Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0475220280630285
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
32662660
4264265-1
5262262.952477971937-0.952477971936958
6261260.9072142870250.0927857129748304
7262259.9116236522812.08837634771902
8264261.0108675316832.98913246831654
9265263.1529171687271.8470828312731
10265264.2406942908690.759305709130558
11266264.2767780380871.72322196191288
12268265.358669040522.64133095948
13260267.4841904445-7.48419044450014
14264259.1285265361684.87147346383244
15265263.3600288348241.63997116517589
16262264.437963590558-2.43796359055813
17258261.322106616391-3.32210661639101
18265257.1642333725387.83576662746151
19273264.5366048941048.46339510589593
20273272.9388025938350.0611974061650358
21270272.941710818688-2.94171081868814
22263269.801914754609-6.80191475460907
23260262.478673970758-2.47867397075822
24257259.360882356761-2.36088235676078
25248256.248688439149-8.24868843914925
26248246.8566940356611.14330596433916
27237246.911026253783-9.9110262537828
28228235.440034186017-7.44003418601713
29225226.086468672639-1.08646867263931
30231223.0348374778897.96516252211146
31243229.41335815479113.5866418452091
32250242.0590229298417.94097707015874
33246249.436394265017-3.43639426501721
34240245.273089840319-5.27308984031944
35236239.022501916949-3.0225019169489
36235234.8788664960310.121133503968906
37225233.884623005806-8.88462300580608
38230223.4624077019956.53759229800528
39225228.773087346645-3.77308734664518
40221223.593782583874-2.59378258387366
41231219.47052077513311.5294792248666
42234230.0184250104103.98157498959037
43249233.207637528815.7923624712000
44257248.9581226213388.04187737866212
45253257.340288943806-4.34028894380612
46252253.134029610817-1.13402961081690
47245252.080138223827-7.08013822382733
48239244.743675696464-5.74367569646449
49229238.470724578832-9.47072457883218
50232228.0206565396203.97934346038031
51222231.209763011216-9.20976301121632
52218220.772096394943-2.77209639494345
53223216.6403607522706.35963924773046
54221221.942583707071-0.942583707070924
55230219.89779021769210.1022097823083
56234229.3778677144654.6221322855348
57237233.5975208146493.40247918535059
58226236.759213525980-10.7592135259795
59215225.247913878862-10.2479138788618
60211213.760912227923-2.76091222792303
61203209.629708079548-6.62970807954812
62202201.3146509061420.685349093857866
63187200.347220085013-13.3472200850134
64179184.71293311757-5.71293311757
65181176.4414429496354.55855705036538
66172178.658074825709-6.65807482570901
67182169.34166960699612.6583303930041
68180179.9432191391630.0567808608366533
69175177.945917480825-2.94591748082547
70163172.805921507630-9.80592150763033
71160160.339924230561-0.339924230560854
72151157.323770341737-6.32377034173683
73145148.023251950093-3.02325195009269
74140141.879580886079-1.87958088607877
75125136.790259390464-11.7902593904638
76122121.2299623528400.770037647160208
77124118.2665561035185.73344389648227
78108120.539020985264-12.5390209852642
79115103.94314127812011.0568587218805
80116111.4685856285904.53141437141032
81104112.683927629513-8.68392762951305
8298100.271249777006-2.27124977700602
8310194.1633153813656.836684618635
849197.4882084996698-6.48820849966984


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8587.179875673269774.368511501546999.9912398449926
8683.359751346539564.8062490078778101.913253685201
8779.539627019809256.2792418178234102.800012221795
8875.71950269307948.2365699427932103.202435443365
8971.899378366348740.470538172337103.328218560360
9068.079254039618532.8774350756663103.281073003571
9164.259129712888225.3973090102854103.120950415491
9260.43900538615817.9921860204390102.885824751877
9356.618881059427710.6364552352157102.601306883640
9452.79875673269753.31203661472124102.285476850674
9548.9786324059672-3.99428286974069101.951547681675
9645.158508079237-11.2924234230024101.609439581476