Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.892317039957039
beta0.637835382133787
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
133855.83849.530093874086.26990612591726
143860.43864.82369864823-4.42369864822604
153855.13858.91748719337-3.81748719336747
163839.53841.8247905871-2.32479058710305
1738333834.19969985771-1.19969985770558
183833.63833.433643147850.166356852148510
193826.83840.93065989168-14.1306598916790
203818.23811.003264130817.19673586919407
213811.43807.420245370093.97975462991508
223806.83807.36773811876-0.567738118757461
233810.33803.582276883316.71772311669474
243818.23802.7181819395715.4818180604279
253858.93824.8922684274334.0077315725721
263867.83887.21966999135-19.4196699913455
273872.33882.88471468827-10.5847146882652
283873.33870.867095599542.4329044004603
293876.73881.29822741484-4.59822741484231
303882.63889.48576212567-6.88576212567432
313883.53897.06539473905-13.5653947390542
323882.23877.996791390124.20320860987795
333888.13877.7511786362710.3488213637256
343893.73892.947572239020.752427760975479
353901.93901.98838317014-0.0883831701371491
363914.33902.8022242026211.4977757973820
373930.33928.115218635622.18478136437625
383948.33942.793507388775.5064926112309
393971.53962.314364045759.18563595424848
403990.13980.989048348679.11095165133156
4139934012.23183109414-19.2318310941419
4239984014.61995026851-16.6199502685085
434015.84014.904390351630.895609648369827
444041.24020.6751481352120.5248518647863
454060.74054.920281507155.77971849284768
464076.74081.77150743348-5.07150743348393
4741034099.12638643333.87361356669680
484125.34120.267194726265.03280527374227
494139.74150.96422013967-11.2642201396657
504146.74158.38153890182-11.6815389018202
5141584157.497209183010.502790816988636
524155.14157.58286774021-2.48286774021199
534144.84158.25524055099-13.4552405509930
544148.24152.60315481844-4.40315481843663
554142.54159.38170602198-16.8817060219781
564142.14134.579999455947.52000054405744
574145.44131.3165853596514.0834146403540
584146.34144.89582931941.40417068059924
594143.54153.23768022431-9.73768022430613
604149.24138.7665828693310.4334171306718
614158.94152.035400781096.86459921891128
624166.14165.402959220010.697040779987219
634179.14173.741277220545.35872277946328
644194.44177.4100184224816.9899815775198
654211.74204.896546883036.80345311696783
664226.34240.63916135374-14.3391613537424
674235.84254.0367061512-18.2367061512032
684243.64246.60749624002-3.0074962400231
694258.74244.455250007114.2447499928994
704278.24266.7173205261211.4826794738838
7142984298.66598326539-0.665983265386785
724315.14315.30603415217-0.206034152173743
734334.34333.536283599730.763716400270823
7443564352.126273234573.87372676542873
7543744376.9981395221-2.99813952209843
764395.54382.358716474613.1412835254023


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
774411.069167595034390.65248805974431.48584713037
784440.927948296454404.751746308544477.10415028436
794477.687528592774422.537319758644532.83773742690
804509.34927027154432.644540739594586.0539998034
814534.246720712744433.813401196114634.68004022937
824557.809576420294431.638863473404683.98028936718
834586.28155767484432.339155288694740.2239600609
844611.841934618194428.439030750324795.24483848606
854638.847751150044424.251858225334853.44364407474
864665.095018198834417.747703285214912.44233311245
874691.58591079274409.958031145624973.21379043979
884708.198321442784392.155772222945024.24087066262