Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0168700570885182
beta0.0858454568212193
gamma0.248293884948183


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131313.1097756410256-0.109775641025644
141010.455229775627-0.455229775626988
151414.3358634740781-0.335863474078065
161515.1346911520702-0.134691152070177
172020.2700508898343-0.270050889834337
1899.15273600860088-0.152736008600877
191216.4121790411113-4.41217904111132
201317.343375230462-4.34337523046201
21169.394441990890616.60555800910939
221214.3897841665352-2.38978416653524
231414.7299134782797-0.72991347827975
241510.55532116296744.44467883703256
251912.15599791193416.84400208806588
26169.541199318423956.45880068157605
271613.58438783535422.41561216464581
281414.4995018014177-0.499501801417686
291419.6158983644909-5.61589836449086
30148.449527158235535.55047284176447
311314.7861824051413-1.78618240514133
321815.80302843570332.19697156429672
331510.67114785254674.32885214745332
341513.46300093668611.53699906331386
351514.31097357494060.689026425059364
361311.46193372031011.53806627968986
371413.63352372571840.366476274281629
381510.84029919287394.15970080712611
391413.87928895431640.120711045683624
401914.06232029234574.93767970765428
411618.0476047005494-2.04760470054944
42169.698468277559766.30153172244024
431214.2892349908159-2.28923499081585
441016.3015307859515-6.30153078595152
451111.5660032182957-0.566003218295704
461313.6060054719675-0.606005471967462
471414.2199588566701-0.219958856670118
481111.5706508092246-0.570650809224594
491113.4254330351977-2.42543303519772
501611.51176875066684.48823124933316
51913.5715526726737-4.57155267267366
521614.84566675283751.15433324716248
531917.05089748901321.9491025109868
541310.80195658810762.1980434118924
551513.21520767215681.7847923278432
561414.3114714159728-0.311471415972793
571511.08040419018533.91959580981473
581113.1961459877233-2.19614598772329
591413.88503869791780.114961302082182
601511.16378921598513.83621078401494
611712.65454980092554.34545019907453
621612.5669737451813.43302625481903
631312.42009015681780.579909843182175
641515.2089621993132-0.208962199313234
651417.6133612249509-3.61336122495092
661511.35145322997653.64854677002346
671413.71050254415490.289497455845149
681214.2898711584974-2.28987115849743
691212.0754277368542-0.0754277368541612
701512.64227771677142.35772228322858
711713.99013118046763.0098688195324
721312.24827112135840.751728878641551
73513.8290132781365-8.82901327813649
74713.2950853853924-6.29508538539238
751012.2721686566952-2.27216865669523
761514.80076888717090.1992311128291
77916.3620246109609-7.36202461096085
78911.7851185299616-2.78511852996164
791513.1819258659511.818074134049
801413.12591376719150.874086232808471
811111.4784549178983-0.478454917898311
821812.60491797333575.39508202666425
832014.14007066690615.85992933309389
842011.87606167161748.12393832838263
851611.23413543378134.76586456621867
861511.55945764617473.4405423538253
871411.70825440951142.29174559048858
881314.9491972872216-1.94919728722157
891814.65742375889673.34257624110331
901411.42281019976592.57718980023406
911214.0859677583067-2.08596775830665
92913.7802327618126-4.78023276181264
931911.74560510153237.25439489846766
941314.4858633970582-1.48586339705824
951216.0580216520957-4.05802165209575
961414.2046050475533-0.204605047553272
97612.6156436818408-6.61564368184081
981412.42214930025971.5778506997403
991112.2531056375863-1.25310563758627
1001114.3878874446008-3.38788744460079
1011415.3503855626225-1.3503855626225
1021211.8297635101360.170236489863989
1031913.29052586180115.70947413819887
1041312.44641696365030.553583036349741
1051413.43501075190440.564989248095555
1061713.91471363425483.08528636574523
1071214.9285677127414-2.92856771274142
1081614.02893695566531.97106304433467
1091510.90895555520144.09104444479855
1101512.90890731511982.09109268488019
1111512.07096383301022.92903616698975
1121613.77473681221062.22526318778937
1131515.3569723154454-0.356972315445368
1141212.2534180636276-0.253418063627588
1151315.0876934318275-2.08769343182751
1161412.8706779289311.12932207106899
1171713.88981422134463.11018577865537
1181415.0494036653355-1.04940366533549
1191414.5412360234008-0.541236023400812
1201414.8971056856367-0.897105685636728
1211512.26128364819672.7387163518033
1221113.7633117094692-2.76331170946922
1231113.0540789190033-2.05407891900328
1241614.50083366480731.49916633519268
1251215.4382731472036-3.43827314720357
1261212.3013431732901-0.301343173290089
1271914.6803124392474.31968756075303
1281813.35921763011284.64078236988721
1291614.92875460497591.07124539502412
1301615.04324006971720.956759930282779
1311314.7005385026557-1.70053850265568
1321114.9558777656577-3.95587776565768
1331013.1574439131552-3.15744391315517
1341413.20985803886940.790141961130592
1351412.73177379423721.26822620576283
1361415.1048271153939-1.10482711539392
1371614.79219713215451.20780286784554
1381012.5052304991545-2.50523049915448
1391615.97768876767030.0223112323296935
140714.6589056288409-7.65890562884091
1411615.12821892607680.871781073923174
1421515.189719186919-0.189719186919048
1431714.15568212238322.84431787761676
1441113.9204012890286-2.92040128902857
1451112.3190852496575-1.31908524965753
1461013.3535484363829-3.35354843638295
1471312.9036715516690.0963284483310289
1481414.6573920095614-0.657392009561409
1491314.8971948239935-1.89719482399345
1501311.62733905812991.37266094187005
1511215.7636825021564-3.76368250215643
1521012.4820008375213-2.48200083752129
1531515.104526703039-0.104526703039017
154614.8725183128728-8.87251831287285
1551514.4021308296010.597869170398987
1561512.68800609416252.31199390583747
1571111.5396794744113-0.53967947441132
1581412.0656262002951.93437379970498
1591412.5297055195831.47029448041705
1601614.1072235466881.89277645331197
1611214.0757045237581-2.07570452375814
1621511.58906634066063.41093365933938
1632014.49697993240145.50302006759859
1641211.68890564364920.311094356350772
165914.9473623575443-5.94736235754426
1661312.47646885094140.523531149058574
1671514.48996695659010.51003304340988
1681913.20626320866825.79373679133182
1691111.4390840527321-0.43908405273211
1701112.5893210952181-1.58932109521815
1711712.89423236298924.1057676370108
1721514.63671877406270.363281225937309
1731413.62583315611330.374166843886682
1741512.53855177545382.46144822454622
1751115.9584721845036-4.9584721845036
1761211.70872120376990.291278796230076
1771513.44127849682061.55872150317945
1781612.68961834851063.31038165148935
1791614.76389863647351.23610136352649


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
18014.80033733142758.4543715836602321.1463030791947
18111.42367754462925.0766471625928617.7707079266656
18212.31090278522315.9626330025862818.6591725678599
18314.04548779382877.6957906447920620.3951849428653
18414.81186470441488.4605390515109321.1631903573187
18513.80369688822787.450528454123320.1568653223323
18613.22526669847556.8700281020266219.5805052949244
18714.79450408249848.4369548793054921.1520532856913
18811.91915757732925.5590443050290918.2792708496292
18913.96503194186977.6020881703982220.3279757133413
19013.62124963864427.2551960256913919.9873032515971
19115.13513123618438.7656755880585121.5045868843101