Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.635975324827265
beta0.008138384857576
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
139087.03659188034192.9634081196581
149089.27967877060.720321229399957
158988.93327932777320.0667206722267792
168282.0465513919437-0.046551391943737
177877.83754427705870.162455722941317
187675.17896803689320.821031963106776
197480.0268128753726-6.0268128753726
207877.73840371821230.261596281787732
218178.40895492391932.59104507608068
228279.78272217865512.21727782134488
238882.22192556186895.77807443813114
249988.080613956831410.9193860431686
25117106.51098670348110.4890132965191
26113112.8683161750760.131683824924238
27106112.051266821771-6.05126682177128
28100101.342386107546-1.34238610754639
299796.48860697053270.511393029467314
309694.39675341795861.60324658204138
3110097.358400724442.64159927555993
32104103.0260077373230.973992262677044
33104105.155273112518-1.15527311251789
34111104.1486947618596.85130523814149
35117110.9935087480066.00649125199371
36118119.032476809319-1.03247680931877
37140129.80668072412010.1933192758804
38147132.30568946904414.6943105309564
39134138.67479505276-4.67479505275992
40126130.738019838492-4.73801983849214
41116124.564502270107-8.56450227010698
42114117.216069249189-3.21606924918862
43120117.5837970920342.41620290796637
44122122.592901352030-0.592901352029642
45117123.034339844768-6.03433984476798
46119121.897918325330-2.89791832532987
47132122.2430042019159.75699579808528
48134130.1323251043023.86767489569758
49154148.1622161848215.83778381517891
50152149.5599851173602.44001488264047
51132141.051704134660-9.05170413465979
52130130.252528762407-0.252528762407167
53123125.506176271455-2.50617627145536
54129123.9564449022165.04355509778377
55124131.668920540651-7.66892054065073
56128129.158092712267-1.15809271226669
57128127.2456860156820.754313984317804
58129131.589972890176-2.58997289017583
59141136.7607565807124.23924341928804
60138138.991657257165-0.991657257165173
61155154.6177425273170.382257472682511
62160151.2502640861738.74973591382664
63142142.545403129008-0.545403129007838
64133140.377031698605-7.37703169860461
65131130.2603021887070.739697811293041
66140133.5209695393686.47903046063232
67134137.523961410038-3.52396141003754
68134140.046024962477-6.04602496247716
69134135.722575839689-1.72257583968891
70136137.262797692503-1.26279769250345
71145145.759083250348-0.759083250348198
72137142.876572122086-5.87657212208572
73152155.840405078971-3.8404050789712
74168152.75582450560215.2441754943977
75160144.75365933166715.2463406683333
76157150.1793534498876.82064655011268
77147152.157958840575-5.15795884057499
78161153.8378676691927.16213233080845
79159154.7182420934494.28175790655095
80164161.4111405799562.58885942004358
81163164.322482979171-1.32248297917127
82158166.45597137444-8.45597137443994
83175170.6951567000814.30484329991936
84163169.330711862381-6.33071186238058


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85182.905013837075171.820819075086193.989208599064
86189.388047230008176.221279840589202.554814619426
87171.79080264156.801244376908186.780360903092
88164.473179411447147.834813013414181.111545809480
89157.738351253270139.577528461572175.899174044969
90167.194945735493147.608364009266186.781527461721
91162.446317427679141.510751595773183.381883259585
92165.752169210966143.530259617282187.974078804650
93165.532138797572142.076077445583188.988200149562
94165.855675906723141.209679401325190.501672412121
95180.107416276005154.309454392476205.905378159534
96172.100826234940145.183871029814199.017781440066