Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0453111528314821
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
295094010
3920940.453111528315-20.4531115283148
4930939.526357465976-9.52635746597605
5930939.094707226908-9.09470722690787
6900938.682615557792-38.6826155577919
7940936.9298616523313.07013834766872
8840937.068973160216-97.0689731602163
9890932.670666082159-42.6706660821587
10850930.737209009889-80.7372090098889
11830927.078912993255-97.0789129932546
12940922.68015552990317.319844470097
13960923.46493764970536.5350623502949
14900925.120383443567-25.1203834435671
15940923.9821499101716.0178500898298
16920924.707937163622-4.7079371636222
17930924.494615103285.50538489671965
18970924.74407043973245.2559295602682
19930926.7946687805683.20533121943208
20780926.939906033327-146.939906033327
21810920.281889494007-110.281889494007
22870915.2848899446-45.2848899445997
23720913.232979375363-193.232979375363
24880904.477370314803-24.4773703148035
25920903.36827244755716.6317275524434
26920904.12187519653715.878124803463
27950904.84133133618445.158668663816
28950906.88752267367643.1124773263235
29890908.840998722753-18.8409987227533
30960907.98729135012952.0127086498711
31780910.344047140943-130.344047140943
32780904.438008100265-124.438008100265
33760898.799578497189-138.799578497189
34860892.510409582958-32.5104095829575
35740891.03732544573-151.03732544573
361020884.1936501092135.8063498908
37890890.347192384588-0.34719238458797
381040890.331460697388149.668539302612
39920897.11311475579322.8868852442066
40900898.150145910931.84985408906982
41950898.23396493227651.766035067724
42990900.57954365870989.4204563412906
43840904.631287622251-64.6312876222505
44740901.702769471103-161.702769471103
45840894.375830570324-54.3758305703242
46960891.91199900101368.0880009989866
47790894.997144820269-104.997144820269
481010890.239603144448119.760396855552
49900895.6660847895294.33391521047088
50970895.86245948398974.1375405160105
51920899.22171691286120.7782830871394
52980900.16320487339879.8367951266022
53890903.780702098955-13.780702098955
541000903.15628260002496.8437173999758
55880907.544383079903-27.5443830799034
56740906.296315328521-166.296315328521
57860898.761237569358-38.7612375693581
58940897.00492120991542.9950787900846
59760898.953077795975-138.953077795975
601010892.656953651556117.343046348444
61870897.973902358362-27.9739023583624
62980896.7063725933183.2936274066903
63920900.48050287462319.5194971253773
64950901.36495379206448.6350462079356
65880903.568663803758-23.5686638037583
66980902.50074047611277.4992595238875
67910906.0123212687263.98767873127395
68730906.193007589162-176.193007589162
69880898.209499294451-18.2094992944507
70820897.384405888935-77.384405888935
71690893.878029246928-203.878029246928
72990884.640080704739105.359919295261
73800889.414060110239-89.4140601102392
74960885.36260596730174.6373940326991
75910888.7445123352621.2554876647399
76950889.70762298534560.2923770146552
77940892.43954009482947.5604599051709
781010894.594559362328115.405440637672
79890899.823712920646-9.82371292064602
80660899.378589163126-239.378589163126
81860888.532069324971-28.532069324971
82840887.239248371189-47.2392483711888
83740885.098783568597-145.098783568597
84980878.524190410659101.475809589341
85820883.12217632766-63.1221763276595
861080880.262037749021199.737962250979
87930889.31239508282440.6876049171759
88970891.15599736757378.8440026324269
89930894.72851002069735.2714899793032
901010896.326701893743113.673298106257
91880901.477370077094-21.4773700770944
92740900.504205679113-160.504205679113
93860893.231575085491-33.2315750854909
94810891.725814107961-81.7258141079614
95750888.022723254638-138.022723254638
96890881.768754547038.23124545297003
97790882.141721767743-92.141721767743
981000877.966674130569122.033325869431
99890883.4961448095736.5038551904272
100970883.790841986186.2091580138999
101900887.69707832034112.3029216796588
102990888.254537884842101.745462115158
103910892.86474206865217.1352579313483
104730893.641160359586-163.641160359586
105850886.226390733012-36.2263907330116
106840884.584931205975-44.5849312059752
107830882.56473657412-52.5647365741202
108950880.18296776166469.8170322383364


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
109883.346457979655712.1394054224191054.55351053689
110883.346457979655711.9637428907241054.72917306859
111883.346457979655711.7882602239911054.90465573532
112883.346457979655711.6129568708471055.07995908846
113883.346457979655711.4378322827271055.25508367658
114883.346457979655711.2628859138581055.43003004545
115883.346457979655711.0881172212411055.60479873807
116883.346457979655710.9135256646251055.77939029469
117883.346457979655710.7391107064951055.95380525282
118883.346457979655710.5648718120461056.12804414726
119883.346457979655710.3908084491691056.30210751014
120883.346457979655710.2169200884271056.47599587088