Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.384583602218265
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
35107.45010.596.9000000000005
45202.15039.26615105495162.833848945051
55307.55196.5893792453110.910620754697
65266.15344.64378529941-78.5437852994073
75329.85273.0371334171056.7628665828961
85263.45358.56720111979-95.1672011197888
95177.15255.56745610011-78.4674561001093
105204.95139.0901591762365.8098408237729
115185.25192.19954482164-6.99954482164321
125189.85169.8076346602519.9923653397527
135253.85182.0963705394771.7036294605268
145372.35273.6724106495398.6275893504735
155478.45430.1029642400448.2970357599643
165590.55554.7772122290735.7227877709338
175699.85680.6156106312919.1843893687092
185797.95797.293612201070.606387798932701
195854.35895.62681900512-41.3268190051213
205902.45936.13320208391-33.7332020839103
215956.95971.25996571212-14.3599657121231
226007.86020.23735837082-12.4373583708229
236101.76066.3541542864935.3458457135066
246148.66173.84758695444-25.2475869544442
256207.46211.03777901619-3.63777901618596
2662326268.43874885807-36.438748858066
276291.76279.025003561912.6749964380951
286323.46343.59959935017-20.1995993501714
2963656367.53116466872-2.53116466871597
3064356408.1577202426126.8422797573858
316493.46488.480820883464.91917911653945
326606.86548.7726565080658.0273434919445
336639.16684.48902129535-45.3890212953447
346723.56699.3331479844224.1668520155799
356759.46793.02732298685-33.6273229868475
366848.66815.9948059796132.6051940203924
376918.16917.7342289470.365771053004210
386963.56987.37489849615-23.8748984961476
397013.17023.5930040299-10.4930040299032
407030.97069.15756674199-38.2575667419933
417112.17072.2443339122539.8556660877493
427130.37168.77216954509-38.4721695450862
437130.87172.17640399629-41.3764039962853
447076.97156.76371750056-79.863717500556
457040.87072.14944133765-31.3494413376493
467086.57023.9929602604962.5070397395139
477120.77093.732142767526.9678572324910
487154.17138.3035384460915.7964615539122
497228.27177.778598532850.4214014672052
507297.97271.2698427379526.6301572620541
517369.57351.2113645454218.2886354545753
527450.77429.844873848220.8551261517978
537459.77519.06541338838-59.3654133883765
547497.57505.2344488603-7.73444886029847
5575367540.05990665643-4.05990665643185
567637.47576.9985331298360.4014668701684
577715.17701.6279468380313.4720531619723
587815.77784.5090775723431.1909224276642
597859.57897.10459487608-37.6045948760766
607951.67926.4424843186825.1575156813233
617973.78028.21765232226-54.5176523222635
6279888029.35105720768-41.3510572076839
638053.18027.7481186712225.351881328781
6481128102.598036515659.40196348434802
658169.28165.113877500394.08612249961334
668303.18223.8853332103979.2146667896068
678372.78388.24999511286-15.5499951128604
688470.68451.8697219778818.7302780221198
698536.18556.97307977018-20.8730797701755
708665.88614.4456355627751.3543644372257
718773.78763.895682027679.80431797232995
728838.48875.56626195076-37.1662619507642
738936.28925.9727270487510.2272729512515
748995.39027.70596852121-32.4059685212142
759098.99074.3431644139524.5568355860487
769237.19187.3873207027249.7126792972849
779315.59344.70600198279-29.2060019827877
789392.69411.87385253385-19.2738525338518
799502.29481.5614448977620.6385551022395
809671.19599.0986947635672.0013052364393
819695.69795.6892160958-100.089216095806
829847.99781.6965448264866.2034551735196
839836.69959.4573080964-122.857308096407
849887.79900.90840198985-13.2084019898521
859875.69946.92866717305-71.3286671730475
869905.99907.3968314102-1.49683141020978
879871.19937.12117459456-66.0211745945562
8899109876.930513446333.0694865536989
899977.39928.5484957086348.7515042913674
9010031.610014.597524842617.0024751574365
9110090.710075.436397985215.263602014762
9210095.810140.4065290309-44.6065290309034
931012610128.3515894137-2.35158941374175
9410212.710157.647206686155.0527933139329
9510398.710265.5196082509133.180391749082
961046710502.7386030546-35.7386030546204
9710543.610557.2941223536-13.6941223536251
9810634.210628.62758744975.57241255034933
9910728.710721.37064594137.3293540586892
10010796.410818.6893953271-22.2893953271359
10110875.810877.8172593810-2.01725938095842
10210946.110956.4414545016-10.3414545016185
1031105011022.764300677227.2356993227877
10411086.111137.1387040317-51.0387040317019
10511217.311153.610055382663.6899446173593
10611291.711309.3041637087-17.6041637086637
10711314.111376.9338910155-62.8338910155471
10811356.411375.1690068674-18.7690068673983
10911357.811410.2507545963-52.4507545962751
11011491.411391.479054454699.9209455454275
11111625.711563.507011629562.1929883705125
11211620.711721.7254151297-101.025415129739


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
11311677.872697063511578.681123678411777.0642704487
11411735.045394127111565.631769262511904.4590189917
11511792.218091190611548.299087303112036.1370950782
11611849.390788254211525.14406581312173.6375106954