Pdup | SuperCollider 3.14.0-dev Help

Description

repeat each element n times.

This is also a response to Pattern: -dup

Class Methods

Pdup.new(n, pattern)

Arguments:

n	The number of repeats for each new element. n may be a pattern, so the number of times can vary each iteration.
pattern	the pattern to repeat.

Examples

// the first argument can be a pattern, too:
(
var a, b;
a = Pdup(Prand([1, 2, 5], inf), Pwhite(-1.0, 1.0)); // repeat either once, twice, or five times
x = a.asStream;
20.do { x.next.postln };
)

// using event patterns:
(
SynthDef(\help_sinegrain,
    { |out = 0, freq = 440, sustain = 0.05|
        var env;
                env = Env.perc(0.01, sustain, 0.2).kr(doneAction: Done.freeSelf);
        Out.ar(out, SinOsc.ar(freq, 0.5pi, env))
}).add;
)

(
a = Pbind(
    \instrument, \help_sinegrain,
    \note, Pxrand([0, 5, 7, 9], inf),
    \dur, 0.05,
    \sustain, 0.1
);
Pdup(Pseq([1, 2, 3, 4], inf), a).trace.play;
)

// Pdup used as a sequence of pitches

(
c = Pdup(3, Pxrand([1, 2, 3], inf) * 4 + 65);
x = c.asStream;
Routine {
    loop {
        Synth(\help_sinegrain, [\freq, x.next.midicps]);
        0.12.wait;
    }
}.play;
)

// Voss algorithm for pink noise
// note that pattern.dupEach(n) is a synonym for Pdup(n, pattern)
a = Pwhite();
c = (2 ** (0..10)).sum { |n| a.dupEach(n) };
c.asStream.nextN(1000).plot

// Voss-McCartney algorithm: balance calculation for realtime use
a = Pwhite();
c = (2 ** (0..10)).sum { |n| a.dupEach(n.div(2).fin(1)) ++ a.dupEach(n) };
c.asStream.nextN(1000).plot

helpfile source: /usr/local/share/SuperCollider/HelpSource/Classes/Pdup.schelp
link::Classes/Pdup::

Pdup : FilterPattern : Pattern : AbstractFunction : Object

Description

Class Methods

Pdup.new(n, pattern)

Arguments:

Inherited class methods

Instance Methods

Inherited instance methods

Undocumented instance methods

.embedInStream(event)

.n

.n = value

Examples