Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.601667916362739
beta0.0534961536760316
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
132828.6610576923077-0.661057692307701
142929.0120022848353-0.0120022848352548
152524.58640970874050.413590291259538
162827.09686139512530.90313860487474
175553.97259451139451.02740548860555
185352.20616404223710.793835957762909
194238.61642008072093.38357991927913
203231.69374898630310.306251013696908
213733.97107176463573.02892823536429
224136.90070060924864.09929939075144
233741.1062812553989-4.10628125539889
243840.9926587481785-2.99265874817853
253937.06442222084371.93557777915627
263239.5188411962294-7.51884119622937
273630.78715218943915.21284781056087
283936.57563977987992.42436022012006
298364.660579892360818.3394201076392
308374.01885263683628.98114736316384
316667.4519113967683-1.45191139676832
325357.3036239330653-4.30362393306527
337258.653027325727213.3469726742728
347769.31032648273977.68967351726033
356973.6164079359505-4.61640793595049
367274.8318646627762-2.83186466277621
378174.16103748594096.83896251405915
387177.1550821602728-6.15508216027283
396375.7146734558376-12.7146734558376
406670.428280962221-4.42828096222098
41114101.33139864425512.6686013557446
42116103.96920816414112.0307918358593
4310995.598663545122913.4013364548771
449794.24659588126762.75340411873236
45111108.0953552643682.90464473563188
46120111.1028203035198.89717969648059
47110112.158841656803-2.15884165680269
48106116.568208733904-10.568208733904
49115115.85029392439-0.850293924389959
50110109.5499429774550.450057022545423
51103110.191266184242-7.19126618424195
52112112.427175337348-0.427175337347634
53163153.5749586397649.42504136023553
54166154.92985395516511.0701460448349
55156147.4190230245748.58097697542607
56140139.6619056671390.338094332861033
57166152.77657227729013.2234277227102
58176165.37054439156710.6294556084333
59163164.111616664646-1.11161666464602
60162166.881815760854-4.88181576085424
61171174.719676939564-3.71967693956404
62167168.382023717026-1.38202371702567
63163165.989431415208-2.98943141520823
64168174.695221143629-6.69522114362937
65222217.041844311054.95815568894989
66216217.266348439443-1.26634843944308
67197201.846347553377-4.8463475533766
68178182.79966987299-4.79966987298999
69204197.8630161610366.13698383896426
70220204.83921509951315.1607849004873
71196201.454821641072-5.4548216410721
72195199.795292596558-4.79529259655803
73213207.8361442890165.16385571098436
74218207.74853859749810.2514614025021
75216212.0635537090843.93644629091582
76225224.0316042879780.968395712021987
77280276.4490793193613.55092068063914
78272274.120166637217-2.12016663721715
79252257.505631495046-5.50563149504649
80230238.804865984211-8.80486598421086
81248256.40990835776-8.40990835775995
82259258.3550328356790.644967164320974
83240237.6847149800322.3152850199684
84237240.872652118435-3.8726521184347
85252253.375102955871-1.37510295587134
86250251.108730943252-1.10873094325166
87255245.4365188139869.56348118601386
88255259.152332045134-4.1523320451343
89313308.8971376402974.10286235970273
90291304.038705444525-13.0387054445246
91271278.552233324085-7.55223332408542
92247256.285965185278-9.2859651852782
93268272.723447776690-4.72344777668951
94283279.5766784316843.42332156831594
95259260.416008828737-1.41600882873661
96259257.9466537797991.05334622020098
97267273.618887948337-6.61888794833737
98270267.3459361925732.65406380742729
99279267.35220713447611.6477928655236
100269276.089168638958-7.08916863895843
101334326.4912882168547.50871178314645
102326316.0996392761839.9003607238173
103301306.584272393367-5.58427239336697
104276284.858772003442-8.85877200344248
105301303.431739945875-2.43173994587499
106313315.043760152929-2.04376015292894
107291290.6249166719270.375083328072833
108287290.233331739831-3.23333173983139
109289300.148841420857-11.1488414208574
110298294.5768000768053.42319992319545
111320298.38580638476521.6141936152353
112312305.7339662881526.26603371184842
113385370.49441732609514.5055826739048
114380365.99856990382614.0014300961735
115351353.647997782839-2.64799778283901
116322333.344670072757-11.3446700727569
117350353.861881279653-3.86188127965318
118363365.601779590946-2.60177959094551
119344342.6265392158381.37346078416221
120345342.2462757041662.75372429583427


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121353.651685569883339.688594721905367.614776417862
122361.991584982937345.459781017536378.523388948339
123372.276364865005353.308218648937391.244511081073
124361.099945830178339.7729215597382.426970100656
125425.764370218070402.124177852895449.404562583244
126412.265237017782386.337554205881438.192919829682
127384.332867497281356.129958788011412.535776206552
128361.71823756373331.242991236539392.19348389092
129391.966603668744359.215138880941424.718068456546
130406.581109077463371.544535994063441.617682160862
131386.887583162421349.55323390625424.221932418592
132386.319389504836346.671704058641425.967074951032