Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.936888096626754
beta0.828413409801924
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3105.49411.4
4107.1108.528413856660-1.42841385666023
5110.7109.9294036791920.770596320807812
6117.1113.9887033945203.11129660547955
7118.7122.655750040687-3.95575004068711
8126.5121.6315859050844.86841409491615
9127.5132.653201568736-5.15320156873645
10134.6130.2861270594234.31387294057691
11131.8140.136771032064-8.33677103206435
12135.9131.6647536259364.23524637406433
13142.7138.2584142533184.44158574668188
14141.7148.492642671913-6.79264267191309
15153.4142.92967795170410.4703220482955
16145161.666517380681-16.6665173806808
17137.7142.043779788519-4.34377978851876
18148.3130.59472767829517.7052723217053
19152.2153.544774772892-1.34477477289232
20169.4157.60333856867611.7966614313244
21168.6183.129708171458-14.5297081714576
22161.1172.714263433619-11.6142634336185
23174.1156.01607819118618.0839218088142
24179181.177255412026-2.17725541202628
25190.6185.6661421851494.93385781485097
26190200.646664629951-10.6466646299511
27181.6192.766778181890-11.1667781818905
28174.8175.732724587261-0.93272458726065
29180.5167.56291783362512.9370821663748
30196.8182.42843408555714.3715659144427
31193.8209.792114063494-15.9921140634945
32197196.2964536137740.703546386225923
33216.3198.98880262772117.3111973722788
34221.4230.676413252619-9.27641325261911
35217.9230.254699199796-12.3546991997960
36229.7217.36011480728912.3398851927106
37227.4237.17895585589-9.77895585589027
38204.2228.685170525644-24.4851705256441
39196.6187.4096160977579.19038390224287
40198.8184.81722650944913.9827734905508
41207.5197.5672289368419.93277106315867
42190.7214.231960486689-23.5319604866891
43201.6181.28010730281920.3198926971814
44210.5205.1834251675945.31657483240585
45223.5219.1566698630804.34333013692046
46223.8235.589084885880-11.7890848858802
47231.2227.7573620385253.44263796147504
48244236.8679959005527.13200409944841
49234.7254.970520049637-20.270520049637
50250.2231.66737334592318.5326266540773
51265.7259.1021727077266.59782729227436
52287.6280.4761766807547.12382331924613
53283.3307.871997784259-24.5719977842586
54295.4286.5013004581978.8986995418034
55312.3303.3954546155298.9045453844713
56333.8327.2061763838256.59382361617509
57347.7353.969679125931-6.26967912593091
58383.2363.81542905292319.3845709470772
59407.1412.741300397082-5.64130039708209
60413.6433.842344555343-20.2423445553430
61362.7425.553139948472-62.8531399484724
62321.9328.560139187149-6.66013918714884
63239.4279.044553711655-39.6445537116554
64191167.85690914811123.1430908518893
65159.7133.45632383186626.2436761681338
66163.4122.32916176781641.0708382321836
67157.6156.9697282443270.630271755672595
68166.2154.21118260358211.9888173964179
69176.7171.3992119598665.3007880401336
70198.3186.43541035693511.8645896430654
71226.2216.8296281670949.370371832906
72216.2252.159675901215-35.9596759012148
73235.9217.11113440497118.7888655950291


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
74247.938464450437215.801375336682280.075553564193
75261.162729970801197.417509287621324.907950653982
76274.386995491165172.100652888896376.673338093434
77287.611261011529141.070531905368434.15199011769
78300.835526531893105.022386029901496.648667033884
79314.05979205225764.4349482905303563.684635813983
80327.28405757262019.6677709464701634.90034419877
81340.508323092984-28.9949950765487710.011641262517
82353.732588613348-81.3209647179877788.786141944684
83366.956854133712-137.115284357096871.02899262452
84380.181119654076-196.211408376065956.573647684216
85393.405385174440-258.4647979036911045.27556825257