Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.819865360221212
beta0.0686375790750982
gamma0.350889833848575


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13106.61105.6512232905980.958776709401704
14106.74106.6197472254460.120252774554018
15107.01107.055894819076-0.0458948190755848
16107.1107.170324423863-0.0703244238633118
17107.28107.34410096862-0.0641009686203802
18107.4107.467706051517-0.0677060515167227
19107.59107.631212057026-0.041212057026371
20107.69107.735787087819-0.0457870878192637
21107.78108.039034606292-0.259034606291721
22108.02107.8091210682610.210878931738904
23108108.115923606757-0.11592360675742
24108.07108.202435295371-0.132435295370513
25108.36108.510642144692-0.150642144691531
26108.74108.4793419315510.260658068449217
27108.99108.990753179764-0.000753179764245715
28109.21109.1138409775790.0961590224213893
29109.31109.407065778747-0.0970657787465967
30109.41109.484122117323-0.0741221173232702
31109.54109.624387204228-0.084387204227653
32109.81109.6711904063490.138809593651033
33109.85110.100606595151-0.250606595151112
34110.01109.8960822550010.11391774499937
35110.23110.0860543234780.143945676522236
36110.28110.382524939277-0.102524939276947
37110.79110.7137313730080.0762686269919612
38110.91110.9068616715920.00313832840791406
39111.21111.1885237277950.0214762722050494
40111.44111.3351186349890.104881365011209
41111.52111.62292856219-0.102928562189931
42111.85111.6959457168860.154054283113908
43112.03112.034793502049-0.00479350204935258
44111.9112.177597139011-0.277597139011235
45112.11112.234205810038-0.124205810037935
46112.15112.156670688085-0.00667068808535021
47112.09112.243205475438-0.153205475438
48112.13112.25728263771-0.127282637709925
49112.45112.554908219789-0.10490821978928
50112.5112.560096100735-0.0600961007354641
51112.72112.752735685775-0.0327356857745968
52112.72112.818767358988-0.09876735898753
53112.83112.873629034488-0.0436290344876227
54112.95112.961995446027-0.0119954460267593
55112.98113.09580864802-0.115808648019609
56113.07113.0652485765090.00475142349100111
57113.1113.313826261771-0.213826261771459
58113.16113.1159860030150.0440139969852567
59113.2113.1834080074050.0165919925951385
60113.3113.2964845421960.00351545780361562
61113.48113.668271451998-0.188271451997622
62113.67113.5687642886540.101235711346035
63113.81113.865301460536-0.0553014605357447
64113.94113.8772865301610.0627134698386129
65114.13114.0457409824990.0842590175012816
66114.19114.225869660908-0.0358696609075082
67114.21114.317115775454-0.107115775454119
68114.21114.28536047673-0.0753604767299265
69114.35114.433990774309-0.0839907743090009
70114.54114.3457511714850.194248828514802
71114.51114.529922108299-0.0199221082987577
72114.53114.605490555855-0.0754905558546426


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73114.889189959712114.553092375892115.225287543531
74114.961742887125114.514894932981115.408590841269
75115.15909305088114.613308188895115.704877912865
76115.220696256338114.581711839853115.859680672824
77115.332385799858114.603243539903116.061528059812
78115.424388703804114.606685455609116.242091951999
79115.531106640526114.625575294081116.436637986971
80115.58577362576114.592592312292116.578954939228
81115.796479272097114.715451824478116.877506719716
82115.800249465584114.630917982659116.969580948509
83115.806256114034114.547974794498117.064537433571
84115.890397546884114.542383057635117.238412036133