Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.89671060620721
beta0.0197678226141182
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13369.6353.99483740719315.6051625928071
14370.6369.0814408172611.51855918273935
15374.2374.1257621229580.0742378770420942
16378.1378.255717087245-0.155717087244909
17381381.114345384329-0.114345384329283
18383.2383.1916809419880.00831905801214816
19387.3385.9082299774351.39177002256457
20391.4389.9700425300741.4299574699258
21395.1397.292047851685-2.19204785168517
22399.1400.69110762242-1.59110762241988
23403401.3838089798571.61619102014305
24406.3405.8297560632590.470243936741383
25410.2408.9507938243521.24920617564817
26413.3409.4026070441433.89739295585696
27418.4416.592462156671.80753784333018
28421.4422.505692621897-1.10569262189659
29422.5424.631237106153-2.13123710615258
30425.5424.9038773096480.596122690352274
31427.3428.363693136165-1.06369313616511
32430.7430.252800531590.447199468409735
33433.2436.608648244368-3.40864824436778
34437.5439.218371553367-1.71837155336652
35439.9440.079455489796-0.179455489796055
36443442.7567083811020.24329161889824
37445.6445.701086571794-0.101086571793587
38446.2444.8627767686681.33722323133173
39449.3449.471708512306-0.171708512306054
40453.9453.2384525445680.661547455431787
41458456.7311340894181.26886591058218
42461.2460.2407452721050.959254727894688
43463.7463.790905073825-0.0909050738254678
44466466.683967340224-0.683967340224058
45468.3471.788304381945-3.48830438194483
46471.7474.68858787976-2.98858787976047
47474.7474.4710928785960.228907121404404
48477.3477.492571786892-0.192571786892302
49479.8479.922631044661-0.122631044661262
50482.6478.8751215768643.72487842313637
51485.6485.4680974852210.131902514779256
52488.5489.657838051797-1.1578380517974
53492491.5293015367790.470698463220856
54494.8494.1777142059550.622285794045354
55498.3497.2157386745661.08426132543451
56502.1501.0445771941571.05542280584342
57505.8507.583895216314-1.78389521631362
58511.7512.323359337846-0.623359337845898
59516.6514.6010464729691.99895352703084
60521.3519.2366353552962.06336464470348
61526.1523.7917595045522.30824049544765
62530.4525.1534013014655.24659869853542
63534.7532.9234399752181.77656002478159
64538.4538.772795158354-0.372795158354506
65544.6541.7640556310582.83594436894214
66547.7546.7489934272840.951006572715983
67551.4550.3641216774091.03587832259097
68554.3554.41319073027-0.113190730270162
69557.5560.109512578213-2.60951257821262
70560.7564.831871282895-4.13187128289519
71563.8564.431441683578-0.631441683578146
72566.2566.838614035438-0.638614035437854
73567.2569.059784381197-1.85978438119685
74569.3566.7285940903322.57140590966844
75570.9571.679987158322-0.77998715832166
76573574.99906628199-1.99906628199028
77575.1576.790908111277-1.69090811127649
78578.1577.28587177920.814128220800399
79581580.5780854006120.42191459938806
80584.4583.750917949120.64908205087977


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
81589.814302500527584.795630564313594.832974436741
82596.79312202021589.97279171276603.613452327661
83600.427931146376592.153183968304608.702678324449
84603.336393656504593.789690165921612.883097147086
85605.931491583592595.228942530839616.634040636346
86605.491263286022593.759436692577617.223089879467
87607.684583683734594.938176220755620.430991146713
88611.586757062017597.838118649579625.335395474456
89615.233749051171600.522851071449629.944647030892
90617.47422857682601.860758450715633.087698702925
91619.969954792948603.471547522696636.4683620632
92622.774640455465606.071119538158639.478161372773