Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.405348713655848
beta0.0645208222842562
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
138374683742.28525641043.7147435896477
148374683558.5370690149187.462930985101
158311582809.8404387609305.159561239096
168146681152.8746227794313.125377220582
178998189753.3687100858227.631289914236
189127991067.2862186113211.713781388709
198931986167.45529425023151.54470574984
208472884508.5380979335219.461902066541
218669285243.63625747981448.36374252016
228374686253.831213707-2507.83121370702
238507585906.0909062125-831.090906212456
248571086344.9459123975-634.945912397525
258637287008.6193349581-636.619334958072
268472886712.6051094252-1984.60510942523
278507585134.671372028-59.6713720279804
288276483306.2365345758-542.236534575815
298998191458.4787976779-1477.47879767792
309226191976.4794728116284.520527188361
319030188760.95177048541540.04822951458
328669284569.72043604172122.27956395835
339061786721.12725675943895.87274324062
348637286349.107088721822.8929112781771
359030188068.70212312112232.2978768789
368998189990.4876285376-9.48762853759399
379096491047.6044636175-83.604463617492
388735590329.5456716521-2974.54567165206
399127989624.48782193641654.5121780636
409096488378.25156839152585.74843160847
419685297498.3975237373-646.39752373728
429552399678.9087417866-4155.90874178655
439030195571.7850965973-5270.78509659728
448767088949.6143642168-1279.6143642168
459127990671.3646378168607.635362183151
468637286472.017859474-100.017859473955
478998189261.030758743719.969241257044
489061789002.57666080781614.42333919216
499194690482.2023902381463.79760976195
508900488521.081349325482.918650675012
519061791909.4041984154-1292.4041984154
529159989884.55481882311714.44518117687
539520896568.8866021651-1360.88660216515
549226196193.5261191077-3932.52611910773
558833791340.5107844819-3003.51078448193
568409287896.5517036278-3804.5517036278
578802189536.8616898578-1515.86168985783
587722183820.1988158138-6599.19881581384
598244884056.6551709317-1608.6551709317
608539082919.55463396792470.44536603206
618833784212.35611234414124.64388765591
628409282371.87312094451720.12687905546
638409284863.7043280108-771.704328010761
648409284509.2705212886-417.270521288636
658637288116.3361022967-1744.3361022967
668311585661.8596067367-2546.85960673675
677883981564.7460054615-2725.74600546148
687526177406.0864410822-2145.08644108224
697785780772.4796435837-2915.47964358373
706772471121.514304105-3397.51430410496
717393375362.9814273272-1429.98142732721
727754176468.2002473561072.79975264403
737820477885.8377264237318.162273576323
747459572680.69919121511914.30080878493
757491073382.69224723051527.3077527695
767393373844.275935015988.7240649841115
777722176553.8893968346667.11060316542
787491074349.3205763015560.679423698515
797035571236.3941973969-881.394197396949
806706268049.7916538721-987.791653872104
817263071336.606162761293.39383723997
826053763124.5648933717-2587.56489337173
836839068905.0280311948-515.028031194845
847196871934.021359961233.9786400388111
857196872519.2764304592-551.276430459213
866772467925.5676026072-201.567602607232
876379967499.1427144398-3700.14271443985
886348464808.9871804085-1324.98718040854
896706267075.1762462097-13.1762462096522
906379964299.4560923665-500.456092366527
915759559639.0080311028-2044.00803110284
925331955627.6049069193-2308.6049069193
935791159410.7283750367-1499.72837503666
944711547360.8208013322-245.820801332193
955692854986.32754419921941.6724558008
966215059065.24386691253084.7561330875
976379960346.52838048043452.47161951959
986019157495.82362358022695.1763764198
995563156151.0529328365-520.052932836501
1005889356233.397199892659.60280011003
1016019161070.0806577908-879.080657790822
1025920857806.23521440521401.76478559479
1034939153201.3539353552-3810.35393535515
1044483548472.8050325409-3637.80503254085
1054809352319.5583982989-4226.55839829893
1063828039960.0755580888-1680.07555808879
1074841348317.597998888795.4020011112661
1085202252292.1741768706-270.174176870591
1095496452308.76857915822655.23142084185
1105005748540.29046247181516.70953752819
1114546644630.7820768221835.217923177857
1124809347013.60756531391079.39243468609
1134939148924.4817408098466.518259190234
1144679547416.5824213123-621.582421312341
1153698238693.4310353743-1711.43103537425
1163270634774.4624778512-2068.46247785118
1173663138804.4657981421-2173.46579814215
1182583528742.3880323563-2907.38803235632
1193761337577.029854534335.970145465697
1204483541227.38961439493607.61038560508


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12144574.117131377540516.64050860648631.5937541491
12239001.559384803134582.458600131143420.660169475
12333981.576227238629188.181926380738774.9705280964
12436058.773430102930878.988715506141238.5581446997
12537027.168574653431449.391629192242604.9455201146
12634530.422876657428543.484725586540517.3610277283
12725274.702426236118867.816317222831681.5885352495
12821745.464007506414908.183785759928582.7442292529
12926513.885943000719236.071457510633791.7004284908
13016915.64590270219187.4339628386924643.8578425656
13128774.357587318320586.137344346836962.5778302898
13234628.368752187625970.760642836743285.9768615386