1b5f39dd-53cd-475a-8a63-0399498743e2 7 4 5 decimal

&[DATE] &[TIME] - &[FILENAME]

M Min Max Scale Max Min - (M M min - M max M min - 106 -^+ / (* Min + :

Bar plot unicolor style, bar width user. data dt BarSize v data 2 col : t v bar t dt - 0 t dt - v t dt + v t dt + 042 mat : j 1 data rows range j 1 ≡ B data j 1 el data j 2 el bar : B B data j 1 el data j 2 el bar stack : if 11 line for B 41 line :

n random

Undocumented in f(x)

Gleichverteilte ganze Zufallszahl zwischen 0 und n-1.

Uniformly distributed random number between 0 and n In the example, we generate m random numbers between 0 and n and plot their frequency. Set 'm' 10*n

n 100 :

m 10 n * :

v 1 n range :

h n 1 matrix :

i 1 m range r n random : h r 1 + el h r 1 + el 1 + : 21 line for

data v h augment :

data 0.01 BarSize unscaled normal random ≡

rn h :

μ rn Mean : 10

rn max 19

rn rn 0 μ Scale :

scale 1 :

rnd scale rn Floor μ / * :

i 1 n range :

½noise 0.5 - rnd + :

'rnd => vector of user scaled normal random

i rnd augment 0.0125 BarSize 1 1 sys

User ½ noise to superpose on function

i ½noise augment 0.0125 BarSize

Histogram to test normality of 'rnd'

counts specific values in a sorted vector value table count k 1 : j k table rows range table j el value ≡ index k el j : k k 1 + : 21 line No match if for index rows 31 line :

N 10 rn μ / * Floor sort :

collect all the counted values in sorted 'N' N histogram i 0 N max range x i 1 + el i : count i 1 + el i N count : 21 line for x count augment 21 line :

H N histogram :

λ h rows : μ H rows 2 / : σ h rows H rows - 24 / : 31 line

H 0316214315423516667108592102 mat

Central Limit Theorem: confirmed

H 0.125 BarSize λ x μ σ pdf.Normal * 2 1 sys

Error≡"index undefined" Some value coudn't be accounted in: ....... count(value,table) ....... F9 to regenerate. But the 'rnd' vector is complete for export. Export ½noise [normal random].