Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.567235557693194
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13104.2102.5697382478631.63026175213678
14104.2103.4140989803910.785901019609284
15104.2103.7795082819090.42049171809127
16104.2103.9376444344940.262355565506098
17108.1107.9060801383760.193919861624039
18109.2109.03569667760.164303322399647
19109.2108.0147636626811.1852363373191
20109.2108.8758568225130.324143177486704
21109.2109.248507323602-0.0485073236023794
22109.2109.409777209882-0.209777209881523
23109.2109.390819082278-0.190819082278026
24109.2109.248031345425-0.0480313454251728
25109.2109.845923874762-0.645923874762047
26109.2109.0337418822840.166258117715685
27109.2108.8895315441910.310468455809072
28109.2108.9168228863540.283177113645834
29112.1112.867452773483-0.767452773482916
30112.1113.438927584801-1.33892758480094
31112.1112.0071320547280.0928679452718626
32112.1111.8759445194020.224055480597869
33112.1112.0305518336490.0694481663509237
34112.1112.188938395658-0.0889383956583742
35112.1112.246728743751-0.14672874375124
36112.1112.190744069969-0.0907440699688919
37112.1112.505661796161-0.405661796160743
38112.1112.181248484857-0.0812484848571984
39112.1111.959052707560.140947292439506
40112.1111.8783748956080.221625104392089
41114.81115.339415037266-0.529415037266318
42114.81115.798599338627-0.98859933862677
43114.81115.185152640718-0.375152640717587
44114.81114.845260487849-0.0352604878489302
45114.81114.7858660159890.0241339840114279
46114.81114.85000469033-0.0400046903302638
47114.81114.910542368292-0.100542368291784
48114.81114.904984425078-0.0949844250781524
49114.81115.081211676927-0.271211676926853
50114.81114.973457799732-0.163457799732043
51114.81114.8007884075090.00921159249053005
52114.81114.6802999106240.129700089375575
53115.57117.764173447069-2.19417344706918
54115.57117.080328945326-1.51032894532636
55115.57116.436416581101-0.866416581101504
56115.57115.964955291015-0.394955291015293
57115.57115.727232952372-0.157232952372283
58115.57115.660736913775-0.090736913775487
59115.57115.666298916236-0.0962989162364636
60115.57115.665553290111-0.0955532901111837
61115.57115.76519297312-0.195192973120058
62115.57115.747191654345-0.177191654344824
63115.57115.64145710467-0.0714571046703441
64117.3115.5273535915221.77264640847829
65117.3118.537474864552-1.23747486455161
66118.39118.692247401229-0.30224740122874
67118.39119.012264220607-0.622264220607178
68118.39118.883326513161-0.493326513161477
69118.39118.69268229477-0.302682294770122
70118.39118.572459338381-0.182459338381136
71118.39118.523586083275-0.133586083274835
72118.39118.502012530634-0.112012530634019
73118.39118.549195435317-0.159195435316747
74118.39118.559403530654-0.169403530653511
75118.39118.503844835087-0.113844835086894
76121.18119.163759922462.01624007754015
77123.21121.0093827322122.20061726778803
78123.21123.519096568572-0.309096568572286
79123.21123.696736396326-0.486736396325767
80123.21123.700474544924-0.490474544924339
81123.21123.593952103178-0.383952103177648
82123.21123.479658242367-0.269658242367143
83123.21123.402473275318-0.192473275317909
84123.21123.356833079935-0.146833079934737


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85123.363845447484122.026205029727124.701485865242
86123.45993715367121.922083328218124.997790979121
87123.524513992191121.809665051411125.239362932971
88125.170830927364123.295619101747127.04604275298
89125.952562564201123.929660714834127.975464413567
90126.127893128656123.967373655611128.288412601701
91126.403987319875124.114105904901128.69386873485
92126.6822019219124.269885732864129.094518110936
93126.899993207273124.37116306329129.428823351257
94127.052952950769124.412745686489129.693160215049
95127.162130636435124.415058213129.90920305987
96127.24541958042124.395486352985130.095352807854