Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.72210178265567
beta0.166056440303876
gamma0.526285174526362


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13458100456110.2029914531989.79700854671
14424800425004.865593658-204.865593658236
15420600419648.526389863951.473610136658
16400100399870.439322215229.560677785252
17393000394440.250846746-1440.25084674591
18387100388789.921848848-1689.92184884817
19377500401119.167035188-23619.1670351877
20400400369189.43242406931210.5675759307
21391400375198.96186801616201.0381319843
22363600391541.910847728-27941.9108477278
23431000442796.152883703-11796.1528837035
24441700437590.636279074109.3637209296
25448500448400.12247222599.877527774719
26415600413943.5017339761656.49826602405
27408000408657.979521394-657.979521393776
28416600385976.73599748330623.2640025173
29409300404258.7920813315041.20791866921
30387600406038.523504067-18438.5235040669
31394500403844.323886398-9344.32388639846
32407600392731.2064470414868.7935529604
33378500385275.251196561-6775.25119656051
34359600376345.970560008-16745.9705600080
35435700437163.75937287-1463.75937287020
36433800442102.0383933-8302.03839330014
37427700442231.09486336-14531.0948633598
38413300394550.95774593718749.0422540632
39379500400432.925349469-20932.9253494691
40379300364418.37788525214881.6221147476
41353700362436.593457869-8736.59345786914
42378200344025.95852612434174.0414738762
43380600380654.807107233-54.8071072332677
44394000380406.18810249113593.8118975091
45374000369326.4253446174673.57465538307
46375000369041.3131696055958.68683039455
47437600453046.968847030-15446.9688470304
48443900449768.815091445-5868.81509144505
49488800453916.64217551534883.3578244845
50463900455884.1411801628015.8588198385
51440000456023.038716392-16023.0387163921
52453800437191.69831987816608.3016801223
53451600441609.30480959990.69519050024
54453400453849.904905493-449.904905493138
55461400467171.285456483-5771.28545648284
56509100470806.12903795838293.8709620417
57540600485234.6612335355365.3387664703
58555100536797.50256474318302.4974352574
59677400643121.51916659734278.4808334028
60694600699649.133031355-5049.13303135522
61750100732945.38955960617154.6104403938
62733900738651.98810968-4751.98810967989
63709300744994.965640613-35694.9656406129
64720500733311.635511074-12811.6355110742
65693200728570.158091934-35370.1580919340
66687200714142.379235556-26942.3792355565
67686800711992.272405551-25192.2724055512
68720900710156.16281727710743.8371827226
69653100705992.300529198-52892.3005291984
70624700659785.162104691-35085.1621046915
71690000709316.33848042-19316.3384804192
72717800694386.62919098323413.3708090172
73736500727891.4202163168608.57978368353
74699900699606.571721198293.42827880173
75675600681055.900500962-5455.90050096181
76635600674169.553348291-38569.5533482911
77632500624054.8750915118445.12490848894
78594900624278.564665846-29378.5646658456
79604000602112.9019960551887.09800394485
80620800609821.37972191310978.6202780871
81578400581282.922391457-2882.92239145702
82571200564551.5012804886648.49871951155
83627400642288.642367468-14888.6423674682
84657700633100.24726810524599.7527318948
85674100661733.41814321612366.5818567839
86672800631833.67558004140966.3244199587
87615300643576.755006667-28276.7550066673
88609100614396.633292866-5296.63329286571
89607600598202.4051773939397.59482260747
90566900596714.17436561-29814.1743656107
91572700581886.596951374-9186.59695137397
92589200584680.4863628944519.51363710559
93534800550428.162993806-15628.1629938064
94543100525336.6777282217763.3222717802
95591100608732.031598043-17632.0315980432
96624800603791.06146265721008.9385373431
97665300628064.68594100337235.3140589965
98642600623310.05233556319289.9476644371
99608700609678.851893173-978.851893173298
100594500607250.132641147-12750.1326411475
101563800590607.668115761-26807.6681157607
102596100555684.18849262740415.8115073731
103597600601451.424859782-3851.4248597821
104633100617606.9157481115493.0842518904
105591000597152.286469738-6152.28646973835
106584200593743.557929223-9543.55792922259
107655800658926.085284109-3126.08528410888
108670700678532.895361163-7832.89536116295
109699700689316.15877201710383.8412279827
110712900664290.91252842748609.0874715734
111652000674125.83608096-22125.8360809603
112635100657428.628884928-22328.6288849284
113603100633388.374795499-30288.3747954987
114610100606940.6101557973159.38984420313
115602000616020.721919631-14020.7219196314
116597600623132.806191955-25532.8061919553
117585400560438.84690755824961.1530924417
118567100573283.258627779-6183.25862777897
119620600636515.831738768-15915.8317387683
120646200639350.1290610886849.87093891227
121644800658312.089330393-13512.089330393
122645200613668.76026902131531.2397309791
123644800590825.3227159953974.6772840095
124593000628174.787039401-35174.7870394011
125569100591277.792871466-22177.7928714656
126518800574134.72669012-55334.7266901197
127538700530005.6414447028694.35855529818
128554600546102.5620805148497.43791948631
129507900513713.307731813-5813.30773181305
130488400494436.761768649-6036.76176864904
131563300551025.58312157712274.4168784230
132592400575599.848173616800.1518264000
133598100598016.2168856783.7831143303774
134546300570655.82709393-24355.8270939301
135516100504914.85777009111185.1422299088
136518500487372.78701211731127.2129878835
137477400497248.998142214-19848.9981422142
138483400474213.0333526359186.9666473646
139469400491051.242243692-21651.2422436916
140501300486579.59263075414720.4073692461
141457400458709.992601083-1309.99260108336
142446700445311.6451438831388.35485611670
143501900513489.60504465-11589.6050446497
144550400522181.36705760628218.6329423937
145593700552455.24065663841244.7593433616
146548900558235.510075241-9335.51007524051
147534200517332.44671968816867.5532803118
148550500516285.34249763934214.6575023613
149541800530780.84263637811019.1573636224
150569300547828.13527559521471.8647244048
151587400584046.8559838073353.14401619346
152627700620968.4418001536731.55819984747
153607000602045.6687020954954.3312979046
154629500611376.69158264118123.3084173588
155704600709558.846477612-4958.84647761239
156767700749473.81559026918226.1844097311
157812200793852.07455729818347.9254427025
158824600792370.22680679732229.7731932029
159856300806967.18206141949332.817938581
160812200857446.63846711-45246.6384671098
161764100827188.647590749-63088.6475907486
162801700799383.1487927312316.85120726866
163806000823955.038318916-17955.0383189163
164867200848263.96496347118936.0350365289
165801600841637.486542566-40037.4865425657
166817500818754.242367754-1254.24236775434
167920900895592.82013200925307.1798679914
168959700960407.863986725-707.863986724522
169997700988515.2691239669184.7308760339
170949100978731.829726943-29631.8297269433
171910900940026.88748547-29126.8874854703
172920400899476.87071081720923.1292891834
173914200901784.1373582312415.8626417693
174926300934513.506813203-8213.50681320345
175906400943701.005234177-37301.005234177
176926100952300.30122322-26200.3012232207
177902500891908.085273110591.9147268991
178895300904779.957068015-9479.95706801547
179979900972100.4372345327799.56276546803
18010097001010906.06963403-1206.06963402720
18110438001030478.4754291813321.5245708239
1829798001008879.12468186-29079.1246818635
183921600961587.384701492-39987.3847014921
184923500910152.94910505413347.0508949463
185914500894474.81664208320025.1833579167
186891700919323.719219721-27623.7192197209
187916000897555.393166218444.6068337996
188931700942031.130206948-10331.1302069485
189902400894380.8518895778019.14811042347
190893700898052.621826747-4352.62182674708
191941500967810.854062996-26310.8540629956
192980100972786.1185389227313.8814610776
1931006900993775.06719242613124.9328075737
194949200958948.488004216-9748.48800421564
195883200919453.974778265-36253.9747782646
196849900874397.38526633-24497.3852663293
197839200823712.09144462715487.9085553734
198803900829115.399688619-25215.3996886188
199797900806912.178655593-9012.17865559319
200830800815148.81952631415651.1804736863
201753300779855.79613657-26555.7961365693
202764100743517.23615605620582.7638439441
203807600817825.591507595-10225.5915075951
204853700831018.28299756222681.7170024378
205886200857481.50059417528718.4994058247
206815700825966.799760484-10266.7997604843
207743000777556.395096687-34556.395096687
208753600730983.54017106522616.4598289349
209724800721355.1046867663444.89531323384
210709600711852.917331436-2252.91733143583
211721900711097.94586592710802.0541340732


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
212742122.7240281699575.884474405784669.563581794
213692351.437380277636730.768240965747972.10651959
214688263.759814781619208.319910993757319.199718569
215746916.061654926663926.456031525829905.667278328
216777244.267408808679768.231018893874720.303798722
217790430.902167649677898.155299443902963.649035854
218731252.175360743603090.34315282859414.007568667
219686709.48836395542351.799711872831067.177016029
220677601.742217359516490.797576544838712.686858174
221650276.208513364471865.743247826828686.673778902
222638478.253877957442233.836317312834722.671438603
223642554.726615533427953.876998094857155.576232973