Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.615821652041268
beta0.118765866706064
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13467037472363.576121795-5326.57612179499
14460070461985.31991359-1915.31991359015
15447988447802.705336887185.294663113018
16442867440692.5385565882174.46144341241
17436087433501.0057979722585.99420202849
18431328429060.9147981152267.08520188474
19484015482872.9941510961142.00584890414
20509673517619.499978366-7946.49997836648
21512927494236.86964417318690.1303558273
22502831490931.70616355511899.2938364450
23470984479617.187785356-8633.18778535567
24471067471583.195119805-516.195119805343
25476049477284.838288029-1235.83828802919
26474605472103.7664615062501.23353849392
27470439463138.4809441057300.51905589522
28461251463385.124885385-2134.12488538492
29454724455594.156086407-870.156086407427
30455626450546.1797419955079.82025800546
31516847507506.8953677869340.10463221383
32525192546258.682432269-21066.6824322692
33522975526518.306281595-3543.30628159537
34518585506775.02648913711809.9735108633
35509239487373.44281269521865.5571873054
36512238503326.3207276318911.67927236884
37519164517333.6334502551830.36654974462
38517009518477.008632763-1468.00863276346
39509933511621.364240714-1688.36424071412
40509127504760.6438423474366.35615765263
41500857503986.608040813-3129.60804081318
42506971502196.0177857334774.98221426667
43569323562946.3745733756376.62542662525
44579714590315.471076116-10601.4710761162
45577992586641.224517669-8649.22451766883
46565464572167.891862108-6703.89186210837
47547344546390.01297408953.987025920069
48554788544120.85740877310667.1425912273
49562325556249.4911655666075.50883443374
50560854558811.1920211922042.80797880818
51555332554360.94431283971.055687170709
52543599551986.566648985-8387.56664898456
53536662540068.319813972-3406.31981397152
54542722540713.5764949842008.42350501625
55593530599742.680573712-6212.68057371234
56610763611282.766075753-519.766075753025
57612613613750.797599158-1137.79759915778
58611324604383.629149636940.37085037003
59594167590681.2062791583485.79372084187
60595454594618.981284408835.018715592101
61590865599125.871433409-8260.87143340858
62589379590458.197316543-1079.1973165432
63584428582593.8228132921834.17718670797
64573100576138.937168938-3038.93716893846
65567456568802.713766931-1346.71376693109
66569028572321.718686744-3293.71868674399
67620735624064.658499904-3329.65849990386
68628884638915.505962765-10031.5059627648
69628232633941.132577976-5709.13257797586
70612117623180.518266678-11063.5182666781
71595404594065.1816050231338.81839497702
72597141592506.8502855334634.14971446723
73593408592981.164534575426.83546542516
74590072590180.299805429-108.2998054286
75579799581861.778167286-2062.77816728572
76574205568678.5979399285526.40206007194
77572775565437.3482600517337.65173994948
78572942572361.675404226580.324595774175
79619567625565.16877017-5998.1687701703
80625809635091.455175316-9282.45517531584
81619916631187.180302219-11271.1803022191
82587625613485.75173597-25860.7517359707
83565742577481.872909657-11739.8729096568
84557274565638.04356287-8364.04356287047
85560576552043.4086749528532.59132504812
86548854550173.478856835-1319.47885683458
87531673536414.45706619-4741.45706618985
88525919520357.6106924295561.38930757134
89511038513696.632341192-2658.63234119164
90498662507000.780898371-8338.78089837148
91555362546663.8188198968698.18118010368
92564591559532.991900595058.00809940964
93541657560299.008870119-18642.0088701185
94527070528517.524193867-1447.52419386664
95509846510822.381644337-976.381644336914
96514258505540.6966714028717.30332859757
97516922508842.5848474758079.4151525253
98507561502761.6211412794799.37885872147
99492622491756.59297945865.407020549697
100490243483821.3020527296421.69794727088
101469357475305.68445808-5948.6844580801
102477580464934.44622227912645.5537777211
103528379526132.9770596912246.02294030902
104533590535226.047266048-1636.04726604815
105517945523870.844402354-5925.84440235398
106506174508562.197987808-2388.19798780815
107501866492436.1714923609429.82850763958
108516141500015.45606388716125.5439361132


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
109510904.760811597495665.719673594526143.8019496
110501267.606771325482761.949819087519773.263723563
111488124.057954161466276.029809854509972.086098469
112484055.530228084458770.280467361509340.779988807
113468628.277883591439801.790043209497454.765723973
114471294.369437229438818.401891705503770.336982752
115522015.839250204485780.572549717558251.105950692
116529375.700995004489271.223031825569480.178958183
117518640.970893084474558.131096588562723.81068958
118510035.089449248461865.992661955558204.186236541
119501789.080843939449427.367617441554150.794070437
120507313.021319746450654.018137292563972.024502201