Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.800021697608403
beta0
gamma0.938182298582948


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
135.65.525889950899060.074110049100943
145.65.58369606619930.0163039338007014
155.65.595229004324910.00477099567508521
165.65.597533212707970.00246678729202543
175.65.597996811118680.00200318888132411
185.65.60264896463026-0.00264896463025988
195.675.651245909811360.0187540901886427
205.675.665971579425310.00402842057468789
215.675.668909942539150.00109005746084989
225.675.669496819827310.000503180172692907
235.675.66961458659470.000385413405301627
245.675.78540913247381-0.115409132473809
255.675.70846222126103-0.0384622212610317
265.675.664992211985520.00500778801447943
275.675.665111307835210.00488869216478616
285.825.666887067780910.153112932219088
295.825.787275434307310.0327245656926864
305.955.81520430304810.134795696951902
315.955.98014370904363-0.0301437090436343
325.955.95215353141279-0.00215353141279451
335.955.948889163808950.00111083619105035
345.955.948701916972530.00129808302746781
355.955.948758957180620.00124104281937587
366.026.04710204611742-0.0271020461174167
376.026.05621048990421-0.0362104899042102
386.056.021558553038410.028441446961585
396.056.039252058833790.0107479411662101
406.056.07368537555861-0.0236853755586131
416.126.028464564614470.0915354353855315
426.126.12247130456343-0.0024713045634277
436.126.14699180601871-0.0269918060187146
446.126.12641899140255-0.00641899140254765
456.126.119941262878545.87371214564314e-05
466.126.118534848688240.00146515131176095
476.126.118305240311340.00169475968865918
486.126.21391319226207-0.09391319226207
496.176.168134127050650.00186587294935325
506.176.17587698996837-0.0058769899683675
516.176.162352723437680.00764727656232367
526.176.18794569341074-0.0179456934107405
536.176.168354083342480.00164591665751601
546.286.172724229826170.107275770173833
556.276.28061659094706-0.0106165909470644
566.286.276790274830960.00320972516904305
576.286.27887819945580.00112180054420463
586.276.27820520653592-0.00820520653592283
596.276.269917199747738.28002522705873e-05
606.286.34761656413826-0.0676165641382624
616.596.341795189346480.248204810653516
626.596.544635036268210.0453649637317906
636.596.573322832225380.0166771677746222
646.596.60140796860466-0.0114079686046589
656.596.58969329221360.00030670778639319
666.636.613152671936530.0168473280634744
676.636.625829454993420.00417054500658409
686.636.63607188217895-0.00607188217894716
696.636.629542555041140.000457444958857245
706.636.625655046985840.0043449530141606
716.636.628187358231050.00181264176895457
726.636.6974052631018-0.0674052631018025
736.636.75492951073505-0.124929510735055
746.636.620661053988880.00933894601112062
756.636.614982925944390.0150170740556073
766.636.63644494323795-0.00644494323795097
776.636.63081202185839-0.00081202185839313
786.636.65655126741056-0.0265512674105643
796.636.63211560629388-0.00211560629387808
806.636.63540589045668-0.00540589045668405
816.636.63063226754273-0.00063226754272705
826.636.6266015603580.00339843964199371
836.796.627902859515530.162097140484475
846.796.81305631113353-0.0230563111335300
856.796.89705711743291-0.107057117432912
866.816.801659880980650.00834011901935128
876.86.79555338587720.00444661412279768
886.86.80432465670647-0.00432465670646565
896.856.801112415697420.0488875843025749
906.856.86202239722673-0.0120223972267288
916.856.85338976835674-0.00338976835674210
926.856.85474010811502-0.00474010811502357
936.856.85096214536677-0.000962145366766087
946.856.846886566042980.00311343395702046
956.866.87762543910154-0.0176254391015398
966.866.88432842658235-0.024328426582346
976.886.9520991608042-0.0720991608041954
986.886.9062923434223-0.0262923434223046
996.886.871448986900640.00855101309935957
1006.916.881743284357440.0282567156425646
1016.916.91447689719075-0.00447689719075051
1026.916.92123518754496-0.011235187544961
1036.916.9147531730619-0.00475317306189993
1046.996.914673138620540.0753268613794598
1056.996.975427607215910.0145723927840855
1066.996.984225433586310.00577456641369167
1077.027.013417121557860.00658287844214289
1087.027.03835766823982-0.0183576682398172
1097.057.10336775614203-0.0533677561420314
1107.057.08130525442563-0.0313052544256349
1117.057.048455030233650.00154496976635166
1127.057.05666647299218-0.00666647299217793
1137.17.055123883742820.0448761162571767
1147.17.099979114730982.0885269019999e-05
1157.17.10344992850955-0.00344992850954551
1167.17.11945656199515-0.0194565619951472
1177.127.092579148996690.0274208510033080
1187.137.109685118235110.0203148817648904
1197.187.150879957375460.0291200426245446


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1207.189198581202887.095056000118937.28334116228684
1217.263698978820367.142137159357367.38526079828335
1227.288788371415377.145157085341497.43241965748926
1237.286633092573697.124245436296397.44902074885099
1247.291795646978527.112542443820397.47104885013665
1257.305210594020367.110412473915627.5000087141251
1267.305372933160677.096484271131017.51426159519033
1277.307866989233887.08576792747367.52996605099415
1287.323689256563067.088799660574367.55857885255175
1297.320653754604437.07417011240997.56713739679895
1307.313927744245877.05653194944217.57132353904964
1317.340844003772270.36939301929725414.3122949882473