Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.204033093693474
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
135496854443.9853201372524.014679862841
145370852959.627205834748.372794165982
154584844971.5030092609876.496990739121
164711245942.88122236951169.11877763054
178371680921.13621018622794.86378981383
189157287411.69319351214160.30680648793
197066464328.46940697946335.53059302064
205889651914.37357442166981.62642557844
216154855950.12236389045597.8776361096
226282858388.29328256514439.70671743492
236940461582.40177505127821.59822494876
247585666420.49586186489435.50413813522
257726073460.6325509793799.36744902103
266408872108.4660315167-8020.4660315167
276547659757.83026743915718.1697325609
284837262107.7126362952-13735.7126362952
2996888104407.580670731-7519.58067073095
30111200111219.615458363-19.615458362663
317852483973.8922393961-5449.8922393961
326801667116.058656684899.941343315964
337459668837.53566707845758.46433292162
348245270294.548838090912157.4511619091
359422078260.701437393215959.2985626068
3610865686468.390373991722187.6096260083
3710865691578.183478296917077.8165217031
389941280556.753957132218855.2460428678
399548484403.096845977811080.9031540222
407192866911.78124921845016.2187507816
41111200137752.242055786-26552.2420557861
42129564151528.192428078-21964.1924280776
43113848105005.6234582518842.37654174869
449688892048.85783215614839.14216784394
4599412100089.333352422-677.333352421672
46108656106481.8913179282174.10868207221
47121704117087.228290194616.77170980973
48137420129139.314556528280.68544348024
49126896125877.2562266811018.74377331862
50120444109993.88361697410450.116383026
51120444104807.28523117315636.7147688265
529941280069.33408484419342.665915156
53129564135082.93700153-5518.93700152956
54149188160658.28259315-11470.2825931504
55133492136599.198601315-3107.19860131497
56116516114361.5082709982154.49172900188
57121704117837.1175262513866.88247374864
58142612128986.01105715213625.9889428477
59151856146250.0558484555605.94415154509
60164888164100.570335284787.429664715659
61154380151281.1595251093098.84047489078
62137420141307.003753054-3887.00375305364
63133492136248.347868433-2756.34786843302
64102080106663.625942772-4583.62594277241
65122968138909.849418299-15941.849418299
66145260158474.709179782-13214.7091797819
67120444140006.752809418-19562.7528094178
68106008118251.889109582-12243.8891095816
69120444120107.907671192336.092328808125
70134756137860.17554093-3104.17554093018
71142612145017.355863356-2405.35586335565
72163624156816.822576356807.17742365022
73153120147538.7903014065581.209698594
74126896133116.723209659-6220.72320965934
75129564128637.066402608926.933597391602
7610474499401.6343978545342.36560214598
77125636123967.0956322191668.90436778148
78144000149375.726477762-5375.72647776231
79122968126541.667212985-3573.66721298486
80108656113097.083772999-4441.083772999
81121704127358.093880544-5654.09388054394
82137420141817.730854175-4397.73085417479
83134756149606.953539353-14850.9535393528
84166168166672.383223793-504.383223792887
85160976154667.9846704786308.01532952164
86140068130477.2514701859590.74852981538
87141332134990.3134957266341.68650427437
88113848108953.7135773734894.2864226274
89130824131489.854181933-665.85418193342
90157048151633.7630602585414.23693974232
91137420131147.6844344876272.31556551266
92125636117916.4587201857719.54127981534
93145260135001.27160721810258.7283927815
94157048155693.3612954691354.63870453121
95147928156012.158798715-8084.15879871545
96189724190336.034784657-612.03478465692
97179340182626.824235558-3286.82423555767
98155784155891.384555919-107.384555919038
99149188155703.246378045-6515.24637804463
100119056123172.623563024-4116.62356302395
101136140140671.437351599-4531.43735159931
102151856166494.268612942-14638.2686129416
103132212141662.635253736-9450.63525373637
104132212126058.0828342756153.91716572538
105154380144943.4140751169436.58592488355
106166168158498.0168048617669.98319513898
107159696152365.8389619537330.16103804708
108205420197428.6049562217991.39504377855
109193652188817.3319738644834.66802613574
110171484164855.1607654786628.83923452205
111162240160495.3156882651744.6843117346
112129564129202.307034594361.692965405513
113141332148751.010224441-7419.01022444057
114162240167176.723033743-4936.72303374289
115146524146611.773009848-87.7730098477623
116142612145081.560358411-2469.56035841058
117160976166540.272262484-5564.27226248448
118176672176240.993212215431.006787785154
119159696167770.80739427-8074.80739426997
120200228211901.134221201-11673.1342212011


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121196473.367571372179549.761376867213396.973765877
122172555.965936601155365.053499006189746.878374197
123162888.58974299145424.318005553180352.861480426
124130005.517478921112521.703967512147489.330990331
125143269.538819453125270.066660761161269.010978145
126165451.628962589146693.490982071184209.766943106
127149430.49275225130748.765953176168112.219551324
128145935.802045275127044.046499345164827.557591204
129165842.533535248146044.463508507185640.603561989
130181899.716554507161245.906647997202553.526461016
131166031.978746147145731.936018257186332.021474037
132210504.508989474195692.303693579225316.714285369