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@kareiva
Last active May 8, 2024 06:58
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Primitive implementation of Conway's Game of Life in Bash
#!/bin/bash
#
# Problematic life by Simonas@irc.data.lt
# Studying of bash performance
# v0.2.0
term_width=$(($(tput cols) ))
term_height=$(($(tput lines) * 2 - 2))
full_square='█'
upper_square='▀'
lower_square='▄'
empty_square='░'
game_seed=10
generation='0.01'
log_file=debug.log
debug_call() {
ts=$(date "+%s %N")
echo "$ts $@" >> $log_file 2> /dev/null
eval $@
}
declare -A matrix
declare -A matrix_next
for ((i=0; i < term_height; i++)) do
for ((j=0; j < term_width; j++)) do
if [ $(($RANDOM%$game_seed)) -gt 0 ];
then matrix[$i,$j]=0
else matrix[$i,$j]=1
fi
done
done
# main loop
clear
while true; do
for ((i=0; i < term_height; i+=2)) do
line=$(($i/2))
row=''
for ((j=0; j < term_width; j++)) do
if [ ${matrix[$i,$j]} -eq 1 ] && [ ${matrix[$(($i+1)),$j]} -eq 1 ] ;
then row+="${full_square}"
elif [ ${matrix[$i,$j]} -eq 1 ] && [ ${matrix[$(($i+1)),$j]} -eq 0 ] ;
then row+="${upper_square}"
elif [ ${matrix[$i,$j]} -eq 0 ] && [ ${matrix[$(($i+1)),$j]} -eq 1 ] ;
then row+="${lower_square}"
else row+="${empty_square}"
fi
done
echo -en "\033[${line};0f$row"
done
# calculate conway's loop into $matrix_next
for ((i=0; i < term_height; i++)) do
for ((j=0; j < term_width; j++)) do
sum_neighbours=$(("
${matrix[$(($i-1)),$(($j-1))]:-0} + ${matrix[$i,$(($j-1))]:-0} +
${matrix[$(($i+1)),$((j-1))]:-0} + ${matrix[$(($i-1)),$j]:-0} +
${matrix[$(($i+1)),$j]:-0} + ${matrix[$(($i-1)),$(($j+1))]:-0} +
${matrix[$i,$(($j+1))]:-0} + ${matrix[$(($i+1)),$(($j+1))]:-0} "))
if [ ${matrix[$i,$j]} -eq 1 ];
then
if [ $sum_neighbours -lt 2 ] || [ $sum_neighbours -gt 3 ];
then matrix_next[$i,$j]=0
else matrix_next[$i,$j]=1
fi
elif [ ${matrix[$i,$j]} -eq 0 ];
then
if [ $sum_neighbours -eq 3 ];
then matrix_next[$i,$j]=1
else matrix_next[$i,$j]=0
fi
fi
done
done
# copy next matrix into main
for ((i=0; i < term_height; i++)) do
for ((j=0; j < term_width; j++)) do
matrix[$i,$j]=${matrix_next[$i,$j]}
done
done
sleep $generation
done
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