test: lock in the twin invariant -- 0 unrelated pairs disc-wide, 1 known collapse
twin_mirror_audit applies the capture-derived rule to all 166 containers: of 34 equal-count twin pairs, 18 are exact X-mirrors, 15 related another way, 1 identical, 0 unrelated. Two calibration fixes were needed first (authored halves need a tolerance, and a mirrored pair may be stored in another vertex order). The one collapse, n206_01/_02, is a grouped-pool pair -- the path distinct assignment excludes -- so it names the next target. Added a disc-gated regression test; refreshed the stale ignore message on the consistency test. Co-Authored-By: Claude Opus 5 (1M context) <noreply@anthropic.com>
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44
crates/sylpheed-formats/examples/find_mirror.rs
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crates/sylpheed-formats/examples/find_mirror.rs
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//! Does the container hold an X-mirrored copy of a resource's decoded buffer?
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//!
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//! The twin invariant (see `twin_mirror_audit`) flags `…_01`/`…_02` pairs that
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//! decode to unrelated geometry. If the mirror of one twin's buffer exists
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//! somewhere else in the container, that offset is where the other twin belongs
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//! and the pair is a mis-anchor; if it does not exist, the pair is simply not a
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//! mirrored pair.
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//!
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//! Usage: find_mirror <container.xpr> <resource>...
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use sylpheed_formats::mesh::Xbg7Model;
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use std::collections::HashSet;
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fn main() {
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let a: Vec<String> = std::env::args().collect();
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let bytes = std::fs::read(&a[1]).expect("container");
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let want: HashSet<String> = a[2..].iter().cloned().collect();
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let models = Xbg7Model::models_named(&bytes, &want, &|| false);
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let be = |at: usize| f32::from_be_bytes(bytes[at..at + 4].try_into().unwrap());
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for m in &models {
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let pos: Vec<[f32; 3]> = m.meshes.iter().flat_map(|s| s.positions.clone()).take(8).collect();
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if pos.len() < 8 {
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continue;
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}
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let anchored = m.meshes[0].vbuf_offset.unwrap_or(0);
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let (mut direct, mut mirror) = (Vec::new(), Vec::new());
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for o in (0..bytes.len().saturating_sub(12 + 8 * 24)).step_by(4) {
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for (flip, out) in [(1.0f32, &mut direct), (-1.0f32, &mut mirror)] {
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if (0..8).all(|k| {
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let at = o + k * 24;
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(be(at) - flip * pos[k][0]).abs() <= 1e-4
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&& (be(at + 4) - pos[k][1]).abs() <= 1e-4
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&& (be(at + 8) - pos[k][2]).abs() <= 1e-4
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}) {
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out.push(o);
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}
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}
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}
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println!(
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"{:<20} anchored 0x{anchored:x} direct copies {:x?} mirrored copies {:x?}",
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m.name, direct, mirror
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);
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}
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}
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