Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.458869668373879
beta0.0711214003331139
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3472324
43527.79612292221657.20387707778349
53025.12011628371294.87988371628709
64321.536956799664221.4630432003358
78226.263762354519955.7362376454801
84048.5364746640747-8.53647466407467
94741.03779706968155.96220293031854
101940.3867020506924-21.3867020506924
115226.488059354840925.5119406451591
1213634.9423750297094101.057624970291
138081.3603752268598-1.36037522685979
144280.7374651757254-38.7374651757254
155461.6991275159735-7.69912751597347
166656.65207704787469.34792295212543
178159.73247467857721.267525321423
186368.9764916268721-5.97649162687212
1913765.524010039035271.4759899609648
207299.944774330671-27.944774330671
2110787.832375102299319.1676248977007
225897.9639710130011-39.9639710130011
233679.657628804661-43.657628804661
245258.231592560615-6.231592560615
257953.77585830789625.224141692104
267764.577407700551912.4225922994481
275469.9101313006393-15.9101313006393
288461.722593069812222.2774069301878
294871.7851911183916-23.7851911183916
309659.934819579979136.0651804200209
318376.72497169587586.27502830412423
326680.0501149832532-14.0501149832532
336173.5901346381083-12.5901346381083
345367.3892102376778-14.3892102376778
353059.8931462135325-29.8931462135325
367444.3072198498729.69278015013
376957.032505098916511.9674949010835
385962.0147592058819-3.01475920588188
394260.0237233057599-18.0237233057599
406550.557316644719614.4426833552804
417056.460102760919913.5398972390801
4210062.390508396552537.6094916034475
436380.5931236261194-17.5931236261194
4410572.890773545924832.1092264540752
458289.0432235276064-7.04322352760644
468186.9999429770526-5.99994297705263
477585.2395813674112-10.2395813674112
4810281.199604915161320.8003950848387
4912192.081762488072128.9182375119279
5098107.632711515714-9.63271151571374
5176105.1794314399-29.1794314398995
527792.8044705001153-15.8044705001153
536386.0510873910001-23.0510873910001
543775.2201689043062-38.2201689043062
553556.1812864734165-21.1812864734165
562344.2697694857101-21.2697694857101
574031.62350175693228.37649824306778
582932.8543778873243-3.85437788732425
593728.34708657397088.65291342602919
605129.861403630592221.1385963694078
612037.7948895553043-17.7948895553043
622827.28223541652870.717764583471265
631325.2879013157388-12.2879013157388
642216.92464038620595.07535961379408
652516.69448990338578.3055100966143
661318.2176115890128-5.21761158901281
671613.36510379158162.63489620841841
681312.20186467544550.79813532455454
691610.22183920982815.77816079017186
701710.71556927523166.28443072476838
71911.6467065036014-2.6467065036014
72178.39323928706518.6067607129349
732510.584532378281214.4154676217188
741415.9117202040056-1.91172020400564
75813.6844669110586-5.68446691105861
7679.54049943289231-2.54049943289231
77106.75629291799333.2437070820067
7876.732143179661920.267856820338082
79105.351207647402374.64879235259763
8036.13226599611851-3.13226599611851


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
813.24060975985528-43.515313575419649.9965330951302
821.78625538248973-50.312040395105853.8845511600853
830.331901005124177-57.242482346980957.9062843572292
84-1.12245337224137-64.308723237674662.0638164931919
85-2.57680774960693-71.511373916108366.3577584168945
86-4.03116212697248-78.850113628458170.7877893745131
87-5.48551650433803-86.324026630380975.3529936217048
88-6.93987088170358-93.931817667892480.0520759044852
89-8.39422525906913-101.67195308719184.8835025690531
90-9.84857963643468-109.54275486755989.8455955946895
91-11.3029340138002-117.54246408899894.9365960613978
92-12.7572883911658-125.669284130188100.154707347857