Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.709014229144098
beta0.20399768824169
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31624-8
41622.1707880574403-6.17078805744034
51120.7459875109239-9.74598751092395
61315.3766867144603-2.37668671446033
71214.888567578538-2.88856757853805
81113.6197231158555-2.61972311585554
9612.1625836195758-6.16258361957578
1097.302166382376631.69783361762337
1168.26046682199115-2.26046682199115
12156.085328190928778.91467180907123
131713.12291559897993.8770844010201
141317.1495527329696-4.14955273296955
151214.8850099740087-2.88500997400874
161313.0997660761941-0.0997660761940882
171013.2748698412984-3.2748698412984
181410.72511164519483.27488835480524
191313.2928960980648-0.292896098064752
201013.2887069171654-3.2887069171654
211110.68477566816920.315224331830818
221210.68167614036841.3183238596316
23711.5804672067218-4.58046720672182
24117.634425229145323.36557477085468
2599.8090276045998-0.809027604599796
26138.906761955870754.09323804412925
271212.0723071574117-0.0723071574117
28512.273963229525-7.27396322952499
29136.317456535510656.68254346448935
301111.2228564777961-0.222856477796068
31811.1999962519294-3.19999625192943
3288.60346286239931-0.603462862399311
3387.760625375346360.239374624653637
3487.549994150173350.450005849826652
3507.55379107550711-7.55379107550711
3630.7902224220589772.20977757794102
3701.26877905333651-1.26877905333651
38-1-0.902523194329129-0.0974768056708715
39-1-2.257454260215461.25745426021546
40-4-2.46984517748389-1.53015482251611
411-4.880008006229485.88000800622948
42-1-1.185791680706590.185791680706587
430-1.501983353492911.50198335349291
44-1-0.667733639656848-0.332266360343152
456-1.182051169905627.18205116990562
4604.67018157989409-4.67018157989409
47-31.44353037837283-4.44353037837283
48-3-2.26512197120565-0.734878028794351
494-3.450577781204627.45057778120462
5012.2452022331935-1.2452022331935
5101.59544784014431-1.59544784014431
52-40.466603118135748-4.46660311813575
53-2-3.343968802984141.34396880298414
543-2.840374582435525.84037458243552
5521.69597111419540.304028885804598
5652.35094284057552.6490571594245
5765.051725359557440.948274640442563
5866.68378472110846-0.68378472110846
5937.05979002150749-4.05979002150749
6044.45496260644831-0.454962606448306
6174.34020457580332.6597954241967
6256.81855984131984-1.81855984131984
6365.858665981143450.141334018856553
6416.30880692119599-5.30880692119599
6532.126869077445240.873130922554759
6662.454300396067263.54569960393274
6705.18946122668055-5.18946122668055
6830.9806792627477982.0193207372522
6942.175095311960781.82490468803922
7073.495616836455023.50438316354498
7166.51377688927098-0.513776889270981
7266.60869300625797-0.608693006257974
7366.5482725548823-0.548272554882297
7466.45139042117654-0.451390421176536
7526.35791122344953-4.35791122344953
7622.8643368357615-0.864336835761498
7721.722741084698870.277258915301133
7831.430654935908981.56934506409102
79-12.28166202772446-3.28166202772446
80-4-0.781414550235204-3.2185854497648
814-4.265296329256678.26529632925667
8251.588527323390543.41147267660946
8334.49434701360445-1.49434701360445
84-13.70573247481147-4.70573247481147


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85-0.0404243199911367-7.410919550775377.33007091079309
86-0.450149831606938-10.14093815141379.24063848819984
87-0.85987534322274-13.027447550457211.3076968640117
88-1.26960085483854-16.068669177480313.5294674678032
89-1.67932636645434-19.259773614846315.9011208819376
90-2.08905187807014-22.595193346381718.4170895902414
91-2.49877738968595-26.069404840122721.0718500607508
92-2.90850290130175-29.677196644449823.8601908418463
93-3.31822841291755-33.413746594770326.7772897689352
94-3.72795392453335-37.274625085185829.818717236119
95-4.13767943614915-41.255770395800132.9804115235018
96-4.54740494776495-45.353455038560136.2586451430302