Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.919827232958154
beta0.180193143589243
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
368.0268.34-0.320000000000007
468.1168.3326163860404-0.222616386040357
568.4168.37791097191070.0320890280893309
668.468.6628091801202-0.262809180120243
768.468.6328922677518-0.232892267751794
868.5568.5918926537204-0.0418926537203674
968.5468.7196361228882-0.179636122888212
1068.9968.69090532841330.299094671586687
1168.9769.152098069081-0.18209806908105
1268.9869.1404944939268-0.160494493926777
1368.9869.1221610651545-0.142161065154511
1468.9469.0971285158305-0.15712851583055
1569.2169.03228498668540.177715013314611
1669.2169.3048953066633-0.094895306663318
1769.6769.31102265963730.358977340362657
1869.6669.7941336931627-0.13413369316271
1969.6669.8014355708682-0.141435570868182
2069.6669.7785785231812-0.118578523181242
2169.7769.75709202803570.0129079719643386
2270.3269.85868984384950.461310156150532
2370.3470.4492007717778-0.109200771777765
2470.3870.4968405591532-0.116840559153189
2570.3870.5180871412208-0.13808714122078
2670.2970.4969030697658-0.206903069765801
2770.4270.3781267609690.0418732390310339
2870.2970.4951220212716-0.205122021271578
2970.5970.35092604519370.239073954806301
3070.6470.6549393104366-0.0149393104365885
3170.6470.7228281174528-0.0828281174528485
3270.6870.7145424753683-0.0345424753682977
3370.7870.74494598534480.0350540146551879
3470.970.84517632452990.0548236754701463
3571.0470.97267817177110.0673218282289412
3671.1571.12283452176820.0271654782318365
3771.1571.2405565520475-0.090556552047488
3871.1571.2349852159091-0.0849852159091427
3971.0771.2204525392305-0.150452539230457
4071.1771.12076424477110.0492357552289349
4171.2471.21291533874940.0270846612506261
4271.2371.2891804426957-0.0591804426956912
4371.2371.2762875999427-0.0462875999427297
4471.2371.2675819345722-0.0375819345722164
4571.2471.260654900892-0.0206549008920263
4671.2871.26587433498030.0141256650196908
4771.5271.3054271611660.214572838833959
4871.5271.5649214666446-0.0449214666446238
4971.5271.57828026455-0.0582802645500351
5071.671.56969152293860.0303084770613822
5171.6171.6476126442268-0.0376126442267974
5271.7871.65682390204290.123176097957057
5371.6671.8343490382655-0.17434903826549
5471.8671.70930469825310.150695301746936
5571.8671.908222222076-0.0482222220760207
5671.8271.9161773229172-0.0961773229172564
5771.871.8640809555579-0.0640809555578841
5872.2271.83088650298680.389113497013199
5972.5172.27904687355470.230953126445286
6072.5672.6200067144828-0.0600067144828245
6172.5672.6833878634857-0.123387863485704
6272.7872.66801819157890.111981808421092
6372.8872.8877085533073-0.00770855330733866
6473.0572.99602679459690.0539732054030679
6573.0273.1700274704888-0.15002747048878
6673.0873.1315162319145-0.0515162319145475
6773.0873.175079675075-0.0950796750750271
6873.2473.16281314772220.0771868522778192
6973.8273.32179551884930.498204481150722
707473.95061704982810.049382950171875
7174.3774.17478536802120.195214631978843
7274.3874.5654497924105-0.185449792410466


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7374.575231047359974.248278909326874.902183185393
7474.75559407171574.273024405167875.2381637382622
7574.9359570960774.303300646126175.5686135460139
7675.116320120425174.33215612419775.9004841166531
7775.296683144780174.357149312654376.2362169769059
7875.477046169135174.377246414404876.5768459238655
7975.657409193490274.39198690032876.9228314866524
8075.837772217845274.401179223656377.2743652120342
8176.018135242200374.40476906431977.6315014200816
8276.198498266555374.402775590407777.994220942703
8376.378861290910474.395258175689378.3624644061315
8476.559224315265474.382298050587178.7361505799438