security(pathops): signed zeros, reported budget rejections, and a fill-only fallback

Boxes that touch at -0.0/+0.0 now count as overlapping, so the pair cap cannot be skipped. try_boolean_n, try_unite_all and try_area report a refused input, and the Pathfinder shape-mode unite and the Blob Brush use them to show an error. When the planar map is over its budget, the fallback leaves out paths that fill nothing so a flood of cutting lines cannot take the filled shapes down with it.
This commit is contained in:
Dylan M. Taylor
2026-10-25 16:04:29 -04:00
parent cd80d1d859
commit 0eebd533c5
6 changed files with 76 additions and 7 deletions
+1 -1
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@@ -1515,7 +1515,7 @@ fn blob(s: &mut Session, p: &Value) -> Result<Value> {
}
let mut inputs: Vec<(&PathData, FillRule)> = vec![(&region, FillRule::NonZero)];
inputs.extend(merge_ids.iter().map(|(_, pd, r)| (pd, *r)));
let merged = po::unite_all(&inputs);
let merged = po::try_unite_all(&inputs).map_err(|e| EngineError::Other(e.to_string()))?;
let Some(((keep, _, _), rest)) = merge_ids.split_last() else {
return insert_look(s, "Blob Brush", path_kind(region), ap, None, keep_selected);
};
+1 -1
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@@ -452,7 +452,7 @@ fn run_pf(s: &mut Session, op: PathfinderOp) -> Result<Value> {
let parts: Vec<(PathData, FillRule)> = lv.iter().filter_map(node_path).collect();
let refs: Vec<(&PathData, FillRule)> = parts.iter().map(|(p, r)| (p, *r)).collect();
let name = n.name.clone().or_else(|| lv.iter().find_map(|l| l.name.clone()));
push(po::unite_all(&refs), FillRule::NonZero, style_of(top), name);
push(po::try_unite_all(&refs).map_err(|e| EngineError::Other(e.to_string()))?, FillRule::NonZero, style_of(top), name);
} else {
for l in &lv {
if let Some((p, r)) = node_path(l) {
+36 -1
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@@ -663,8 +663,17 @@ pub fn try_boolean(a: &PathData, a_rule: FillRule, b: &PathData, b_rule: FillRul
Ok(all_contours_to_path(&c, &tidy))
}
/// [`boolean_n`] that reports a refused input ([`PathOpsError::TooComplex`], non-finite
/// coordinates) instead of returning an empty path.
pub fn try_boolean_n(paths: &[(&PathData, FillRule)], pred: impl Fn(&[bool]) -> bool) -> Result<PathData, PathOpsError> {
let bps: Vec<(BezPath, FillRule)> = paths.iter().map(|(p, r)| (fill_bezpath(p), *r)).collect();
let arr = Arrangement::new(bps)?;
Ok(all_contours_to_path(&arr.contours(pred), &arr.tidy))
}
/// N-ary boolean: the area where `pred(inside_flags)` holds, `inside_flags[i]` telling whether a
/// point is inside `paths[i]` under its fill rule.
/// point is inside `paths[i]` under its fill rule. A refused input gives an empty path; callers that
/// can report an error use [`try_boolean_n`].
pub fn boolean_n(paths: &[(&PathData, FillRule)], pred: impl Fn(&[bool]) -> bool) -> PathData {
let bps: Vec<(BezPath, FillRule)> = paths.iter().map(|(p, r)| (fill_bezpath(p), *r)).collect();
match Arrangement::new(bps) {
@@ -673,6 +682,26 @@ pub fn boolean_n(paths: &[(&PathData, FillRule)], pred: impl Fn(&[bool]) -> bool
}
}
/// [`unite_all`] that reports a refused input instead of leaving it out of the union or returning
/// an empty path.
pub fn try_unite_all(paths: &[(&PathData, FillRule)]) -> Result<PathData, PathOpsError> {
let mut all = BezPath::new();
for (p, r) in paths {
let bp = fill_bezpath(p);
if bp.elements().is_empty() {
continue;
}
for ct in normalize_bez(&bp, *r)?.contours() {
all.extend(ct.path.iter());
}
}
if all.elements().is_empty() {
return Ok(PathData::default());
}
let tidy = Tidy::keeping(DEFAULT_PRECISION, paths.iter().map(|(p, _)| fill_bezpath(p)).collect::<Vec<_>>().iter());
Ok(all_contours_to_path(&normalize_bez(&all, FillRule::NonZero)?, &tidy))
}
/// Union of many filled paths. Each input is first normalised on its own, then all are swept
/// together with a single integer winding number, which keeps this fast for thousands of shapes.
pub fn unite_all(paths: &[(&PathData, FillRule)]) -> PathData {
@@ -697,6 +726,12 @@ pub fn unite_all(paths: &[(&PathData, FillRule)]) -> PathData {
}
}
/// [`area`] that reports a refused input instead of an area of zero.
pub fn try_area(path: &PathData, rule: FillRule) -> Result<f64, PathOpsError> {
let c = normalize_bez(&fill_bezpath(path), rule)?;
Ok(c.contours().map(|ct| ct.path.area()).sum::<f64>().abs())
}
/// Unsigned filled area of a path under a fill rule (normalises first, so it is exact for
/// self-overlapping input).
pub fn area(path: &PathData, rule: FillRule) -> f64 {
+13
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@@ -41,6 +41,10 @@ impl Counts {
/// in two Fenwick trees over their y extents, so this costs O(n log n) however they lie, and stops
/// as soon as the count passes `cap`.
pub(crate) fn overlaps_within(boxes: &[Rect], cap: usize) -> bool {
// `f64::total_cmp` puts -0.0 before +0.0 although they are equal, which would hide an overlap
// between a box ending at -0.0 and one starting at +0.0; adding 0.0 maps -0.0 to +0.0.
let boxes: Vec<Rect> = boxes.iter().map(|b| Rect::new(b.x0 + 0.0, b.y0 + 0.0, b.x1 + 0.0, b.y1 + 0.0)).collect();
let boxes = boxes.as_slice();
let mut ys: Vec<f64> = boxes.iter().flat_map(|b| [b.y0, b.y1]).collect();
ys.sort_by(f64::total_cmp);
ys.dedup_by(|a, b| a.total_cmp(b).is_eq());
@@ -98,4 +102,13 @@ mod tests {
let apart: Vec<Rect> = (0..10_000).map(|i| Rect::new(i as f64 * 3.0, 0.0, i as f64 * 3.0 + 1.0, 1.0)).collect();
assert!(overlaps_within(&apart, 0));
}
/// Boxes that touch at a signed zero still overlap: -0.0 and +0.0 are the same position.
#[test]
fn touching_at_a_signed_zero_counts_as_an_overlap() {
let below = Rect::new(0.0, -1.0, 1.0, -0.0);
let above = Rect::new(0.0, 0.0, 1.0, 1.0);
assert!(!overlaps_within(&[below, above], 0));
assert!(overlaps_within(&[below, above], 1));
}
}
+3 -1
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@@ -15,7 +15,9 @@ mod pathfinder;
mod planar;
mod trap;
pub use boolean::{BoolOp, DEFAULT_PRECISION, area, boolean, boolean_n, normalize, try_boolean, try_normalize, unite_all};
pub use boolean::{
BoolOp, DEFAULT_PRECISION, area, boolean, boolean_n, normalize, try_area, try_boolean, try_boolean_n, try_normalize, try_unite_all, unite_all,
};
pub use edit::{
AverageAxis, SIMPLIFY_LEVEL, SimplifiedPart, SimplifyOptions, add_anchor_points, auto_simplify_level, average, join, remove_anchor,
remove_redundant_points, simplify, simplify_level_tolerance, simplify_part, simplify_with, smooth, split_into_grid,
+22 -3
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@@ -799,7 +799,7 @@ pub fn shape_builder_with_gap(shapes: &[Shape], edges: bool, gap: f64) -> Builde
})
.filter(|(faces, pieces)| !faces.is_empty() || !pieces.is_empty());
let Some((faces, pieces)) = planar else {
return BuilderArrangement { regions: crate::regions(shapes), ..Default::default() };
return BuilderArrangement { regions: filled_regions(shapes), ..Default::default() };
};
let is_line = |i: u64| shapes.get(i as usize).is_some_and(|s| !s.path.subpaths.iter().any(|sp| sp.closed));
let (lines, outline): (Vec<Shape>, Vec<Shape>) = pieces.into_iter().partition(|e| is_line(e.key));
@@ -814,6 +814,25 @@ pub fn shape_builder_with_gap(shapes: &[Shape], edges: bool, gap: f64) -> Builde
BuilderArrangement { regions, lines: if has_open { lines } else { Vec::new() }, edges: if edges { outline } else { Vec::new() } }
}
/// The regions of the shapes' filled areas. A shape that fills nothing (open paths that enclose no
/// area, such as cutting lines) is left out, so a flood of them cannot push the arrangement past its
/// size budget and take the filled shapes down with it; the regions keep the original indices.
fn filled_regions(shapes: &[Shape]) -> Vec<crate::Region> {
let fills = |s: &Shape| s.path.subpaths.iter().any(|sp| sp.closed || encloses_area(sp));
let keep: Vec<usize> = (0..shapes.len()).filter(|&i| shapes.get(i).is_some_and(fills)).collect();
if keep.len() == shapes.len() {
return crate::regions(shapes);
}
let kept: Vec<Shape> = keep.iter().filter_map(|&i| shapes.get(i).cloned()).collect();
crate::regions(&kept)
.into_iter()
.map(|mut r| {
r.sources = r.sources.iter().filter_map(|&s| keep.get(s).copied()).collect();
r
})
.collect()
}
/// Does `sp`, closed, enclose an area (rather than retrace itself)? The Shape Builder closes the
/// open subpaths of filled paths that do.
pub fn encloses_area(sp: &SubPath) -> bool {
@@ -1907,9 +1926,9 @@ mod tests {
fn shape_builder_closed_only_or_degenerate_is_the_filled_arrangement() {
let s = [rect(0.0, 0.0, 100.0, 100.0, 0), rect(50.0, 0.0, 150.0, 100.0, 1)];
assert_eq!(shape_builder(&s, false), BuilderArrangement { regions: crate::regions(&s), ..Default::default() });
// A broken line can't be swept: what the filled areas give (nothing here, without a panic).
// A broken line can't be swept and fills nothing: the filled areas still give their regions.
let s = [rect(0.0, 0.0, 100.0, 100.0, 0), line((0.0, 0.0), (f64::NAN, 1.0), 1)];
assert_eq!(shape_builder(&s, false), BuilderArrangement { regions: crate::regions(&s), ..Default::default() });
assert_eq!(shape_builder(&s, false), BuilderArrangement { regions: crate::regions(&s[..1]), ..Default::default() });
// Zero-length and doubled-back lines don't break it either.
let s = [
rect(0.0, 0.0, 100.0, 100.0, 0),