Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.866614635189143
beta0.080946438363641
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1337403596.55048076923143.449519230769
1438003792.218890783837.78110921617463
1538203820.86091104197-0.860911041970212
1638603860.70323770118-0.703237701175567
1738453849.17454137136-4.17454137136065
1838653868.51138770492-3.51138770491798
1939004005.88494441569-105.884944415689
2040503926.9039833436123.096016656402
2141654059.78804877344105.211951226557
2241004176.42907326572-76.4290732657237
2340754117.58754305085-42.5875430508504
2441104098.0027556278711.9972443721299
2541704221.11427607781-51.1142760778112
2642354227.466548268737.53345173127309
2743204252.1157279168167.8842720831899
2843704353.7516008625716.2483991374284
2944604359.83649978991100.163500210087
3045754480.3880024386794.6119975613256
3145104706.73020762404-196.730207624044
3245104590.78000408904-80.7800040890434
3345254541.51076269211-16.5107626921063
3445704516.8121851868353.1878148131664
3546704572.280392438797.7196075613001
3647354688.8789853405746.1210146594331
3747304842.8486106741-112.848610674098
3846804808.89722833788-128.897228337879
3947254719.166448893585.83355110641787
4047504751.5909190518-1.59091905179775
4147504743.607763110196.39223688980564
4247404765.77594551252-25.7759455125215
4347804824.10299097968-44.1029909796835
4448354841.77011009909-6.77011009908983
4548654856.285532276728.71446772327727
4648854855.5878428721529.412157127852
4749154887.567323329427.4326766705981
4849254922.61686902492.38313097509763
4949705000.65533077564-30.6553307756367
5050155024.73595164228-9.735951642283
5150305053.54503561652-23.5450356165202
5250305054.76023052194-24.7602305219389
5350105021.37868740357-11.3786874035677
5449855016.22458393962-31.224583939621
5549555059.37200336775-104.372003367748
5650005017.54774451006-17.547744510056
5750055011.79145306319-6.79145306319424
5849904986.332070106153.6679298938534
5950154979.8464469550235.1535530449837
6050305002.8966431285127.1033568714884
6151255084.3361441864540.6638558135483
6250555164.40132784838-109.401327848384
6350555089.39351821964-34.3935182196437
6450005064.68066565827-64.680665658273
6549804979.323493459480.676506540521586
6649504963.65021182746-13.6502118274602
6749854995.18464168559-10.1846416855942
6849305036.08639584236-106.086395842358
6949454938.345796270336.65420372967401
7049304910.186800250219.8131997497976
7149204907.2782614237412.7217385762615
7249204893.6269987680226.3730012319847
7349654960.003159288264.99684071174033
7449704970.40109207801-0.40109207801288
7549554988.7645294024-33.7645294024005
7650504949.50613205781100.493867942189
7750655016.5454339739648.4545660260374
7850655044.2540597409320.7459402590684
7950655112.35953942879-47.3595394287941
8050855111.94588178733-26.9458817873265
8150655107.07200210279-42.0720021027882
8249205044.2677140922-124.267714092195
8348804911.26979809082-31.2697980908206
8449554853.94887463082101.05112536918
8550054980.0627167570224.9372832429781
8650105006.291926355793.70807364420671
8750255023.325090667351.67490933265071
8850055034.73204722985-29.7320472298452
8949754974.884030567710.115969432286875
9049704946.5245205785623.475479421435
9149804997.62138469852-17.6213846985247
9249005017.49844320626-117.498443206257
9348854917.57689336244-32.5768933624413
9448954838.147684294756.852315705295
9548454873.33123721961-28.3312372196078
9648754835.228365878639.7716341214045
9748254892.80709147542-67.8070914754207
9847654824.04810348065-59.0481034806508
9947304770.23944644677-40.2394464467661
10046304722.00810949607-92.0081094960688
10145404588.6779370129-48.6779370129043
10245554494.2317712146660.7682287853386
10345204547.86446117379-27.8644611737918
10445204520.52314013793-0.523140137925111
10545054516.48769371923-11.4876937192257
10644854451.9289373369833.0710626630234
10744554438.1385251287616.8614748712444
10844104434.45194210554-24.4519421055356
10943454403.68660204497-58.6866020449661
11043504326.3021340352423.6978659647639
11143154334.81797173494-19.817971734944
11242454286.91838221204-41.918382212044
11342154195.8294546267219.1705453732793
11441754172.592964858242.40703514175948
11541104157.54535720203-47.5453572020324
11640854109.13328390184-24.1332839018442


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1174073.856261898563962.607066169644185.10545762749
1184016.684080969043864.247235759174169.12092617891
1193961.239451900323772.069972522854150.4089312778
1203925.414812805023701.489622772464149.34000283757
1213900.973719332753643.231610012964158.71582865253
1223879.253868223443588.096846645754170.41088980113
1233853.583088603223529.1011224594178.06505474745
1243813.455066341423455.542776719154171.36735596369
1253763.327033412313371.750476308784154.90359051584
1263716.38170214193290.819330551584141.94407373223
1273687.556993145023227.626117997684147.48786829236
1283681.778315552383187.052896553854176.5037345509