Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0601069458427053
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
32448.22476.8-28.5999999999999
42470.42463.08094134897.31905865110184
52484.72485.72086761086-1.02086761086002
62466.82499.95950637666-33.1595063766608
72487.92480.066389722717.83361027729143
82508.42501.63724411146.76275588860153
92510.52522.54373271334-12.0437327133423
102497.42523.9198207234-26.5198207233971
112532.52509.2257952954223.2742047045822
122556.82545.7247366571311.0752633428719
1325612570.69043691107-9.69043691107208
142547.32574.30797434447-27.0079743444658
152541.52558.98460749322-17.484607493222
162558.52552.133661137556.36633886245409
172587.92569.5163223227718.3836776772323
182580.52600.0213090413-19.5213090413031
192579.62591.44794277598-11.8479427759785
202589.32589.8357991212-0.535799121194941
2125952599.50359387244-4.50359387243543
222595.62604.93289659945-9.33289659944739
232588.82604.97192468899-16.1719246889884
242591.72597.19987968754-5.49987968753567
252601.72599.769298717011.93070128298496
262585.42609.88534727447-24.4853472744699
272573.32592.1136078319-18.8136078319035
282597.42578.8827793248518.5172206751545
292600.62604.09579290512-3.49579290512474
302570.62607.0856714703-36.4856714702987
312569.42574.8926291912-5.49262919119838
322584.92573.3624840258711.5375159741307
332608.82589.5559688736919.2440311263144
342617.22614.612668810392.58733118960936
3526212623.16818538608-2.1681853860814
362540.52626.8378623845-86.3378623845033
372554.52541.1483571659813.3516428340172
382601.92555.9508836387245.9491163612815
3926232606.1127446873716.8872553126339
402640.72628.2277860278712.4722139721252
412640.72646.67745271764-5.97745271763552
422619.82646.31816629086-26.518166290859
432624.22623.824240305770.375759694232784
442638.22628.246826073369.95317392664174
452645.72642.845080959532.85491904047012
462679.62650.5166814236829.0833185763195
4726692686.16479087827-17.1647908782734
482664.62674.53306772255-9.9330677225521
492663.32669.5360213589-6.23602135890042
502667.42667.86119316081-0.461193160807397
512653.22671.93347224847-18.7334722484679
522630.82656.60746044658-25.8074604465828
532626.62632.65625281918-6.05625281918265
542641.92628.0922299589713.8077700410299
552625.82644.22217284503-18.4221728450348
5626062627.01487229953-21.0148722995336
572594.42605.95173250833-11.5517325083338
582583.62593.65739314807-10.0573931480662
592588.72582.25287396286.44712603720336
602600.32587.7403910183612.5596089816445
612579.52600.09531075522-20.5953107552214
622576.62578.05738952704-1.45738952704323
632597.82575.0697902936722.7302097063307
642595.62597.63603377748-2.03603377748141
6525992595.313654005483.6863459945157
662621.72598.9352290045322.7647709954658
672645.62623.0035498618822.59645013812
682644.22648.26175346657-4.06175346656983
692625.62646.61761387093-21.017613870928
702624.62626.75430929225-2.15430929224522
712596.22625.62482034029-29.4248203402881
722599.52595.456184257664.0438157423373
732584.12598.99924567149-14.8992456714855
742570.82582.70369751881-11.9036975188119
7525552568.68820261672-13.6882026167214
762574.52552.0654465633522.4345534366462
772576.72572.913919051783.78608094822403
7825792575.341488814293.65851118571345
792588.72577.8613907479910.8386092520086
802601.12588.2128664473112.8871335526883
812575.72601.38747268583-25.6874726858314
822559.52574.44347715627-14.9434771562678
832561.12557.345270384133.75472961586547
842528.32559.17095571381-30.8709557138091
852514.72524.51539685061-9.81539685060716
862558.52510.3254233236848.1745766763174
872553.32557.02104999496-3.72104999496105
882577.12551.5973890444425.5026109555633
8925662576.93027309999-10.9302730999898
902549.52565.17328776672-15.6732877667228
912527.82547.73121430775-19.9312143077509
922540.92524.8332098887816.0667901112242
932534.22538.89893557186-4.69893557185742
9425382531.916496905926.08350309407888
9525592536.0821576969322.9178423030689
962554.92558.45967920307-3.5596792030733
972575.52554.14571775821.3542822420031
982546.52576.02925844423-29.5292584442268
992561.62545.2543449061416.3456550938554
1002546.62561.33683231163-14.7368323116343
1012502.92545.45104632999-42.5510463299856
1022463.12499.19343289268-36.0934328926792
1032472.62457.2239668765215.3760331234785
1042463.52467.64817326675-4.14817326674984
1052446.32458.29883924086-11.9988392408591
1062456.22440.3776256604315.8223743395661
1072471.52451.2286602579620.2713397420353
1082447.52467.747108578-20.2471085779985
1092428.62442.53011671923-13.9301167192293
1102420.22422.792819948-2.59281994800403
1112414.92414.236973459810.663026540190913
1122420.22408.9768259601511.2231740398465
1132423.82414.951416674358.84858332565091
11424072419.08327799309-12.0832779930893
1152388.72401.55698905716-12.8569890571562
1162409.62382.484194712227.1158052878027
11723922405.01404295211-13.0140429521125
1182380.22386.6318085772-6.43180857719562
1192423.32374.4452122073748.8547877926253
1202451.62420.4817242913831.1182757086162
1212440.82450.65214880412-9.85214880411922
1222432.92439.25996622952-6.35996622951598
1232413.62430.9776880838-17.3776880837972
1242391.62410.63316832727-19.033168327273
1252358.12387.48914270941-29.3891427094104
1262345.42352.22265110021-6.82265110021217
1272384.42339.1125623800345.287437619972
1282384.42380.834651940413.56534805959336
1292384.42381.048954123133.3510458768651
1302418.72381.2503752561737.4496247438274
13124202417.801357822482.19864217752092
1322493.12419.2335114887773.8664885112289
1332493.12496.77340051331-3.67340051330621
1342492.82496.55260362759-3.752603627594


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1352496.027046084582455.164180546092536.88991162307
1362499.254092169162439.703187909752558.80499642857
1372502.481138253742427.37005703542577.59221947209
1382505.708184338332416.44491071172594.97145796496
1392508.935230422912406.284619339122611.58584150669
1402512.162276507492396.570807958632627.75374505635
1412515.389322592072387.121180708492643.65746447565
1422518.616368676652377.821485650582659.41125170273
1432521.843414761232368.595571510632675.09125801183
1442525.070460845812359.39038173652690.75053995513
1452528.297506930392350.167706470312706.42730739048
1462531.524553014982340.899322986782722.14978304317