Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.90268835297018
beta0.176277296760850
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13692.4684.0051451236528.39485487634829
14695.7696.594880733925-0.894880733925334
15697.2698.486464448622-1.28646444862147
16696.8697.544674972548-0.744674972548069
17696.4696.955381403424-0.555381403424462
18695.9696.451132961243-0.551132961242729
19696.2702.754426404273-6.55442640427282
20697.2696.2530129881380.946987011861552
21705.2696.5600814596238.63991854037715
22706.2705.4056564459390.794343554061243
23707.4709.157720691802-1.75772069180198
24708.7712.198845026445-3.49884502644522
25710713.99324936466-3.99324936466064
26711.3713.02706703545-1.72706703544986
27711.5712.493418892771-0.993418892770933
28710.7710.2395793643260.460420635674041
29710709.3241377416630.67586225833702
30709.2708.6998413141630.500158685837505
31707.9714.412560412607-6.51256041260751
32706.1707.641520449921-1.54152044992099
33704.4705.013467569147-0.613467569147474
34702.7701.8657908119070.834209188093041
35701.5702.531651568538-1.03165156853834
36700.8703.275296545231-2.47529654523146
37700703.297219569422-3.29721956942183
38699.3700.648722065727-1.34872206572754
39698.8698.0768571280410.723142871959453
40698.4695.3808600797033.01913992029665
41696.8695.0780227810151.72197721898533
42695.1693.8377133105251.26228668947465
43694.3698.009258771678-3.70925877167838
44693.4693.2350551356970.164944864302583
45692.4691.5016138783110.898386121688645
46691689.3854936474551.61450635254516
47689.7690.189028164016-0.489028164015735
48688.3690.948805642573-2.64880564257339
49686690.351764831617-4.35176483161717
50683.6686.406798071727-2.80679807172692
51682.6681.9814128099020.618587190098424
52681.9678.7080195382643.19198046173631
53681677.772730799733.2272692002698
54679.9677.4223595591032.47764044089661
55678.5681.856404706074-3.35640470607404
56677.5677.551304835978-0.0513048359782715
57678675.4515836915932.54841630840667
58679674.9381546780454.06184532195516
59679.8678.1413212729751.65867872702495
60681.3681.338164067972-0.0381640679718203
61684.2684.0550264798380.144973520162011
62687686.1863625892320.813637410768251
63688.4687.8163706829440.583629317056079
64689.5687.187912744862.31208725513989
65691.1687.7283570040583.37164299594247
66693.3689.7089479504413.59105204955858
67695.9697.115371278848-1.21537127884847
68698697.9048086265930.0951913734072605
69699.6699.0261304018350.573869598164947
70701.6699.3492915243352.25070847566496
71703.5702.9082447566690.591755243331249
72705.5707.103683877399-1.60368387739868
73708.1710.35574720215-2.25574720215036
74709.6711.910659925909-2.31065992590914
75710.3711.67951757201-1.37951757200995


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
76710.051098077342704.612480579747715.489715574936
77708.820264466602700.900829447093716.739699486111
78707.460950791398697.154156568736717.767745014059
79710.364874086449697.59574101564723.134007157258
80711.748664191939696.475068322154727.022260061723
81712.16666262262694.330986273687730.002338971553
82711.360379630604690.913822607338731.806936653871
83711.616771213069688.44968128461734.783861141527
84713.883003828457687.841054684109739.924952972805
85717.606573058886688.535385202097746.677760915676
86720.63167034423688.454354912587752.808985775873
87722.368428596778687.041333199465757.695523994091