Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.810719755145697
beta0.0270743628961957
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
517951689.328125105.671875
61942.51917.2866197845725.2133802154292
721002098.319250035621.68074996438372
82072.52019.2479040441553.2520959558497
920752101.53193406296-26.5319340629635
1022782208.2578042862469.7421957137612
1124512423.0907767343527.9092232656494
122290.52377.77473067507-87.2747306750698
1323882330.6747423440557.3252576559544
142574.52525.0941241775349.4058758224719
152939.52716.56154734532222.938452654677
1629242812.87800279208111.121997207916
173087.52963.66733452015123.832665479853
183259.53221.6416744550437.8583255449616
193474.53447.4751648647127.0248351352889
2033763370.377290746325.62270925367966
2134963442.3078205831253.6921794168752
223771.53629.87075123152141.629248768475
2337433942.78666870311-199.786668703113
243474.53677.78263421701-203.282634217008
2534053584.88806836988-179.888068369879
263684.53590.0405986482794.4594013517303
2738043789.369306435914.6306935640951
283470.53691.51995334663-221.019953346633
293453.53582.26819959498-128.768199594983
3038423675.50991842899166.490081571009
314156.53914.42312242984242.07687757016
3240553957.6550501878997.3449498121072
334133.54132.247646454171.25235354582946
3445524397.91827003974154.081729960262
3545884651.93861965224-63.938619652241
364423.54423.82564310166-0.325643101657988
374462.54503.04528719008-40.5452871900779
3848464764.8388300986481.161169901362
394869.54917.95502061655-48.4550206165504
4046374714.25636879839-77.2563687983939
4148414721.62614708736119.373852912643
425114.55137.74828196841-23.2482819684083
435374.55181.03448249647193.465517503534
445166.55172.6747516965-6.17475169649697
455236.55281.11092718716-44.6109271871574
465740.55539.91329801628200.586701983723
4759925813.22118770052178.77881229948
4858425762.3789314832379.6210685167725
495844.55942.1916945926-97.6916945926014
506384.56212.30182789854172.198172101459
5164876465.7739745255721.2260254744342
5263726272.2809214744399.7190785255725
536583.56439.11584277528144.384157224724
5469906966.1700764739923.8299235260138
5568747077.12807145357-203.128071453571
5667106718.02635776379-8.02635776379066
5769246805.02161370829118.978386291712
587428.57287.16017390164141.339826098359
597415.57451.50623477746-36.0062347774556
607228.57269.5698047172-41.0698047171982
6167347357.8376890354-623.837689035397
627158.57229.71067036541-71.2106703654063
6371927171.2218239421520.7781760578528


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
647018.661690715926745.876801198537291.4465802333
657015.119186914156660.148741647577370.08963218073
667496.244104984337071.565038061537920.92317190714
677513.354902342747025.986277870248000.72352681525
687340.016593058666769.420505932057910.61268018527
697336.474089256896713.075330592077959.87284792172
707817.599007327087143.273560661888491.92445399227
717834.709804685497110.888014910898558.53159446008
727661.37149540146869.691604633318453.05138616949
737657.828991599646819.733478725798495.92450447348
748138.953909669827254.996550825249022.9112685144
758156.064707028237226.678715269489085.45069878698
767982.726397744156991.498895938068973.95389955023
777979.183893942386943.844748455929014.52303942884
788460.308812012567380.985587686879539.63203633826
798477.419609370977354.192966579999600.64625216195
808304.081300086897121.92499599889486.23760417499
818300.538796285127075.065791801779526.01180076848