Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999933893038648
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
225523035-483
327042552.03192966233151.968070337667
425542703.98995385265-149.989953852647
520142554.00991538008-540.009915380082
616552014.03569841461-359.035698414606
717211655.0237347590465.9762652409611
815241720.99563850958-196.995638509584
915961524.0130227830671.9869772169386
1020741595.99524115968478.004758840321
1121992073.96840055788125.031599442119
1225122198.99173454089313.008265459112
1329332511.97930797469421.020692025308
1428892932.97216760138-43.9721676013837
1529382889.0029068663848.9970931336156
1624972937.99676095106-440.996760951058
1718702497.02915295583-627.029152955832
1817261870.04145099198-144.041450991981
1916071726.00952214263-119.009522142634
2015451607.00786735788-62.0078673578807
2113961545.00409915169-149.004099151691
2217871396.00985020822390.990149791776
2320761786.97415282928289.025847170721
2428372075.98089337949761.019106620508
2527872836.94969133933-49.9496913393309
2638912787.003302022311103.99669797769
2731793890.92701813295-711.927018132954
2820113179.04706333187-1168.04706333187
2916362011.07721604207-375.077216042073
3015801636.02479521502-56.0247952150248
3114891580.00370362897-91.0037036289721
3213001489.00601597832-189.006015978319
3313561300.0124946133955.9875053866062
3416531355.99629883615297.003701163855
3520131652.98036598781360.019634012194
3628232012.97620019597810.023799804032
3731022822.94645178797279.053548212028
3822943101.98155261787-807.981552617873
3923852294.0534132052790.9465867947279
4024442384.993987797559.0060122024984
4117482443.99609929183-695.996099291832
4215541748.04601018724-194.046010187237
4314981554.0128277921-56.0128277920958
4413611498.00370283784-137.003702837842
4513461361.00905689849-15.0090568984886
4615641346.00099220314217.999007796856
4716401563.9855887480276.0144112519831
4822931639.99497491825653.005025081747
4928152292.95683182204522.043168177956
5031372814.96548931246322.034510687542
5126793136.97871127705-457.978711277048
5219692679.03027558097-710.030275580967
5318701969.04693794399-99.0469379439864
5416331870.0065476921-237.006547692099
5515291633.01566778269-104.015667782688
5613661529.00687615973-163.00687615973
5713571366.01077588926-9.01077588926228
5815701357.00059567501212.999404324986
5915351569.98591925661-34.9859192566105
6024911535.00231281281955.997687187188
6130842490.93680189784593.063198102159
6226053083.96079439408-478.960794394084
6325732605.03166264272-32.0316626427243
6421432573.00211751588-430.002117515884
6516932143.02842613336-450.028426133364
6615041693.02975001177-189.029750011774
6714611504.01249618238-43.0124961823783
6813541461.00284342542-107.002843425423
6913331354.00707363283-21.0070736328348
7014921333.0013887138158.998611286195
7117811491.98948908495289.010510915051
7219151780.98089439332134.019105606675


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
731914.991140404171105.465380310722724.51690049761
741914.99114040417770.1866717873543059.79560902098
751914.99114040417512.9131873376583317.06909347067
761914.99114040417296.0198924861193533.96238832221
771914.99114040417104.9322417228373725.05003908549
781914.99114040417-67.8246684408253897.80694924916
791914.99114040417-226.6913400106514056.67362081898
801914.99114040417-374.5610345911784204.54331539951
811914.99114040417-513.4434329652844343.42571377361
821914.99114040417-644.801779393494474.78406020182
831914.99114040417-769.7407097731214599.72299058145
841914.99114040417-889.1184192362034719.10070004453