Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.644861384977089
beta0.0138899171733415
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3503713
44043.4996399306352-3.49963993063519
54339.3279526798553.67204732014502
63839.8139003916258-1.81390039162581
74436.74592502906827.25407497093177
83539.5905120839383-4.59051208393826
93934.75586478242524.24413521757479
103535.6563553969849-0.656355396984942
112933.3908298247323-4.39082982473234
124928.677756925361320.3222430746387
135040.08321822160249.91678177839765
145944.867424655741914.1325753442581
156352.496820051499710.5031799485003
163257.8798362366138-25.8798362366138
173939.5690426784727-0.569042678472705
184737.57510555330229.42489444669783
195342.110292014896110.8897079851039
206047.687620053648512.3123799463515
215754.29265716783542.70734283216461
225254.7280266083913-2.72802660839127
237051.633901055011418.3660989449886
249062.307068977251727.6929310227483
257479.2427983062217-5.24279830622173
266274.8925874870312-12.8925874870312
275565.4938431975173-10.4938431975173
288457.547962371794626.4520376282054
299473.663986209644520.3360137903555
307086.018173568831-16.018173568831
3110874.785473396295533.2145266037045
3213995.598545323697643.4014546763024
33120123.369523717488-3.36952371748829
3497120.949523143592-23.9495231435916
35126105.04375805233420.9562419476665
36149118.28369338302730.7163066169735
37158138.09264567999119.9073543200091
38124151.109633619142-27.1096336191415
39140133.5643586791736.4356413208267
40109137.708780694123-28.7087806941234
41114118.932775460816-4.93277546081553
4277115.444814670339-38.4448146703386
4312090.001880918544229.9981190814558
44133108.96384750707424.0361524929257
45110124.296465594007-14.2964655940067
4692114.781804031002-22.7818040310019
479799.5912171301633-2.5912171301633
487897.3975503453038-19.3975503453038
499984.19238300689714.807616993103
5010793.177440131797213.8225598682028
51112101.65108160811310.3489183918875
5290107.977401830242-17.9774018302416
539895.87614709397892.12385290602109
5412596.756438828471828.2435611715282
55155114.73330139933640.2666986006643
56190140.82409271190949.1759072880912
57236173.1005607818762.8994392181303
58189214.790199416141-25.7901994161412
59174199.056310194506-25.0563101945055
60178183.57124663769-5.57124663769022
61136180.60144609954-44.6014460995402
62161152.063078751018.93692124898965
63171158.12958576043112.8704142395694
64149166.847931724601-17.8479317246008
65184155.59733737042428.4026626295764
66155174.426370019665-19.426370019665
67276162.238303052681113.761696947319
68224236.957049034752-12.9570490347517
69213229.843711769186-16.8437117691863
70279220.07314546373458.9268545362659
71268259.6919035196978.30809648030282
72287266.74299536179520.2570046382049
73238281.680920100924-43.6809201009239
74213254.996493027673-41.9964930276727
75257229.02212235049627.9778776495039
76293248.42212110395244.5778788960479
77212278.926106888235-66.9261068882347
78246236.9260160629489.07398393705208
79353244.016725386064108.983274613936
80339316.51124922027322.4887507797273
81308333.430227964329-25.4302279643288
82247319.220327345645-72.220327345645
83257274.190415820738-17.1904158207376
84322264.49319347804457.5068065219557
85298303.480417951177-5.48041795117678
86273301.800525120767-28.8005251207674
87312284.8244273283227.1755726716802
88249304.18856702394-55.1885670239401
89286269.94492559732316.055074402677
90279281.787363896843-2.78736389684269
91309281.45407472123327.545925278767
92401300.928283229015100.071716770985
93309368.067923579816-59.067923579816
94328332.05547945059-4.0554794505897
95353331.48211101521821.5178889847819
96354347.5927576318716.40724236812872
97327354.016521869661-27.0165218696612
98324338.644602299267-14.6446022992671
99285331.119683171997-46.1196831719972
100243302.884602513798-59.8846025137981
101241265.236666254713-24.2366662547135
102287250.35961799732236.6403820026778
103355275.06801790384179.9319820961588
104460328.409455461357131.590544538643
105364416.242171021509-52.2421710215087
106487385.060330174621101.939669825379
107452454.217485637917-2.2174856379167
108391456.187851397077-65.1878513970768
109500416.96716765226283.0328323477376
110451474.072010302784-23.0720103027837
111375462.547279529313-87.5472795293135
112372408.660770127299-36.6607701272994
113302387.260632525702-85.2606325257016
114316333.7566347899-17.7566347899002
115398323.62431108295874.3756889170425
116394373.57075358591620.4292464140842
117431388.91220467704642.0877953229539
118431418.59740099458112.4025990054188


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
119429.250851464148351.749585805903506.752117122393
120431.906344761765339.310053130275524.502636393255
121434.561838059382328.672588159493540.451087959271
122437.217331356999319.222458485999555.212204227999
123439.872824654616310.621877477458569.123771831774
124442.528317952233302.662135494678582.394500409788
125445.18381124985295.203883409962595.163739089738
126447.839304547467288.148790086344607.529819008591
127450.494797845084281.424523281243619.565072408926
128453.150291142701274.976122040098631.324460245305
129455.805784440318268.760724159029642.850844721608
130458.461277737935262.744181791723654.178373684148