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Conway's Game of Life in POSIX Shell
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#!/bin/sh | |
xs=80 ys=24 | |
ORIGIN=$(clear) LF=' | |
' | |
if [ ! ${RANDOM} ]; then | |
set -- $(head -c $((xs * ys)) /dev/random | od -An -vtu1) | |
fi | |
j=0; while [ $j != $ys ]; do | |
i=0; while [ $i != $xs ]; do | |
if [ ${RANDOM} ]; then | |
r=${RANDOM} | |
else | |
r=$1 | |
shift | |
fi | |
export cx${i}y${j}=$((r%2)) | |
i=$((i+1)) | |
done | |
j=$((j+1)) | |
done | |
clear | |
while true; do | |
buf=$ORIGIN | |
j=0; while [ $j != $ys ]; do | |
i=0; while [ $i != $xs ]; do | |
case $((cx${i}y${j})) in | |
1) buf="$buf*" ;; | |
*) buf="$buf " ;; | |
esac | |
i=$((i+1)) | |
done | |
buf="$buf$LF" | |
j=$((j+1)) | |
done | |
echo "${buf%$LF}" | |
j=0; while [ $j != $ys ]; do | |
i=0; while [ $i != $xs ]; do | |
t=0 | |
for l in -1 0 1; do | |
for k in -1 0 1; do | |
tx=$(((i+k+xs)%xs)) ty=$(((j+l+ys)%ys)) | |
t=$((t+$((cx${tx}y${ty})))) | |
done | |
done; t=$((t-cx${i}y${j})) | |
case $((cx${i}y${j})) in | |
1) case $t in 2|3) export cnx${i}y${j}=1 ;; | |
*) export cnx${i}y${j}=0 ;; | |
esac ;; | |
*) case $t in 3) export cnx${i}y${j}=1 ;; | |
*) export cnx${i}y${j}=0 ;; | |
esac ;; | |
esac | |
i=$((i+1)) | |
done | |
j=$((j+1)) | |
done | |
j=0; while [ $j != $ys ]; do | |
i=0; while [ $i != $xs ]; do | |
export cx${i}y${j}=$((cnx${i}y${j})) | |
i=$((i+1)) | |
done | |
j=$((j+1)) | |
done | |
done | |
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