Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.543073214984479
beta0
gamma0.942604207416955


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13600592.9080702004677.09192979953343
14566562.6751091998433.32489080015671
15653651.150879572161.84912042784015
16673672.3851876111590.614812388841187
17742742.118596249891-0.118596249891425
18716716.179878460986-0.179878460985719
19660655.0350589168184.96494108318177
20617616.1720223321510.827977667849382
21583585.175810628719-2.17581062871932
22587593.241738957405-6.24173895740535
23565565.242426375484-0.242426375484001
24598594.5878385673483.41216143265228
25628617.66089416763610.3391058323645
26618586.1220536531731.8779463468305
27688695.083053932834-7.08305393283376
28705712.00928700475-7.00928700475049
29770780.822628390711-10.8226283907111
30736747.829951993133-11.8299519931327
31678680.4307426735-2.43074267349982
32639634.4692472227634.53075277723656
33604603.091534335940.908465664059918
34611611.287395187533-0.287395187532752
35594588.1600010455395.83999895446141
36634623.76870125759910.231298742401
37658654.6924451845533.30755481544702
38622626.86819115501-4.86819115500964
39709699.9169268393319.08307316066873
40722726.108374499949-4.10837449994870
41782796.660131966902-14.660131966902
42756760.41120544434-4.41120544433943
43702699.3697433214132.63025667858676
44653657.709257002431-4.70925700243072
45615618.821664359513-3.82166435951342
46621624.06050307681-3.06050307681016
47602601.6520468788220.347953121177738
48635636.575918895763-1.57591889576349
49677658.16782238842318.8321776115770
50635634.6973772006390.302622799361302
51736718.18007726675817.8199227332416
52755743.81205118111311.1879488188871
53811820.627879480584-9.62787948058406
54798790.4515926077667.54840739223368
55735736.040719264392-1.04071926439156
56697686.94757472814310.0524252718571
57661654.2204402859986.77955971400172
58667665.989966453361.01003354664010
59645645.765238012644-0.765238012643636
60688681.6101286462816.38987135371906
61713718.54573242353-5.54573242353035
62667671.382809275995-4.38280927599465
63762764.55251513966-2.55251513965936
64784776.6643879354167.3356120645841
65837844.467654597554-7.46765459755409
66817822.162171354625-5.16217135462534
67767755.43192665104311.5680733489567
68722716.2948853265165.7051146734841
69681678.45446622172.54553377830007
70687685.5664168324141.43358316758554
71660664.148090676016-4.14809067601630
72698702.220824469723-4.22082446972263
73717728.719095313762-11.7190953137621
74696678.11871989863817.8812801013617
75775787.115225888424-12.115225888424
76796798.673109592635-2.67310959263477
77858855.6071454877722.39285451222838
78826839.201553386458-13.2015533864578
79783774.210737432588.78926256742068
80740730.2401827376519.75981726234852
81701692.4140746782588.58592532174225
82706702.4231288481353.57687115186491
83677679.106348228755-2.10634822875500
84711719.307570259149-8.30757025914886
85734740.89241068307-6.89241068307058
86690704.646437861595-14.6464378615949
87785783.1563893442741.84361065572625
88805806.597028246051-1.59702824605085
89871867.0127916030723.98720839692839
90845844.3681278247550.63187217524478
91801795.2331445930945.76685540690562
92764749.02037255430314.9796274456974
93725712.44322518942812.5567748105716
94723722.4997457116620.500254288338169
95690694.373597821263-4.37359782126293
96734731.4766014922162.52339850778390
97750760.311698581786-10.3116985817862
98707717.75969675123-10.7596967512300
99807808.358064246905-1.35806424690509
100824829.142850633479-5.14285063347859
101886891.680234931396-5.6802349313956
102859861.777433184102-2.77743318410239
103819812.1131805571596.88681944284099
104783769.5319604970413.4680395029595
105740730.224234102099.77576589790942
106747733.53049032399213.4695096760082
107711709.5604075167631.43959248323665
108751753.997723643214-2.99772364321382
109804774.79248954526829.2075104547318
110756751.4066489233724.59335107662798
111860860.92687768821-0.926877688210311
112878881.53297202236-3.53297202236070
113942948.987056508297-6.98705650829743
114913917.823590153726-4.82359015372572
115869868.2329264428880.767073557111758
116834822.38039095415611.6196090458437
117790777.53936453738812.4606354626115
118800783.73687732732316.2631226726775
119763753.789075579489.2109244205193
120800803.260033992059-3.26003399205877
121826839.865356207762-13.8653562077620
122799780.63092110665818.3690788933424
123890900.000836757672-10.0008367576717
124900915.30106789176-15.30106789176
125961977.049767831213-16.0497678312128
126935941.116867018099-6.11686701809879
127894891.9910576257852.00894237421505
128855850.2585258094654.74147419053497
129809800.8033639321538.19663606784673
130810806.240577092713.75942290729017
131766765.970603073730.0293969262697829
132805805.241335560175-0.241335560175344
133821839.068420765764-18.0684207657645
134773791.198102094539-18.1981020945386
135883876.4000246480746.59997535192565
136898898.175914936503-0.175914936502636
137957967.578166740362-10.5781667403616
138924938.875067244273-14.8750672442733
139881888.695391228737-7.69539122873698
140837843.316507441881-6.3165074418813
141784790.232524074934-6.23252407493419
142791785.9765065091125.02349349088797
143760745.9658542356114.0341457643897
144802792.1108501136799.8891498863212
145828823.436074474434.56392552557088
146778787.488837287769-9.48883728776889
147889889.285364221146-0.285364221145642
148902904.502971731331-2.50297173133129
149969968.4975871796440.502412820355744
150947943.5902619655793.40973803442125
151908905.4976532095362.50234679046389
152867865.0196493539611.98035064603869
153815814.7092635002610.290736499738955
154812818.94420448093-6.9442044809307
155773775.022497769282-2.02249776928250
156813811.3015896300451.69841036995535
157834836.172248665732-2.17224866573179
158782790.094904179485-8.0949041794845
159892897.661302294342-5.66130229434202
160903909.08458954487-6.08458954486991
161966972.696941830527-6.69694183052695
162937945.12723725248-8.12723725248054
163896900.649624293677-4.64962429367711
164858856.5301003805421.46989961945769
165817805.80644675437511.1935532456254
166827812.83348452655314.1665154734470
167797782.09239679172214.9076032082784
168843830.00476698447512.9952330155248


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
169859.965927621504843.238841266743876.693013976266
170810.98708162045792.09352128844829.880641952461
171928.097269904348905.8662452846950.328294524096
172942.925120844953918.633977747132967.216263942775
1731012.43762506758985.2989487593011039.57630137586
174986.628582685448958.4383894228911014.81877594800
175945.95184357546917.115705019858974.787982131064
176904.754344682149875.386750698343934.121938665954
177854.73436119912825.140830834817884.327891563422
178856.950066463488825.895357093098888.004775833877
179817.325811868334786.025358698467848.6262650382
180857.252613110201825.341492581997889.163733638406