Sin mod n, Square roots and PI

Calculation: if(Math.round(Math.sin(n))%6==0){//paint it!} As it turns out, it doesn't need to be 6 to generate this pattern because we round the SIN calculation first. So, if(Math.round(Math.sin(pInt)*Math.PI)%3==0){...} generates this:

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And then there's this...


if(Math.round(Math.sqrt(pInt)*3.14159265)%2==0){//draw Tempest!}

Same formula as above but showing only the prime numbers.



And again with the primes blurred to enhance the pattern they create.

Same stuff, modding 3 this time:

Modulo 4:

Let's take the average of PI and the Golden Ratio and mod that by 2...Holy guacamole!

So if you were looking for a visual representation of what the relationship amongst primes and PI and PHI might look like, look no further.

Calculation per dot: (Math.round(Math.sqrt(Math.pow(pInt,2))*(1.6180339887*3.14159265)/2)%5==0)