Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.853661782423506
beta0.00329071622036451
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
137480.240411948487-6.24041194848706
146767.632330326825-0.632330326824984
156665.9331569263830.0668430736170222
165857.59821411589110.401785884108882
175554.29940496014020.700595039859763
185856.89749646635671.10250353364327
196464.0993687803489-0.0993687803488683
206865.6137652082172.38623479178297
216668.6120576315391-2.6120576315391
227666.61051137709219.38948862290788
237576.3382818181108-1.33828181811079
248877.794940185377310.2050598146227
258583.46419376386821.53580623613183
268377.51925956600545.48074043399458
277781.1128249630908-4.11282496309083
286667.940679940157-1.94067994015697
296562.28842064933152.71157935066854
306567.1641148449105-2.16411484491054
316372.2921996125122-9.29219961251218
326266.3506539610196-4.35065396101965
335762.7932770504556-5.79327705045564
346859.37433072847428.62566927152582
356966.77756770067012.22243229932992
367972.41097377234756.58902622765245
377474.133741985889-0.133741985889046
387668.0804862848777.91951371512306
398272.51573371330699.4842662866931
407570.87589887085824.12410112914178
417570.74854614940824.25145385059177
427676.6013714626525-0.601371462652509
437882.9872341082717-4.98723410827175
447782.2958932680294-5.29589326802939
456777.8421144404391-10.8421144404391
467472.99293008076381.00706991923616
476872.96481777294-4.96481777294001
488773.035801813325813.9641981866742
497679.7902153235534-3.79021532355343
508871.570844757725116.4291552422749
519583.198529559337211.8014704406628
529681.386930013322914.6130699866771
539689.46500223782986.53499776217018
5410597.1590008033157.840999196685
55108112.637161530114-4.63716153011377
56113113.843811412907-0.843811412907115
57101112.092463834908-11.0924638349082
58107112.4920597365-5.4920597365
59102105.567425895142-3.56742589514207
60116113.2468519250262.75314807497436
61105105.542226559521-0.542226559521424
62121102.06357085947118.9364291405286
63134114.13426313550519.8657368644951
64140115.14321737964224.8567826203578
65131128.6454881031002.35451189690014
66141133.9478404055147.05215959448597
67131149.461821142014-18.4618211420136
68128140.975067209160-12.9750672091596
69123126.940551140281-3.94055114028126
70129136.807948893198-7.80794889319833
71125127.933651460175-2.93365146017474
72144139.9658384766584.03416152334179
73135130.5887325657774.41126743422339
74141133.8989330406527.10106695934772
75156135.08265372769120.9173462723091
76159135.03167594217623.968324057824
77146143.3389928276622.66100717233786
78154150.0685167657053.93148323429509
79145159.416466608536-14.4164666085359
80133156.097421860839-23.0974218608394
81126134.677514939105-8.67751493910461
82127140.353222925781-13.3532229257807
83122127.461348104025-5.46134810402451
84148138.0646668679369.93533313206424


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85133.561981257641115.204119823497151.919842691785
86133.459104619344109.269193710852157.649015527836
87130.386347762239101.857488712259158.915206812219
88115.30211132755885.1568190588556145.447403596261
89104.05916092653572.2682384314985135.850083421571
90107.18307471393370.797189837427143.568959590438
91109.17051765646968.7855548293011149.555480483636
92114.45234631339169.1826047770838159.722087849698
93114.65403334440866.4320877355408162.875978953275
94125.72373004003970.4490874561326180.998372623946
95125.36506605802367.7519959965753182.978136119471
96143.32011251063048.2934173403048238.346807680956