Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.29089981285969
beta0.129402100573134
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3735.7-394.31130
4575.9-473.0465685389261048.94656853893
5545.8-535.8860203089521081.68602030895
6905.8-548.4836141568791454.28361415688
7765.8-397.9489714755751163.74897147557
8945.7-288.1237449358261233.82374493583
915.7-111.468894886917127.168894886917
10645.7-251.952708950638897.652708950638
11155.9-134.512542722383290.412542722383
12416-182.786414262083598.786414262083
13825.8-118.814239240618944.614239240618
14725.981.3173434025964644.582656597404
15925.9218.433849937693707.466150062307
16556400.474334378469155.525665621531
17116.1427.809895101609-311.709895101609
18876.3307.493008467076568.806991532924
19336.2464.729947599733-128.529947599733
20186.1414.273442800663-228.173442800663
21286.1326.241520299882-40.141520299882
2226291.396999737334-265.396999737334
23915.8181.035350668403734.764649331597
24405.7389.27931825450516.4206817454948
25965.7389.175284593019576.524715406981
26395.6573.707556372317-178.107556372316
27425.8532.012930425985-106.212930425985
28545.6507.2342593979838.3657406020197
2965.6525.957700086072-460.357700086072
30445.6382.2733187415963.3266812584102
31895.5393.312435156616502.187564843384
32175.4550.919970504003-375.519970504003
33715.4439.066832234116276.333167765884
34865.5527.239672276702338.260327723298
3557.4646.16026092256-588.76026092256
36145.4473.248003734599-327.848003734599
37315.3363.89387557431-48.5938755743102
38635.4333.945499501746301.454500498254
395.2417.173796403027-411.973796403027
40515.2277.357986331911237.842013668089
41515.1335.526571864868179.573428135132
42955383.504527737267571.495472262733
43955567.00536373342387.994636266579
44634.9711.731141145494-76.8311411454937
45205718.347028651095-513.347028651095
46275578.656579926155-303.656579926155
47425488.534484632216-63.534484632216
4884.9465.872230341771-380.972230341771
49534.7336.526439718177198.173560281823
504.8383.113907817676-378.313907817676
51704.7247.760391178728456.939608821272
52684.7372.58256531853312.11743468147
53884.6467.025047316543417.574952683457
54994.6607.863895069212386.736104930788
55294.7754.289653094595-459.589653094595
56524.7637.219051653267-112.519051653267
57914.5616.875663288503297.624336711497
58564.4727.046396692355-162.646396692355
59984.5697.201953955125287.298046044875
60934.4809.061039211828125.338960788172
61514.6878.524397248303-363.924397248303
62474.5791.96191286089-317.461912860891
63784.4706.96512283091577.4348771690849
64504.5739.758619827906-235.258619827906
65824.4672.733785820247151.666214179753
66414.6723.974492020653-309.374492020653
67964.7629.45274457231335.247255427689
6864.6735.07107096115-670.471070961149
69244.7522.887550484607-278.187550484607
70344.7414.34740570933-69.6474057093298
7134.7363.849809467486-329.149809467486
72685225.47281084047459.52718915953
73425333.81980702675491.1801929732464
74484.8338.447031230024146.352968769976
75785.1364.63317724615420.46682275385
76704.9486.38664439218218.513355607821
77245.4557.617394219456-312.217394219456
78285.6462.705854248112-177.105854248112
79218.8400.431432002451-181.631432002451
80706.1330.003359532417376.096640467583
81856.2435.975702424141420.224297575859
82456.6570.603295427711-114.003295427711
83606.8545.53275021231861.2672497876823
84527.3573.754659753437-46.4546597534367
85657.8568.89159103510388.9084089648967
86948.2606.752397078215341.447602921785
87486.6730.929935493442-244.329935493442
88238.9675.507574399983-436.607574399983
89289.4547.716444757507-258.316444757507
90969.5462.066353332924507.433646667076
91589.5618.274168730914-28.7741687309144
92189.7617.416083594395-427.716083594395
93639.8484.405333513077155.394666486923
949710.1526.87092021629183.2290797838
95969.93541.21657067186-2571.31657067186
96939.93039.37490104804-2099.47490104804
97859.72595.76125277685-1736.06125277685
98679.92192.51393172237-1512.61393172237
99879.91797.32799746341-917.427997463409
100329.81540.74675501591-1210.94675501591
101349.61153.19723550532-803.597235505315
10239.5853.895766611914-814.395766611914
103849.5520.796669051269328.703330948731
104449.6532.598279934586-82.9982799345859
105749.6421.511661118665328.088338881335
106249.7442.360307493709-192.660307493709
107649.8304.47094911205345.32905088795
108619.4336.081832042037283.318167957963
109939360.318719799598578.681280200402
110778.9492.260008170372286.639991829628


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
111550.036543045553-1559.585579167652659.65866525876
112524.429557939392-1696.132283056482744.99139893526
113498.822572833231-1852.277722521722849.92286818818
114473.21558772707-2027.474586882312973.90576233645
115447.608602620909-2220.88233138273116.09953662452
116422.001617514748-2431.498490895243275.50172592474
117396.394632408587-2658.261008471443451.05027328861
118370.787647302426-2900.119143683153641.694438288
119345.180662196265-3156.077118234233846.43844262676
120319.573677090104-3425.217136420294064.3644906005
121293.966691983942-3706.708317881134294.64170184902
122268.359706877781-3999.806838760934536.52625251649