Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.972448439053752
beta0.065187907046855
gamma0.74672997962751


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13465598.841346153846-133.841346153846
14426427.057687387933-1.05768738793273
15384381.2072415304412.79275846955909
16379370.9448606088458.05513939115468
17381364.768837550716.2311624492999
18380361.53083256358418.4691674364157
19351437.348300583373-86.3483005833725
20346319.38740446655626.6125955334442
21339337.6288445406891.37115545931061
22336184.91120573548151.08879426452
23333259.07238690015473.927613099846
24324319.3847081496354.61529185036505
25324326.583347633008-2.58334763300775
26321298.68668140893122.3133185910689
27304290.63760524725813.362394752742
28343306.42699969570436.5730003042963
29407345.6242198450561.3757801549499
30389406.667757603921-17.6677576039215
31361463.23135747429-102.23135747429
32353349.1860587070813.81394129291914
33361360.3294684223690.670531577630754
34387225.558114524396161.441885475604
35692324.403341714789367.596658285211
36704703.6875777293210.31242227067878
37742741.100942183470.899057816529762
38721751.870850931602-30.8708509316018
39843723.315216968909119.684783031091
40847881.111610370015-34.1116103700145
41945885.73757611037559.2624238896245
42946976.621408986575-30.6214089865755
439461051.5489521942-105.548952194195
44945968.949363229427-23.9493632294269
451082983.75992013076498.2400798692356
461075984.09288038183190.907119618169
478201051.0320117677-231.032011767702
48832835.12017193719-3.12017193719021
49851863.485776372315-12.4857763723148
501090854.015705244088235.984294755912
5112031098.40655986511104.593440134886
5212391247.75274082413-8.75274082412693
5315351289.95696615997245.043033840028
5415271582.42764176637-55.427641766368
5514801652.89237188301-172.892371883008
5614521523.41604587531-71.4160458753065
5713831508.50504393868-125.505043938681
5813811290.8463876325890.1536123674177
5914291350.1214115212478.8785884787642
6013761459.60850674546-83.6085067454574
6116021423.74625883426178.253741165736
6215971631.19937532074-34.1993753207355
6320031619.3468350314383.653164968603
6419582064.62186675377-106.621866753769
6519972037.56038568516-40.5603856851599
6619862048.69525362652-62.6952536265158
6721292111.7957770346317.2042229653739
6821152183.43673986894-68.4367398689442
6922972184.66944002179112.330559978208
7022502232.1666458202317.8333541797674
7123092245.7335933898663.2664066101388
7226482360.55763393382287.44236606618
7326272738.29421082749-111.294210827492
7427112688.8345040620822.1654959379221
7527322772.99224228452-40.9922422845234
7628252800.9173558543224.0826441456752
7729322916.2865539676115.7134460323941
7829102999.22489286576-89.2248928657636
7929693054.02422888183-85.0242288818295
8029993033.86459966967-34.8645996696705
8129653082.96495334939-117.964953349386
8228462901.47008431983-55.4700843198329
8328472836.9436783867210.05632161328
8427512893.51840931585-142.518409315852


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
852806.563495857812586.10600545053027.02098626513
862836.759195273832519.34900811623154.16938243146
872865.33941967842465.996233238953264.68260611785
882904.341442338062429.821285499333378.8615991768
892964.467926264992418.369916544713510.56593598526
902997.319287147482381.667953424223612.97062087075
913111.980282199552427.896531502553796.06403289656
923153.932768761072401.97154022943905.89399729274
933215.836083089862396.176085472674035.49608070705
943138.428418373332250.987345038544025.86949170812
953120.794901316082165.303539086524076.28626354564
963155.416860403642131.468922815034179.36479799225