Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.121313434871579
beta0
gamma0.727613202056801


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13614647.620192307693-33.6201923076928
14647666.82278845398-19.8227884539805
15580581.282528387406-1.28252838740593
16614613.0331176195860.966882380413608
17636637.014923931782-1.01492393178171
18388383.9646438463284.03535615367218
19356400.360363918437-44.3603639184371
20639357.218366288849281.781633711151
21753673.47510798091779.5248920190827
22611712.653722945721-101.653722945721
23639650.144604470535-11.1446044705352
24630565.86545804477364.1345419552268
25586669.890483722475-83.8904837224753
26695691.8159047593823.18409524061758
27552620.920291796552-68.920291796552
28619645.90365877734-26.9036587773400
29681665.23733814358315.7626618564166
30421417.4512706134373.54872938656263
31307402.846445716454-95.8464457164538
32754561.975406134494192.024593865506
33690738.031789830672-48.0317898306716
34644645.900615091595-1.90061509159455
35643653.359345657001-10.3593456570012
36608617.304728146627-9.3047281466271
37651617.78167980020433.2183201997957
38691709.584576940514-18.5845769405137
39627589.94862830408837.0513716959123
40634654.650861703136-20.6508617031362
41731702.02154312360928.9784568763912
42475448.02982530951126.9701746904890
43337372.718633002093-35.7186330020926
44803723.19051108350179.809488916499
45722732.155099517306-10.1550995173059
46590674.11256343875-84.1125634387495
47724666.18984199112257.8101580088784
48627639.079364443766-12.0793644437661
49696666.4065689317929.5934310682096
50825724.649849687071100.350150312929
51677655.01278823862421.9872117613761
52656680.995963101049-24.9959631010490
53785759.56972968714625.4302703128540
54412503.863586117536-91.8635861175355
55352374.056552474132-22.0565524741315
56839800.04802972748738.9519702725128
57729746.537737331535-17.5377373315350
58696640.31533133655555.6846686634447
59641740.089324952775-99.089324952775
60695649.26138918073845.7386108192617
61638710.245940337771-72.2459403377711
62762801.372617178017-39.3726171780174
63635664.684436579969-29.6844365799691
64721654.36073791936966.639262080631
65854776.290795442877.7092045571995
66418451.935672033139-33.9356720331388
67367373.786776918547-6.78677691854745
68824840.636112721433-16.6361127214334
69687744.265886513551-57.2658865135514
70601680.038224210279-79.038224210279
71676664.51470523431711.4852947656833
72740679.69582022992260.3041797700785
73691667.01466217107823.9853378289220
74683790.832846030486-107.832846030486
75594652.033599524172-58.0335995241725
76729699.85474005452829.1452599454718
77731824.313772088603-93.313772088603
78386407.831788073037-21.8317880730366
79331348.508738408874-17.5087384088740
80706807.760243024426-101.760243024426
81715675.08691630786439.9130836921358
82657608.72835639702548.2716436029752
83653666.524898539208-13.5248985392084
84642709.883999619971-67.883999619971
85643658.431661515548-15.4316615155482
86718693.19087606681124.8091239331891
87654602.32172927711551.678270722885
88632719.189669589688-87.1896695896876
89731751.242271053243-20.2422710532435
90392389.3264154948362.67358450516389
91344335.7401123787728.25988762122779
92792744.2520081751847.7479918248206
93852720.294022610471131.705977389529
94649670.41516860093-21.4151686009303
95629680.24851913296-51.2485191329597
96685684.2770760780830.7229239219173
97617674.682764306154-57.6827643061538
98715730.044054979828-15.0440549798276
99715651.51880847986663.4811915201341
100629681.034224826663-52.0342248266631
101916760.154067953868155.845932046132
102531434.25119065547196.7488093445294
103357395.649045274614-38.6490452746141
104917823.71673762752693.283262372474
105828858.960821867563-30.9608218675631
106708691.45122212070716.5487778792930
107858686.816337372139171.183662627861
108775751.05653375607123.9434662439289
109785706.93786259559978.0621374044014
1101006806.02763420346199.972365796539
111789803.791409161267-14.7914091612669
112734749.957225437861-15.9572254378614
113906966.360612916558-60.360612916558
114532576.445589425618-44.445589425618
115387434.148867993739-47.1488679937387
116991945.53553973479445.4644602652058
117841895.543857846838-54.5438578468385
118892755.54829394039136.451706059609
119782864.324122550107-82.324122550107
120813803.6732906908389.32670930916152
121793792.381855271750.618144728250172
122978960.01919650535717.9808034946434
123775798.397030742782-23.3970307427824
124797742.77351192839554.2264880716049
125946939.3020898315466.6979101684542
126594567.69734002102526.3026599789748
127438432.2550069506965.74499304930379
12810221009.2701853309912.7298146690063
129868891.36763848615-23.3676384861495
130795877.266026191264-82.2660261912636


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
131819.635454044015689.008340930445950.262567157586
132827.568048691115695.983230021659959.15286736057
133809.577390092995677.041786091045942.112994094944
134988.240452822233854.7608358312881121.72006981318
135797.982306238411663.565305915024932.399306561798
136794.825288352778659.477396607744930.17318009781
137954.388356217866818.1159319211171090.66078051461
138594.505238007991457.314511471533731.695964544449
139442.728619029250304.625696281435580.831541777066
1401023.51255598068884.5034228441261162.52168911724
141880.987023479102741.0775494637061020.8964974945
142832.063892109122691.259834130835972.86795008741