Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.86027857545682
beta0.00780892603310416
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31405814084-26
41342713741.4580928923-314.458092892268
51994613148.64938569836797.35061430173
61963118719.6409358627911.359064137327
71472419233.1624351971-4509.16243519706
81146215053.2335360333-3591.23353603331
91177811638.8538280692139.146171930764
101177811434.574624542343.425375457971
111209311408.3395239848684.660476015151
121276011680.26111721711079.73888278287
131374212299.31372517521442.68627482476
141342713240.2939510606186.706048939426
151146213102.0355609795-1640.03556097948
161177811381.2529852039396.747014796052
172092911415.33610986499513.66389013508
182289319356.41888034353536.5811196565
191766622179.3036273591-4513.30362735908
201472418046.7252868878-3322.72528688777
211538714916.0544091984470.945590801641
221570715052.1610525874654.838947412649
231735115350.86632181542000.13367818461
241896416820.33642715892143.66357284106
251931518427.6830399264887.316960073604
261602218960.1824421874-2938.18244218738
271636916181.9483941593187.051605840687
281209316093.5428258982-4000.54282589816
292422212375.764431631511846.2355683685
302780022370.21123446955429.7887655305
311963126881.2028383021-7250.20283830209
321700420435.1635404613-3431.16354046134
331864917251.51188133911397.48811866086
342061318231.23391092642381.76608907364
352355520073.70954227583481.2904577242
362716422885.46922440914278.53077559095
372716426411.8202070099752.179792990097
382485326909.580022087-2056.58002208703
392387124977.2081449209-1106.20814492086
401798223854.9894900602-5872.98949006016
412780018592.55709728549207.44290271457
423239126365.35183718216025.64816281786
432846231441.396141982-2979.39614198196
442422228750.5786186961-4528.57861869614
452485324696.6102813597156.389718640257
462716424674.07043427462489.92956572541
473042626675.75190033593750.24809966406
483435529786.85201020624568.14798979385
493172433632.2620134532-1908.26201345315
503011131893.3358237-1782.33582370003
513011130250.7677692238-139.767769223847
522485330020.3268815883-5167.32688158834
533239125430.07126673836960.92873326166
543729731320.25660237485976.74339762524
553337336403.9192556588-3030.91925565875
562912933718.121447113-4589.12144711302
573042629661.0066394224764.993360577588
583565330215.06120332075437.93879667935
593796434825.68187691163138.31812308837
604122237479.07090927263742.92909072735
613859540677.7382463729-2082.73824637289
623435538850.7172588257-4495.71725882569
633337334917.6605617225-1544.66056172251
642552033512.9579154168-7992.95791541682
653074226507.22770112454234.77229887551
663631530049.20038921046265.79961078964
673011135380.5150728694-5269.51507286936
682650230752.8458518984-4250.84585189842
693011126972.95938490313138.04061509692
703368929570.65453362714118.34546637294
713565333039.35137767462613.6486223254
724090635231.14786823755674.85213176251
733828040094.5549684839-1814.55496848393
743172438502.795686219-6778.79568621897
753239132594.8675265204-203.867526520367
762618632341.8396459556-6155.83964595564
773140926927.10365110244481.89634889764
783600030693.89273927895306.10726072106
793074235205.3784585743-4463.37845857426
802716431282.4006054789-4118.40060547888
813042627628.53300363782797.46699636221
823435529943.03109895174411.96890104833
833368933676.089545964112.9104540358603
844154233624.81898934587917.18101065416
854024440426.6094956156-182.609495615638
863501740259.0970201308-5242.0970201308
873533335703.8001938028-370.800193802825
882846235336.6846811197-6874.68468111972
893270629328.23357414263377.76642585737
903926232162.43783455757099.56216544251
913435538246.1170381779-3891.11703817786
923140934848.6104457475-3439.61044574748
933631531816.41850836344498.58149163661
943926235643.50382618223618.49617381778
953698238737.7791214103-1755.77912141029
964743137196.885457679510234.1145423205
974483546039.3916992889-1204.39169928887
983894645033.5051611114-6087.50516111144
993729739785.8857729207-2488.88577292074
1002976437617.361579935-7853.36157993499
1013403530781.13606267843253.86393732156
1023796433522.07766627494441.92233372513
1033305337314.9206304723-4261.9206304723
1043305333591.4030174063-538.40301740633
1053859533067.53092053715527.46907946288
1064154237799.13134796963742.86865203043
1073992441020.6222987058-1096.6222987058
1085135540071.435922363111283.5640776369
1094841349848.4599565892-1435.45995658917
1104287148673.9369062492-5802.93690624922
1114056043703.1837373855-3143.18373738547
1123239140999.4437932851-8608.44379328506
1133533333536.22746447571796.77253552434
1144056035036.4662678815523.53373211897
1153663139779.8641653842-3148.86416538425
1163565337041.4303511419-1388.43035114188
1174024435808.13276151894435.86723848111
1184416839615.15310388454552.84689611549
1193992443553.3938900278-3629.39389002776
1205005740428.24649847819628.75350152194


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12148773.483796818839893.225425347257653.7421682904
12248835.310749445437082.186288776960588.435210114
12348897.13770207234813.990164969762980.2852391744
12448958.964654698632851.095882755865066.8334266414
12549020.791607325231089.583399467566951.999815183
12649082.618559951829473.015388327168692.2217315766
12749144.445512578427966.733634808370322.1573903486
12849206.27246520526547.671956350571864.8729740596
12949268.099417831625199.577564315273336.6212713481
13049329.926370458223910.498766823674749.3539740929
13149391.753323084822671.349860410576112.1567857592
13249453.580275711521475.0376673777432.122884053