Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.122554251846108
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
215105
31410.61277125923053.38722874076946
41411.02789054338722.97210945661283
5811.3921351942471-3.3921351942471
61910.97641460335538.0235853966447
71711.95973910876445.04026089123556
81812.5774445113995.42255548860099
91013.2420017423985-3.24200174239851
101512.84468064437512.15531935562492
111613.10882419549312.89117580450687
121213.46315008317-1.46315008317004
131313.2838348193886-0.283834819388563
141013.2490496554505-3.24904965545052
151412.85086480571591.14913519428407
161512.99169620972142.00830379027856
172013.23782237821876.76217762178126
18914.0665559975066-5.06655599750663
191213.4456280177958-1.44562801779579
201313.2684601576271-0.268460157627059
211613.23555922385862.76444077614141
221213.5743531949515-1.57435319495147
231413.38140951700270.618590482997336
241513.45722041084551.54277958915447
251913.64629460915785.3537053908422
261614.30241396793691.69758603206306
271614.51046035404081.48953964595917
281414.6930097709465-0.693009770946469
291414.6080784769461-0.608078476946082
301414.5335558741402-0.533555874140234
311314.4681663331669-1.46816633316688
321814.288236306623.71176369338003
331514.74312872909170.256871270908295
341514.77460939551860.225390604481371
351514.8022319724240.197768027576014
361314.8264692850826-1.82646928508264
371414.6026277083294-0.602627708329447
381514.52877312039340.471226879606602
391414.5865239780734-0.586523978073361
401914.51464297075084.48535702924922
411615.06434254573310.935657454266904
421615.1790113450250.82098865497499
431215.2796269954096-3.27962699540961
441014.8776947626529-4.87769476265289
451114.2799125302823-3.27991253028229
461313.8779453040129-0.877945304012869
471413.77034937411780.229650625882233
481113.7984940347588-2.79849403475875
491113.4555266920331-2.4555266920331
501613.15459145540282.84540854459716
51913.5033083707825-4.50330837078246
521612.95140878256893.0485912174311
531913.32502659840585.67497340159421
541314.0205187178847-1.02051871788473
551513.89544980991941.10455019008059
561414.0308171320912-0.0308171320912169
571514.02704036152370.972959638476265
581114.1462807020937-3.14628070209365
591413.76069062455070.239309375449281
601513.79001900601871.20998099398133
611713.93830732148413.06169267851594
621614.31353077708231.68646922291772
631314.5202147509585-1.52021475095845
641514.33390596950930.66609403049068
651414.4155386250753-0.415538625075264
661514.3646125997660.635387400233995
671414.4424820272341-0.442482027234126
681214.3882539734311-2.3882539734311
691214.0955632944988-2.09556329449876
701513.83874310274531.1612568972547
711713.98106007298953.01893992701052
721314.3510439971126-1.3510439971126
73514.1854678108353-9.18546781083529
74713.0597496754219-6.05974967542187
751012.3171015875758-2.31710158757585
761512.03313093605912.96686906394094
77912.3967333545157-3.39673335451571
78911.9804492395323-2.98044923953231
791511.61518251281613.38481748718387
801412.03000628759361.96999371240643
811112.2714373931591-1.27143739315908
821812.11561733467135.8843826653287
832012.83677344979697.16322655020314
842013.71465732046126.28534267953882
851614.48495279014851.51504720985153
861514.67062826746340.329371732536641
871414.7109941737236-0.710994173723643
881314.623858814696-1.623858814696
891814.42484801255723.57515198744277
901414.8629980896144-0.862998089614399
911214.7572340043971-2.75723400439709
92914.4193232538236-5.41932325382355
931913.7551621469395.24483785306101
941314.397939326075-1.39793932607503
951214.2266159178417-2.22661591784165
961413.95373466988190.0462653301180644
97613.959404682801-7.95940468280097
981412.98394579675991.01605420324011
991113.1084675594731-2.10846755947308
1001112.8500658951801-1.85006589518006
1011412.62333245353031.37666754646973
1021212.7920489147287-0.792048914728687
1031912.69497995255866.30502004744141
1041313.4676869673475-0.467686967347483
1051413.4103699409660.589630059033963
1061713.48263161171693.51736838828308
1071213.9137000630101-1.9137000630101
1081613.679167983532.32083201646995
1091513.9635958149691.03640418503098
1101514.09061155447570.909388445524336
1111514.20206097505440.797939024945606
1121614.29985179527541.70014820472458
1131514.50821218653290.491787813467059
1141214.5684828740794-2.56848287407943
1151314.2537043770671-1.25370437706708
1161414.1000575750994-0.100057575099438
1171714.08779509384162.91220490615841
1181414.4446981873384-0.444698187338398
1191414.3901985336918-0.390198533691821
1201414.3423780443238-0.342378044323771
1211514.30041815925310.699581840746863
1221114.386154888351-3.38615488835099
1231113.9711672093741-2.9711672093741
1241613.60703803491962.39296196508043
1251213.9003056982462-1.90030569824619
1261213.6674151551187-1.66741515511873
1271913.46306633826635.5369336617337
1281814.14164110070163.8583588992984
1291614.61449938895891.38550061104111
1301614.78429837977741.21570162022264
1311314.9332877823118-1.93328778231184
1321114.6963551445474-3.69635514454739
1331014.2433511052499-4.24335110524988
1341413.72331038522560.276689614774375
1351413.75721987395790.242780126042113
1361413.78697361066810.213026389331919
1371613.81308090043612.18691909956387
1381014.0810971345311-4.08109713453115
1391613.58094132849742.41905867150261
140713.8774072541552-6.87740725415523
1411613.03455175348122.96544824651876
1421513.39798004472171.6020199552783
1431713.59431440178343.40568559821663
1441114.0116956522959-3.01169565229587
1451113.6425995448406-2.64259954484057
1461013.3187377346938-3.31873773469377
1471312.91201231454490.0879876854550687
1481412.92279557950751.07720442049245
1491313.0548115613463-0.0548115613463214
1501313.048094171453-0.0480941714530054
1511213.0422000262524-1.04220002625242
1521012.9144739817611-2.91447398176106
1531512.55729280340142.44270719659861
154612.8566569563596-6.85665695635964
1551512.01634449290762.98365550709243
1561512.38200416134582.6179958386542
1571112.7028506826883-1.70285068268829
1581412.49415909126581.5058409087342
1591412.6787062972351.32129370276502
1601612.84063645844633.15936354155368
1611213.2278298935913-1.2278298935913
1621513.07735411958791.92264588041207
1632013.31298254702686.68701745297317
1641214.1325049680578-2.13250496805782
165913.8711574171394-4.87115741713939
1661313.2741763642573-0.274176364257254
1671513.24057488506181.75942511493818
1681913.45619991370235.54380008629768
1691114.1356161856629-3.13561618566292
1701113.7513330899525-2.75133308995245
1711713.41414552153393.58585447846611
1721513.85360723437131.14639276562868
1731413.99410254208470.00589745791526752
1741513.99482530062731.00517469937267
1751114.1180137338836-3.11801373388358
1761213.7358878934816-1.73588789348159
1771513.52314745140721.47685254859276
1781613.7041420105872.29585798941296
1791613.98550916882452.01449083117554


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
18014.232393585498.3172555587001920.1475316122799
18114.232393585498.2729997749636120.1917873960164
18214.232393585498.2290702307217820.2357169402583
18314.232393585498.1854598158121120.2793273551679
18414.232393585498.1421616746481620.3226254963319
18514.232393585498.0991691936385520.3656179773415
18614.232393585498.0564759893941120.4083111815859
18714.232393585498.014075897663820.4507112733162
18814.232393585497.9719629629451320.4928242080349
18914.232393585497.9301314287193920.5346557422606
19014.232393585497.8885757282664620.5762114427136
19114.232393585497.8472904760176420.6174966949624