Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.887063362952135
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13161.4162.988408119658-1.58840811965817
14159.55159.670954156608-0.120954156608377
15158.93158.6414748409990.288525159000983
16158.59158.269396290820.320603709179949
17158.29158.0120234472420.277976552758474
18158.03157.7710042816010.258995718398666
19158.03160.398564579869-2.36856457986894
20163.94158.4236457369295.51635426307092
21164.36163.9798161860790.380183813921235
22164.39164.781961337244-0.391961337243742
23163.22164.239998147262-1.01999814726244
24163.22163.0217598458620.198240154138404
25163.56163.2060366376850.353963362315312
26162.82161.7773185691461.04268143085397
27162.8161.8263029678470.973697032152614
28162.44162.0656381272450.374361872754861
29161.98161.8511380133400.128861986659700
30161.53161.4757011476300.0542988523695271
31161.53163.624934531806-2.09493453180568
32161.52162.783239097023-1.26323909702256
33162.07161.7454188428880.324581157111794
34161.84162.411037437629-0.571037437629315
35161.54161.63929403455-0.0992940345498994
36161.47161.3753623565390.094637643461141
37161.47161.485324012272-0.0153240122720888
38161.54159.8068061458711.73319385412901
39161.57160.4605279509251.10947204907515
40160.75160.752617256072-0.00261725607185781
41160.31160.1759868368560.134013163144033
42160.57159.7966984814470.773301518552955
43160.57162.341005598019-1.77100559801872
44159.65161.880584538051-2.23058453805066
45158.76160.1639906636-1.40399066359993
46158.95159.195108373789-0.245108373788639
47159.25158.7657618156570.484238184343127
48158.72159.041362181660-0.321362181659623
49158.72158.769886933931-0.0498869339310204
50158.72157.2581812936591.46181870634086
51158.53157.6007351043780.929264895621799
52157.92157.6073736197350.312626380265328
53157.89157.3258148607820.564185139218011
54157.81157.4003153820810.409684617919282
55157.81159.334725778587-1.52472577858745
56157.88159.040867223526-1.16086722352611
57157.52158.366533119890-0.846533119890438
58156.11158.023031262051-1.91303126205071
59155.61156.196501365030-0.586501365030216
60155.31155.431306109379-0.121306109379105
61155.31155.367952775427-0.0579527754268554
62155.31154.0198191738911.29018082610878
63153.09154.149974472932-1.05997447293200
64151.94152.322390544104-0.382390544103799
65151.73151.4527179351680.277282064832377
66151.65151.2552684811630.394731518837091
67151.65152.957948726459-1.30794872645936
68151.09152.897478113839-1.80747811383932
69149.94151.685059015895-1.74505901589504
70149.47150.424061041452-0.95406104145249
71149.15149.598012318800-0.448012318799755
72149.22149.0082032099740.211796790026256


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73149.247488166659146.861643746193151.633332587126
74148.103016024235144.913755587103151.292276461367
75146.823280544838142.995681993129150.650879096546
76146.012485186851141.638740885886150.386229487817
77145.556518425935140.697632983016150.415403868854
78145.126366557372139.826565024805150.426168089939
79146.286599953234140.579847389667151.993352516801
80147.329947567359141.243392436666153.416502698052
81147.727925486548141.283914166249154.171936806848
82148.104238082441141.321582965650154.886893199232
83148.181653396599141.076476483213155.286830309986
84148.063776223776140.650095120053155.477457327499