Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.405341516397662
beta0.0645237591066993
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
134187341871.09615384621.90384615382209
144187341779.222142406493.7778575935663
154155841405.4161630194152.583836980608
164073340576.4790569926156.520943007432
174499144877.2314970229113.768502977058
184564045534.1717842916105.828215708381
194466043083.74472472411576.2552752759
204236442254.4850959858109.514904014184
214334642622.433971141723.566028858972
224187343127.2491875559-1254.24918755586
234253842953.2366197872-415.236619787174
244285543172.2838475371-317.283847537095
254318643504.2025801328-318.202580132849
264236443356.2197803188-992.219780318759
274253842567.7899674447-29.7899674446817
284138241653.1072084585-271.107208458525
294499145729.7536375459-738.753637545895
304613145988.7650829425142.234917057474
314515144380.8048175463770.195182453732
324334642284.83186129681061.16813870324
334530943360.79159967771948.20840032228
344318643175.025692302710.9743076973318
354515144035.02260936531115.97739063465
364499144995.2664401623-4.26644016233331
374548245523.9880451544-41.9880451543868
384367845164.8508302686-1486.85083026862
394564044813.0013244913826.998675508745
404548244189.2755683561292.72443164404
414842648749.7850095058-323.785009505817
424776249839.8079810691-2077.80798106913
434515147786.2509018059-2635.25090180586
444383544474.729068255-639.72906825503
454564045336.035301065303.964698934957
464318643236.0973910562-50.097391056217
474499144631.142512449359.857487550966
484530944501.6650194171807.334980582913
494597345241.0856166163731.914383383679
504450244260.8387535551241.161246444884
514530945954.9647039048-645.964703904792
524580044942.199574603857.800425396956
534760448284.8361999313-680.836199931262
544613148097.4394800768-1966.43948007676
554416945670.8018853701-1501.80188537011
564204643948.2777569299-1902.27775692991
574401144768.8849704824-757.884970482381
583861141910.1063714955-3299.10637149555
594122442029.1184087832-805.118408783157
604269541460.19713909641234.80286090356
614416942105.89181206842063.10818793155
624204641186.0718966139859.928103386097
634204642432.325445505-386.325445505048
644204642254.6728995362-208.672899536243
654318644057.8108966109-871.810896610856
664155842831.2651329706-1273.26513297061
673942040782.7857848316-1362.78578483158
683763138702.9853460851-1071.98534608512
693892940386.9040899344-1457.90408993438
703386235561.1480702292-1699.14807022921
713696737681.5345498269-714.534549826865
723877138234.5301306554536.469869344604
733910238943.598890824158.40110917596
743729836340.3035158453957.696484154701
753745536691.7110932468763.288906753194
763696736922.374451872244.6255481278276
773861138277.1558839606333.844116039429
783745537175.4285699953279.571430004689
793517835618.6018533232-440.601853323213
803353134025.104459689-494.104459689021
813631535668.4631155134646.536884486566
823026931561.9971467506-1292.99714675062
833419534452.8753108064-257.875310806434
843598435967.19083926716.8091607330425
853598436259.503064035-275.503064035023
863386233962.9930105513-100.993010551298
873190033749.3314562978-1849.33145629783
883174232404.968954124-662.968954124
893353133537.7495960244-6.74959602444142
903190032149.614218601-249.614218601018
912879829820.1114522608-1022.11145226081
922666027813.961419273-1153.96141927302
932895629705.7598251896-749.759825189616
942355823681.0526182465-123.052618246482
952846427493.396920736970.603079264027
963107529532.83408020231542.16591979766
973190030173.33009084831726.66990915172
983009628748.24220761951347.75779238051
992781628076.1305270965-260.130527096477
1002944728116.95719409831330.04280590171
1013009630535.4797267162-439.479726716152
1022960428903.8667346922700.133265307846
1032469626601.1512471624-1905.15124716245
1042241824236.7548876324-1818.75488763237
1052404726160.1517587612-2113.15175876118
1061914019980.5285375869-840.528537586881
1072420724158.683305026548.3166949735169
1082601126146.3241742285-135.324174228503
1092748226154.86730664291327.13269335707
1102502924270.3441758116758.655824188445
1112273322315.730192243417.269807757013
1122404723506.8918485954540.108151404598
1132469624462.4458560571233.554143942896
1142339823708.4109734179-310.410973417867
1151849119347.4844861228-856.484486122834
1161635317387.6186982753-1034.6186982753
1171831619402.3874149899-1086.3874149899
1181291814371.1792525412-1453.17925254116
1191880718788.9858922318.0141077700282
1202241820613.7730092321804.22699076802


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12122287.519208780720258.815565062224316.2228524993
12219501.65454152517292.147107864121711.1619751859
12316991.325795280114594.678910549519387.9726800106
12418030.292227918315440.456602096920620.1278537396
12518514.391652675415725.565652700221303.2176526506
12617265.874310904714272.472820816920259.2758009925
12712637.82177259399434.4508668727215841.192678315
12810873.37505684227454.8111745811814291.9389391031
12913257.97193250249619.1445697418116896.799295263
1308458.658316289874594.6354955850312322.6811369947
13114388.015632791110293.99158686318482.0396787191
13217314.875566861512986.160204564921643.5909291581