How can I represent integer as Binary?
so I can print 7
as 111
There's a faster way to do this that takes advantage of string.format, which converts numbers to base 8. It's trivial to then convert base 8 to binary.
--create lookup table for octal to binary
oct2bin = {
['0'] = '000',
['1'] = '001',
['2'] = '010',
['3'] = '011',
['4'] = '100',
['5'] = '101',
['6'] = '110',
['7'] = '111'
}
function getOct2bin(a) return oct2bin[a] end
function convertBin(n)
local s = string.format('%o', n)
s = s:gsub('.', getOct2bin)
return s
end
If you want to keep them all the same size, then do
s = string.format('%.22o', n)
Which gets you 66 bits. That's two extra bits at the end, since octal works in groups of 3 bits, and 64 isn't divisible by 3. If you want 33 bits, change it to 11.
If you have the BitOp library, which is available by default in LuaJIT, then you can do this:
function convertBin(n)
local t = {}
for i = 1, 32 do
n = bit.rol(n, 1)
table.insert(t, bit.band(n, 1))
end
return table.concat(t)
end
But note this only does the first 32 bits! If your number is larger than 2^32, the result wont' be correct.