Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0475528658390805
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
39.399.340.0500000000000025
49.429.44237764329195-0.0223776432919536
59.429.4713135222227-0.0513135222226957
69.439.46887341718471-0.0388734171847105
79.59.477024874792620.0229751252073811
89.539.54811740783924-0.0181174078392417
99.589.577255873174910.00274412682509073
109.589.62738636426967-0.0473863642696681
119.69.62513300684695-0.0251330068469517
129.619.64393786034423-0.033937860344226
139.659.65232401782441-0.00232401782441016
149.719.69221350411660.0177864958834011
159.789.753059302969090.0269406970309092
169.799.82434041032061-0.0343404103206115
179.849.832707425395780.00729257460422339
189.879.88305420821755-0.0130542082175538
199.99.91243344320555-0.0124334432055466
209.959.941842197348880.00815780265112132
219.969.99223012424389-0.0322301242438865
229.9810.0006974894697-0.0206974894697414
2310.0110.0197132645298-0.00971326452978083
241010.0492513709647-0.0492513709647362
2510.0310.0369093271289-0.00690932712886116
2610.0510.0665807688229-0.0165807688228607
2710.0610.0857923057475-0.0257923057475207
2810.0910.0945658076926-0.00456580769262871
2910.2410.1243486904520.115651309548026
3010.2310.279848241659-0.0498482416590242
3110.2710.26747781491110.00252218508889968
3210.2810.3075977520403-0.0275977520402524
3310.2910.31628539984-0.0262853998400221
3410.4410.32503545374790.114964546252097
3510.5110.48050234739210.0294976526079207
3610.5210.5519050453091-0.031905045309113
3710.5710.56038786896990.00961213103006209
3810.6210.61084495334720.00915504665275968
3910.7110.66128030205250.0487196979475346
4010.7310.7535970633127-0.0235970633126872
4110.7410.7724749553268-0.0324749553267836
4210.7510.780930678133-0.0309306781329983
4310.7910.78945983574540.000540164254571707
4410.8110.8294855221038-0.0194855221037553
4510.8710.84855892968540.0214410703146459
4610.9210.90957851402550.0104214859745291
4710.9510.9600740855499-0.0100740855498618
4810.9410.9895950339113-0.0495950339112579
4910.9710.9772366479174-0.00723664791738976
5010.9911.0068925245699-0.016892524569851
5111.0411.02608923661530.0139107633847022
5211.0911.07675073328020.0132492667197521
5311.1211.127380773883-0.0073807738830407
5411.1111.1570297969328-0.0470297969327902
5511.1411.1447933953088-0.00479339530880551
5611.211.17456545562480.0254345443752246
5711.2511.23577494110110.0142250588988748
5811.311.28645138341850.0135486165815024
5911.3111.3370956589651-0.0270956589651039
6011.3111.3458071827295-0.0358071827295134


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
6111.344104448573111.277981913831911.4102269833143
6211.378208897146211.282448330024611.4739694642678
6311.412313345719311.292257261779111.5323694296596
6411.446417794292411.304565426409611.5882701621752
6511.480522242865511.318300935354311.6427435503767
6611.514626691438611.332928557855411.6963248250219
6711.548731140011711.348138904041711.7493233759817
6811.582835588584811.363736008008911.8019351691608
6911.616940037157911.379587707433711.8542923668821
7011.65104448573111.395600704775611.9064882666865
7111.685148934304111.411706819652811.9585910489554
7211.719253382877211.427854864726412.010651901028