auselen

set -g mouse on
set-option -g history-limit 50000
set-window-option -g xterm-keys on
bind '"' split-window -c "#{pane_current_path}"
bind % split-window -h -c "#{pane_current_path}"
bind c new-window -c "#{pane_current_path}"

auselen

var hostname = func() func() string {
	s, _ := os.Hostname()
	return func() string {
		return s
	}
}()

auselen

A simple analysis of http://www.iana.org/domains/root/db

$ curl -s http://www.iana.org/domains/root/db | xmllint --html --xpath "//table/tbody/tr/td[1]/span/a|//table/tbody/tr/td[2]|//table/tbody/tr/td[3]" - 2>/dev/null | tr -d '\n' | sed 's/<a[^>]*>/\n/g' | sed -e 's/<[^>]*>/|/g' | awk -F '|' '{print $5,"|",$3}' | sort | uniq -c | sort -rn | awk '{if ($1>4) print $0}'
     51 Amazon Registry Services, Inc. | generic
     43 Charleston Road Registry Inc. | generic
     22 United TLD Holdco Ltd. | generic
     22 Uniregistry, Corp. | generic
     18 Top Level Domain Holdings Limited | generic
     14 Not assigned | country-code
     14 Afilias plc | generic

auselen

TR Map

Map

Code

curl -s http://download.maxmind.com/download/worldcities/worldcitiespop.txt.gz \

auselen

from random import random
print 4 * reduce(lambda a, (c, d): (a * (d - 1) + c) / d, ((1.0 if random()**2 + random()**2 <= 1 else 0, i) for i in range(1, 10**6)), 0)

auselen

from random import random
l = lambda (a, b), c: (a + c, b + 1)
g = (1 if random()**2 + random()**2 <= 1 else 0 for i in range(10**6))
r, t = reduce(l, g, (0.0, 0))
print r / t * 4

auselen

Drawing Mandelbrot with AWK

Mandelbrot

Code

$ LC_ALL=ISO-8859-1 awk 'BEGIN { \
 max=256; \

auselen

Drawing a heart with AWK

Heart

♡

Math

• t = 0 → 2𝜋
• x = 16 sin³(t)
• y = 13 cos(t) - 5 cos(2 t) - 2 cos(3 t) - cos(4 t)

Code

auselen

Code

 awk 'BEGIN{srand(); while (++i) {pi += ((rand()**2+rand()**2) <= 1); if ((i%10e5) == 0) printf "%f\n",4*pi/i;}}'

Result

3.140352
3.139892

auselen

Rendering a sphere with AWK

Sphere

Code

LC_ALL=ISO-8859-1 awk 'BEGIN{ \
  pi=atan2(0,-1); r=128; \
  for (j=0; j<360; j+=10) { \
    lx=cos(pi/180*j); ly=sin(pi/180*j); lz=2; lm=sqrt(lx*lx+ly*ly+lz*lz); \
 print "P6"; print r*2,r*2; print "255"; \