Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.206674112244381
beta0.156145216303958
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13125136.497707249167-11.497707249167
14118125.868466827844-7.86846682784406
15111115.829465823458-4.82946582345791
16104106.517461771267-2.51746177126746
17126127.127195352308-1.12719535230811
18131130.3363770692460.663622930753945
19122117.3261376985834.67386230141722
20116108.4338194745947.56618052540635
21115110.3614957766544.63850422334642
22115111.3559418773383.64405812266216
23113113.273838994097-0.273838994097034
24122114.9652564896567.03474351034428
25114104.1127774854359.88722251456544
26106101.8949632190544.10503678094598
279398.2124211486975-5.21242114869752
288992.1233403863731-3.12334038637309
29114111.8307866699072.16921333009276
30122117.5966650050094.40333499499071
31115110.5418781565744.45812184342579
32116105.52823531858110.4717646814189
33120107.02989266023212.9701073397680
34120110.4944931997389.5055068002625
35120112.3089172687277.6910827312734
36121123.663846534212-2.66384653421156
37118114.5959931703023.40400682969825
38112107.7550316866564.24496831334436
399997.65882511407761.34117488592241
409695.87529522178720.124704778212759
41120124.446887300445-4.44688730044543
42135133.2076489799291.79235102007070
43128126.7061949120451.29380508795455
44134127.2222128793296.77778712067129
45134131.3694334121172.63056658788315
46132130.7282574391741.271742560826
47130129.9526631786310.0473368213690435
48125132.14519310741-7.14519310740994
49124127.014338051243-3.01433805124296
50114119.134346479543-5.134346479543
51101103.923333356148-2.92333335614836
5210199.88622195722541.11377804277460
53123125.771961793655-2.77196179365495
54143140.1801027739592.81989722604084
55133132.9493904192990.0506095807014333
56136137.394194343486-1.39419434348619
57137135.9948190573891.00518094261091
58135133.3182188753441.68178112465566
59141131.0763840874449.92361591255647
60136129.2165399147636.78346008523744
61133130.4053245252632.59467547473665
62124121.8061907732392.19380922676073
63110109.4638471252840.536152874716379
64104109.946623474011-5.946623474011
65130133.486170377532-3.4861703775322
66160154.2499542315275.75004576847334
67142145.131414581241-3.13141458124142
68142148.535983295595-6.53598329559478
69137148.363336605893-11.3633366058930
70135143.435306155354-8.43530615535431
71139145.300218303875-6.3002183038752
72135136.499747085003-1.49974708500298
73134131.5127804089532.48721959104736
74120121.599293388196-1.5992933881964
75103106.460309284893-3.4603092848927
76101100.0420962280680.95790377193218
77127124.9061878618062.09381213819428
78159151.9897706621277.01022933787294
79141135.8591155984575.14088440154296
80140137.5052103373232.49478966267679
81135134.9114319980350.0885680019652568
82127134.539329979635-7.53932997963528
83130138.113277855539-8.11327785553866
84128132.699208207592-4.69920820759233
85126130.026352503398-4.02635250339841
86110115.626259796421-5.62625979642135
8710198.4619669704522.53803302954793
8810296.61515522030165.38484477969838
89129122.3208375139756.67916248602478
90169153.42060080737215.579399192628
91146138.0836704157657.9163295842352
92145138.5474224498676.45257755013265
93138135.3126717551082.68732824489229
94123129.816666734662-6.81666673466157
95124133.592182462144-9.5921824621443
96137131.0165047409615.98349525903944
97132131.8490651713880.150934828611526
98112117.160761905490-5.16076190548961
99105106.839523079279-1.83952307927935
100106106.952241870461-0.952241870460966
101137134.0579205170652.94207948293533
102175173.3226573412091.67734265879105
103151148.2918430012982.70815699870235
104142146.257365484352-4.25736548435154
105140137.3107207990502.68927920095015
106122123.797097441325-1.79709744132461
107127126.0164005045880.983599495412335
108135138.187228930160-3.1872289301603
109128132.225310477006-4.22531047700616
110117112.1402934263114.8597065736893
111107106.4340320354510.565967964548932
112108107.8239585374400.176041462560207
113134138.899016279422-4.89901627942174
114171175.614202884575-4.61420288457478
115154149.8240444858014.17595551419856
116146142.3083824973103.69161750268964
117148140.4843956529357.51560434706499
118122124.278204568723-2.27820456872307
119124128.792888611097-4.79288861109745
120135136.432504114121-1.43250411412075


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121129.920542091987119.61912351386140.221960670115
122117.809395866572107.269169687027128.349622046116
123107.57117446856796.7773312182415118.365017718892
124108.47029897920597.2599351972896119.680662761120
125135.477907013571123.077610847703147.87820317944
126173.907459891797159.306299443702188.508620339891
127155.923697153213141.23034115805170.617053148375
128147.094206191856131.965590877942162.222821505770
129147.414793932782131.332818210342163.496769655222
130121.720603655513106.470496083891136.970711227135
131124.483372343429108.152042446747140.814702240111
132135.774713610729-40.0558894088902311.605316630347