Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.65361082410817
beta0.0529322491866611
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131904.922299.41713141026-394.497131410257
141644.251776.77452130964-132.524521309642
151430.791466.20883186548-35.4188318654815
161430.791416.9337502415613.8562497584396
172250.792209.4835312598441.3064687401638
1823362272.2029061871363.7970938128728
191686.831646.6316742972340.1983257027712
20952.461215.67261060118-263.212610601183
211340.961067.15948413939273.800515860606
221340.961240.10415118778100.85584881222
231644.251344.32796419542299.922035804582
241819.291632.69252170468186.597478295321
251776.671361.37686548707415.293134512931
261340.961493.51819606475-152.558196064748
271559.041237.55331392062321.486686079383
281473.421485.03046383807-11.6104638380698
292207.792315.9688766312-108.178876631205
302032.712329.12725546843-296.417255468427
311340.961487.83303403125-146.873034031248
32824.25850.923081670693-26.6730816706934
331298.331072.63310669722225.69689330278
341430.791182.16913999325248.620860006753
351559.041484.9789510671474.061048932859
361729.461611.70060447514117.759395524858
371383.541397.4644164662-13.9244164661973
381084.921060.3723610543624.547638945641
391213.171098.50253809565114.667461904347
401255.751102.39656603312153.353433966881
412378.632020.39159490652358.238405093476
422378.632302.0229816717176.6070183282864
431729.461798.06887857494-68.6088785749371
441644.251298.38381561885345.866184381146
451904.921908.33116770465-3.41116770464578
461776.671925.45723664367-148.787236643674
472122.581943.698951241178.881048759003
482553.672193.34295864026360.327041359741
492639.292139.7041305913499.585869408698
502032.712217.00659016131-184.296590161314
511861.882208.05737718422-346.177377184215
521686.831966.40166867186-279.571668671858
532856.962699.68718818742157.272811812576
542942.582772.74348647667169.836513523331
552724.52302.98170757379421.518292426207
562942.582307.73345046459634.846549535406
572899.543036.08818922336-136.548189223364
582553.672961.7441956435-408.074195643497
592942.582960.94975266546-18.3697526654641
603373.673174.6309831368199.039016863203
613548.713088.34176479991460.368235200091
623027.792926.29631415639101.493685843606
632681.883081.13112035937-399.25112035937
642942.582859.0832919580483.4967080419583
654065.424024.7794982910340.6405017089664
664411.334065.70751420787345.622485792133
674326.133843.85480443908482.27519556092
684496.54010.14813909159486.351860908411
694453.924417.0404929969736.8795070030337
704022.834410.79528186596-387.965281865956
714757.214607.62758595087149.582414049132
724932.255061.69681393794-129.446813937935
735188.294895.16725832475293.12274167525
744411.334537.6518205943-126.321820594305
754108.044400.40334849102-292.363348491021
764453.924449.407136516654.51286348335452
775278.135579.87109918968-301.741099189677
786012.55522.04922357146490.450776428544
795837.465466.59547993164370.86452006836
805837.465582.02982684304255.430173156965
815923.085694.85581214125228.224187858747
8256245685.69279287713-61.6927928771283
836401.426312.4479833832888.9720166167162
846401.426658.61890440541-257.198904405413
856268.966578.91287826765-309.95287826765
865534.175685.01512770074-150.845127700742
875666.635476.46002990073190.169970099274
885752.255962.6188347804-210.368834780396
896315.796858.04776457266-542.257764572661
907050.176920.60413581405129.565864185947
916529.216578.53900612129-49.329006121292
926789.926355.49791776487434.422082235134
936571.836558.2365027726813.5934972273153
9464446283.28424868908160.71575131092
957439.087090.21123068964348.868769310365
9672217477.94979442168-256.949794421679
976917.717371.74797426465-454.037974264649
986486.636425.4177133086561.2122866913533
996917.716467.55601059731450.153989402688
1007135.796987.86200384758147.927996152417
1017396.048017.87204156591-621.832041565912
1027741.928273.73435251396-531.814352513959
1037396.047427.13899144658-31.098991446579
1047609.57373.93236812307235.567631876934
1057349.217284.4002689700764.809731029929
1067306.637079.13019248745227.49980751255
1078386.887982.43779588641404.442204113589
1088476.718186.12911483016290.580885169837
1098130.838377.95137966831-247.12137966831
1107524.297760.92118863067-236.631188630672
11180417748.38647533972292.613524660278
1128258.678060.85957397609197.81042602391
1138519.338858.38762076955-339.057620769554
1148907.839341.58953750782-433.759537507816
1158519.338747.2526879703-227.9226879703
1168822.638665.6873125161156.942687483899
1178690.178470.81313022177219.35686977823
1188216.048433.45441951389-217.414419513891
1199211.089102.4030627976108.676937202401
1209211.089058.25691913031152.823080869686


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1218953.93717395928424.263869408419483.61047850999
1228490.763787412527847.776580627679133.75099419738
1238813.107078426388064.770880049439561.44327680334
1248888.251124123728039.163975863549737.3382723839
1259350.444271010658403.3804245055910297.5081175157
12610014.10602310588970.7357530193411057.4762931923
1279781.237400539818642.512068679310919.9627324003
1289996.502064732058762.8801069312211230.1240225329
1299729.782383356198401.3711506451311058.1936160672
1309399.282034733337975.9314773004410822.6325921662
13110332.3367521728813.7038222402311850.9696821038
13210237.73716637978623.3315403275611852.1427924319