Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.193961188765786
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
321492026123
421242161.85722621819-37.8572262181915
522052129.5143936175475.4856063824641
624892225.15567156618263.844328433815
725732560.3312311583212.6687688416819
827022646.7884806230555.21151937695
927182786.49737255497-68.4973725549685
1026462789.21154074687-143.211540746874
1127122689.4340600586322.5659399413698
1226342759.81097659528-125.810976595276
1326142657.40853001507-43.4085300150714
1426372628.988959930778.01104006922696
1526492653.54279078585-4.54279078585068
1625792664.66166568471-85.6616656847127
1725052578.04662717685-73.0466271768482
1824622489.8784165343-27.8784165342959
1924672441.471085722425.5289142776041
2024472451.42270428358-4.42270428358006
2126562430.56487130318225.435128696823
2226262683.29053685478-57.2905368547808
2324832642.1783962214-159.178396221398
2425402468.3039652644671.6960347355362
2525032539.21021339156-36.2102133915614
2624672495.18683735667-28.1868373566717
2725132453.7196848754259.2803151245762
2824432511.2177652674-68.2177652673968
2922932427.98616642119-134.986166421187
3020712251.8040891152-180.804089115198
3120301994.735113056735.2648869433015
3220521960.5751324499191.4248675500876
3318642000.30800844268-136.308008442682
3416701785.86954508684-115.869545086842
3518111569.39535038005241.604649619952
3619051757.25727543167147.742724568325
3718631879.91362992044-16.9136299204433
3820141834.63304215473179.36695784527
3921982020.4232705237177.576729476299
4029622238.86626407006723.133735929935
4130473143.12614312768-96.1261431276789
4230333209.48140213516-176.481402135164
4335043161.25085958197342.749140418025
4438013698.73089030591102.269109694093
4538584015.56712839619-157.567128396191
4636744042.00522086206-368.005220862055
4737213786.62649075164-65.6264907516352
4838443820.8974985909223.1025014090792
4941173948.37848722769168.621512772311
5041054254.08451629649-149.084516296492
5144354213.16790628905221.832093710948
5242964586.19472289163-290.194722891631
5342034390.90820946601-187.908209466013
5445634261.46130977913301.538690220866
5546214679.94811259325-58.9481125932516
5646974726.51446659916-29.5144665991647
5745914796.7898055718-205.789805571802
5843574650.87457024722-293.874570247216
5945034359.87430925403143.125690745968
6044444533.63513837404-89.6351383740439
6142914457.24940037983-166.249400379828
6242004272.00346905056-72.0034690505581
6341394167.03759059825-28.037590598251
6439704100.59938619569-130.599386195686
6538623906.26817399709-44.2681739970885
6637023789.68186634412-87.6818663441227
6735703612.67498731481-42.6749873148137
6838013472.39769604467328.602303955332
6938963767.13378955102128.86621044898
7039183887.1288329214530.8711670785538
7138133915.11664118659-102.11664118659
7236673790.30997606927-123.309976069269


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
733620.392626524193284.59899659743956.18625645098
743573.785253048393050.815018744944096.75548735183
753527.177879572582826.674068935764227.6816902094
763480.570506096772601.443321521034359.69769067251
773433.963132620972371.67362579614496.25263944584
783387.355759145162135.967396493544638.74412179679
793340.748385669351893.720329002214787.7764423365
803294.141012193551644.688023888374943.59400049872
813247.533638717741388.805094192325106.26218324317
823200.926265241931126.099959714455275.75257076942
833154.31889176613856.6512863965451.98649713625
843107.71151829032580.564399754935634.85863682571