Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.115049394894288
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1396.296.17275068291590.0272493170841415
1496.196.06384526110510.0361547388948509
15106105.9114424902830.0885575097165656
16103.1102.7226434384000.377356561599697
17102101.6487163166130.35128368338718
18104.7104.4421499741390.257850025860648
198681.35251366827884.64748633172121
2092.196.1028763212288-4.0028763212288
21106.9102.4736561278954.42634387210460
22112.6111.5365216626081.06347833739187
23101.7104.20399760543-2.50399760543002
249292.2671529434098-0.267152943409840
2597.497.7951138106405-0.395113810640453
269797.6424517641857-0.642451764185665
27105.4107.608044143007-2.20804414300669
28102.7104.371695153072-1.67169515307194
2998.1103.025950023087-4.92595002308735
30104.5105.141100348176-0.641100348176181
3187.485.73795426045851.66204573954154
3289.992.4673205718783-2.56732057187834
33109.8106.4544104415563.34558955844442
34111.7112.412824634323-0.712824634323198
3598.6101.738350239905-3.13835023990472
3696.991.7388785446765.16112145532404
3795.197.7973410324994-2.69734103249944
389797.16012957598-0.160129575979909
39112.7105.8036189822126.89638101778826
40102.9104.057112927696-1.15711292769589
4197.499.8172240497473-2.41722404974732
42111.4106.1061065564975.293893443503
4387.489.052455077373-1.65245507737293
4496.891.6957634023755.10423659762506
45114.1112.3019041203921.79809587960845
46110.3114.536810479263-4.23681047926253
47103.9101.0305882205212.86941177947932
48101.698.97015990952232.62984009047771
4994.697.7367660827113-3.13676608271129
5095.999.3381750455558-3.43817504555579
51104.7114.099446755483-9.39944675548271
52102.8103.322325374358-0.522325374357862
5398.198.01565682355940.0843431764406262
54113.9111.4747558921142.42524410788556
5580.987.8649018232492-6.96490182324921
5695.795.8141183134546-0.114118313454583
57113.2112.7158165367170.484183463283273
58105.9109.482788934937-3.58278893493694
59108.8102.4082862682326.39171373176765
60102.3100.5536170866951.74638291330467
619994.16113314079654.83886685920346
62100.796.40323319019554.29676680980455
63115.5106.8004102143238.69958978567664
64100.7105.90399780601-5.20399780600992
65109.9100.4787436324389.42125636756238
66114.6117.622496088569-3.02249608856896
6785.484.06157482306941.33842517693056
68100.599.63239245736560.867607542634403
69114.8117.907181226164-3.10718122616414
70116.5110.3812864829626.11871351703815
71112.9113.309010036028-0.409010036027638
72102106.279439486464-4.27943948646416
73106101.7700362885994.22996371140052
74105.3103.4791864063751.82081359362479
75118.8117.8208740614870.97912593851278
76106.1103.4045137385182.69548626148224
77109.3111.979321324544-2.67932132454409
78117.2116.7905582527640.409441747236230
7992.586.90692983917045.59307016082957
80104.2102.925425122511.27457487749001
81112.5118.093660129529-5.59366012952883
82122.4118.4318364584133.96816354158689
83113.3115.260534140287-1.96053414028734
84100104.410961490115-4.41096149011474
85110.7107.4626237072103.2373762927905
86112.8106.9050512464925.89494875350759
87109.8121.257949125013-11.4579491250133
88117.3106.79676281723110.5032371827686
89109.1111.568141912811-2.46814191281103
90115.9119.277755916957-3.37775591695707
919693.14242578844782.85757421155219
9299.8105.143349056347-5.34334905634663
93116.8113.4728553402583.32714465974229
94115.7123.398066849382-7.69806684938196
9599.4113.626328227915-14.2263282279152
9694.399.3271230939283-5.02712309392825


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
97108.938419436627100.274422140560117.602416732695
98110.306657132953101.584164176346119.02915008956
99108.55504311644499.7795694623452117.330516770543
100114.673563258016105.822707024076123.524419491955
101106.93127360230598.0561095428096115.806437661801
102113.969256256700105.003092120334122.935420393066
10394.07000978534985.1613563885144102.978663182184
10498.370364246960989.3790768905948107.361651603327
105114.741116636244105.561607806906123.920625465582
106114.483813772419105.253709876615123.713917668223
10799.79346682505190.6554623103423108.931471339760
10895.22747051382467.16042824888261183.294512778767