Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.098155242834915
beta0.0343410839300175
gamma0.291862308416832


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
132323.9407051282051-0.940705128205131
141818.4734042273127-0.47340422731267
151514.67537562900660.324624370993439
161210.87343861823431.12656138176569
172119.61234662797671.38765337202334
181514.04822629500890.951773704991053
192021.5695302857669-1.56953028576691
203118.00473123184212.995268768158
212721.95501413134935.04498586865068
223422.100273839195511.8997261608045
232129.7501400020546-8.75014000205462
243136.1352856044103-5.13528560441032
251928.7353310927983-9.73533109279827
261622.5549834855285-6.55498348552847
272018.37676073373011.6232392662699
282114.92444038538496.07555961461514
292224.245592945388-2.24559294538802
301718.2256250315818-1.22562503158176
312424.8777271260046-0.877727126004594
322525.2249952297038-0.224995229703811
332625.75094477994750.249055220052501
342527.1794943734804-2.17949437348036
351727.9143781778676-10.9143781778676
363234.9335903984696-2.93359039846963
373326.44138243111706.55861756888296
381322.6548450980675-9.65484509806753
393220.271892752503511.7281072474965
402518.96430579826406.03569420173602
412926.07213541486732.92786458513271
422220.82671629395751.17328370604254
431827.8122182439617-9.81221824396166
441727.430574310146-10.430574310146
452027.0214157974156-7.02141579741562
461527.0144401806347-12.0144401806347
472024.3690123524528-4.36901235245283
483334.0375962623899-1.03759626238988
492928.14261841147010.857381588529947
502319.42228068985923.57771931014081
512623.90450479883612.0954952011639
521820.0586595880739-2.05865958807387
532025.4322347737117-5.43223477371167
541118.7544917138134-7.75449171381337
552821.79214377139456.20785622860549
562622.6941950387913.30580496120899
572224.4509772793287-2.45097727932865
581723.5140868067799-6.51408680677995
591223.3751842851588-11.3751842851588
601433.163585956078-19.163585956078
611725.8577677766990-8.85776777669897
622116.73665706921084.26334293078918
631920.7351344812155-1.73513448121549
641815.24604563191872.75395436808126
651020.0464388758477-10.0464388758477
662912.131391094419516.8686089055805
673121.17087568698999.8291243130101
681921.5865716512114-2.58657165121142
69921.1519161460759-12.1519161460759
702018.06285726704951.93714273295050
712817.371961888000410.6280381119996
721927.2422284888402-8.24222848884021
733023.73000624094746.26999375905261
742919.60738988685919.3926101131409
752622.60769383976263.39230616023736
762318.89801503815524.10198496184484
771320.5605510453933-7.56055104539328
782120.0813916657840.918608334216017
791925.7560969619197-6.75609696191973
802821.27366188079346.72633811920658
812319.26455804777123.73544195222881
821821.5261016266073-3.52610162660731
832122.6508449980264-1.65084499802639
842026.3718732685513-6.37187326855135
852326.892293994386-3.89229399438598
862122.5890896770853-1.58908967708532
872122.890074592955-1.89007459295501
881518.7888538806877-3.78885388068774
892816.520669792417511.4793302075825
901920.1199466417961-1.11994664179613
912623.54532637082492.45467362917508
921023.5176592493214-13.5176592493214
931618.6679263427215-2.66792634272150
942218.30169066257133.69830933742869
951920.5655827255514-1.56558272555139
963122.98906442946358.01093557053652
973125.55910296538545.4408970346146
982922.79490547403916.20509452596095
991923.8246475836695-4.82464758366946
1002218.96864592880863.03135407119143
1012321.44474661233481.5552533876652
1021520.7761976475165-5.77619764751653
1032024.6923253165335-4.69232531653347
1041819.7417940100302-1.74179401003025
1052318.92622527063174.07377472936827
1062520.94262734257434.05737265742570
1072121.9026599410408-0.902659941040831
1082426.9605532153950-2.96055321539497
1092527.7888928073504-2.78889280735043
1101724.4019871167118-7.40198711671178
1111321.1310096444457-8.13100964444574
1122817.945214558607310.0547854413927
1132120.67277489485180.327225105148205
1142517.90040909917987.0995909008202
115923.3555197336149-14.3555197336149
1161618.1904114571158-2.19041145711583
1171918.81733198158930.182668018410684
1181720.3901497325718-3.39014973257184
1192519.23117817309495.76882182690513
1202024.3422946477942-4.34229464779417
1212925.01558468742873.98441531257131
1221421.0375047068512-7.03750470685117
1232217.56986566603594.43013433396406
1241520.4055699810182-5.40556998101823
1251919.0048598459936-0.00485984599361799
1262017.93104294875192.06895705124815
1271517.1766773394644-2.17667733946443
1282016.38167392627843.61832607372156
1291818.195616076569-0.195616076569014
1303318.781845417454014.2181545825460
1312221.81230818769010.187691812309911
1321623.7457153533617-7.7457153533617
1331726.2966806952366-9.29668069523663
1341618.0891232220929-2.08912322209294
1352118.11758315059942.88241684940057
1362618.19919456952167.80080543047845
1371819.5475436969447-1.54754369694466
1381818.8942020398857-0.894202039885734
1391716.74752532346290.252474676537052
1402217.74052387705034.25947612294967
1413018.639913656683711.3600863433163
1423024.21966081458245.78033918541763
1432422.76579650521211.23420349478794
1442122.7541739536077-1.7541739536077
1452125.5456373902177-4.54563739021775
1462919.77820137382079.22179862617935
1473122.34024341838748.65975658161259
1482024.4177706252788-4.41777062527876
1491622.1992440725596-6.19924407255963
1502221.33866546720800.661334532791972
1512019.72912092631150.270879073688477
1522821.86131503287216.13868496712787
1533824.903165098947713.0968349010523
1542229.2795896433223-7.27958964332232
1552025.3980709242075-5.39807092420746
1561723.9773706994309-6.97737069943092
1572825.53228931651032.46771068348967
1582224.1115721224774-2.11157212247739
1593125.40957800659395.59042199340615


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
16023.729624469392011.097121554813836.3621273839703
16121.47669209550358.7792511462249334.1741330447821
16223.052178122410410.285780061279635.8185761835411
16321.29449000394978.455039292490734.1339407154087
16424.963217802541912.046548018448037.8798875866358
16529.231947983733316.233827466753142.2300685007136
16626.913271339817113.829408880263439.9971337993708
16724.219855306317011.045905850222437.3938047624115
16822.90983484389529.6414051889485636.1782644988419
16927.655745693848514.288400150667441.0230912370295
17024.799202516971311.328468510985738.2699365229570
17128.350590705698514.771964295910541.9292171154866