Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0395252367775957
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
39.399.340.0500000000000025
49.429.44197626183888-0.0219762618388799
59.429.47110764488621-0.0511076448862102
69.439.46908760312094-0.0390876031209384
79.59.477542656352510.0224573436474866
89.539.54843028817758-0.0184302881775782
99.589.577701826673480.0022981733265226
109.589.62779266251836-0.0477926625183649
119.69.62590364621609-0.0259036462160953
129.619.644879798466-0.034879798466001
139.659.65350116617288-0.00350116617287632
149.719.69336278175090.0166372182491035
159.789.754020371741510.0259796282584848
169.799.82504722269982-0.0350472226998235
179.849.833661972924220.00633802707578468
189.879.88391248494509-0.0139124849450898
199.99.91336259068347-0.0133625906834691
209.959.942834431122740.00716556887725517
219.969.99311765192926-0.0331176519292615
229.9810.0018086688952-0.0218086688952415
2310.0110.0209466760934-0.0109466760933525
241010.0505140061288-0.0505140061288358
2510.0310.038517428076-0.00851742807600964
2610.0510.0681807747146-0.0181807747145672
2710.0610.0874621752892-0.0274621752891751
2810.0910.0963767263084-0.00637672630844222
2910.2410.12612468469120.113875315308766
3010.2310.2806256334919-0.0506256334919364
3110.2710.26862464334120.00137535665884592
3210.2810.3086790046387-0.0286790046387466
3310.2910.3175454601899-0.0275454601898559
3410.4410.32645671935370.113543280646297
3510.5110.48094454440580.0290554555942482
3610.5210.5520929681678-0.0320929681677971
3710.5710.56082448600210.00917551399793304
3810.6210.61118715036540.00881284963460693
3910.7110.66153548033390.0484645196661155
4010.7310.753451051949-0.023451051949003
4110.7410.772524143568-0.0325241435680343
4210.7510.7812386190925-0.0312386190925196
4310.7910.7900039052763-3.90527628191251e-06
4410.8110.8300037509193-0.0200037509193098
4510.8710.84921309792780.0207869020722118
4610.9210.91003470515410.00996529484593722
4710.9510.9604285857924-0.0104285857924076
4810.9410.9900163934697-0.050016393469706
4910.9710.9780394836751-0.00803948367505392
5010.9911.0077217211792-0.01772172117923
5111.0411.02702126595350.0129787340464844
5211.0911.07753425348980.0124657465102267
5311.1211.1280269650722-0.00802696507220091
5411.1111.1577096973771-0.0477096973771154
5511.1411.1458239602917-0.00582396029169807
5611.211.17559376688220.0244062331178121
5711.2511.2365584290250.0134415709749849
5811.311.28708971030050.0129102896995352
5911.3111.3375999925577-0.0275999925577075
6011.3111.3465090963168-0.036509096316804
6111.3311.3450660656403-0.0150660656403474
6211.4111.36447057582860.045529424171395
6311.4611.44627013709930.0137298629006732
6411.4811.4968128131814-0.0168128131813994
6511.5811.51614828275950.0638517172404924
6611.6311.61867203700210.0113279629979068
6711.6911.66911977742180.0208802225782048
6811.7411.72994507316320.0100549268368351
6911.6811.7803424965272-0.100342496527174
7011.6911.7163764355931-0.0263764355930824
7111.7111.7253339007309-0.0153339007309157
7211.7511.74472782467380.00527217532619595


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7311.784936208651911.716820721117411.8530516961865
7411.819872417303811.721620395977211.9181244386304
7511.854808625955711.7321068863211.9775103655914
7611.889744834607611.745311500372912.0341781688423
7711.924681043259511.76010956993612.089252516583
7811.959617251911411.775936662184912.143297841638
7911.994553460563311.792464736432112.1966421846945
8012.029489669215211.809484790361612.2494945480689
8112.064425877867111.826854964897712.3019967908365
8212.09936208651911.844474415021112.354249758017
8312.134298295170911.862268880128212.4063277102136
8412.169234503822811.880182141540212.4582868661055