Using the Sobol-Sequence to calculate pi in Julia

One can approximate pi by looking at the relationship of randomly generated points on a sqaure with a circle inside.

function picircle(n)
n = n
N = 2n+1

x = range(-1, 1, length=N)
y = rand(N)

center = (0,0)
radius = 1

n_in_circle = 0

for i in 1:N
    if norm((x[i], y[i]) .- center) < radius
        n_in_circle += 1
    end
end

println(4 * n_in_circle / N)
end
picircle(1000)

3.1424287856071964

However, I would like to use the Quasi-Monte Carlo method. Instead of using pseudo random numbers I want to use numbers from a Sobol-Sequence. I know how to generate them but I am not sure how to implement it in my code.

using Sobol
s = SobolSeq(2) # Creates a Sobol-Sequenz in 2 Dimensions