Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.696623499130001
beta1
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3105.5105.8-0.300000000000011
4106.6106.4820259005220.117974099477991
5107.2107.537405910753-0.337405910753148
6107.5108.040512618647-0.540512618647227
7108.3108.0255966292650.274403370734589
8108.7108.769526104198-0.0695261041979336
9108.8109.225432706862-0.42543270686177
10109.8109.1370399857160.66296001428394
11109.5110.268680735336-0.768680735336247
12109.2109.867525832895-0.667525832895151
13110.6109.0718236310761.52817636892435
14110.1110.870262749543-0.770262749542965
15109.9110.53097203493-0.630972034930153
16109.7109.849164558501-0.149164558501042
17109.4109.399083955520.000916044480220535
18109.4109.054191165450.345808834549956
19109.4109.1904573579780.209542642022356
20109.5109.3777696471560.122230352843872
21109.5109.589406680028-0.08940668002802
22109.9109.5913295882280.308670411771516
23110110.085589415368-0.0855894153680197
24110.8110.2455749841370.554425015862932
25112.4111.237635140041.16236485996045
26112.8113.462931153409-0.662931153409204
27113.7113.954869651227-0.254869651227025
28114.5114.553525192295-0.053525192295453
29114.8115.255155108127-0.45515510812676
30115.6115.3599284425660.240071557433794
31115.8116.116252497838-0.316252497838036
32115.8116.264719221424-0.464719221423692
33116.3115.986026206380.31397379362042
34116.3116.468510566971-0.168510566970568
35116.8116.4974965632080.302503436792264
36116.7117.065332985522-0.365332985522471
37116.8116.913439319756-0.113439319755599
38117116.8579962049770.142003795023157
39117.2117.0794239472230.120576052777309
40117.1117.369920732484-0.269920732483826
41117.3117.2003551556470.0996448443532927
42117.4117.3576525842480.0423474157524879
43117.7117.5045354825860.195464517414123
44117.9117.8942485281370.00575147186279423
45118.8118.155809618520.644190381479817
46119.9119.3108804137540.589119586246341
47122.4120.8379821464891.56201785351134
48123.5124.13096601728-0.630966017279945
49125.6125.4567200356750.143279964324734
50127.4127.421644189066-0.0216441890664925
51128.9129.256600450908-0.356600450907933
52129.5130.609802055667-1.1098020556671
53130.8130.6651915316080.134808468391924
54132.7131.6815166928371.01848330716336
55134134.022929917585-0.0229299175849178
56132.9135.622896698246-2.72289669824602
57133.1133.445169346927-0.345169346926582
58131.7132.683369664812-0.983369664811988
59128.8130.791946227267-1.99194622726651
60125.1126.810288104726-1.71028810472632
61123.9121.8334127650342.06658723496645
62121.8120.9272307711350.872769228864883
63119.2119.797398654647-0.597398654646639
64118.9117.2272511016621.67274889833769
65119.6117.4038178713052.19618212869477
66120.2119.4749326086590.725067391341497
67119.6121.026333233316-1.42633323331643
68121120.0854003788760.914599621123628
69120.4121.412347949095-1.01234794909483
70120.4120.691713189672-0.291713189672151
71121.4120.2698752750211.1301247249786
72121.7121.6257945040380.0742054959616922


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73122.29782887719120.639835353955123.955822400425
74122.918169958091120.074753507716125.761586408466
75123.538511038991119.056191892455128.020830185528
76124.158852119892117.721812172827130.595892066956
77124.779193200792116.131306207431133.427080194153
78125.399534281693114.317538940848136.481529622538
79126.019875362593112.302093675039139.737657050148
80126.640216443494110.100726493009143.179706393979
81127.260557524394107.725710757335146.795404291453
82127.880898605295105.187020512473150.574776698116
83128.501239686195102.493003314733154.509476057657
84129.12158076709699.650797874676158.592363659515