Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.651858880178058
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13156160.703792735043-4.70379273504273
14152153.644722364827-1.64472236482683
15145145.663067513859-0.663067513859033
16141141.446313094764-0.446313094764434
17140140.537518635241-0.537518635241184
18145145.569271034237-0.569271034236692
19143141.2886586833131.7113413166866
20141143.78635041225-2.7863504122499
21144142.7271818473761.27281815262432
22139143.647351690988-4.64735169098773
23141141.750072916546-0.75007291654552
24142143.101603253086-1.10160325308632
25141138.4614017479132.53859825208713
26132137.188336440680-5.18833644068019
27122127.238499705538-5.23849970553798
28122120.1146703078351.88532969216513
29127120.6940255053796.30597449462076
30128130.175715356769-2.17571535676947
31122125.641902946422-3.64190294642171
32123123.084203429563-0.0842034295629617
33128125.1996168606212.80038313937911
34128125.0544889470072.94551105299306
35128129.463488174994-1.46348817499435
36129130.227590275046-1.22759027504605
37124126.772566839210-2.77256683920956
38121119.3473077063921.65269229360759
39109113.839392406047-4.83939240604742
40110109.4558225895980.544177410402057
41107110.699943994466-3.69994399446594
42107110.706362021562-3.7063620215618
43104104.664343801024-0.664343801023676
44110105.2861741481374.71382585186279
45114111.5334687719822.46653122801831
46118111.2212415196466.77875848035424
47117116.5940231945530.405976805447352
48122118.6588784023393.34112159766116
49113117.644140500555-4.64414050055491
50106110.539494126684-4.53949412668369
5110298.7349854832373.26501451676295
52111101.5085873125369.49141268746362
53106107.107490307248-1.10749030724834
54110108.8015879126671.19841208733287
55105107.015841880096-2.01584188009632
56104108.629048208371-4.62904820837105
57106108.003731742752-2.00373174275182
58110106.2787875007433.72121249925684
59107107.439853327636-0.439853327636115
60111109.9751912468511.02480875314947
61101104.670546159156-3.67054615915649
6210598.23697760820186.76302239179823
6310896.517185104476311.4828148955237
64124106.81529831780617.1847016821935
65122113.7392261040468.26077389595392
66128122.3428893640265.65711063597391
67124122.3445715988111.65542840118896
68121125.441163484024-4.441163484024
69125125.852301958648-0.852301958647857
70134126.871015945647.12898405436003
71126128.804829805718-2.80482980571782
72126130.308445903248-4.30844590324787
73111119.892625290399-8.8926252903986
74117113.6873523238203.31264767618043
75118111.3615562693516.63844373064903
76128120.4868843709887.51311562901176
77127117.9995166903439.00048330965656
78129126.1789238574282.82107614257187
79124122.9387616888081.06123831119189
80113123.525551161327-10.5255511613273
81120121.219957768385-1.21995776838538
82127124.7776259011392.22237409886121
83114120.054653408804-6.05465340880444
84107118.916372539674-11.9163725396738


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85101.94531604382092.080500692086111.810131395554
86105.78593723920094.0103058742817117.561568604119
87102.45860874281489.0415894702222115.875628015407
88107.56111760223992.6826997334002122.439535471077
89100.69407263094584.4854875477726116.902657714116
90100.85512909575183.417550636656118.292707554845
9195.16335147861576.5778718066847113.748831150545
9291.024525471894671.3580319676019110.691018976187
9398.819765776658978.1286595019078119.51087205141
94104.37109148523882.703770677356126.038412293121
9595.31787107616872.7164617592613117.919280393075
9696.085664335664372.5872683217018119.584060349627