Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.920153543184328
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13101.29102.550463407594-1.26046340759406
14104.48104.602730522094-0.122730522094429
1599.2699.6753984574467-0.415398457446727
16100.11101.289862238172-1.17986223817176
17103.52105.559180439175-2.0391804391746
18101.18102.963286964500-1.78328696450015
1996.3994.89787311406551.49212688593451
2097.5697.8852964365457-0.325296436545713
2196.39103.119535295576-6.72953529557613
2285.194.6332701866511-9.53327018665112
2379.7786.0655769472826-6.29557694728264
2479.1369.35063674480699.77936325519308
2580.8478.75493561197572.08506438802434
2682.7583.1372271531058-0.387227153105812
2792.5578.784053340280413.7659466597196
2896.693.16952744648663.43047255351337
2996.92101.377299851777-4.45729985177677
3095.3296.564852267570-1.24485226756993
3198.5289.55925308059198.96074691940808
32100.2299.30757644026210.912423559737888
33104.91105.290777026023-0.380777026023466
34103.1102.1915929707190.908407029281022
3597.13103.729976358562-6.59997635856163
36103.4285.923209636714817.4967903632852
37111.72101.9773835784089.74261642159215
38118.11114.3573944706273.7526055293734
39111.62113.850245539943-2.230245539943
40100.22113.035460127926-12.8154601279261
41102.03105.902646682722-3.87264668272198
42105.76101.9061009372493.85389906275057
43107.6899.89132804858637.78867195141372
44110.77108.0648696571102.70513034289016
45105.44116.205272156857-10.7652721568571
46112.26103.6295795184958.63042048150494
47114.07111.719037848182.35096215181997
48117.9102.25921975182215.6407802481777
49124.72115.9322353820068.78776461799356
50126.42127.359399204059-0.939399204058844
51134.73121.79517068882712.9348293111733
52135.79134.1832787295831.60672127041653
53143.36143.2228805716040.137119428395977
54140.37143.942195012112-3.57219501211239
55144.74133.89460311932310.8453968806771
56151.98144.9518474901977.02815250980285
57150.92157.886378739035-6.9663787390354
58163.38150.17718294092413.2028170590756
59154.43162.202177118590-7.7721771185904
60146.66140.7733395670045.88666043299571
61157.95144.75525091196313.1947490880372
62162.1160.3337042169741.76629578302607
63180.42157.46502637803822.9549736219623
64179.57178.2926864849711.27731351502882
65171.58189.580964914839-18.0009649148392
66185.43173.54580531557211.8841946844279
67190.64177.29122806907613.3487719309241
68203190.81558501792912.1844149820714
69202.36209.395850986913-7.03585098691346
70193.41203.538037353040-10.1280373530402
71186.17192.212178995332-6.04217899533177
72192.24170.86145790627721.3785420937233
73209.6189.56210205162520.0378979483749
74206.41211.583459744775-5.17345974477499
75209.82203.1950428966166.62495710338416
76230.37207.06972047595623.3002795240444
77235.8239.475619716213-3.67561971621279
78232.07240.352155936019-8.28215593601874
79244.64223.9807502912920.65924970871
80242.19244.617380800953-2.42738080095259
81217.48249.497595313175-32.0175953131751
82209.39220.472571918630-11.0825719186305
83211.73208.5086987830793.22130121692123
84221195.93294186297325.0670581370273
85203.11217.721859797283-14.6118597972831
86214.71205.7770935834818.93290641651939
87224.19211.22594558275312.9640544172466
88238.04222.07443789381015.9655621061904
89238.36245.841137318728-7.48113731872832
90246.24242.8899073646073.35009263539334
91259.87239.0606922603120.8093077396901
92249.97258.024929564917-8.05492956491722
93266.48255.20529142997911.2747085700207
94282.98268.29444972695214.6855502730481
95306.31281.26522737342125.0447726265787
96301.73284.53830592082417.1916940791764
97314.62294.50168828710620.1183117128938
98332.62318.62634926305213.9936507369484
99355.51328.08049558086627.4295044191337
100370.32352.34039572006317.979604279937
101408.13380.48515842140527.6448415785947
102433.58414.69419897462118.8858010253791
103440.51422.81328106255717.6967189374425
104386.29435.441061327431-49.1510613274305
105342.84400.222905935782-57.3829059357818
106254.97351.509404824083-96.5394048240827
107203.42262.739092371358-59.3190923713579
108170.09193.980810218526-23.8908102185262
109174.03168.3901056442535.63989435574683
110167.85176.012232952996-8.1622329529965
111177.01166.82679946962710.1832005303732
112188.19174.89221223549613.2977877645044
113211.2192.89056886466018.3094311353403
114240.91213.43372481363127.4762751863690
115230.26233.155433530494-2.89543353049393
116251.25225.15019624465826.0998037553421
117241.66254.445458589964-12.7854585899641


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
118241.267117570009205.495043998350277.039191141669
119242.915317003428194.071266861086291.759367145769
120229.23257997572172.282020809341286.183139142099
121227.813035915904162.157040952779293.469030879029
122229.770997095142155.641243594516303.900750595768
123229.728772663041148.396942294544311.060603031539
124228.513633017624140.898044244985316.129221790262
125236.037082278896139.504752943477332.569411614314
126240.828593914365136.688345597029344.968842231701
127232.842577490626126.509019616902339.176135364351
128229.589120588057119.311451647316339.866789528798
129231.457709368691112.476456961079350.438961776304