712.10984165661291
6322.5922.6860500742839-0.0960500742838732
6423.2922.59791903185450.692080968145479
6521.8723.2329400625298-1.36294006252975
6621.5221.982370197019-0.462370197019048
672221.55812099413850.441879005861544
6827.8421.96356844125995.87643155874007
6927.4927.35550637465380.134493625346156
7026.9727.4789114161411-0.508911416141146
7127.7127.01195817385460.698041826145403
7227.4627.6524486082052-0.19244860820519
7327.0427.4758667931295-0.435866793129495
742827.07593587037650.924064129623492
7527.3227.9238137676346-0.603813767634584
7626.3627.3697825795112-1.00978257951122
7726.1526.4432534537106-0.293253453710552
7825.9426.1741778411802-0.234177841180195
792425.9593072394556-1.95930723945562
8024.3224.16153882813440.158461171865607
8123.124.3069353659842-1.20693536598421
8222.9223.1995080918035-0.279508091803514
8323.5622.94304457856060.616955421439382
8422.1723.5091339317369-1.33913393173693
8522.3622.280407455090.0795925449099606
8619.8622.3534378405928-2.4934378405928
8720.0720.06557624587110.00442375412892204
8819.2120.0696352751403-0.859635275140338
8919.9919.2808742723820.709125727618023
9020.4719.93153477477520.538465225224805
9121.1720.42560520590020.744394794099833
9221.2521.10862694921620.141373050783827
9321.1821.2383442287695-0.058344228769478
9421.2121.18481030139330.0251896986067166
9521.1121.2079231871796-0.0979231871796102
9621.9421.11807346422530.821926535774669
9722.5621.87223469666840.687765303331645
9823.2322.50329587575940.726704124240648
9919.523.1700854902864-3.67008549028641
10019.3219.8025872090477-0.482587209047736
1011919.3597878243148-0.359787824314822
10218.9819.0296633944623-0.0496633944623142
10319.8818.98409459342620.895905406573778
10419.4819.8061353673468-0.326135367346772
10519.5219.50688885336280.0131111466372076
10619.5219.51891902646990.00108097353014358
10719.7519.51991087707240.23008912292763
10819.6419.7310298627312-0.0910298627312116
10920.2319.64750513092320.582494869076829
11020.420.18197509780490.218024902195076
11120.9120.38202452045530.527975479544747
11221.9520.86647005302091.08352994697914
11321.8321.8606663037022-0.0306663037022403
11422.2721.83252834198920.437471658010793
11521.9922.2339318134726-0.243931813472649
11621.6622.0101114243338-0.350111424333843
11720.3221.6888656051815-1.36886560518149
11820.6220.43285873970230.187141260297732
11920.2820.6045707813071-0.324570781307127
12020.7920.3067598580780.483240141922003
12122.8620.75015834338712.10984165661291
12222.5922.6860500742839-0.0960500742838732
12323.2922.59791903185450.692080968145479
12421.8723.2329400625298-1.36294006252975
12521.5221.982370197019-0.462370197019048
1262221.55812099413850.441879005861544


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12721.963568441259919.916085693701424.0110511888185
12821.963568441259919.184791362166524.7423455203534
12921.963568441259918.609314648083325.3178222344366
13021.963568441259918.11903531449625.8081015680239