Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.18814763010543
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
24754732
3552473.37629526021178.6237047397892
4530488.16915897711141.8308410228888
5525496.03953258088528.9604674191153
6548501.48837589253746.5116241074633
7487510.239427740711-23.2394277407105
8483505.866984486289-22.8669844862894
9550501.56461554753648.4353844524636
10528510.67761834551317.3223816544872
11560513.93678340158646.0632165984136
12546522.60346843961123.396531560389
13521527.005470405385-6.00547040538504
14507525.875555380944-18.8755553809435
15596522.32416436909573.6758356309048
16520536.186098239087-16.1860982390872
17590533.14072221474956.8592777852507
18568543.8386605795524.1613394204495
19503548.384559331681-45.384559331681
20515539.845562050046-24.8455620500459
21529535.170928431692-6.17092843169235
22573534.00988287171938.9901171282808
23590541.34578100693848.6542189930616
24529550.499957005114-21.4999570051135
25524546.454791047233-22.4547910472328
26516542.229975327183-26.2299753271833
27598537.2948676316560.7051323683502
28532548.716394421991-16.7163944219913
29582545.57124442758636.428755572414
30573552.42522845622620.5747715437744
31535556.296322962147-21.2963229621473
32538552.289470266859-14.2894702668594
33554549.6009403006884.39905969931215
34590550.42861295780639.5713870421943
35607557.87387564977949.1261243502207
36529567.116839522538-38.1168395225379
37563559.9452464992633.05475350073664
38562560.5199911309831.48000886901673
39593560.79845129222432.2015487077762
40588566.85709636731621.1429036326836
41576570.8350835793535.1649164206467
42558571.806850363591-13.8068503635906
43543569.209124188461-26.2091241884607
44494564.277939585263-70.2779395852629
45585551.05531180360333.9446881963969
46586557.44192444242328.558075557577
47553562.815058678953-9.81505867895282
48541560.968378649162-19.9683786491621
49506557.211375529274-51.2113755292744
50500547.576076589002-47.5760765890021
51570538.62475052906731.3752494709331
52541544.52792936099-3.52792936098956
53544543.864157812540.135842187460071
54545543.8897161981791.1102838018212
55552544.0986134642367.90138653576412
56460545.585240615487-85.5852406154869
57526529.48258042168-3.48258042168004
58569528.82734116868940.1726588313106
59549536.38573172283412.6142682771656
60525538.759076404697-13.7590764046972
61473536.170338786714-63.1703387867138
62498524.284989251036-26.2849892510364
63582519.33953081610762.6604691838927
64573531.12894959435141.8710504056489
65528539.006888498199-11.0068884981989
66571536.93596851242834.0640314875719
67518543.345035308652-25.3450353086515
68483538.57642698039-55.5764269803904
69551528.11985395430222.8801460456976
70562532.42469920926629.5753007907335
71580537.98922196269842.0107780373017
72515545.893450289302-30.8934502893018
73492540.08092083159-48.0809208315897
74509531.034609523839-22.0346095238392
75601526.8888499616374.1111500383697
76579540.83268720573838.1673127942624
77561548.01377665547112.9862233445293
78537550.457103801764-13.4571038017637
79513547.925181613379-34.925181613379
80499541.35409146182-42.35409146182
81563533.3852695280129.6147304719901
82561538.95721088252622.0427891174741
83546543.1045094158922.89549058410762
84558543.64928910728514.3507108927151
85507546.349341352077-39.3493413520774
86517538.945856030474-21.9458560304745
87544534.8167952277069.18320477229429
88529536.544593442386-7.54459344238569
89557535.12509606609221.8749039339082
90532539.240807400041-7.24080740004058
91512537.878466647673-25.8784666476731
92488533.009494477151-45.009494477151
93518524.541064759032-6.54106475903154
94567523.31037892625443.6896210737464
95537531.5304775914835.46952240851681
96484532.559555270454-48.5595552704542
97487523.423190027345-36.4231900273446
98484516.57025314282-32.57025314282
99534510.44223720206423.5577627979355
100514514.874574443082-0.874574443081883
101523514.7100253342658.28997466573469
102489516.269764421257-27.2697644212574
103495511.139022871864-16.1390228718644
104468508.102503966306-40.1025039663058
105513500.55731288375212.4426871162483
106544502.89837497681741.1016250231828
107520510.6315483184119.36845168158891
108509512.394200300059-3.39420030005931


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
109511.7555895575444.874095498229578.637083616771
110511.7555895575443.700603694689579.810575420311
111511.7555895575442.547006607302580.964172507698
112511.7555895575441.41232543675582.09885367825
113511.7555895575440.295659104493583.215520010507
114511.7555895575439.196175877842584.315003237157
115511.7555895575438.113106120813585.398072994187
116511.7555895575437.045735991121586.465443123879
117511.7555895575435.99340193665587.51777717835
118511.7555895575434.955485870825588.555693244174
119511.7555895575433.931410927263589.579768187737
120511.7555895575432.920637710885590.590541404115