Chess board in one loop

Hi everyone, I'm putting some effort making basic exercises more challenging, right now I'm struggling with a chess board, I usually solve this with two loops and conditionals, but my challenge is to do it in one loop and with no conditionals, here is what I've done so far:
side = 800 newPage(side, side) square = side//8 with savedState(): fill(1), rect(0, 0, side, side) y, advance = 0, 0 while y < side: rect(square * (advance%2), y, square, square) rect(square * (advance%2) + square*2, y, square, square) rect(square * (advance%2) + square*4, y, square, square) rect(square * (advance%2) + square*6, y, square, square) y += square advance += 1
Do you have any smarter idea to solve this coding challenge?
Thanks!

I like a challenge. I’m not sure this is smarter, but it was fun to find something within your constraints.
side = 800 newPage(side, side) square = side / 8 for i in range(64): x = i % 8 y = int(i/8) fill((x+y) % 2) rect(x * square, y * square, square, square)

@monomonnik Wow! This is beautiful, thanks for taking your time making an approach, and also for sharing it. It makes sense how you solve it and gives me more ideas to make more challenges like this!

@eduairet Thanks, I had fun. Looking forward to more challenges

you could also use
itertools.product
to find all combinations of two lists.import itertools count = 10 w = width() / count h = height() / count for x, y in itertools.product(range(count), range(count)): if (x+y) % 2: rect(x * w, y * h, w, h)

@monomonnik
perfect place to usedivmod
.
this:x = i % 8 y = int(i/8)
could be written like:
x, y = divmod(i, 8)
it will return the quotient (x) and the remainder (y).

@jo There’s so much I don’t know. Thanks for the tip.

@jo Shouldn’t it be the other way around, though?
y, x = divmod(i, 8)

@monomonnik
yes and no.
in the chessboard examples it does not really matter if you go by columns or by rows.
but yes the first returned value is the quotienti//n
orint(i/n)
and the second returned value is the remainder (modulo)i % n
.

@eduairet It was fun. It looks like there will be more challenges ahead.