Feat: new euclidean words and sugar for floating point numbers
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@@ -86,9 +86,25 @@ fn tokenize(input: &str) -> Vec<Token> {
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}
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let span = SourceSpan { start, end };
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if let Ok(i) = word.parse::<i64>() {
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// Normalize shorthand float syntax: .25 -> 0.25, -.5 -> -0.5
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let word_to_parse = if word.starts_with('.')
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&& word.len() > 1
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&& word.as_bytes()[1].is_ascii_digit()
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{
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format!("0{word}")
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} else if word.starts_with("-.")
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&& word.len() > 2
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&& word.as_bytes()[2].is_ascii_digit()
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{
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format!("-0{}", &word[1..])
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} else {
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word.clone()
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};
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if let Ok(i) = word_to_parse.parse::<i64>() {
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tokens.push(Token::Int(i, span));
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} else if let Ok(f) = word.parse::<f64>() {
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} else if let Ok(f) = word_to_parse.parse::<f64>() {
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tokens.push(Token::Float(f, span));
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} else {
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tokens.push(Token::Word(word, span));
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@@ -100,6 +100,8 @@ pub enum Op {
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StepRange,
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Generate,
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GeomRange,
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Euclid,
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EuclidRot,
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Times,
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Chord(&'static [i64]),
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// MIDI
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@@ -1025,6 +1025,29 @@ impl Forth {
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}
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}
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Op::Euclid => {
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let n = stack.pop().ok_or("stack underflow")?.as_int()?;
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let k = stack.pop().ok_or("stack underflow")?.as_int()?;
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if k < 0 || n < 0 {
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return Err("euclid: k and n must be >= 0".into());
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}
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for idx in euclidean_rhythm(k as usize, n as usize, 0) {
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stack.push(Value::Int(idx, None));
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}
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}
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Op::EuclidRot => {
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let r = stack.pop().ok_or("stack underflow")?.as_int()?;
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let n = stack.pop().ok_or("stack underflow")?.as_int()?;
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let k = stack.pop().ok_or("stack underflow")?.as_int()?;
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if k < 0 || n < 0 || r < 0 {
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return Err("euclidrot: k, n, and r must be >= 0".into());
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}
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for idx in euclidean_rhythm(k as usize, n as usize, r as usize) {
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stack.push(Value::Int(idx, None));
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}
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}
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// MIDI operations
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Op::MidiEmit => {
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let (_, params) = cmd.snapshot().unwrap_or((None, &[]));
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@@ -1216,6 +1239,58 @@ fn emit_output(
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outputs.push(out);
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}
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fn euclidean_rhythm(k: usize, n: usize, rotation: usize) -> Vec<i64> {
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if k == 0 || n == 0 {
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return Vec::new();
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}
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if k >= n {
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return (0..n as i64).collect();
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}
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let mut groups: Vec<Vec<bool>> = (0..k).map(|_| vec![true]).collect();
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groups.extend((0..(n - k)).map(|_| vec![false]));
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while groups.len() > 1 {
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let ones_count = groups.iter().filter(|g| g[0]).count();
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let zeros_count = groups.len() - ones_count;
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if zeros_count == 0 || ones_count == 0 {
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break;
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}
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let min_count = ones_count.min(zeros_count);
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let mut new_groups = Vec::with_capacity(groups.len() - min_count);
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let (mut ones, mut zeros): (Vec<_>, Vec<_>) =
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groups.into_iter().partition(|g| g[0]);
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for _ in 0..min_count {
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let mut one = ones.pop().unwrap();
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one.extend(zeros.pop().unwrap());
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new_groups.push(one);
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}
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new_groups.extend(ones);
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new_groups.extend(zeros);
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groups = new_groups;
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}
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let pattern: Vec<bool> = groups.into_iter().flatten().collect();
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let rotated = if rotation > 0 && !pattern.is_empty() {
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let r = rotation % pattern.len();
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pattern.iter().cycle().skip(r).take(pattern.len()).copied().collect()
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} else {
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pattern
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};
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rotated
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.into_iter()
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.enumerate()
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.filter_map(|(i, hit)| if hit { Some(i as i64) } else { None })
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.collect()
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}
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fn perlin_grad(hash_input: i64) -> f64 {
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let mut h = (hash_input as u64)
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.wrapping_mul(6364136223846793005)
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@@ -92,6 +92,8 @@ pub(super) fn simple_op(name: &str) -> Option<Op> {
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".," => Op::StepRange,
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"gen" => Op::Generate,
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"geom.." => Op::GeomRange,
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"euclid" => Op::Euclid,
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"euclidrot" => Op::EuclidRot,
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"times" => Op::Times,
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"m." => Op::MidiEmit,
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"ccval" => Op::GetMidiCC,
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@@ -420,4 +420,24 @@ pub(super) const WORDS: &[Word] = &[
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compile: Simple,
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varargs: false,
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},
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Word {
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name: "euclid",
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aliases: &[],
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category: "Generator",
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stack: "(k n -- i1 i2 ... ik)",
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desc: "Push indices for k hits evenly distributed over n steps",
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example: "4 8 euclid => 0 2 4 6",
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compile: Simple,
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varargs: false,
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},
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Word {
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name: "euclidrot",
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aliases: &[],
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category: "Generator",
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stack: "(k n r -- i1 i2 ... ik)",
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desc: "Push Euclidean indices with rotation r",
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example: "3 8 2 euclidrot => 1 4 6",
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compile: Simple,
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varargs: false,
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},
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];
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