Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.00321851640039641
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31321248
4129138.025748131203-9.02574813120316
5121134.996698612817-13.9966986128171
6135126.951650008788.04834999121971
7148140.9775537552237.02244624477683
8148154.000155613633-6.00015561363287
9136153.980844014385-17.9808440143855
10119141.922972373032-22.9229723730322
11104124.849194410504-20.8491944105038
12118109.7820909363598.2179090636415
13115123.808540411457-8.8085404114568
14126120.7801899796795.21981002032103
15141131.7969900238369.20300997616368
16135146.826610062378-11.8266100623776
17125140.788545923931-15.7885459239308
18149130.73773022993618.2622697700638
19170154.796507644715.2034923553004
20170175.845440334188-5.84544033418842
21158175.826626688605-17.8266266886053
22133163.769251398244-30.7692513982443
23114138.670220057991-24.6702200579911
24140119.59081855013320.4091814498669
25145145.656505835348-0.656505835348156
26150150.65439286055-0.654392860550132
27178155.65228668639622.3477133136039
28163183.724213168207-20.7242131682073
29172168.657511948243.34248805175986
30178177.6682698008530.331730199147131
31199183.66933747993915.3306625200607
32199204.718679468689-5.71867946868909
33184204.70027380503-20.7002738050305
34162189.633649634296-27.6336496342963
35146167.544710279746-21.5447102797455
36166151.47536827636814.5246317236316
37171171.522116041781-0.522116041780606
38180176.5204356027373.47956439726278
39193185.5316346378167.46836536218396
40181198.555671694218-17.5556716942184
41183186.499168476951-3.49916847695056
42218188.4879063458229.5120936541803
43230223.5828915032566.41710849674425
44242235.6035450721966.39645492780434
45209247.624132167285-38.6241321672852
46191214.499819764454-23.4998197644537
47172196.424185209135-24.4241852091355
48194177.34557556847416.6544244315265
49196199.399178106646-3.39917810664556
50196201.388237796161-5.38823779616146
51236201.37089566444534.6291043355547
52235241.48235000468-6.48235000468028
53229240.461486454877-11.4614864548771
54243234.4245974727498.57540252725082
55264248.45219754642315.5478024535769
56272269.502238403612.49776159638992
57237277.510277490272-40.5102774902724
58211242.379894497785-31.3798944977853
59180216.278897792701-36.2788977927015
60201185.16213356516715.8378664348326
61204206.213107998035-2.21310799803516
62188209.205985073648-21.2059850736476
63235193.13773326290241.8622667370985
64227240.272467654953-13.2724676549527
65234232.2297500001311.77024999986855
66264239.23544757878924.7645524212112
67302269.31515269690532.684847303095
68293307.420349413994-14.4203494139945
69259298.373937282906-39.3739372829061
70229264.247211620013-35.2472116200128
71203234.133767891346-31.1337678913456
72229208.03356334878120.9664366512188
73242234.1010441690017.89895583099903
74233247.126467087889-14.1264670878891
75267238.08100082188728.918999178113
76269272.174077095025-3.17407709502481
77270274.163861275838-4.16386127583837
78315275.15045982003339.8495401799669
79364320.27871621865143.7212837813494
80347369.419433887547-22.4194338875473
81312352.347276571893-40.3472765718926
82274317.217418200535-43.2174182005346
83237279.078322231273-42.0783222312734
84278241.94289246107136.0571075389291
85284283.0589428530360.941057146964226
86277289.061971660897-12.061971660897
87317282.02315000728534.9768499927147
88313322.135723572621-9.13572357262103
89318318.106320096473-0.106320096473098
90374323.10597790349950.8940220965011
91413379.26978114829933.7302188517014
92405418.378342410862-13.3783424108618
93355410.335283996402-55.3352839964023
94306360.157186477339-54.1571864773393
95271310.982880684463-39.9828806844627
96306275.85419512724530.1458048727554
97315310.9512198946314.0487801053693
98301319.964250959801-18.9642509598015
99356305.90321420706650.0967857929339
100348361.064451533748-13.0644515337478
101355353.0224033822241.97759661777576
102422360.02876830937261.9712316906281
103465427.22822373492137.771776265079
104467470.349792816302-3.34979281630223
105404472.339011453185-68.339011453185
106347409.119061224036-62.1190612240361
107305351.919130006709-46.9191300067093
108336309.7681200172926.2318799827096
109340340.852547753228-0.852547753227952
110318344.849803814302-26.849803814302
111362322.76338728037839.2366127196217
112348366.889670961912-18.8896709619124
113363352.82887424612310.1711257538766
114435367.86161018117367.1383898188272
115491440.07769618990150.9223038100992
116505496.241590459868.75840954014035
117404510.269779544606-106.269779544606
118359408.927748516275-49.9277485162751
119310363.767055238841-53.7670552388406
120337314.59400508975322.4059949102466
121360341.66611915183918.3338808481608
122342364.725127048032-22.7251270480319
123406346.65198585392759.3480141460732
124396410.842998410787-14.8429984107869
125420400.79522597697119.2047740230293
126472424.8570368571347.1429631428703
127548477.00876725716870.9912327428317
128559553.2372537040365.76274629596446
129463564.2558011975-101.2558011975
130407467.929907740711-60.9299077407109
131362411.733803833373-49.7338038333728
132405366.57373477008138.426265229919
133417409.6974103349297.30258966507051
134391421.720913839532-30.7209138395319
135419395.62203807450423.3779619254958
136461423.69728042836937.3027195716307
137472465.817339843096.18266015691006
138535476.83723883620358.162761163797
139622540.02443663690181.975563363099
140606627.288276332017-21.2882763320169
141508611.219759665506-103.219759665506
142461512.887545176178-51.8875451761777
143390465.720544261052-75.7205442610519
144432394.47683644750137.5231635524992


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
145436.597605364789370.101864270587503.093346458991
146441.195210729578347.004576942856535.385844516301
147445.792816094368330.247728204287561.337903984449
148450.390421459157316.756029486476584.024813431838
149454.988026823946305.340383182678604.635670465215
150459.585632188735295.391970523466623.779293854005
151464.183237553525286.549721076488641.816754030561
152468.780842918314278.578761464602658.982924372025
153473.378448283103271.316212874989675.440683691217
154477.976053647892264.643676007995691.30843128779
155482.573659012682258.471913123628706.675404901735
156487.171264377471252.731706989412721.61082176553