Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.40085143146767
beta0.0368982697380461
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
133599836579.1669337607-581.166933760702
143533535689.5399635775-354.539963577539
153504335287.387835967-244.387835967027
163533535540.4006732982-205.400673298216
173636836555.9202125426-187.920212542616
183621836374.2506767935-156.250676793512
193482234828.9231924434-6.9231924434207
203364033989.3931115889-349.393111588877
213341933846.9990295776-427.999029577622
223297733585.5569038626-608.556903862591
233327633313.7368984264-37.7368984263594
243364033370.5477532212269.452246778805
253349733071.6925407073425.307459292715
263319832693.4246131307504.575386869321
273261432686.4836480023-72.483648002286
283319833019.14227018178.857729819967
293371834192.2278358069-474.227835806931
303356833903.593641738-335.593641738044
313187332362.0204146134-489.020414613391
323113931103.094836208835.9051637912489
333040531052.7945626117-647.794562611736
342981430576.5582222429-762.558222242933
352974330564.2268973078-821.226897307752
363018430458.652556883-274.652556882967
372959329994.6508340727-401.650834072701
382937229279.735695740792.2643042593227
392915128703.0237082769447.976291723066
403040529343.84680853921061.15319146076
413054830441.3028195309106.697180469142
422981430439.1843588224-625.184358822386
432782628655.9082205169-829.90822051691
442694327536.1090821431-593.109082143121
452554726775.9896551228-1228.98965512282
462495525941.3834710799-986.383471079946
472524725744.2332080414-497.233208041398
482568926040.8565226963-351.856522696336
492568925413.5198284105275.480171589523
502532625219.6806137986106.31938620139
512524724815.6532816919431.346718308116
522643025770.8748194888659.125180511175
532738526083.05045274831301.9495472517
542694326086.9575644459856.042435554136
552546824762.0944421909705.905557809088
562473524409.8432620724325.156737927584
572318923660.4438269228-471.443826922787
582223423309.6815303349-1075.68153033491
592296823403.3123192759-435.312319275869
602370223846.2774255057-144.277425505697
612370223715.5057187788-13.5057187788479
622274723337.6880702453-590.688070245349
632267622871.9091334838-195.909133483794
642392223725.795007671196.204992328985
652473524244.3363980487490.663601951259
662444223650.6549409278791.345059072184
672296822203.727737615764.272262385013
682201321641.4353603078371.564639692235
691994720428.7304535018-481.730453501808
701914219707.038388827-565.038388827044
711943420391.8120859964-957.812085996415
722068820794.7519806711-106.751980671092
732075920752.97553950026.02446049982245
741892120033.0589335078-1112.0589335078
751958419582.99784394611.00215605385165
762120120741.8418373994459.158162600579
772193521537.1934345677397.806565432253
782149321080.0501408644412.949859135577
791950619453.232488367952.7675116321079
801810918347.9289684238-238.928968423781
811649216347.7134138565144.286586143506
821523815804.7637134308-566.763713430839
831575116231.206862528-480.206862528041
841685517320.2619148857-465.261914885701
851656317181.7984514444-618.7984514444
861494615511.7333931378-565.733393137762
871545915925.8479587671-466.847958767119
881707617143.02855922-67.0285592200307
891796017654.2875311548305.712468845184
901744717131.5279284111315.472071588883
911545915210.6183189085248.381681091496
921457613972.6356571603603.364342839701
931325112515.7939280099735.206071990138
941185411768.566802311585.4331976884805
951207512502.8273168974-427.82731689739
961317913617.1306472554-438.13064725545
971332213393.2505044506-71.2505044506233
981199711978.262218176918.7377818230543
991221812698.3522493296-480.352249329551
1001406314161.9134101886-98.9134101885866
1011450414895.4895010298-391.489501029761
1021376414100.5617742354-336.561774235448
1031104211869.9011316117-827.901131611698
104964610389.0720938489-743.072093848938
10578018427.48318140025-626.483181400254
10659636680.95111794077-717.951117940773
10765546709.61257729945-155.612577299446
10873597854.84460351487-495.844603514868
10972177754.7760733583-537.776073358298
11058136126.92706908122-313.927069081217
11166256329.94885794486295.051142055141
11286138259.6489075273353.351092472696
11394968932.68744005986563.312559940139
11490558500.99368345765554.006316542349
11572886293.695737659994.304262341007
11658925581.83974998516310.160250014843
11744174115.58689235411301.41310764589
11827212703.2170416164317.7829583835737
11930213391.62147039326-370.621470393259
12035344271.53578539853-737.535785398533


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1214070.6054740953059.440593921855081.77035426814
1222821.541341935631726.510746323883916.57193754739
1233549.010630820892370.653870645944727.36739099583
1245424.7462810474163.318630636976686.17393145704
1256106.092257915954761.635285832527450.54922999938
1265458.836855035694031.228187544766886.44552252662
1273300.893235652821789.882664576514811.90380672913
1281773.48324278282178.7195547832183368.24693078242
129165.992059723501-1512.956625322991844.94074476999
130-1553.2636901551-3316.89423560023210.366855290032
131-1121.0899916038-2969.95197064286727.771987435264
132-323.356404689468-2258.042372152341611.3295627734