Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999933893038648
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2100.198.61.5
398.8100.099900839558-1.29990083955796
498.398.8000859324946-0.500085932494557
5102.898.30003305916144.49996694083859
6103.6102.7997025208590.800297479140639
7105.2103.5999470947651.60005290523453
8100.1105.199894225364-5.09989422536444
998.2100.100337138510-1.90033713851045
1098.498.20012562551380.199874374486228
1197.498.3999867869125-0.999986786912444
1298.497.40006610608790.999933893912129
13100.398.39993389740871.90006610259127
14101.1100.2998743924040.800125607596414
15104.1101.0999471061273.00005289387262
16107.3104.0998016756193.20019832438071
17110.1107.2997884446132.80021155538695
18112.6110.0998148865232.50018511347707
19114.3112.5998347203591.70016527964067
20115.3114.2998876072401.00011239276043
21109.9115.299933885609-5.39993388560869
22108.2109.900356973221-1.70035697322068
23103.2108.200112405433-5.00011240543272
24101.8103.200330542238-1.40033054223754
25105.6101.8000925715973.79990742840296
26108.2105.5997487996662.60025120033352
27109.8108.1998281052941.60017189470560
28114.6109.7998942174984.8001057825016
29117.2114.5996826795932.60031732040746
30116.5117.199828100923-0.699828100923398
31116.1116.500046263509-0.400046263509225
32112.1116.100026445843-4.00002644584288
33106.8112.100264429594-5.30026442959365
34106.9106.8003503843760.0996496156242017
35104.5106.899993412467-2.39999341246671
36103104.500158656272-1.50015865627176
37105.9103.0000991709302.89990082906969
38107.7105.8998082963681.80019170363202
39107.1107.699880994797-0.599880994796635
40112.5107.1000396563105.39996034369027
41114.5112.4996430250302.00035697496975
42114.6114.4998677624790.100132237521223
43113.1114.599993380562-1.49999338056205
44112.8113.100099160004-0.300099160004436
45111.9112.800019838644-0.900019838643559
46112111.9000594975770.0999405024233084
47112.4111.9999933932370.400006606762943
48110112.399973556779-2.39997355677872
49112.3110.0001586549592.29984134504083
50109.6112.299847964477-2.69984796447709
51111.9109.6001784787452.29982152125497
52110.8111.899847965788-1.09984796578759
53110.4110.800072707607-0.400072707606952
54110.8110.4000264475910.399973552408966
55114110.7999735589643.20002644103617
56108.4113.999788455976-5.59978845597573
57110.5108.4003701849992.09962981500095
58105.1110.499861199853-5.39986119985298
59102.3105.100356968416-2.80035696841564
60104.3102.3001851230901.99981487691012
61103.4104.299867798315-0.899867798315213
62102.4103.400059487526-1.00005948752576
63104.5102.4000661108942.09993388910610
64107.3104.4998611797522.80013882024845
65110.1107.2998148913312.80018510866877
66111.8110.0998148882711.70018511172876
67111.8111.7998876059290.000112394071479116
68105.7111.79999999257-6.09999999256996
69106105.7004032524640.299596747536242
70106.4105.9999801945690.400019805430617
71107.1106.3999735559060.700026444093808
72111.5107.0999537233794.4000462766211
73109.6111.499709126311-1.89970912631085
74109.9109.6001255839980.299874416002226
75109.3109.899980176214-0.599980176213577
76111.4109.3000396628662.09996033713369
77112.9111.3998611780031.50013882199684
78115.5112.8999008303812.60009916961913
79118.4115.4998281153452.90017188465532
80116.2118.399808278449-2.19980827844931
81113.3116.200145422641-2.90014542264085
82113.8113.3001917198010.499808280198636
83114.1113.7999669591930.300033040806653
84117.1114.0999801657273.00001983427263
85115.5117.099801677805-1.59980167780475
86115.2115.500105758028-0.300105758027684
87114.2115.200019839080-1.00001983907974
88115.3114.2000661082731.09993389172715
89118.8115.2999272867133.50007271328727
90118118.799768620828-0.799768620828416
91118.1118.0000528702730.0999471297266865
92111.8118.099993392799-6.29999339279895
93112111.8004164734200.199583526580270
94114.3111.9999868061402.30001319386048
95115114.2998479531170.700152046883318
96118.5114.9999537150763.50004628492431
97117.6118.499768622576-0.899768622575522
98119.1117.6000594809701.49994051903045
99120.6119.099900843491.50009915650992
100123.6120.5999008330033.00009916699696
101122.7123.599801672560-0.8998016725603
102123.8122.7000594831541.09994051684561
103123.1123.799927286275-0.699927286274772
104124.5123.1000462700661.39995372993394
105120.7124.499907453313-3.79990745331288
106118.7120.700251200335-2.00025120033516
107119118.7001322305290.299867769471206
108122.3118.9999801766533.30001982334704
109118.6122.299781845717-3.69978184571708
110118.1118.600244581335-0.50024458133548
111118.2118.1000330696490.0999669303508028
112120.8118.199993391492.60000660851
113119.7120.799828121464-1.09982812146362
114119.7119.700072706295-7.27062951142443e-05
115117.1119.700000004806-2.60000000480640
116114.5117.100171878100-2.60017187809983
117116.5114.5001718894621.99982811053815
118116.4116.499867797440-0.0998677974403819
119114.9116.400006601957-1.50000660195663
120115.5114.9000991608780.599900839121531


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121115.499960342378110.656048602652120.343872082105
122115.499960342378108.649861088484122.350059596272
123115.499960342378107.110428851637123.889491833120
124115.499960342378105.812617183386125.187303501371
125115.499960342378104.669217231861126.330703452896
126115.499960342378103.635501856128127.364418828629
127115.499960342378102.684900685166128.315019999591
128115.499960342378101.800101479461129.199819205295
129115.499960342378100.969079030160130.030841654597
130115.499960342378100.183077808529130.816842876227
131115.49996034237899.4354880696372131.564432615120
132115.49996034237898.7211746816814132.278746003075