Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.228662049546275
beta0.914718927347398
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3446544569
445284535.94041198809-7.940411988091
54557.54610.34636613157-52.8463661315709
64557.54663.4306073065-105.930607306503
74588.54682.21989187923-93.7198918792337
84627.54684.19871006352-56.6987100635188
947114682.7836800477728.216319952232
104776.54706.6872627706169.8127372293866
114781.54754.7045046869826.7954953130156
1246034798.48992201941-195.489922019408
134770.54750.5581339998219.9418660001829
1447924756.0584908650535.941509134951
154803.54772.7349390528430.7650609471611
164747.54794.6625964281-47.1625964281047
1748384788.906556317849.0934436821999
1848544815.4290781711138.5709218288857
194902.54847.6130506579154.8869493420898
204953.54895.0081163483558.4918836516536
214969.54955.4617441029914.0382558970141
2249715008.68677695207-37.6867769520686
234998.55042.20163480297-43.7016348029701
2450805065.2004232373314.7995767626726
2551115104.671720353626.32827964637909
265110.55143.5295858019-33.0295858018981
2750965166.47928320553-70.4792832055255
284939.55166.12410312149-226.624103121491
2951085082.6634900824325.3365099175744
305137.55062.1161297636675.38387023634
315185.55068.78010515745116.719894842546
3251035109.30936948986-6.30936948985982
3351685120.3868328697347.6131671302719
3452085153.7531756697354.2468243302746
355250.55199.9827315224250.5172684775789
365204.55255.92574737734-51.4257473773396
375293.55277.801977588915.6980224111048
385339.55318.3102885616521.1897114383491
3954845364.50641233115119.493587668845
4055335458.1743605150174.8256394849859
4155135557.2790874619-44.2790874618986
425595.55619.8876028748-24.3876028748027
4356055681.94359820893-76.9435982089317
445919.55715.88839315668203.611606843323


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
455856.573226361445704.176809933466008.96964278941
465950.699812233995784.336980250286117.0626442177
476044.826398106545851.440261610956238.21253460214
486138.95298397915905.668659837526372.23730812068
496233.079569851655948.863425779746517.29571392357
506327.206155724215982.964946464796671.44736498363
516421.332741596766009.47931248036833.18617071322
526515.459327469326029.481326218377001.43732872027
536609.585913341876043.734155009377175.43767167437
546703.712499214426052.793055980257354.6319424486
556797.839085086986057.075671035137538.60249913882
566891.965670959536056.906843785487727.02449813358
576986.092256832096052.547057234387919.63745642979
587080.218842704646044.210777808168116.22690760112
597174.345428577196032.078582460168316.61227469423
607268.472014449756016.30539546668520.6386334329
617362.59860032235997.026235786428728.17096485819
627456.725186194865974.36033185428939.09004053551