Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.373511042776394
beta0.00909734578251893
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
139390.76263994763732.23736005236272
148785.8857878960591.11421210394097
158988.61143267321230.388567326787694
169291.66764617337250.332353826627482
179897.34123640567250.658763594327468
189291.1684011386450.831598861355047
199290.08781225565851.91218774434149
208793.4508464783774-6.45084647837741
219292.6931746271342-0.693174627134184
229892.7169365368195.28306346318102
2310195.46677333869685.5332266613032
2410299.26753750769982.73246249230019
25102101.6929797367290.307020263271014
269094.7887630758412-4.7887630758412
278794.9788281228176-7.97882812281763
289294.9499166765758-2.94991667657584
2910599.6871385563315.31286144366892
309095.1041093141956-5.10410931419564
318892.4343723119153-4.43437231191533
328388.0748444720858-5.07484447208577
339891.34586227391516.65413772608485
3410997.840597195454211.1594028045458
35118102.88799085930015.1120091406997
36118108.4942462615819.50575373841885
37115111.9340363145013.0659636854986
38107101.7134383925325.28656160746831
39101103.518259211184-2.51825921118447
40111109.8024193071911.19758069280938
41128123.4457615863534.55423841364714
42115109.5228410867855.47715891321491
43111111.163069326092-0.163069326092099
44105107.185085362127-2.18508536212738
45120122.379409751109-2.37940975110898
46132129.7004170361712.29958296382898
47135134.0582089513420.941791048657706
48142130.18145240279211.8185475972083
49139129.8756163341309.1243836658702
50127121.6871766587825.31282334121799
51113117.840334277878-4.84033427787783
52130127.0353027864182.96469721358189
53143145.798997223635-2.79899722363479
54139127.68821388811111.3117861118893
55137127.4236622406539.57633775934681
56134124.9148654199439.08513458005665
57139147.786908234961-8.78690823496126
58157157.979956774861-0.97995677486125
59152160.838013178872-8.83801317887244
60153160.315987937495-7.31598793749484
61147150.314188458132-3.31418845813235
62132134.002251470766-2.00225147076577
63117120.382999554911-3.38299955491098
64123135.825886484309-12.8258864843092
65139145.114987861629-6.11498786162855
66134134.322702108223-0.322702108222501
67134128.5759521895625.42404781043794
68128124.2775990556813.72240094431938
69118133.217807005481-15.2178070054806
70144144.256997137560-0.256997137560319
71140142.371677286859-2.37167728685895
72151144.7715787763556.22842122364494
73144142.4155768286811.5844231713194
74135129.0651247273715.93487527262945
75122117.5484785095844.45152149041594
76124129.869070846281-5.8690708462806
77146146.564514681817-0.564514681816547
78146141.199880532394.80011946761013
79147140.7692075036336.23079249636666
80148135.17234844685912.8276515531415
81132134.791961754875-2.79196175487539
82161163.374736171705-2.37473617170534
83159159.004491639959-0.00449163995881463
84173168.8329591853304.16704081466963


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85161.858561825761150.123013955486173.594109696037
86149.213768800595136.795030289055161.632507312136
87132.981614256612120.082387859530145.880840653694
88137.489660098904123.725832588980151.253487608828
89162.139783985959146.731885454870177.547682517048
90160.131188383047144.165785027919176.096591738174
91158.618845241228142.098391841271175.139298641184
92154.229969759351137.341785262358171.118154256344
93138.602498657158122.057751410036155.147245904281
94169.950555024538150.625180674227189.275929374849
95167.821139854713148.101900772924187.540378936501
96180.908500239743150.662431825259211.154568654228