Matt's Prototypes

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I was just thinking of a better way to define patterns than using hex numbers. Importing a full bitwise module seemed overkill, so I ended up using tonumber (e [, base]) with base 2.

which means this cryptic and obtuse hex:

pattern = { 0xF0, 0xE1, 0xC3, 0x87, 0xF, 0x1E, 0x3C, 0x78 }	-- diagonal lines

becomes this much more visual and readable "binary":

pattern = {	--  diagonal lines
	tonumber('11110000', 2),
	tonumber('11100001', 2),
	tonumber('11000011', 2),
	tonumber('10000111', 2),
	tonumber('00001111', 2),
	tonumber('00011110', 2),
	tonumber('00111100', 2),
	tonumber('01111000', 2),
}

we could even go further with a simple wrapper:

-- binary string to number
local function b(e)
	return tonumber(e, 2)
end

pattern = {	--  diagonal lines
	b('11110000'),
	b('11100001'),
	b('11000011'),
	b('10000111'),
	b('00001111'),
	b('00011110'),
	b('00111100'),
	b('01111000'),
}
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