selection: spans on the physical pixel grid; a box inside one output is its plain crop (fractional pointer corners made single shots 1 px short and resampled, and doubled seam rows)
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@@ -189,8 +189,9 @@ pub struct Part {
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pub output: usize,
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/// In that output's frame, physical pixels.
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pub rect: PixelRect,
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/// Its top-left corner and size in the whole image.
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pub at: (u32, u32),
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/// Its top-left corner and size in the whole image (a corner can sit a
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/// pixel left of or above the image when scales differ).
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pub at: (i64, i64),
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pub size: (u32, u32),
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}
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@@ -220,6 +221,12 @@ impl Span {
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/// The drag from `a` to `b` over `outputs` (each output's geometry and frame
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/// size), at the largest scale among the outputs it covers. `None` for a
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/// click (under [`MIN_PIXELS`]) or a rectangle over no output.
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///
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/// A box inside one output is that output's plain crop, pixel for pixel.
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/// Otherwise the image lies on the physical pixel grid at that scale: its
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/// edges are the corners rounded outwards, and each part sits where its own
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/// pixels fall on that grid, so neighbouring parts meet without a gap or an
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/// overlap even when the corners are fractional (as pointer positions are).
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pub fn span(a: Point, b: Point, outputs: &[(&OutputGeom, (u32, u32))]) -> Option<Span> {
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let (x0, y0) = (a.x.min(b.x), a.y.min(b.y));
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let (x1, y1) = (a.x.max(b.x), a.y.max(b.y));
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@@ -231,13 +238,36 @@ pub fn span(a: Point, b: Point, outputs: &[(&OutputGeom, (u32, u32))]) -> Option
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Some((i, r, *w as f64 / g.width as f64))
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})
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.collect();
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let inside = |g: &OutputGeom| {
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x0 >= g.x as f64
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&& y0 >= g.y as f64
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&& x1 <= (g.x + g.width) as f64
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&& y1 <= (g.y + g.height) as f64
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};
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if let Some(&(i, rect, _)) = covered.iter().find(|c| inside(outputs[c.0].0)) {
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let size = (rect.width, rect.height);
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if size.0 < MIN_PIXELS || size.1 < MIN_PIXELS {
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return None;
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}
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let part = Part {
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output: i,
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rect,
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at: (0, 0),
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size,
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};
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return Some(Span {
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parts: vec![part],
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size,
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});
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}
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let scale = covered.iter().map(|c| c.2).fold(0.0, f64::max);
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if scale == 0.0 {
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return None;
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}
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let (left, top) = ((x0 * scale).floor(), (y0 * scale).floor());
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let size = (
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((x1 - x0) * scale).ceil() as u32,
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((y1 - y0) * scale).ceil() as u32,
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((x1 * scale).ceil() - left) as u32,
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((y1 * scale).ceil() - top) as u32,
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);
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if size.0 < MIN_PIXELS || size.1 < MIN_PIXELS {
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return None;
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@@ -246,20 +276,20 @@ pub fn span(a: Point, b: Point, outputs: &[(&OutputGeom, (u32, u32))]) -> Option
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.into_iter()
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.map(|(i, rect, own)| {
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let g = outputs[i].0;
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let at = (
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((x0.max(g.x as f64) - x0) * scale).floor() as u32,
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((y0.max(g.y as f64) - y0) * scale).floor() as u32,
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);
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let k = scale / own;
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let part = (
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((rect.width as f64 * k).round() as u32).min(size.0 - at.0.min(size.0)),
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((rect.height as f64 * k).round() as u32).min(size.1 - at.1.min(size.1)),
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let at = (
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(g.x as f64 * scale + rect.x as f64 * k).round() as i64 - left as i64,
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(g.y as f64 * scale + rect.y as f64 * k).round() as i64 - top as i64,
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);
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let size = (
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(rect.width as f64 * k).round() as u32,
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(rect.height as f64 * k).round() as u32,
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);
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Part {
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output: i,
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rect,
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at,
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size: part,
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size,
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}
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})
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.collect();
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@@ -626,7 +656,7 @@ mod tests {
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);
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assert_eq!(s.single(), None);
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// The parts meet without a gap or an overlap.
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assert_eq!(s.parts[1].at.1 + s.parts[1].size.1, s.parts[0].at.1);
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assert_eq!(s.parts[1].at.1 + s.parts[1].size.1 as i64, s.parts[0].at.1);
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}
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#[test]
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@@ -684,6 +714,55 @@ mod tests {
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);
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}
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#[test]
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fn a_fractional_box_on_one_output_is_its_plain_crop() {
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let (laptop, monitor) = layout();
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let outputs = [(&laptop, (1366, 768)), (&monitor, (1920, 1080))];
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let (a, b) = (p(100.6, 100.6), p(300.2, 250.2));
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let s = span(a, b, &outputs).unwrap();
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let crop = clip(a, b, &laptop, 1366, 768).unwrap();
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assert_eq!(s.single(), Some((0, crop)));
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assert_eq!(s.size, (crop.width, crop.height));
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// A 1.25-scale output: the crop is what clip gives, not a resampled one.
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let o = out("A", 0, 0, 1000, 800);
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let scaled = [(&o, (1250, 1000))];
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let (a, b) = (p(101.0, 101.0), p(301.0, 251.0));
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assert_eq!(
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span(a, b, &scaled).unwrap().single(),
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Some((0, clip(a, b, &o, 1250, 1000).unwrap()))
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);
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}
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#[test]
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fn fractional_seams_meet_exactly_and_fill_the_image() {
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let (laptop, monitor) = layout();
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let outputs = [(&laptop, (1366, 768)), (&monitor, (1920, 1080))];
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for (top, bottom) in [(-300.4, 500.6), (-300.6, 500.6), (-300.5, 500.2)] {
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let s = span(p(100.3, bottom), p(600.7, top), &outputs).unwrap();
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let (laptop_part, monitor_part) = (&s.parts[0], &s.parts[1]);
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assert_eq!(monitor_part.at.1, 0, "{top}: the monitor starts the image");
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assert_eq!(
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monitor_part.at.1 + monitor_part.size.1 as i64,
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laptop_part.at.1,
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"{top}: no doubled or missing row at the seam"
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);
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assert_eq!(
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laptop_part.at.1 + laptop_part.size.1 as i64,
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s.size.1 as i64,
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"{top}: the last row is covered"
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);
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assert_eq!(laptop_part.size.0, s.size.0, "{top}: full width");
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}
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// Mixed scales with a fractional corner: the parts tile the width.
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let a = out("A", 0, 0, 100, 100);
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let b = out("B", 100, 0, 100, 100);
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let mixed = [(&a, (200, 200)), (&b, (100, 100))];
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let s = span(p(50.3, 10.0), p(150.7, 60.0), &mixed).unwrap();
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assert_eq!(s.parts[0].at.0, 0);
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assert_eq!(s.parts[0].at.0 + s.parts[0].size.0 as i64, s.parts[1].at.0);
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assert_eq!(s.parts[1].at.0 + s.parts[1].size.0 as i64, s.size.0 as i64);
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}
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#[test]
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fn a_tiny_span_is_a_click() {
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let (laptop, monitor) = layout();
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+1
-1
@@ -20,7 +20,7 @@ pub fn stitch(frames: &[Frame], span: &Span) -> RgbaImage {
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imageops::FilterType::Triangle,
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);
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}
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imageops::replace(&mut image, &crop, part.at.0 as i64, part.at.1 as i64);
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imageops::replace(&mut image, &crop, part.at.0, part.at.1);
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}
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image
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}
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