angle.qc

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.vector origin;
 
.vector angles; 
// x is pitch: positive means up (unlike .v_angle), usually is 0
// y is yaw: between -180 and 180, increases when turning left
// z is roll: positive means tilted clockwise, usually is 0

ERASEABLE
float anglemods(float v)
{
    v -= 360 * floor(v / 360);
 
    if (v >= 180)
        return v - 360;
    else if (v <= -180)
        return v + 360;
    return v;
}

ERASEABLE
float shortangle_f(float ang1, float ang2)
{
    if (ang1 > ang2)
    {
        if (ang1 > 180)
            return ang1 - 360;
    }
    else
    {
        if (ang1 < -180)
            return ang1 + 360;
    }
    return ang1;
}
 
ERASEABLE
vector shortangle_v(vector ang1, vector ang2)
{
    vector vtmp;
    vtmp.x = shortangle_f(ang1.x, ang2.x);
    vtmp.y = shortangle_f(ang1.y, ang2.y);
    vtmp.z = shortangle_f(ang1.z, ang2.z);
    return vtmp;
}
 
ERASEABLE
vector shortangle_vxy(vector ang1, vector ang2)
{
    vector vtmp;
    vtmp.x = shortangle_f(ang1.x, ang2.x);
    vtmp.y = shortangle_f(ang1.y, ang2.y);
    vtmp.z = 0;
    return vtmp;
}

ERASEABLE
vector angleofs3(vector from, vector ang, vector to)
{
    vector v_res = normalize(to - from);
    v_res = vectoangles(v_res) - ang;
 
    if (v_res.x < 0)    v_res.x += 360;
    if (v_res.x > 180)  v_res.x -= 360;
 
    if (v_res.y < 0)    v_res.y += 360;
    if (v_res.y > 180)  v_res.y -= 360;
 
    return v_res;
}
 
#define angleofs(from, to) angleofs3(from.origin, from.angles, to.origin)