Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.46970488241959
beta0.220607460394909
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
34652.258319.27-3667.02
44211.658580.4047182938-4368.7547182938
54787.858059.23909638813-3271.38909638813
63599.737714.5288140925-4114.79881409250
74174.276547.2877653495-2373.0177653495
85106.335952.27672629837-845.946726298374
95325.755986.88107087961-661.131070879613
106604.616039.78756431809564.822435681908
115711.96727.05753282585-1015.15753282585
126919.36567.01216512138352.287834878615
137048.767085.76676987385-37.0067698738485
148655.987417.833141731341238.14685826866
156658.538477.1426728173-1818.61267281729
167247.037912.23195290176-665.201952901763
178779.577820.15538629656959.414613703439
186602.498590.58408031849-1988.09408031849
199832.487770.546443467372061.93355653262
209369.499066.48494404933303.005055950665
218582.769567.64364555806-984.883645558057
228206.949361.82069742208-1154.88069742208
236515.838956.48010277087-2440.65010277087
248618.17694.30619781219923.793802187813
258505.398108.1519060904397.238093909603
269881.648315.83379800541565.80620199459
279375.299234.6473026514140.642697348596
2815642.59498.62800365056143.8719963495
2912232.7313218.9852981385-986.255298138454
306288.9313488.0908204085-7199.16082040846
3112473.9410092.98435201372380.95564798626
3211142.8211444.4209425648-301.600942564832
3310236.3211504.5955944826-1268.27559448258
3410581.5110979.2992166929-397.789216692929
358763.7110821.6554623859-2057.94546238590
3610819.049670.983079343361148.05692065665
3711636.2510145.14778743611491.10221256395
3814650.1310934.95115359293715.17884640715
3910671.3813154.3824963053-2483.00249630528
4017468.6312205.20808526255263.42191473749
4113873.1915439.9649321112-1566.7749321112
4213077.5815304.1951249811-2226.61512498115
4316866.8114627.77240497322239.03759502684
4414186.6416280.8985447441-2094.25854474408
4519919.8715681.64641997614238.22358002393
4617681.7818495.9584949773-814.178494977332
479984.2818852.7671450685-8868.48714506849
4817423.0914507.47150128342915.61849871662
4913514.4515999.3453720487-2484.89537204871
5012334.5714697.0856546356-2362.51565463564
5112274.5613207.5034679181-932.943467918087
5211752.2312292.7263405878-540.496340587813
531305411506.27709737261547.72290262742
5412460.9811861.0502964455599.929703554539
558626.6811832.8053589912-3206.12535899124
5613722.629684.617779758874038.00222024113
5712066.2211357.4517036547708.768296345341
586798.8311539.9710540372-4741.14105403718
596593.828671.36243541919-2077.54243541919
606606.196838.58331200908-232.393312009085
616315.285848.39905241974466.88094758026
627232.955235.045717832081997.90428216792
636747.445547.845161967261199.59483803274
647803.615609.977260959672193.63273904033
656700.316366.31891997047333.991080029528
665369.536283.78610191817-914.256101918173
678081.195520.209903916482560.98009608352
6810718.396654.338900815834064.05109918417
699447.218915.58629207526531.62370792474
706815.19572.72235279432-2757.62235279431
715497.88399.13754463364-2901.33754463364
726805.316857.41124866409-52.1012486640857


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
736648.586399786561465.4681705797411831.7046289934
746464.23376178672489.68802263024212438.7795009432
756279.88112378688-648.76224519510713208.5244927689
766095.52848578704-1927.8326535213914118.8896250955
775911.17584778719-3328.7795016171215151.1311971915
785726.82320978735-4836.8103769210216290.4567964957
795542.47057178751-6440.5159514270117525.4570950020
805358.11793378766-8131.0819016711218847.3177692465
815173.76529578782-9901.6085326937620249.1391242694
824989.41265778798-11746.597039154521725.4223547304
834805.06001978813-13661.579866288323271.6999058645
844620.70738178829-15642.858527106624884.2732906832