rndEuclidPatt
combined euclidian and random pattern generator connect "COUNT" to a counter (sss-logic) connect "LENGTH" to the max-count control width sets the level of the random sequence REPEAT(1-4) set an euclidian division over the entire length, generating gates. The smaller the value, the smaller the steps and the more gates will be generated. Rwidth(1-4) set the width of the euclidian gates, being added to the pattern.
Inlets
int32 count
int32 length
bool32.rising rnd
Outlets
frac32 rand
Parameters
bool32.mom rand
frac32.s.map width
frac32.s.map Rwidth1
frac32.s.map Rwidth2
frac32.s.map Rwidth3
frac32.s.map Rwidth4
frac32.u.map repeat1
frac32.u.map repeat2
frac32.u.map repeat3
frac32.u.map repeat4
int32_t _val[128];
int32_t vol;
int ntrig;
int8_t lng;
int i;for (i = 0; i < 128; i++)
_val[i] = (GenerateRandomNumber()) >> 4;
{}
ntrig = 0;int32_t repeat1 = ___SMMUL(param_repeat1 << 3, inlet_length << 2);
int32_t gtrig1 = inlet_count - ((inlet_count / repeat1) * repeat1);
gtrig1 = gtrig1 == 0 ? (1 << 27) : 0;
int32_t repeat2 = ___SMMUL(param_repeat2 << 3, inlet_length << 2);
int32_t gtrig2 = inlet_count - ((inlet_count / repeat2) * repeat2);
gtrig2 = gtrig2 == 0 ? (1 << 27) : 0;
int32_t repeat3 = ___SMMUL(param_repeat3 << 3, inlet_length << 2);
int32_t gtrig3 = inlet_count - ((inlet_count / repeat3) * repeat3);
gtrig3 = gtrig3 == 0 ? (1 << 27) : 0;
int32_t repeat4 = ___SMMUL(param_repeat4 << 3, inlet_length << 2);
int32_t gtrig4 = inlet_count - ((inlet_count / repeat4) * repeat4);
gtrig4 = gtrig4 == 0 ? (1 << 27) : 0;
lng = inlet_length;
if (((param_rand + inlet_rnd) > 0) && (!(ntrig))) {
for (i = 0; i < lng; i++)
_val[i] = (GenerateRandomNumber()) >> 4;
{}
ntrig = 1;
} else if (!((param_rand + inlet_rnd) > 0)) {
ntrig = 0;
}
vol = _val[inlet_count];
outlet_rand = ___SMMUL(vol << 2, param_width << 2) +
___SMMUL(gtrig1 << 3, param_Rwidth1 << 2) +
___SMMUL(gtrig2 << 3, param_Rwidth2 << 2) +
___SMMUL(gtrig3 << 3, param_Rwidth3 << 2) +
___SMMUL(gtrig4 << 3, param_Rwidth4 << 2);