Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.13020750194877
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
217202180-460
315802120.10454910357-540.104549103566
414702049.77888497362-579.778884973624
513301974.28732467857-644.287324678565
641101890.396281594912219.60371840509
712102179.40533708464-969.40533708464
829602053.18148976704906.818510232956
915802171.25606270538-591.256062705382
1046802094.270087768452585.72991223155
1123502430.95152035433-80.9515203543306
1216702420.41102511004-750.411025110038
1332902322.70188009564967.298119904355
149902448.65135192813-1458.65135192813
1518702258.72400317937-388.724003179374
1614202208.10922177786-788.109221777862
179002105.49148874738-1205.49148874738
1834301948.527453377081481.47254662292
1950002141.426292878532858.57370712147
2027802513.63403441925266.365965580748
2118402548.31688140169-708.316881401693
2243002456.088709686241843.91129031376
235302696.17979261312-2166.17979261312
2446502414.126933045062235.87306695494
2542002705.25437976781494.7456202322
2614202899.8814730271-1479.8814730271
2710102707.18980324398-1697.18980324398
2817102486.20295863065-776.202958630653
2918202385.13551038211-565.135510382112
3036302311.550627312711318.44937268729
3110202483.22262657625-1463.22262657625
3215602292.70006357484-732.700063574837
3353402197.297018619053142.70298138095
3440902606.500523191621483.49947680838
3522602799.66328420914-539.663284209143
3638602729.39507607881130.6049239212
3753002876.608318913562423.39168108644
3833103192.15209595125117.847904048745
3926503207.49677714734-557.49677714734
4046903134.90651445051555.0934855495
4145503337.39135250071212.6086474993
4245303495.282095333061034.71790466694
4320703630.01012892141-1560.01012892141
4423803426.88510701977-1046.88510701977
4553303290.572812407362039.42718759264
4624403556.1215319102-1116.1215319102
4726303410.79413536894-780.794135368939
4883003309.12888146634990.8711185337
4959403958.977742358831981.02225764117
5046304216.9217018312413.078298168797
5158204270.707595145011549.29240485499
5254904472.437088969381017.56291103062
5372904604.931413690392685.06858630961
54171604954.5474868748812205.4525131251
5519906543.78896876324-4553.78896876324
5638605950.85148273871-2090.85148273871
5762205678.60693422542541.393065774577
5869805749.100372892321230.89962710768
5978605909.372738487681950.62726151232
6065106163.35904144237346.640958557632
6160706208.49429472928-138.494294729284
6246606190.46129857843-1530.46129857843
6382905991.183756061262298.81624393874
6456706290.50687662378-620.506876623775
6535606209.71222627656-2649.71222627656
66170205864.6998164099811155.30018359
6765207317.20358680388-797.203586803885
6839607213.40169922155-3253.40169922155
6970106789.78439113003220.215608869969
7030406818.45811545112-3778.45811545112
7149506326.47452302017-1376.47452302017
7226506147.24721388159-3497.24721388159
73124205691.879390464776728.12060953523
7444206567.93116784239-2147.93116784239
75153006288.254416119739011.74558388027
7662407461.65129679463-1221.65129679463
7755607302.58313318653-1742.58313318653
7853007075.68573647625-1775.68573647625
7994306844.478132483622585.52186751638
8034507181.13247608684-3731.13247608684
8145106695.31103693565-2185.31103693565
8241006410.76714583518-2310.76714583518
83105106109.887928190694400.11207180931
8436006682.81552935561-3082.81552935561
8580806281.409820309341798.59017969066
8613306515.59975463645-5185.59975463645
8738405840.39576447908-2000.39576447908
88100605579.929229077364480.07077092264
8960006163.2680527129-163.268052712899
9011906142.00932742111-4952.00932742111
9158005497.2205632706302.779436729398
9231805536.64471736859-2356.64471736859
9332105229.79189573926-2019.79189573926
9434804966.79983853868-1486.79983853868
9570104773.207345664732236.79265433527
9620405064.45452956308-3024.45452956308
977004670.64786051103-3970.64786051103
9876104153.639721475663456.36027852434
991604603.68375917727-4443.68375917727
10069804025.082797444482954.91720255552
10116804409.83518485468-2729.83518485468
10265504054.390164702892495.60983529711
1037904379.33728719571-3589.33728719571
10491403911.978645378385228.02135462162
10527704592.70624609849-1822.70624609849
1066504355.37621900758-3705.37621900758
10754103872.908437750231537.09156224977
10846704073.0492903373596.950709662697
10950704150.77675102903919.223248970971
11014704270.46651401077-2800.46651401077
11132103905.82476493025-695.824764930249
11221403815.22316049459-1675.22316049459
11382703597.096537559874672.90346244013
11428104205.54362425195-1395.54362425195
11554904023.833375077571466.16662492243
11613104214.73926874938-2904.73926874938
11742803836.52042475303443.479575246971
11821803894.26479241124-1714.26479241124
11936403671.05465611264-31.0546561126448
12014903667.01110691634-2177.01110691634
121803383.54792897004-3303.54792897004
1223402953.40120557082-2613.40120557082
123210702613.1167630035418456.8832369965
124168905016.3414230529711873.658576947
12598506562.380845349833287.61915465017
12690606990.453522835752069.54647716425


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1277259.92399979418488.54729949878914031.3007000896
1287259.92399979418431.38761398398514088.4603856044
1297259.92399979418374.70244000656414145.1455595818
1307259.92399979418318.48015269762114201.3678468907
1317259.92399979418262.70959423069614257.1384053577
1327259.92399979418207.38004796689614312.4679516215
1337259.92399979418152.48121441165914367.3667851767
1347259.9239997941898.003188830369314421.844810758
1357259.9239997941843.93644038507514475.9115592033
1367259.92399979418-9.7282073321994214529.5762069206
1377259.92399979418-62.999594482077614582.8475940704
1387259.92399979418-115.88624197847314635.7342415668