Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.807164232749437
beta0
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31601600
4158159-1
5156157.192835767251-1.19283576725056
6155155.230021400382-0.230021400381673
7156154.0443563532271.95564364677335
8158154.6228819569063.37711804309421
9159156.3487708510642.65122914893578
10159157.4887481929081.51125180709209
11160157.7085765982712.29142340172939
12162158.5581316102323.44186838976836
13168160.3362846682847.66371533171645
14177165.52216157401911.4778384259814
15174173.7866622207480.213337779252129
16169172.958860845654-3.95886084565439
17169168.763409968610.236590031390023
18160167.954376979773-7.95437697977309
19168160.5338883878957.46611161210524
20172165.5602666389016.43973336109866
21173169.7581890764233.24181092357651
22175171.3748629032713.62513709672913
23170173.300943906564-3.30094390656376
24177169.6365400508737.36345994912671
25187174.58006155109112.4199384489086
26201183.6049916417.3950083600001
27188196.645620216569-8.64562021656943
28179188.667184807819-9.66718480781915
29176179.864178999569-3.86417899956879
30170175.745151922175-5.74515192217535
31179170.1078707788848.89212922111628
32183176.2852794391556.71472056084508
33174180.705161708776-6.7051617087763
34177174.2929950026512.70700499734903
35170175.477992614385-5.47799261438507
36166170.056352908788-4.05635290878786
37171165.7822099254055.21779007459486
38178168.9938234476139.00617655238688
39165175.263287034526-10.2632870345265
40162165.979128829816-3.97912882981564
41159161.767318360886-2.76731836088632
42149158.533637959348-9.53363795934808
43153149.838426390583.16157360942003
44156151.3903355273084.60966447269163
45149154.111091814641-5.11109181464084
46150148.9856013115641.01439868843568
47139148.804387650618-9.80438765061754
48131139.890636615029-8.89063661502877
49141131.7144327330059.28556726699497
50150138.20941051171211.7905894882877
51128146.726352629690-18.7263526296896
52124130.611110577151-6.61111057715078
53120124.274858580523-4.27485858052319
54113119.824345634263-6.82434563426284
55120113.3159779263666.6840220736339
56121117.7110814751113.28891852488889
57115119.365778872828-4.36577887282846
58119114.8418783185884.15812168141183
59106117.198165415244-11.1981654152437
6098107.159406819647-9.15940681964724
6110698.76626124162677.2337387583733
62116103.60507643643912.3949235635611
6393112.609815404609-19.6098154046086
649495.7814737991896-1.78147379918960
659093.3435318669035-3.34353186690350
669389.6447525328813.35524746711897
6710091.35298828036268.6470117196374
689997.33254686061911.66745313938088
699097.6784553945131-7.67845539451314
709190.48068083730020.519319162699844
718389.8998566908129-6.89985669081285
728383.3305391588918-0.330539158891824
739282.06373977231139.93626022768875
7410489.083933635392414.9160663646076
7571100.123648898221-29.1236488982206
766975.6160811804244-6.61608118042437
776769.2758170906191-2.27581709061914
787566.43885893479158.56114106520852
798672.349105794150213.6508942058498
808182.3676193421587-1.36761934215869
818880.26372592515197.73627407484813
828785.5081696531161.49183034688397
837785.712321750451-8.71232175045097
847077.680047249282-7.68004724928198


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8570.480987803835954.449650667900786.512324939771
8669.480987803835948.87891630215190.0830593055207
8768.480987803835944.152261368712792.809714238959
8867.480987803835939.925071746669895.0369038610019
8966.480987803835936.038088967750996.9238866399208
9065.480987803835932.402117367579698.559858240092
9164.480987803835928.9612292301469100.000746377525
9263.480987803835925.6776172011016101.28435840657
9362.480987803835922.5243061507982102.437669456873
9461.480987803835919.481249846121103.480725761551
9560.480987803835916.5330689872271104.428906620445
9659.480987803835913.6676584322899105.294317175382