Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.447076668976734
beta0.0333439809755555
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
313501778-428
47161974.27085445351-1258.27085445351
520681780.58953977778287.410460222216
613922282.23079710328-890.230797103284
77342244.10517209776-1510.10517209776
87581906.33656142507-1148.33656142507
95581713.18764021994-1155.18764021994
1016201499.75501439981120.244985600189
1131321858.331088426741273.66891157326
1213922751.56307406988-1359.56307406988
139182447.27103863642-1529.27103863642
147762044.30920516728-1268.30920516728
1513481739.11023289823-391.110232898232
165021820.25605136992-1318.25605136992
1712741467.24494620943-193.244946209429
1816381614.3192950380123.6807049619879
199121858.72905715859-946.729057158589
2012501655.17806611844-405.178066118443
2116141687.70177078797-73.7017707879722
2228401867.32209783576972.677902164244
2311502529.25438035224-1379.25438035224
2416522119.131631526-467.131631526005
2515262109.83400412386-583.834004123856
2614122039.65807076008-627.658070760084
278821940.53272249734-1058.53272249734
288481632.99348845703-784.993488457028
298201436.04511805873-616.045118058731
3012261305.44604311589-79.4460431158905
3112121413.56356790919-201.563567909185
3221101464.08042470439645.919575295609
3311781903.1161493615-725.116149361505
3425481718.38425365548829.615746344522
3515682241.10405907727-673.104059077268
3620882081.958724613216.04127538679086
3721782226.53348323333-48.5334832333324
3830162345.98563659089670.014363409107
3955142796.671883528772717.32811647123
4013584203.17241229432-2845.17241229432
4136043080.39484941005523.605150589954
4219623471.52468527389-1509.52468527389
4320362931.1866451124-895.186645112403
4422462652.15997942359-406.159979423594
4534342585.71097133426848.289028665737
4643163092.742559745651223.25744025435
4730323785.64926172549-753.649261725492
4852963583.492212850161712.50778714984
4938504509.42533720078-659.425337200782
5020984365.09223943737-2267.09223943737
5139923468.21251790819523.787482091807
5248603826.878271278561033.12172872144
5373364428.656555047542907.34344495246
5496145911.696327927413702.30367207259
5529887805.33568168095-4817.33568168095
5627565818.22950725546-3062.22950725546
5735404570.14073223192-1030.14073223192
5827104215.19480444775-1505.19480444775
5937303625.42486996486104.575130035137
6035083756.9044501129-248.904450112898
6126403726.64105973911-1086.64105973911
6227883305.64627485746-517.646274857461
6335023131.31906649879370.680933501206
6437003359.668085205340.331914794999
6532503579.52220110133-329.522201101332
6648663494.987878599671371.01212140033
6728364191.16088734077-1355.16088734077
6834983648.32373677575-150.323736775755
6934683641.90024270662-173.900242706621
7039243622.34385703887301.656142961131
7157383819.894519615941918.10548038406
7270284768.715771949572259.28422805043
7356085903.74994611258-295.749946112581
7460305892.07911468166137.920885318335
75119766076.34842421215899.6515757879
7677748924.50106838423-1150.50106838423
7779068603.54406970094-697.544069700936
78109408474.695067346092465.30493265391
7976269796.63314097222-2170.63314097222
8059309013.59314902605-3083.59314902605
8162867776.42194045191-1490.42194045191
8267887229.30221815909-441.302218159095
8369327144.64081507343-212.640815073431
8466607159.03868658976-499.038686589756
8549107037.95542433678-2127.95542433678
8641826156.899389104-1974.899389104
8735505314.83068711697-1764.83068711697
8831844540.36991202833-1356.36991202833
8938723928.3025848571-56.3025848571028
9032263896.62570734209-670.625707342092
9125043580.30206525094-1076.30206525094
9236483066.56521344436581.434786555644
9344483302.631463448021145.36853655198
9429543807.89370657142-853.893706571423
9538423406.60318236097435.396817639025
9639823588.21496897978393.785031020218
9748643757.09337451871106.9066254813
9867964261.29281387232534.7071861277
9958445441.6142526944402.385747305599
10056565674.62301692708-18.623016927083
10161185719.13096603943398.869033960575
10270685956.23593729681111.7640627032
10376966528.633061473491167.36693852651
10470167143.29124193513-127.291241935127
10558207177.24038485194-1357.24038485194
10649046641.07515071245-1737.07515071245
10738605909.19952659865-2049.19952659865
10872225007.23231142992214.7676885701
10977386044.601597123041693.39840287696
11071426874.12286427411267.877135725892
111138047070.320160848496733.67983915151
112796410257.6080851657-2293.60808516569
11397169374.81465400576341.185345994245
11484629675.06205123911-1213.06205123911
11568849262.35820009294-2378.35820009294
11680728293.22269122668-221.222691226678
11773208285.19430364346-965.19430364346
118117007930.1651093353769.834890665
119107929748.255114501081043.74488549892
1201093010363.1333156008566.86668439917
121711210773.2608598083-3661.2608598083
12281969238.51165314859-1042.51165314859
123168188859.003068097967958.99693190204
1241052412622.5062388862-2098.50623888619
1251487811858.25129833993019.7487016601
1261369613427.2650755568268.734924443166


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12713770.370893370610233.726819054417307.0149676869
12813993.331596326710097.51434754117889.1488451124
12914216.29229928279971.0603818566318461.5242167088
13014439.25300223889851.5284584080319026.9775460695
13114662.21370519489736.9097958693719587.5176145202
13214885.17440815089625.7296131690620144.6192031326
13315108.13511110699516.8742033974320699.3960188163
13415331.09581406299409.4833013808821252.708326745
13515554.0565170199302.8800373826721805.2329966553
13615777.0172199759196.5236505703722357.5107893796
13715999.9779229319089.9765731565722909.9792727055
13816222.93862588718982.8809133018423462.9963384723
13916445.89932884318874.9412724743524016.8573852119
14016668.86003179928765.91194425924571.8081193393
14116891.82073475528655.587213173725128.0542563367
14217114.78143771138543.7938910175125685.768984405
14317337.74214066738430.3854970663226245.0987842683
14417560.70284362338315.2376651981726806.1680220485