Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.859571451160984
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
223203
32722.5787143534834.42128564651705
42326.3791252726568-3.37912527265684
52123.4745256583844-2.47452565838444
61821.3474940472718-3.34749404727184
71618.4700837313056-2.47008373130563
81116.3468702738981-5.34687027389811
91411.7508532333942.24914676660602
10-313.6841555834396-16.6841555834396
112-0.6570682428132222.65706824281322
12261.6268717624955124.3731282375045
131122.57731697094-11.57731697094
141112.6257858216784-1.62578582167841
151111.2283067436613-0.228306743661348
16311.0320607847025-8.03206078470252
1784.127930640182543.87206935981746
1887.456250918796820.543749081203182
1977.92364210559409-0.923642105594089
2037.12970572053519-4.12970572053519
2143.579928581466940.420071418533062
22-73.94100998028666-10.9410099802867
230-5.463569845635165.46356984563516
24-5-0.76724118490315-4.23275881509685
255-4.40559982201049.4055998220104
26-13.67918526603458-4.67918526603458
27-4-0.342908803341861-3.65709119665814
284-3.486439990281367.48643999028136
2972.948690096194414.05130990380559
3066.43108042931145-0.43108042931145
31136.060535999121116.93946400087889
322012.0255011406367.97449885936401
332118.88015269746112.11984730253887
343720.702312919544216.2976870804558
355234.711339453859217.2886605461408
365949.57217848813519.42782151186489
376657.67606470637568.32393529362444
387364.83108184608648.16891815391355
397171.8528506780612-0.85285067806123
406971.1197645830965-2.11976458309651
416369.2976754642846-6.29767546428458
426863.88437342650864.11562657349144
435867.4220485327213-9.42204853272131
445059.3231246025408-9.32312460254083
455051.3092328585801-1.30923285858013
465050.1838536704228-0.183853670422764
474750.0258183041362-3.02581830413619
486047.424911273500412.5750887264996
496258.23409853861583.76590146138421
506361.47115992270711.52884007729291
515662.7853072065388-6.78530720653883
523856.9528508444412-18.9528508444412
534540.66152134044724.33847865955281
543944.39075373767-5.39075373766996
552639.7570157245295-13.7570157245295
562527.9318777545512-2.93187775455119
571925.411719338445-6.41171933844502
581419.9003884422609-5.90038844226089
59614.8285829865332-8.8285829865332
6047.23978509710368-3.23978509710368
6154.454958319736540.545041680263461
62-34.92346058778382-7.92346058778382
63-5-1.88731992787438-3.11268007212562
640-4.562890854471284.56289085447128
65-6-0.640760141204218-5.35923985879578
664-5.24740972374919.2474097237491
67-32.70139967197411-5.70139967197411
6814-2.1993607177134416.1993607177134
691611.72514728229174.27485271770825
701715.39968863635171.60031136364829
712516.77527059751238.22472940248771
722523.84501318541511.15498681458493
733024.83780687769965.16219312230036
745129.275080711008621.7249192889914
753147.9492011106022-16.9492011106022
763133.3801517159425-2.3801517159425
772531.3342412514865-6.3342412514865
783525.88950830694259.11049169305752
793933.7206268723345.27937312766597
804838.25862529290229.74137470709783
814146.6320328861852-5.63203288618516
824741.79089820522065.20910179477941
836146.268493394204414.7315066057956
845558.9312759051358-3.93127590513576
856355.5520633704447.447936629556
864561.9540970672665-16.9540970672665
876247.38083924803214.619160751968
885559.9470524703568-4.94705247035684
895055.6947073994427-5.69470739944268
905250.79969949616651.20030050383346
914551.8314435420759-6.83144354207593
923645.9593297030894-9.95932970308939
934037.39857421761412.60142578238585
943239.6346855524672-7.63468555246715
952933.0721278129752-4.07212781297516
962429.5718429994631-5.57184299946309
972824.78244582677343.21755417322657
982727.5481635366429-0.548163536642875
993327.07697780997725.92302219002278
1003332.16823858911380.831761410886187
1012432.883196952089-8.88319695208896
1022625.2474544570330.752545542966981
1033825.894321121465912.1056788785341
1043236.3000170823763-4.30001708237633
1053032.6038451588611-2.60384515886108
1062630.3656541970604-4.36565419706036
1072126.6130624836261-5.61306248362614
1082121.7882342191183-0.78823421911834


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
10921.1106905875365.3401608511435736.8812203239285
11021.1106905875360.31473051844838241.9066506566237
11121.110690587536-3.7133764085010445.9347575835731
11221.110690587536-7.1735214264548449.3949026015269
11321.110690587536-10.254242000962152.4756231760342
11421.110690587536-13.058320860114755.2797020351867
11521.110690587536-15.649120216361457.8705013914335
11621.110690587536-18.068972981297560.2903541563696
11721.110690587536-20.34782342823262.569204603304
11821.110690587536-22.507777191883764.7291583669558
11921.110690587536-24.565704612314566.7870857873866
12021.110690587536-26.534827832159868.7562090072319