Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0451179389646938
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3434.07434.37-0.300000000000011
4434.52433.9964646183110.523535381689385
5433.52434.470085455707-0.950085455707494
6433.52433.4272195581060.0927804418943197
7433.52433.431405620420.0885943795798312
8433.26433.435402816231-0.175402816230644
9433.63433.1674890026740.462510997326262
10434.67433.5583565456221.11164345437845
11432.87434.648511607147-1.77851160714675
12432.49432.768268829008-0.278268829007516
13432.5432.3757139129650.124286087035443
14430.88432.391321445054-1.51132144505357
15431.64430.703133736340.936866263660363
16433.7431.5054032112422.19459678875847
17434.47433.6644188952090.805581104791202
18434.38434.470765054326-0.0907650543259706
19434.9434.3766699221450.523330077855235
20435.3434.9202814966560.379718503344236
21435.37435.3374136129130.0325863870865533
22436.61435.4088838435371.20111615646294
23436.08436.703075728974-0.623075728973902
24436.08436.144963836264-0.0649638362636438
25436.08436.142032801864-0.062032801864234
26435.99436.139234009696-0.149234009695874
27437.72436.0425008787551.67749912124503
28438.73437.8481861817210.88181381827934
29437.7438.897971803752-1.19797180375201
30438.13437.8139217850290.316078214971128
31438.13438.25818258264-0.128182582640022
32438.31438.25239924870.0576007512999013
33439.67438.4349980758821.23500192411842
34442439.8507188173152.14928118268472
35442.61442.2776899545340.332310045466443
36442.27442.902683098882-0.632683098882353
37442.27442.534137741443-0.264137741442937
38443.72442.5222203909461.19777960905384
39443.83444.026261738241-0.196261738240707
40444.01444.127406813114-0.117406813113632
41445.01444.3021096596860.707890340314464
42444.9445.334048212854-0.434048212853554
43444.86445.204464852078-0.344464852078261
44445.36445.1489233079070.211076692093286
45447.99445.6584466532172.33155334678253
46449.08448.3936415348110.686358465189471
47448.66449.514608614151-0.854608614150777
48447.65449.056050434859-1.40605043485891
49447.69447.982612337158-0.292612337157607
50448.17448.0094102715890.160589728410571
51450.62448.4966557491542.12334425084578
52450.38451.042456665465-0.662456665464902
53449.18450.772567986066-1.59256798606572
54448.73449.500714600873-0.770714600873248
55448.73449.015941546552-0.285941546551896
56449.55449.0030404533070.546959546692904
57449.71449.847718140751-0.137718140750962
58449.93450.001504582082-0.0715045820821842
59452.23450.2182784427122.0117215572879
60452.98452.6090431731480.370956826852193
61452.88453.37577998062-0.495779980620284
62452.37453.253411409715-0.883411409714711
63452.76452.703553707650.0564462923495057
64452.96453.096100448023-0.136100448023512
65455.21453.2899598763161.92004012368352
66453.6455.626588129427-2.02658812942656
67453.6453.925152649897-0.325152649896552
68453.86453.910482432484-0.0504824324843298
69454.21454.1682047691770.0417952308232543
70454.62454.520090483850.099909516150035
71456.28454.9345981953021.34540180469833
72456.17456.655299951809-0.485299951808997


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73456.523404218204454.660316265103458.386492171305
74456.876808436407454.181910151667459.571706721148
75457.230212654611453.855561286164460.604864023059
76457.583616872815453.6008271812461.56640656443
77457.937021091019453.387336036144462.486706145894
78458.290425309222453.199898352457463.380952265988
79458.643829527426453.029718978916464.257940075937
80458.99723374563452.871216810883465.123250680377
81459.350637963834452.720620231916465.980655695751
82459.704042182037452.575260806562466.832823557513
83460.057446400241452.433183712451467.681709088031
84460.410850618445452.292917399265468.528783837625