Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.582325806328971
beta0.119665026828977
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
336753715-40
436803818.91960641734-138.919606417339
537353855.55529479502-120.555294795021
638603894.48421657639-34.4842165763862
737653981.13154908894-216.131549088941
839053946.94003417822-41.9400341782161
941104011.2621829078898.7378170921152
1041704164.385124139235.61487586077237
1141104263.67144072641-153.67144072641
1240254259.49277878655-234.492778786546
1341454191.9093634013-46.9093634012979
1442854230.291777995854.7082220042021
1543704331.6610245092738.338975490733
1643554426.16965079017-71.1696507901734
1743854451.9491896609-66.9491896609043
1845254475.5211224042649.4788775957413
1943754570.3400110431-195.340011043101
2045254508.9824631286116.0175368713853
2146104571.8200362988738.1799637011254
2245954650.22389640253-55.2238964025282
2345004670.38805452466-170.388054524662
2443704611.61582455335-241.615824553347
2543904494.52906081817-104.529060818168
2645304449.9874507637680.0125492362395
2745904518.4847797259371.5152202740674
2845804587.01736373514-7.0173637351354
2945954609.32939923032-14.3293992303225
3046854626.3849174276358.6150825723716
3144904690.00242517013-200.002425170132
3246354589.0833085425445.9166914574553
3347104634.5689000505175.4310999494928
3446554702.49783655794-47.4978365579436
3546654695.53224017111-30.5322401711082
3645504696.31853874119-146.318538741189
3745904619.48342171769-29.4834217176867
3846754608.629884683566.3701153164966
3946454658.21927321393-13.2192732139301
4046654660.540534619134.45946538086991
4146354673.46733526525-38.4673352652489
4247204658.7161930428161.2838069571908
4345654706.32321798822-141.323217988217
4447204626.0989719448593.9010280551547
4548304689.39527700684140.604722993159
4648304789.6862530725740.3137469274343
4747654834.38443011412-69.3844301141207
4847054810.36754082289-105.367540822892
4946754758.05432235709-83.0543223570912
5049004712.94710666653187.052893333473
5149454838.16489318448106.835106815523
5249054924.11449362071-19.1144936207065
5349554935.3884164173119.6115835826868
5451204970.58014758956149.419852410439
5548605091.77476153682-231.774761536818
5650404974.8389143624265.1610856375828
5751405035.35716107919104.642838920809
5852405126.15858667733113.841413322668
5951455230.2495083609-85.2495083609001
6050705212.4641189682-142.4641189682
6150855151.43371091846-66.4337109184644
6252155130.0484026220884.9515973779235
6352555202.7384359810152.2615640189897
6452755260.0340158694314.9659841305729
6553155296.654307262418.3456927375973
6654505336.52109205761113.478907942387
6752055439.69407109844-234.69407109844
6853705323.7625099262846.2374900737241
6955005374.64666143207125.353338567933
7054905480.337139416869.6628605831429
7154405519.33141362261-79.3314136226145
7253605500.97389247918-140.973892479182
7353805436.89673572233-56.8967357223346
7454605417.8150830445842.1849169554189
7554505459.37084881005-9.37084881005376
7655205470.251363165349.7486368347036
7754755519.02536533109-44.0253653310883
7856005510.1244810519689.8755189480362
7952505585.46042582846-335.460425828462
8054655389.7360381389775.2639618610274
8155155438.4317571096576.5682428903474
8254255493.22257656492-68.2225765649237
8353255458.94394103897-133.94394103897
8452755377.0603049133-102.060304913297
8551605306.63135922339-146.631359223392
8653605200.02967388364159.970326116363
8754355283.11743970329151.882560296708
8852855372.07928015054-87.0792801505386
8954155315.8194387251799.1805612748258
9055755374.93481117294200.065188827063
9152655506.73925497416-241.739254974158
9254805364.42420352067115.575796479332
9355655438.23671516163126.763284838367
9455005527.39736693605-27.3973669360485
9552805524.87713383353-244.877133833535
9651355378.64879377903-243.648793779031
9750505216.15731719322-166.157317193221
9851005087.2126151799112.7873848200907
9950705063.363107603626.63689239637915
10051155036.3944949977278.6055050022815
10151405056.8126113811683.1873886188396
10253305085.69570958958244.30429041042
10350805225.42544584005-145.425445840047
10452855128.07166757658156.928332423422
10554055217.7216961695187.278303830497
10653855338.0956038829146.9043961170864
10752555379.99465009757-124.994650097575
10851005313.08231426619-213.082314266186
10950405180.02582330051-140.025823300512
11052355079.754448219155.245551780999
11153105162.24535090798147.754649092016
11252655250.6702475268114.3297524731943
11353805262.39693858534117.603061414658
11454655342.45739818593122.542601814066
11552255433.93354237034-208.933542370335
11654455317.82324170276127.176758297241


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1175406.300832339145166.199281901775646.4023827765
1185420.720114653765134.091068062445707.34916124509
1195435.139396968395100.203424568985770.07536936781
1205449.558679283025064.479064951065834.63829361499
1215463.977961597655026.909670903455901.04625229185
1225478.397243912284987.511189154385969.28329867019
1235492.816526226914946.311757235736039.32129521809
1245507.235808541544903.345428478186111.1261886049
1255521.655090856174858.648775920616184.66140579173
1265536.07437317084812.259010565156259.88973577645
1275550.493655485434764.212931626976336.77437934388
1285564.912937800064714.546348953536415.27952664658