Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0694442869754801
beta0.095535532556981
gamma0.274990418870521


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131502814321.6838979972706.316102002796
141797717069.4177170777907.582282922289
152000819050.8472294842957.152770515797
162135420594.1469296704759.853070329562
171949819004.1326734229493.867326577136
182212521757.4677963716367.532203628394
192581724290.91398071891526.08601928110
202877925468.28637819143310.71362180858
212096023042.1560743632-2082.15607436320
222225424523.2253877757-2269.22538777566
232739228844.4884130028-1452.48841300276
242994531899.8472081405-1954.84720814051
251693316195.4055778487737.594422151315
261789219314.1959907242-1422.19599072425
272053321332.7820221934-799.782022193409
282356922812.3942319425756.60576805746
292241720958.63512177141458.36487822863
302208423985.7996975873-1901.79969758735
312658026864.8500198210-284.850019821031
322745428432.5724659408-978.572465940793
332408123975.6939369364105.306063063606
342345125609.0510861706-2158.05108617062
352899130404.3276855657-1413.32768556568
363138633461.1562610029-2075.15626100286
371689617419.7937823049-523.793782304892
382004519987.122828907957.8771710920773
392347122355.33418635311115.66581364689
402174724450.3158901976-2703.31589019757
412562122387.29066525703233.70933474305
422385924738.7662104173-879.766210417307
432550028245.7602996728-2745.76029967275
443099829465.55622944831532.44377055173
452447525204.5757707592-729.575770759151
462314526197.9615570337-3052.96155703366
472970131277.9213466602-1576.92134666025
483436534202.1819789929162.818021007057
491755618008.2929235411-452.292923541081
502207720811.9988862381265.00111376199
512570223622.38909238312079.61090761694
522221424825.295149348-2611.29514934800
532688624240.36888833812645.63111166187
542319125513.8403421907-2322.84034219074
552783128509.5516194940-678.551619493963
563540631036.42468151164369.57531848839
572319526154.5448188867-2959.54481888669
582511026383.8234382992-1273.82343829916
593000932191.5934576834-2182.59345768342
603624235640.0809205167601.919079483254
611845018627.0347185142-177.034718514227
622184522015.8591144154-170.859114415376
632648825017.01825781411470.98174218589
642239424940.7459548851-2546.74595488509
652805725704.23187220622352.76812779382
662545125647.1201444505-196.120144450495
672487229319.6525240786-4447.65252407861
683342432916.9056485469507.094351453132
692405225720.7714886625-1668.77148866251
702844926433.85219018942015.14780981059
713353332331.3230587461201.67694125399
723735136839.9276251758511.072374824173
731996919112.5594963099856.440503690137
742170122683.4127434211-982.412743421144
752624926141.2090244468107.790975553195
762449324890.2582868928-397.25828689276
772460327118.6027141374-2515.60271413739
782648526022.1738900225462.826109977508
793072328656.214370622066.78562938001
803456934157.3975312452411.602468754798
812668926144.2559703611544.744029638925
822615728046.0543017333-1889.05430173325
833206433630.5321022938-1566.53210229376
843887037851.12460303511018.87539696486
852133719799.21540360431537.78459639566
861941923019.9361331425-3600.9361331425
872316626616.3705380594-3450.37053805939
882828624930.67319841363355.32680158635
892457026876.3198706050-2306.31987060505
902400126530.5278871889-2529.52788718886
913315129337.85798924993813.14201075008
922487834540.1322844895-9662.1322844895
932680425877.6112577099926.388742290103
942896727079.90012626971887.09987373032
953331132890.1509824285420.849017571491
964022637812.61760145252413.38239854750
972050420053.1465526189450.853447381141
982306021813.6247031471246.37529685299
992356225774.3546544131-2212.35465441307
1002756225905.03428658011656.96571341987
1012394026263.7162865795-2323.71628657951
1022458425838.5724347560-1254.57243475605
1033430330346.0850946413956.91490535902
1042551732052.206096688-6535.20609668801
1052349426286.2819356077-2792.28193560765
1062909527447.76175379161647.23824620836
1073290332813.097975117289.902024882802
1083437938150.9633006975-3771.96330069753
1091699119758.4482116896-2767.44821168961
1102110921370.7489611716-261.748961171554
1112374024135.6278026146-395.627802614552
1122555225253.8253045917298.174695408266
1132175224445.4966791872-2693.49667918718
1142029424178.5442988199-3884.54429881989
1152900929342.9118730520-333.911873051951
1162550027983.9735771297-2483.97357712966
1172416623648.7828814765517.217118523466
1182696025908.41073991931051.58926008070
1193122230365.3107838664856.689216133629
1203864134310.56011648174330.43988351834
1211467217809.4104846895-3137.41048468947
1221754319821.1911947822-2278.19119478216
1232545322127.78608874353325.21391125649
1243268323538.74876861839144.25123138172
1252244922655.6270874520-206.627087451965
1262231622283.851540677032.1484593230489
1272759528516.3079870321-921.307987032145
1282545126667.2264563353-1216.22645633532
1292542123316.93670938952104.06329061055
1302528825861.0196273971-573.019627397141
1313256830156.98825051982411.01174948024
1323511035137.565415337-27.5654153369687
1331605216751.0817364431-699.081736443146
1342214619190.16851277352955.83148722647
1352119823460.9607131809-2262.96071318091
1361954326002.1155805422-6459.11558054222
1372208421756.9543994932327.045600506794
1382381621470.47683168772345.52316831228
1392996127431.68310557872529.31689442132
1402677325798.4071066050974.592893394962
1412663523508.61244249213126.38755750789
1422697225452.67944518331519.32055481666
1433020730688.9002941465-481.900294146508
1443868734849.25693747383837.74306252616
1451697416598.5140631523375.485936847686
1462169720108.95484638081588.04515361924
1472417922998.36840244611180.63159755394
1482375724772.5065126522-1015.50651265220
1492501322670.94844822632342.05155177366
1502401923159.0838924448859.916107555211
1513034529448.8769675645896.123032435542
1522448827314.5303480323-2826.53034803232
1532515625311.9440749653-155.944074965279
1542565026713.8051059842-1063.80510598416
1553092331428.1408246841-505.140824684077
1563724036888.4072085374351.592791462594
1571746617085.1710804427380.828919557305
1581946321009.6016535166-1546.60165351658
1592435223607.114860479744.885139521
1602680524793.45424181152011.54575818852
1612523623744.55094642391491.44905357606
1622473523797.6777859469937.322214053132
1632935630221.0387410972-865.038741097182
1643123426957.45950804914276.54049195087
1652272426134.8563180714-3410.85631807141
1662849627126.781692631369.21830736998
1673285732354.7011662801502.29883371988
1683719838367.4788094046-1169.47880940462
1691365217800.4807464634-4148.48074646339
1702278420965.77567454081818.22432545915
1712356524491.7794077116-926.77940771158
1722632325922.4817383618400.518261638212
1732377924594.0012185227-815.001218522746
1742754924320.09513478513228.90486521490
1752966030540.0813835425-880.081383542452
1762335628536.6528561344-5180.6528561344


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
17725038.034165733823551.120136616926524.9481948507
17827444.588807620525909.641103523028979.5365117179
17932268.847281007230651.767928416833885.9266335975
18037697.584011415535959.139498196539436.0285246345
18116563.061023164815008.586370048318117.5356762813
18221567.308833343519888.655490560123245.9621761269
18324243.452159244922440.645627179726046.2586913101
18426065.166968155124133.309447477927997.0244888323
18524378.284603824822419.171952602626337.3972550471
18625176.524297255223099.742864834127253.3057296764
18730040.666836056627638.719607283832442.6140648294
18826970.036255244025139.68672539628800.3857850921