In functional analysis, this noun denotes linear functionals that act on compactly-supported test functions, which define a namesake generalized derivative. Methods (10[1])that are “[this noun]-free” are also called “nonparametric” and include the Kolmogorov–Smirnov test. (-5[2])A letter that stands for this noun appears above the arrow in the central limit theorem, which concerns “convergence in [this word].” (10[1]-5[4])This noun appears (-5[2])in the name of a class of increasing, right-continuous (10[1])functions (10[1])that converge to zero (-5[2])and one at (10[1])minus and plus infinity. Those functions, (-5[1])which are found by integrating (-5[1])probability density functions, are written capital (-5[1])F and preface this noun (-5[1])with “cumulative.” (10[6]-5[1])For 10 points, give this word (10[3])for the spread of probabilities (10[3])taken (10[1])by a random (10[1]-5[2])variable, (10[1]-5[1])such as the (0[1])Poisson (-5[1])or binomial. (10[2])■END■ (10[14]0[2])