There's something about envelopes or gain or shreduling that I don't understand.

I created a Cartesian matrix of impulse generators, whose frequencies are given as mx+ny {x,y btw -3 and 3) where the gain & 'tempo' of each generator is correlated with its distance from a line segment (a1,b1 - a2,b2) - later on I will be manipulating x,y,a1,b1,a2, and b2.

 

This code runs well for a while, but within a few seconds or minutes it starts to get overwhelmed. The death is both spectacular and quite moving, but how do I keep it within bounds so it sounds perpetually like it does in the first 5-10 seconds?

550 => float x;
440 => float y;
3 => float a1;
0 => float b1;
0 => float a2;
-2 => float b2;

fun void iGen(int i1, int j1) {
    while(true) {
        Euclid(i1,j1,a1,b1) + Euclid(i1,j1,a2,b2) => float dist;
        <<< dist >>>;
        SinOsc s => ADSR e => dac;
        e.set(35::ms, 8::ms, .1, 200::ms);
        Math.pow(0.65,(dist)) => s.gain;
        i1*x + j1*y => s.freq;
        e.keyOn();
        (440)::ms => now;
        e.keyOff();
        (440*Math.pow(1.2,dist))::ms => now;
    }
}

fun float Euclid(float p, float q, float r, float s) {
    return Math.sqrt(Math.pow((p-r),2) + Math.pow((q-s),2));
}

for(-3 => int i; i<4; i++) {
    for (-3 => int j; j<4; j++) {
        if (i != 0 && j != 0) {
            spork ~ iGen(i,j);    
        }
    }
}

while (x != y) {
    500::ms=>now;
} 

--
Philipp Blume