Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999957558403617
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
292.9792.940.0300000000000011
393.3792.96999872675210.400001273247895
492.693.3699830233074-0.769983023307418
592.8492.60003267930870.239967320691321
692.5592.8399898154038-0.289989815403842
792.9392.55001230763070.379987692369312
892.4492.9299838727157-0.489983872715726
993.3692.44002079569770.919979204302251
1093.2493.3599609546139-0.11996095461393
1192.6593.2400050913344-0.590005091334419
1292.0692.650025040758-0.590025040757951
1392.8892.06002504160460.819974958395349
1491.6992.8799651989538-1.18996519895377
1591.6691.6900505040227-0.0300505040226824
1690.2691.6600012753914-1.40000127539135
1791.1190.26005941828910.849940581710925
1892.3391.10996392716491.22003607283511
1991.8292.3299482197214-0.509948219721423
2092.2491.82002164301650.419978356983478
2193.3592.23998217544811.11001782455192
2293.5393.34995288907150.180047110928498
2393.3493.5299923585132-0.18999235851318
2492.5993.340008063579-0.750008063579003
2592.4292.5900318315395-0.170031831539518
2692.6492.42000721642240.219992783577638
2794.4492.63999066315511.80000933684492
2893.5994.4399236047302-0.849923604730236
2993.3993.5900360721146-0.200036072114585
3093.3393.3900084898502-0.0600084898502331
3193.7293.33000254685610.389997453143891
3295.4393.71998344788551.71001655211451
3397.0695.42992742416771.6300725758323
3497.797.05993081711770.640069182882343
3597.5997.6999728344421-0.10997283444209
3696.9797.5900046674227-0.620004667422663
3797.7596.97002631398790.779973686012141
3899.2797.74996689667161.52003310332836
39100.6399.26993548736851.36006451263147
4099.8100.629942276691-0.8299422766909
4199.599.8000352240751-0.300035224075131
4299.7299.50001273397390.219987266026109
4399.7799.71999066338920.0500093366107563
44100.1899.76999787752390.410002122476101
45101.11100.1799825988550.930017401144582
46100.67101.109960528577-0.439960528576833
47101.13100.6700186726270.459981327372816
48100.46101.129980477658-0.669980477658157
49101.6100.4600284350411.13997156495898
50102.3101.5999516177870.700048382213055
51103.26102.2999702888290.960029711170904
52104.56103.2599592548061.30004074519351
53104.61104.5599448241950.0500551758045731
54104.62104.6099978755780.0100021244215753
55105.03104.6199995754940.410000424506123
56104.93105.029982598927-0.0999825989274683
57104.73104.930004243421-0.200004243421105
58104.33104.730008488499-0.400008488499381
59104.6104.3300169769990.269983023001188
60104.41104.599988541489-0.189988541489498
61104.63104.4100080634170.219991936583014
62105.55104.6299906631910.920009336808974
63106.12105.5499609533350.570039046664945
64106.62106.1199758066330.500024193367139
65106.72106.6199787781750.100021221824989
66106.52106.71999575494-0.199995754939678
67106.79106.5200084881390.269991511860908
68106.95106.7899885411290.16001145887077
69106.92106.949993208858-0.0299932088582437
70106.74106.92000127296-0.180001272959672
71108.13106.7400076395411.38999236045862
72107.86108.129941006505-0.269941006505263


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73107.860011456727106.475751486644109.244271426811
74107.860011456727105.902413775411109.817609138043
75107.860011456727105.46247069607110.257552217384
76107.860011456727105.091579641398110.628443272057
77107.860011456727104.764817160201110.955205753253
78107.860011456727104.469400781588111.250622131866
79107.860011456727104.197737058558111.522285854896
80107.860011456727103.944878408592111.775144504863
81107.860011456727103.707388213316112.012634700139
82107.860011456727103.482764283122112.237258630333
83107.860011456727103.269117661838112.450905251617
84107.860011456727103.064980815212112.655042098243