Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.938027433409238
beta0.0620541839691078
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13106.19105.6139823717950.576017628205136
14106.2106.1901380822280.00986191777190015
15106.09106.108714919066-0.0187149190664542
16106.23106.24564653112-0.0156465311200549
17106.23106.230795613716-0.00079561371580894
18106.22106.223578952746-0.00357895274564157
19106.22106.357293117842-0.137293117841750
20106.61106.2809214310300.329078568970289
21106.95107.221174359354-0.271174359353694
22107.74107.4921722472620.247827752737777
23107.8107.813600709393-0.0136007093935007
24107.8107.959843758246-0.159843758246112
25107.2107.875716503113-0.675716503112625
26107.56107.2013205855970.358679414403014
27107.72107.4243264252750.295673574724916
28108.14107.8536529179050.286347082095475
29108.16108.1378789400180.0221210599816288
30108.16108.168198498953-0.00819849895314917
31108.16108.305236137954-0.145236137954029
32108.1108.265796924267-0.165796924267383
33108.95108.6913188692480.258681130752166
34110.49109.5090167631380.980983236862315
35110.72110.5621568178560.157843182143907
36110.82110.930328407856-0.110328407855775
37110.82110.933732692014-0.113732692013883
38110.75110.956364166402-0.206364166401798
39110.71110.718315628215-0.00831562821501564
40110.86110.917095794235-0.0570957942349679
41110.84110.897978779773-0.0579787797726681
42110.84110.881811585024-0.0418115850237086
43110.84111.007398159038-0.167398159037560
44110.92110.973177644372-0.0531776443720844
45111.46111.564482447818-0.104482447818015
46112.46112.0989835304860.361016469514482
47113.04112.4961759684300.543824031570168
48113.15113.208866599562-0.0588665995624922
49113.15113.262405712819-0.112405712818855
50113.21113.282691774758-0.0726917747575726
51113.37113.1922365111280.177763488871747
52113.47113.583303680854-0.113303680854344
53113.71113.5288983467890.181101653211215
54113.71113.769404540243-0.059404540242511
55113.71113.901088918017-0.191088918017215
56113.8113.880728756492-0.0807287564916521
57115.46114.4704110574790.989588942521038
58117116.1511142519010.848885748098681
59117.94117.1367536337810.803246366219327
60118.08118.190022961225-0.110022961224772
61118.08118.323864025975-0.243864025974972
62118.47118.3472537421220.122746257877736
63118.49118.590976213751-0.100976213751323
64118.45118.821644832206-0.371644832205973
65118.54118.647220923428-0.107220923428486
66118.55118.689652470034-0.139652470033809
67118.55118.820514781338-0.270514781337923
68118.55118.810480533070-0.260480533069696
69119.04119.365408234687-0.325408234687316
70121.37119.7948713787461.57512862125446
71122121.4921747519620.507825248037676
72122.14122.227793936455-0.0877939364546307


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73122.391546495267121.649783695245123.13330929529
74122.697956637059121.650918023435123.744995250682
75122.837079715853121.530157807041124.144001624664
76123.175975060776121.630269527286124.721680594266
77123.418466423437121.645474457061125.191458389814
78123.617620638530121.623966175420125.611275101641
79123.937656256187121.727134393499126.148178118876
80124.264025740627121.838644251646126.689407229608
81125.156461378494122.517031137683127.795891619305
82126.125082841271123.27157880495128.978586877592
83126.303178231142123.234972936919129.371383525365
84126.520420996310123.236442339935129.804399652685