Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.558351615951655
beta0.953075715241967
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3117.14115.671.47000000000001
4119.09117.3930393830711.69696061692852
5119.55120.14584250325-0.59584250325031
6119.8121.301376894354-1.50137689435388
7121.32121.152344930080.167655069920357
8121.48122.024437534562-0.544437534562476
9119.63122.209208905053-2.57920890505324
10118.61119.885332851412-1.2753328514122
11118.82117.6108079806831.20919201931656
12119.93117.3669947709072.56300522909318
13118.7119.24299208754-0.542992087539815
14119.99119.0957968023250.894203197675424
15116.67120.22691327993-3.55691327993013
16116.84116.979925419779-0.139925419778905
17115.17115.566356749795-0.396356749794677
18114.21113.7986874465960.411312553403874
19114.77112.7008621410292.06913785897137
20115.59113.6297808113251.96021918867521
21116.64115.5410178844371.09898211556326
22118.79117.5562066797691.23379332023141
23125.63120.3032323294655.32676767053545
24127.42128.170223512501-0.750223512501307
25131.17132.244884381586-1.07488438158552
26137.68135.5662691381182.11373086188195
27144.41141.7928471334242.61715286657591
28146.09149.693233090828-3.60323309082821
29151.26152.202991086746-0.94299108674636
30156.56155.6962855097830.863714490216893
31158.38160.657983756836-2.27798375683557
32154.21162.653277543504-8.44327754350383
33158.06156.7130679055591.34693209444072
34154.83156.956009393068-2.12600939306824
35150.89154.128469586846-3.23846958684578
36149.22148.9564298202320.26357017976818
37148.34145.8800188475632.45998115243702
38143.88145.339059820716-1.45905982071628
39134.48141.833457257253-7.35345725725327
40133.73131.1235560377572.60644396224328
41130.08127.361804473092.71819552690955
42123.11125.108941037106-1.99894103710584
43122.08119.158517575032.92148242497029
44126.83117.5100913665739.31990863342672
45123.17124.393838878909-1.22383887890932
46123.82124.739200398702-0.91920039870169
47125.6124.7655035586510.834496441349287
48126.32126.2150646040920.104935395907958
49129.15127.3131155751221.83688442487839
50130.09130.355703640609-0.265703640609246
51133.81132.0829137068221.72708629317833
52136.83135.8418725824640.988127417535679
53138.34139.714065930527-1.37406593052663
54138.67141.536113743976-2.8661137439758
55137.86140.999867906515-3.13986790651526
56138.56138.639885995365-0.0798859953646343
57141.65137.9459384875523.70406151244819
58142.42141.3358855779981.08411442200159
59143.12143.839893947062-0.719893947061621
60146.17144.9535387809591.21646121904124
61147.8147.7956921499760.00430785002436096
62151.87149.9633301548951.90666984510543
63157.12154.207792015962.91220798403961
64158.97160.563433177797-1.59343317779656
65161.4163.55539467426-2.15539467425984
66165.81165.0865878414770.723412158523502
67165.1168.610132223934-3.51013222393411
68164.64167.901948602385-3.26194860238533
69167.88165.5964883032822.28351169671816
70167.14167.602518591447-0.462518591446695
71169.83167.8291685306492.00083146935123
72169.71170.495979155962-0.785979155962082


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73171.188509684166.048470403332176.328548964669
74172.319892943874164.714724533536179.925061354212
75173.451276203748162.163998189163184.738554218333
76174.582659463622158.768878111016190.396440816228
77175.714042723496154.718300412433196.709785034559
78176.84542598337150.113372374892203.577479591847
79177.976809243244145.016474490022210.937143996465
80179.108192503117139.470740169238218.745644836997
81180.239575762991133.508450448812226.970701077171
82181.370959022865127.155107969453235.586810076277
83182.502342282739120.431637227588244.57304733789
84183.633725542613113.355682481515253.911768603711