Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.322318927826622
beta0
gamma0.338239344476265


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1323950292203500.6160181191528.383981902
1424838622354144.51729817129717.482701827
1531202313024971.3267128595259.6732871505
1633606063305337.886340355268.1136596985
1731772033160208.7330710816994.2669289159
1830627833068546.80818926-5763.80818926031
1942425094251562.93097811-9053.9309781082
2040263944335650.44624688-309256.446246878
2131924813272999.23247284-80518.2324728402
2231186953139278.4121909-20583.4121909016
2327824822881878.36115006-99396.3611500566
2432098333138729.5466627971103.4533372121
2526301902572471.7965466857718.2034533215
2625928822671481.48897259-78599.488972587
2737853093320809.75094113464499.249058865
2832315393737656.90952928-506117.909529283
2934213693388407.3873309232961.6126690833
3033121343287221.187959824912.8120402023
3146473034565262.4793934682040.5206065373
3242891774606439.06063027-317262.060630268
3334638533516916.71738083-53063.7173808296
3433044223395459.5595987-91037.5595986987
3530061213074556.92854807-68435.9285480664
3634642383404200.5515514960037.4484485136
3729211182783641.23042907137476.769570934
3826240182879134.50493975-255116.504939751
3935007183640546.3209408-139828.320940798
4039393513634876.18096818304474.819031818
4134676723663130.60759224-195458.607592242
4233436283478396.57140973-134768.571409733
4348524454768456.2660886683988.7339113439
4445978074712411.15555613-114604.155556130
4536531453696038.55611583-42893.5561158336
4635720793561063.1040994211015.8959005778
4733348613257637.313101677223.6868984029
4836953693692096.490547813272.50945219304
4930757043022407.6046456653296.3953543375
5028529982995061.36786489-142063.367864885
5139427043883588.3753776959115.6246223105
5240045604052379.9997273-47819.9997273041
5338221453838502.99915632-16357.9991563158
5437600853714367.8875101845717.1124898195
5552678165241009.3896573626806.6103426442
5652713335105758.50216002165574.497839981
5741441424087212.263482356929.736517698
5841097493980562.71638617129186.283613828
5938968083689704.6973044207103.302695602
6042110744199356.8994078111717.1005921895
6134023183449644.37776311-47326.3777631079
6232798173330476.98177587-50659.9817758738
6347066284424002.23306473282625.766935269
6440794994654716.02486776-575217.024867761
6543445304253790.1263649590739.873635048
6640486254162635.76029505-114010.760295053
6753949155785139.51096908-390224.510969085
6856119675535331.2369605576635.7630394455
6941454814384473.44600513-238992.446005126
7040256104192393.20272735-166783.202727349
7135522183815830.19195126-263612.191951261
7239104434121881.72220775-211438.722207753


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
733315247.210850823119057.917799253511436.50390239
743214540.737947672989427.679370133439653.79652520
754368723.172181814077817.834884734659628.50947889
764310497.429948964001622.091424964619372.76847296
774248056.039454333923094.055994994573018.02291366
784083022.852643733748926.586172684417119.11911478
795670625.309327995220459.544059196120791.07459679
805652529.96486495191774.794685886113285.13504393
814386470.64099733999729.449053114773211.83294148
824283465.140892233889287.067062444677643.21472202
833920467.149722063538392.917737484302541.38170663
844348079.372324933965400.054432534730758.69021734