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https://github.com/eliasstepanik/strudel.git
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@ -1023,6 +1023,7 @@ function _composeOp(a, b, func) {
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div: [numeralArgs((a, b) => a / b)],
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mod: [numeralArgs(_mod)],
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pow: [numeralArgs(Math.pow)],
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log2: [numeralArgs(Math.log2)],
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band: [numeralArgs((a, b) => a & b)],
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bor: [numeralArgs((a, b) => a | b)],
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bxor: [numeralArgs((a, b) => a ^ b)],
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@ -5,7 +5,7 @@ This program is free software: you can redistribute it and/or modify it under th
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*/
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import { Hap } from './hap.mjs';
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import { Pattern, fastcat, reify, silence, stack, register } from './pattern.mjs';
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import { Pattern, fastcat, pure, register, reify, silence, stack } from './pattern.mjs';
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import Fraction from './fraction.mjs';
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import { id, keyAlias, getCurrentKeyboardState } from './util.mjs';
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@ -160,6 +160,37 @@ const timeToRands = (t, n) => timeToRandsPrime(timeToIntSeed(t), n);
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*/
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export const run = (n) => saw.range(0, n).floor().segment(n);
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/**
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* Creates a pattern from a binary number.
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*
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* @name binary
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* @param {number} n - input number to convert to binary
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* @example
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* "hh".s().struct(binary(5))
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* // "hh".s().struct("1 0 1")
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*/
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export const binary = (n) => {
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const nBits = reify(n).log2(0).floor().add(1);
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return binaryN(n, nBits);
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};
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/**
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* Creates a pattern from a binary number, padded to n bits long.
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*
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* @name binaryN
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* @param {number} n - input number to convert to binary
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* @param {number} nBits - pattern length, defaults to 16
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* @example
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* "hh".s().struct(binaryN(55532, 16))
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* // "hh".s().struct("1 1 0 1 1 0 0 0 1 1 1 0 1 1 0 0")
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*/
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export const binaryN = (n, nBits = 16) => {
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nBits = reify(nBits);
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// Shift and mask, putting msb on the right-side
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const bitPos = run(nBits).mul(-1).add(nBits.sub(1));
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return reify(n).segment(nBits).brshift(bitPos).band(pure(1));
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};
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export const randrun = (n) => {
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return signal((t) => {
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// Without adding 0.5, the first cycle is always 0,1,2,3,...
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@ -46,6 +46,7 @@ import {
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rev,
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time,
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run,
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binaryN,
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pick,
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stackLeft,
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stackRight,
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@ -959,6 +960,18 @@ describe('Pattern', () => {
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expect(run(4).firstCycle()).toStrictEqual(sequence(0, 1, 2, 3).firstCycle());
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});
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});
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describe('binaryN', () => {
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it('Can make a binary pattern from a decimal', () => {
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expect(binaryN(55532).firstCycle()).toStrictEqual(
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sequence(1, 1, 0, 1, 1, 0, 0, 0, 1, 1, 1, 0, 1, 1, 0, 0).firstCycle(),
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);
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});
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it('Can make a binary pattern from patterned inputs', () => {
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expect(binaryN(pure(0x1337), pure(14)).firstCycle()).toStrictEqual(
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sequence(0, 1, 0, 0, 1, 1, 0, 0, 1, 1, 0, 1, 1, 1).firstCycle(),
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);
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});
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});
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describe('ribbon', () => {
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it('Can ribbon', () => {
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expect(cat(0, 1, 2, 3, 4, 5, 6, 7).ribbon(2, 4).fast(4).firstCycle()).toStrictEqual(
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@ -985,6 +985,60 @@ exports[`runs examples > example "begin" example index 0 1`] = `
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]
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`;
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exports[`runs examples > example "binary" example index 0 1`] = `
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[
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"[ 0/1 → 1/3 | s:hh ]",
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"[ 2/3 → 1/1 | s:hh ]",
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"[ 1/1 → 4/3 | s:hh ]",
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"[ 5/3 → 2/1 | s:hh ]",
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"[ 2/1 → 7/3 | s:hh ]",
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"[ 8/3 → 3/1 | s:hh ]",
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"[ 3/1 → 10/3 | s:hh ]",
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"[ 11/3 → 4/1 | s:hh ]",
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]
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`;
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exports[`runs examples > example "binaryN" example index 0 1`] = `
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[
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"[ 0/1 → 1/16 | s:hh ]",
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"[ 1/16 → 1/8 | s:hh ]",
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"[ 3/16 → 1/4 | s:hh ]",
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"[ 1/4 → 5/16 | s:hh ]",
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"[ 1/2 → 9/16 | s:hh ]",
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"[ 9/16 → 5/8 | s:hh ]",
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"[ 5/8 → 11/16 | s:hh ]",
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"[ 3/4 → 13/16 | s:hh ]",
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"[ 13/16 → 7/8 | s:hh ]",
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"[ 1/1 → 17/16 | s:hh ]",
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"[ 17/16 → 9/8 | s:hh ]",
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"[ 19/16 → 5/4 | s:hh ]",
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"[ 5/4 → 21/16 | s:hh ]",
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"[ 3/2 → 25/16 | s:hh ]",
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"[ 25/16 → 13/8 | s:hh ]",
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"[ 13/8 → 27/16 | s:hh ]",
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"[ 7/4 → 29/16 | s:hh ]",
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"[ 29/16 → 15/8 | s:hh ]",
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"[ 2/1 → 33/16 | s:hh ]",
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"[ 33/16 → 17/8 | s:hh ]",
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"[ 35/16 → 9/4 | s:hh ]",
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"[ 9/4 → 37/16 | s:hh ]",
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"[ 5/2 → 41/16 | s:hh ]",
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"[ 41/16 → 21/8 | s:hh ]",
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"[ 21/8 → 43/16 | s:hh ]",
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"[ 11/4 → 45/16 | s:hh ]",
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"[ 45/16 → 23/8 | s:hh ]",
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"[ 3/1 → 49/16 | s:hh ]",
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"[ 49/16 → 25/8 | s:hh ]",
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"[ 51/16 → 13/4 | s:hh ]",
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"[ 13/4 → 53/16 | s:hh ]",
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"[ 7/2 → 57/16 | s:hh ]",
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"[ 57/16 → 29/8 | s:hh ]",
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"[ 29/8 → 59/16 | s:hh ]",
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"[ 15/4 → 61/16 | s:hh ]",
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"[ 61/16 → 31/8 | s:hh ]",
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]
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`;
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exports[`runs examples > example "bite" example index 0 1`] = `
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[
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"[ 0/1 → 1/8 | note:Bb3 ]",
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@ -55,6 +55,14 @@ These are the equivalents used by the Mini Notation:
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## run
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<JsDoc client:idle name="run" h={0} punchcard />
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<JsDoc client:idle name="run" h={0} />
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## binary
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<JsDoc client:idle name="binary" h={0} />
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## binaryN
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<JsDoc client:idle name="binaryN" h={0} />
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After Pattern Constructors, let's see what [Time Modifiers](/learn/time-modifiers) are available.
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