Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999933893038648
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
236654861-1196
366833665.079063925783017.92093607422
468246682.80049441732141.199505582685
578116823.99066572974987.009334270258
672427810.93475181208-568.934751812085
774587242.03761054765215.96238945235
878567457.98572338267398.014276617333
964777855.9736884856-1378.9736884856
1075776477.091159760331099.90884023967
1159997576.92728836881-1577.92728836881
1246285999.10431197827-1371.10431197827
1341444628.09063953976-484.090639539761
1437784144.0320017612-366.032001761198
1543203778.02419726339541.975802736606
1649484319.96417162656628.035828373445
1751324947.95848245977184.041517540234
1854605131.98783357451328.012166425488
1955985459.97831611239138.021683887609
2055835597.99087580588-14.9908758058782
2159175583.00099100125333.999008998752
2264585916.97792034042541.02207965958
2350796457.96423467429-1378.96423467429
2444865079.09115913537-593.091159135367
2537634486.03920745433-723.039207454334
2635313763.04779792494-232.047797924943
2750143531.015339974811482.98466002519
2851625013.90196439039148.098035609605
2948805161.99020968888-281.990209688884
3047204880.01864151589-160.018641515893
3146314720.01057834615-89.0105783461504
3243154631.00588421886-316.005884218862
3342684315.02089018877-47.0208901887745
3441724268.00310840817-96.0031084081702
3534324172.00634647378-740.006346473777
3627053432.04891957095-727.048919570946
3723592705.04806299483-346.048062994827
3827292359.02287618593369.977123814074
3940432728.975541936571314.02445806343
4043014042.91313383594258.086866164065
4145764300.98293866151275.017061338487
4249844575.98181945775408.018180542245
4348544983.97302715791-129.973027157908
4448474854.00859212188-7.00859212188334
4550384847.00046331673190.999536683271
4649505037.98737360101-87.9873736010104
4745664950.00581657791-384.005816577906
4839434566.02538545768-623.025385457676
4933283943.04118631508-615.041186315078
5031063328.04065850393-222.040658503934
5148213106.014678433231714.98532156677
5248764820.8866275316355.1133724683714
5356914875.99635662242815.003643377584
5465765690.94612258565885.053877414354
5558506575.94149177753-725.941491777531
5664995850.04798978614648.952010213859
5762446498.95709975454-254.957099754542
5858556244.01685443914-389.01685443914
5953045855.02571672216-551.025716722162
6040355304.03642663576-1269.03642663576
6141674035.08389214201131.91610785799
6247914166.99127942696624.008720573044
6352154790.95874867963424.041251320375
6459495214.97196792139734.028032078613
6564595948.95147563725510.048524362747
6666806458.96628224191221.033717758088
6764136679.98538813256-266.985388132563
6866266413.01764959274212.982350407265
6966426625.9859203839916.0140796160067
7065296641.99894135786-112.998941357858
7156916529.00747001665-838.007470016649
7247435691.05539812743-948.055398127433
7335354743.06267306156-1208.06267306156
7433143535.07986135244-221.079861352439
7555643314.014614917852249.98538508215
7662875563.85126030311723.148739696894
7767386286.95219483421451.047805165786
7863556737.97018260018-382.970182600176
7967456355.02531699506389.97468300494
8070056744.9742199587260.025780041297
8165757004.98281048581-429.982810485808
8267196575.02842485704143.971575142965
8351966718.99048247665-1522.99048247665
8443045196.10068027296-892.100680272964
8549674304.05897406519662.941025934807
8641754966.95617498322-791.95617498322
8755794175.052353816251403.94764618375
8870095578.907189287211430.09281071279
8969977008.90546090983-11.9054609098321
9070626997.0007870338464.999212966155
9172147061.99570309954152.00429690046
9269187213.98995145782-295.989951457819
9368746918.01956699628-44.0195669962823
9471756874.00290999981300.997090000185
9553757174.980101997-1799.980101997
9646755375.11899121504-700.118991215037
9744224675.04628273909-253.046282739094
9845674422.01672812083144.983271879167
9959714566.990415596451404.00958440355
10065605970.90718519267589.092814807334
10164156559.96105686406-144.961056864058
10267276415.00958293498311.990417065017
10370776726.97937526156350.020624738443
10465897076.97686120009-487.976861200088
10568006589.0322586675210.967741332496
10669826799.98605356368182.013946436323
10761186981.98796761108-863.987967611078
10845006118.05711561918-1618.05711561918
10931954500.10696483921-1305.10696483921
11044823195.086276655681286.91372334432
11166194481.914926044232137.08507395577
11262376618.85872379961-381.858723799611
11365206237.0252435199282.974756480104
11470436519.98129339871523.01870660129
11561887042.96542482258-854.965424822576
11667746188.0565191663585.943480833705
11761186773.96126505696-655.961265056958
11863086118.043363606189.956636394003
11952306307.98744254398-1077.98744254398
12045875230.0712624742-643.071262474202
12149764587.04251148709388.957488512906
12245614975.97428720234-414.97428720234
12354564561.02743268917894.972567310834
12456915455.94083608308235.059163916918
12561635690.98446095294472.015539047065
12661336162.968796487-29.9687964870036


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1276133.001981146074551.558587460317714.44537483183
1286133.001981146073896.577208514988369.42675377716
1296133.001981146073393.982390153038872.02157213911
1306133.001981146072970.272009104619295.73195318753
1316133.001981146072596.97406379949669.02989849275
1326133.001981146072259.4860087431310006.517953549
1336133.001981146071949.1331322615410316.8708300306
1346133.001981146071660.2633233579710605.7406389342
1356133.001981146071388.9505841776810877.0533781145
1366133.001981146071132.33640411711133.6675581751
1376133.00198114607888.26282943517411377.741132857
1386133.00198114607655.05333902694211610.9506232652