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Data:
 
Seasonal period 
Type of Exponential Smoothing (?)
Type of seasonality (?)
Number of Forecasts 
Chart options
R Code




Summary of computational transaction
Raw Input view raw input (R code)
Raw Outputview raw output of R engine
Computing time1 seconds
R ServerBig Analytics Cloud Computing Center


Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.99992908472251
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
275.871.44.39999999999999
379.275.79968797277913.40031202722095
484.479.1997588659295.20024113407096
584.484.3996312234570.000368776543041349
687.284.39999997384812.80000002615189
792.487.19980143722125.20019856277882
888.592.3996312264759-3.89963122647592
994.888.50027654343056.29972345656947
10100.994.7995532533636.10044674663705
11110100.8995673851269.10043261487384
12107.9109.999354640296-2.09935464029583
13111.2107.9001488763173.29985112368313
14116.7111.1997659901425.50023400985812
15125.8116.6996099493799.10039005062107
16131.5125.7993546433145.7006453566857
17146.2131.49959573715314.7004042628473
18155.4146.1989575167529.20104248324753
19157.5155.3993475055192.10065249448087
20137.2157.499851031645-20.2998510316455
21121.3137.201439569569-15.9014395695689
2289.1121.301127655-32.2011276549996
2369.689.1022835519031-19.5022835519031
2456.769.6013830098498-12.9013830098498
2558.556.70091490515611.79908509484385
2656.458.4998724173813-2.09987241738127
2760.556.40014891303524.09985108696483
2864.660.49970925792254.10029074207749
2973.264.59970922674428.60029077325576
3084.673.199390107993311.4006098920067
3180.484.599191522586-4.19919152258595
3288.480.40029778683217.99970221316794
3384.688.3994326988977-3.79943269889773
3490.884.60026943782416.19973056217586
3594.990.79956034438684.10043965561319
3693.194.899709216184-1.799709216184
3796.693.10012762687853.49987237312153
3893.196.5997518055795-3.49975180557949
3998.393.10024818587045.19975181412957
4010598.29963125815726.70036874184278
4195.6104.999524841491-9.3995248414914
4294.395.6006665699124-1.30066656991239
4395.394.30009223713070.999907762869285
4497.195.29992909126351.80007090873647
4598.197.0998723474721.00012765252799
46104.498.099929075676.30007092433002
47107.8104.3995532287223.4004467712778
48114.3107.7997588563746.50024114362637
49118.7114.2995390335964.40046096640447
50124.1118.6996879400895.4003120599105
51134.2124.09961703537210.1003829646283
52142.4134.1992837285398.20071627146072
53133.8142.39941844393-8.59941844392998
54131133.800609830145-2.80060983014522
55133.2131.0001986060232.19980139397674
56125.9133.199844000474-7.29984400047371
57126.2125.9005176704630.299482329537071
58122.7126.199978762128-3.4999787621275
59126.6122.7002482019653.89975179803487
60124.8126.599723448019-1.79972344801909
61128124.8001276278883.19987237211228
62134.1127.9997730801636.1002269198372
63138.8134.0995674007154.7004325992848
64134138.799666667518-4.7996666675179
65124134.000340369694-10.0003403696936
66110.4124.000709176912-13.6007091769123
67116.7110.4009644980656.29903550193467
68124.7116.6995533021498.00044669785055
69126124.6994326461021.30056735389762
70122.8125.999907769905-3.19990776990521
71120.2122.800226922347-2.60022692234745
72121.2120.2001843958140.999815604186267


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73121.199929097799105.446991374804136.952866820794
74121.19992909779998.9227008346363143.477157360962
75121.19992909779993.9163305214829148.483527674115
76121.19992909779989.6957293228792152.704128872719
77121.19992909779985.9772878617623156.422570333836
78121.19992909779982.6155500328581159.78430816274
79121.19992909779979.524106850223162.875751345375
80121.19992909779976.6466574761094165.753200719489
81121.19992909779973.9440949142767168.455763281321
82121.19992909779971.3879454335737171.011912762024
83121.19992909779968.9567135693732173.443144626225
84121.19992909779966.633699422898175.7661587727





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