Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.702888259538534
beta0.015960640491968
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
33473470
4345346-1
5365344.28589319364520.7141068063551
6364358.0667593048125.93324069518786
7349361.524890499142-12.5248904991415
8339351.868506913518-12.8685069135184
9340341.826233437177-1.82623343717711
10340339.5249566606570.475043339343074
11341338.8465496082442.15345039175622
12343339.3720337517353.62796624826456
13341340.9746382884750.0253617115248517
14343340.0452989141282.95470108587165
15341341.208105246675-0.208105246674506
16335340.145477502427-5.1454775024273
17355335.55470398638619.4452960136142
18357348.4666444314318.53335556856916
19337353.804441897818-16.8044418978180
20325341.14407758436-16.1440775843603
21336328.7667625036617.23323749633943
22338332.9022341462055.09776585379456
23337335.5938973675191.40610263248146
24328335.706508280612-7.70650828061179
25326329.327516145211-3.32751614521112
26327325.9891362747371.01086372526260
27319325.711493102665-6.71149310266492
28310319.930602780694-9.93060278069396
29320311.7756311276588.22436887234193
30322316.4738413690275.52615863097333
31303319.337506779288-16.3375067792877
32292306.650175377529-14.6501753775289
33303294.9844957296748.01550427032595
34315299.34017851067315.6598214893275
35311309.2446425576121.75535744238823
36307309.395514630429-2.39551463042892
37308306.6019132633851.39808673661457
38312306.4904742601145.50952573988565
39309309.330726334501-0.330726334501094
40310308.0622235241891.93777647581129
41309308.4099637420890.590036257911038
42304307.817012533302-3.81701253330203
43287304.083577136154-17.0835771361538
44275290.833576325356-15.8335763253561
45290278.28455669160311.7154433083973
46298285.23084976944312.7691502305572
47294293.0610323815320.938967618467814
48286292.586452379574-6.58645237957404
49294286.7484525885217.25154741147924
50292290.7183722102231.28162778977662
51287290.506483420803-3.50648342080348
52281286.889749827684-5.88974982768434
53280281.531771823637-1.53177182363663
54271279.219781140045-8.21978114004548
55264272.114653228725-8.1146532287251
56259264.992383874875-5.99238387487532
57271259.29460689438211.7053931056179
58279266.1677070739712.8322929260299
59279273.9768515859565.02314841404433
60273276.353392529076-3.35339252907619
61286272.80454099665213.1954590033482
62286281.0357167898094.96428321019067
63280283.536987799363-3.53698779936263
64277280.023135361929-3.02313536192901
65269276.836548584312-7.83654858431225
66255270.178755477202-15.1787554772017
67252258.189927767039-6.1899277670388
68245252.449799526919-7.44979952691864
69257245.74054629348811.2594537065116
70267252.30812221110514.6918777888955
71261261.453130236783-0.453130236782897
72258259.94780646782-1.94780646781976
73271257.37004076620113.6299592337992
74262265.894612021863-3.89461202186340
75258262.057676001175-4.05767600117491
76253258.060602995689-5.06060299568924
77236253.301811768958-17.3018117689582
78228239.744717427596-11.7447174275957
79235229.9618807936175.03811920638339
80226232.032023367599-6.03202336759867
81231226.2534221583634.74657784163674
82235228.1042228990826.89577710091805
83227231.543031164801-4.54303116480131
84222226.890669189623-4.890669189623
85233221.93909032696011.0609096730396
86221228.323776300967-7.32377630096673
87218221.703920221235-3.70392022123511
88220217.5868658787592.41313412124055
89204217.796489074683-13.7964890746828
90196206.45778187606-10.4577818760602
91208197.34849165381310.6515083461873
92190203.196168141023-13.1961681410228
93191192.133550978011-1.13355097801104
94194189.5368890034734.46311099652746
95179190.924124643105-11.9241246431048
96162180.659193394793-18.6591933947934
97179165.45093235907713.5490676409227
98176173.0334807151682.96651928483172
99168173.210960111243-5.21096011124308
100170167.5821258472322.41787415276835
101153167.342634655738-14.3426346557384
102142155.161475080496-13.161475080496
103155143.66288607896811.3371139210320
104136149.511253605161-13.5112536051612
105136137.742418697375-1.74241869737526
106144134.2262122689899.77378773101117
107135138.914259828772-3.91425982877249
108114133.937227155638-19.9372271556380
109135117.47417214924317.5258278507569
110132127.5400729935324.45992700646849
111123128.472139433995-5.4721394339953
112123122.3616835280740.638316471926402
113103120.553356322076-17.5533563220762
11497105.761392738122-8.76139273812159
11511397.050907041008515.9490929589915
116108105.8880572739322.11194272606754
117111105.0229299910105.9770700089905
118121106.94160933659714.0583906634034
119111114.698268805559-3.69826880555915
12097109.932491603429-12.9324916034289


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12198.531003848205780.0423829634544117.019624732957
12296.219612607613373.5008021037576118.938423111469
12393.908221367020967.5267966374233120.289646096618
12491.596830126428561.9080981776696121.285562075187
12589.28543888583656.5355672076013122.035310564071
12686.974047645243751.3444885158435122.603606774644
12784.662656404651346.2928634222252123.032449387077
12882.351265164058941.3516709396948123.350859388423
12980.039873923466536.4999076252998123.579840221633
13077.728482682874131.7218215139909123.735143851757
13175.417091442281727.0052603583769123.828922526186
13273.105700201689322.3406309261031123.870769477275