Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0306414050313823
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31107897109089217005
415559641326183.05709256229780.942907441
516711591781290.86803268-110131.868032678
614933081893111.27285743-399803.272857426
729577961703009.738840931254786.26115907
826386913205946.15289692-567255.152896919
913056692869459.65800087-1563790.65800087
1012804961488520.91506477-208024.915064769
119219001456973.73938565-535073.739385651
128678881081982.32821548-214094.328215479
136525861021410.17718971-368824.177189707
14913831794806.88619107119024.11380893
1511085441059698.9522707948845.0477292088
1615558271255908.63316204299918.366837961
1716992831712381.55331667-13098.5533166716
1815094581855436.19523917-345978.19523917
1932689751655009.937226821613965.06277318
2024250163463981.09442175-1038965.09442175
2113127032588186.74415011-1275483.74415011
2213654981436791.13013466-71293.130134661
239344531487401.60845825-552948.60845825
247750191039413.48618494-264394.486184941
25651142871878.067645684-220736.067645684
26843192741237.404391918101954.595608082
271146766936411.436450756210354.563549244
2816526011246430.99583267406170.004167332
2914659061764711.61544196-298805.615441958
3016527341568860.7915535583873.2084464508
3129223341758258.784504841164075.21549516
3227028053063527.68466982-360722.684669819
3314589562832945.63478484-1373989.63478484
3414103631546995.66187648-136632.661876481
3510192791494216.04514341-474937.045143407
369365741088579.30677876-152005.30677876
377089171001216.65060683-292299.650606833
38885295764603.178622057120691.821377943
391099663944679.345604874154983.654395126
4015762201163796.26253244412423.737467561
4114878701652990.50531674-165120.505316739
4214886351559580.98103434-70945.9810343422
4328825301558172.096494121324357.90350588
4426770262992647.28342196-315621.283421956
4514043982777472.2038401-1373074.2038401
4613443701462771.28102209-118401.281022092
479368651399115.29941406-462250.29941406
48872705977446.300763836-104741.300763836
49628151910076.880143617-281925.880143617
50953712656884.275061308296827.724938692
511160384991540.493605698168843.506394302
5214006181203386.09587204197231.904127956
5316615111449663.55853154211847.44146846
5414953471717047.86179044-221700.861790437
5529187861544090.635888511374695.36411149
5627756773009652.23333501-233975.233335014
5714070262859373.90344308-1452347.90344308
5813701991446220.9230872-76021.9230872048
599645261407064.50455063-442538.504550625
60850851987831.502990707-136980.502990707
61683118869959.227917166-186841.227917166
62847224696501.150175996150722.849824004
631073256865225.510064937208030.489935063
6415143261097631.85656591416694.143434086
6515037341551469.95058908-47735.9505890831
6615077121539415.25399252-31703.2539925249
6728656981542421.821746131323276.17825387
6827881282940954.86309238-152826.863092384
6913915962858702.03328069-1467106.03328069
7013663781417215.84309096-50837.8430909561
719462951390440.10014988-444145.100149884
72859626956747.870243488-97121.8702434878


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73867102.919679952-373606.085776582107811.92513648
74874579.839359903-907132.5967576812656292.27547749
75882056.759039855-1333414.229525923097527.74760563
76889533.678719807-1707327.295513093486394.6529527
77897010.598399759-2049769.92528353843791.12208302
78904487.51807971-2371285.352826224180260.38898564
79911964.437759662-2678034.845707954501963.72122727
80919441.357439614-2973966.778134454812849.49301367
81926918.277119565-3261777.780261965115614.33450109
82934395.196799517-3543397.641530195412188.03512923
83941872.116479469-3820257.620367855704001.85332679
84949349.03615942-4093449.595416195992147.66773503