Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.931014256544288
beta0.206391957488703
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13299.5239.39449786324860.105502136752
14347.4351.546379551372-4.14637955137209
15338.3347.761267230222-9.46126723022172
16327.7334.364066404668-6.66406640466812
17351.6356.944740044102-5.34474004410174
18396.6403.143379598236-6.54337959823573
19438.8386.10623302541252.6937669745876
20395.6440.036691546718-44.4366915467175
21363.5394.211126862163-30.7111268621633
22378.8340.71716383111738.0828361688831
23357415.401624919934-58.4016249199345
24369374.768913175063-5.76891317506329
25464.8445.99674360433918.8032563956606
26479.1503.369179174461-24.2691791744608
27431.3464.722125847542-33.4221258475416
28366.5408.845143482560-42.3451434825595
29326.3371.076136331253-44.7761363312532
30355.1345.68289589469.4171041053998
31331.6315.86057540555415.7394245944456
32261.3289.853347712182-28.5533477121820
33249223.98226688487025.0177331151295
34205.5202.0469809716703.4530190283304
35235.6206.10879475745229.4912052425480
36240.9236.0996722582714.80032774172892
37264.9306.056870999756-41.1568709997564
38253.8280.306744485138-26.506744485138
39232.3214.18766165789118.1123383421087
40193.8190.8195836384262.98041636157421
41177188.936240573508-11.9362405735080
42213.2198.0209103501815.1790896498201
43207.2175.27135635993031.9286436400704
44180.6165.66389925145914.9361007485408
45188.6156.717367634731.8826323652999
46175.4153.74447165936621.6555283406338
47199194.1057557863644.89424421363597
48179.6212.323203513490-32.7232035134896
49225.8249.794787152436-23.9947871524365
50234249.950934783951-15.9509347839508
51200.2207.683360947197-7.48336094719704
52183.6165.46894187736818.131058122632
53178.2185.600786619152-7.40078661915223
54203.2210.588865862496-7.38886586249606
55208.5173.45745029659735.0425497034026
56191.8171.64893628859520.1510637114047
57172.8175.800849222989-3.00084922298859
58148140.0165853412557.98341465874466
59159.4164.236672863252-4.83667286325192
60154.5166.673623033259-12.1736230332594
61213.2223.702169031232-10.5021690312323
62196.4239.39057988577-42.9905798857699
63182.8169.75261306159713.0473869384029
64176.4149.58446528071126.8155347192886
65153.6178.873926475988-25.2739264759875
66173.2186.621865566447-13.4218655664472
67171145.04072536644125.9592746335586
68151.2130.24278757188320.9572124281166
69161.9130.19752414363531.7024758563652
70157.2130.79812557626226.4018744237381
71201.7178.1386538043723.5613461956299
72236.4218.82220379632217.577796203678
73356.1321.69568582985234.4043141701481
74398.3403.611023511471-5.31102351147098
75403.7406.818941593635-3.1189415936347
76384.6403.342954976271-18.7429549762708
77365.8408.662580727233-42.8625807272334
78368.1419.512325649181-51.4123256491812
79367.9356.63771984107511.2622801589251
80347336.34697264586810.6530273541316
81343.3334.0050200783999.29497992160105
82292.9315.627954770634-22.7279547706338
83311.5309.8411669362801.65883306372035
84300.9318.320944264907-17.420944264907
85366.9371.646305877894-4.74630587789386
86356.9388.724539548477-31.8245395484767
87329.7336.657017800339-6.95701780033909
88316.2297.05019138995819.1498086100416
89269311.786148591763-42.7861485917631
90289.3297.933467787587-8.633467787587
91266.2263.2465906251952.95340937480455
92253.6217.61790278623435.9820972137661
93233.8226.0708341345447.72916586545617
94228.4191.03281513638837.3671848636118
95253.6241.43127995509512.1687200449046
96260.1258.9526747867561.14732521324379
97306.6334.580689426555-27.9806894265545
98309.2327.835752397094-18.6357523970942
99309.5291.97334398816917.5266560118306
100271283.877458081835-12.8774580818352
101279.9265.28400488888514.6159951111154
102317.9319.020759041934-1.12075904193443
103298.4305.362418845651-6.96241884565143
104246.7264.109866220531-17.4098662205309
105227.3221.9750014270045.32499857299592
106209.1187.35123164087421.7487683591257


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
107219.077216722963170.752129011988267.402304433938
108219.777597650389147.104849866391292.450345434387
109287.376112509797190.827733352295383.924491667299
110307.750955103168186.80240432511428.699505881226
111295.739011578135149.53822630925441.93979684702
112269.86591721645997.4350712451952442.296763187724
113268.27047918171268.5852591143745467.955699249049
114307.61766381199879.6428952150977535.592432408898
115295.11887517170237.8257063089802552.412044034423
116261.484664602242-26.1409255037481549.110254708233
117242.329343696241-76.6237331483823561.282420540865
118208.060039970237-143.194830840926559.3149107814