Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0791399017664453
beta0.566472187949833
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13123123.276442307692-0.276442307692349
14125124.9646366639710.0353633360290075
15120119.4290926461850.570907353815045
16124122.3365256219171.66347437808288
17146142.9883320547393.01166794526083
18149145.3401824677293.65981753227146
19138134.4490656870083.55093431299221
20133126.333522249026.66647775097978
21135129.8050711655215.19492883447887
22149132.30972004603716.6902799539635
23146137.1390110367838.86098896321678
24141142.495935745696-1.49593574569636
25139143.3782527994-4.37825279940037
26141147.002878135421-6.00287813542059
27138143.185850174811-5.1858501748107
28139148.088937454503-9.08893745450308
29166170.094402311978-4.09440231197826
30179173.125270633885.87472936612002
31167163.05300778783.94699221219969
32154158.59937570586-4.59937570585984
33151160.080788699166-9.08078869916619
34162171.657813834142-9.65781383414182
35148165.627582953401-17.6275829534015
36143156.598773996173-13.5987739961728
37145150.574333937181-5.57433393718148
38143149.259898986482-6.25989898648169
39148142.8150265856185.18497341438209
40139142.04971996595-3.04971996594961
41169166.5081949620942.49180503790561
42186176.9115329206749.08846707932588
43174163.1335646340610.8664353659399
44161149.48286576565211.5171342343484
45151146.9608337838434.03916621615659
46158158.480836698389-0.480836698388572
47144145.685262734181-1.68526273418064
48135142.190234103142-7.1902341031417
49139144.911787570036-5.91178757003632
50137143.773644487554-6.7736444875541
51149148.6385165606760.361483439323592
52136140.503515057763-4.50351505776274
53169170.479767868892-1.47976786889225
54185186.995212738657-1.99521273865719
55177173.832269617593.16773038240993
56164159.681287859264.31871214074042
57145148.890491093191-3.89049109319132
58147154.452240451531-7.45224045153097
59142138.5148995861073.48510041389281
60126129.110591936456-3.1105919364561
61130132.266018324703-2.26601832470334
62136129.7199333099096.28006669009096
63139141.870716395263-2.87071639526283
64120128.537421602323-8.5374216023232
65151160.335522998079-9.33552299807911
66166174.759077135043-8.75907713504265
67156164.516428546165-8.51642854616486
68150148.6780872497811.32191275021859
69141128.13367867982312.8663213201768
70141130.53598713654510.4640128634553
71130125.6857926056264.31420739437417
72110109.9080548433760.0919451566242344
73110113.872899699601-3.87289969960085
74123118.775593413694.22440658631007
75133121.95114284641511.0488571535854
76108104.7392633040733.26073669592736
77136137.503112304349-1.50311230434946
78148154.195462198873-6.19546219887343
79146145.612185074260.387814925740059
80142141.1704846524820.829515347518281
81132132.828042550505-0.828042550504676
82128132.930614025063-4.93061402506288
83116121.505053755462-5.50505375546159
8490100.927978890333-10.9279788903328
859499.7414824027497-5.74148240274971
86112111.2408551171830.759144882817367
87130119.55925088938810.4407491106124
8810694.232937137048911.7670628629511
89124122.7699415753781.23005842462219
90139134.9669301833164.03306981668436
91140133.3232996823126.67670031768796
92129130.135863923285-1.13586392328509
93113120.373212526736-7.3732125267355
94110116.148191486384-6.14819148638428
95102104.010994923377-2.01099492337667
967878.7870260431467-0.787026043146724
977983.7040876445314-4.70408764453141
9894101.843201351779-7.84320135177886
99121118.582036759632.41796324037026
1009993.66830945560835.33169054439168
101126111.53057043858114.4694295614192
102137127.487689477029.51231052298024
103141129.08892333612611.9110766638744
104119119.732940866378-0.732940866377803
10596104.887998510694-8.88799851069437
10696102.232808955541-6.23280895554109
1078894.4565400634072-6.45654006340723
1086470.3664040880459-6.3664040880459
1096671.3432707304009-5.34327073040092
1109286.62088226519475.37911773480531
111120114.5277588926585.47224110734193
11210193.34833816879377.65166183120631
113135120.72224241519514.2777575848052
114146133.00424838161212.9957516183878
115149138.15112299675410.8488770032456
116134118.08112147251715.9188785274825
11710198.80426010874322.19573989125684
118100101.728109586083-1.72810958608258
1199196.5610802243557-5.56108022435569
1207075.123720550656-5.12372055065605


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12179.695712995719265.862459543035393.5289664484032
122108.06416919531994.1250216746646122.003316715974
123138.184106796005124.050728851806152.317484740205
124120.886241658021106.447207942657135.325275373385
125155.720959719386140.845846974394170.596072464377
126167.017055834475151.561590660107182.472521008843
127169.900448660009153.712115009281186.088782310737
128153.896240904136136.819637463057170.972844345215
129120.264428859434102.145783825656138.383073893213
130118.84471364267199.5352324810767138.154194804265
131109.80581145461589.1638188737672130.447804035462
13288.98160296839266.8736437498751111.089562186909