Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.653714754765269
beta0.0529159338487423
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
134453.1428952991453-9.14289529914529
143841.0687479081001-3.06874790810005
153333.817539719777-0.817539719776953
163332.67636593279920.32363406720075
175251.04238941405670.95761058594335
185452.52264496167191.47735503832813
193938.0604363504090.939563649590994
202228.0708335569242-6.07083355692425
213124.66342884325026.33657115674977
223128.66945519768712.33054480231291
233831.09563438460066.90436561539942
244237.66728969875774.33271030124232
254131.41664304629559.58335695370454
263134.4910323904589-3.49103239045893
273628.53224486817347.46775513182665
283434.2779806135975-0.277980613597549
295153.5249638002971-2.52496380029712
304753.8428273489477-6.84282734894771
313134.4017908131552-3.40179081315522
321919.6428349077239-0.642834907723906
333024.76431058725155.2356894127485
343327.30938126657745.69061873342261
353634.27810323523191.72189676476812
364037.15427053574582.84572946425422
373232.2812411328822-0.281241132882208
382524.56975068265420.430249317345787
392825.29509562944062.70490437055941
402925.40616170530283.59383829469715
415546.70115674218578.29884325781428
425553.2689503960941.73104960390599
434041.5904110003066-1.59041100030659
443829.99967273479318.00032726520686
454444.1346471305058-0.134647130505776
464144.4685044366422-3.46850443664219
474944.90055042243564.0994495775644
485950.62745772583028.37254227416979
496149.383078694251511.6169213057485
504751.2060666636474-4.2060666636474
514351.0379792600276-8.03797926002758
523945.4121877876618-6.41218778766178
536662.42734130232913.57265869767086
546864.09971207637273.90028792362732
556353.23258484685379.76741515314632
566853.324167232086914.6758327679131
576770.1733260239206-3.17332602392058
585968.4285043070838-9.42850430708381
596868.4411291716198-0.441129171619849
607873.37848265721444.62151734278557
618271.374709244894810.6252907551052
627067.60510938520312.39489061479694
636271.1884931498462-9.18849314984618
646866.09704567161061.90295432838937
659493.0166363768110.983363623189007
6610294.03133230510627.96866769489378
6710088.917730028488311.0822699715117
6810492.676313844766611.3236861552334
69103102.1450162347750.854983765224773
7093101.998622743608-8.99862274360787
71110106.5504719888443.44952801115613
72114117.064919655539-3.0649196555395
73120113.1301328340926.86986716590788
74102104.940289415017-2.9402894150174
7595101.725076612865-6.72507661286534
76103102.8702640319330.129735968067379
77122129.036354549063-7.03635454906347
78139127.67405211964511.3259478803554
79135126.3961847612548.60381523874585
80135129.0952672847855.90473271521509
81137131.6860129136585.31398708634174
82130131.486272887223-1.48627288722335
83148145.9634294176182.03657058238207
84148153.953234341854-5.9532343418538
85145152.125556798822-7.12555679882206
86128131.460430191645-3.46043019164523
87131126.6474294889144.3525705110862
88133137.844007656775-4.84400765677486
89146158.541174712995-12.5411747129948
90163160.0124597293852.98754027061523
91151152.126151540363-1.12615154036325
92157146.97851409010710.0214859098931
93152151.6468372805960.353162719404452
94149145.2686607556143.73133924438571
95172163.9764005709118.02359942908924
96167172.920210430039-5.92021043003908
97160170.516252894814-10.5162528948141
98150148.5945565347641.40544346523563
99160149.52709509370710.4729049062932
100165161.6108199855123.38918001448789
101171185.380362895979-14.3803628959793
102179191.318722250261-12.3187222502607
103171171.7645144356-0.764514435600347
104176170.4885973912285.51140260877193
105170168.4796529708571.52034702914304
106169163.6937079465225.30629205347753
107194184.6312578834529.36874211654847
108196189.3862966869326.61370331306793
109188193.778398973083-5.77839897308286
110174179.440103835487-5.44010383548689
111186179.158623217946.84137678206042
112191186.4108416161664.58915838383413
113197204.848473566342-7.84847356634182
114206216.033667724246-10.0336677242458
115197202.316256529747-5.31625652974654
116204200.4225735368323.57742646316765
117201195.8849342989775.1150657010225
118190195.00189264015-5.00189264015023
119213210.4929825240972.50701747590279
120213209.4564069829643.54359301703553


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121207.092155244136194.836169652227219.348140836045
122196.390141896108181.511526378323211.268757413892
123203.847727131246186.530975858221221.164478404271
124205.540964359956185.892588125734225.189340594178
125216.20611727832194.290389530184238.121845026456
126231.571257682196207.426886537898255.715628826494
127226.199640682574199.848686708453252.550594656696
128231.197991442577202.651100964915259.744881920239
129225.06741467123194.32710431527255.807725027191
130217.373502862961184.436328866199250.310676859723
131238.943930823287203.801980289554274.085881357019
132236.750011493135199.391961074477274.108061911793