Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.536611617913518
beta0.166578889966966
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13471463.0715811965817.92841880341877
14471467.7515528842053.24844711579470
15476474.6272367948171.37276320518305
16475475.035782381664-0.0357823816636937
17470471.64362085405-1.64362085404969
18461463.200087599295-2.20008759929476
19455455.052952691543-0.052952691543112
20456451.5949286431164.40507135688415
21517508.8395600156628.16043998433759
22525541.662145934044-16.6621459340436
23523536.133578501047-13.1335785010471
24519518.1994948302210.800505169779285
25509489.61309519428419.3869048057157
26512498.59908509824213.4009149017578
27519511.2869475455597.71305245444125
28517516.2452256872110.754774312789436
29510514.403062155734-4.40306215573378
30509505.845088770723.15491122927972
31501503.669307708342-2.66930770834210
32507502.7420844205534.25791557944746
33569563.5037612085285.49623879147248
34580585.011876546371-5.01187654637124
35578590.029141065672-12.0291410656716
36565581.902392373837-16.9023923738370
37547553.604492859586-6.604492859586
38555544.72139417986010.2786058201395
39562551.6710379807210.3289620192795
40561553.615427757317.38457224268984
41555552.3402042333032.65979576669702
42544551.105250362051-7.10525036205081
43537539.838465791353-2.83846579135343
44543541.1289381652331.87106183476715
45594600.06874267317-6.06874267317039
46611608.3529601087552.64703989124450
47613612.7643299012270.235670098773085
48611608.5931029135762.40689708642446
49594596.787031036753-2.78703103675298
50595599.475406005942-4.47540600594198
51591598.911923547078-7.91192354707778
52589588.4538402750720.54615972492843
53584579.4585595365324.54144046346835
54573573.015426832889-0.0154268328886928
55567566.4711663592320.528833640767857
56569570.992771866034-1.99277186603410
57621623.076464890373-2.07646489037290
58629636.795119478016-7.79511947801586
59628632.805641128437-4.80564112843717
60612624.804612392861-12.8046123928613
61595598.938635959318-3.93863595931759
62597596.6333072541310.366692745869045
63593593.915169523852-0.915169523852
64590588.5958908797091.40410912029097
65580579.4539405644580.546059435542247
66574565.9396789629678.06032103703274
67573561.88747724808211.1125227519179
68573569.7723018210453.22769817895528
69620623.937596823766-3.93759682376572
70626633.160244599522-7.16024459952166
71620630.106143626558-10.1061436265580
72588614.289777716373-26.2897777163729
73566582.826085556346-16.8260855563458
74557571.978445650377-14.9784456503767
75561555.438459166515.56154083349043
76549550.254857467324-1.25485746732409
77532534.636256526055-2.63625652605481
78526517.9596793327878.0403206672131
79511510.3726428041430.627357195856575
80499503.101562688043-4.10156268804326
81555543.48272056712811.5172794328715
82565554.35592389348910.6440761065107
83542555.932855417494-13.9328554174937
84527526.6637832705710.336216729428997
85510512.353382708619-2.35338270861905
86514509.9019351899934.09806481000726
87517514.5956282985042.40437170149607
88508505.7560109646642.24398903533626
89493492.884360690520.115639309479718
90490484.3874247913585.61257520864183
91469473.601079162435-4.60107916243538
92478462.40420094075215.5957990592484
93528523.4246611522044.57533884779582
94534532.3794580802911.62054191970924
95518519.130346449903-1.13034644990262
96506505.8925190879180.107480912082281
97502492.7417482997469.2582517002544
98516503.0774084618112.9225915381903
99528516.07705962675911.9229403732409
100533517.47719697697915.5228030230213
101536517.13812848883718.8618715111627
102537529.3168146249777.68318537502341
103524523.1627415530290.837258446970736
104536532.9833080907583.01669190924167
105587589.76266759015-2.76266759015039
106597600.370403048525-3.37040304852474
107581589.682047832455-8.68204783245471
108564578.804137022419-14.8041370224188
109558566.397709905406-8.39770990540592
110575571.8844846235543.11551537644561
111580581.209177648417-1.20917764841727
112575578.107606064073-3.10760606407325
113563568.530194661399-5.53019466139949
114552559.471044825142-7.47104482514192
115537537.68940729755-0.689407297549792
116545543.2409000858931.75909991410708
117601592.0951478979258.90485210207453
118604605.152945466706-1.15294546670555
119586589.862116780835-3.86211678083487
120564575.833544283051-11.8335442830514
121549565.35518379774-16.3551837977404


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
122568.561024560532552.643901893686584.478147227378
123570.58543727255551.806768810062589.364105735038
124563.736654902548541.77531873324585.697991071856
125551.465644931159526.041459224428576.88983063789
126541.730451673823512.593637842211570.867265505435
127525.023975938094491.947653227259558.10029864893
128530.065227641141492.840161304098567.290293978185
129579.114742983349537.545644208624620.683841758075
130579.76540093894533.668274292965625.862527584915
131560.972891379286510.173091837153611.772690921419
132542.803169970987487.133947307406598.472392634567
133535.117591698618474.418975784733595.816207612502