Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999933893038648
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
21555416111-557
31522015554.0368215775-334.036821577472
41480715220.0220821593-413.022082159254
51429114807.0273036348-516.027303634823
61465314291.034112997361.965887002982
71700614652.97607153512353.0239284649
81803217005.84444873811026.1555512619
91655818031.9321639746-1473.93216397463
101610216558.0974371766-456.097437176599
111505516102.0301512157-1047.03015121565
121548415055.0692159817428.930784018259
131459615483.9716446892-887.971644689238
141460914596.058701107212.9412988928034
151392314608.9991444901-685.999144490053
161422613923.0453493189302.954650681068
171405614225.9799725886-169.979972588617
181427814056.0112368595221.988763140522
191614214277.98532499741864.01467500259
201650916141.8767756539367.12322434608
211568016508.9757305992-828.975730599195
221408615680.0548010666-1594.05480106658
231312914086.1053781191-957.105378119128
241308613129.0632713282-43.0632713282412
251309613086.0028467829.99715321798612
261228013095.9993391186-815.999339118578
271153412280.0539432368-746.053943236775
281113511534.0493193592-399.049319359192
291090311135.0263799379-232.026379937932
301092610903.015338558922.984661441069
311322010925.99848055392294.00151944612
321358113219.8483505302361.151649469788
331178813580.9761253619-1792.97612536187
341108811788.1185282034-700.118528203424
351043411088.0462827085-654.046282708485
361106110434.0432370123626.956762987667
371082811060.9585537935-232.9585537935
381027010828.0154001821-558.015400182112
391036010270.036888702589.9631112975057
40989910359.9940528121-460.994052812079
4193959899.03047491603-504.030474916033
4299449395.03331992313548.966680076874
43121179943.96370948092173.0362905191
441247412116.8563471739357.143652826073
451110612473.9763903183-1367.97639031834
461064311106.0904327624-463.090432762365
471022710643.0306135013-416.030613501342
481127310227.02750251971045.97249748031
491151611272.9308539365243.069146063466
501158311515.983931437467.0160685626452
511160511582.995569771322.0044302286551
521141411604.998545354-190.998545353981
531118111414.0126263335-233.012626333457
541200011181.0154037567818.984596243317
551400711999.94585941692007.05414058305
561458214006.8673197495575.132680250503
571325114581.9619797261-1330.96197972613
581280613251.0879858522-445.087985852155
591264512806.0294234143-161.029423414278
601386912645.01064516591223.98935483413
611334213868.919085783-526.919085783025
621307913342.0348330196-263.034833019639
631251313079.0173884335-566.01738843354
641233112513.0374176896-182.037417689622
651188212331.0120339405-449.012033940537
661238811882.0296828212505.970317178826
671439412387.96655183982006.0334481602
681463514393.8673872244241.132612775627
691321814634.9840594557-1416.98405945569
701255413218.0936725105-664.093672510455
711203112554.0439012147-523.043901214744
721242912031.034576843397.965423157037


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7312428.973691715210649.020893585214208.9264898451
7412428.97369171529911.8235061658514946.1238772644
7512428.97369171529346.1408792436215511.8065041867
7612428.97369171528869.2445949029615988.7027885273
7712428.97369171528449.0887265771416408.8586568532
7812428.97369171528069.2377560452116788.7096273851
7912428.97369171527719.9280854577517138.0192979726
8012428.97369171527394.7981271512417463.1492562791
8112428.97369171527089.4290755617617768.5183078685
8212428.97369171526800.6036078513618057.3437755789
8312428.97369171526525.8928948792218332.0544885511
8412428.97369171526263.4099715827118594.5374118476