For the supplied numerical data set x_{i}, the following statistcs will be calculated : Size N, Mean x̅ = ∑x_{i}N , Median x̃ , Unbiased Variance s^{2} = ∑(x_{i} - x̅)^{2}N - 1 and Standard Deviation s =

√

s^{2}

, Biased Variance σ^{2} = ∑(x_{i} - x̅)^{2}N and Standard Deviation σ =

√

σ^{2}

, Histogram and Percentiles, if any specified. Percentiles can also be specified in terms of <N>sigma (2sigma, for example), in which case they will show the sample value such that all samples below it will be more then Nσ avay from mean value x̅ Please note that by default all numbers are rounded to 6 significant digits. If you wish higher precission, check the 'max precission' box.

Data Set:

Specify percentiles of interest: %, %Method:

Size (# of samples):

Range:

min = max = range size =

Mean =

Variance

unbiased (sample) = biased (population) =

Standard Deviation

unbiased (sample) = biased (population) =

Median =

Percentiles :

= =

Histogram

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