Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.172765202577926
beta0.0451012729291031
gamma0.48799554925451


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1335303296.25534188034233.744658119657
1435903411.00914103489178.990858965108
1538403683.94807332947156.051926670528
1635203391.63990211471128.360097885289
1728202734.2977194587685.7022805412425
1833103261.5035365661348.4964634338662
1928703185.15936421907-315.159364219074
2033403214.78241925944125.217580740564
2136603327.71297309968332.287026900317
2236503759.42374585773-109.423745857727
2336703828.96964525068-158.96964525068
2430503159.55039019543-109.550390195432
2537703975.09177665652-205.091776656516
2634803993.14916090484-513.149160904844
2737804133.07977108752-353.07977108752
2827503733.49494672498-983.49494672498
2936002850.04141899331749.958581006691
3035503465.3628673919884.6371326080211
3127503237.11581509467-487.115815094671
3234803402.1216732959777.8783267040303
3338703577.41250059275292.587499407252
3436403810.59001482815-170.590014828147
3533403835.72916819342-495.729168193423
3630303111.6171722836-81.6171722836029
3738503877.170974938-27.1709749379975
3834003786.74983300645-386.749833006453
3934503999.2623398488-549.262339848799
4030003295.89158127283-295.89158127283
4131903220.96016024734-30.9601602473399
4241003416.65529919119683.344700808806
4329603049.57082198847-89.5708219884709
4436403502.97291310917137.027086890832
4542103767.25230956895442.747690431053
4640403832.65806428563207.34193571437
4734703788.0455897081-318.045589708096
4833803259.39651767259120.603482327409
4944904081.03571540857408.964284591429
5036703923.37411745252-253.374117452522
5136504096.93221292507-446.932212925068
5235203517.927420713172.07257928683202
5334703608.14932352915-138.149323529146
5435704079.57235037685-509.572350376855
5534403190.97325038131249.026749618687
5635803793.58195960344-213.581959603438
5741204117.205927102712.79407289728988
5843704004.64691019846365.353089801542
5932503769.5465389644-519.546538964401
6032603375.89725237469-115.897252374692
6136104263.97728760316-653.977287603158
6236003637.90912753492-37.9091275349188
6336203754.8441862408-134.844186240797
6430203397.73544376775-377.735443767753
6532403349.49529986853-109.495299868529
6633603659.91471352756-299.914713527563
6734503099.39189254982350.608107450179
6836403519.210981496120.789018504001
6936903976.96591514383-286.965915143832
7038703947.46411759088-77.4641175908764
7138103261.94489055917548.055109440831
7234303207.31356195055222.686438049446
7339103930.93705063578-20.9370506357814
7438003662.13130082979137.868699170208
7541403770.86932687679369.130673123207
7633503407.27091034271-57.2709103427073
7733603529.67098172811-169.670981728113
7833103759.34548739577-449.345487395766
7928503440.97059337856-590.970593378555
8036303603.3628003963426.6371996036642
8143403877.53273518034462.467264819657
8242604065.20605918648194.79394081352
8336903684.484899230145.51510076985915
8429903405.79446318287-415.794463182875
8536203916.8080571899-296.808057189898
8635903658.344628378-68.3446283780036
8739403817.10222697917122.897773020828
8829703229.20060148505-259.200601485052
8934703260.13639144791209.863608552092
9043103434.2342195225875.765780477497
9130603289.69930325852-229.69930325852
9234803768.72085467694-288.720854676936
9341904166.7835927581223.2164072418809
9434704169.52764076024-699.527640760236
9526503549.93515348018-899.935153480177
9626202929.72777373428-309.727773734276
9736203492.91622283816127.083777161837
9830903389.0341502921-299.034150292103
9936203572.4610666595247.5389333404846
10028202804.0271447842215.9728552157803
10130603060.73773860549-0.737738605494997
10236003454.50530357619145.494696423806
10329402719.09130025381220.908699746194
10435503237.19523046171312.804769538286
10545903854.85191975921735.148080240788
10631203684.12427471974-564.124274719743
10728003003.37153461456-203.371534614562
10833802743.54131665027636.458683349727
10934903655.6818003949-165.681800394902
11029403336.06942873563-396.069428735628
11135003648.75057702184-148.750577021841
11229802838.24390962272141.756090377276
11330403115.50177967518-75.5017796751836
11441603560.36443994077599.635560059226
11531102942.37205587914167.62794412086
11638903496.47124086381393.528759136191


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1174307.300759689383617.617275304534996.98424407423
1183488.06972805622787.234262143134188.90519396927
1193057.808653576252345.036121802213770.58118535029
1203181.126539462762455.63080345853906.62227546702
1213663.520386095022924.516832635984402.52393955406
1223284.843458957552531.551345456484038.13557245863
1233774.193010253883005.837564713874542.5484557939
1243116.220063916112332.034334432033900.40579340019
1253289.739766460862488.966221576584090.51331134513
1264029.235418990123211.127305542834847.34353243741
1273137.623555018392301.446024437173973.80108559962
1283757.022012611292902.053029965974611.99099525661