Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.425790716300877
beta0.363870669843029
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13335339.209935897436-4.20993589743597
14333334.806502608272-1.80650260827230
15325324.9382091448710.0617908551285495
16322320.5833244541501.41667554584967
17322320.3581598623731.64184013762673
18315313.9415764095081.05842359049183
19321321.482230754681-0.482230754680756
20324322.3755087775061.62449122249444
21329323.7508296909465.24917030905351
22332326.81610705015.18389294990004
23322331.615078055855-9.61507805585484
24324329.789760748242-5.78976074824214
25324324.320486854873-0.320486854872513
26323322.6777830829070.322216917093328
27309314.84304297509-5.84304297508993
28306307.891442956403-1.89144295640341
29305305.013988640078-0.0139886400780824
30300295.9278081801494.07219181985096
31301302.704413151532-1.70441315153158
32302302.935014611054-0.9350146110541
33308303.5533128361174.44668716388315
34311304.366553285326.6334467146803
35301299.6367434707121.36325652928838
36301304.735054607852-3.73505460785196
37308303.6521274245334.34787257546719
38302305.460460076224-3.46046007622425
39290292.983127039846-2.98312703984573
40286290.469578026084-4.46957802608426
41286288.124271799629-2.12427179962901
42275280.710765506471-5.71076550647092
43284278.7140877448715.28591225512861
44289282.1551208893346.84487911066577
45292290.1738293477841.82617065221626
46293291.7185125834571.28148741654326
47285281.4460790193103.55392098068967
48280284.651445795886-4.65144579588645
49281287.779429210232-6.77942921023185
50280278.6020690943591.39793090564052
51265267.456032914917-2.45603291491665
52260263.383595893844-3.38359589384396
53254262.085855751076-8.08585575107566
54238248.389388125156-10.3893881251562
55247248.304942615335-1.30494261533491
56246246.403636761513-0.403636761513155
57247243.8999855218733.10001447812749
58237241.317437649337-4.31743764933694
59222224.741569532141-2.74156953214072
60216214.3550827490671.64491725093265
61212213.717909759370-1.71790975937031
62209206.9512273706342.04877262936591
63185189.530182090152-4.53018209015232
64186179.3814730301776.61852696982254
65178176.5316158121691.46838418783119
66158163.949963007569-5.94996300756875
67166170.029386631934-4.02938663193359
68162166.120700569582-4.12070056958191
69164162.1054167798851.89458322011507
70147152.622906454696-5.62290645469568
71132134.066268925498-2.06626892549755
72124124.260915470264-0.260915470263527
73117118.360849366878-1.36084936687803
74120111.4439435790428.55605642095763
758991.5590134460137-2.55901344601374
768187.4997715210822-6.49977152108222
777172.9230202749115-1.92302027491149
785250.92823095580741.07176904419259
796358.47872781404714.5212721859529
806256.86164882474865.13835117525135
817460.38059472516613.6194052748341
826753.528131000223813.4718689997762
835350.05687058987082.94312941012920
844249.1099877427967-7.10998774279665


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8544.289776960114934.945858221540453.6336956986894
8648.485246671475537.680024741005159.2904686019458
8722.08779656579389.2814119608535234.8941811707341
8820.76475966221145.4921579278367136.0373613965860
8916.5000120638199-1.6298252637230334.6298493913629
902.25804980163866-19.061212598914223.5773122021915
9116.3812689970839-8.41598400346341.1785219976307
9217.5412485401361-10.990505209442946.0730022897152
9327.2939750888902-5.2048578987576459.792808076538
9415.9994292583403-20.680740128745352.6795986454259
950.100689245155060-40.960661967881641.1620404581917
96-8.9735139568271-54.60425914446536.6572312308108