Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.173659852690062
beta0.000673607157187447
gamma0.0799120898660841


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13576023739236.348343582-163213.348343582
14566089722597.22335502-156508.223355020
15336141387184.554260695-51043.5542606952
162627127219.7972199181-948.79721991812
17586226627443.268855386-41217.2688553861
18376484397321.350841869-20837.3508418691
19176583309024.876298841-132441.876298841
20287042487831.212121884-200789.212121884
21997142111930.940482397885211.059517603
22207694615987.623242758-408293.623242758
234180031339190.23642928-921187.236429283
24838258728062.325250325110195.674749675
25848182762595.51126038885586.4887396124
26658215792626.93376749-134411.933767490
27208304432249.652555293-223945.652555293
2839859928533.8767881063370065.123211894
294383992192383.68639341-1753984.68639341
305783931235199.51962694-656806.519626942
31988390873787.559488568114602.440511432
329583041563666.53137693-605362.53137693
33318251465543.10628409-147292.10628409
3478307798431.473768609-720124.473768609
354085201658292.15935405-1249772.15935405
36748640952307.363652946-203667.363652946
37258520937394.005680403-678874.005680403
38518618820844.364617842-302226.364617842
39388588420527.621090478-31939.6210904782
4023884239614.7499949613199227.250005039
413289571296548.27519747-967591.275197469
42499266752144.103420064-252878.103420064
43109011575868.96336755-466857.963367551
44168896827763.85529732-658867.85529732
45798921226363.709418321572557.290581679
46878732559760.11243461318971.88756539
478975761536469.43460782-638893.434607823
48518317985389.101518985-467072.101518985
49228370887028.133628562-658658.133628562
50758167797520.147968473-39353.1479684729
51658491442654.497684608215836.502315392
5251817054427.5431997364463742.456800264
533982121898231.69665058-1500019.69665058
544982861135850.29550629-637564.295506293
5578136804813.882360483-726677.882360483
566479901143970.69913980-495980.699139798
57357927402378.270111733-44451.2701117332
58698061629247.63993729268813.3600627081
594079321503017.21771447-1095085.21771447
60637934902609.559980435-264675.559980435
61397784820829.792641808-423045.792641808
62217980815303.86657468-597323.86657468
6347737410651.930193338-362914.930193338
6446767246558.0856360961421113.914363904
65676511285103.20654577-1217452.20654577
66167524756911.43381467-589387.43381467
67687406495339.173641111192066.826358889
68367345927128.056999731-559783.056999731
69157553322300.243151604-164747.243151604
70887453472840.802374417414612.197625583
712275661195209.45119596-967643.451195957
72817279729633.96798509687645.0320149038
73697059699827.566442166-2768.56644216599
74997185748295.097241629248889.902758371
75847075451961.163959089395113.836040911
7654712293313.8912772429453808.108722757
779969771389751.15843093-392774.158430927
78346998950519.584159758-603521.584159758
79967154699936.111890899267217.888109101
805470971226515.11523930-679418.115239301
81586853436094.680233765150758.319766235
8246728818005.68409107-771277.68409107
832368831343887.29824682-1107004.29824682
8436784882171.265927443-845387.265927443
85277085685219.690924196-408134.690924196
86446998669347.168823079-222349.168823079
87586725368482.338266265218242.661733735
8849684580959.0361636194415885.963836381
89867651029634.82821167-942869.828211673
90146966602295.422765024-455329.422765024
91197113462310.402054415-265197.402054415
92657096635365.15890527521730.8410947252
93337200265518.25098588771681.7490141131
9417273442027.094132448-424754.094132448
95457284724639.179859548-267355.179859548
96507696507573.661244126122.338755873789
97547628486041.8429851761586.1570148298
98157435550592.895460722-393157.895460722
9967793296661.622649114-228868.622649114
10026763157419.8798939864210211.120106014
101518397491087.36803446227309.6319655378
102918560346967.885466356571592.114533644
103918895400023.419307796518871.580692204
104429509785818.286904767-356309.286904767
105289569305955.351629511-16386.3516295106
1069010172438500.6799902978571671.3200097
10718106174079254.52753124-2268637.52753124
10871114002894967.209065534216432.79093447
10916119193585486.10766381-1973567.10766381
11097127143453102.027657836259611.97234217
11129133102860115.6435629453194.3564370624
1121013816810355.40686907203460.593130930
11367145183949731.223256452764786.77674355
11424147213424420.25408295-1009699.25408295
11591145342921745.612647096192788.38735291
11682149935877982.544774472337010.45522553
11762151592779197.896474473435961.10352553
1185156126448467.49319585-5932855.49319585
11994153408524589.71609453890750.283905465
12037152677673911.81918202-3958644.81918202


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1216166347.075289425401927.39740076930766.75317815
1227479700.457461276461110.622974758498290.29194779
1234328727.018417423412254.212285295245199.82454954
1241241755.33515733447523.100835252035987.56947942
1255949794.521313282995648.537091428903940.50553514
1264329376.403570582076173.482294496582579.32484667
1274384821.064950082033626.901874256736015.2280259
1285993230.635819332762968.995306999223492.27633166
1292760643.422066541102778.639073674418508.2050594
1304581658.655887381857889.688933167305427.6228416
1317821611.383709553186432.9389047412456789.8285144
1326610628.313287642710255.7679836310511000.8585916