Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.601766342255356
beta0.133327045838075
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131876.881882.5043883547-5.62438835470061
141876.681878.71675836282-2.03675836282105
151865.521866.00671403747-0.486714037465617
161858.991859.03496764084-0.0449676408384221
171856.871857.06710819262-0.197108192621272
181858.221858.58271468335-0.362714683347576
191858.221861.52081353583-3.30081353582705
201859.321858.210200079241.10979992075659
211859.521856.576119849022.9438801509848
221852.481855.13816996393-2.65816996392618
231850.071853.15290863401-3.08290863401112
241850.071850.56679011239-0.496790112394592
251850.071847.090981597582.97901840241661
261841.551849.45726188339-7.90726188339454
2718451832.9087799510612.0912200489379
281844.011833.768032623710.2419673762956
291842.671838.841358922413.82864107759497
301842.671843.94801054808-1.27801054807787
311842.671846.32626433394-3.65626433394118
321842.91845.69068787926-2.79068787926008
331840.371843.25935557115-2.88935557114814
341841.591836.431762987885.15823701211684
351844.331839.959658037214.37034196278501
361844.331844.46517246104-0.135172461035154
371844.331844.196808583010.133191416987302
381845.391841.892608504013.49739149599509
391861.841842.463472533919.3765274660961
401862.851849.847196959613.0028030403996
411869.461857.1262590775412.3337409224578
421870.81869.098092065281.70190793471784
431870.81876.34228289745-5.54228289744674
441871.521878.78497020316-7.26497020315787
451875.521877.13139776058-1.61139776057985
461880.381877.8897173392.49028266100049
471885.051882.896364274062.1536357259447
481886.421887.49384517578-1.0738451757752
491886.421889.91233301671-3.49233301671211
501891.651889.620111806912.02988819309144
511903.111898.367707557894.74229244211142
521905.291895.968899752579.32110024742838
531904.261902.032694055972.22730594402515
541905.371904.144704207921.22529579208094
551905.371908.63480917937-3.2648091793742
561905.121912.36230099809-7.24230099808642
571908.621913.57596129377-4.95596129376668
581915.081914.288870532070.791129467932933
591916.361918.33644235338-1.97644235338294
601916.681919.02940867582-2.34940867582259
611916.241919.48096033578-3.24096033578053
621922.051921.323087420580.726912579415966
631922.631930.04617330651-7.41617330651206
641922.471920.858157033981.61184296602482
651920.641917.543176703593.09682329640714
661920.661917.93454641932.7254535807017
671920.661919.814792637270.845207362725205
681921.191923.03684440137-1.84684440136607
691921.441927.44595455106-6.00595455106441
701921.731928.76960363851-7.03960363851024
711921.811925.32839581317-3.5183958131704
721921.811923.14685732919-1.33685732919503


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
731922.135839805491911.584060024971932.68761958602
741926.051593506561913.279487335951938.82369967718
751929.579260763021914.48573133411944.67279019194
761927.529184094031910.012412667711945.04595552036
771922.786175295761902.745514910541942.82683568098
781919.868180806391897.204985666631942.53137594615
791917.842987353881892.46095162181943.22502308597
801917.89996759681889.705225862521946.09470933107
811920.327935860491889.229045116351951.42682660464
821923.899787470831889.807650679961957.99192426169
831925.707494297051888.53525682451962.8797317696
841926.404711667611886.067647202491966.74177613273