Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.819981198634985
beta0
gamma0.36170856285575


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13377.26371.0094009861736.25059901382747
14381.87380.6534523257781.21654767422211
15387.09386.7846854035840.305314596415542
16387.14387.0567757848510.0832242151486184
17388.78388.825149863074-0.0451498630741298
18389.16389.265075296243-0.105075296243399
19389.16387.8417028858531.31829711414656
20389.42389.3856165633720.0343834366279339
21389.49389.780181762214-0.290181762214388
22388.97390.251480232465-1.28148023246501
23388.97390.108153321152-1.13815332115161
24389.09389.142786199201-0.0527861992012504
25389.09389.411700235456-0.321700235455864
26391.76393.442763553845-1.68276355384546
27390.96397.245105879771-6.28510587977144
28391.76392.08465841396-0.324658413959867
29392.8393.517515622571-0.717515622571284
30393.06393.39566249269-0.335662492690005
31393.06391.8520616521621.20793834783842
32393.26393.2149869192020.0450130807977871
33393.87393.5899158395960.280084160403646
34394.47394.4592924780460.0107075219539183
35394.57395.382508750227-0.812508750226812
36394.57394.739916522341-0.169916522341055
37394.57394.884289398671-0.314289398670951
38399.57398.8766134144120.693386585587859
39406.13404.394697407011.73530259299025
40407.03406.173451415860.856548584140455
41409.46408.5717194908410.888280509158676
42409.9409.7665346507380.133465349261485
43409.9408.611929830671.2880701693299
44410.14409.9314996244890.208500375511392
45410.54410.4247800686920.11521993130782
46410.69411.12222154037-0.432221540369824
47410.79411.61969456224-0.829694562240149
48410.97410.9633245625070.00667543749352717
49410.97411.210047304557-0.240047304556867
50413.8415.463371320798-1.66337132079764
51423.31419.2600274987574.04997250124268
52423.85422.8470908299691.0029091700307
53426.6425.3923754819291.20762451807127
54426.26426.772029721534-0.512029721534475
55426.26425.0718819114551.18811808854525
56426.32426.2039641104760.116035889523857
57427.14426.5853322672710.554667732729229
58427.55427.586994785885-0.036994785884815
59428.29428.372378789186-0.0823787891861798
60428.8428.3411151691620.45888483083786
61428.8428.906076870355-0.106076870355423
62434.87433.3183763748031.55162362519712
63435.66440.342157117929-4.68215711792919
64440.75436.537556922114.21244307789021
65440.99441.752560118548-0.762560118547981
66441.04441.37684357471-0.336843574709519
67441.04439.8528142589921.18718574100774
68441.88440.8801315348570.999868465142526
69441.92441.987223002533-0.0672230025326712
70442.48442.4206876811270.0593123188732534
71442.81443.272939334154-0.462939334153987
72442.81442.930735112249-0.120735112248781


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73442.953466191857440.039142476251445.867789907462
74447.676735916962443.688840086301451.664631747624
75453.146680611524448.300860102057457.992501120991
76453.739854625222448.19702983131459.282679419134
77455.187359970545449.018151040117461.356568900972
78455.438726850363448.714627965866462.162825734861
79454.217353022748447.002152034425461.432554011071
80454.227550443335446.539271387208461.915829499462
81454.421043813924446.286292900401462.555794727447
82454.901506337178446.340333017753463.462679656603
83455.66251589777446.691237722396464.633794073145
84455.692924282653446.414336077752464.971512487554