Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.390729284726388
beta0.122141405310284
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13688698.392361111112-10.3923611111115
14679684.902081797484-5.90208179748402
15677680.176280501588-3.17628050158783
16673674.613944074414-1.61394407441389
17694695.168367346843-1.1683673468433
18690691.424464403764-1.42446440376432
19673670.7625153826252.23748461737478
20659659.596512633478-0.596512633478483
21657658.669716063091-1.66971606309073
22654656.368901580986-2.36890158098629
23644654.723507518725-10.7235075187252
24643650.38528651341-7.38528651340994
25638634.8755211921743.12447880782577
26626627.938899260585-1.93889926058478
27621625.14795665825-4.14795665824988
28615618.837047553824-3.83704755382394
29640637.3674239770552.63257602294527
30633633.70713348529-0.707133485290683
31620614.3453240258325.65467597416762
32610601.7396683503088.26033164969238
33601602.994136681446-1.99413668144632
34595599.49959347137-4.49959347136951
35585591.188798507169-6.18879850716928
36584590.130056430245-6.13005643024474
37580581.047698397987-1.04769839798746
38574568.7304626561115.26953734388906
39560567.088716376729-7.08871637672928
40550559.3564116933-9.35641169329995
41580578.9467732780931.05322672190709
42569571.834034522757-2.83403452275684
43551554.615179000695-3.61517900069487
44536538.630604842518-2.63060484251844
45535527.5176922252147.48230777478591
46526524.7874020181211.21259798187907
47517516.5399843676570.460015632343129
48512517.29286799924-5.29286799923955
49510510.852059573827-0.852059573827432
50501501.687412756266-0.687412756266042
51496489.1315390881546.86846091184623
52491485.0801169572715.91988304272934
53524517.3197564126856.68024358731498
54514510.6439028184483.3560971815524
55495496.269843131521-1.2698431315207
56479482.815520472513-3.8155204725125
57479478.3585668345880.641433165412195
58467469.766359294742-2.76635929474162
59451459.946790759489-8.9467907594888
60459453.5112342304655.48876576953495
61461454.4954635833246.50453641667639
62460449.16333977575810.8366602242417
63452447.1215799305794.8784200694206
64449443.0274251689885.97257483101197
65483477.0662082577565.93379174224356
66470469.3530551704310.646944829568554
67442452.25237432666-10.2523743266601
68419434.458996661324-15.4589966613245
69419428.334101003334-9.33410100333401
70406413.457831128752-7.45783112875159
71393397.505653553361-4.50565355336096
72396401.278533359715-5.27853335971474
73390397.838674058958-7.8386740589578
74389388.0212865886620.978713411337651
75373376.5067066705-3.5067066704998
76371367.411849798453.58815020155026
77407397.990520150829.00947984918042
78391385.8999734992835.10002650071704
79357361.753091982011-4.75309198201086
80327341.053137330405-14.0531373304053
81321337.393300057954-16.3933000579545
82317318.74908429431-1.74908429430985
83300304.945735761255-4.94573576125543
84304306.17434607908-2.17434607907967
85296300.634286378242-4.63428637824171
86296295.8407713796590.159228620340798
87283279.6336987723973.366301227603
88279276.2355639682022.76443603179825
89319308.4446794315710.55532056843
90295293.2992335964881.7007664035122
91255260.381729032973-5.38172903297345
92227232.300684944992-5.30068494499199
93228229.583381261816-1.58338126181627
94233225.3034049182187.69659508178216
95210213.349200152569-3.34920015256853
96219217.0724100304581.92758996954242
97212212.014348766512-0.0143487665121427
98209212.54503141966-3.54503141966003
99201197.2662928435943.7337071564063
100198194.0842711053433.91572889465706
101245231.98418840669813.0158115933016
102216213.016933151932.98306684806994
103173176.958125888556-3.95812588855557
104144150.223465408778-6.22346540877811
105143150.10717204787-7.10717204786951
106152149.756011476522.24398852348037
107127129.114317441323-2.11431744132344
108141136.7668430228594.23315697714131
109129131.768316473222-2.76831647322248
110127129.282219346418-2.28221934641766
111113119.202305010908-6.20230501090795
112117112.0453887143874.95461128561318
113174155.74171739423118.2582826057694
114143132.80646009193910.1935399080613
11510395.7763131479727.22368685202804
1168173.00453546927927.99546453072082
1179279.558191390461212.4418086095388
11810495.12835180234568.87164819765435
1198177.32276367682033.67723632317968
1208994.283819984435-5.28381998443496


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12184.025019544200571.767024419902896.283014668498
12285.77294567972772.388463990013399.1574273694406
12377.161481230157162.510175607182491.8127868531318
12482.486683049532866.440122007804298.5332440912614
125135.377295911256117.818170014486152.936421808027
126102.5476775510683.3685858841437121.726769217976
12761.391988969953740.494129181785282.2898487581222
12837.589999399540814.881932117964360.2980666811172
12944.669115647856520.065673963491669.2725573322214
13053.54942246006126.970783092854980.1280618272672
13129.03594558331930.40685266920842357.6650384974302
13238.84832257830518.0974449995050869.5992001571051