diff --git a/index.html b/index.html
index b513f78372a4ab538a41ac623d916e146fd5e1c8..02b1dbf6e7dacd8af7d68d81c2a03ccd80b1c9e9 100644
--- a/index.html
+++ b/index.html
@@ -134,7 +134,7 @@ h1{font-size:clamp(32px,4.6vw,52px);line-height:1.06;letter-spacing:-.025em;font
 .bignum .v small{font-family:var(--font-body);font-size:15px;color:var(--dim);font-weight:500}
 .bignum .s{font-size:12.5px;color:var(--dim)}
 .bars{background:var(--card);border:1px solid var(--rule);border-radius:var(--radius);padding:6px 16px 14px;box-shadow:var(--shadow);overflow-x:auto}
-.bars table{width:100%;border-collapse:collapse;font-size:12.5px;white-space:nowrap}
+.bars table{width:100%;margin-bottom:10px;border-collapse:collapse;font-size:12.5px;white-space:nowrap}
 .bars caption{text-align:left;font-size:11px;font-weight:700;letter-spacing:.06em;text-transform:uppercase;color:var(--faint);padding:12px 0 8px}
 .bars th,.bars td{padding:8px 8px;text-align:right;border-bottom:1px solid var(--rule2)}
 .bars th:first-child,.bars td:first-child{text-align:left;white-space:normal;min-width:170px}
@@ -156,7 +156,7 @@ footer .v{margin-left:auto}
 <header class="top">
   <svg class="mark" viewBox="254.5 140.5 514.25 742.25" fill="currentColor" aria-hidden="true"><path d="M511.3 140.6c-23.3 79.8-103 178.5-144.9 232.75L335.45 415.4a467.73 467.73 0 00-64.8 115.4c-65.5 193.1 80.8 351.3 237.85 351.7 21.26 1.1 42.56-1.3 63.06-7 90.8-18.87 211.87-120.04 195.47-280.9-17.9-164.8-187.55-272.65-251.8-443.84Zm10.2 374.9a61.05 61.05 0 00-67.1 81.6 61.05 61.05 0 00104.3 17.26 61.05 61.05 0 00-37.2-98.86ZM511.4 817.65l177.16-201.3-43-.15a44.56 44.56 0 00-36.2 18.47l-97.8 111.67-102.2-116.67c-16.06-18.94-38.06-12-74.9-13.4 5.7 7.3 159.75 179.73 176.93 201.4Z" fill-rule="evenodd"/></svg>
   <span class="name">Inkvec</span><span class="by">by LogoLabs</span>
-  <nav><a href="#new">What's new</a><a href="#showcase">Before &amp; after</a><a href="#versus">Results</a><a href="#how">How it works</a><a href="https://github.com/logolabs/inkvec" target="_blank" rel="noopener noreferrer">GitHub</a><a class="go" href="studio/">Open the Studio &rarr;</a></nav>
+  <nav><a href="#new">What's new</a><a href="#showcase">Before &amp; after</a><a href="#versus">Results</a><a href="#how">How it works</a><a href="https://github.com/logolabs/inkvec" target="_blank" rel="noopener noreferrer">GitHub</a><a class="go" href="studio/index.html">Open the Studio &rarr;</a></nav>
 </header>
 <main>
 
@@ -165,7 +165,7 @@ footer .v{margin-left:auto}
     <h1>Exact vectors from your logo, in your browser.</h1>
     <p class="lede">Inkvec traces logos, icons and flat artwork to SVG the way an artist would draw them: edges where the anti-aliasing says they are, circles as circles, one clean path per colour, gradients as gradients. <b>Inkvec Studio Lite</b> is the whole editor, running here as WebAssembly on your own processor. Nothing is uploaded.</p>
     <div class="ctas">
-      <a class="btn primary" id="open" href="studio/"><svg viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" aria-hidden="true"><path d="M5 12h14M13 6l6 6-6 6"/></svg>Open Inkvec Studio Lite</a>
+      <a class="btn primary" id="open" href="studio/index.html"><svg viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" aria-hidden="true"><path d="M5 12h14M13 6l6 6-6 6"/></svg>Open Inkvec Studio Lite</a>
       <a class="btn big" href="https://github.com/logolabs/inkvec/releases" target="_blank" rel="noopener noreferrer"><svg viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" aria-hidden="true"><path d="M12 3v12m0 0l-4-4m4 4l4-4M4 17v2a2 2 0 0 0 2 2h12a2 2 0 0 0 2-2v-2"/></svg>Desktop app</a>
     </div>
     <p class="cta-note" id="ctanote">Best on a laptop or desktop screen. Inside the Studio, <b>Full screen</b> is in the top bar.</p>
@@ -195,7 +195,7 @@ footer .v{margin-left:auto}
 
 <section class="sec" id="showcase">
   <h2>Before and after, with the geometry showing</h2>
-  <p class="lede" id="showlede">Brand logos, a brand icon and emoji, each rendered from its source file and traced by Inkvec and by the other engines at their best settings. The raster on the left, a trace on the right, moving together as you zoom. Switch the right side between engines, or the view to a wipe or an A/B flick. <b>Anchors</b> shows every on-curve point; <b>Handles</b> adds each curve's control points with their tangents.</p>
+  <p class="lede" id="showlede">Twenty real brand logos, and the benchmark's logos, icons and emoji, each rendered from its source file and traced by Inkvec (the current build) and by the other engines. The raster on the left, a trace on the right, moving together as you zoom. Switch the right side between engines, or the view to a wipe or an A/B flick. <b>Anchors</b> shows every on-curve point; <b>Handles</b> adds each curve's control points with their tangents.</p>
   <div class="gal"><div class="cases" id="cases"></div><div><div class="tools" id="galtools"></div><div class="viewer" id="galview"></div><div class="chips" id="galchips"></div></div></div>
 </section>
 
@@ -235,7 +235,7 @@ const esc = s => String(s).replace(/[&<>"]/g, c => ({"&":"&amp;","<":"&lt;",">":
 // runs on one core without the denoiser; its own tab always is. Say so where it matters.
 const framed = (() => { try { return window.self !== window.top; } catch { return true; } })();
 if (framed) {
-  $("ctanote").innerHTML = `Best on a laptop or desktop screen. For the whole window and every core, <a href="studio/" target="_blank" rel="noopener">open the Studio in its own tab</a>.`;
+  $("ctanote").innerHTML = `Best on a laptop or desktop screen. For the whole window and every core, <a href="studio/index.html" target="_blank" rel="noopener">open the Studio in its own tab</a>.`;
 }
 // A dropped or chosen file is handed to the Studio through this browser's own storage (the
 // Studio is served from this origin, under studio/) and never leaves the machine.
@@ -247,9 +247,9 @@ function handOff(file){
     const bytes = new Uint8Array(await file.arrayBuffer());
     const tx = req.result.transaction("files", "readwrite");
     tx.objectStore("files").put({ name: file.name || "pasted image", bytes }, "open");
-    tx.oncomplete = () => { location.href = "studio/?open=handoff"; };
+    tx.oncomplete = () => { location.href = "studio/index.html?open=handoff"; };
   };
-  req.onerror = () => { location.href = "studio/"; };
+  req.onerror = () => { location.href = "studio/index.html"; };
 }
 $("file").addEventListener("change", e => { const f = e.target.files[0]; if (f) handOff(f); });
 const drop = $("drop");
@@ -258,7 +258,7 @@ drop.addEventListener("dragleave", () => drop.classList.remove("over"));
 drop.addEventListener("drop", e => { e.preventDefault(); drop.classList.remove("over"); const f = e.dataTransfer.files[0]; if (f) handOff(f); });
 document.addEventListener("paste", e => { const f = [...(e.clipboardData?.files || [])][0]; if (f) handOff(f); });
 for (const [file, label] of [["flat-logo.png", "Flat logo"], ["crest-filigree.png", "Crest"], ["signature-bw.png", "Signature"]]){
-  const a = el("a"); a.href = `studio/?sample=${file}`; a.innerHTML = `<img src="studio/samples/${file}" alt="">${label}`;
+  const a = el("a"); a.href = `studio/index.html?sample=${file}`; a.innerHTML = `<img src="studio/samples/${file}" alt="">${label}`;
   a.addEventListener("click", e => e.stopPropagation());
   $("samples").appendChild(a);
 }
@@ -379,40 +379,52 @@ document.addEventListener('keydown', e => { if (e.code === 'Space' && hot && !e.
 document.addEventListener('keyup', e => { if (e.code === 'Space' && hot) hot.flick('left'); });
 
 // ---------------------------------------------------------------- showcase + results
-// Every number below is read from showcase.json, which tools/showcase_data.py writes from the
-// competitor run's own results.json; nothing is typed in here.
+// Every number below is read from showcase.json, which tools/showcase_data.py writes: Inkvec
+// traced afresh by the build named in it, the other engines' traces and scores from their
+// recorded runs. A case's raster and SVGs are in showcase/<key>.json, fetched when opened.
 const SHORT = {"inkvec": "Inkvec", "vtracer-1.0-simplify": "VTracer 1.0, best flags", "trazor-auto": "Trazor", "vtracer-1.0-default": "VTracer 1.0", "vtracer-default": "VTracer 0.6"};
 async function load(){
   let d;
   try { d = await (await fetch('showcase.json')).json(); } catch (e) { $("showlede").textContent = 'The showcase data could not be loaded.'; return; }
   gallery(d); results(d);
 }
+const caseData = new Map();
+function fetchCase(key){
+  if (!caseData.has(key)) caseData.set(key, fetch(`showcase/${key}.json`).then(r => r.json()));
+  return caseData.get(key);
+}
 function gallery(d){
   const v = viewer($("galview"));
   $("galview").addEventListener('pointerenter', () => hot = v);
   $("galview").addEventListener('pointerleave', () => hot = null);
-  let at = 0, other = 'inkvec', layer = 'fill', layers = null;
-  const engines = Object.keys(d.gallery[0].engines);
-  const apply = () => {
-    const c = d.gallery[at];
-    const ours = vectorLayer(c.engines.inkvec.svg);
-    const right = other === 'inkvec' ? ours : vectorLayer(c.engines[other].svg);
+  let set = d.sets[0], at = 0, other = 'inkvec', layer = 'fill', layers = null, token = 0;
+  const apply = async () => {
+    const c = set.cases[at], mine = ++token;
+    for (const [i, b] of [...$("cases").children].entries()) b.setAttribute('aria-pressed', String(i === at));
+    const body = await fetchCase(c.key);
+    if (mine !== token) return;
+    const ours = vectorLayer(body.svg.inkvec);
+    const right = other === 'inkvec' ? ours : vectorLayer(body.svg[other]);
     layers = other === 'inkvec' ? [ours] : [ours, right];
     for (const x of layers) x.set(layer);
-    if (other === 'inkvec'){ v.setLeft(imgLayer(c.input), 'raster'); v.setRight(ours.root, `inkvec · ${ours.anchors} anchors`); }
+    if (other === 'inkvec'){ v.setLeft(imgLayer(body.input), 'raster'); v.setRight(ours.root, `inkvec · ${ours.anchors} anchors`); }
     else { v.setLeft(ours.root, `inkvec · ${ours.anchors} anchors`); v.setRight(right.root, `${SHORT[other]} · ${right.anchors} anchors`); }
-    const m = c.engines.inkvec, w = c.engines[other];
+    const m = c.m.inkvec, w = c.m[other];
     $("galchips").innerHTML = `<span class="chip win">Inkvec dE00 <b>${fmt(m.de1024,3)}</b></span><span class="chip win"><b>${m.paths}</b> paths · <b>${m.coordinates}</b> coordinates · <b>${(m.bytes/1024).toFixed(1)} KB</b></span>` +
       (other === 'inkvec' ? '' : `<span class="chip vt">${esc(SHORT[other])} dE00 <b>${fmt(w.de1024,3)}</b></span><span class="chip vt"><b>${w.paths}</b> paths · <b>${w.coordinates}</b> coordinates · <b>${(w.bytes/1024).toFixed(1)} KB</b></span>`) +
       `<span class="chip vt">the artist's file: <b>${c.artist.paths}</b> paths · <b>${c.artist.coordinates}</b> coordinates</span>`;
-    for (const [i, b] of [...$("cases").children].entries()) b.setAttribute('aria-pressed', String(i === at));
   };
-  d.gallery.forEach((c, i) => {
-    const b = el('button', 'case', `<span class="th"><img src="${c.input}" alt=""></span><span class="nm">${esc(c.label)}</span><span class="wh">${esc(c.what)}</span>`);
-    b.addEventListener('click', () => { at = i; apply(); });
-    $("cases").appendChild(b);
-  });
+  const list = () => {
+    $("cases").innerHTML = '';
+    set.cases.forEach((c, i) => {
+      const b = el('button', 'case', `<span class="th"><img src="${c.thumb}" alt="" loading="lazy"></span><span class="nm">${esc(c.label)}</span><span class="wh">${esc(c.what)}</span>`);
+      b.addEventListener('click', () => { at = i; apply(); });
+      $("cases").appendChild(b);
+    });
+  };
+  const engines = d.gallery_engines;
   const t = $("galtools");
+  t.append(el('span', 'lbl', 'set'), seg(d.sets.map((s, i) => [s.id, `${s.label} (${s.cases.length})`, i === 0]), k => { set = d.sets.find(s => s.id === k); at = 0; list(); apply(); }));
   t.append(el('span', 'lbl', 'compare'), seg([['inkvec', 'raster · inkvec', true], ...engines.filter(e => e !== 'inkvec').map(e => [e, 'inkvec · ' + SHORT[e]])], k => { other = k; apply(); }));
   t.append(el('span', 'lbl', 'view'), seg([['side','Side by side',true],['wipe','Wipe'],['flick','A / B']], m => v.setMode(m)));
   const fl = el('button', '', 'Flick'); fl.title = 'Hold to show the other side (or hold Space over the viewer)';
@@ -421,22 +433,23 @@ function gallery(d){
   t.append(el('span', 'lbl', 'show'), seg([['fill','Fill',true],['wire','Wireframe'],['anchor','Anchors'],['handle','Handles']], L => { layer = L; for (const x of layers || []) x.set(L); }));
   const z = el('div', 'seg'); for (const k of [1, 4, 12]){ const b = el('button', '', k + '×'); b.addEventListener('click', () => v.zoom(k)); z.appendChild(b); } t.append(el('span', 'lbl', 'zoom'), z);
   t.append(el('span', 'legend', '<span><i style="background:var(--anchor)"></i>anchor</span><span><i style="background:var(--handle)"></i>control point &amp; tangent</span>'));
-  apply();
+  list(); apply();
 }
+const table = (rows, caption) => `<table><caption>${caption}</caption><thead><tr><th>engine</th><th>mean dE00</th><th>median dE00</th><th>DISTS</th><th>DINO</th><th>geometry</th><th>coords</th><th>seconds</th></tr></thead><tbody>` +
+  rows.map(r => `<tr class="${r.id === 'inkvec' ? 'win' : ''}"><td>${esc(r.name)}</td><td class="mono">${fmt(r.de_mean,3)}</td><td class="mono">${fmt(r.de_median,3)}</td><td class="mono">${fmt(r.dists,4)}</td><td class="mono">${fmt(r.dino,4)}</td><td class="mono">${fmt(r.geometry_mean,2)}&times;</td><td class="mono">${Math.round(r.coordinates)}</td><td class="mono">${fmt(r.seconds_median,2)}</td></tr>`).join('') +
+  `</tbody></table>`;
 function results(d){
   const us = d.engines.find(e => e.id === 'inkvec'), tz = d.engines.find(e => e.id === 'trazor-auto'), vt = d.engines.find(e => e.id === 'vtracer-default');
-  const wins = d.best_de_wins.inkvec || 0;
-  $("versuslede").innerHTML = `${d.cases} cases &mdash; real icons and emoji across ${d.families.filter(f => f !== 'brands' && f !== 'synthetic').length} families, synthetic probes and real brand logos, the selection fixed from the seed <code>${esc(d.seed)}</code> &mdash; each rendered from its source SVG, traced by every engine and scored against the render: CIEDE2000 colour difference, DISTS and DINOv3 perceptual similarity, and geometry against the artist's own file (1.00&times; is exactly the artist's number of parameters). Inkvec had the lowest colour difference on <b>${wins} of ${d.cases}</b>. VTracer is the widely used open-source tracer and the fastest thing here by far; that trade-off is shown too.`;
+  const wins = d.best_de_wins.inkvec || 0, b = d.brands, bwins = b.best_de_wins.inkvec || 0;
+  $("versuslede").innerHTML = `${d.cases} cases &mdash; real icons and emoji across ${d.families.filter(f => f !== 'brands' && f !== 'synthetic').length} families, synthetic probes and real brand logos, the selection fixed from the seed <code>${esc(d.seed)}</code> &mdash; each rendered from its source SVG, traced by every engine and scored against the render: CIEDE2000 colour difference, DISTS and DINOv3 perceptual similarity, and geometry against the artist's own file (1.00&times; is exactly the artist's number of parameters). Inkvec had the lowest colour difference on <b>${wins} of ${d.cases}</b>, and on <b>${bwins} of ${b.cases}</b> of the brand logos in the gallery. VTracer is the widely used open-source tracer and the fastest thing here by far; that trade-off is shown too.`;
   $("bignums").innerHTML = [
     ['colour difference, dE00', `${fmt(us.de_mean,3)} <small>mean</small>`, `median ${fmt(us.de_median,3)}; ${(tz.de_mean/us.de_mean).toFixed(1)}&times; lower than Trazor, ${(vt.de_mean/us.de_mean).toFixed(0)}&times; lower than VTracer (under 1 is invisible)`],
     ['geometry vs the artist', `${fmt(us.geometry_mean,2)}&times; <small>mean</small>`, `median ${fmt(us.geometry_median,2)}&times;; Trazor ${fmt(tz.geometry_mean,2)}&times;, VTracer ${fmt(vt.geometry_mean,2)}&times; (1.00&times; is the artist's own file)`],
     ['DINOv3 similarity', `${fmt(us.dino,4)}`, `1 is identical; DISTS ${fmt(us.dists,4)} (Trazor ${fmt(tz.dists,4)}, VTracer ${fmt(vt.dists,4)}; lower is better)`],
     ['seconds per case', `${fmt(us.seconds_median,2)} <small>median</small>`, `native command line; VTracer ${fmt(vt.seconds_median,2)} s, Trazor ${fmt(tz.seconds_median,2)} s`],
   ].map(([k, val, sub]) => `<div class="bignum"><div class="k">${k}</div><div class="v">${val}</div><div class="s">${sub}</div></div>`).join('');
-  $("bars").innerHTML = `<table><caption>${d.cases} cases, ${esc(d.date)}</caption><thead><tr><th>engine</th><th>mean dE00</th><th>median dE00</th><th>DISTS</th><th>DINO</th><th>geometry</th><th>coords</th><th>seconds</th></tr></thead><tbody>` +
-    d.engines.map(r => `<tr class="${r.id === 'inkvec' ? 'win' : ''}"><td>${esc(r.name)}</td><td class="mono">${fmt(r.de_mean,3)}</td><td class="mono">${fmt(r.de_median,3)}</td><td class="mono">${fmt(r.dists,4)}</td><td class="mono">${fmt(r.dino,4)}</td><td class="mono">${fmt(r.geometry_mean,2)}&times;</td><td class="mono">${Math.round(r.coordinates)}</td><td class="mono">${fmt(r.seconds_median,2)}</td></tr>`).join('') +
-    `</tbody></table>`;
-  $("vtnote").innerHTML = `Means over the ${d.cases} cases, except seconds (median, measured on a machine doing other work at the same time; treat them as approximate). Source: <code>out/${esc(d.run)}/results.json</code>, written by <code>bench/crosscompare_competitors.py</code>; this page's figures are computed from it by <code>tools/showcase_data.py</code>. Method and every case: the <a href="https://github.com/logolabs/inkvec#results" target="_blank" rel="noopener noreferrer">README</a>.`;
+  $("bars").innerHTML = table(d.engines, `${d.cases} benchmark cases`) + table(b.engines, `${b.cases} brand logos (the gallery's brand set)`);
+  $("vtnote").innerHTML = `Means over the cases, except seconds (median, measured on a machine doing other work at the same time; treat them as approximate). Inkvec was traced by the current build (<code>${esc(d.inkvec.git)}</code>, ${esc(d.traced)}); the other engines have not changed, so their traces and scores are from their recorded runs (the benchmark's on ${esc(d.date)}, <code>out/${esc(d.run)}/results.json</code> from <code>bench/crosscompare_competitors.py</code>). The brand logos are twenty real marks from an external dataset, not part of the repository, rendered and scored the same way. All of it is computed by <code>tools/showcase_data.py</code>. Method and every case: the <a href="https://github.com/logolabs/inkvec#results" target="_blank" rel="noopener noreferrer">README</a>.`;
 }
 load();
 </script>
diff --git a/showcase.json b/showcase.json
index b880823522e75651d3d92ad2af2817f9d33c035c..5f966f830647b13facf1a0bf2f42b8e0650aca6b 100644
--- a/showcase.json
+++ b/showcase.json
@@ -1 +1 @@
-{"run":"crosscompare-competitors-2026-09-25","date":"2026-09-25","seed":"crosscompare-2026-09-15-v1","cases":21,"families":["brands","fluent-emoji","lucide","material-icons","noto-emoji","openmoji","simple-icons","synthetic","twemoji"],"engines":[{"id":"inkvec","name":"Inkvec","n":21,"de_mean":0.11598414710412423,"de_median":0.05346144735813141,"dists":0.01684944686435518,"dino":0.9947508147784642,"geometry_mean":1.4790657486960306,"geometry_median":1.038728897715988,"coordinates":467.7142857142857,"seconds_median":0.564837499987334,"seconds_mean":0.7060960714283976},{"id":"trazor-auto","name":"Trazor (PhenX/Trazor, MIT)","n":21,"de_mean":0.5182975897831577,"de_median":0.226552352309227,"dists":0.04785776989800589,"dino":0.9711342624255589,"geometry_mean":7.6338167938788475,"geometry_median":2.0961538461538463,"coordinates":1171.7142857142858,"seconds_median":1.7459360000211746,"seconds_mean":1.7677349666649076},{"id":"vtracer-1.0-simplify","name":"VTracer 1.0.0-alpha.4, best flags (--simplify)","n":21,"de_mean":1.264425209590367,"de_median":0.5786392688751221,"dists":0.06364915768305461,"dino":0.9538261265981764,"geometry_mean":4.957812730157383,"geometry_median":2.693048128342246,"coordinates":1239.3333333333333,"seconds_median":0.042943400010699406,"seconds_mean":0.04350283333943004},{"id":"vtracer-1.0-default","name":"VTracer 1.0.0-alpha.4 (default)","n":21,"de_mean":1.3025437990824382,"de_median":0.5983838438987732,"dists":0.050760584218161445,"dino":0.963265373593285,"geometry_mean":9.055890547225113,"geometry_median":4.34640522875817,"coordinates":1943.2380952380952,"seconds_median":0.04223419999470934,"seconds_mean":0.041051433332974},{"id":"vtracer-default","name":"VTracer 0.6.15 (PyPI, default)","n":21,"de_mean":1.3025041811522984,"de_median":0.5982004404067993,"dists":0.05079895257949829,"dino":0.9633089076905024,"geometry_mean":9.055285220348601,"geometry_median":4.34640522875817,"coordinates":1942.952380952381,"seconds_median":0.029981100000441074,"seconds_mean":0.034969528567411805}],"best_de_wins":{"inkvec":21},"gallery":[{"key":"brands__shinhancard_com","label":"Shinhan Card","what":"brand 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","m":{"inkvec":{"de1024":0.15813124278120935,"dists":0.013822317123413086,"di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\ No newline at end of file
diff --git a/showcase/brand__115animal_com.json b/showcase/brand__115animal_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..99aca398df8a3d75ee6b70d039fac08fce8012b1
--- /dev/null
+++ b/showcase/brand__115animal_com.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__12onyourside_com.json b/showcase/brand__12onyourside_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..01535a69604b54db70afd94f3c3b886cf5085ffb
--- /dev/null
+++ b/showcase/brand__12onyourside_com.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__12port_com.json b/showcase/brand__12port_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..1b7adf1cbca8a04cb21ed6d409653251b86905cf
--- /dev/null
+++ b/showcase/brand__12port_com.json
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diff --git a/showcase/brand__1jour1actu_com.json b/showcase/brand__1jour1actu_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..534ec331d4de05c4a232cd2c204ba2030ab9b06d
--- /dev/null
+++ b/showcase/brand__1jour1actu_com.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__3-gis_com.json b/showcase/brand__3-gis_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..31f31664d15b3123143f54537c51ad39ca9e054e
--- /dev/null
+++ b/showcase/brand__3-gis_com.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__365retailmarkets_com.json b/showcase/brand__365retailmarkets_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..cfd5a2504fc14dd3ab398047012704baa3c8f78c
--- /dev/null
+++ b/showcase/brand__365retailmarkets_com.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__5avshop_es.json b/showcase/brand__5avshop_es.json
new file mode 100644
index 0000000000000000000000000000000000000000..381abe220a7dff2886669e711219285cbdb1b1be
--- /dev/null
+++ b/showcase/brand__5avshop_es.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__5corunafs_com.json b/showcase/brand__5corunafs_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..e2c15befa5c2a5ffad4d80b3d999ac2e417932fc
--- /dev/null
+++ b/showcase/brand__5corunafs_com.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__724canlidestek_com.json b/showcase/brand__724canlidestek_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..00db550f50532de09bf3cd6d2b280807bd8456db
--- /dev/null
+++ b/showcase/brand__724canlidestek_com.json
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Kcz+vffyXUlVVjasJAgCY2eH/1Oo/F9AYR6Z5YICZeC+fflK+/Mtq8ys2ij8gAIAZD4Ap13/+OXif9oEBzY8Jnn26Nny6+ffp/UEAAJPuzacQALVWBM/UDwwoSxGRl56v/+GNmqrnIoIAAKbQC0/6DICpvTMYcxA/tQMDYhTv5eMPy5d+WS3L1Kb1NgIgANC9ATD54b/VW1VvmdqBAc5JvWbHnqn941MpyxrFHxAAwFRM/gsAm9q2ceMn0OQODChLE5Hjx+p/fKuu6lj5AwIAmHL3W07yL0Sx2NKf4J8HBnz5ef3ShaBYmvf6wXvly8er0RKRBit/QAAAU+z+J1vNj9ZoecmleWDAu2/XX/7lyUsfGOC8jo7IsSOjJ7/UsqxGNn0AAQBMNQDmuP5zYQZEaxw98sX/fPOMjHNgQLO7f+7I6PvvNkyE0j8IAGDqJvs1b8vrP99Uj42eo0998dnfa6pf1/ov7P2dkz++Vf/ty3UxVv60/diDJiAA0GYzgDLWZ27cHaM2yuG//FlffO5ErRq91/PzADNxToZP2Qs/r50+7cyqDP/bmmqgEQgAzG3vP7kzAMyixZkdd1uUsqw+f/TLt95oFoLswgHjs8+MfvAfdbMYI70/CABgFof/09v8Z+Jjw1K055mffP7eH6vOaYzN7f714/9Vvv6bumo2Oz8GZtRViykBEQCT7K9ogtaa7BcAkzn+dxo/VZRYnv30k/Dcz7/68vPSOXFOalX51fOjI2cDxZ/O0D9AGxAAk5FnPPZzOQNo3fYPl1dGq9fPvvHaiWeePNH8J2//vvbqS/UYGxR/OkOD60gATMoVi7ljWtv7T65Dn/VVN9H77LVXv3r3nTOffFwe/Vk1CT0iLPvvENdcy/59Y+Pl+DgzgEKpAs3V8F+a+z/PKjWpjYy4488O9/fpyS/7GuUJij8dY3Ahl5IAQJsEwGzWf/4ZOaU5jX980ztXipxgy4dOkiRczbFRAhrbwkXMGVsaAHFSATAXX12ZpWlvCD3eZ8bcr4Oo2uBCOjpmAJPR08sd08KuNcZJ1NNt1us/ImYh5N5XotWcCMWfzuKvvIrHmQCYjCynDVrYu873+o9Tn6a9Is6isOy/024/KRcwAxjvzqcJxrTkWs/O760yqS8AZmf5/7cyJ0l7VVOuVIfO5iVJmdIRAJOxeIkT4TVAi/rXSQSAxVn+8tYsCUUIBdepUy1Y5JX+nwCYlP4Bxx4Arer+J17SMStldt/AOheStJcHoYMtov5DAExWmmlvP43TkgCYRI6Ws/76N0l6VRMuUycHwFVM5QmAybvqahqnBSZzBoDN5qzLzBKfe0/xp8NHICwBIgCmYsm1NM6szgDirNZ/zDkfkh6lPNzRVP21y5gBEABTCIBrWAg0/d5/EmcAzPL6nyT0OMfKn86/B69mIyACYAquXRb4TmLWhv8ms7f838yCz0Mo+OCr4/X0iqOTIwCmYNGVTj0LgaZl4t/0xtiYrfqPOeeTpEc1sN9fx1u8xLGxBwEwFZUeXbyY9pmlGcAs1n80SXqcy+j9u8GSa/kIgACYqhtWM0icTu8fbWKtN2vL/00s+Cx4ij/dYvl1vAAgAKbYf8mNq4MqN9AsDP9nZ/m/OQ0hVFQ9ud4l9+DylTy/BMDUKgUq1y4Ls78xWTcGwCzt/6xJKLzPuDRdoqjIFXwFRgBM2cCg9g1QK5iiCY7rZ6v+01z5U6H40z0WX03vTwBMZ8ToZNWN3ENTG/5P9AXA7Lz+dRqSpEJBr6vuwWXXBZYAEQDT6cVs3e0pY8YpNd1kPgCeeUlS4bOv7hq9qVtxfWAJEAEwnXtIV64KLvA1wKTNq/pP8Iln5U/XPbxh5SomfATA9PT265JrWDQyhbnThFKzjLWZ/kmcuhCan32hi/QNNPp5gUcATN/a21K6j8l2/xN7ATAL239qCM0tP4nw7nLjTYE5HwEw/YmkrL89Zc/ISQbAhLr1GBsz3S0Hn4bQyxXpvsfWVt3MCwACoBWuXOwWLCrVMYScqAmu6482s+t/nLok6XGO2VsXDkHkxjWc80MAtKSNvNx+Z+qED4haOwOY2e0/VTQJFedyYyVg9+lf4AYGGf8TAC1yx+bUhE+CJ9j7T+gMgDKWM1r/8T4NSQ+XozvvwZtvZdpHALRuOnnFYnf9jZEXia0b/s9s/ae54bPw2VdX8i67bSPffBAArSomqKjK1h0ZXxJNqGefwBcAJlFmrP6jqkmoOJ8LxZ9ufFothBp7wBEALbb6liSkddqhJTOAGV3/E3wWQg+9f7fefnrD6pAXvAAgAFqqqOimOxNWFl/u8bv8FkBmNnP7/6hqEnq5sbt4BuBvvY31PwRA67s22bI9E+FNwCWH9hNYAGpWzlz9J0kqzqdco27t/S0k5Y03swccAdD6e0uuXe6XLnc02mU698v/mcYMTaS8T5LQx7rPLr79dPlKt3CR4xMwAmBG7NqbJ0mFAeZ4D2CM5eUe0cv/makmtKbpgHJLd3N35sIdW/hehwCYGTHKreuThVeMsDXQeJ27XP4FQDlD8ZmEHu9SI5u7eI6eZuWaW6n/EAAzNb6QNNN79mU2S0cYtl0ATOQFwIy8/vU+TRKKP11+/+mt60P/APUfAmAm3bYxXXilKi03xgypcdkpwkzUf5rFHxZodXv378u7d/GlDgEww9JMdu8tgisc28N9KwDssi8AZmTmlCR93rHyp9u7smuXh+WcAUkAzPw4V+7akfYtGBFhuHFh5z7B9T8t/td6n6ZJ74zuK4e2sHlrKirUfwiAGW4yJ6Jy4IGKU04Km9TwP7a+/qOapQMM+hh+DA7Kprsyen8CYHZGu3LrbWH5qpr3maMJJzYDiK0f/sc06XMuIYa7e0BmzqW79mZpyvYfBMCsUJU01XuGcufqIiwJnVAAWGxtAJh3WRJ6WfnT3U+iiaQLFtW3bE9jacwACIDZs2ZtsnptMIuq3d4HXfYMALOyxWV61TQd5Cbs+htPzeKOPXmaqfN0/wTA7N164pwM3ZdeuVjMtMurELNe/4lZ0u8ce351+0PofXbtsrhhE8sxCIDZnnyKRVl2XbhzW6KqXf5dwGW/AGjp61/zPg+hl9J/tz+C6nxS3XZP3tunFAIJgFm//5yIyJ13p4uXaJdXoi89A2jt9p+qLksX0PvDzG5dHzbdlYqw+pMAmJtbUCo97tBDeZI2b0Hryka4zBkArav/qEhMk37lrMeuf/JUJUllx56crp8AmMNJqMRoa9YmW7enZiriujADLte/W2zZ+p8YQhECu7F2+UNnqs5Mt25Pl1/nI58AEgBz2YJOzeTAg8WyFc1XwV3XpJeu/0QrW7U8W9WlyQC3XNdPu9XMlq3QAw8WZsKHOATA3EtTeeDhIs3FudBtewRd+gVvi05/VBHL0kE24oaIZIU88HCRppT+CYB5MSeVWMrKVWHovqzoqatm3VOjuMz+/mbWivU/JmUIhfcFxR8mAKq2c0+2clWYmYOFCABMoR29mMnQgfz2zYlZtXveUl56f7fYot3/nfo09NH7QzWsWBnuPZibiWMpAAEwr+YBIjK0P1+5Kqi6LikEXbr+U7bg9a+axDQdUEfxh0fMVHX3fZn3FH8IgPmnLKWv392zL+vri6pZN2RAHH+Bv1mc/vJ/kzIJPcEX3F3d3lU5SULv5rv1plsCK38IgPnIe4lRbl6b3HFXEKl2/IEBl34B0Irl/+ZcSJM+bi2IJH2DZ/YdypNEWflDAMzfcYqI7N6Xr1odnPrO3ifucut/phsAJpIlA3z2BRGLsX74e5WBQbosAmCed4ulFRXdsz9fvqqWJoMdnAGX+AJg2vUfNYlp0uN9zh3V5VTNuXTHvenqWxMRNv0nAOZ5m3otS7vhpnDPUJ7mJ53LOzUDTMYNgGmv/4neJUmg+EPvb87lCxbV792fn/sntAoBML95ryKyZm0ytL8QMe3Ee9asHH8LPJvu918qadLf5XusQkRUVcR27Ml7epWunwBoGzGKc7Jhc1i3ISZhwHdcHfsS9Z9ocToTdZOYhF6KP/BekjCwbsPXO/5T/CEA2qdlnViU3j63a2/e03tatdO+Yr3EG+AY6yJTHK2ZmHdpEnq5hbp+7G+qRU/v6V17894+FYo/BECb3cFORGTpCj90MCvLqnTW7Tv+DMBsGgtAVTVN+ij+QETKsjp0MFu6gmVgBEAbD2Rk/cZk812+yDpnRZBZOd4ZANHKKU91TCwJFe8zbpuun0Cb02zzXX79xoSBPwHQxmKUoqI79mRXLD4dfE9nFILiJV4ATHX5v4l5nyShR4QnvsuZSprm1R17sqKifPdLALT1WEbMZMlS/51HiiQ90xltPhP1HxVNQg8bPkPERaut35guWerZ8Z8A6BDLV/pD3614n3ZAIWi8N8BTrv+YWRIK9vyBc+ZcWLrc33uAZWAEQEdQba4K1TvuTNduKEPobetC0CW2AJra8n8z8z4JoYcbsuufFFPNip76rr3ZgkUuRlb+EAAdMq6R5g7mBw8XReVMWxc6xivymMWpHf+i6tKkx7mEHf+7nJkzq96+OdmwKY3RKP4QAB01D1CVRVe47zxSUVVVa9P+btz6z9SG/2JJ0jztC93e/6vGlavC0P5cvv4GGARAx1l3e7L5bk1Cr4hrx/cB450BcOnT4cd75oNLE4o/DI/URJyZ3bMv6+un+EMAdOwoR1Rl36G8b/CMqoi12SUY7wWAWWlT2f7TJUmPKsUfngunKqvXpjevTZrbqIAA6MihjqjKwKA7/L1Kf7+IRmmrScD49Z+prP4MPvM+p/fv+ofCRGN/vxx+pBCh9ycAOnusYyIiq29N9t2fi4iYtlEPOF6dZ/LL/81pSJIKNyGa8+B99+dXXOViyWiAAOjs4c654uaW7en6jYmqts/WNzbmGQCX3Bp6vImQS0LhXMbwHyK2fmOyZXsaozhP7Z8A6JoYeOC7xcKFJhLb4m1wjGN39FOo/3ifh6TCbQARW3ilPPBdij8EQFfd9SZ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diff --git a/showcase/brand__7forallmankind_eu.json b/showcase/brand__7forallmankind_eu.json
new file mode 100644
index 0000000000000000000000000000000000000000..dbf324dc1aac33487542ad6f3077648e179d33e4
--- /dev/null
+++ b/showcase/brand__7forallmankind_eu.json
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diff --git a/showcase/brand__9marks_org.json b/showcase/brand__9marks_org.json
new file mode 100644
index 0000000000000000000000000000000000000000..ab9be1578820b5ed9369fdafce6870d3484c68b6
--- /dev/null
+++ b/showcase/brand__9marks_org.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__aandeheikant_be.json b/showcase/brand__aandeheikant_be.json
new file mode 100644
index 0000000000000000000000000000000000000000..b1c9b8cfab0e5cad31063bb6cbec14037a7a4840
--- /dev/null
+++ b/showcase/brand__aandeheikant_be.json
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diff --git a/showcase/brand__abillionveg_com.json b/showcase/brand__abillionveg_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..0edc2d7cc0a0a64f28f2e07573bf6d0fedbe3f72
--- /dev/null
+++ b/showcase/brand__abillionveg_com.json
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diff --git a/showcase/brand__aboutkidshealth_ca.json b/showcase/brand__aboutkidshealth_ca.json
new file mode 100644
index 0000000000000000000000000000000000000000..032461621a04bced6d9fd9f05e31b9f11888e86b
--- /dev/null
+++ b/showcase/brand__aboutkidshealth_ca.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__abplastics_com.json b/showcase/brand__abplastics_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..72ff1feb8c155173dfd706b82c200ad557b99cf1
--- /dev/null
+++ b/showcase/brand__abplastics_com.json
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diff --git a/showcase/brand__abrinor_fr.json b/showcase/brand__abrinor_fr.json
new file mode 100644
index 0000000000000000000000000000000000000000..9b83ff691a9a64ecf73ab379db16798b1242d4b4
--- /dev/null
+++ b/showcase/brand__abrinor_fr.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__acceleratetech_net.json b/showcase/brand__acceleratetech_net.json
new file mode 100644
index 0000000000000000000000000000000000000000..9882b51203a6a1415b519035e5f69b01126f83d7
--- /dev/null
+++ b/showcase/brand__acceleratetech_net.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__acmc_gov_au.json b/showcase/brand__acmc_gov_au.json
new file mode 100644
index 0000000000000000000000000000000000000000..1dfa522198b1256b0ea70c2eb08e28ff2d9160b1
--- /dev/null
+++ b/showcase/brand__acmc_gov_au.json
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diff --git a/showcase/brand__acs-logistics_at.json b/showcase/brand__acs-logistics_at.json
new file mode 100644
index 0000000000000000000000000000000000000000..59e832781e93a1cd2417104e94007222d1422863
--- /dev/null
+++ b/showcase/brand__acs-logistics_at.json
@@ -0,0 +1 @@
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diff --git a/showcase/brand__adamo_es.json b/showcase/brand__adamo_es.json
new file mode 100644
index 0000000000000000000000000000000000000000..f96ac8dc287de055b270999fbd6c582839ce54b2
--- /dev/null
+++ b/showcase/brand__adamo_es.json
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diff --git a/showcase/brands__jurlique_com_au.json b/showcase/brands__jurlique_com_au.json
new file mode 100644
index 0000000000000000000000000000000000000000..b84c6e70bc405fcec7a84847a8d35831b3aaec7f
--- /dev/null
+++ b/showcase/brands__jurlique_com_au.json
@@ -0,0 +1 @@
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diff --git a/showcase/brands__sangchaimeter_com.json b/showcase/brands__sangchaimeter_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..fdeba3f883406bb5da6e73a4570fe8c75a9a74f0
--- /dev/null
+++ b/showcase/brands__sangchaimeter_com.json
@@ -0,0 +1 @@
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diff --git a/showcase/brands__shinhancard_com.json b/showcase/brands__shinhancard_com.json
new file mode 100644
index 0000000000000000000000000000000000000000..9d22d2926f605d7857602046789fccbd16229f6d
--- /dev/null
+++ b/showcase/brands__shinhancard_com.json
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diff --git a/showcase/fluent-emoji__Face_with_medical_mask_Color_face_with_medical_mask_color.json b/showcase/fluent-emoji__Face_with_medical_mask_Color_face_with_medical_mask_color.json
new file mode 100644
index 0000000000000000000000000000000000000000..e09149704bf7b6188cb03b5d32a34a29e77d6de5
--- /dev/null
+++ b/showcase/fluent-emoji__Face_with_medical_mask_Color_face_with_medical_mask_color.json
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diff --git a/showcase/noto-emoji__emoji_u1f478_1f3fd.json b/showcase/noto-emoji__emoji_u1f478_1f3fd.json
new file mode 100644
index 0000000000000000000000000000000000000000..cce70056b71c43a3f3f27aae19bcc487df2facbe
--- /dev/null
+++ b/showcase/noto-emoji__emoji_u1f478_1f3fd.json
@@ -0,0 +1 @@
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diff --git a/showcase/openmoji__1F334.json b/showcase/openmoji__1F334.json
new file mode 100644
index 0000000000000000000000000000000000000000..0fd40104a96258201715bbbda989f4e2d965cd39
--- /dev/null
+++ b/showcase/openmoji__1F334.json
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diff --git a/showcase/simple-icons__barclays.json b/showcase/simple-icons__barclays.json
new file mode 100644
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--- /dev/null
+++ b/showcase/simple-icons__barclays.json
@@ -0,0 +1 @@
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diff --git a/studio/STUDIO_THIRD_PARTY.md b/studio/STUDIO_THIRD_PARTY.md
index d9900ac6a1f962ae8b4ad9545fa472d6f38452e9..998f132008a3eb947da3c592370089d1a681e547 100644
--- a/studio/STUDIO_THIRD_PARTY.md
+++ b/studio/STUDIO_THIRD_PARTY.md
@@ -3,7 +3,7 @@
 Generated by `studio/tools/third_party.py`. Regenerate it after changing dependencies.
 Inkvec Studio itself is licensed under Apache-2.0 (`LICENSE`); Inkvec Studio Lite, its browser build, is the same code and the same licence.
 
-439 Rust crates are compiled into the app (315 in every build; the rest only with the optional denoiser, or only on the platform the Build column names).
+450 Rust crates are compiled into the app (315 in every build; the rest only with the optional denoiser, only on the platform the Build column names, or only in the browser build).
 
 Not under a plainly permissive licence, with the smallest build that compiles them. None is copyleft in a way that reaches this app: MPL-2.0 is file-level and these crates are used unmodified.
 
@@ -67,6 +67,7 @@ Not under a plainly permissive licence, with the smallest build that compiles th
 | `clipboard-win` | BSL-1.0 | default |
 | `color_quant` | MIT | default |
 | `concurrent-queue` | Apache-2.0 OR MIT | linux |
+| `console_error_panic_hook` | Apache-2.0/MIT | browser |
 | `const-oid` | Apache-2.0 OR MIT | default |
 | `cookie` | MIT OR Apache-2.0 | default |
 | `core-foundation` | MIT OR Apache-2.0 | macos |
@@ -198,6 +199,7 @@ Not under a plainly permissive licence, with the smallest build that compiles th
 | `itoa` | MIT OR Apache-2.0 | default |
 | `javascriptcore-rs` | MIT | linux |
 | `javascriptcore-rs-sys` | MIT | linux |
+| `js-sys` | MIT OR Apache-2.0 | browser |
 | `json-patch` | MIT/Apache-2.0 | default |
 | `jsonptr` | MIT OR Apache-2.0 | default |
 | `keyboard-types` | MIT OR Apache-2.0 | default |
@@ -288,6 +290,7 @@ Not under a plainly permissive licence, with the smallest build that compiles th
 | `rustls` | Apache-2.0 OR ISC OR MIT | default |
 | `rustls-pki-types` | MIT OR Apache-2.0 | default |
 | `rustls-webpki` | ISC | default |
+| `rustversion` | MIT OR Apache-2.0 | browser |
 | `same-file` | Unlicense/MIT | default |
 | `schannel` | MIT | default |
 | `schemars` | MIT | default |
@@ -391,12 +394,20 @@ Not under a plainly permissive licence, with the smallest build that compiles th
 | `vswhom` | MIT | default |
 | `vswhom-sys` | MIT | default |
 | `walkdir` | Unlicense/MIT | default |
+| `wasm-bindgen` | MIT OR Apache-2.0 | browser |
+| `wasm-bindgen-macro` | MIT OR Apache-2.0 | browser |
+| `wasm-bindgen-macro-support` | MIT OR Apache-2.0 | browser |
+| `wasm-bindgen-rayon` | Apache-2.0 | browser, threads |
+| `wasm-bindgen-shared` | MIT OR Apache-2.0 | browser |
+| `wasm_sync` | MIT OR Apache-2.0 | browser, threads |
 | `wayland-backend` | MIT | linux |
 | `wayland-client` | MIT | linux |
 | `wayland-protocols` | MIT | linux |
 | `wayland-protocols-wlr` | MIT | linux |
 | `wayland-scanner` | MIT | linux |
 | `wayland-sys` | MIT | linux |
+| `web-sys` | MIT OR Apache-2.0 | browser, threads |
+| `web-time` | MIT OR Apache-2.0 | browser |
 | `web_atoms` | MIT OR Apache-2.0 | default |
 | `webkit2gtk` | MIT | linux |
 | `webkit2gtk-sys` | MIT | linux |
@@ -494,6 +505,23 @@ JavaScript API and three of its plugins, all MIT OR Apache-2.0:
 
 `vite` and `typescript` are build-time only and are not distributed with the app.
 
+## The browser build
+
+Inkvec Studio Lite is this app's interface and its shared core compiled to WebAssembly.
+The crates only it compiles are marked `browser` above (`browser, threads` for the build
+with a pool of Web Workers); the JavaScript glue `wasm-bindgen` generates for them, and the
+worker helper of `wasm-bindgen-rayon`, ship in the site under the same licences.
+
+Its denoiser runs in ONNX Runtime Web, which the page does not bundle: the first time the
+denoiser runs, it loads the pinned release from jsDelivr, and the browser caches it.
+
+| Component | Version | Licence | Source |
+| --- | --- | --- | --- |
+| ONNX Runtime Web (`onnxruntime-web`) | 1.30.0 | MIT | https://cdn.jsdelivr.net/npm/onnxruntime-web@1.30.0/ |
+
+ONNX Runtime includes third-party code of its own; Microsoft lists it, with its licences,
+in `ThirdPartyNotices.txt` at https://github.com/microsoft/onnxruntime.
+
 ## The engine
 
 Inkvec itself, and every crate in this repository, is Apache-2.0. Its own dependency
diff --git a/studio/assets/brand__115animal_com-CAx6Qqz8.js b/studio/assets/brand__115animal_com-CAx6Qqz8.js
new file mode 100644
index 0000000000000000000000000000000000000000..3d82d286022be64124d92835c9e69c0bb1fa6961
--- /dev/null
+++ b/studio/assets/brand__115animal_com-CAx6Qqz8.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__12onyourside_com-CQk6B7n1.js b/studio/assets/brand__12onyourside_com-CQk6B7n1.js
new file mode 100644
index 0000000000000000000000000000000000000000..b221afbaa38eee8ec594c6ba8299fb4dd71c933d
--- /dev/null
+++ b/studio/assets/brand__12onyourside_com-CQk6B7n1.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__12port_com-BZFXQKmz.js b/studio/assets/brand__12port_com-BZFXQKmz.js
new file mode 100644
index 0000000000000000000000000000000000000000..49351ace1c49cf063981c4433ee9dc39d74a7110
--- /dev/null
+++ b/studio/assets/brand__12port_com-BZFXQKmz.js
@@ -0,0 +1 @@
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diff --git a/studio/assets/brand__1jour1actu_com-DzFAB0ua.js b/studio/assets/brand__1jour1actu_com-DzFAB0ua.js
new file mode 100644
index 0000000000000000000000000000000000000000..cc0fede80f091735fcdbad86107918e72869c1c4
--- /dev/null
+++ b/studio/assets/brand__1jour1actu_com-DzFAB0ua.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__3-gis_com-CROuP5fE.js b/studio/assets/brand__3-gis_com-CROuP5fE.js
new file mode 100644
index 0000000000000000000000000000000000000000..f2658d6ddea7b9c45750086e61ea732d260f839e
--- /dev/null
+++ b/studio/assets/brand__3-gis_com-CROuP5fE.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__365retailmarkets_com-SYAWh--v.js b/studio/assets/brand__365retailmarkets_com-SYAWh--v.js
new file mode 100644
index 0000000000000000000000000000000000000000..f0237afcd988121377cd5749bb3cf4f5c8ba55b6
--- /dev/null
+++ b/studio/assets/brand__365retailmarkets_com-SYAWh--v.js
@@ -0,0 +1 @@
+const 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vb7KfXdIwv3TpUjQOPzg4eP/+/YPQCEiXnslQcIWYzw7/ZofoS/5V1LGeHNWBgYGmpqb29vbl5eVkJWNU6ZmamhoYGKhcldml0j/bU5fs7pU914VCoaWlpbW1dXl5OelpjL5FX1/f5iL/9GsWi8X0Bdnc3Bz1dm7+M1oJlLzvwMDA5plaW1tL1s2kL7NisTgxMVFDv3TjWwAH4WFb2SZIFABdr25ZNdbAraHff//9dLGedLNkr6SoshP9TltbW7Rh5LbVzOXl5WwjOrrQd7SV9MjIyF//+tfdHpxMW1hYiO7wXC6XvouyPe/9/f3pT5jL5ZIZWQMDA2+99Vb6+26WL+nRtuz+kTdv3iz38aJJuq2trTMzM+kCK3nrnp6ewcHB9BdZXV1dXl7e90ZAe3v7joaCoyGWnp6eajoZso3LqHaSHId8Pp9tKFS/Sjk5xW1tbTvtrixZ+keVp7W1tehcNzc3R02E9vb25FxHazyTPpnkqKavpWiH197e3pKFdTZ0sx+vubm5v7+/t7f39ddfT1/hc3Nz9QRA7dNAd3Vj/dpkR3T37ENeSkk6H6KTd+XKlWomYGT3mUhKw3LlyOzs7I7mdyf9uclodtQcSReaezYHvGS/QbrPYW1tLfow2RxNf7tbt25FX2pkZKSeZlx0KqPSP218fDz6rwMymXV4eDg65hWWWWSHf6tM8fQ/h4aGynU0Zee9VDlp7cqVKzdv3qxhsOr8+fPblv7JLRzdd9kOonJVkOS41fzQjmxxUe7oJZ8q+tt6Zv19p1EX2YmXwwF0/8v9WZoQ1esHBga23cE/qQptXqm5XG5gYKC3tzd9uS8sLGQb0aOjo9mtIEoWjsPDw9GFdfHixeXl5ZGRkejaTV6z/hHUu3fvVuhxyibl5hcvd1smUVrhHXO53Pj4eF9fX/qgVTn1pWRnWjp6W1paKhznXC4XzWet0I+3lwqFwsjISLrQn52dLbkUOTv8W2ULprm5OX1kKg8bZHultn39Comybekf9er09/dnXypbzxgfH992Pebs7Gz6xpmdna2t6Zyd7ln5UPf09Gw7bLbXAZDtAvrWu1v++em7+zxPNITQdSx89cFev2mxWPzZz342MjJy5cqVyrMpNqtR2bZnIp/P5/P5qKshKa//8Ic/VHjlZMuKkoVge3v7rVu3onZl0l1bT9My8frrr+/0T2ZmZtKfM0q7aFVdSUklMd3pUc3Ul3J9DhV6h0qG/QGsBiXJFA0FlwuAck2xynb7KFX/SSqX/uWaj9kRsmqutIGBgXT7dWFhobYA6OjoSPc+LS8vVx6nqXIxx54GwOKjEM5sUxnf+wA4OO2S9fX1ZG7itvPeKrc9k9MftfuSnUc3q2BRlSp5wQpV4GQy3GuvvZauJC4sLNQfADstp65evZqucq6trUU1nVdeeaVCq+If1ZHDh9MB0Kjq0rYO4J5Lm0XVtuMTUU90yRXajTrRO/r92tY9ZUd0e3p6yhWdUQC0tbVV058T9aTVfJllL5vOzs7e3t6kZb+rE/NqD4CdjvruQXf8/Sf1fsiaRdteJvdSdrbA7OxsMohU+V7d9pQPDw9Hw5hLS0ubL1soFDYrWclk/207iJKOl3Q1pFgs1raJfG3a29uvXr1aeU/TUGuHfqO6Yj766KPi371YG6W1tra2trZG/RVRAETDvzX3Aa6srGwuN2lI9NbQYpibm8tuKVghz6LPWSwWa2i8Jt+9hvI66WrLlhWbAdbU1NTW1pasBG5ra/v+97+//wFw4uXwSeq2Wv9/8S/s/aqr7Fvs19KEzWkn2UHOiYmJzZK65B791bQ9s1M70gFQW3dHoVCI7pnV1dW9CYDp6emSnWONKmTrfJ2NjY2pqanqHwB3YBsB6Utxbm4u2sqw5v6fdKtxdHS04e2tnQZAuRUJg4ODd+7cKZlqjdp8sOYrZGZmJmqCRy+bbqMkK4H6+/vrbxzUPgsoqlyXWBf23S3//OThrl/ii48OSgCkW53ZqZ+bff0lr+wqT2q0orj+uy77vvVXnIdKyZb15WbLHIRB1GQKebQJwYsoW6NP95BEw79Ji2FHr3/+/Pm+vr7d6G3b0bOMkoK+XDU/mlNwcK60XC738OHDKofck5VAnZ2dv/jFL/azBZCtgG+ZdH8sXpa1+MXuDgNEGXPq2IG48fr7+y9dupTO9mKxmBSC2fNd/bTxPehurr/IKzmKsLGxEVV25ubmhoeHs62N7HesbVp9PWOz2SnkL6ikTz89SSk9FFxn9b/kEqoDaGpqKtn4JNtkT7ensyu2dimrohN08+bNtbW1ycnJpaWlagYhklZpPU/Qqz0AspXrxUfh3MlUAGS2BrrxcBcD4P6TuAuosbuTZjcRrH6bgba2tnQH39LS0mbJGF159e/qXM/nbODVXPlCj8YbQpmJTNmbcEezTeqXbMoYJVBvb2+5TraFhYX0DNQD2AuUDoCkMZrP57PDv9X0Q6Yv2uhs5nK54eHh3t7ecqMIR47sRdu8tbV1fHw8Gi0bHBx88OBB9MFaWlrSt165FVt7oLm5ebPPIFl4vLq6mow5lZzvn8zorbkvqPYuoKNHMo9h+SL+hWh/iA/v7eJIQPYpYA3fnnppq5rXfUQN89p6cspt7dDU1BR9zirXiWS/zu5NahwYGIjuwPn5+eznzCbQHu90nX0A3MzMTIUhlgPeVsjO60+q7XUO/0Y9eMmksgp7VTbkxqmmnnHr1q329vaoKE8ezV35Sjsgz0JIJowkj5C7efPm06dP79y5k7386nl0c10PhInq+J9luuDTm3EmvUBjt3flSC1+EQ8AnDrW4AGAbMZWf5VE9fp0xTY7M6GafXc3NjbKbSTX3Nxcoau3+tt4V3uZotVem90I2WMe9QtVWcK+v1XN7aro7bK5Fdmz+aY1i663hYWF7BqoaOXwTq+cjo6OyhXSPThK6U2eh4aGos8zPz8f3WVRPazKiFpeXk5fZjWvn7+7VYUR6dbW1uwy5nqOZ30BsLU/5/HTcKMY18GjBzF+eK/EZM3dqP6P5Rv/LtFlNDU1Vc3kgaQdV65gzZZx1WztkM389BUcXc3VLFJPJrpULnwbK7ubacnGSjTWXc3BWV5evrRVbX1Z2dionIjZVD6Asnv7RLuPJBPM6nmLbRuOu71DRnaT56tXr0a/Mzg4mL55o8usykcoT0xMpC+zmtt/4+Pjr6dsW7Ns4PqMugIg28cSPWj38KG4ERBCOP1Bg9cEvDMTz0E6/tKuDDZkH8SY3QExWyhk25tRAR1VuJaWlioXcysrK9EvRKtFstdHdLlnZfcg2qVFQJVrmtlGQPQ72x7zZO/4qB1d23z2bGxUHhUvuX33wW8ERMVW/ee98kFIHne1q18wu8V/a2tr5Y6g7PY7o6OjlRuOc3NzUUm9o4GTClfatrWcBvY01hUAhw+Ft0/GFfyol3/sTDxU8Ox5OP2bhp3sy4vh+r3MD3+0W3dOtnfljTfeKHehLC8vd3Z2Zp8BFF2d2QfHj46OprcXjV4zuzdyVEpmN48rFovHjx8vWT9dW1s7depUdCk3NzfvQQD09PRkGwFR6ZDttp6amio3+63krr/VTGgpectlY2NiYqJcjl67di2bXnvT2b1TFQ5I8vyAOsuvhYWFcl88ea5D9uc7et7kTlvqmy3Oyh1B0QWfbPRf7otklxq0trZuO0Wt3DZ8UXIsLS2dP3+++sZ61HzZkW/V+Vy6G8Xw77/b8pO3T4brb235yeIX8cMaQwgnXg6f/me9K3V//Vm48Mf4hz/vCpff3K2bJ9oGNt3sTdbfJjdD8ijRkkF9586d7AW6srLy+uuvRxdHS0tLoVDo6OhIXjN54mD2NfP5/PT0dLZY/8EPfpC92tra2jZfMPx9WDv7IcutzNq2RRwVgtEC6ZJ3fjRtpqWlJdpGPzttNPm1zZ2B19fXNzY2kucBRNFYcjOfjY2No0ePZo9MuiBLno2T3Xapo6NjYGBg88G/SbdPMm+v5BdsaWlpaWlJVgVG21BHny3aOriGZ4xUf/z7+vpKlrnZTS43RfN20h8vWxpmn1l49+7d9NLWbIS0tbVtPuO3wnuVqxJV861XVlY6Ozuj903PCMoewCQYCoVCU1NTspQ6eR5A9nSX/JCjo6NRYZ1803RsJF/5+PHjUT2yo6Ojt7c3vQ1G8jTsbEPzwYMHNffafav+B5MeHdvyIMYQwl/G4gHYsdtbNuL/+g+PhD/9pMbHsj97Ht77uETd//hLYfHd3d0BIlsoVK/CkwKz13GVlZ1yu7yVDJU6P2TDAyBb8JX8ALV9lwoHJ/umJe/nbJFRWT6fLzldL1kBd3ACoNx01QpFSeVCubOzs/rmTnZFQnRAdikASh6iQqGQnn9c291d7pbZ9qbe/Mo7vdLSNZWS+/rtRRfQZidP5J2ZEr8TdRaFEB4/Dac/CL/87x0PCdwohn+ZKFH6Nx0K1/t2ff+fK1eu1HDEc7nc9PR0hYI1uRR2lOT5fL5cAbdZ/O1ognAul9v7h9lWMxKQfJcdHZwKpX+oeqJLMumi+ne8evXqgd0PLrpysgeznudCX716tcqBlmSEtp5ei3ps2xFUw91d4Zap8CSP7MVTbpuKyl+nntK/MQFw7mRmQcCjeDpQCOHymyUeG/nseRhbCN8bC7/+rKolAp8Uw+nfhH//XYlfbjoUFt+tsT1RQ+pWX0FL+lUfPny4badKe3v7559/Xk35m2yLPz09XfmKSQrBoaGhai6snp6eKt+9sbI3yerqaskM+Pzzz6v5LrlcbmhoqPLt1N7efuXKlSoPy/T09LYlY39/f/KOw8PDDXkS/W7LjvHUM+qTnJ1t74jk11pbW/P5/L48fTpUMSOo+ru7vb295MT8tJmZmeozoPobsLm5+ebNm/WvVmtAF1AoNRJw+FD436G4I+jZ83BuessWcpETL4ezr309gef4S+Hwoa+3k3v8NNx4GBYflW0r7GXpH3VNzM/Pl5y/2Nzc3NHR0dHRUcOuihsbG7O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diff --git a/studio/assets/brand__5avshop_es-D9L2Hkum.js b/studio/assets/brand__5avshop_es-D9L2Hkum.js
new file mode 100644
index 0000000000000000000000000000000000000000..c5a9e22a1d994baf01f688686c3a3eabf7d4fb52
--- /dev/null
+++ b/studio/assets/brand__5avshop_es-D9L2Hkum.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__5corunafs_com-C3fiZWGb.js b/studio/assets/brand__5corunafs_com-C3fiZWGb.js
new file mode 100644
index 0000000000000000000000000000000000000000..0bd22659a8bc2f92a13bd37bac099a6e86146c25
--- /dev/null
+++ b/studio/assets/brand__5corunafs_com-C3fiZWGb.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__724canlidestek_com-gvOI5XU-.js b/studio/assets/brand__724canlidestek_com-gvOI5XU-.js
new file mode 100644
index 0000000000000000000000000000000000000000..9431fae413da50ea239abe3e44763202786bfc73
--- /dev/null
+++ b/studio/assets/brand__724canlidestek_com-gvOI5XU-.js
@@ -0,0 +1,11 @@
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+`,"trazor-auto":'<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512" width="512" height="512"><!-- Trazor: traced client-side --><path d="M 0 256 V 0 H 512 V 512 H 0 V 256 Z" fill="#ffffff" fill-rule="evenodd"/><path d="M 93.2 151.3 L 92.9 93 h 94 l 2.4 3.3 c 1.4 1.7 13.8 19.6 27.7 39.7 c 13.9 20.1 29.6 42.7 34.9 50.2 c 5.3 7.6 9.9 13.7 10.3 13.5 c 0.4-0.1 16.6-24 36.1-53.2 l 35.4-53 l 42.6-0.3 L 419 93 v 51.7 c 0 31.5-0.4 55.3-1.1 60.8 c-1.4 11.6-4 23.8-8.9 34.4 c-1.7 3.6-9.1 15.8-16.4 27.1 c-19.9 30.6-39.6 61.3-59.4 92 c-11.2 17.4-22.5 34.8-33.7 52.2 l-5 7.8 h-62.1 l-3.1-4.2 c-21.1-29.1-42.2-58.2-63-87.5 c-17.7-24.9-35.3-49.9-53.6-74.3 c-2.7-3.6-7.1-11-9.7-16.5 c-2.7-5.5-5.9-13.8-7.1-18.5 c-2.3-8.3-2.3-9.8-2.7-66.7 Z" fill="#7367f0" fill-rule="evenodd"/><path d="M 220.5 143.9 l 0.8-1.3 l 2.2 3 c 1.2 1.6 10.1 14.3 19.9 28.2 c 9.7 14 17.6 26 17.6 26.8 c 0 0.8-19.4 30.4-43.2 65.8 l-43.1 64.5 l-0.7-0.4 c-0.3-0.2 9.8-42 22.6-92.8 c 12.7-50.9 23.5-93.1 23.9-93.8 Z" fill="#6a5fdc" fill-rule="evenodd"/><path d="M 93 94 v-1 h 94.5 l-1.5 1 c-0.9 0.6-19.4 1-47.2 1 H 93 v-1 Z M 335 94 l-1.5-1 H 419 v 2 h-41.2 c-25 0-41.9-0.4-42.8-1 Z M 231.5 418 l-0.6-1 h 30.8 c 18.2 0 31.4 0.4 32.3 1 l 1.5 1 h-31.7 c-20.1 0-31.9-0.4-32.3-1 Z" fill="#8e84f6" fill-rule="evenodd"/></svg>'},v={input:A,svg:f};export{v as default,A as input,f as svg};
diff --git a/studio/assets/brand__7forallmankind_eu-BBxAys-T.js b/studio/assets/brand__7forallmankind_eu-BBxAys-T.js
new file mode 100644
index 0000000000000000000000000000000000000000..b3f7d99d13aff4f85de8336fd03f9aae8e82dde7
--- /dev/null
+++ b/studio/assets/brand__7forallmankind_eu-BBxAys-T.js
@@ -0,0 +1 @@
+const 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mhG56hTr6WO9t9ubVOx/7zaMVzN1lpUlpvdlsgo6L4Ejug+5mUO876Es2m814PI7tAq5UKkU+RvHE6v+NnRAZHMSY5Rev1Wp790cqQgWlQAGQMrcvdux3sVhkmY7darWyvKuH1nTO13M3m80O+iTZD26MPnzRLq+9VbZoiZCUMfn2/scmdLSrKhoSuwOVSeFaqVSy1BXe3993H7mMxyZPJpO9D2pw6vcRVdFDo+hi1f9qtXpjm7Wk7En8eReTFyUAUioasSXIQTcjSzX50IPFz9R5NxgMjniYMhYfoUyNHfDY+9KG7tRucyH2JuZVCkQ3so6dqBpb1H4U7u/v70kl2t5VyrGL3dI7uGPn/OWSAcdF0WWq/+Vy+faWSsTe/aMVZ/fsQgRAemdZtBV5RBTv3V7q0G2lc7+F2c9WPHqCbCgUj2uwJwVAdHA4370fYgujULU96cFYLBabzSb9HQ41FEIV7aRbk/IYpMxnO7FWGPuLxDYEQ32kg8Hg3NX/4XB4yX7t9/f3j56DXq93ph+db+lfqHGR6wfA3ucsVIWMLWiySOlxO2JryZTy4vKlf9DTdVAAHD1bIzYAYm9ivhO3ooVpNF2SCtyMl/eIhn9SABx3QyuVyimFUeiCxDZ3ss/JOfSw5Xq9fslO7dhEj74Fs9ksSIhKpXLcRtO5bztYqGlR1w+Ave/JbrX0lG64lMXWh/b/5L6LRvpFqFarLy8vs9lsNpslnbWSZaOFXBo0ofehUqlMp9PYz5/jqr3Y6WGhalRSOzL7qUFH9Mglvcx7b2i9Xs9S3Tn0Qf24JkmfPEvGHFEl2j0KIqPVajUajVqt1hETmlPydbe4iF6EQwvfLNXNbrf7+vo6m81eX1+jO+AWcOZPgQIgS9uqUqnMZrPNZpP+Nvb7/dfX15R70Gg0kj5G7NEiw+FwsVjMZrOk/WEu0NNaLpej3TKr1Sr28+ztbc+lTZqxQpTv3ibRCQIZq//lcjljP0woAjN238eGXMolarfbH18ym82i9zHlJmYpjIIVy+mfPEswH1T9P6L0D43Dp7ybh7auggG/lNt3UPdLyg9KWh8ePQajgGO/hQiAvHrW6vX63qnoKUV27OhiqDiIrV3m0pGXUtVqNptJ79URw60pP+igalGWAMhlj7D0T56x9z+73UTJ3oETfQaSrnPsrJjox066iUeMKBydzYdW/w8a508ajMn+TfaWG7VaLeVaZX/aUx6qlP0q0l+Qoq2KKN1A6R9bSsbmcOzVj21WRx/Hgypr2SVlVfrwaexXpT9beS2x3hsAR9QH00XXqWXv/U/6hNG7+VE1S1oNHnvpMt6apGsSrXwcevuOsLe6fWj1P5fKe8aq8ek98tlH75IeqvS5EkkbWeZeMfqsAbBYLPLaFz6l7yK2Iyi2yI7e5tgO8eg3PH2RS1JVK730T6qYpHxJyjyrQ+ezpr+B5XI535HA2OHljL3/KRXAaKdf8LEPaklEn5PY1mRKIobGNpKOzExZIX+clIQ+6GIeVKFOb1dl+T6HfrbsEwuzv2V7vzalLlKc2Z+XC4DVajUYDFqt1omzXA59aDIGQPZDjqLBfno3d2zjI/0pSVpeePR8xEOHxdLDO/ftWqPvYTSxstcnPu5sKACCobmkVunLy0tstS76SWJL6pRendBLEXsTU1bIn6MEPLRylvH5SZlKm/H7nLgpRagRkN5ITfpZez9k+ij93QVAvmvnDuq7iL1/oVcxtkKRtHI1emtPnwkaO/icVIamv0IpLej03oODAuDyz3f0V85yE/eWeqH6QaPRSO+ayLgLRbQ+kdSYi72bsRcwr+Zylkf3iCp2lqUeWXrV0r/P6fOkD6q9xV7zvWva9xZ3Gadg3U4AnPXgxpQnJulO9Hq96XQa7KicVN1LqhzFzsE4scKbvZ9q774iSVm4d+Jg9gkYe2eh5L7xS/QnRovIjOVj6LPtna4XesZiS8Zo6Ea/bWyH2Hg8zni+SlKHW7VazfgrHDRye1whm97pt7s109Fd8/kuxUp5XFOmDx3XNL/fQeC8OuwOrbqeMl8ivVURHTnc25Y8IgBCdZMsO8kk9eNnbIFlibEslbjcAyA6GnlE9T92Ku2hNYzYHxQtQ6M3NPTCr1ar9PMss3T9fwTPoWu1QrXR0KP773//O+np2vutknbcO6jgTuorS/km5XI5fdrlQU/sbDZLicCUZtMRnZC3HwBHLK/9uKnNZnM4HDabzZQDWpMacafMl0ifihD7vu3dZOLQAAhq5cEamYxNqNinKnv/W7DS4sTS//Q43DugGp1EsbcETBqUPuJJyFJg/etf/4o+HsHG1MGhDtlrwUnbFu3e6/T8a7fbw+Ewpfiu1WqTySTY0T6pkhGk4Pv7e/pRycE624+7v1gsMm5nu/f5SToqfXciZsopnrtFSuxftVqt8Xg8Ho+zlBudTmf3hybt8Joiy4r92+kC2lt3iN6n2H7V2LsbrXccWuM4tI8v6X07bivH36kzxk5pDCUdzhdc4aRvErsrcsq3yvdSZOm8iv6ax5X+6QEQ22KIbf/t/rPgLNzTb2Vw7lBSYZS9KbPbfFmtVkkLj7M3iPcWsh9v5Sm/fqPR+ChhU1a0ReM5qa9s925uNpvjrkO+CtULdN4AyGtFSdLDV6lUJpPJZrNZrVZZukqO++m7ktqbrVbriGUBOU7vC4rvlOuwu0djUsU5OERhNBoFh5Z0Op0j3udWq5XLIx79LUJXOH14I7o8MEu5mZIZ0dpMUIOeTCa7Rf8//vGPS/Z5xpZo0abSZrM5oqsk9BOPDpJQzf3l5eX9/T1lDCN9JVdsPMdWzqJ385IZEPz0LKtYbjYAso+2lTLsrJulApLviNChAxuNRmMwGEyn0+zX5zKPY/RNOKX7uNvtBjMjU+5Ir9ebTCZHJ0FsNGZ/tFIWUSdV5/dmxlmntB095SG2kR1bFzl0F8V//vOfsa/h0U9sdC30EZc06T2NfTGTzhG55BsXLbjOfZxUsQIge61870XJ2AiN3on0npZDT67IUnRmn1pz7qHypBLhuCphKEg2m02WXr5GoxH0tGZ/7mO/bZZCvJRtfUb0Jmb5qlPGG5OaKVlqSCkrSKPNoJRf5KBltCmTLI6oPSSthjsoA1JqadHOhpRJO+ltx6DESN94ce8vu1uTiF724mwIet4AyF66ZZxC/vr6etAt6ff7wWO3Wq1eXl52R5Wr1Wq32z1uHmeWFyB7qGR/B4IOzc1mM5vNslfEUia2HnQxY7tHDqoSZszFpJ7DvcVZuVyOvaHBFQv9yUfJ22w2M96sLF123W73P//5T5YH/uOHzmazlGhpt9spwRm6Vnvfo4wt8r0bhByUJR+v4dHfKmlgJqVbL/2eJr3CzWZzt+w+Iu263W7oly1yI+C8AZB9dlT2SFwsFlkqYt1u96yDLUlbhGZv0IRKlvRfql6vv7y8hL5nljkw6a9NxouZ3jl+0EuSZaOIpBZbbNkR3IVg+kDsNQ+mMOV1fkPSfJhqtbq7N+RisUi6JtVqNTalXl9fQ+2eer1+0BE9ezu+sgd2lvdxsVjsbf91u90s4bp3gWGWd3n3w2TZ4CRUm2y320kfNT2h997Zo1ucnzsADtpk/6A20WazGQ6Hsc9xtVrt9/uXOZgi+BixxcFxs30Xi8XLy8twOOz3+8EcvuFw+P7+nt4xHftolsvljBGY8lukVGqOyLCkQjwqaeT5iOba7iqkg3biDXYCT2naBncnOKch5ToH24kP/ydLabharQ59gFer1UHVnfSd6w/aHzBoW7fb7aB5HaxQGw6HQVP1oF+h3+/vfqpms3nQu/zRIZnlcT3iagedQtHrFnzO9IczduChCNOBzhUAh25gclyn2Gq1Cs5hCA5kuOSBRLFPRvDoX/6+LhaL9/f3j8A4Yj7SZrN5fX3tdrsfz/fHaoyDfp339/eUWmGWWk9Kh9hBc6ijc4Iznvz++/fvyWSS/R9/agdtRsIpohXWIjQCzhUAh66PKNQxaZzeNgoCqbkjY6sovdtwPB5nTMTYJzD24NxQlgcfYO+ikNsQO+TgAT6HaM2mCFsDnSUAjljf5LHjd7YpenvP/k5fuRZM3g99h/l8PhgMdmesFaSL9tw5nXGuDrlc7TOdKVKsADhucdNBZ8JxqzIOJlcqlcFgEO2iOWgxYKVSSWlt3EM3SCgAlP7nFp3vdPUA+NvvbBtjZbRerx8fH7fbbcpA+X//+9+k4cESd2y73T48PKQ8PEkrDCqVynq9nk6nB33t3sHqe7jmo9Ho+/fvwcBp0h6l5KjX6729vX0Msy2Xy7xO+jz+Qb9A1//uLL2kiWhqH3fuoGljZ3VXHZKr1cqrd0nBRIl2u32tSSvnagEMBoMfP37Elv7z+Xw3G5bL5ePjY7Q1dI6zL/gsHh4e1ut1ET7Jy8vLYDBwR7h5f8/rG02n09jSv16vr9frUMvgyq0eimc+nxek9C+VSioiCIADLJfL5+fn2NJ/Pp9HOxaXy2X0H+t/vGdJ275fXrVaPcf51XCbAbDdbp+fn6Pjb0mlf1IAeOvu1nq9/vPPP1X/4fMFwLdv36IFerlcDpZTxn5JtLOoCAc1cC2TyaQ4H0YAIACymk6nsW/vZDJJqtFPJpNob+85Dn3ms4gdPbqWU44UhTsKgPV6Hdv1PxwOk96i7Xb77du3aHNBANxz9T/H+fsnqtfrxqIQAJmMRqPYrv+UtfixXzIYDLx1d+tjXYzqP1zY8esA1uv1w8ND9M+T9uEK6nrRFkO1Wl0ulwLgPsWuCLmilKcXtAD+n+l0Gv3Dbreb9P4sl8to50+QCkr/u1Wc2Z+lUqlcLiv9EQDHB0BS589yuXx6eop2/vT7fZMu7tZ2uy3O7M+S/h8EQHZ//fVX6E/q9XrsEt+k0r9erxeqAsiF5bt92+nURRAAB1TfQn8S25MznU5jS/9ggyA34J4F+1BqAcDnC4Conz9/7q4JmM/nT09PX79+TSr9df3fs0Jt/lMqlZrNpgeSe/P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diff --git a/studio/assets/brand__9marks_org-DkBcDtYV.js b/studio/assets/brand__9marks_org-DkBcDtYV.js
new file mode 100644
index 0000000000000000000000000000000000000000..b55c068e9ba35c320f8c25ed3923683237997b4e
--- /dev/null
+++ b/studio/assets/brand__9marks_org-DkBcDtYV.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__aandeheikant_be-C4HxmR22.js b/studio/assets/brand__aandeheikant_be-C4HxmR22.js
new file mode 100644
index 0000000000000000000000000000000000000000..ad8caac221e290513e39aea4f8d5b5fa3bac73f7
--- /dev/null
+++ b/studio/assets/brand__aandeheikant_be-C4HxmR22.js
@@ -0,0 +1 @@
+const 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",c=JSON.parse('{"inkvec":"<svg 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diff --git a/studio/assets/brand__abillionveg_com-BuhNCOzy.js b/studio/assets/brand__abillionveg_com-BuhNCOzy.js
new file mode 100644
index 0000000000000000000000000000000000000000..ecb94de6691a83e27892aa9e622b81ec39c513a9
--- /dev/null
+++ b/studio/assets/brand__abillionveg_com-BuhNCOzy.js
@@ -0,0 +1,13 @@
+const 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xmlns="http://www.w3.org/2000/svg" viewBox="-0.5 -0.5 512 512" width="512" height="512">
+<!-- Generator: Inkvec (https://logolabs.org) | https://github.com/logolabs/inkvec -->
+<metadata><rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:dc="http://purl.org/dc/elements/1.1/"><rdf:Description rdf:about=""><dc:creator>Inkvec (https://logolabs.org)</dc:creator><dc:source>https://github.com/logolabs/inkvec</dc:source></rdf:Description></rdf:RDF></metadata><g id="white-1-group"><rect id="white-1" x="-0.50" y="-0.50" width="512.00" height="512.00" fill="#ffffff"/><g id="orange-3-group"><circle id="orange-3" cx="374.02" cy="283.82" r="39.82" fill="#f9642d"/><circle id="white-3" cx="374.02" cy="283.83" r="17.00" fill="#ffffff"/></g><rect id="orange-2" x="301.99" y="244.14" width="22.52" height="79.42" rx="11.06" fill="#f9642d"/><g id="orange-1-group"><path id="orange-1" d="M402.73,188.76A20.94,20.94 0.000 0,0 396.05,224.05L403.24,229.21L401.32,237.55A7.02,7.02 0.000 0,0 412.15,242.17C415.90,237.02 429.82,221.27 430.76,211.58A21.06,21.06 0.000 0,0 402.73,188.76Z" fill="#f9642d" fill-rule="evenodd"/><circle id="white-2" cx="409.98" cy="208.44" r="7.00" fill="#ffffff"/></g></g></svg>`,"vtracer-1.0-simplify":`<?xml version="1.0" encoding="UTF-8"?>
+<!-- Generator: visioncortex VTracer 1.0.0-alpha.4 -->
+<svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="512" height="512">
+<path d="M0,512c170.67,0,341.33,0,512,0c0-170.67,0-341.33,0-512C341.33,0,170.67,0,0,0C0,170.67,0,341.33,0,512ZM403,229c-24.68-14.29-10.33-48.1,12.48-40.66c23.92,7.8,15.94,26.28,7.02,41.16c-2.23,3.7-7.75,12.76-11.42,14.3c-9.76,4.09-8.91-9.54-8.08-14.8ZM303,317c-1.26-9.42-2.86-59.02,.26-65.7c2.5-5.36,7.34-7.39,12.96-6.51c4.24,.66,7.08,5.01,8.26,8.83c2.15,6.96,2.53,54.85,.46,61.61c-3.55,11.56-16.23,11.05-21.94,1.77Zm62-72c93.12-1.72,35.68,120.19-19.24,66.78c-10.19-9.91-16.56-36.44-5.61-47.92c7.38-7.74,12.96-16.51,24.85-17.86c0-.33,0-.66,0-1Z" fill="#FEFEFE"/>
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+<path d="M369,301c24.73,1.99,30.89-29.39,9-34c-20.88-4.4-27.4,24.01-9,34Z" fill="#FEFCFC"/>
+</svg>
+`,"trazor-auto":'<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512" width="512" height="512"><!-- Trazor: traced client-side --><path d="M 0 256 V 0 H 512 V 512 H 0 V 256 Z" fill="#ffffff" fill-rule="evenodd"/><path d="M 368.9 245.1 c 7.6-0.8 15.5 0 22.5 3.2 a 36.6 36.6 0 0 1 22.1 36.2 c 0 10-0.3 11.5-2.8 16.6 a 38.6 38.6 0 0 1-36.2 22.4 c-9.1 0-10.6-0.3-16.5-3.1 A 37.8 37.8 0 0 1 335.5 284 c 0-9.6 0.3-11 2.9-16.5 c 5.7-11.6 17.5-21 30.5-22.4 Z m 1.5 22.8 c 7-1.6 15.8 1.7 18.9 8.4 A 16.8 16.8 0 0 1 374.5 301 c-6.1 0-10.9-3-14.3-8 c-2-2.9-2.3-4.5-2-9.5 a 15.5 15.5 0 0 1 12.2-15.6 Z M 306.5 247.3 c 1.9-1.7 3.9-2.3 7.2-2.3 c 3.8 0 5 0.5 7.9 3.4 l 3.5 3.5 l-0.3 33 c-0.3 33.1-0.3 33.1-2.9 35.7 c-1.8 1.8-4.1 2.8-7.2 3.1 c-4.1 0.5-4.8 0.2-8.3-3 l-3.9-3.5 l-0.3-30.4 c-0.1-17.7 0.2-31.7 0.8-33.8 c 0.5-1.9 2.1-4.5 3.5-5.7 Z M 403.9 189 a 21.3 21.3 0 0 1 26.9 25 c-0.5 3.1-3.1 7.8-8.5 15.8 c-4.3 6.3-8.7 12-9.8 12.8 c-2.9 2.1-6 1.5-8.4-1 c-2-2.1-2.2-3.1-1.6-7.4 c 0.6-4.9 0.6-5.1-2.9-7.4 a 21.1 21.1 0 0 1 4.3-37.8 Z m 2.3 14.6 a 6.9 6.9 0 1 1 4.3 12.4 c-5.8 0-9.2-9-4.3-12.4 Z" fill="#f9642d" fill-rule="evenodd"/><rect x="302" y="258" width="1" height="53" fill="#fcb196"/></svg>'},c={input:A,svg:g};export{c as default,A as input,g as svg};
diff --git a/studio/assets/brand__aboutkidshealth_ca-Dc54moz4.js b/studio/assets/brand__aboutkidshealth_ca-Dc54moz4.js
new file mode 100644
index 0000000000000000000000000000000000000000..e412e71f8a065befedc41a9587255f7dd926adb5
--- /dev/null
+++ b/studio/assets/brand__aboutkidshealth_ca-Dc54moz4.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__abplastics_com-CiEJTml8.js b/studio/assets/brand__abplastics_com-CiEJTml8.js
new file mode 100644
index 0000000000000000000000000000000000000000..e89860501d1a99b39c0042e2227ace3352a6b0e9
--- /dev/null
+++ b/studio/assets/brand__abplastics_com-CiEJTml8.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__abrinor_fr-D90QEjr_.js b/studio/assets/brand__abrinor_fr-D90QEjr_.js
new file mode 100644
index 0000000000000000000000000000000000000000..8ea276f7004a258cc271c19496d2a855137d3afd
--- /dev/null
+++ b/studio/assets/brand__abrinor_fr-D90QEjr_.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__acceleratetech_net-HSHM1_PZ.js b/studio/assets/brand__acceleratetech_net-HSHM1_PZ.js
new file mode 100644
index 0000000000000000000000000000000000000000..6615422b0749c67a7c289a2ed08ef7d0f4acf3fa
--- /dev/null
+++ b/studio/assets/brand__acceleratetech_net-HSHM1_PZ.js
@@ -0,0 +1,18 @@
+const A="data:image/png;base64,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",c={inkvec:`<svg 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+<!-- Generator: Inkvec (https://logolabs.org) | https://github.com/logolabs/inkvec -->
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diff --git a/studio/assets/brand__acmc_gov_au-Cp-eYMK3.js b/studio/assets/brand__acmc_gov_au-Cp-eYMK3.js
new file mode 100644
index 0000000000000000000000000000000000000000..50d2a2c9b6f45cf8a4a8ed632c77e23d01ada3d3
--- /dev/null
+++ b/studio/assets/brand__acmc_gov_au-Cp-eYMK3.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__acs-logistics_at-Cef-kb1i.js b/studio/assets/brand__acs-logistics_at-Cef-kb1i.js
new file mode 100644
index 0000000000000000000000000000000000000000..a4e22c441aa062304ca841cfe708fa3fc22b573c
--- /dev/null
+++ b/studio/assets/brand__acs-logistics_at-Cef-kb1i.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brand__adamo_es-B0sh7vJ1.js b/studio/assets/brand__adamo_es-B0sh7vJ1.js
new file mode 100644
index 0000000000000000000000000000000000000000..fa37ae5328f6125c587d715656dc1a92b1fd9dfe
--- /dev/null
+++ b/studio/assets/brand__adamo_es-B0sh7vJ1.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brands__jurlique_com_au-B49B-9RB.js b/studio/assets/brands__jurlique_com_au-B49B-9RB.js
new file mode 100644
index 0000000000000000000000000000000000000000..4acb3ace131785ecb95962a91b3e6adaf9fcbed8
--- /dev/null
+++ b/studio/assets/brands__jurlique_com_au-B49B-9RB.js
@@ -0,0 +1 @@
+const 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GYvGurofyjtg8s8K1a9fc7sPMeSDnoN7Z2dnZ2dk3AL766qvl5WXj/r2hoeHXv/51QUGBqqoVFZWxWPSrr/5X0/THj5/s7GwrxzTacnNzU8k0jY+u68+fd8uZiJLJpKqqn376aTDYVlDg07RUQYGvs7Ozq+uh7PePxWKPHn33T//0T1xvIABwUsRisZyeTC4tLUxPy76RH/vZPR5PMNh+6Lnv5Zz7u7u76T+KRqP9/f2pVEo+Z5bvVRlv8Ho8nra2tqqqmsXFhbGxkfx8bzbzymVjd3fXfleqqk5PT01NTck1CVKpVH19fTAY9Pv9iqI4HKrL5QoGgy6Xe29vz+FwpFKpUCi0tbUlNwB+vJYoAvxcVlZWcuqRGBsbf70GizBeqmpoaLxx4/pRDkMIkR4Amqa9evVqdXXVqHPLykpv375t3iYQCDQ2NiqKsrKyurGxcVzFEo/HMwbJ06fPVlZWjKZJe3tHWVm5eYPGxsaqqkojF5eWFkdGhrnkQADgpFhdXc3plnlqatLoGDGeAAeDwStXrh7lMHRdj8Vi6d+XkzfIJoKu6/X19ZY5eQoLC1tbW+Vh7O7uHNfLVpqWeT+PHn0nZ0KVLaHOzk7LBmVl5ZcuXVFej/6MRmM9PT28DgYCACdFJBLJqesmFovLJ8A+n6+qqqqqqqqjoyMYDMqF3Q//34CqmtdrNL45NDRkjMTXdb25+VpBQUEikZCTQicSCYfDce1ai/zo4x1lb98wSiaTQ0PDxmYOh+PatWsyqDRNk4fndDpbWlpklshC6+/v5wkwLHgGgJ9NrrW2EEI+tm1sbLx06bKiKG1trdlMN53xMPY9ksHBQfOPgsF2c9Uso6up6arT6UzPj5+uWHRdD4fDy8tLxne8Xu/58+eNQajGEV6/fl0IRdd/2OHo6Ihcq4ALDwQATsDF53TmNGxGblxY6A8G2zo7byuKcvv2bbmGzFHubY1Z9c329vamp6cV08Ce5uZmJW0an5qamuLiYuNRwXHd/ttnwPz8vOyzkpuVlpbJp7uWs7hy5YrRXaYoyvz8wubmZnl5ORcefmzpUgT4GQMgt4tVVR0O9fr19ra2jmvXrl27dq2oqMjtdh+9+yU9AGZnZzc21o1c8fl81dXVljt9TdNcLldtbe3rR9NvgxDixYsX5hH9dXV1spPHvFkqlaqsrDRWWJMDmTLOzg0CAHhLcu+4F4WF/s8++7vW1pbKyspsFtU6HE3T+vv7za2TQKDe5/PtW8s3NTW95WIZGRkx50FDQ8O+OaEoyrlzNeZ9joyM8hwYBABOZQDouhYI1P3ylx8FAgHzSrlHn+rSciRCiL6+PvMDgAsXLqR/kGw3NDc35TTTQzb3+PYbjI+PKj/O/Kw3Njak/5Y8ttra88YJypmXuOpAAOC0Bsa1a9eqqqqMvqO9vb2fYpJLIcTExIS5X6iiomLfKl7TtIsXG473ttp+ZFQqlZqZeWXe5ty5c/s+SkmlUlVVVcaXDodjamqSgUAgAHAqCaF0dt4yfyebqZUPZ2FhwVytl5WVHfRB587VHu8h2J9RNBpdWloyH1t5efm+v6KqqvntMF3XFxcXuIpgxiggnKIWgNLa2mYJgJ/os7a2wuZKtrS05KC79aKiouPtV7cfGbWzsxONRs3HVljo3zcAhBBFRUXm3cpZhgACAKeP2+2urq5JJpOmNWR+kiZsJBIxvxsshKiqqjpoKk2v15ufn7/vu8SHY57nLt3m5qZlimyv13vQmgGWRdai0Wg8Hs/Ly+NaAgGAU8bvL8rPz5OV3U/al726umquhYUQtbW1NstGFhb6jzEAotGIzU/X1lbNLwp4vV63251IJPbduKCgwBIt29tbeXkVXEsgAHDKlJSU/HR3/WZyCmjjS03TLFOtWRQXF8up+Y/Fzs6OfTiZj83n81lqebPS0lLLd9bX18vLCQD8gIfAODUqKyuPd8ClTSVrvt8XQthUsrquy2Q6LvvOTW0+NnMEFhcXqQe7ePGi+XeFECsrK1xIoAWA06eiovztjGJMn6bU5qVlIURhYeExfvrOzq5t62TF8gTYZuPq6mpLVhEAoAWAU8nvL3o7H2SZ3D9jm+N4F1qxfwgcDoezbwOl9yaFw1tcSKAFgNPH6/W8nVVtLcMli4qK7D/3eFsA9nOLbm1tvfll+O7drw86tr0968PheDzOhQQCAKfwYnW63k4XUDj8RgBUVVXZf67NE4LDtMptn3JbnhAsLi79+7//+0Ebp68tk0ymuJBAAAAHikaj5i+LizM84z3e99HsA0DTUpbGyv3797PfeSqV5O8LAgA4kGVQv9vtst8+1wVh7Dvx7VsbQqiWje3jx/KOGF1AIABwKr21icwsXeeWm+6fmn08WJoHckVim10Zc6bu27gBAQCcDm9xLvs3Puig92xNTQT3W0uy9NaG/dxBllv+7e1tLiQQAMCxBU9xcXFOOzzKM4Pd3YglS+zjRFUFAQACAMi+xtdyumHPdW2yo7QANjfDll3lNDcGK4KBAADsK2jV5st06VPu2LN/1StTAGy8eYOvulyu7H/dvEQMQAAAR5XrBMv2073Zi0Te6AK6evVqc/O17H+9vb2dvxcIAODY5LospWWqiRxbJ8LcjdPcfO1f/uVfsv/14523DgQAcNZZ7sozskzncJQACAQCbW1t/AlwOEwGh+Nkebx5ah855vaQNtcK/SjPACoq3liZgOW9QACAAPg5hcPhnLbP9c3hNwPgjRFHvNmLo6ALCMfJUrXZTKN/kul6bn36b3NwfWHhG8v8RiKRnOIk49QRIACAbOsT+wA4pXVN2ru1GXqEMi4IbGkY2b+7m9NMQZqm2e/NgtofBAB+skB4J7qAdN1S42c4i1xHAR2tjaW9+dHJnN4DAAgAHFdFaa34LDPjn9Kpx3Kd2yfjbbXlJt2+ZyynN3tjsdhbmyMP7x4eAuMoAWC9Na6oqDB/uba2ZtMIyKnv4m3y+31vHmfK/lAzVtmWQsg0e4/d3jwej/nLra1tZncAAYCfocZPr8gss+IsLS3Z7O3EjmApKXljaoeMozYzVsE59YzZ/9Sy/KRl8TKAAMBPdrm8eXOa3pWRdn+6aXO3a1nd8OQoKnpj9fnt7R37u/KMD4EtfUTJpF2i2M8+7fV6zV9ubm7QBQQCAG+DpSckP9+Tfvdqro8ikZjNrtbX107mafr9fnONb/+el6Zpa2sZTsTjyTd/ubMTOeg2X9M0+5mCfD6f+djC4S0uSxAAeBsst7o+X6FlA8t4mL29+EE1nRBieXnlZJ5mYWGh+bA3Nzftt7fv6ZK1tvnLjY11m43tf1pcXGw+Nub3BwGAt8RS3Vi6IxRFcblc5uopGo0e1EEhhFhdXT2Zp1lSUmI+C03TbB4DqKq6vr6eUwAsLi4cVCyqqq6t2RVLeXm5pYSzfAjMs2IQADg8XdcXF3+81XU4HJZ6TUlbG2tnZ1fTtIOGyZ/YLqDy8nJLBb2+bjd/p2WO/nR+/xtNpbm5BWW/QVCyjl5ZWbbZVU1NjfnY9vb2splZSNf1t/myAggAvIPm5mbNdUr6UoiW2YZjsejGxoFPKU9sAJSVvXGXrev68rJdJ0/Gp9lFRcXmQlheXrIZv7++vmmzq+rqavOxpVKpLKei41kxCAAc/vZfCDE3N2f+TvpSiAUFBeYRL5qmvXr1SlVVS30qa66Njc2TebJ+v9/hcBg1phBieXn5oGKJxWIZx7MWFRVZau319XXLxM6yhGOxqH2clJSUmI9NURT7R9C6rss9MwkECAAckuyvmJ+fs3RHWDZzuVxeb4G5egqFQsqbU9bITqFwOHyUdVF+UgUFBSUlJebBNsvLy/t2oWiatry8nLETRtba5u+8fPnSXCy6rst/Lyws2g8D9fl8lmObn59PpVI2w4ro/AEBgCMRQkSj0ZWVFfOtZfoCs0KIsrIy83f6+/stXRBCCNmYOLHvAbjd7urqGqNK1XX9oMe2QoiZmVcZa9iCAp95egld10dGRoyiMJfPxMS4/VvHLpfLfGyKokxNTdl078iP4AkwCABksG81IW9OVVVdW1s3L32Vn+9JfwagKMr587XGfoQQ4+PjsVhM9lpomqbruqqqqqqOj4+f2KkghBCNjQ3m0pAdWZYikufy8uWLzP+Zqap5yKyqqqFQSJaqLBYhhCyWgYFQxr3JYzMq/cnJcbkffT+qqsrCn5mZ4QoHAQC7ALBkgKz95STPL15MG30dqqrW1tZYpn6TGhoazTeks7Oz8/Pz8t/JZNK4We7v7zvJjyWbmpoU05vPL168kMdv6chSFGViYiKb6dsqKyuNzXRdD4UGjAaQuVh6e3sz7s1ybGNjE4qipFKpVCqlmZh3m0wmu7oecoWDAIDdnW/6d+QtpKIostfCcPny1X0nIm5sbDDnx87O9tjYqPzS4XDIamtvb294ePgkF8Xly1fMcTg/Px+LxeRNurlkFEWZmZnJpoMlEAiY+5RmZmamp6eNYpElv7a2NjExnnFv8tiMKJqdfbW3tyePR5gYpS23efDgAVc4CADYBYDskTAor9eQWl9fD4VCsp6SvQ3BYHDfndTX15uzRNf158+75+fnNE2XVVIkEgmFQrOzsye5JRQIBLxer9HTsrOzMzU1ZfS0GJ02W1tbCwtz2ezw6tWrb0as/v33z5aXl41i2d7e7u5+nvGdMnlsfr/f2Nv29nYoFFIPEIlEpqamvv/++76+Pq5wEADIUL8kEgnZnyD/8bqfYWxoaFBWiFJHR8e+ezh3rtZ8p6woyvffP+vu7t7e/mG4+sLC/P3793d2dk5yF1BFRUVt7XmjpyWZTHZ3d8sfyZKR/56ens7yfebm5mZzv42uK/fu3QuFQkaxTE9P/8//fJlNY6KiouLChR9TVtO0b7755qCNFxbmv/3226+++ipjtIAAABSXy+VwOBwOh8vlMiqs/v5+ec8uO0by8vIaGxv3/fXi4uKKigqjg0KOeHn27KnsRo/H46Ojo48edcXj8ZP8ENj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diff --git a/studio/assets/brands__sangchaimeter_com-CyUTPsJz.js b/studio/assets/brands__sangchaimeter_com-CyUTPsJz.js
new file mode 100644
index 0000000000000000000000000000000000000000..6bb5d882eed22a330a9651bea5caddf5bfae0fad
--- /dev/null
+++ b/studio/assets/brands__sangchaimeter_com-CyUTPsJz.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/brands__shinhancard_com-BHHidRYB.js b/studio/assets/brands__shinhancard_com-BHHidRYB.js
new file mode 100644
index 0000000000000000000000000000000000000000..ecab781311759d99d0f57bd8673939d7e0f3256c
--- /dev/null
+++ b/studio/assets/brands__shinhancard_com-BHHidRYB.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/fluent-emoji__Face_with_medical_mask_Color_face_with_medical_mask_color-BJiAGHc7.js b/studio/assets/fluent-emoji__Face_with_medical_mask_Color_face_with_medical_mask_color-BJiAGHc7.js
new file mode 100644
index 0000000000000000000000000000000000000000..abebe395ca26bb0551444248e11d183a8306d81c
--- /dev/null
+++ b/studio/assets/fluent-emoji__Face_with_medical_mask_Color_face_with_medical_mask_color-BJiAGHc7.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/main-B-nuHqfb.css b/studio/assets/main-B05IhlH9.css
similarity index 99%
rename from studio/assets/main-B-nuHqfb.css
rename to studio/assets/main-B05IhlH9.css
index e9de5844402c3e0b140186f12b71a0cd072ad062..36a9d7217def31bb3e819cfe2455008627e418e7 100644
--- a/studio/assets/main-B-nuHqfb.css
+++ b/studio/assets/main-B05IhlH9.css
@@ -1 +1 @@
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var(--ink);background:var(--stage)}.detailpane{position:absolute;inset:0;z-index:5;background:var(--stage);display:flex;flex-direction:column}.detailhead{flex:none;display:flex;align-items:center;gap:10px;padding:8px 12px;border-bottom:1px solid var(--rule2);font-size:var(--t-label);color:var(--dim)}.detailbody{flex:1;min-height:0;position:relative;overflow:hidden;display:grid;place-items:center}.detailfoot{flex:none;padding:8px 12px;border-top:1px solid var(--rule2);font-size:var(--t-label);color:var(--faint)}.pixelgrid{position:absolute;inset:0;background-image:linear-gradient(to right,rgba(250,248,245,.07) 1px,transparent 1px),linear-gradient(to bottom,rgba(250,248,245,.07) 1px,transparent 1px);pointer-events:none}:root[data-theme=light] .pixelgrid{background-image:linear-gradient(to right,rgba(26,24,22,.1) 1px,transparent 1px),linear-gradient(to bottom,rgba(26,24,22,.1) 1px,transparent 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r=i.colourGroups.map(g=>({...g,members:[...g.members]})),l=(i.groupSuggestions??[]).map(g=>({...g,members:[...g.members]}));const c=a?.closest("[data-drop]")??null,d=c?.dataset.drop??null,p=Number(c?.dataset.index??-1);if((d==="group"||d==="sugg")&&o.kind===d&&o.index===p||d==="ink"&&ve(c?.dataset.member??"",s))return;if(d==="group")r=me(r,s,p),l=me(l,s,-1,!0),r[p].members.some(g=>ve(g,s))||r[p].members.push(s);else if(d==="sugg")r=me(r,s),l=me(l,s,p,!0),l[p].members.some(g=>ve(g,s))||(l[p]={...l[p],members:[...l[p].members,s],edited:!0});else if(d==="ink"){const g=c?.dataset.member??"";r=me(r,s),l=me(l,s,-1,!0);const u=r.findIndex(f=>f.members.some(m=>ve(m,g)));u>=0?r[u].members.push(s):(l=me(l,g,-1,!0),r.push({members:[g,s],target:null}))}else{if(o.kind==="palette")return;o.kind==="group"?r=me(r,s):l=me(l,s,-1,!0)}const h=Ge(r);e.set({groupSuggestions:Ge(l),paletteSelection:[]}),JSON.stringify(h)!==JSON.stringify(i.colourGroups)&&t.setColourGroups(h)}function zo(e,t){const 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Press again for the most-used colour.":et(S)?"Make the group this gradient: it is extended over the other members":"Make the group this colour",onclick:()=>h({...s,target:w?null:`@${v+1}`})},Tn(S,c(S)),n("span.num",null,Et(S))),n("button.cchipx",{"data-ctl":`${a}${o}:${S}:x`,"aria-label":`Take ${Et(S)} out of the group`,title:"Take it out of the group",onclick:()=>h(hs(s,v))},H("x",11)));return fs(x,e,t,S,{kind:a,index:o},c(S)),x}),m=n("button.reset",{title:"Paint the whole group one colour of your choosing",onclick:S=>Bo(S.currentTarget,d.member,v=>h({...s,target:v}))},"Custom…");return n(`div.cgroup${a==="sugg"?".suggested":""}`,{"data-drop":a,"data-index":String(o),"data-fill":JSON.stringify(p)},n("div.cchips",null,...f),n("div.cresult",null,n("span.arrow",{"aria-hidden":"true"},"→"),n("span.cresultchip",{"data-fill":JSON.stringify(at(d.member,l))},Tn(d.member,c(d.member)),n("span.num",null,Et(d.member))),n("span.muted",null,d.label),n("span",{style:{flex:"1"}}),m),a==="sugg"?n("div.cactions",null,n("button.btn.compact.primary",{onclick:()=>{const S=(r.groupSuggestions??[]).filter((v,w)=>w!==o);e.set({groupSuggestions:S}),t.setColourGroups([...r.colourGroups,{members:s.members,target:s.target}])}},"Accept"),n("button.btn.compact",{onclick:()=>e.set({groupSuggestions:(r.groupSuggestions??[]).filter((S,v)=>v!==o),dismissedGroups:[...r.dismissedGroups,nn(s)]})},"Dismiss")):[No(i),n("div.cactions",null,n("span",{style:{flex:"1"}}),s.target?n("button.reset",{title:"Become the member covering the most of the image",onclick:()=>h({...s,target:null})},"Most-used"):null,n("button.reset",{title:"Trace these inks on their own again",onclick:()=>t.setColourGroups(r.colourGroups.filter((S,v)=>v!==o))},"Ungroup"))])}function No(e){if(!e)return n("span.muted.creport",null,"Merged on the next trace.");if(e.leftAlone)return n("span.creport.warn",{title:e.line},H("alert",12),"Left alone: fewer than two of these colours are in the image now.");if(e.unmatched.length){const s=e.unmatched.map(o=>et(o)?"a gradient":o.toUpperCase()).join(", ");return n("span.creport.warn",{title:`${e.line}; not found: ${e.unmatched.join(", ")}`},H("alert",12),`${s} ${e.unmatched.length===1?"is":"are"} no longer in the image; the rest merged.`)}const t=e.line.replace(/ -> /," → ").replace(/#[0-9a-f]{6}/gi,s=>s.toUpperCase());return n("span.muted.creport",{title:e.line},t)}function Ro(e,t,s){const o=e.state,a=o.palette.length,i=l=>{const c=l===null?null:Math.max(1,Math.min(a,Math.round(l))),d=(o.groupSuggestions??[]).filter(p=>p.edited);e.set({simplifyTo:c,groupSuggestions:ps({...o,simplifyTo:c,groupSuggestions:d})})},r=n("input.numberfield.simplify",{type:"text",inputmode:"numeric",value:String(o.simplifyTo??a),"aria-label":"Simplify the palette to this many colours",onchange:l=>{const c=Number(l.target.value);Number.isFinite(c)&&c>=1&&i(c>=a?null:c)}});return n("div.cgroups.suggestions",null,n("div.cgroupshead",null,n("span.eyebrow",null,s.length?`Suggested · ${s.length}`:"Suggested"),s.length>1?n("button.reset",{title:"Accept every suggestion below",onclick:()=>{e.set({groupSuggestions:[]}),t.setColourGroups([...o.colourGroups,...s.map(({g:l})=>({members:l.members,target:l.target}))])}},"Accept all"):null),n("div.simplifyrow",null,n("span.muted",null,"Colours"),n("button.btn.compact.icon",{"aria-label":"One colour fewer",disabled:(o.simplifyTo??a)<=1,onclick:()=>i((o.simplifyTo??a)-1)},H("minus",12)),r,n("button.btn.compact.icon",{"aria-label":"One colour more",disabled:o.simplifyTo===null,onclick:()=>i((o.simplifyTo??a)+1>=a?null:(o.simplifyTo??a)+1)},"+"),n("span.muted",{style:{fontSize:"11px"}},o.simplifyTo===null?`of ${a} · near duplicates`:`of ${a} · merging down`)),...s.length?s.map(({g:l,index:c})=>bs(e,t,l,c,"sugg",null)):[n("span.muted",{style:{fontSize:"11px"}},o.simplifyTo===null?"No near-duplicate inks: nothing to propose.":"Nothing more to propose at this count.")])}function Fo(e,t,s){const o=e.state,a=bt(s),i=s.kind==="gradient",r=s.snappedDe00!==null,l=o.paletteSelection.includes(a),c=o.colourGroups.some(g=>g.members.some(u=>ve(u,a))),d=n("button.inkmain",{"data-ctl":`ink:${a}`,title:i?`${s.gradient??"linear"} gradient · ${s.stops.map(g=>g.toUpperCase()).join(" → ")}`:"Snap this ink to a colour of your choosing","aria-disabled":i?"true":null,onclick:g=>{i||Go(g.currentTarget,s,t)}},n(`span.swatch${r?".snapped":""}${i?".ramp":""}`,null,n("i",{style:{background:i?en(a,s.gradient==="radial"):s.hex}})),n("span.hex",null,i?s.gradient==="radial"?"radial":"linear":s.hex.toUpperCase()),n("span.share",null,xe(s.share)),n(`span.snap${r?".on":""}`,null,i?`${s.stops.length} stops`:r?`snapped · ΔE ${re(s.snappedDe00)}`:"snap to…")),p=()=>e.set({paletteSelection:l?o.paletteSelection.filter(g=>g!==a):[...o.paletteSelection,a]}),h=n(`div.ink${c?".grouped":""}`,{"data-drop":"ink","data-member":a,"data-fill":JSON.stringify(s.keys)},n("button.inkpick",{"data-ctl":`pick:${a}`,role:"checkbox","aria-checked":String(l),"aria-label":`Tick ${i?"this gradient":s.hex.toUpperCase()} to merge it`,title:"Tick inks, then Merge to draw them as one. Or drag one onto another.",onclick:p,onkeydown:g=>{g.key===" "&&(g.preventDefault(),g.stopPropagation(),g.repeat||p())}},l?H("check",11):null),d);return fs(h,e,t,a,{kind:"palette"},s.gradient==="radial"),h}function Bo(e,t,s){const o=Be(t)[0]??"#000000",a=n("input.numberfield",{type:"text",value:o.toUpperCase(),spellcheck:"false",style:{width:"100%",textAlign:"left",height:"30px",padding:"0 9px"}}),i=n("input",{type:"color",value:o,style:{width:"100%",height:"60px",border:"none",background:"none",padding:"0"},oninput:()=>{a.value=i.value.toUpperCase()}}),r=()=>{const l=a.value.trim().toLowerCase(),c=l.startsWith("#")?l:`#${l}`;if(!/^#[0-9a-f]{6}$/.test(c)){j(`${a.value} is not a colour; write it as #RRGGBB.`,{kind:"bad"});return}s(c),ce()};Kt(e,n("div",{style:{width:"260px",padding:"12px",display:"flex",flexDirection:"column",gap:"11px"}},i,n("span.muted",{style:{fontSize:"11px"}},"The group becomes"),n("div",{style:{display:"flex",gap:"6px"}},a,n("button.btn.compact",{style:{background:"var(--accent)",borderColor:"var(--accent)",color:"var(--accent-ink)",fontWeight:"600"},onclick:r},"Use")))),a.addEventListener("keydown",l=>{l.key==="Enter"&&r()})}function Go(e,t,s){const o=n("input.numberfield",{type:"text",value:t.hex.toUpperCase(),spellcheck:"false",style:{width:"100%",textAlign:"left",height:"30px",padding:"0 9px"}}),a=n("input",{type:"color",value:t.hex,style:{width:"100%",height:"60px",border:"none",background:"none",padding:"0"},oninput:()=>{o.value=a.value.toUpperCase()}}),i=n("span",{style:{fontSize:"11.5px",color:"var(--gold)"}},"You are overriding a measurement.");Kt(e,n("div",{style:{width:"300px",padding:"12px",display:"flex",flexDirection:"column",gap:"11px"}},a,n("div",{style:{display:"flex",gap:"8px",alignItems:"center"}},n("span.swatch",null,n("i",{style:{background:t.traced}})),n("div",{style:{display:"flex",flexDirection:"column"}},n("span.muted",{style:{fontSize:"11px"}},"traced"),n("span.num",{style:{fontSize:"12.5px"}},`${t.traced.toUpperCase()} · ${xe(t.share)} of canvas`))),n("span.muted",{style:{fontSize:"11px"}},"Snap to"),n("div",{style:{display:"flex",gap:"6px"}},o,n("button.btn.compact",{style:{background:"var(--accent)",borderColor:"var(--accent)",color:"var(--accent-ink)",fontWeight:"600"},onclick:()=>{s.snap([{from:t.traced,to:o.value.trim().toLowerCase()}]),ce()}},"Snap")),i))}async function jo(e){const t=e.map((s,o)=>`  --ink-${o+1}: ${s.hex.toLowerCase()}; /* ${xe(s.share)} of canvas */`).join(`
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+}
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+#E9B24C
+rgb(207, 198, 180)`,style:{width:"100%",border:"1px solid var(--rule2)",borderRadius:"var(--radius)",background:"var(--paper)",color:"var(--ink)",padding:"10px 12px",font:"12px/1.8 var(--font-mono)",resize:"vertical"}}),a=n("div",{style:{display:"flex",flexDirection:"column",gap:"7px"}});let i=[];const r=async()=>{i=await B.matchPalette(s.map(l=>l.traced),o.value),D(a,...i.map(l=>n("div",{style:{display:"flex",alignItems:"center",gap:"9px",fontSize:"12px"},class:"num"},n("span.swatch",{style:{width:"20px",height:"20px"}},n("i",{style:{background:l.from}})),n("span.muted",null,l.from.toUpperCase()),n("span.muted",null,"→"),n("span.swatch",{style:{width:"20px",height:"20px"}},n("i",{style:{background:l.to}})),n("span.dim",null,l.to.toUpperCase()),n("span",{style:{marginLeft:"auto",color:l.de00<.5?"var(--good)":"var(--gold)"}},l.de00<.05?"exact":`${re(l.de00)} dE00`))))};o.addEventListener("input",()=>void r()),He($t("Paste a brand palette",[o,n("span.muted",{style:{fontSize:"11.5px"}},"Hex, RGB or CSS variables, one per line or separated by commas. 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An ordinary preset: Back to Auto undoes it.`,onclick:()=>t.setPreset(p.preset)},`Try ${p.action}`))});if(r.length){const p=r.reduce((h,{g})=>h+g.members.length,0);d.push(n("div.autorow",null,n("div.autotext",null,n("span.autotitle",null,`${r.length} colour group${r.length===1?"":"s"} suggested`),n("span.muted.num",null,`${p} inks that look like the same colour measured twice`)),n("div.autobtns",null,n("button.btn.compact",{"data-ctl":"auto-groups-accept",title:"Draw each suggested group as one colour; the trace runs again so the shapes join",onclick:()=>{e.set({groupSuggestions:[]}),t.setColourGroups([...o.colourGroups,...r.map(({g:h})=>({members:h.members,target:h.target}))])}},"Accept"),n("button.reset",{"data-ctl":"auto-groups-dismiss",onclick:()=>e.set({groupSuggestions:[],dismissedGroups:[...o.dismissedGroups,...r.map(({g:h})=>nn(h))]})},"Dismiss"))))}return n("div.autochose",null,s?null:n("span.autolead",null,`Auto traced with ${vs(o.caps,a.settings,a.preset)}.`),...d,!d.length&&!s?n("span.muted",null,"Nothing in its report suggests another preset."):null,l?n("div.autorow.moved",null,n("div.autotext",null,n("span.autotitle",null,c?`Now: ${c.name}`:"Now: your own settings"),n("span.muted",null,"An ordinary setting, shown under Tune")),n("button.reset",{"data-ctl":"auto-back",onclick:t.backToAuto},"Back to Auto")):null)}const Yo=new Set(["cleanUpDamage","editability"]),Tt={axisHandles:.34,smoothJoins:.89,alignedNodes:.86};function Jo(e,t){const s=n("div.railtabs"),o=n("div.railmodes"),a=n("div.railscroll"),i=n("div.railfoot"),r=n("aside.rail",{"aria-label":"Controls"},s,o,a,i),l={result:0,tune:0};let c=e.state.railTab;const d=()=>{const u=e.state,f=document.activeElement instanceof HTMLElement&&a.contains(document.activeElement)?document.activeElement.getAttribute("data-ctl"):null;l[c]=a.scrollTop,D(a,...u.railTab==="result"?[u.tracing?ra(e):null,...sa(e,t)]:Qo(e,t)),c=u.railTab,a.scrollTop=l[c]??0,f&&a.querySelector(`[data-ctl="${f}"]`)?.focus({preventScroll:!0})},p=()=>{const u=e.state,f=i.querySelector(".readout.busy");if(u.tracing&&f){const m=u.liveStages[u.liveStages.length-1];f.querySelector(".stage").textContent=m?.name??"starting",f.querySelector(".elapsed").textContent=Ae(u.liveStages.reduce((S,v)=>S+v.ms,0)/1e3);return}D(i,...fa(e,t))},h=()=>{const u=document.activeElement instanceof HTMLElement&&o.contains(document.activeElement)?document.activeElement.getAttribute("data-ctl"):null;D(o,...Xo(e,t)),u&&o.querySelector(`[data-ctl="${u}"]`)?.focus({preventScroll:!0})},g=()=>{D(s,...Ko(e,t)),h(),d(),p()};return e.on(["caps","prefs","preset","settings","railTab","groupsOpen"],g),e.on(["tracing","liveStages","result","report","palette","losses","source","worstCorner","previous","colourGroups","groupSuggestions","resultGroups","paletteSelection","simplifyTo","auto","facts","chooser","wizard","autoNoteHidden"],()=>{e.state.railTab==="result"&&d(),p();const u=s.querySelector('[data-note="result"]');u&&(u.textContent=$s(e))}),gs(a,e),g(),r}function Xo(e,t){const s=e.state,o=g=>s.caps?.controls.find(u=>u.key===g)?.help??"",a=s.caps?.denoiser,i=s.settings.cleanUpDamage,r=a?.supported??!1,l=r&&a!==void 0&&!a.installed&&i!=="off",c={off:"pixels as they are",auto:"only if damaged",on:"always"},d=n("div.mode",null,n("div.modehead",null,Xe(n("span.modetitle",{tabindex:"0"},"Denoiser"),o("cleanUpDamage")),l?n("button.reset",{onclick:t.openDenoiser,title:"It runs on this computer; nothing is uploaded"},"Download it"):n("span.modestate",null,r?c[i]:"needs its own tab")),n("div.seg.big",{role:"group","aria-label":"Denoiser"},...["off","auto","on"].map(g=>n("button",{"aria-pressed":String(i===g),disabled:!r,"data-ctl":`cleanUpDamage:${g}`,onclick:()=>t.changeSetting("cleanUpDamage",g)},g==="off"?"Off":g==="auto"?"Auto":"On")))),p=s.settings.editability,h=n("div.mode",null,n("div.modehead",null,Xe(n("span.modetitle",{tabindex:"0"},"Editable"),o("editability"))),n("button.bigswitch",{role:"switch","aria-checked":String(p),"aria-label":"Editable structure","data-ctl":"editability:switch",onclick:()=>t.changeSetting("editability",!p)},n("span.knob"),n("span.state",null,p?"On":"Off")));return[d,h]}function Ss(e,t){const s=t.baseSettings(),o=e.state;return(o.caps?.controls??[]).filter(a=>o.settings[a.key]!==s[a.key]).length}function $s(e){const t=e.state.report;return t?`${re(t.meanDe00)} dE00`:""}function Ko(e,t){const s=e.state,o=Ss(e,t),a=(i,r,l,c)=>n("button",{role:"tab","aria-selected":String(s.railTab===i),title:c,onclick:()=>e.set({railTab:i})},n("span.tablabel",null,r),n("span.tabnote",{"data-note":i},l));return[n("div.railseg",{role:"tablist","aria-label":"What the rail shows"},a("result","Result",$s(e),"What this trace produced"),a("tune","Tune",o?`${o} changed`:"","The settings that make the next trace")),n("p.tabcaption",null,s.railTab==="result"?"What this trace produced.":"The settings for the next trace.")]}function Qo(e,t){return[ea(e,t),ta(e,t),...ha(e,t)]}function ea(e,t){return e.state.source?n("div.guideline",null,n("span.faint",null,"Not sure which controls matter here?"),n("button.reset",{"data-ctl":"open-wizard",title:"The main choices one step at a time, each explained, with the result beside Auto's",onclick:t.openWizard},"Walk me through it")):null}function ta(e,t){const s=e.state,o=s.caps?.presets??[],a=s.prefs?.saved??[],i=is(s.caps?.platform),r=(p,h,g,u,f)=>n(f?"button.preset.saved":"button.preset",{"aria-pressed":String(s.preset===p),title:`${h} — ${g}${u?` (${i}+${u})`:""}`,onclick:()=>t.setPreset(p)},n("span.name",null,h),f?n("span.forget",{role:"button",tabindex:"0","aria-label":`Forget ${h}`,title:`Forget ${h}`,onclick:m=>{m.stopPropagation(),f()}}):null),l=o.find(p=>p.id===s.preset),c=l?`${l.subtitle}.`:a.find(p=>p.id===s.preset)?"One of your saved presets.":"Controls moved from the preset they started at.",d=Ss(e,t);return n("div.presetblock",null,n("div.cardhead",null,n("span.eyebrow",null,"Preset"),n("button.reset",{disabled:!s.caps||!d,title:"Put every control back to where the preset had it",onclick:()=>s.preset&&t.setPreset(s.preset)},d?`Reset ${d} changed`:"Nothing changed")),n("div.presets",{role:"group","aria-label":"Presets"},...o.map((p,h)=>r(p.id,p.name,p.subtitle,h<9?h+1:null,null)),...a.map(p=>r(p.id,p.name,"Saved preset",null,()=>t.deletePreset(p.id)))),n("div.traybar",null,n("span.faint",null,c),n("button.reset",{disabled:!s.caps,title:`Remember all ${s.caps?.controls.length??""} controls exactly as they stand`,onclick:()=>na(e,t)},"Save as preset")))}function na(e,t){const s=e.state.caps?.presets.find(i=>i.id===e.state.preset),o=n("input.numberfield",{type:"text",maxlength:"40",spellcheck:"false",placeholder:s?`${s.name}, adjusted`:"Northwind, flat",style:{width:"100%",textAlign:"left",height:"32px",padding:"0 10px"}}),a=()=>{t.savePreset((o.value.trim()||o.placeholder).slice(0,40)),ce()};He($t("Save current as preset",[o,n("span.muted",{style:{fontSize:"11.5px",lineHeight:"1.5"}},`All ${e.state.caps?.controls.length??""} controls, as they stand. A saved preset is a snapshot rather than a set of differences from the defaults, so it will not drift when those move.`)],[n("button.btn",{onclick:ce},"Cancel"),n("button.btn.primary",{onclick:a},"Save")])),o.focus(),o.addEventListener("keydown",i=>{i.key==="Enter"&&a()})}function sa(e,t){return e.state.source?[oa(e,t),la(e,t),ua(e,t),da(e),ms(e,t),ia()]:[aa()]}function oa(e,t){const s=e.state;if(s.chooser||s.wizard||s.autoNoteHidden||!Zo(e))return null;const o=ks(e,t,!0);return o?n("div.card.autocard",null,n("div.cardhead",null,n("span.eyebrow",null,"Auto chose"),n("div",{style:{display:"flex",gap:"10px"}},n("button.reset",{"data-ctl":"auto-customise",onclick:t.openWizard},"Customise"),n("button.reset",{"data-ctl":"auto-hide",title:"Hide this for the image",onclick:t.hideAutoNote},"Hide"))),o):null}function aa(){return n("div.card.emptycard",null,n("span.eyebrow",null,"Quality report"),n("p",null,"Open an image and its report lands here: the measured colour difference, what the drawing cost in coordinates, how editable it is, what could not be recovered, and its palette."),n("span.faint",null,"The controls are under Tune; they apply to whatever you open next."))}function ia(){return n("div.benchmark",null,n("span.eyebrow.label",null,"Benchmark"),n("p",null,"Across our published 21-case set, VTracer's defaults average 4.4× the coordinates at 10× the colour error. ",n("span.dim",null,"Not a measurement of this file.")))}function ra(e){const t=e.state,s=t.caps?.stages??[],o=new Map(t.liveStages.map(i=>[i.name,i.ms])),a=t.liveStages.reduce((i,r)=>i+r.ms,0)/1e3;return n("div.card",null,n("div.cardhead",null,n("span",{style:{fontSize:"12px",fontWeight:"500"}},`Tracing at ${Zt(t,t.tracingTier)??"—"} px`),n("span.muted.num",{style:{fontSize:"11px"}},Ae(a))),n("div.sweep",null,n("i")),n("div.stagelist",null,...s.map(i=>{const r=o.get(i);return n(`div.stagerow${r===void 0?"":".done"}`,null,n("span.mark",null,r===void 0?"·":"✓"),n("span.name",null,i),n("span.muted",null,r===void 0?"—":`${r.toFixed(0)} ms`))})))}function la(e,t){const s=e.state,o=s.report,a=o?s.result?.tier==="draft"?`draft · ${o.tracedPx} px`:`full trace · ${o.tracedPx} px`:"—",i=r=>`${(Math.sqrt(Math.min(r,5)/5)*100).toFixed(1)}%`;return n("div.card",{style:{opacity:s.tracing?"0.45":"1",transition:"opacity var(--d-fast)"}},n("div.cardhead",null,n("span.eyebrow",null,"Quality report"),n("span.muted",{style:{fontSize:"11px"}},a)),n("div.headline",null,n("span.figure",null,re(o?.meanDe00)),n("div.of",null,n("span.dim",{style:{fontSize:"11.5px"}},"mean colour difference"),n("span.muted.num",{style:{fontSize:"11px"}},`median ${re(o?.medianDe00)} · dE00`))),n("div",{style:{display:"flex",flexDirection:"column",gap:"5px"}},n("div.meter",{role:"img","aria-label":`Colour difference ${re(o?.meanDe00)} of a 0 to 5 scale`},n("span.threshold",{style:{left:i(1)}}),o?.meanDe00!=null?n("span.needle",{style:{left:i(o.meanDe00)}}):null),n("div.meterscale",null,n("span",null,"0 invisible"),n("span",null,"1.0 just visible"),n("span",null,"5.0"))),n("div.stats",null,...ca(e).map(([r,l])=>n("div",null,n("span.k",null,r),n("span.v",null,l)))),o&&s.worstCorner?n("button.reset",{style:{textAlign:"left"},onclick:t.jumpToWorst},`Find the worst corner · ${re(s.worstCorner.de00)} dE00 →`):null)}function ca(e){const t=e.state.report;return t?[["coordinates",se(t.coordinates)],["paths",se(t.paths)],["colours found",se(t.colours)],["segments",se(t.segments)],["file size",ie(t.bytes)],["minified",t.minifiedBytes===null?"already":ie(t.minifiedBytes)],["traced at",`${t.tracedPx} px`],["time taken",Ae(t.seconds)]]:[["coordinates","—"],["paths","—"],["colours found","—"],["segments","—"],["file size","—"],["minified","—"]]}function ua(e,t){const s=e.state,o=s.report?.structure;if(s.report&&!o)return null;const a=s.settings.editability,r=(o?[{label:"Handles on an axis",help:"Curve handles that point exactly along x or y, as an artist places them with the keyboard. 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",a?"Nothing moves further than the trace's own tolerance.":"A trace fitted for pixels alone starts near zero on all three."))}function da(e){const t=e.state,s=o=>({lettering:"type",lossy:"image",strokes:"wand",ramp:"droplet",detail:"layers"})[o]??"info";return n("div.card",null,n("span.eyebrow",null,"What this trace could not recover"),...t.losses.map(o=>pa(o,s(o.kind))),n("div.nothinglost",null,n("span.glyph",null,H("checkCircle",15)),n("span",null,t.losses.length?"Nothing else we can detect was lost.":"Nothing we can detect was lost.")))}function pa(e,t){const s=n("div.why",{hidden:!0},e.why),o=n("button.expand",{"aria-expanded":"false",onclick:()=>{const a=s.hasAttribute("hidden");s.toggleAttribute("hidden",!a),o.setAttribute("aria-expanded",String(a)),o.textContent=a?"Hide":"Why"}},"Why");return n("div.loss",null,n("span.glyph",null,H(t,15)),n("div",{style:{display:"flex",flexDirection:"column",gap:"3px",minWidth:"0"}},n("span.text",null,e.text),n("div.meta",null,o,e.link?n("a",{href:e.link.href,"data-external":e.link.href.startsWith("http")?"1":null},e.link.label):null),s))}function ha(e,t){const s=e.state,o=(s.caps?.controls??[]).filter(r=>!Yo.has(r.key)),a=t.baseSettings();return[...new Set(o.map(r=>r.group))].map(r=>{const l=o.filter(p=>p.group===r),c=s.groupsOpen[r]!==!1,d=l.filter(p=>s.settings[p.key]!==a[p.key]).length;return n("section.group",{class:c?"open":void 0},n("div.grouphead",null,n("button.groupbtn",{"aria-expanded":String(c),"data-ctl":`group:${r}`,onclick:()=>{s.groupsOpen[r]=!c,e.touch("groupsOpen")}},H(c?"chevronDown":"chevronRight",13),n("span.eyebrow",null,r),d?n("span.changed",null,`${d} changed`):null),d?n("button.reset",{onclick:()=>t.resetGroup(r)},"Reset"):null),c?n("div.groupbody",null,...l.map(p=>Ms(e,p,t,a))):null)})}function Ms(e,t,s,o){const a=e.state.settings[t.key],i=a!==o[t.key],r=(...u)=>n(i?"div.control.changed":"div.control",null,...u);if(t.kind==="switch"){const u=n("button.switch",{role:"switch","aria-checked":String(!!a),"aria-label":t.label,"data-ctl":`${t.key}:switch`,onclick:()=>s.changeSetting(t.key,!a)});return r(n("div.controlhead",null,Xe(n("span.label",{tabindex:"0"},t.label),t.help),u))}if(t.kind==="tri"){const u=[["off","Off"],["auto","Auto"],["on","On"]];return r(n("div.controlhead",null,Xe(n("span.label",{tabindex:"0"},t.label),t.help),n("div.seg",null,...u.map(([f,m])=>n("button",{"aria-pressed":String(a===f),"data-ctl":`${t.key}:${f}`,onclick:()=>s.changeSetting(t.key,f)},m)))))}const l=u=>Math.pow((Number(u)-t.min)/(t.max-t.min||1),1/t.curve)*1e3,c=u=>t.min+Math.pow(u/1e3,t.curve)*(t.max-t.min),d=u=>t.decimals===0?String(Math.round(u)):u.toFixed(t.decimals),p=n("input.numberfield",{type:"text",value:d(Number(a)),inputmode:"decimal","aria-label":`${t.label}${t.unit?` in ${t.unit}`:""}`,"data-ctl":`${t.key}:field`,onchange:u=>{const f=Number(u.target.value);Number.isFinite(f)&&s.changeSetting(t.key,Math.min(t.max,Math.max(t.min,f)))}}),h=u=>{const f=c(Number(u.value));return t.decimals===0?Math.round(f):Number(f.toFixed(t.decimals))},g=n("input.slider",{type:"range",min:"0",max:"1000",step:"1",value:String(Math.round(l(Number(a)))),"aria-label":t.label,"aria-valuetext":`${d(Number(a))} ${t.unit}`.trim(),"data-ctl":`${t.key}:slider`,oninput:u=>{const f=u.target,m=h(f);p.value=d(m),f.setAttribute("aria-valuetext",`${d(m)} ${t.unit}`.trim())},onchange:u=>s.changeSetting(t.key,h(u.target))});return r(n("div.controlhead",null,Xe(n("span.label",{tabindex:"0"},t.label),t.help),t.unit?n("span.unit",null,t.unit):null,p),g,t.stops.length?n("div.stops",null,...t.stops.map(u=>n("span",null,u.label))):null)}function fa(e,t){const s=e.state,o=!!s.svg&&!s.tracing;return[ga(e,t),n("div.row",null,n("button.btn.primary",{style:{flex:"1"},disabled:!o,onclick:t.openExport},"Export"),n("button.btn",{disabled:!o,onclick:t.copySvg,title:"Paste straight into Figma or Illustrator"},"Copy SVG"),n("button.btn.icon",{disabled:!o,onclick:t.saveCard,"aria-label":"Save comparison card",title:"Save comparison card"},H("share",16))),n("div.note",null,n("span",null,"Export runs a fresh full trace."),n("button.reset",{disabled:!s.source||s.tracing,onclick:t.traceNow},"Trace again"))]}function ga(e,t){const s=e.state,o=s.report;if(s.tracing){const r=s.liveStages[s.liveStages.length-1],l=s.liveStages.reduce((c,d)=>c+d.ms,0)/1e3;return n("div.readout.busy",null,n("span.pulse"),n("span.stage",null,r?.name??"starting"),n("span.muted.num.elapsed",null,Ae(l)),n("button.reset",{onclick:t.cancel,title:"Esc"},"Cancel"))}if(!o)return n("div.readout.idle",null,n("span.faint",null,s.source?"Nothing traced yet.":"Open an image to see what a setting does."));const a=s.result?.tier==="final"?s.previous:null,i=(r,l,c)=>n("div.cell",null,n("span.v.num",null,r),n("span.k",null,l),c);return n("div.readout",{"aria-live":"polite"},i(re(o.meanDe00),"dE00",a?Lt(o.meanDe00,a.meanDe00,r=>r.toFixed(2),.005,!0):null),i(se(o.coordinates),"coordinates",a?Lt(o.coordinates,a.coordinates,se,0,!1):null),i(ie(o.bytes),"file",a?Lt(o.bytes,a.bytes,ie,16,!1):null))}function Lt(e,t,s,o,a){if(e==null||t==null)return null;const i=e-t;if(Math.abs(i)<=o)return n("span.delta.same",null,"no change");const r=i<0?"better":a?"worse":"same";return n(`span.delta.${r}`,null,`${i<0?"−":"+"}${s(Math.abs(i))}`)}const ma="https://logolabs.github.io/inkvec/";function ba(e,t,s){const o=n("div.chooser",{role:"region","aria-label":"How to trace this image"});let a=!1;const i=d=>{const p=e.state;a&&t.setOnOpen(d),p.prefs?.seenFirstRun||t.markSeen(),e.set({chooser:!1}),d==="custom"&&s()},r=()=>{const d=e.state;if(d.tracing&&d.generation===d.auto?.generation){const h=d.liveStages[d.liveStages.length-1],g=d.liveStages.reduce((u,f)=>u+f.ms,0)/1e3;return`Tracing now · ${h?.name??"starting"} · ${Ae(g)}`}const p=d.auto?.report;return p?`Done · ${re(p.meanDe00)} dE00 · ${se(p.coordinates)} coordinates · ${ie(p.bytes)}`:d.stageState.kind!=="drawing"&&d.stageState.kind!=="decoding"?"Stopped; the stage says why":"Starting…"},l=()=>{const d=e.state,p=d.chooser&&!!d.source&&d.tab==="vectorize"&&!d.wizard&&!d.screen;if(o.hidden=!p,!p){D(o);return}const h=!d.prefs?.seenFirstRun,g=ks(e,t);D(o,n("div.choosehead",null,n("span.eyebrow",null,`Just opened · ${d.source?.name??""}`),n("button.btn.icon.compact.ghost",{"aria-label":"Close; Auto stands",title:"Close. Auto stands (Esc)",onclick:()=>i("auto")},H("x",14))),h?n("p.chooseintro",null,"New: every image is traced the moment it opens. Keep Auto, or customise it a step at a time with the result beside each choice. Ignore this card and Auto stands."):null,n("div.choices",null,n("div.choice",null,n("span.choicename",null,H("zap",14),"Auto"),n("span.choicebody.num",{"data-status":""},r()),n("button.btn.primary.compact",{"data-ctl":"chooser-auto",onclick:()=>i("auto")},"Keep Auto")),n("div.choice",null,n("span.choicename",null,H("settings",14),"Custom"),n("span.choicebody",null,"What it is, colours, detail, shape, output: each explained, beside Auto's result."),n("button.btn.compact",{"data-ctl":"chooser-custom",onclick:()=>i("custom")},"Customise…"))),g?n("div.choosenews",null,n("span.eyebrow",null,"Auto chose"),g):null,n("label.remember",null,n("input",{type:"checkbox",checked:a,onchange:u=>{a=u.target.checked}}),n("span",null,"Remember my choice"),n("span.muted",null,"· change it in Settings")))},c=()=>{const d=o.querySelector("[data-status]");d&&(d.textContent=r())};return e.on(["chooser","source","tab","wizard","screen","auto","facts","prefs","preset","settings","groupSuggestions","palette","stageState"],l),e.on(["tracing","liveStages","generation"],c),l(),o}const it={kind:{id:"kind",title:"What is it?",does:"Picks the preset that suits the kind of image: a handful of settings chosen together. Each tile is a small draft of this image under that preset.",when:"When Auto's trace is not the kind of drawing you wanted: strokes that should be lines, a scan that should be two inks.",costs:"Nothing on its own. Photo or scan adds the denoiser to the full trace, about 0.6 s.",learn:["How a trace is made","algorithm/plain/00-overview.html"]},cleanup:{id:"cleanup",title:"Clean-up",does:"Repairs JPEG and screenshot damage before tracing, so the colours are the ones the artwork was drawn with rather than the ones the compression left.",when:"The source is a JPEG, a screenshot or a photo of a mark, and its flat colours come back speckled or with extra shades.",costs:"About 0.6 s per full trace, and a one-time download. Drafts skip it.",learn:["Intake and noise","algorithm/plain/01-intake.html"]},colours:{id:"colours",title:"Colours",does:"Shows every ink the trace found. Suggested groups are inks that are the same colour measured twice; grouping re-traces so the shapes between them join.",when:"The palette has near-duplicates, or more colours than the design has.",costs:"Fewer colours can merge a detail into its neighbour; the colour difference says when.",learn:["How the palette is found","algorithm/plain/03-palette.html"]},detail:{id:"detail",title:"Detail",does:"How closely curves follow the pixels, and how small a speck can be before it is dropped.",when:"Tighter for crests and filigree; looser for a smaller file with fewer nodes.",costs:"Tighter precision means more nodes and a bigger file; the readout above shows the trade.",learn:["Curve fitting","algorithm/plain/11-fitting.html"]},shape:{id:"shape",title:"Shape",does:"How the outlines are built: nodes an artist would place, fewer paths, one shape reused where it repeats, and what a curve or a corner costs the fit.",when:"The SVG will be edited by hand, or has to be as small as possible.",costs:"Editable nodes cost a little colour accuracy (about 0.04 dE00 on icons); the readout shows it here.",learn:["Symmetry and repeated shapes","algorithm/plain/10-symmetry.html"]},output:{id:"output",title:"Output",does:"How the file is written: the background, a margin around the drawing, and whether it is minified.",when:"Placing the SVG on a coloured page, or shipping it on the web.",costs:"None of these re-trace: they rewrite the same drawing.",learn:["Writing the SVG","algorithm/plain/13-emit.html"]}},Ln={detail:["precision","speckleFloor"],shape:["editability","fewerPaths","matchRepeatedShapes","bezierCost","cornerAngle"],output:["transparentBackground","margin","minify"]},ya=[{preset:"logo",name:"Logo",why:"Flat colours and crisp shapes. The default."},{preset:"icon",name:"Icon",why:"A small flat mark: keeps one-pixel details, at most 16 colours."},{preset:"fine-detail",name:"Illustration or emoji",why:"Gradients and fine detail: curves fitted twice as closely."},{preset:"line-art",name:"Line art",why:"Even-width lines come back as strokes you can re-weight."},{preset:"black-and-white",name:"Black & white",why:"Two inks: stamps, signatures, scans of print."},{preset:"photo-or-scan",name:"Photo or scan",why:"JPEGs and screenshots: the denoiser cleans compression damage first.",note:"The draft is shown without the denoiser, which runs on the full trace."}];function wa(e){const t=e.state,s=!!t.caps?.denoiser.supported&&ws(t.source,t.facts);return["kind","cleanup","colours","detail","shape","output"].filter(o=>o!=="cleanup"||s)}function va(e,t,s,o){let a=null,i=[],r=null,l=e.state.view,c="auto",d=null,p=null;const h=n("div.wizhead"),g=n("div.wizintro"),u=n("div.wizcontrols"),f=n("div.wizlive"),m=n("div.wizguide"),S=n("div.wizscroll",null,g,u,f,m),v=n("div.wiznav");gs(f,e);const w=()=>wa(e),x=()=>e.state.wizard?.step??"kind",M=k=>{k!==x()&&(x()==="kind"&&o.pause(),e.set({wizard:{step:k},hoverFill:null}),S.scrollTop=0)},_=()=>{const k=e.state.auto?.svg;return c!=="auto"||!k?null:(d?.svg!==k&&(d={svg:k,label:"Auto"}),d)},C=()=>e.set({compare:_()}),z=()=>{const k=e.state.auto?.svg;return k?(p?.svg!==k&&(p&&URL.revokeObjectURL(p.url),p={svg:k,url:URL.createObjectURL(new Blob([k],{type:"image/svg+xml"}))}),p.url):null},$=()=>{const k=w(),P=Math.max(0,k.indexOf(x())),T=it[x()],q=r!==null&&(e.state.preset!==r.preset||Te(e.state.caps,e.state.settings,r.settings).length>0||JSON.stringify(e.state.colourGroups)!==JSON.stringify(r.colourGroups));D(h,n("div.cardhead",null,n("span.eyebrow",null,`Custom · step ${P+1} of ${k.length}`),n("div",{style:{display:"flex",gap:"10px",alignItems:"baseline"}},q?n("button.reset",{"data-ctl":"wiz-undo",title:"Put every control and colour group back where they were when the wizard opened",onclick:()=>r&&s.restore(r)},"Undo my changes"):null,n("button.reset",{"data-ctl":"wiz-close",title:"Keep what is chosen so far (Esc)",onclick:()=>Oe(!0)},"Close"))),n("h2.wiztitle.serif",null,T.title),n("div.wizdots",{role:"tablist","aria-label":"Steps"},...k.map((V,O)=>n("button",{role:"tab","aria-selected":String(V===x()),"aria-label":`Step ${O+1}: ${it[V].title}`,title:it[V].title,class:O<P?"done":void 0,onclick:()=>M(V)}))),n("div.wizcompare",null,n("span.muted",null,"Left pane"),n("div.seg",{role:"group","aria-label":"What the left pane shows"},n("button",{"aria-pressed":String(c==="auto"&&!!e.state.auto?.svg),disabled:!e.state.auto?.svg,title:e.state.auto?.svg?"Auto's trace, to compare yours with":"Auto's trace has not landed yet",onclick:()=>{c="auto",C(),$()}},"Auto's 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k=w();if(!k.includes(x())){e.set({wizard:{step:k[Math.min(k.length-1,1)]}});return}$(),A(),N(),ke(),G()},Z=k=>e.state.caps?.controls.find(P=>P.key===k),oe=k=>{const P=s.baseSettings();return k.map(T=>Z(T)).filter(T=>!!T).map(T=>Ms(e,T,s,P))},ke=()=>{const k=document.activeElement instanceof HTMLElement&&u.contains(document.activeElement)?document.activeElement.getAttribute("data-ctl"):null,P=e.state,T=x();let q=[];T==="cleanup"?q=X():T==="colours"?q=oe(P.facts?.hasAlpha?["maxColours","traceTransparency"]:["maxColours"]):T==="detail"?q=[te(),...oe(Ln.detail??[])]:(T==="shape"||T==="output")&&(q=oe(Ln[T]??[])),D(u,...q),u.hidden=q.length===0,k&&u.querySelector(`[data-ctl="${k}"]`)?.focus({preventScroll:!0}),a&&$()},te=()=>n("div.wizrow",null,n("span.label",null,"Compare as"),n("div.seg",{role:"group","aria-label":"How the two panes are arranged"},...["side","wipe"].map(k=>n("button",{"aria-pressed":String(e.state.view===k),"data-ctl":`wiz-view:${k}`,onclick:()=>e.set({view:k})},k==="side"?"Side by side":"Wipe")))),X=()=>{const k=e.state,P=k.caps?.denoiser,T=k.settings.cleanUpDamage,q=[k.source?.lossy?`the file is a ${k.source.container}, which stores colour approximately`:null,k.facts&&k.facts.noiseLevels>=ys?`its pixels measure ${k.facts.noiseLevels.toFixed(1)} levels of noise (a clean file reads about 0.5)`:null].filter(Boolean),V=(O,b,E)=>n("button.wizchoice",{"aria-pressed":String(T===O||O==="auto"&&T==="on"),"data-ctl":`wiz-cleanup:${O}`,onclick:()=>s.changeSetting("cleanUpDamage",O)},n("span.name",null,b),n("span.muted",null,E));return[q.length?n("p.wizwhy",null,`Offered because ${q.join(", and ")}.`):null,n("div.wizchoices",null,V("off","Off","Trace the pixels as they are, damage and all."),V("auto","Auto","Clean the damage first, where it is found.")),P&&!P.installed&&T!=="off"?n("div.wiznote",null,n("span",null,`The denoiser is not downloaded yet. It is a one-time download from ${P.repo}, checked against its SHA-256 on arrival, and it runs on this computer: the model comes down, your image never goes up. Until then the trace runs without it.`),n("button.btn.compact",{"data-ctl":"wiz-download",onclick:s.openDenoiser},"Download the denoiser…")):null,n("p.muted.wizsmall",null,"Left: Auto's trace, without it. Right: yours. 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Paste straight into Figma or Illustrator."))}},"Copy"),n("button.btn",{onclick:M},"Open…"))))};return e.on(["minify"],z),z(),v}function La(e,t){const s=e.state.minify,o=(r,l,c)=>n("input",{class:`inlinefield${l?" accent":""}`,type:"text",inputmode:"decimal",value:String(r),onchange:d=>{const p=Number(d.target.value);Number.isFinite(p)&&p>0&&(c(p),e.touch("minify"),t())}}),a=o(s.settings.tolerancePx,!0,r=>s.settings.tolerancePx=r),i=r=>{const l=Number(r.value)/1e3;return Number((l*l).toFixed(3))};return n("div.card",null,n("span.sentence",null,"Nothing moves more than ",a," px when the drawing is ",o(s.settings.judgePx,!1,r=>s.settings.judgePx=r)," px wide."),n("input.slider",{type:"range",min:"0",max:"1000",step:"1",value:String(Math.round(Math.sqrt(Math.min(1,s.settings.tolerancePx))*1e3)),"aria-label":"Tolerance",oninput:r=>{a.value=String(i(r.target))},onchange:r=>{s.settings.tolerancePx=i(r.target),e.touch("minify"),t()}}),n("div.stops",null,n("span",null,"exact"),n("span",null,"gentle"),n("span",null,"aggressive")))}function Ne(e){const t=n("div.art.centred"),s=Ts(e);return s&&(s.setAttribute("width","100%"),s.setAttribute("height","100%"),t.append(s)),t}function Pa(e){const t=(e.getAttribute("viewBox")??"").trim().split(/[\s,]+/).map(Number);return t.length===4&&t.every(Number.isFinite)&&t[2]>0&&t[3]>0?[t[0],t[1],t[2],t[3]]:null}function Ts(e){const t=new DOMParser().parseFromString(e,"image/svg+xml"),s=t.documentElement;if(!s||s.nodeName!=="svg"||t.querySelector("parsererror"))return null;const o=document.importNode(s,!0);if(Pa(o))return o;const a=o.getAttribute("width")??"",i=o.getAttribute("height")??"",r=parseFloat(a),l=parseFloat(i);if(r>0&&l>0&&!a.includes("%")&&!i.includes("%"))return o.setAttribute("viewBox",`0 0 ${r} ${l}`),o;const c=document.createElement("div");c.style.cssText="position:absolute;visibility:hidden;width:0;height:0;overflow:hidden",o.setAttribute("width","1"),o.setAttribute("height","1"),c.append(o),document.body.append(c);try{const d=o.getBBox();if(d.width>0&&d.height>0){const p=Math.max(d.width,d.height)*.02;o.setAttribute("viewBox",`${d.x-p} ${d.y-p} ${d.width+2*p} ${d.height+2*p}`)}else o.setAttribute("viewBox","0 0 100 100")}catch{o.setAttribute("viewBox","0 0 100 100")}finally{c.remove()}return o}async function za(e){const t=Ts(e);if(!t)return null;const s=64;t.setAttribute("width",String(s)),t.setAttribute("height",String(s));const o=`data:image/svg+xml;charset=utf-8,${encodeURIComponent(new XMLSerializer().serializeToString(t))}`;try{const a=await new Promise((h,g)=>{const u=new Image;u.onload=()=>h(u),u.onerror=g,u.src=o}),i=document.createElement("canvas");i.width=s,i.height=s;const r=i.getContext("2d",{willReadFrequently:!0});if(!r)return null;r.drawImage(a,0,0,s,s);const l=r.getImageData(0,0,s,s).data;let c=0,d=0;for(let h=0;h<l.length;h+=4){const g=l[h+3]/255;g<.05||(c+=g,d+=g*(.2126*l[h]+.7152*l[h+1]+.0722*l[h+2])/255)}if(c<20)return null;const p=d/c;return p<.3?"light":p>.8?"dark":null}catch{return null}}const be=25.4,Bn=[["singleColour","One colour","Everything chosen, joined into one sheet of one material."],["layered","Layered","One sheet per colour. Each runs under the colours above it by the bleed, so the stack has no gaps; registration marks line the sheets up."],["inlay","Inlay","One sheet per colour, cut exactly, laid edge to edge. Thinner, but unforgiving to line up."],["sticker","Sticker","The artwork with a contour around it, to print and then cut."],["stencil","Stencil","A sheet with the artwork cut out. Counters that would fall out, like the middle of an O, are held by thin bridges."],["lines","Lines","For a pen, a scoring blade or a laser line: every line in the drawing is followed once, along its centre, instead of round both of its edges. Strokes in the file are used as drawn; lines inside filled shapes are found and checked against the shape."]],Gn=[["mm","Millimetres","Exact by the SVG standard, and read correctly by most programs. If yours imports at the wrong size, choose the pixel rate it uses."],["px96","Pixels, 96/in","The CSS pixel: Inkscape, LightBurn, Carbide Create, Fusion and browsers read a bare pixel size at 96 per inch."],["px72","Pixels, 72/in","Cricut Design Space and Silhouette Studio read a bare pixel size at 72 per inch."]],jn=[{id:"vinyl",label:"Adhesive vinyl",glyph:"layers",note:"Cricut, Silhouette, Brother. Filled shapes, stacked by colour with a 0.8 mm overlap, marks to line up, nothing narrower than 0.8 mm.",apply:e=>({mode:e>1?"layered":"singleColour",cutStyle:"filled",mirror:!1,registration:!0,bleedMm:.8,minFeatureMm:.8,kerfMm:0})},{id:"htv",label:"Iron-on",glyph:"zap",note:"Heat-transfer vinyl is cut face down, so every sheet is mirrored. Layers overlap by 0.3 mm (0.25–0.38 mm is the press-safe range) and nothing is narrower than 1 mm. Glitter, holographic and puff go on top only.",apply:e=>({mode:e>1?"layered":"singleColour",cutStyle:"filled",mirror:!0,registration:!0,bleedMm:.3,minFeatureMm:1,kerfMm:0})},{id:"sticker",label:"Sticker",glyph:"square",note:"Print the artwork, then the machine cuts the contour around it.",apply:()=>({mode:"sticker",cutStyle:"filled",mirror:!1,stickerMarginMm:3,kerfMm:0})},{id:"stencil",label:"Stencil",glyph:"copy",note:"Mylar or card with the design cut out, for paint or etching cream. Loose centres are bridged.",apply:()=>({mode:"stencil",cutStyle:"filled",mirror:!1,bridgeMm:1.5,stencilMarginMm:10,minFeatureMm:1.5,kerfMm:0})},{id:"pen",label:"Pen or score",glyph:"pen",note:"A pen in the cutter, a scoring or foil tool, a plotter, or a laser engraving lines: each line is drawn once, down its middle. Set the tip width so the preview shows what the pen will leave.",apply:()=>({mode:"lines",penMm:.4,maxLineMm:0,mirror:!1})},{id:"laser",label:"Laser or sign cutter",glyph:"crosshair",note:"Hairlines in LightBurn's layer colours, inner shapes cut first, parts grown for a 0.15 mm kerf (CO₂ 0.1–0.2 mm, diode 0.15–0.3 mm; measure yours). A DXF is saved too.",apply:()=>({mode:"inlay",cutStyle:"hairline",mirror:!1,registration:!1,kerfMm:.15,minFeatureMm:.3})}];function Da(e){const t=n("div.viewertools"),s=n("div.pane",null),o=n("div.panes.onlight",null,s),a=n("section.stage",null,t,o),i=n("aside.minifyrail"),r=n("div",{style:{flex:"1",minHeight:"0",display:"flex"}},a,i);let l=0;const c=async()=>{const m=e.state.fab;if(!m.svg)return;const S=++l;try{const v=await B.fabPrepare(m.svg,m.options);if(S!==l)return;m.plan=v,m.error=null,m.shown>=v.layers.length&&(m.shown=-1)}catch(v){if(S!==l)return;m.plan=null,m.error=String(v)}e.touch("fab")},d=async(m,S)=>{const v=e.state.fab;v.name=m,v.svg=S,v.plan=null,v.error=null,v.shown=-1;try{const w=await B.fabAnalyze(S);v.analysis=w;const x=w.colours.filter(M=>!M.background).map(M=>M.hex);v.options.include=x,v.options.order=[...x],x.length>1&&v.options.mode==="singleColour"&&(v.options.mode="layered")}catch(w){v.analysis=null,v.error=String(w)}e.touch("fab"),await c()},p=async()=>{const[m]=await Yt([{name:"SVG",extensions:["svg"]}]);if(m)try{await d(m.name,await mt(m))}catch(S){j(String(S),{kind:"bad"})}},h=async()=>{const m=e.state;m.svg&&await d(m.source?.name?`${m.source.name.replace(/\.[^.]+$/,"")}.svg`:"trace.svg",m.svg)},g=async m=>m.name.toLowerCase().endsWith(".svg")?(await d(m.name,await mt(m)),!0):!1;r.acceptDropped=g;const u=(m,S=!1)=>{const v=e.state.fab;Object.assign(v.options,m),S||(v.preset=null),e.touch("fab"),c()},f=()=>{const m=e.state.fab;if(Ra(e,t,s),!m.svg){D(i,Ba(e,p,h));return}D(i,n("div.railscroll",{style:{gap:"16px",padding:"20px"}},Ga(e,p,h),m.error?n("div.card",null,n("span.eyebrow",null,"This file could not be prepared"),n("span.faint",null,m.error)):null,ja(e,u),Wa(e,u),qa(e,u),Ha(e,u),Va(e,u),Za(e),Ya(e)),Ja(e))};return e.on(["fab"],f),e.on(["svg"],()=>{e.state.tab==="fabricate"&&f()}),f(),r}function Ls(e,t,s=1){return e.state.fab.unit==="in"?`${(t/be).toFixed(s+1)} in`:`${t.toFixed(s)} mm`}function Ia(e,t){return e.state.fab.unit!=="in"?t:t.replace(/(\d+(?:\.\d+)?) mm²/g,(s,o)=>`${(Number(o)/(be*be)).toFixed(4)} in²`).replace(/(\d+(?:\.\d+)?) mm(?![²\w])/g,(s,o)=>`${(Number(o)/be).toFixed(3)} in`)}function Ke(e,t){return e.state.fab.unit==="in"?`${(t[0]/be).toFixed(2)} × ${(t[1]/be).toFixed(2)} in`:`${t[0].toFixed(1)} × ${t[1].toFixed(1)} mm`}function Oa(e){return e?e.checks.filter(t=>t.code==="thin"||t.code==="gaps"||t.code==="specks").length:0}function Na(){return n("div.drop.solid",null,n("span.glyph",null,H("layers",32)),n("div",{style:{display:"flex",flexDirection:"column",gap:"6px"}},n("span.headline",null,"Drop an SVG here"),n("span.faint",{style:{fontSize:"13px"}},"or open one, or bring over a trace, from the panel on the right")))}function rn(e,t=10){return n("span",{style:{display:"inline-block",width:`${t}px`,height:`${t}px`,borderRadius:"2px",background:e,border:"1px solid var(--rule2)",flex:"none"}})}function Ra(e,t,s){const o=e.state.fab,a=o.plan,i=Oa(a),r=h=>{o.shown=h,e.touch("fab")};D(t,n("div.seg",{role:"group","aria-label":"Sheet"},n("button",{"aria-pressed":String(o.shown===-1),disabled:!a,onclick:()=>r(-1)},"All sheets"),...(a?.layers??[]).map((h,g)=>n("button",{"aria-pressed":String(o.shown===g),title:`${h.name}: ${Ke(e,h.materialMm)} of material, ${h.parts} pieces, ${se(h.nodes)} path segments`,onclick:()=>r(g)},rn(h.hex),n("span",{style:{marginLeft:"6px"}},(a?.layers.length??0)>1?`${g+1}`:h.name)))),a&&i?n("button.btn.ghost.compact",{"aria-pressed":String(o.showProblems),style:{marginLeft:"12px",color:o.showProblems?"#e5484d":void 0},title:"Draw the parts too thin to weed (red), the waste gaps too narrow to weed (amber) and the loose specks (ringed)",onclick:()=>{o.showProblems=!o.showProblems,e.touch("fab")}},H("alert",13),n("span",{style:{marginLeft:"6px"}},o.showProblems?"Showing problems":"Show problems")):null,n("span.muted",{style:{marginLeft:"auto",fontSize:"11.5px"}},a?`${Ke(e,a.sizeMm)}${o.options.mode==="lines"?"":o.options.registration&&a.layers.length>1&&(o.options.mode==="layered"||o.options.mode==="inlay")?", marks included":o.options.weedBorderMm>0?", border included":""}`:""));const l=o.options.mode==="lines",c=a?o.shown>=0?a.layers[o.shown]?.svg:l?a.combinedSvg:a.previewSvg:null,d=(h,g=!1)=>(h.style.gridArea="1 / 1",g&&(h.style.pointerEvents="none",h.style.opacity="0.85"),h),p=c?n("div",{style:{display:"grid",placeSelf:"stretch",minWidth:"0",minHeight:"0"}},l&&a&&o.shown<0?Fa(d(Ne(a.previewSvg))):null,d(Ne(c)),a&&i&&o.showProblems?d(Ne(a.problemsSvg),!0):null):o.svg?Ne(o.svg):Na();D(s,n("span.eyebrow.panelabel",null,o.shown>=0&&a?`${l?"Pen":"Sheet"} ${o.shown+1} · ${a.layers[o.shown].name} · ${Ke(e,a.layers[o.shown].materialMm)}`:l?"What the pen draws, over the drawing":"All sheets, stacked"),p)}function pt(e,t){const s=e.state.fab.options.mode==="lines"?"pen drawing":"sheet";return t===1?s:`${s}s`}function Fa(e){return e.style.opacity="0.18",e.style.pointerEvents="none",e}function Ba(e,t,s){const o=!!e.state.svg;return n("div.railscroll",{style:{justifyContent:"center",alignItems:"center",textAlign:"center",gap:"16px"}},n("span.serif",{style:{fontSize:"20px"}},"Make it real"),n("span.faint",{style:{fontSize:"12.5px",lineHeight:"1.6",maxWidth:"32ch"}},"Prepare a drawing for a vinyl cutter, a sticker or a laser: real sizes, one sheet per colour, and a check of what will go wrong before anything is cut."),o?n("button.btn.primary",{onclick:s},"Use the current trace"):null,n(o?"button.btn":"button.btn.primary",{onclick:t},"Open an SVG"))}function Ga(e,t,s){const o=e.state.fab;return n("div",{style:{display:"flex",alignItems:"center",gap:"8px"}},H("file",14),n("span.dim",{style:{flex:"1",fontSize:"12.5px",overflow:"hidden",textOverflow:"ellipsis",whiteSpace:"nowrap"}},o.name??"drawing"),e.state.svg?n("button.btn.ghost.compact",{onclick:s,title:"Use what the Vectorize tab traced"},"Current trace"):null,n("button.btn.ghost.compact",{onclick:t},"Open…"))}function ja(e,t){const s=e.state.fab,o=s.options.include.length,a=jn.find(i=>i.id===s.preset);return n("div.card",null,n("span.eyebrow",null,"Material"),n("div",{style:{display:"grid",gridTemplateColumns:"1fr 1fr",gap:"6px"}},...jn.map(i=>n("button.btn",{"aria-pressed":String(s.preset===i.id),style:{justifyContent:"flex-start",gap:"8px",borderColor:s.preset===i.id?"var(--accent)":void 0,background:s.preset===i.id?"var(--accent-soft)":void 0},onclick:()=>{s.preset=i.id,s.dxf=i.id==="laser"||i.id==="pen",t(i.apply(o),!0)}},H(i.glyph,14),i.label))),n("span.muted",{style:{fontSize:"11.5px",lineHeight:"1.5"}},a?a.note:"Pick what goes in the machine, or set everything below by hand."))}function Wa(e,t){const s=e.state.fab.options,o=Bn.find(a=>a[0]===s.mode)?.[2]??"";return n("div.card",null,n("span.eyebrow",null,"Making"),n("div.seg",{role:"group","aria-label":"What is being made",style:{display:"grid",gridTemplateColumns:"repeat(3, 1fr)"}},...Bn.map(([a,i])=>n("button",{"aria-pressed":String(s.mode===a),onclick:()=>t({mode:a})},i))),n("span.muted",{style:{fontSize:"11.5px",lineHeight:"1.5"}},o))}function ht(e,t,s="58px",o=0){return n("input",{class:"inlinefield",type:"text",inputmode:"decimal",value:String(e),style:{width:s},onchange:a=>{const i=Number(a.target.value);Number.isFinite(i)&&i>=o&&t(i)}})}function he(e,t,s,o="58px"){const a=e.state.fab.unit==="in",i=Number(a?(t/be).toFixed(3):t.toFixed(2));return ht(i,r=>s(a?r*be:r),o)}function ln(e){return e.state.fab.unit==="in"?"in":"mm"}function qa(e,t){const s=e.state.fab,o=s.analysis?.aspect??1,a=s.options.widthMm,i=ln(e);return n("div.card",null,n("div.cardhead",null,n("span.eyebrow",null,"Size"),n("div.seg",{role:"group","aria-label":"Units"},...["mm","in"].map(r=>n("button",{"aria-pressed":String(s.unit===r),onclick:()=>{s.unit=r,e.touch("fab")}},r)))),n("span.sentence",null,"The design is ",he(e,a,r=>r>0&&t({widthMm:r})),` ${i} wide and `,he(e,a*o,r=>r>0&&t({widthMm:r/o})),` ${i} tall.`),Pe("Cut a size-check square",s.options.sizeCheckMm>0,()=>t({sizeCheckMm:s.options.sizeCheckMm>0?0:s.unit==="in"?be:20}),s.options.sizeCheckMm>0?`A ${Ls(e,s.options.sizeCheckMm,1)} square below the design. Measure it once cut: any other size means the program rescaled the file on import.`:"Wrong size on import is the commonest cutter complaint. A small square below the design shows it before a whole sheet is wasted."),n("div",{style:{display:"flex",flexDirection:"column",gap:"6px"}},n("span.dim",{style:{fontSize:"12.5px"}},"The files state their size in"),n("div.seg",{role:"group","aria-label":"Size written in",style:{display:"grid",gridTemplateColumns:"repeat(3, 1fr)"}},...Gn.map(([r,l])=>n("button",{"aria-pressed":String(s.options.fileUnits===r),onclick:()=>t({fileUnits:r})},l))),n("span.muted",{style:{fontSize:"11px",lineHeight:"1.45"}},Gn.find(r=>r[0]===s.options.fileUnits)?.[2]??"")))}function Ha(e,t){const s=e.state.fab,o=s.analysis;if(!o)return null;const a=s.options,i=a.mode==="layered",r=i?[...a.order.filter(d=>a.include.includes(d)),...o.colours.map(d=>d.hex).filter(d=>!a.include.includes(d))]:o.colours.map(d=>d.hex),l=d=>o.colours.find(p=>p.hex===d),c=(d,p)=>{const h=a.order.filter(f=>a.include.includes(f)),g=h.indexOf(d),u=g+p;g<0||u<0||u>=h.length||([h[g],h[u]]=[h[u],h[g]],t({order:h}))};return n("div.card",null,n("div.cardhead",null,n("span.eyebrow",null,i?"Colours, bottom sheet first":"Colours"),n("span.muted",{style:{fontSize:"11px"}},`${a.include.length} of ${o.colours.length}`)),...r.map(d=>{const p=l(d);if(!p)return null;const h=a.include.includes(d),g=[p.background?"page":null,p.gradient?"gradient":null,p.translucent?"translucent":null].filter(Boolean);return n("div",{style:{display:"flex",alignItems:"center",gap:"8px",fontSize:"12.5px",opacity:h?"1":"0.55"}},n("button.switch",{role:"switch","aria-checked":String(h),"aria-label":`Cut ${d}`,onclick:()=>{const u=h?a.include.filter(m=>m!==d):[...a.include,d],f=h?a.order:[...a.order.filter(m=>m!==d),d];t({include:u,order:f})}}),rn(d,16),n("span.num",{style:{flex:"1"}},d,g.length?n("span.muted",{style:{marginLeft:"6px",fontSize:"11px"}},g.join(" · ")):null),n("span.muted.num",{style:{fontSize:"11px"}},xe(p.coverage,1)),i&&h?n("span",{style:{display:"flex",gap:"2px"}},n("button.btn.ghost.compact",{title:"Lower in the stack",onclick:()=>c(d,-1)},"↓"),n("button.btn.ghost.compact",{title:"Higher in the stack",onclick:()=>c(d,1)},"↑")):null)}))}function Pe(e,t,s,o){return n("div",{style:{display:"flex",flexDirection:"column",gap:"3px"}},n("div",{style:{display:"flex",alignItems:"center",justifyContent:"space-between"}},n("span.dim",{style:{fontSize:"12.5px"}},e),n("button.switch",{role:"switch","aria-checked":String(t),"aria-label":e,onclick:s})),o?n("span.muted",{style:{fontSize:"11px",lineHeight:"1.45"}},o):null)}function Ua(e,t){const s=e.state.fab.options,o=ln(e);return n("div.card",null,n("span.eyebrow",null,"Drawing"),n("span.sentence",null,"The pen or tool draws ",he(e,s.penMm,a=>a>0&&t({penMm:a})),` ${o} wide.`),n("span.sentence",null,"Lines up to ",he(e,s.maxLineMm,a=>t({maxLineMm:a})),` ${o} wide are drawn once (0 for any width); wider parts are drawn round their outline.`),Pe("Also save a DXF",e.state.fab.dxf,()=>{e.state.fab.dxf=!e.state.fab.dxf,e.touch("fab")},"Lines as open polylines and outlines as closed ones, one layer per colour, in millimetres."),Ps(e,t),n("span.sentence",null,"Lines stay within ",he(e,s.toleranceMm,a=>a>0&&t({toleranceMm:a})),` ${o} of the drawing.`))}function Ps(e,t){const s=e.state.fab,o=s.options,a=s.unit==="in"?"in/min":"mm/min",i=s.unit==="in"?Number((o.gcodeFeedMmMin/be).toFixed(1)):Math.round(o.gcodeFeedMmMin);return n("div",{style:{display:"flex",flexDirection:"column",gap:"8px"}},Pe("Also save G-code",s.gcode,()=>{s.gcode=!s.gcode,e.touch("fab")},"For GRBL lasers and plotters: curves as G2/G3 arcs, holes cut first, origin at the lower left of the job. 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Paste it into Design Space, Silhouette Studio or LightBurn."))}},"Copy")),n("div.note",null,n("span",null,s?`Real size: ${Ls(e,s.sizeMm[0])} wide`:"Real sizes"),n("span",null,"Nothing leaves this computer")))}const lt={inkvec:"Inkvec","vtracer-1.0-simplify":"VTracer 1.0, best flags","trazor-auto":"Trazor","vtracer-1.0-default":"VTracer 1.0","vtracer-default":"VTracer 0.6"};let Wn=null;function Xa(){return Wn??=U(()=>import("./showcase-0rcgnXMV.js"),[],import.meta.url).then(e=>e.default??e),Wn}const Ka=Object.assign({"../../../web/showcase/brand__115animal_com.json":()=>U(()=>import("./brand__115animal_com-CAx6Qqz8.js"),[],import.meta.url),"../../../web/showcase/brand__12onyourside_com.json":()=>U(()=>import("./brand__12onyourside_com-CQk6B7n1.js"),[],import.meta.url),"../../../web/showcase/brand__12port_com.json":()=>U(()=>import("./brand__12port_com-BZFXQKmz.js"),[],import.meta.url),"../../../web/showcase/brand__1jour1actu_com.json":()=>U(()=>import("./brand__1jour1actu_com-DzFAB0ua.js"),[],import.meta.url),"../../../web/showcase/brand__3-gis_com.json":()=>U(()=>import("./brand__3-gis_com-CROuP5fE.js"),[],import.meta.url),"../../../web/showcase/brand__365retailmarkets_com.json":()=>U(()=>import("./brand__365retailmarkets_com-SYAWh--v.js"),[],import.meta.url),"../../../web/showcase/brand__5avshop_es.json":()=>U(()=>import("./brand__5avshop_es-D9L2Hkum.js"),[],import.meta.url),"../../../web/showcase/brand__5corunafs_com.json":()=>U(()=>import("./brand__5corunafs_com-C3fiZWGb.js"),[],import.meta.url),"../../../web/showcase/brand__724canlidestek_com.json":()=>U(()=>import("./brand__724canlidestek_com-gvOI5XU-.js"),[],import.meta.url),"../../../web/showcase/brand__7forallmankind_eu.json":()=>U(()=>import("./brand__7forallmankind_eu-BBxAys-T.js"),[],import.meta.url),"../../../web/showcase/brand__9marks_org.json":()=>U(()=>import("./brand__9marks_org-DkBcDtYV.js"),[],import.meta.url),"../../../web/showcase/brand__aandeheikant_be.json":()=>U(()=>import("./brand__aandeheikant_be-C4HxmR22.js"),[],import.meta.url),"../../../web/showcase/brand__abillionveg_com.json":()=>U(()=>import("./brand__abillionveg_com-BuhNCOzy.js"),[],import.meta.url),"../../../web/showcase/brand__aboutkidshealth_ca.json":()=>U(()=>import("./brand__aboutkidshealth_ca-Dc54moz4.js"),[],import.meta.url),"../../../web/showcase/brand__abplastics_com.json":()=>U(()=>import("./brand__abplastics_com-CiEJTml8.js"),[],import.meta.url),"../../../web/showcase/brand__abrinor_fr.json":()=>U(()=>import("./brand__abrinor_fr-D90QEjr_.js"),[],import.meta.url),"../../../web/showcase/brand__acceleratetech_net.json":()=>U(()=>import("./brand__acceleratetech_net-HSHM1_PZ.js"),[],import.meta.url),"../../../web/showcase/brand__acmc_gov_au.json":()=>U(()=>import("./brand__acmc_gov_au-Cp-eYMK3.js"),[],import.meta.url),"../../../web/showcase/brand__acs-logistics_at.json":()=>U(()=>import("./brand__acs-logistics_at-Cef-kb1i.js"),[],import.meta.url),"../../../web/showcase/brand__adamo_es.json":()=>U(()=>import("./brand__adamo_es-B0sh7vJ1.js"),[],import.meta.url),"../../../web/showcase/brands__jurlique_com_au.json":()=>U(()=>import("./brands__jurlique_com_au-B49B-9RB.js"),[],import.meta.url),"../../../web/showcase/brands__sangchaimeter_com.json":()=>U(()=>import("./brands__sangchaimeter_com-CyUTPsJz.js"),[],import.meta.url),"../../../web/showcase/brands__shinhancard_com.json":()=>U(()=>import("./brands__shinhancard_com-BHHidRYB.js"),[],import.meta.url),"../../../web/showcase/fluent-emoji__Face_with_medical_mask_Color_face_with_medical_mask_color.json":()=>U(()=>import("./fluent-emoji__Face_with_medical_mask_Color_face_with_medical_mask_color-BJiAGHc7.js"),[],import.meta.url),"../../../web/showcase/noto-emoji__emoji_u1f478_1f3fd.json":()=>U(()=>import("./noto-emoji__emoji_u1f478_1f3fd-PrCK6Ig5.js"),[],import.meta.url),"../../../web/showcase/openmoji__1F334.json":()=>U(()=>import("./openmoji__1F334-C_r9EY6V.js"),[],import.meta.url),"../../../web/showcase/simple-icons__barclays.json":()=>U(()=>import("./simple-icons__barclays-DPkkTCSL.js"),[],import.meta.url)});function Qa(e){const t=Ka[`../../../web/showcase/${e}.json`];return t?t().then(s=>s.default??s):Promise.reject(new Error(`no data for ${e}`))}function ei(e,t){const s=n("div.screenbody",null,n("div.sc-loading.faint",null,"Loading the showcase…"));return Xa().then(o=>D(s,ti(o)),o=>D(s,n("div.sc-loading.faint",null,`The showcase could not be loaded: ${String(o)}`))),n("div.screen",null,n("div.screenbar",{"data-tauri-drag-region":""},n("span",{style:{fontSize:"12.5px",fontWeight:"600"}},"Showcase"),n("div.spacer"),n("button.btn.compact",{onclick:t},"Done"),n("div.sep"),tt()),s)}function ti(e){let t=e.sets[0],s=0,o="vtracer-1.0-simplify",a="fill",i=0;const r=ni(),l=n("div.sc-chips"),c=n("div.sc-list"),d=e.gallery_engines.filter(v=>v!=="inkvec"),p=(v,w,x)=>{const M=n("div.seg"),_=()=>{for(const C of M.querySelectorAll("button"))C.setAttribute("aria-pressed",String(C.dataset.k===w()))};for(const[C,z]of v)M.append(n("button",{"data-k":C,onclick:()=>{x(C),_()}},z));return _(),M},h=async()=>{const v=t.cases[s],w=++i;for(const[C,z]of[...c.children].entries())z.setAttribute("aria-pressed",String(C===s));const x=v.m.inkvec,M=v.m[o];D(l,Ye(`Inkvec dE00 ${x.de1024.toFixed(3)}`,!0),Ye(`${lt[o]} dE00 ${M.de1024.toFixed(3)}`),Ye(`Inkvec ${x.paths} paths · ${x.coordinates} coordinates · ${Hn(x.bytes)}`,!0),Ye(`${lt[o]} ${M.paths} paths · ${M.coordinates} coordinates · ${Hn(M.bytes)}`),Ye(`The artist's file: ${v.artist.paths} paths · ${v.artist.coordinates} coordinates`));const _=await Qa(v.key);w===i&&(r.set(_.input,_.svg.inkvec,_.svg[o],"Inkvec",lt[o]??o),r.layer(a))},g=()=>{D(c,...t.cases.map((v,w)=>n("button.sc-case",{onclick:()=>{s=w,h()},title:v.what},n("span.sc-thumb",null,n("img",{src:v.thumb,alt:"",loading:"lazy"})),n("span.sc-name",null,v.label),n("span.sc-what",null,v.what))))},u=n("div.sc-tools",null,n("span.eyebrow",null,"Set"),p(e.sets.map(v=>[v.id,`${v.label} (${v.cases.length})`]),()=>t.id,v=>{t=e.sets.find(w=>w.id===v)??t,s=0,g(),h()}),n("span.eyebrow",null,"Compare with"),p(d.map(v=>[v,lt[v]??v]),()=>o,v=>{o=v,h()}),n("span.eyebrow",null,"Show"),p([["fill","Fill"],["wire","Wireframe"],["anchor","Anchors"],["handle","Handles"]],()=>a,v=>{a=v,r.layer(a)}),n("span.eyebrow",null,"Zoom"),...[1,4,12].map(v=>n("button.btn.compact.ghost",{onclick:()=>r.zoom(v)},`${v}×`)),n("span.sc-legend.faint",null,n("i.sc-dot.a"),"anchor",n("i.sc-dot.hd"),"control point"));g(),h();const f=e.engines.find(v=>v.id==="inkvec"),m=e.best_de_wins.inkvec??0,S=e.brands.best_de_wins.inkvec??0;return n("div.sc-page",null,n("div.sc-head",null,n("h1.serif",null,"Before and after, with the geometry showing"),n("p.faint",null,`Twenty real brand logos, and the benchmark's logos, icons and emoji, each traced by Inkvec (build ${e.inkvec.git}, ${e.traced}) and by the other engines. 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Thin is certain; a wide band is a soft, blurred or compressed edge, and the curve there is a best guess.":void 0,onclick:()=>{u.show[w]=!u.show[w],e.touch("show")}},x))),n("div",{style:{marginLeft:"auto",display:"flex",alignItems:"center",gap:"12px"}},u.show.wireframe||u.show.anchors||u.show.handles||u.show.certainty?n("div.legend",null,u.show.anchors?n("span",null,n("i.anchor"),"anchor"):null,u.show.handles?n("span",null,n("i.handle"),"handle"):null,u.show.wireframe?n("span",null,n("i.wire"),"wireframe"):null,...u.show.certainty?[n("span",null,n("i.band.sure"),"sure"),n("span",null,n("i.band.soft"),"soft"),n("span",null,n("i.band.unsure"),"unsure")]:[]):null,n("button.toggle",{"aria-pressed":String(u.detail),disabled:!u.svg,title:"Show the source's pixel grid under the vector edge",onclick:()=>{const w=!u.detail;e.set({detail:w}),w&&u.zoom<12&&o.zoomTo(12)}},"Detail"),n("div.seg.num",null,v("Fit","fit"),v("1×",1),v("4×",4),v("12×",12))))},p=n("div",{style:{display:"contents"}});i.append(o.el,p);const h=()=>{const u=e.state;if(!u.source){o.el.style.display="none",D(p,Pi(e,t,s()));return}o.el.style.display="",D(p,Ti(u.stageState,u,t),u.svg?Ai(e):null,u.detail&&u.svg?Ei(e,t):null),u.zoom===1&&u.pan.x===0&&u.pan.y===0&&o.fit()},g=()=>{const u=e.state,f=u.report;let m="Ready",S="",v="var(--dim)";if(u.tracing){m=u.liveStages[u.liveStages.length-1]?.name??"starting";const x=u.liveStages.reduce((M,_)=>M+_.ms,0)/1e3;S=`· ${Zt(u,u.tracingTier)??"—"} px · ${Ae(x)} elapsed · Esc to cancel`,v="var(--state-stale)"}else if(f&&u.result){const w=u.result.tier==="draft";m=w?"draft shown":`traced in ${Ae(f.seconds)}`,S=w?`· ${f.tracedPx} px · full trace queued`:`· ${f.tracedPx} px · final · ${se(f.segments)} segments`,v=w?"var(--state-draft)":"var(--state-final)"}else u.source&&(m="Opened",S=`· ${u.source.width} × ${u.source.height} · ${u.source.container}`);D(r,n("span.lead",{style:{color:v}},m),S?n("span",null,S):null,u.update?.newer?n("span",{style:{display:"flex",alignItems:"center",gap:"8px",marginLeft:"12px"}},n("span.updatechip",null,n("i"),`${u.update.latest} available`),n("button.reset",{onclick:t.showUpdate},"What changed")):null,n("span.privacy",null,"Your image never leaves this computer."))};return e.on(["source","view","show","zoom","fitted","detail","svg","bandsMissing"],d),e.on(["source","svg","stageState","result","detail","worstCorner","prefs"],h),e.on(["tracing","liveStages","report","result","source","update"],g),d(),h(),g(),window.addEventListener("keydown",u=>{if(e.state.screen||e.state.tab!=="vectorize"||u.target instanceof HTMLInputElement||u.target instanceof HTMLTextAreaElement)return;const f=e.state;u.key===" "&&!u.repeat?(u.preventDefault(),e.set({flicked:!0})):u.key==="0"?o.fit():u.key==="+"||u.key==="="?o.zoomTo(f.zoom*1.4):u.key==="-"&&o.zoomTo(f.zoom/1.4)}),window.addEventListener("keyup",u=>{u.key===" "&&e.set({flicked:!1})}),{el:l,viewer:o,mount:u=>i.append(u)}}function Ai(e){const t=e.state,s=t.tracing?"stale":t.result?.tier==="draft"?"draft":"final",o=t.tracing?`re-tracing · ${Zt(t,t.tracingTier)??"—"} px`:`${t.result?.tier??"final"} · ${t.report?.tracedPx??"—"} px`;return n(`span.chip.${s}${t.justSwapped?".swapped":""}`,{style:{position:"absolute",top:"46px",right:"20px"}},n("i"),o)}function Ei(e,t){const s=e.state;return n("div.callout",null,n("div.head",null,n("span.eyebrow",null,s.worstCorner?"Worst corner · 12×":"Detail"),s.worstCorner?n("button.reset",{onclick:t.jumpToWorst},"Jump to it"):null),n("span",null,zi(e)))}function Ti(e,t,s){const o=(a,i,r,l,c)=>n("div.stagestate",null,n("span",{style:{color:i,display:"flex"}},H(a,24)),n("span.title",null,r),n("span.body",null,l),c?n("button.action.reset",{onclick:c[1]},c[0]):null);switch(e.kind){case"decoding":return o("clock","var(--faint)",`Reading ${t.source?.name??"the image"}`,`${t.source?.width} × ${t.source?.height}. 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zt="inkvec-studio-lite:prefs",xn="inkvec-denoiser-v1",kn="Not available in the browser. 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Grouping re-traces, so the shapes join."),t("button.reset",{style:{fontSize:"11px",flex:"none"},title:"Custom properties, one per flat ink, in canvas-share order",onclick:()=>void Oo(a)},"Copy all as CSS")):t("span.muted",{style:{fontSize:"11px"}},"Trace an image to see its inks."))}function An(e,n=!1){return t(`span.swatch.mini${Qe(e)?".ramp":""}`,null,t("i",{style:{background:Kt(e,n)}}))}function Tt(e){const n=Re(e);return n.length>1?`${n.length} stops`:n[0].toUpperCase()}function Lo(e,n){const s=e.state,a=JSON.stringify(s.resultGroups)===JSON.stringify(s.colourGroups)&&s.result?Mo(s.result.engineLog):[];return t("div.cgroups",null,t("div.cgroupshead",null,t("span.eyebrow",null,`Colour groups · ${s.colourGroups.length}`),t("button.reset",{title:"Trace every ink on its own again",onclick:()=>n.setColourGroups([])},"Clear groups")),...s.colourGroups.map((i,r)=>fs(e,n,i,r,"group",a[r]??null)))}function Po(e,n){if(e.target?.startsWith("#"))return{member:e.target.toLowerCase(),label:"custom colour"};if(e.target?.startsWith("@")){const a=e.members[Number(e.target.slice(1))-1]??e.members[0];return{member:a,label:Qe(a)?"extends this gradient":"becomes this"}}let s=e.members[0],o=-1;for(const a of e.members){const i=$t(a,n)?.share??0;i>o&&(o=i,s=a)}return{member:s,label:"most-used"}}function fs(e,n,s,o,a,i){const r=e.state,l=r.palette,u=v=>$t(v,l)?.gradient==="radial",d=Po(s,l),p=[...new Set([...s.members,d.member].flatMap(v=>ot(v,l)))],h=v=>{if(a==="group"){const C=r.colourGroups.map((b,k)=>k===o?v:b);n.setColourGroups(Be(C))}else{const C=(r.groupSuggestions??[]).map((b,k)=>k===o?{...v,edited:!0}:b);e.set({groupSuggestions:Be(C)})}},g=v=>Co(i,v),c=v=>{const C=ot(v,l);return C.length||a==="sugg"?C:ot(d.member,l)},f=s.members.map((v,C)=>{const b=s.target===`@${C+1}`,k=t(`div.cchip${b?".target":""}${g(v)?".unmatched":""}`,{"data-fill":JSON.stringify(c(v))},t("button.cchipmain",{"data-ctl":`${a}${o}:${v}`,"aria-pressed":String(b),title:b?"The group becomes this. Press again for the most-used colour.":Qe(v)?"Make the group this gradient: it is extended over the other members":"Make the group this colour",onclick:()=>h({...s,target:b?null:`@${C+1}`})},An(v,u(v)),t("span.num",null,Tt(v))),t("button.cchipx",{"data-ctl":`${a}${o}:${v}:x`,"aria-label":`Take ${Tt(v)} out of the group`,title:"Take it out of the group",onclick:()=>h(us(s,C))},U("x",11)));return ds(k,e,n,v,{kind:a,index:o},u(v)),k}),m=t("button.reset",{title:"Paint the whole group one colour of your choosing",onclick:v=>_o(v.currentTarget,d.member,C=>h({...s,target:C}))},"Custom…");return t(`div.cgroup${a==="sugg"?".suggested":""}`,{"data-drop":a,"data-index":String(o),"data-fill":JSON.stringify(p)},t("div.cchips",null,...f),t("div.cresult",null,t("span.arrow",{"aria-hidden":"true"},"→"),t("span.cresultchip",{"data-fill":JSON.stringify(ot(d.member,l))},An(d.member,u(d.member)),t("span.num",null,Tt(d.member))),t("span.muted",null,d.label),t("span",{style:{flex:"1"}}),m),a==="sugg"?t("div.cactions",null,t("button.btn.compact.primary",{onclick:()=>{const v=(r.groupSuggestions??[]).filter((C,b)=>b!==o);e.set({groupSuggestions:v}),n.setColourGroups([...r.colourGroups,{members:s.members,target:s.target}])}},"Accept"),t("button.btn.compact",{onclick:()=>e.set({groupSuggestions:(r.groupSuggestions??[]).filter((v,C)=>C!==o),dismissedGroups:[...r.dismissedGroups,en(s)]})},"Dismiss")):[Do(i),t("div.cactions",null,t("span",{style:{flex:"1"}}),s.target?t("button.reset",{title:"Become the member covering the most of the image",onclick:()=>h({...s,target:null})},"Most-used"):null,t("button.reset",{title:"Trace these inks on their own again",onclick:()=>n.setColourGroups(r.colourGroups.filter((v,C)=>C!==o))},"Ungroup"))])}function Do(e){if(!e)return t("span.muted.creport",null,"Merged on the next trace.");if(e.leftAlone)return t("span.creport.warn",{title:e.line},U("alert",12),"Left alone: fewer than two of these colours are in the image now.");if(e.unmatched.length){const s=e.unmatched.map(o=>Qe(o)?"a gradient":o.toUpperCase()).join(", ");return t("span.creport.warn",{title:`${e.line}; not found: ${e.unmatched.join(", ")}`},U("alert",12),`${s} ${e.unmatched.length===1?"is":"are"} no longer in the image; the rest merged.`)}const n=e.line.replace(/ -> /," → ").replace(/#[0-9a-f]{6}/gi,s=>s.toUpperCase());return t("span.muted.creport",{title:e.line},n)}function No(e,n,s){const o=e.state,a=o.palette.length,i=l=>{const u=l===null?null:Math.max(1,Math.min(a,Math.round(l))),d=(o.groupSuggestions??[]).filter(p=>p.edited);e.set({simplifyTo:u,groupSuggestions:cs({...o,simplifyTo:u,groupSuggestions:d})})},r=t("input.numberfield.simplify",{type:"text",inputmode:"numeric",value:String(o.simplifyTo??a),"aria-label":"Simplify the palette to this many colours",onchange:l=>{const u=Number(l.target.value);Number.isFinite(u)&&u>=1&&i(u>=a?null:u)}});return t("div.cgroups.suggestions",null,t("div.cgroupshead",null,t("span.eyebrow",null,s.length?`Suggested · ${s.length}`:"Suggested"),s.length>1?t("button.reset",{title:"Accept every suggestion below",onclick:()=>{e.set({groupSuggestions:[]}),n.setColourGroups([...o.colourGroups,...s.map(({g:l})=>({members:l.members,target:l.target}))])}},"Accept all"):null),t("div.simplifyrow",null,t("span.muted",null,"Colours"),t("button.btn.compact.icon",{"aria-label":"One colour fewer",disabled:(o.simplifyTo??a)<=1,onclick:()=>i((o.simplifyTo??a)-1)},U("minus",12)),r,t("button.btn.compact.icon",{"aria-label":"One colour more",disabled:o.simplifyTo===null,onclick:()=>i((o.simplifyTo??a)+1>=a?null:(o.simplifyTo??a)+1)},"+"),t("span.muted",{style:{fontSize:"11px"}},o.simplifyTo===null?`of ${a} · near duplicates`:`of ${a} · merging down`)),...s.length?s.map(({g:l,index:u})=>fs(e,n,l,u,"sugg",null)):[t("span.muted",{style:{fontSize:"11px"}},o.simplifyTo===null?"No near-duplicate inks: nothing to propose.":"Nothing more to propose at this count.")])}function Io(e,n,s){const o=e.state,a=mt(s),i=s.kind==="gradient",r=s.snappedDe00!==null,l=o.paletteSelection.includes(a),u=o.colourGroups.some(g=>g.members.some(c=>we(c,a))),d=t("button.inkmain",{"data-ctl":`ink:${a}`,title:i?`${s.gradient??"linear"} gradient · ${s.stops.map(g=>g.toUpperCase()).join(" → ")}`:"Snap this ink to a colour of your choosing","aria-disabled":i?"true":null,onclick:g=>{i||Fo(g.currentTarget,s,n)}},t(`span.swatch${r?".snapped":""}${i?".ramp":""}`,null,t("i",{style:{background:i?Kt(a,s.gradient==="radial"):s.hex}})),t("span.hex",null,i?s.gradient==="radial"?"radial":"linear":s.hex.toUpperCase()),t("span.share",null,ve(s.share)),t(`span.snap${r?".on":""}`,null,i?`${s.stops.length} stops`:r?`snapped · ΔE ${ie(s.snappedDe00)}`:"snap to…")),p=()=>e.set({paletteSelection:l?o.paletteSelection.filter(g=>g!==a):[...o.paletteSelection,a]}),h=t(`div.ink${u?".grouped":""}`,{"data-drop":"ink","data-member":a,"data-fill":JSON.stringify(s.keys)},t("button.inkpick",{"data-ctl":`pick:${a}`,role:"checkbox","aria-checked":String(l),"aria-label":`Tick ${i?"this gradient":s.hex.toUpperCase()} to merge it`,title:"Tick inks, then Merge to draw them as one. Or drag one onto another.",onclick:p,onkeydown:g=>{g.key===" "&&(g.preventDefault(),g.stopPropagation(),g.repeat||p())}},l?U("check",11):null),d);return ds(h,e,n,a,{kind:"palette"},s.gradient==="radial"),h}function _o(e,n,s){const o=Re(n)[0]??"#000000",a=t("input.numberfield",{type:"text",value:o.toUpperCase(),spellcheck:"false",style:{width:"100%",textAlign:"left",height:"30px",padding:"0 9px"}}),i=t("input",{type:"color",value:o,style:{width:"100%",height:"60px",border:"none",background:"none",padding:"0"},oninput:()=>{a.value=i.value.toUpperCase()}}),r=()=>{const l=a.value.trim().toLowerCase(),u=l.startsWith("#")?l:`#${l}`;if(!/^#[0-9a-f]{6}$/.test(u)){H(`${a.value} is not a colour; write it as #RRGGBB.`,{kind:"bad"});return}s(u),le()};Jt(e,t("div",{style:{width:"260px",padding:"12px",display:"flex",flexDirection:"column",gap:"11px"}},i,t("span.muted",{style:{fontSize:"11px"}},"The group becomes"),t("div",{style:{display:"flex",gap:"6px"}},a,t("button.btn.compact",{style:{background:"var(--accent)",borderColor:"var(--accent)",color:"var(--accent-ink)",fontWeight:"600"},onclick:r},"Use")))),a.addEventListener("keydown",l=>{l.key==="Enter"&&r()})}function Fo(e,n,s){const o=t("input.numberfield",{type:"text",value:n.hex.toUpperCase(),spellcheck:"false",style:{width:"100%",textAlign:"left",height:"30px",padding:"0 9px"}}),a=t("input",{type:"color",value:n.hex,style:{width:"100%",height:"60px",border:"none",background:"none",padding:"0"},oninput:()=>{o.value=a.value.toUpperCase()}}),i=t("span",{style:{fontSize:"11.5px",color:"var(--gold)"}},"You are overriding a measurement.");Jt(e,t("div",{style:{width:"300px",padding:"12px",display:"flex",flexDirection:"column",gap:"11px"}},a,t("div",{style:{display:"flex",gap:"8px",alignItems:"center"}},t("span.swatch",null,t("i",{style:{background:n.traced}})),t("div",{style:{display:"flex",flexDirection:"column"}},t("span.muted",{style:{fontSize:"11px"}},"traced"),t("span.num",{style:{fontSize:"12.5px"}},`${n.traced.toUpperCase()} · ${ve(n.share)} of canvas`))),t("span.muted",{style:{fontSize:"11px"}},"Snap to"),t("div",{style:{display:"flex",gap:"6px"}},o,t("button.btn.compact",{style:{background:"var(--accent)",borderColor:"var(--accent)",color:"var(--accent-ink)",fontWeight:"600"},onclick:()=>{s.snap(n.traced,o.value.trim().toLowerCase()),le()}},"Snap")),i))}async function Oo(e){const n=e.map((s,o)=>`  --ink-${o+1}: ${s.hex.toLowerCase()}; /* ${ve(s.share)} of canvas */`).join(`
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-`),H(`${e.length} ink${e.length===1?"":"s"} copied as CSS.`,{kind:"good"})}catch(s){H(String(s),{kind:"bad"})}}function Ro(e,n){const s=e.state.palette.filter(l=>l.kind!=="gradient"),o=t("textarea",{rows:"5",spellcheck:"false",placeholder:`#12443E
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-rgb(207, 198, 180)`,style:{width:"100%",border:"1px solid var(--rule2)",borderRadius:"var(--radius)",background:"var(--paper)",color:"var(--ink)",padding:"10px 12px",font:"12px/1.8 var(--font-mono)",resize:"vertical"}}),a=t("div",{style:{display:"flex",flexDirection:"column",gap:"7px"}});let i=[];const r=async()=>{i=await B.matchPalette(s.map(l=>l.traced),o.value),D(a,...i.map(l=>t("div",{style:{display:"flex",alignItems:"center",gap:"9px",fontSize:"12px"},class:"num"},t("span.swatch",{style:{width:"20px",height:"20px"}},t("i",{style:{background:l.from}})),t("span.muted",null,l.from.toUpperCase()),t("span.muted",null,"→"),t("span.swatch",{style:{width:"20px",height:"20px"}},t("i",{style:{background:l.to}})),t("span.dim",null,l.to.toUpperCase()),t("span",{style:{marginLeft:"auto",color:l.de00<.5?"var(--good)":"var(--gold)"}},l.de00<.05?"exact":`${ie(l.de00)} dE00`))))};o.addEventListener("input",()=>void r()),qe(St("Paste a brand palette",[o,t("span.muted",{style:{fontSize:"11.5px"}},"Hex, RGB or CSS variables, one per line. 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An ordinary preset: Back to Auto undoes it.`,onclick:()=>n.setPreset(p.preset)},`Try ${p.action}`))});if(r.length){const p=r.reduce((h,{g})=>h+g.members.length,0);d.push(t("div.autorow",null,t("div.autotext",null,t("span.autotitle",null,`${r.length} colour group${r.length===1?"":"s"} suggested`),t("span.muted.num",null,`${p} inks that look like the same colour measured twice`)),t("div.autobtns",null,t("button.btn.compact",{"data-ctl":"auto-groups-accept",title:"Draw each suggested group as one colour; the trace runs again so the shapes join",onclick:()=>{e.set({groupSuggestions:[]}),n.setColourGroups([...o.colourGroups,...r.map(({g:h})=>({members:h.members,target:h.target}))])}},"Accept"),t("button.reset",{"data-ctl":"auto-groups-dismiss",onclick:()=>e.set({groupSuggestions:[],dismissedGroups:[...o.dismissedGroups,...r.map(({g:h})=>en(h))]})},"Dismiss"))))}return t("div.autochose",null,s?null:t("span.autolead",null,`Auto traced with ${ys(o.caps,a.settings,a.preset)}.`),...d,!d.length&&!s?t("span.muted",null,"Nothing in its report suggests another preset."):null,l?t("div.autorow.moved",null,t("div.autotext",null,t("span.autotitle",null,u?`Now: ${u.name}`:"Now: your own settings"),t("span.muted",null,"An ordinary setting, shown under Tune")),t("button.reset",{"data-ctl":"auto-back",onclick:n.backToAuto},"Back to Auto")):null)}const Uo=new Set(["cleanUpDamage","editability"]),Et={axisHandles:.34,smoothJoins:.89,alignedNodes:.86};function jo(e,n){const s=t("div.railtabs"),o=t("div.railmodes"),a=t("div.railscroll"),i=t("div.railfoot"),r=t("aside.rail",{"aria-label":"Controls"},s,o,a,i),l={result:0,tune:0};let u=e.state.railTab;const d=()=>{const c=e.state,f=document.activeElement instanceof HTMLElement&&a.contains(document.activeElement)?document.activeElement.getAttribute("data-ctl"):null;l[u]=a.scrollTop,D(a,...c.railTab==="result"?[c.tracing?sa(e):null,...Qo(e,n)]:Yo(e,n)),u=c.railTab,a.scrollTop=l[u]??0,f&&a.querySelector(`[data-ctl="${f}"]`)?.focus({preventScroll:!0})},p=()=>{const c=e.state,f=i.querySelector(".readout.busy");if(c.tracing&&f){const m=c.liveStages[c.liveStages.length-1];f.querySelector(".stage").textContent=m?.name??"starting",f.querySelector(".elapsed").textContent=Ae(c.liveStages.reduce((v,C)=>v+C.ms,0)/1e3);return}D(i,...ua(e,n))},h=()=>{const c=document.activeElement instanceof HTMLElement&&o.contains(document.activeElement)?document.activeElement.getAttribute("data-ctl"):null;D(o,...Vo(e,n)),c&&o.querySelector(`[data-ctl="${c}"]`)?.focus({preventScroll:!0})},g=()=>{D(s,...Zo(e,n)),h(),d(),p()};return e.on(["caps","prefs","preset","settings","railTab","groupsOpen"],g),e.on(["tracing","liveStages","result","report","palette","losses","source","worstCorner","previous","colourGroups","groupSuggestions","resultGroups","paletteSelection","simplifyTo","auto","facts","chooser","wizard","autoNoteHidden"],()=>{e.state.railTab==="result"&&d(),p();const c=s.querySelector('[data-note="result"]');c&&(c.textContent=xs(e))}),ps(a,e),g(),r}function Vo(e,n){const s=e.state,o=g=>s.caps?.controls.find(c=>c.key===g)?.help??"",a=s.caps?.denoiser,i=s.settings.cleanUpDamage,r=a?.supported??!1,l=r&&a!==void 0&&!a.installed&&i!=="off",u={off:"pixels as they are",auto:"only if damaged",on:"always"},d=t("div.mode",null,t("div.modehead",null,Je(t("span.modetitle",{tabindex:"0"},"Denoiser"),o("cleanUpDamage")),l?t("button.reset",{onclick:n.openDenoiser,title:"It runs on this computer; nothing is uploaded"},"Download it"):t("span.modestate",null,r?u[i]:"needs its own tab")),t("div.seg.big",{role:"group","aria-label":"Denoiser"},...["off","auto","on"].map(g=>t("button",{"aria-pressed":String(i===g),disabled:!r,"data-ctl":`cleanUpDamage:${g}`,onclick:()=>n.changeSetting("cleanUpDamage",g)},g==="off"?"Off":g==="auto"?"Auto":"On")))),p=s.settings.editability,h=t("div.mode",null,t("div.modehead",null,Je(t("span.modetitle",{tabindex:"0"},"Editable"),o("editability"))),t("button.bigswitch",{role:"switch","aria-checked":String(p),"aria-label":"Editable structure","data-ctl":"editability:switch",onclick:()=>n.changeSetting("editability",!p)},t("span.knob"),t("span.state",null,p?"On":"Off")));return[d,h]}function vs(e,n){const s=n.baseSettings(),o=e.state;return(o.caps?.controls??[]).filter(a=>o.settings[a.key]!==s[a.key]).length}function xs(e){const n=e.state.report;return n?`${ie(n.meanDe00)} dE00`:""}function Zo(e,n){const s=e.state,o=vs(e,n),a=(i,r,l,u)=>t("button",{role:"tab","aria-selected":String(s.railTab===i),title:u,onclick:()=>e.set({railTab:i})},t("span.tablabel",null,r),t("span.tabnote",{"data-note":i},l));return[t("div.railseg",{role:"tablist","aria-label":"What the rail shows"},a("result","Result",xs(e),"What this trace produced"),a("tune","Tune",o?`${o} changed`:"","The settings that make the next trace")),t("p.tabcaption",null,s.railTab==="result"?"What this trace produced.":"The settings for the next trace.")]}function Yo(e,n){return[Jo(e,n),Xo(e,n),...ca(e,n)]}function Jo(e,n){return e.state.source?t("div.guideline",null,t("span.faint",null,"Not sure which controls matter here?"),t("button.reset",{"data-ctl":"open-wizard",title:"The main choices one step at a time, each explained, with the result beside Auto's",onclick:n.openWizard},"Walk me through it")):null}function Xo(e,n){const s=e.state,o=s.caps?.presets??[],a=s.prefs?.saved??[],i=ns(s.caps?.platform),r=(p,h,g,c,f)=>t(f?"button.preset.saved":"button.preset",{"aria-pressed":String(s.preset===p),title:`${h} — ${g}${c?` (${i}+${c})`:""}`,onclick:()=>n.setPreset(p)},t("span.name",null,h),f?t("span.forget",{role:"button",tabindex:"0","aria-label":`Forget ${h}`,title:`Forget ${h}`,onclick:m=>{m.stopPropagation(),f()}}):null),l=o.find(p=>p.id===s.preset),u=l?`${l.subtitle}.`:a.find(p=>p.id===s.preset)?"One of your saved presets.":"Controls moved from the preset they started at.",d=vs(e,n);return t("div.presetblock",null,t("div.cardhead",null,t("span.eyebrow",null,"Preset"),t("button.reset",{disabled:!s.caps||!d,title:"Put every control back to where the preset had it",onclick:()=>s.preset&&n.setPreset(s.preset)},d?`Reset ${d} changed`:"Nothing changed")),t("div.presets",{role:"group","aria-label":"Presets"},...o.map((p,h)=>r(p.id,p.name,p.subtitle,h<9?h+1:null,null)),...a.map(p=>r(p.id,p.name,"Saved preset",null,()=>n.deletePreset(p.id)))),t("div.traybar",null,t("span.faint",null,u),t("button.reset",{disabled:!s.caps,title:`Remember all ${s.caps?.controls.length??""} controls exactly as they stand`,onclick:()=>Ko(e,n)},"Save as preset")))}function Ko(e,n){const s=e.state.caps?.presets.find(i=>i.id===e.state.preset),o=t("input.numberfield",{type:"text",maxlength:"40",spellcheck:"false",placeholder:s?`${s.name}, adjusted`:"Northwind, flat",style:{width:"100%",textAlign:"left",height:"32px",padding:"0 10px"}}),a=()=>{n.savePreset((o.value.trim()||o.placeholder).slice(0,40)),le()};qe(St("Save current as preset",[o,t("span.muted",{style:{fontSize:"11.5px",lineHeight:"1.5"}},`All ${e.state.caps?.controls.length??""} controls, as they stand. A saved preset is a snapshot rather than a set of differences from the defaults, so it will not drift when those move.`)],[t("button.btn",{onclick:le},"Cancel"),t("button.btn.primary",{onclick:a},"Save")])),o.focus(),o.addEventListener("keydown",i=>{i.key==="Enter"&&a()})}function Qo(e,n){return e.state.source?[ea(e,n),oa(e,n),ia(e,n),ra(e),hs(e,n),na()]:[ta()]}function ea(e,n){const s=e.state;if(s.chooser||s.wizard||s.autoNoteHidden||!qo(e))return null;const o=ws(e,n,!0);return o?t("div.card.autocard",null,t("div.cardhead",null,t("span.eyebrow",null,"Auto chose"),t("div",{style:{display:"flex",gap:"10px"}},t("button.reset",{"data-ctl":"auto-customise",onclick:n.openWizard},"Customise"),t("button.reset",{"data-ctl":"auto-hide",title:"Hide this for the image",onclick:n.hideAutoNote},"Hide"))),o):null}function ta(){return t("div.card.emptycard",null,t("span.eyebrow",null,"Quality report"),t("p",null,"Open an image and its report lands here: the measured colour difference, what the drawing cost in coordinates, how editable it is, what could not be recovered, and its palette."),t("span.faint",null,"The controls are under Tune; they apply to whatever you open next."))}function na(){return t("div.benchmark",null,t("span.eyebrow.label",null,"Benchmark"),t("p",null,"Across our published 21-case set, VTracer's defaults average 4.4× the coordinates at 10× the colour error. ",t("span.dim",null,"Not a measurement of this file.")))}function sa(e){const n=e.state,s=n.caps?.stages??[],o=new Map(n.liveStages.map(i=>[i.name,i.ms])),a=n.liveStages.reduce((i,r)=>i+r.ms,0)/1e3;return t("div.card",null,t("div.cardhead",null,t("span",{style:{fontSize:"12px",fontWeight:"500"}},`Tracing at ${jt(n,n.tracingTier)??"—"} px`),t("span.muted.num",{style:{fontSize:"11px"}},Ae(a))),t("div.sweep",null,t("i")),t("div.stagelist",null,...s.map(i=>{const r=o.get(i);return t(`div.stagerow${r===void 0?"":".done"}`,null,t("span.mark",null,r===void 0?"·":"✓"),t("span.name",null,i),t("span.muted",null,r===void 0?"—":`${r.toFixed(0)} ms`))})))}function oa(e,n){const s=e.state,o=s.report,a=o?s.result?.tier==="draft"?`draft · ${o.tracedPx} px`:`full trace · ${o.tracedPx} px`:"—",i=r=>`${(Math.sqrt(Math.min(r,5)/5)*100).toFixed(1)}%`;return t("div.card",{style:{opacity:s.tracing?"0.45":"1",transition:"opacity var(--d-fast)"}},t("div.cardhead",null,t("span.eyebrow",null,"Quality report"),t("span.muted",{style:{fontSize:"11px"}},a)),t("div.headline",null,t("span.figure",null,ie(o?.meanDe00)),t("div.of",null,t("span.dim",{style:{fontSize:"11.5px"}},"mean colour difference"),t("span.muted.num",{style:{fontSize:"11px"}},`median ${ie(o?.medianDe00)} · dE00`))),t("div",{style:{display:"flex",flexDirection:"column",gap:"5px"}},t("div.meter",{role:"img","aria-label":`Colour difference ${ie(o?.meanDe00)} of a 0 to 5 scale`},t("span.threshold",{style:{left:i(1)}}),o?.meanDe00!=null?t("span.needle",{style:{left:i(o.meanDe00)}}):null),t("div.meterscale",null,t("span",null,"0 invisible"),t("span",null,"1.0 just visible"),t("span",null,"5.0"))),t("div.stats",null,...aa(e).map(([r,l])=>t("div",null,t("span.k",null,r),t("span.v",null,l)))),o&&s.worstCorner?t("button.reset",{style:{textAlign:"left"},onclick:n.jumpToWorst},`Find the worst corner · ${ie(s.worstCorner.de00)} dE00 →`):null)}function aa(e){const n=e.state.report;return n?[["coordinates",ne(n.coordinates)],["paths",ne(n.paths)],["colours found",ne(n.colours)],["segments",ne(n.segments)],["file size",ae(n.bytes)],["minified",n.minifiedBytes===null?"already":ae(n.minifiedBytes)],["traced at",`${n.tracedPx} px`],["time taken",Ae(n.seconds)]]:[["coordinates","—"],["paths","—"],["colours found","—"],["segments","—"],["file size","—"],["minified","—"]]}function ia(e,n){const s=e.state,o=s.report?.structure;if(s.report&&!o)return null;const a=s.settings.editability,r=(o?[{label:"Handles on an axis",help:"Curve handles that point exactly along x or y, as an artist places them with the keyboard. Counted over every cubic handle in the drawing.",part:o.axisHandles,whole:o.handles,artist:Et.axisHandles},{label:"Smooth joins",help:"Places where two curves meet with their tangents within a degree of each other, so the outline has no kink for a hand to trip on.",part:o.smoothJoins,whole:o.joins,artist:Et.smoothJoins},{label:"Nodes sharing a coordinate",help:"Nodes with the same x or the same y as another node, so a group of them can be selected and aligned in one move.",part:o.alignedNodes,whole:o.nodes,artist:Et.alignedNodes}]:[]).filter(u=>u.whole>0),l=o!==void 0&&o.cubics===0;return t("div.card.structure",{style:{opacity:s.tracing?"0.45":"1",transition:"opacity var(--d-fast)"}},t("div.cardhead",null,t("span.eyebrow",null,"Editability"),t("button.reset",{title:a?"Stop moving nodes and handles onto what an artist would draw":"Move nodes and handles onto what an artist would draw. Costs about 0.04 dE00 on icons, and the report above shows the price on this image.",onclick:()=>n.changeSetting("editability",!a)},a?"Editable structure on · turn off":"Make it editable")),...r.map(u=>{const d=u.part/u.whole;return t("div.srow",{title:u.help},t("span.k",null,u.label),t("span.v",null,ve(d),t("span.of",null,`${u.part} of ${u.whole}`)),t("div.sbar",{role:"img","aria-label":`${u.label}: ${ve(d)}, ${u.part} of ${u.whole}; hand-drawn files ${ve(u.artist)}`},t("i",{style:{width:`${(d*100).toFixed(1)}%`}}),t("b",{style:{left:`${(u.artist*100).toFixed(1)}%`}})))}),l?t("span.muted",{style:{fontSize:"11px",lineHeight:"1.45"}},"This drawing is lines and arcs, so there are no curve handles to tidy; only its nodes can line up."):null,t("span.muted",{style:{fontSize:"11px",lineHeight:"1.45"}},"The tick is where hand-drawn files sit (median of 1,544 artist SVGs). ",a?"Nothing moves further than the trace's own tolerance.":"A trace fitted for pixels alone starts near zero on all three."))}function ra(e){const n=e.state,s=o=>({lettering:"type",lossy:"image",strokes:"wand",ramp:"droplet",detail:"layers"})[o]??"info";return t("div.card",null,t("span.eyebrow",null,"What this trace could not recover"),...n.losses.map(o=>la(o,s(o.kind))),t("div.nothinglost",null,t("span.glyph",null,U("checkCircle",15)),t("span",null,n.losses.length?"Nothing else we can detect was lost.":"Nothing we can detect was lost.")))}function la(e,n){const s=t("div.why",{hidden:!0},e.why),o=t("button.expand",{"aria-expanded":"false",onclick:()=>{const a=s.hasAttribute("hidden");s.toggleAttribute("hidden",!a),o.setAttribute("aria-expanded",String(a)),o.textContent=a?"Hide":"Why"}},"Why");return t("div.loss",null,t("span.glyph",null,U(n,15)),t("div",{style:{display:"flex",flexDirection:"column",gap:"3px",minWidth:"0"}},t("span.text",null,e.text),t("div.meta",null,o,e.link?t("a",{href:e.link.href,"data-external":e.link.href.startsWith("http")?"1":null},e.link.label):null),s))}function ca(e,n){const s=e.state,o=(s.caps?.controls??[]).filter(r=>!Uo.has(r.key)),a=n.baseSettings();return[...new Set(o.map(r=>r.group))].map(r=>{const l=o.filter(p=>p.group===r),u=s.groupsOpen[r]!==!1,d=l.filter(p=>s.settings[p.key]!==a[p.key]).length;return t("section.group",{class:u?"open":void 0},t("div.grouphead",null,t("button.groupbtn",{"aria-expanded":String(u),"data-ctl":`group:${r}`,onclick:()=>{s.groupsOpen[r]=!u,e.touch("groupsOpen")}},U(u?"chevronDown":"chevronRight",13),t("span.eyebrow",null,r),d?t("span.changed",null,`${d} changed`):null),d?t("button.reset",{onclick:()=>n.resetGroup(r)},"Reset"):null),u?t("div.groupbody",null,...l.map(p=>ks(e,p,n,a))):null)})}function ks(e,n,s,o){const a=e.state.settings[n.key],i=a!==o[n.key],r=(...c)=>t(i?"div.control.changed":"div.control",null,...c);if(n.kind==="switch"){const c=t("button.switch",{role:"switch","aria-checked":String(!!a),"aria-label":n.label,"data-ctl":`${n.key}:switch`,onclick:()=>s.changeSetting(n.key,!a)});return r(t("div.controlhead",null,Je(t("span.label",{tabindex:"0"},n.label),n.help),c))}if(n.kind==="tri"){const c=[["off","Off"],["auto","Auto"],["on","On"]];return r(t("div.controlhead",null,Je(t("span.label",{tabindex:"0"},n.label),n.help),t("div.seg",null,...c.map(([f,m])=>t("button",{"aria-pressed":String(a===f),"data-ctl":`${n.key}:${f}`,onclick:()=>s.changeSetting(n.key,f)},m)))))}const l=c=>Math.pow((Number(c)-n.min)/(n.max-n.min||1),1/n.curve)*1e3,u=c=>n.min+Math.pow(c/1e3,n.curve)*(n.max-n.min),d=c=>n.decimals===0?String(Math.round(c)):c.toFixed(n.decimals),p=t("input.numberfield",{type:"text",value:d(Number(a)),inputmode:"decimal","aria-label":`${n.label}${n.unit?` in ${n.unit}`:""}`,"data-ctl":`${n.key}:field`,onchange:c=>{const f=Number(c.target.value);Number.isFinite(f)&&s.changeSetting(n.key,Math.min(n.max,Math.max(n.min,f)))}}),h=c=>{const f=u(Number(c.value));return n.decimals===0?Math.round(f):Number(f.toFixed(n.decimals))},g=t("input.slider",{type:"range",min:"0",max:"1000",step:"1",value:String(Math.round(l(Number(a)))),"aria-label":n.label,"aria-valuetext":`${d(Number(a))} ${n.unit}`.trim(),"data-ctl":`${n.key}:slider`,oninput:c=>{const f=c.target,m=h(f);p.value=d(m),f.setAttribute("aria-valuetext",`${d(m)} ${n.unit}`.trim())},onchange:c=>s.changeSetting(n.key,h(c.target))});return r(t("div.controlhead",null,Je(t("span.label",{tabindex:"0"},n.label),n.help),n.unit?t("span.unit",null,n.unit):null,p),g,n.stops.length?t("div.stops",null,...n.stops.map(c=>t("span",null,c.label))):null)}function ua(e,n){const s=e.state,o=!!s.svg&&!s.tracing;return[da(e,n),t("div.row",null,t("button.btn.primary",{style:{flex:"1"},disabled:!o,onclick:n.openExport},"Export"),t("button.btn",{disabled:!o,onclick:n.copySvg,title:"Paste straight into Figma or Illustrator"},"Copy SVG"),t("button.btn.icon",{disabled:!o,onclick:n.saveCard,"aria-label":"Save comparison card",title:"Save comparison card"},U("share",16))),t("div.note",null,t("span",null,"Export runs a fresh full trace."),t("button.reset",{disabled:!s.source||s.tracing,onclick:n.traceNow},"Trace again"))]}function da(e,n){const s=e.state,o=s.report;if(s.tracing){const r=s.liveStages[s.liveStages.length-1],l=s.liveStages.reduce((u,d)=>u+d.ms,0)/1e3;return t("div.readout.busy",null,t("span.pulse"),t("span.stage",null,r?.name??"starting"),t("span.muted.num.elapsed",null,Ae(l)),t("button.reset",{onclick:n.cancel,title:"Esc"},"Cancel"))}if(!o)return t("div.readout.idle",null,t("span.faint",null,s.source?"Nothing traced yet.":"Open an image to see what a setting does."));const a=s.result?.tier==="final"?s.previous:null,i=(r,l,u)=>t("div.cell",null,t("span.v.num",null,r),t("span.k",null,l),u);return t("div.readout",{"aria-live":"polite"},i(ie(o.meanDe00),"dE00",a?Lt(o.meanDe00,a.meanDe00,r=>r.toFixed(2),.005,!0):null),i(ne(o.coordinates),"coordinates",a?Lt(o.coordinates,a.coordinates,ne,0,!1):null),i(ae(o.bytes),"file",a?Lt(o.bytes,a.bytes,ae,16,!1):null))}function Lt(e,n,s,o,a){if(e==null||n==null)return null;const i=e-n;if(Math.abs(i)<=o)return t("span.delta.same",null,"no change");const r=i<0?"better":a?"worse":"same";return t(`span.delta.${r}`,null,`${i<0?"−":"+"}${s(Math.abs(i))}`)}const pa="https://logolabs.github.io/inkvec/";function ha(e,n,s){const o=t("div.chooser",{role:"region","aria-label":"How to trace this image"});let a=!1;const i=d=>{const p=e.state;a&&n.setOnOpen(d),p.prefs?.seenFirstRun||n.markSeen(),e.set({chooser:!1}),d==="custom"&&s()},r=()=>{const d=e.state;if(d.tracing&&d.generation===d.auto?.generation){const h=d.liveStages[d.liveStages.length-1],g=d.liveStages.reduce((c,f)=>c+f.ms,0)/1e3;return`Tracing now · ${h?.name??"starting"} · ${Ae(g)}`}const p=d.auto?.report;return p?`Done · ${ie(p.meanDe00)} dE00 · ${ne(p.coordinates)} coordinates · ${ae(p.bytes)}`:d.stageState.kind!=="drawing"&&d.stageState.kind!=="decoding"?"Stopped; the stage says why":"Starting…"},l=()=>{const d=e.state,p=d.chooser&&!!d.source&&d.tab==="vectorize"&&!d.wizard&&!d.screen;if(o.hidden=!p,!p){D(o);return}const h=!d.prefs?.seenFirstRun,g=ws(e,n);D(o,t("div.choosehead",null,t("span.eyebrow",null,`Just opened · ${d.source?.name??""}`),t("button.btn.icon.compact.ghost",{"aria-label":"Close; Auto stands",title:"Close. Auto stands (Esc)",onclick:()=>i("auto")},U("x",14))),h?t("p.chooseintro",null,"New: every image is traced the moment it opens. Keep Auto, or customise it a step at a time with the result beside each choice. Ignore this card and Auto stands."):null,t("div.choices",null,t("div.choice",null,t("span.choicename",null,U("zap",14),"Auto"),t("span.choicebody.num",{"data-status":""},r()),t("button.btn.primary.compact",{"data-ctl":"chooser-auto",onclick:()=>i("auto")},"Keep Auto")),t("div.choice",null,t("span.choicename",null,U("settings",14),"Custom"),t("span.choicebody",null,"What it is, colours, detail, shape, output: each explained, beside Auto's result."),t("button.btn.compact",{"data-ctl":"chooser-custom",onclick:()=>i("custom")},"Customise…"))),g?t("div.choosenews",null,t("span.eyebrow",null,"Auto chose"),g):null,t("label.remember",null,t("input",{type:"checkbox",checked:a,onchange:c=>{a=c.target.checked}}),t("span",null,"Remember my choice"),t("span.muted",null,"· change it in Settings")))},u=()=>{const d=o.querySelector("[data-status]");d&&(d.textContent=r())};return e.on(["chooser","source","tab","wizard","screen","auto","facts","prefs","preset","settings","groupSuggestions","palette","stageState"],l),e.on(["tracing","liveStages","generation"],u),l(),o}const at={kind:{id:"kind",title:"What is it?",does:"Picks the preset that suits the kind of image: a handful of settings chosen together. Each tile is a small draft of this image under that preset.",when:"When Auto's trace is not the kind of drawing you wanted: strokes that should be lines, a scan that should be two inks.",costs:"Nothing on its own. Photo or scan adds the denoiser to the full trace, about 0.6 s.",learn:["How a trace is made","algorithm/plain/00-overview.html"]},cleanup:{id:"cleanup",title:"Clean-up",does:"Repairs JPEG and screenshot damage before tracing, so the colours are the ones the artwork was drawn with rather than the ones the compression left.",when:"The source is a JPEG, a screenshot or a photo of a mark, and its flat colours come back speckled or with extra shades.",costs:"About 0.6 s per full trace, and a one-time download. Drafts skip it.",learn:["Intake and noise","algorithm/plain/01-intake.html"]},colours:{id:"colours",title:"Colours",does:"Shows every ink the trace found. Suggested groups are inks that are the same colour measured twice; grouping re-traces so the shapes between them join.",when:"The palette has near-duplicates, or more colours than the design has.",costs:"Fewer colours can merge a detail into its neighbour; the colour difference says when.",learn:["How the palette is found","algorithm/plain/03-palette.html"]},detail:{id:"detail",title:"Detail",does:"How closely curves follow the pixels, and how small a speck can be before it is dropped.",when:"Tighter for crests and filigree; looser for a smaller file with fewer nodes.",costs:"Tighter precision means more nodes and a bigger file; the readout above shows the trade.",learn:["Curve fitting","algorithm/plain/11-fitting.html"]},shape:{id:"shape",title:"Shape",does:"How the outlines are built: nodes an artist would place, fewer paths, one shape reused where it repeats, and what a curve or a corner costs the fit.",when:"The SVG will be edited by hand, or has to be as small as possible.",costs:"Editable nodes cost a little colour accuracy (about 0.04 dE00 on icons); the readout shows it here.",learn:["Symmetry and repeated shapes","algorithm/plain/10-symmetry.html"]},output:{id:"output",title:"Output",does:"How the file is written: the background, a margin around the drawing, and whether it is minified.",when:"Placing the SVG on a coloured page, or shipping it on the web.",costs:"None of these re-trace: they rewrite the same drawing.",learn:["Writing the SVG","algorithm/plain/13-emit.html"]}},zn={detail:["precision","speckleFloor"],shape:["editability","fewerPaths","matchRepeatedShapes","bezierCost","cornerAngle"],output:["transparentBackground","margin","minify"]},fa=[{preset:"logo",name:"Logo",why:"Flat colours and crisp shapes. The default."},{preset:"icon",name:"Icon",why:"A small flat mark: keeps one-pixel details, at most 16 colours."},{preset:"fine-detail",name:"Illustration or emoji",why:"Gradients and fine detail: curves fitted twice as closely."},{preset:"line-art",name:"Line art",why:"Even-width lines come back as strokes you can re-weight."},{preset:"black-and-white",name:"Black & white",why:"Two inks: stamps, signatures, scans of print."},{preset:"photo-or-scan",name:"Photo or scan",why:"JPEGs and screenshots: the denoiser cleans compression damage first.",note:"The draft is shown without the denoiser, which runs on the full trace."}];function ga(e){const n=e.state,s=!!n.caps?.denoiser.supported&&ms(n.source,n.facts);return["kind","cleanup","colours","detail","shape","output"].filter(o=>o!=="cleanup"||s)}function ma(e,n,s,o){let a=null,i=[],r=null,l=e.state.view,u="auto",d=null,p=null;const h=t("div.wizhead"),g=t("div.wizintro"),c=t("div.wizcontrols"),f=t("div.wizlive"),m=t("div.wizguide"),v=t("div.wizscroll",null,g,c,f,m),C=t("div.wiznav");ps(f,e);const b=()=>ga(e),k=()=>e.state.wizard?.step??"kind",$=x=>{x!==k()&&(k()==="kind"&&o.pause(),e.set({wizard:{step:x},hoverFill:null}),v.scrollTop=0)},M=()=>{const x=e.state.auto?.svg;return u!=="auto"||!x?null:(d?.svg!==x&&(d={svg:x,label:"Auto"}),d)},E=()=>e.set({compare:M()}),N=()=>{const x=e.state.auto?.svg;return x?(p?.svg!==x&&(p&&URL.revokeObjectURL(p.url),p={svg:x,url:URL.createObjectURL(new Blob([x],{type:"image/svg+xml"}))}),p.url):null},S=()=>{const x=b(),P=Math.max(0,x.indexOf(k())),T=at[k()],q=r!==null&&(e.state.preset!==r.preset||Te(e.state.caps,e.state.settings,r.settings).length>0||JSON.stringify(e.state.colourGroups)!==JSON.stringify(r.colourGroups));D(h,t("div.cardhead",null,t("span.eyebrow",null,`Custom · step ${P+1} of ${x.length}`),t("div",{style:{display:"flex",gap:"10px",alignItems:"baseline"}},q?t("button.reset",{"data-ctl":"wiz-undo",title:"Put every control and colour group back where they were when the wizard opened",onclick:()=>r&&s.restore(r)},"Undo my changes"):null,t("button.reset",{"data-ctl":"wiz-close",title:"Keep what is chosen so far (Esc)",onclick:()=>Ie(!0)},"Close"))),t("h2.wiztitle.serif",null,T.title),t("div.wizdots",{role:"tablist","aria-label":"Steps"},...x.map((j,_)=>t("button",{role:"tab","aria-selected":String(j===k()),"aria-label":`Step ${_+1}: ${at[j].title}`,title:at[j].title,class:_<P?"done":void 0,onclick:()=>$(j)}))),t("div.wizcompare",null,t("span.muted",null,"Left pane"),t("div.seg",{role:"group","aria-label":"What the left pane shows"},t("button",{"aria-pressed":String(u==="auto"&&!!e.state.auto?.svg),disabled:!e.state.auto?.svg,title:e.state.auto?.svg?"Auto's trace, to compare yours with":"Auto's trace has not landed yet",onclick:()=>{u="auto",E(),S()}},"Auto's 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x=b();if(!x.includes(k())){e.set({wizard:{step:x[Math.min(x.length-1,1)]}});return}S(),A(),F(),xe(),G()},V=x=>e.state.caps?.controls.find(P=>P.key===x),se=x=>{const P=s.baseSettings();return x.map(T=>V(T)).filter(T=>!!T).map(T=>ks(e,T,s,P))},xe=()=>{const x=document.activeElement instanceof HTMLElement&&c.contains(document.activeElement)?document.activeElement.getAttribute("data-ctl"):null,P=e.state,T=k();let q=[];T==="cleanup"?q=J():T==="colours"?q=se(P.facts?.hasAlpha?["maxColours","traceTransparency"]:["maxColours"]):T==="detail"?q=[ee(),...se(zn.detail??[])]:(T==="shape"||T==="output")&&(q=se(zn[T]??[])),D(c,...q),c.hidden=q.length===0,x&&c.querySelector(`[data-ctl="${x}"]`)?.focus({preventScroll:!0}),a&&S()},ee=()=>t("div.wizrow",null,t("span.label",null,"Compare as"),t("div.seg",{role:"group","aria-label":"How the two panes are arranged"},...["side","wipe"].map(x=>t("button",{"aria-pressed":String(e.state.view===x),"data-ctl":`wiz-view:${x}`,onclick:()=>e.set({view:x})},x==="side"?"Side by side":"Wipe")))),J=()=>{const x=e.state,P=x.caps?.denoiser,T=x.settings.cleanUpDamage,q=[x.source?.lossy?`the file is a ${x.source.container}, which stores colour approximately`:null,x.facts&&x.facts.noiseLevels>=gs?`its pixels measure ${x.facts.noiseLevels.toFixed(1)} levels of noise (a clean file reads about 0.5)`:null].filter(Boolean),j=(_,y,z)=>t("button.wizchoice",{"aria-pressed":String(T===_||_==="auto"&&T==="on"),"data-ctl":`wiz-cleanup:${_}`,onclick:()=>s.changeSetting("cleanUpDamage",_)},t("span.name",null,y),t("span.muted",null,z));return[q.length?t("p.wizwhy",null,`Offered because ${q.join(", and ")}.`):null,t("div.wizchoices",null,j("off","Off","Trace the pixels as they are, damage and all."),j("auto","Auto","Clean the damage first, where it is found.")),P&&!P.installed&&T!=="off"?t("div.wiznote",null,t("span",null,`The denoiser is not downloaded yet. It is a one-time download from ${P.repo}, checked against its SHA-256 on arrival, and it runs on this computer: the model comes down, your image never goes up. Until then the trace runs without it.`),t("button.btn.compact",{"data-ctl":"wiz-download",onclick:s.openDenoiser},"Download the denoiser…")):null,t("p.muted.wizsmall",null,"Left: Auto's trace, without it. Right: yours. 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Paste straight into Figma or Illustrator."))}},"Copy"),t("button.btn",{onclick:$},"Open…"))))};return e.on(["minify"],N),N(),C}function Aa(e,n){const s=e.state.minify,o=(r,l,u)=>t("input",{class:`inlinefield${l?" accent":""}`,type:"text",inputmode:"decimal",value:String(r),onchange:d=>{const p=Number(d.target.value);Number.isFinite(p)&&p>0&&(u(p),e.touch("minify"),n())}}),a=o(s.settings.tolerancePx,!0,r=>s.settings.tolerancePx=r),i=r=>{const l=Number(r.value)/1e3;return Number((l*l).toFixed(3))};return t("div.card",null,t("span.sentence",null,"Nothing moves more than ",a," px when the drawing is ",o(s.settings.judgePx,!1,r=>s.settings.judgePx=r)," px wide."),t("input.slider",{type:"range",min:"0",max:"1000",step:"1",value:String(Math.round(Math.sqrt(Math.min(1,s.settings.tolerancePx))*1e3)),"aria-label":"Tolerance",oninput:r=>{a.value=String(i(r.target))},onchange:r=>{s.settings.tolerancePx=i(r.target),e.touch("minify"),n()}}),t("div.stops",null,t("span",null,"exact"),t("span",null,"gentle"),t("span",null,"aggressive")))}function _e(e){const n=t("div.art.centred"),s=As(e);return s&&(s.setAttribute("width","100%"),s.setAttribute("height","100%"),n.append(s)),n}function za(e){const n=(e.getAttribute("viewBox")??"").trim().split(/[\s,]+/).map(Number);return n.length===4&&n.every(Number.isFinite)&&n[2]>0&&n[3]>0?[n[0],n[1],n[2],n[3]]:null}function As(e){const n=new DOMParser().parseFromString(e,"image/svg+xml"),s=n.documentElement;if(!s||s.nodeName!=="svg"||n.querySelector("parsererror"))return null;const o=document.importNode(s,!0);if(za(o))return o;const a=o.getAttribute("width")??"",i=o.getAttribute("height")??"",r=parseFloat(a),l=parseFloat(i);if(r>0&&l>0&&!a.includes("%")&&!i.includes("%"))return o.setAttribute("viewBox",`0 0 ${r} ${l}`),o;const u=document.createElement("div");u.style.cssText="position:absolute;visibility:hidden;width:0;height:0;overflow:hidden",o.setAttribute("width","1"),o.setAttribute("height","1"),u.append(o),document.body.append(u);try{const d=o.getBBox();if(d.width>0&&d.height>0){const p=Math.max(d.width,d.height)*.02;o.setAttribute("viewBox",`${d.x-p} ${d.y-p} ${d.width+2*p} ${d.height+2*p}`)}else o.setAttribute("viewBox","0 0 100 100")}catch{o.setAttribute("viewBox","0 0 100 100")}finally{u.remove()}return o}async function Ta(e){const n=As(e);if(!n)return null;const s=64;n.setAttribute("width",String(s)),n.setAttribute("height",String(s));const o=`data:image/svg+xml;charset=utf-8,${encodeURIComponent(new XMLSerializer().serializeToString(n))}`;try{const a=await new Promise((h,g)=>{const c=new Image;c.onload=()=>h(c),c.onerror=g,c.src=o}),i=document.createElement("canvas");i.width=s,i.height=s;const r=i.getContext("2d",{willReadFrequently:!0});if(!r)return null;r.drawImage(a,0,0,s,s);const l=r.getImageData(0,0,s,s).data;let u=0,d=0;for(let h=0;h<l.length;h+=4){const g=l[h+3]/255;g<.05||(u+=g,d+=g*(.2126*l[h]+.7152*l[h+1]+.0722*l[h+2])/255)}if(u<20)return null;const p=d/u;return p<.3?"light":p>.8?"dark":null}catch{return null}}const me=25.4,Fn=[["singleColour","One colour","Everything chosen, joined into one sheet of one material."],["layered","Layered","One sheet per colour. Each runs under the colours above it by the bleed, so the stack has no gaps; registration marks line the sheets up."],["inlay","Inlay","One sheet per colour, cut exactly, laid edge to edge. Thinner, but unforgiving to line up."],["sticker","Sticker","The artwork with a contour around it, to print and then cut."],["stencil","Stencil","A sheet with the artwork cut out. Counters that would fall out, like the middle of an O, are held by thin bridges."],["lines","Lines","For a pen, a scoring blade or a laser line: every line in the drawing is followed once, along its centre, instead of round both of its edges. Strokes in the file are used as drawn; lines inside filled shapes are found and checked against the shape."]],On=[["mm","Millimetres","Exact by the SVG standard, and read correctly by most programs. If yours imports at the wrong size, choose the pixel rate it uses."],["px96","Pixels, 96/in","The CSS pixel: Inkscape, LightBurn, Carbide Create, Fusion and browsers read a bare pixel size at 96 per inch."],["px72","Pixels, 72/in","Cricut Design Space and Silhouette Studio read a bare pixel size at 72 per inch."]],Rn=[{id:"vinyl",label:"Adhesive vinyl",glyph:"layers",note:"Cricut, Silhouette, Brother. Filled shapes, stacked by colour with a 0.8 mm overlap, marks to line up, nothing narrower than 0.8 mm.",apply:e=>({mode:e>1?"layered":"singleColour",cutStyle:"filled",mirror:!1,registration:!0,bleedMm:.8,minFeatureMm:.8,kerfMm:0})},{id:"htv",label:"Iron-on",glyph:"zap",note:"Heat-transfer vinyl is cut face down, so every sheet is mirrored. Layers overlap by 0.3 mm (0.25–0.38 mm is the press-safe range) and nothing is narrower than 1 mm. Glitter, holographic and puff go on top only.",apply:e=>({mode:e>1?"layered":"singleColour",cutStyle:"filled",mirror:!0,registration:!0,bleedMm:.3,minFeatureMm:1,kerfMm:0})},{id:"sticker",label:"Sticker",glyph:"square",note:"Print the artwork, then the machine cuts the contour around it.",apply:()=>({mode:"sticker",cutStyle:"filled",mirror:!1,stickerMarginMm:3,kerfMm:0})},{id:"stencil",label:"Stencil",glyph:"copy",note:"Mylar or card with the design cut out, for paint or etching cream. Loose centres are bridged.",apply:()=>({mode:"stencil",cutStyle:"filled",mirror:!1,bridgeMm:1.5,stencilMarginMm:10,minFeatureMm:1.5,kerfMm:0})},{id:"pen",label:"Pen or score",glyph:"pen",note:"A pen in the cutter, a scoring or foil tool, a plotter, or a laser engraving lines: each line is drawn once, down its middle. Set the tip width so the preview shows what the pen will leave.",apply:()=>({mode:"lines",penMm:.4,maxLineMm:0,mirror:!1})},{id:"laser",label:"Laser or sign cutter",glyph:"crosshair",note:"Hairlines in LightBurn's layer colours, inner shapes cut first, parts grown for a 0.15 mm kerf (CO₂ 0.1–0.2 mm, diode 0.15–0.3 mm; measure yours). 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e.state.fab.unit!=="in"?n:n.replace(/(\d+(?:\.\d+)?) mm²/g,(s,o)=>`${(Number(o)/(me*me)).toFixed(4)} in²`).replace(/(\d+(?:\.\d+)?) mm(?![²\w])/g,(s,o)=>`${(Number(o)/me).toFixed(3)} in`)}function Xe(e,n){return e.state.fab.unit==="in"?`${(n[0]/me).toFixed(2)} × ${(n[1]/me).toFixed(2)} in`:`${n[0].toFixed(1)} × ${n[1].toFixed(1)} mm`}function Pa(e){return e?e.checks.filter(n=>n.code==="thin"||n.code==="gaps"||n.code==="specks").length:0}function Da(){return t("div.drop.solid",null,t("span.glyph",null,U("layers",32)),t("div",{style:{display:"flex",flexDirection:"column",gap:"6px"}},t("span.headline",null,"Drop an SVG here"),t("span.faint",{style:{fontSize:"13px"}},"or open one, or bring over a trace, from the panel on the right")))}function on(e,n=10){return t("span",{style:{display:"inline-block",width:`${n}px`,height:`${n}px`,borderRadius:"2px",background:e,border:"1px solid var(--rule2)",flex:"none"}})}function Na(e,n,s){const o=e.state.fab,a=o.plan,i=Pa(a),r=h=>{o.shown=h,e.touch("fab")};D(n,t("div.seg",{role:"group","aria-label":"Sheet"},t("button",{"aria-pressed":String(o.shown===-1),disabled:!a,onclick:()=>r(-1)},"All sheets"),...(a?.layers??[]).map((h,g)=>t("button",{"aria-pressed":String(o.shown===g),title:`${h.name}: ${Xe(e,h.materialMm)} of material, ${h.parts} pieces, ${ne(h.nodes)} path segments`,onclick:()=>r(g)},on(h.hex),t("span",{style:{marginLeft:"6px"}},(a?.layers.length??0)>1?`${g+1}`:h.name)))),a&&i?t("button.btn.ghost.compact",{"aria-pressed":String(o.showProblems),style:{marginLeft:"12px",color:o.showProblems?"#e5484d":void 0},title:"Draw the parts too thin to weed (red), the waste gaps too narrow to weed (amber) and the loose specks (ringed)",onclick:()=>{o.showProblems=!o.showProblems,e.touch("fab")}},U("alert",13),t("span",{style:{marginLeft:"6px"}},o.showProblems?"Showing problems":"Show 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drawing":"sheet";return n===1?s:`${s}s`}function Ia(e){return e.style.opacity="0.18",e.style.pointerEvents="none",e}function _a(e,n,s){const o=!!e.state.svg;return t("div.railscroll",{style:{justifyContent:"center",alignItems:"center",textAlign:"center",gap:"16px"}},t("span.serif",{style:{fontSize:"20px"}},"Make it real"),t("span.faint",{style:{fontSize:"12.5px",lineHeight:"1.6",maxWidth:"32ch"}},"Prepare a drawing for a vinyl cutter, a sticker or a laser: real sizes, one sheet per colour, and a check of what will go wrong before anything is cut."),o?t("button.btn.primary",{onclick:s},"Use the current trace"):null,t(o?"button.btn":"button.btn.primary",{onclick:n},"Open an SVG"))}function Fa(e,n,s){const o=e.state.fab;return t("div",{style:{display:"flex",alignItems:"center",gap:"8px"}},U("file",14),t("span.dim",{style:{flex:"1",fontSize:"12.5px",overflow:"hidden",textOverflow:"ellipsis",whiteSpace:"nowrap"}},o.name??"drawing"),e.state.svg?t("button.btn.ghost.compact",{onclick:s,title:"Use what the Vectorize tab traced"},"Current trace"):null,t("button.btn.ghost.compact",{onclick:n},"Open…"))}function Oa(e,n){const s=e.state.fab,o=s.options.include.length,a=Rn.find(i=>i.id===s.preset);return t("div.card",null,t("span.eyebrow",null,"Material"),t("div",{style:{display:"grid",gridTemplateColumns:"1fr 1fr",gap:"6px"}},...Rn.map(i=>t("button.btn",{"aria-pressed":String(s.preset===i.id),style:{justifyContent:"flex-start",gap:"8px",borderColor:s.preset===i.id?"var(--accent)":void 0,background:s.preset===i.id?"var(--accent-soft)":void 0},onclick:()=>{s.preset=i.id,s.dxf=i.id==="laser"||i.id==="pen",n(i.apply(o),!0)}},U(i.glyph,14),i.label))),t("span.muted",{style:{fontSize:"11.5px",lineHeight:"1.5"}},a?a.note:"Pick what goes in the machine, or set everything below by hand."))}function Ra(e,n){const s=e.state.fab.options,o=Fn.find(a=>a[0]===s.mode)?.[2]??"";return t("div.card",null,t("span.eyebrow",null,"Making"),t("div.seg",{role:"group","aria-label":"What is being made",style:{display:"grid",gridTemplateColumns:"repeat(3, 1fr)"}},...Fn.map(([a,i])=>t("button",{"aria-pressed":String(s.mode===a),onclick:()=>n({mode:a})},i))),t("span.muted",{style:{fontSize:"11.5px",lineHeight:"1.5"}},o))}function pt(e,n,s="58px",o=0){return t("input",{class:"inlinefield",type:"text",inputmode:"decimal",value:String(e),style:{width:s},onchange:a=>{const i=Number(a.target.value);Number.isFinite(i)&&i>=o&&n(i)}})}function pe(e,n,s,o="58px"){const a=e.state.fab.unit==="in",i=Number(a?(n/me).toFixed(3):n.toFixed(2));return pt(i,r=>s(a?r*me:r),o)}function an(e){return e.state.fab.unit==="in"?"in":"mm"}function Ba(e,n){const s=e.state.fab,o=s.analysis?.aspect??1,a=s.options.widthMm,i=an(e);return t("div.card",null,t("div.cardhead",null,t("span.eyebrow",null,"Size"),t("div.seg",{role:"group","aria-label":"Units"},...["mm","in"].map(r=>t("button",{"aria-pressed":String(s.unit===r),onclick:()=>{s.unit=r,e.touch("fab")}},r)))),t("span.sentence",null,"The design is ",pe(e,a,r=>r>0&&n({widthMm:r})),` ${i} wide and `,pe(e,a*o,r=>r>0&&n({widthMm:r/o})),` ${i} tall.`),Le("Cut a size-check square",s.options.sizeCheckMm>0,()=>n({sizeCheckMm:s.options.sizeCheckMm>0?0:s.unit==="in"?me:20}),s.options.sizeCheckMm>0?`A ${zs(e,s.options.sizeCheckMm,1)} square below the design. Measure it once cut: any other size means the program rescaled the file on import.`:"Wrong size on import is the commonest cutter complaint. A small square below the design shows it before a whole sheet is wasted."),t("div",{style:{display:"flex",flexDirection:"column",gap:"6px"}},t("span.dim",{style:{fontSize:"12.5px"}},"The files state their size in"),t("div.seg",{role:"group","aria-label":"Size written in",style:{display:"grid",gridTemplateColumns:"repeat(3, 1fr)"}},...On.map(([r,l])=>t("button",{"aria-pressed":String(s.options.fileUnits===r),onclick:()=>n({fileUnits:r})},l))),t("span.muted",{style:{fontSize:"11px",lineHeight:"1.45"}},On.find(r=>r[0]===s.options.fileUnits)?.[2]??"")))}function Ga(e,n){const s=e.state.fab,o=s.analysis;if(!o)return null;const a=s.options,i=a.mode==="layered",r=i?[...a.order.filter(d=>a.include.includes(d)),...o.colours.map(d=>d.hex).filter(d=>!a.include.includes(d))]:o.colours.map(d=>d.hex),l=d=>o.colours.find(p=>p.hex===d),u=(d,p)=>{const h=a.order.filter(f=>a.include.includes(f)),g=h.indexOf(d),c=g+p;g<0||c<0||c>=h.length||([h[g],h[c]]=[h[c],h[g]],n({order:h}))};return t("div.card",null,t("div.cardhead",null,t("span.eyebrow",null,i?"Colours, bottom sheet first":"Colours"),t("span.muted",{style:{fontSize:"11px"}},`${a.include.length} of ${o.colours.length}`)),...r.map(d=>{const p=l(d);if(!p)return null;const h=a.include.includes(d),g=[p.background?"page":null,p.gradient?"gradient":null,p.translucent?"translucent":null].filter(Boolean);return t("div",{style:{display:"flex",alignItems:"center",gap:"8px",fontSize:"12.5px",opacity:h?"1":"0.55"}},t("button.switch",{role:"switch","aria-checked":String(h),"aria-label":`Cut ${d}`,onclick:()=>{const c=h?a.include.filter(m=>m!==d):[...a.include,d],f=h?a.order:[...a.order.filter(m=>m!==d),d];n({include:c,order:f})}}),on(d,16),t("span.num",{style:{flex:"1"}},d,g.length?t("span.muted",{style:{marginLeft:"6px",fontSize:"11px"}},g.join(" · ")):null),t("span.muted.num",{style:{fontSize:"11px"}},ve(p.coverage,1)),i&&h?t("span",{style:{display:"flex",gap:"2px"}},t("button.btn.ghost.compact",{title:"Lower in the stack",onclick:()=>u(d,-1)},"↓"),t("button.btn.ghost.compact",{title:"Higher in the stack",onclick:()=>u(d,1)},"↑")):null)}))}function Le(e,n,s,o){return t("div",{style:{display:"flex",flexDirection:"column",gap:"3px"}},t("div",{style:{display:"flex",alignItems:"center",justifyContent:"space-between"}},t("span.dim",{style:{fontSize:"12.5px"}},e),t("button.switch",{role:"switch","aria-checked":String(n),"aria-label":e,onclick:s})),o?t("span.muted",{style:{fontSize:"11px",lineHeight:"1.45"}},o):null)}function Wa(e,n){const s=e.state.fab.options,o=an(e);return t("div.card",null,t("span.eyebrow",null,"Drawing"),t("span.sentence",null,"The pen or tool draws ",pe(e,s.penMm,a=>a>0&&n({penMm:a})),` ${o} wide.`),t("span.sentence",null,"Lines up to ",pe(e,s.maxLineMm,a=>n({maxLineMm:a})),` ${o} wide are drawn once (0 for any width); wider parts are drawn round their outline.`),Le("Also save a DXF",e.state.fab.dxf,()=>{e.state.fab.dxf=!e.state.fab.dxf,e.touch("fab")},"Lines as open polylines and outlines as closed ones, one layer per colour, in millimetres."),Ts(e,n),t("span.sentence",null,"Lines stay within ",pe(e,s.toleranceMm,a=>a>0&&n({toleranceMm:a})),` ${o} of the drawing.`))}function Ts(e,n){const s=e.state.fab,o=s.options,a=s.unit==="in"?"in/min":"mm/min",i=s.unit==="in"?Number((o.gcodeFeedMmMin/me).toFixed(1)):Math.round(o.gcodeFeedMmMin);return t("div",{style:{display:"flex",flexDirection:"column",gap:"8px"}},Le("Also save G-code",s.gcode,()=>{s.gcode=!s.gcode,e.touch("fab")},"For GRBL lasers and plotters: curves as G2/G3 arcs, holes cut first, origin at the lower left of the job. GRBL's laser mode ($32=1) keeps the beam off between cuts."),s.gcode?t("span.sentence",null,"Cut at ",pt(i,r=>r>0&&n({gcodeFeedMmMin:s.unit==="in"?r*me:r}),"64px"),` ${a}, power S`,pt(o.gcodePower,r=>n({gcodePower:r}),"58px"),", ",pt(o.gcodePasses,r=>r>=1&&n({gcodePasses:Math.round(r)}),"40px",1),o.gcodePasses===1?" pass.":" passes."):null)}function Ha(e,n){const s=e.state.fab.options;if(s.mode==="lines")return Wa(e,n);const o=an(e),a=s.mode==="layered"||s.mode==="inlay";return t("div.card",null,t("span.eyebrow",null,"Cutting"),s.mode==="layered"?t("span.sentence",null,"Each colour runs ",pe(e,s.bleedMm,i=>n({bleedMm:i})),` ${o} under the colours above it.`):null,s.mode==="sticker"?t("span.sentence",null,"The contour is ",pe(e,s.stickerMarginMm,i=>n({stickerMarginMm:i})),` ${o} outside the artwork.`):null,s.mode==="stencil"?t("span.sentence",null,"Bridges are ",pe(e,s.bridgeMm,i=>i>0&&n({bridgeMm:i})),` ${o} wide; the sheet reaches `,pe(e,s.stencilMarginMm,i=>n({stencilMarginMm:i})),` ${o} past the artwork.`):null,t("span.sentence",null,"Parts narrower than ",pe(e,s.minFeatureMm,i=>i>0&&n({minFeatureMm:i})),` ${o} are too thin to weed.`),Le("Remove them",s.removeThin,()=>n({removeThin:!s.removeThin}),"Drops the slivers and necks narrower than that from the sheets."),a?Le("Registration marks",s.registration,()=>n({registration:!s.registration})):null,t("span.sentence",null,"Weeding border ",pe(e,s.weedBorderMm,i=>n({weedBorderMm:i})),` ${o} outside (0 for none).`),Le("Also save a DXF",e.state.fab.dxf,()=>{e.state.fab.dxf=!e.state.fab.dxf,e.touch("fab")},"Every sheet as a layer of closed polylines in millimetres, curves as true arcs (which CAM turns into G2/G3 moves), for CAD, CNC and laser programs."),Ts(e,n),s.mode==="sticker"||s.mode==="stencil"?null:Le("Mirror",s.mirror,()=>n({mirror:!s.mirror}),"For heat-transfer vinyl, which is cut from the back."),t("div",{style:{display:"flex",flexDirection:"column",gap:"6px"}},t("span.dim",{style:{fontSize:"12.5px"}},"Cut lines as"),t("div.seg",{role:"group","aria-label":"Cut lines as"},t("button",{"aria-pressed":String(s.cutStyle==="filled"),onclick:()=>n({cutStyle:"filled"})},"Filled shapes"),t("button",{"aria-pressed":String(s.cutStyle==="hairline"),onclick:()=>n({cutStyle:"hairline"})},"Hairlines")),t("span.muted",{style:{fontSize:"11px",lineHeight:"1.45"}},s.cutStyle==="filled"?"What Cricut Design Space and Silhouette Studio expect: they cut around every shape.":"The laser and sign-cutter convention: only a hairline is a cut. 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Left, the raster; middle, Inkvec's SVG; right, the engine you compare with. Scroll to zoom and drag to pan, all three together; Anchors shows every on-curve point, Handles every control point with its tangent. From the ${e.date} competitor run.`)),t("div.sc-main",null,r,t("div.sc-stagecol",null,p,a.el,i)),t("div.sc-results",null,t("h2.serif",null,"Inkvec vs the field"),t("p.faint",null,`${e.cases} cases (${e.families.length} families: real icons, emoji, synthetic probes and real brand logos; selection fixed from the seed ${e.seed}), each rendered from its source SVG, traced by every engine and scored against the render: CIEDE2000 colour difference, DISTS and DINOv3 perceptual similarity, and geometry against the artist's own file (1.00× is exactly the artist's number of parameters). 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Forget one and try again.",{kind:"bad"})})},deletePreset:e=>{const n=w.state.prefs;n&&(He({saved:n.saved.filter(s=>s.id!==e)}),w.state.preset===e&&w.set({preset:null}))},baseSettings:Jn,changeSetting:(e,n)=>{Yn(w.state.settings,e,n),w.touch("settings");const s=w.state.caps?.denoiser;e==="cleanUpDamage"&&n!=="off"&&s?.supported&&!s.installed&&w.set({stageState:{kind:"denoiserMissing"}}),Fe()},resetGroup:e=>{const n=Jn();for(const s of w.state.caps?.controls??[])s.group===e&&Yn(w.state.settings,s.key,n[s.key]);w.touch("settings"),Fe()},traceNow:()=>void De("final"),cancel:()=>{B.cancelTrace(),w.set({tracing:!1,stageState:w.state.svg?{kind:"cancelled"}:{kind:"empty"}})},snap:(e,n)=>void Di(e,n),setColourGroups:e=>{w.set({colourGroups:e,paletteSelection:[]}),Fe()},openExport:()=>$s(w,Ct,Is),copySvg:async()=>{w.state.svg&&(await vt(w.state.svg),H("SVG copied. 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diff --git a/studio/assets/noto-emoji__emoji_u1f478_1f3fd-PrCK6Ig5.js b/studio/assets/noto-emoji__emoji_u1f478_1f3fd-PrCK6Ig5.js
new file mode 100644
index 0000000000000000000000000000000000000000..f0d632663dbb01e26d0dec841f1adadc04255f67
--- /dev/null
+++ b/studio/assets/noto-emoji__emoji_u1f478_1f3fd-PrCK6Ig5.js
@@ -0,0 +1 @@
+const 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CuTuDNxZnpvLN5BTq/q82+RIlevP+3kh/b3RwpOTV1GQ8tjwztTwzNXr9yg///E/BYnHXejfv2NW//0BqfEDqOuRm0NiSzbVJowMRW7SV8jDsMKtleEM/CGJxZeoHSTcZmhnmnhKvAgIooD8vGYa7L0PX4+Azmv6wOsG3F5au6OMMUxKApXk7OGp165nifmsBMpDFuuffeOX7F0/9ZGL4VrFSOnnhY8dK26L6sQ+tDI40rvdflUyG/EvXz56+fvb0D//8T+2umobW9t33HXno459ubG2zdR2S5WBphMQWbfIBKGn3p3lnwlNdw3TTXgAw/qr+ls/VoSyHociKJYDoeOHTnuOvQngW2h82+FYqAQTMKwZg6zqkE2hLBEpLALauQ6me/j/+3SsTw7dkN3/9rX9J3f91DgIyIBZenbkzPHNn+MRL37PY7M1N3q019o/vEhKwq8OuZDRq98WTURKdcpQu/2PtPFhOrmHjwSJbfwDj4VMkgHVCZG293vPnwN1jkAvy9IDFpQkGQ9chOm5OTXB730M6AojO2Z1dUV0WqIhdQAoBDF29/PoPvjd643rQv2SGEYMaF33yo/51+EEbEwSkiw3isZnp+RlwnR5x2UiitzH+oa2JLU2JyB1HpPSN//YtD5nUMoQG9K6hqxUc9UZG4Hzh1p//rLKVh6vK5jAd+Tt+2mBKwNMDgUH9x2xOAtj5ifDZb2okARKwetvl7hfOeDxgLdYg2KXYvhO/8qWZsVFIJjfK0zfEQ0eCbldyHX5Qf2/kSGmqwWtEnFqH5q1D80CBNrtj21uTclhQfDhqHTs/aVb3P6U3RBED1iF4F6aOr/VnJfxQtihzAli7UHsyDJNvQd9PZyeA4HVzlgEAwHX4F1eP/5bGFixZgwM1jrYYsdGE3xqZXqsz+HfX7TdnLHMhO4ERE16BRl/i8WPrJ1DxsWOBSzdcq2GTDlcTIPMhx+kRODXs8rpiezsSpWAC54HPF9wPtgG5AXePsf9X3aj6CAAAQncgeFc/H5B6XEy8L8y+5aHVn/yBrhScCFhX1zz8+XfX7Vcmrf6wnRATOfup+NlPLa/nj2vyJR46Enz1ZK3JjzYhEIjYT4/YFSZ4YHP82NaiFYecB37GxDf1dQOXToelKzk1+yMBmPjX9xbnfWZO6YOA1EnxiIkXRjpq3Y9+NfTqrxXr/S6M204MWeeCDtXum1tG6KEjwf7eyDr/0MePBS7dcI1PlccdpDDB6zftr92kPd7oR3YmtjStqVruPPwF87r/qbC4DNr/Z06h91vmBFCs2kvoDoRnsusFmfmD7Dtm6zu2xn2NCyHLGzetV6YcSWoxv91X0NUe/9ixlQ0KO5b+yzeby+ucECBjfue3zoCFJPe2Rx/bnmh05104sXYedB7+xXL6s1Nvbf8Quv+AKSDNgdCdEvem/GYCN5wNH/2q/8VP6hJBOeLkLds7ozae6ikX1Ljoz35qaX1qv6nobo899VF/VoEgcyJJLZcmXRcnoNkT/fTeeB4BgaPW/ehXy/5+DwwCovwjgF3FPBCtR8v7ajhqaz/zZyuv/OvcOUBx+S9OOgmQcnH5ZTz1EX93e2wDf4GHjgSHRh2XBlxlemQIgfmQ41tnHDaSOLw5lkut2P3oV8tmCbDwFIwigGKhnPXgypwArHVgrYNEMdo/wjMQ9afVCCoTWJq358gBCyHL9y/Y7i47CYEyXRTw0JHgkXtCG/5r/MynlueXbOVSDEiHOLWeHrGeGnEe6Ij81D2xdB5GzQd/tTzWQetvDKfe+ucr+ZDW6+osb4tR9jFMEelXNw+iOyJlwvMKB2Qo0N2et/7n464/POkZ8ztJ2S6J6e+NPvVRU/Rfu13Jn/3UUo2LQvmDALk06frNV2v/9G3Hgm5+2FFb+5k/K4/97wDg1I7sBO/qw/1iwVvectDlTwBF/ABm31YPSiIC469CeEYbLJVNcGBp3u59+kepY/onb9n+83HXt864A5HyXg3Y1R5/9qcWzfP7dLfHfvZTS1ApUArFf3DCw2nA0ry97qf/0pKzCODGQzezGbojen7WPvpbhn5h2s+a0jL3XEIDcHVd1Pj2vFx2A9+Rs9+MXPwuRFcujNv+5rIjTithJ1RXe/yXnp7fqMJvBrz7vvt//bAeKguUwubupl/47RcySFKbEYEzMPCMkXPkKlryR8GBN8wpEFA1BAAAV58s+YJmax0cPFOO12bwwrvf/v3f9vtXoSJgWutfwRwAABTg8KMfe/rffbmcfumzu0r+I+oOw84Xy/qTtVTC8VyHbS0Nj5bdVVmYmf4/n/2Z//p/fQWt/7rhyD0hk1QmiuwnApx78+9/+dOPvfHy98vml14H4ZZy3gRQQRFAIgAXHy1OL1A69L9gWiEgQ9P///3+745cv0KgcmB+61/xcYACu6vmc8/96rrtuC8ccy/D8POYFagCAgCA8Rdg4hv4SQPAy9/6s+Mv/1UlmX4A6O+NPvtTi2Vh/auBAwBg8669//LXftPUhYFS+4WbvmLaTbHVRwCJAFz5DEQnSvLmnV+ErufMfw2Grl7+71/9jfXZvLieOHJg9Wc/vVR2v/a777tfes1rWsXQIsBiefjT/+LJX/jX1egXOjrhwJsV8BlWCgEAwNKbMFgCM22tgwNvgrXO5H/9H3z5l5WV4hWGn/3UshmmvQrD2JT9v77YVMkcAOD2+r78R//dpKFA6YKAssoJVwcBAMDwV2DulSK/Z9/XTF7qeePl7//wf36Tr2epGNS46C89Pb+xSg9rRyhs+fPvN2zsCslSgwI88uRPmzQUKEUQ0PY0bPpKZXx2lUUAiQAMPF3kllBHF/S/YM4JgIWZ6T/6yq8sz0xVnk0pu6R/ZvzgH7wn3/VARcOMocDSm3D7+SJv7HLvhD0vV8ynVlkEUCIOAICu56Dzi+j4r4/j//ixwENHghX2d10acP2vH/oqOx1kolAgEYDh52HxjWKz3E7Y+aL5E8JVTACl44C6+2HL10wy9VepGf/+3ujPfGqpyZeASkQobPnLH9aXr3Rojmjd1Pcfv/Hnleb4V6L1r1ACUDhg8IsQOFvkt7V6oes5aPv5DfzLhq5efuE//loyHqu8D+3xYyvrudcXQ4HSwWKzP/c7v79tz74KcfwBoO4w9H+jwqx/5RKAghI1gW1cKPDtP/rP547/Q+VZjv07w09+xF+pjn91hgIbkA6a/g6Mv1B8xx/KphEcCSAF0XEY/ToslaBjd92rAv/nsz9TefXeRl/iZz+1vP4bfc2AwRHnS695y32RQGZs3rX3V//Ln5SeUQfgztchUIJpzebPQNdzZS33Vt0EwM/H3Muw+EaRJ8UcXbD5K+vQDrwwM/3b//rpCkv7VGqxN19U/LxYabuDouMw/g2YK3ZbjqMTGh6D9qcr2PRXEwFwDDxd/MJAiTNCZ08ef/H3f6eSzEONiz50JHjsSLBiujzX6p+ELSff9Zx411OpNGCx2f+vP3uxyByQCMD0izD1YvFzPuWv8YkEkAalmBRTQ8UnoeuLRaeBCkv6o+mvXhqwWH7+3z9fNAm5iW+UxPQrqKA5r6ywVddNVrqAbu5lWHwT2p+GtqeL1SrwO198dubOcGUYAzT9WeF2JR8/Fjh2JFiZNJBMvvj7vwMAa+KARAAW34TxFyA6XsJf1dlVPaeuyiKAdHuCMt2XPQAA4dlcFwlZvUWhgYop+Tb6Eo9/aGXfzjCa/nyjgXcv1iwsWSvsTzv0yEef+ZVfL8T055vwsbjA1QIAELqb38/a+e1yX/SIBJAG0XG4+FiuT/bthZaj4GCivotXYPYUxJbzoIHmzxQQc1SMwEN/b/TY/cH9O8OAKBSXBlzvXnRfvuGsXg6IjsPUd2Du5TxMv3sTNB0Ebz97h2W4+4p+xXcGHDxTef3+SAAMOS6Kc2+Cvp82eHzxCky9lcda0eYnoe3p3KWEKqDhp8ZF9+0IP34sUD19/aXG/JL1xLueMxfdFZMXyokDAmdg7pX8Onzs9dD+sDD9IoCIwMj3cuKAiljzggSQHjk2ArU/Ak2H0kSjEZh5GxbO5/FD6+6H5ieh+TOVbf337YgcORBCl7+kAcGlG64zF2sqmQMSAZh7Baa+nXeiv+UotD6Y9rtTb8H8uRxu1SpqAapKAsixEajlQWg9mukJqzMw9RaE7uTxo61eaH4S2n/eMC9Uvta/qz1+5EDo/gOrmOVfH4TClssDrks3XOWeGtJzwNJxdV4nX7g3QdfHRLbWEHdegcBg9reqphagqiSAHPUh7PWw/RezPy3fjJB6XnepAQFLNZaj9e9qj+/fEd63I1zukv3IBBvMAf/yMCy+AYtvFtLWmS7nkxq13/xmTvdpRSx6RAJIj9wbgbIGAfxszZ+D2VOF/DINj4Hv0eVY33/6t18uF+uv+Pv7doQxxW8qXBpwDY46Lt9wlUXjkFIo2r8jvK03WmDgaHFB08FMOR+N2/cqLOWmnltNLUBVSQB5NQL1fg48Pbm97TLMnsr1kKVgbMr+7sWaoVGnOZVhalx02+bo/h1h7OY0P+aXrJdvuAZHnEOjDrMVjbdtjvb3RosQNTYegtYHwZpb3LN0BcZfzfWdq6kFqCoJAHJuBFK8jL6fBldrzuyyJhpQgvqhEcfgqGPDyUAx+v29kW2bo5jkKVOMTdnHp+yDo47xafuGHKdGX6KrLd7dHlPOUhHeUdecXVzrX2UtQNVKAHkpAllc0PU4eLflE2SslQY4GYxP2YdGHWNT9vFp2zqE9ts2Rxt9CeV2RaNfYVCO0/i0bX7JOj5lX1i2Fv1E1bhoV1us0Zdo8iW2bY52tceKFi9aXODbA02H8jD9+Vp/qLoWoGolgAIUgXKsB+hoYOkKzL+Xd4k4PQZHnKthMj5tH5uyr4bJWu7hbZujioPW5Et0tcW62mOY069CDI44AWBhybqwbAUA3fL68Wk7TyIpxl3+bn9vFABqXMmutjgAlErT214Pvj3QdF+uCR8FiQjMnsqp71NG5er+IwFImH4R7nw971e5N0Hr0VxLAjIWr8DC+TwGEQuK9FfDFv5Pfj8DQFdbrMZFJR8tia49ojzg3gS+PdCwN+8XBu/C+Ku5Du3L6PsaND9ZVdfYVpUHa2chrwrdgZE74NsL7Y/k54w07IWGvRBdhvnzEBgq5FxmA9p0ROVAcfl9e/PL9qhhtx/GX81vOkdGNcnAVXEEkAjAe2vo9LK4oOlQ3hkhDv8gBIYgeLcUTIBAlLHdr9sGvr1Q01rQTR2B+fMw+/aafofD15EAqgPv3Q+JwFrPa+tR8O0t/B1WZyAwCMG7easVIhCVE473gLcf3D0F2n0FS1dg8q21FtscnXDgzWq7/LZqPXY717oaLLYM46/CzCloPQp1/fklhRTUtIpDH7wLwTtIBojKh6LS7OkBz6ZCKmqpXv/SleIE09WX/6lmAthVnN2QCg1Y3oKmQ9B0qBAaUODpETfD6gyE+f+bLWITEQKxkRbfXg+u1jV5+hxRPyych8Urxbw7qmkAuOoJoLhsnwzD7Nsw+zb49oJv71r9mhrtTRJdhpgfossQW4bwDCQiEPNj/QBhRrhaweIEqxNcrWCvB0c9uFoL94oM4R+CwODah2wwAqjyCGBnSd526QosXQF7PXj7wbcnjxHiDHDUg6PemFQUblDD4TCEZyA4VngLBAKRk6e8DVyt4GoFq0t9xO4tpGMnL4RnYP48+IdKGBBXJQFUaxF4jY1AOcJeD02HwNNTHCbIEfPnYeo4milESbDlmeLkcHJE8C4EhsA/uB4hb/W1AFVxBGCtA2vdWhuBsiK2rNpiiws8PeDdBu5N4PCW2EHrRwJAlAql9vQVZz94V/1/61YAc3RW5+dpq96jvPZGoNyRDENgUN1HoZTCXK1qZFDcDGkiAndfBkR6TFzfvzTVPTvcHwvXLE12Kw/6OsbcvgVfx1jnzku+jjG8SmkxdTzvQchcDq1i9JXGhw2pb1Vl/geqNwUEAHe+DtMmEH7ifCBKZwWFCEqwXNy+iApCcLHp2luPT1w/EAtn2adod632Hnxn2wMnPA3zeN0MoAxCercVmNhUGhmU/1XGIc3Q0VB9KkBVTwCFKQKt2z3G767MPUXBuwCAhd+spn/0wgP5vrD/6Fu7Hn7V4QrhNcxySnM5oiY/pdWnAlT1BJD7ajBE2WLkwgMXf/zZrF5/hmjgvqf+omvXRbySFY4qWwSGBLBejUCIDUI07L7446d0jr/L6XI6XQAQiYTDkVxzZf1H3zrw+A/wklYyqrIFCKq6CLw+jUCIDbL+//itX+Y1XgDweX1be7fVemr5I0v+pRtDA7nQwOCph6OrNYef+gu8sJWJam0BAgBLVX/wJRoHQ5jJ+ttstgN77jmw5x7Z+iuUcGj/fboH02H0wgMnv/UlvLaViWptAUIC2IWHv/Jw+i+/wK1/raf20P77fF6fcfxrs+3Zkaue6+xw/9mXfg4vbwWirnpTwdVNAFXM/JWK93/8z2eH+7n1P7D7HpfTleH5Lqcr8xN0ccDgqYfxIqMdQAKojAgAU0AVhfHrB4ZOP8Qt+4Hd99hs2atcuRMAAFx89bNyaQGBBIAEUL4EgCmgykE07D7HUjRKbicX6w8A8UQ8rx906rtfwKtdUcAUUJXCWlfNDQAVhmvHn+D9/pu7e3Os7sYT8ZXgSl4/KLTYdO34E3jBMQ2ABIDRH8IUCC428eSPz+vr7sg1SzM2WYjyz+Dph6NhN172SoCjqi1A1RNAHc6CVYT7/5Zwybf2bsvxVSuhlfGCCCAWrhk69RBedowAkAAwAkBsvPs/euGI8nVba3uOyZ+V0MrFq+/H4/HCfigGARUCT1UXApEAkADKHoOnRWtmc0PzOlh/JQiYuL4fL37ZA1NAVQ1MAZU/Jgb2CQJozE4Aa7f+CnjVAVHGqO4UkA0PADg6ITpRDX/o3EzXjSuH52a67gzvBIBNfQMAcO+R45v6ylgJa2myO7TYpHydbuK3FNZf+dHBxaayXhtwZ3jXhXcfAYA7wzvdnkBz63hz6/i9R467PX60/kgA1QFnV8UTwNvHP/Peu49eeOcx+UHln3/z3eea28YffOTlD3/yO+V424/kI/Q/NTt1Y2igiD99dqS/HAlgbqbrb773xQvvPBoKGm8fuveBNz78ie/s3Hem0p2/as8AIwEA1N2/frshN+JW/9affG3gcqZM19x0199897nXf/j0hz/14qc/940y+wNHcu35GRoZKqznJwMmru/vvfedMrpcoaD3b773b1//YZZNGBfeeezCO4/d+8Abz/7yb1ZyNFD1EUDV1wCgkuvAP3nzya/+u5cyW3+Nafjuc1/9lZfmZsrpgsjCDOlmeuOJ+MWr7xfd+gMA1x0qC9wZ3vVf/uP/zGr9ZRr48hdevzNcuX0ynmrXAkACqFgCGLh8/7f+5GtyjJ/w0UQLpY5MK4Du3N711X/3Urnc8zr7uxJcWfIv6UOEhbl333sn9fGiIBauCbIKRBlY/9/8n3du5/fJhoLe//Kb/7NiOaDqU0BVvBFMxtldOqdy9P0jimvp9s37OsY33/tuee2GVe52bv3jXXT1PqB2duwHwXWRZIqMPf4v/+7/Yf7i8OCphy+++ln5EZfTdWCPqgAaT8SHRoamZ6aK9eMWlkPLK2EAaG+uq3GqV/PYL/xxS99geZ0HAKAOGt0G8U6gDrAugWMQrLMkw3n46v/zVHPreKXd+NW6CAwJQIuLjyp14GtvPTFy4Ugoxaezu1b7j761++Efl8sf9NVfeYn7erFeunpfSthzDZzXMnFAc9v4V//oKZPnf68df0KeAeZQ2oGK6/XfmVxaWFadgFq3Y9smtd/0wOM/6D/6lpmvUijo/fIXXtfFgqFjwiFQUHMO7CNpj8TOfWe+/DuVtUPbvRP2vFzllg9TQIo57Fqa7H7jv/3GteNPhIwi+li45trxJ86+9HNlMfz5N999jlv/pMfA+gNANFvuem6667t//hsm/0uXpow1f5b8S8W1/rOLK9z6A8BKKJpIJvnZMPlVeuHr/zWr9QeA8AHIkB4cuHz/T958srxu66XJ7onr+6+99cTg6YcNRLwdOASKXUAAADBy6cPnvpVdFnT0wgPLU90f+oU/MXM6KBT0vv6jn5fvakNQOyRaaIaoHwDefvPJBx9+xcy9gLHV9TC+0Vhiak6/O3o1HKt1O81/tn/y5pNyFwB10NWjBtZfORLJerDOpn2rH/7VFz/4aHm4zLPD/dfeekJXInI3zHfturTtgRNq5y6uA8EIAACWb69c/KuO3H2Kiz9+ysx/zntSc3fSQ+PpeS3pyf5uP/yrL+IJGZ9ZTiTSusbBJVMXgXWfYGQ3JAsNYuemu97TjpKYExdf/ezJb30ptUErtNg0eOrhN/7bb6jaIR5cB1L1BBCaDp/48vlYkOT+ktELD+Q1fLTOOPXWZ/jX8YxRjSWY/d0GLt+fYxdppWIlFFkOhDMdocVGM7v/c9NdEuXT6LY1veGFdx81+ed19qWfy7y2Mxauufjjz5781pdiMdwFUvUEcPUvbsdW8lYFuPjjz5q2GCDb63hLxqfGcnrD13/0dHW7/1nK4O6GBdP+8m/87c/r3P8s5mA5KwE8YuYP69rxJ0Zzc85mh/tPfjUQC8ahulHVBBCaDo++Pik/Uuup3bFt54E99xzYc09bS3tmJ8Lk1h8Akr60zyQxsC7lFPdceDetYEDFY3ZxZTWchSc9PpNKQczNdMld/9RBM0eE9lEg0SxHIhT0mnZOUMn75/78pVuBi392EwmgevH+n2o+/rbW9kP772tvafd5fT6vb+e2nV3pF0uNXjhiwgkgReVNEED6KMWWj/qRabNA9prV0r35SigyPp3W/XfYzd5A8d47mnRNosW49ssdAtfF3M7YbTOmzqNh96m//EWDc26ztbW0b+3dtrm7N1UrcOS1SZ0LiARQLYgF4xOnRcdDc2Pzzq36roD29EEAaLdQmQSrObvqjnxGl+4Om7Rfwtc+VqorGYkNj2fK7TjsVpWEXKvmvDjzWlc9c8a75lx299/Mh2Ho1EOp/bi1ntoj9z6wc9vO7o7u3p5eJbK32TTMffUvbiMBVCMmTmn63Qz3CLpcrkzvcH2/mccCMvR0W5dzzf8YBhYmigBKY3xXQpGhO3MZOn9qXMKX9nWMmfPi6PQbaPqj6hgC2zgp33s5uNiU6o3VemoP7b9PZ+59Xp/uTk/NAyMBVAVmLi3yr9ta2xXxAB2WlpcyxRDm3gmVwaFz5KlcYNoaQCmM79RcYOjOfAbrDwBcBwIA3D6TFoHvDu/I5Wm2CXC9T8r6Xk61/i6n68Due4zPTEoiqJqDgCqOAOT8T5o9gtOzWWRkTL4TihjVLy2hTBP/5YXiivCsRmI3RmZTZ75SUet28BDEtPsAcqFt6zLUnMvvbWtMpg4SDbtT/bCtvdt0vr/MDfoLNR0OTYeRAKoLcven4SapcCQ8tzCX+U2UnVDm+aOatHJdhlOdzmsV9TnWtxdBoSyRTN6ZXLoxPJu150f9oXWqESldEaIEJ97A+rtP5pr651AWyZnIk7u+X5f993l9uWwGlTF+ehYJoIowK+V/XE6XobOQ1fqrbzViIkV4nV6jY7SS3f+iBAGJZHJqLnDt1rQs9ZPV/bda1Bunc9elcrlQ9okiWH8AaG4zlyZoahSeoXkv3X09cWoGCaCa3H9pAMQw+w8AOe4PMVUZQKfbYxsnNq1nU1Nxq88KJgBu+qfmApkz/jo01otyqpkJoEfrqttHiHV5rda/xhMwlSh0cLFJp/Lmcroyu/9ziwYEEMQUUFVh6VaWPG84Eg5HcjoTZtsJde+RNzV37GlQOIDEoOYcZFZ/S8sre82rB9e162K+vUDRWOLO5FIBph8ArFbC8z/17eNmXgicmqtxnwTXRXBdBM/rpADrDwAHtadrw5HqfjVltP4roRXD/RBYA0BkjxONgwmT7YTSEQCJEvdJUvsq1P0NKTj502OytK8Om+99N1/Tv7Acytf0qwFHQy3P/5h8G3BPyj4fEiWOQeIYJMU6XRuO1ASsYT2P48ZQ2pO8fHsFCQDBTkM+avKmKgMcfODNGo8+vrEE15T337TF1IuT+j+Q0z6W2cWVGyMzuef6Dd3/lkahobr54Ltmviw79xU531fjCRx84A2TRwAZCGDg1sBKMK2Vj67EoPqABGCMvNaJGOya2Di4Pf6PfPLF4oYUJt8F6GmYb+nNVAlIJJM3RmbHp/2Fef0c7c113P03/5bQTX3Xixu6ffpzL5jL/TfKvqbr/pyanSriclAkgPKGvdae2dbH43nIBC5Pmkse68OfejE1CCgYDz7yivk/0N2PZNrWOXRnPsf+zkz+r8ve0lArfmI57Af9cPFcgabW8Y986kVT/XW5O15zC3MZkj9IAFUH35Za+Z+6em++2wRjEXMtBXR7/J9/9utFeauevgGzRf2GaOkbTFcJmJoLrN36W62kr6tRtv5mLv9yHHzgzaYiRW+ff/b3TBemGy0ETe3dWAmt3LiF1h8JIMNJ0lr8vNx/MFkKSMEHH325KPW6Z7/0fLl8iAee+IFhO9BKKLL2N9/U0cDV39y+hW1HT5TFNXF7/M/+chE+wQ9/8kUT+gGGq3h09/JKaOXi1ffzvaORACocLfsb5H+O3h1ZSwRgTjz7pefXmAL+9Oe+sanvern8vQ5X6MATP0h9PJGka3znTR2++loxLHL4qe+YPPsvY+e+M2tM4vX0DXz+X33dhH+aYfPF6N2ReCKO1h8JIA+EI+EBFiSuhFaySgAZnEWTTQMo3t+v/+4zBXPAg4+88unPv1Ben2Pvve+kJoK4bk8BsFpJX3ejPPm1++EfF1eAaF1cga8UzAE9fQO//rvPlNe9fHXgypJ/aWp2Ki/r79tahwRQVUGAT/7n9MzUydMnLl59//zFcxXjMigcUEAu6MFHXnn2S18pxz/5wBM/0KkDtTTUWq2FdMHWuOzbNjXLvn/nrkuZq81m5oAde/PuCv3wJ1/89d99xm0y9Tc1TE+fd13yL128+v6NoYG8bmS7xwbVh+olAN+WOsOjU2F/ptvj/6Xnn/uFX34+x76gGk/gua/8UplafwBwuELHnv1jmQMcdmtXa31eHGC1kvbmuh29LbLsc337+H1P/UX5noRf/92nP/fs13M8Bk2t48995Zc+/6++bk7rDwCp61/WdJu0uarTDFq/+tWvVudfnowl756cLl7y4V2PiZeDb9oy8PDH/spuj87NdKXbGtbUOv7BR175ped/yeRjX9nPtC3Ws/+9qcHdkRUv9+W9ta5INB6NJbKa/ramup52H9d74Nb/2LN/XEapf0Ns3XHxyD/7MQBMjm+Jx5zpjsHnn/29f/Wl5zu6Ta2SH1pqynH/e07u4Nba3g93VqEZJJRSqEqEpsM/fubtYr3bsV/443JJDd8Z3jVw+fD8TBffGLVz75lyaffMHdGw+/T/+oKuTrgaiS0sh1ZCUV1jaI3LXuO019e55IQPx+Z73z3wxA/K3frr8JM3n5yf6Rq4om573tR3val1fOe+s+VS9p8d7j/5rS8V6912/1zf7p/bUoVmsBrTXjzoq99SWywBENOuhTKIBvqul1FvT8FQckHXjj8hr4uqcdq7Wuv5P1dCkVq3M8Ob2F2rB574gck1fwrDBx99GQA+DQiAlLbA6kFVdwH1fqRoQV9ZjAVVIXY/8uPH//1/SicUkdn6d+669Ni//b2KtP4IHaqzBaiqIwAA6PpAy8U/vYmnv7LhaZg/9uwfzw73D55+OMflDZvvfbdcZn0Ra0f9ltrqbAGqdgJwt7la9vtmLy2tNX7sHcS7yOwxft9gS9+gsj92drg/tNioKw+09A7Wd4wrT6uwdD9i3TIBSABlhv4nN62dAOo7xvEuKgs4XKHee9/BrE5lMHoRMwFVexmrfRK48wMta28BLrvRUAQCoXpvW2qrdggACQAA4J5/s32N7+BrH8PLiECsdxBQjNTr9ic3VfM1RAKAzg+0dK4hBmzpHcRqIQKxAc77mlOv7jbX5g93IAFUOw7/2u6C2wBMvhcQgajYCGDNqdc9VTn8hQSgh91jO/xruwt5oWsVK4oIxEYRgOEGiFxfvt9X5e4/EoBA5wdaDv9q3hxQFnsBEYiKhMMV6tx1qXCf71f34DVEAhDY/OGOw7+aRy6oc9el/qNv4XVDIDYK/R8o8Aa8599sr+bmHySAtBzw4f92RLcqwBDlLg6MQFQAfB1jBQQBh391NyZ/FFSvGmhmjL4+OfKDvzHcOQcA2z5wYvcjP8Z5UQRiwxENu1/9g9/KfT3AgX+zvf8zPXjdkACyYeDp4J3bsyP9ocXG4FJTaLHR3bDgax/bfPBdNP0IhHkwfv3A6b/8QtanKb0enVU894sEkA+GvwJzr+BlQCDMj6XJ7pPf+lK6OMDuTnQ+2H3Pv9letaJvSAAF+BUvwMQ38DKYBDROEqtlU7Ky1iSJDe+sdUU07B5978jE9f1K5tbuWvW1j9lrVjt3Xer68KP2vp/DS4QEkA8CZ2DgGTS4qUiErJB+23Y8YM365omQFRJ4wnSkAVZ39otiq0v/HFvad6h2Qtr5bai7H4+Y0ZFBpIOzq+x+ZZ3xpXGSDGmMOE2QRMiC5tiMSEAiF+7M4Tm5en9OanEk9VThThKrhiosbg15kNyIylxw78LzhQSQJxwbRgCyHU9GLDRC0pn4IpoDRNUFeRGSiFjXTjBWKSjR0QNxUoszucHMYa0Dax1+3EgAeWMp2udzDBfXpssGPRGy0gSackSZhy7aoxtfyuEkS2QgE4NMGJmSXfm5/zvxM0ICKASrcZ/PkeU5yYglGSWyZU9GLUn2hey8IxAIRhoa2sjMGRaWlbKwnBXnCYtDEEZ6AsD8DxJAQXDWb4PYBcVP5/Zd8eVpQp9eRyAQpQC/0RKBLCTBgwmlbqHSQxkW85AATAGvY5P/VC1eBwSiXEgiNZhwN1htbXiFkADyh6UBs4c5IIfiXmpvSQYYdqdUABKrmdpn9RaNJRIzvSHWjXKxcX2fwouABFAQAXR8sIJttKFRTmd8Lc4ckq2IzDebd/16YJIRY/4wrEsZNwdXBLsQpwVbgJAACkfUAY6oCc6xttils90W7T+JrQw7tRHF9V2cSYvTOGwo+D3jfmsGLtGxSDJiodGN74CwuGvwMCABFI4IuBwQLr5HXmfQAwc2sNYkNsRhRCDyj2DyOJ8yecipsFJ3Qtva+vGDQwJYAwHYvHXRXAmA++m8X0216RYHOHzWWiuxEbA6wdWqeZlnk/afRlq1qzMQnoHAIASG8ENBlDV5ZPVs5PwVZwVOFXnFFpambXjxkQAKR9i7G0IzOvuujqgwh93ipJaGLgAAVytYnWCvB0c9AIDdq36xdtS0Qk0rNOyF6DLcfQXCM/jRICoVcv4qA1twnuAhhdKiLTOEpQEjACSAghEdb20cctev6k+hqxXcPeBqBUe9avTXDY566P0c3Po2xJbx80EgT8gkId+HNE4SIYsVbkIigHXgtEkLVANNi9AADDwDCb/e9Hc+DjWtG/y7Tb0F8+fwI0IgssPqhZ3fRkEIYxLFS5DO9zew/vZ66P3cxlt/ALA48SNCIHJCwg8Dz2QaI0YCQOgx/oLe+gNA69F1zfZkQGAQPyIEIg8OmPo2XgYkgJxhuAzSXm+CoxyB8VexCIxA5Ifp7+A1SAUWgQ396zNpje9GGf3wDMSWIXgX/EOQDJfjRQ2vZhqoi6zmNG4Xi8STSVMPJFttVps9p352Z01apVmLxeJw4r1Z7CAgNICVACSAHBAaMH589m3w9BQhC6QYdGHVliHK0k3JCKyybyXDG+Lpp1pqQ7NraLLjsUQijvNrJYTdabdYSCph2FMIw2azWrVUVO28kprURQLAS2CAeJqDEp6BW98Gbz/UbQNgXf/Bu5on8ChB/hoAQnfW53dPJmg0GhNnPpaISxY5maSxSEx+fjQSp0kU+Skb6D4+jtVgceIVHcE4nHYi/9Nht1jLdsVFZBywHRQJYG333zLMn1u3FkzZGZc9bp2jnWP+BIHQ+8RxfcSW11mSs1gyl+giEleNwxR/bWQcP3EkgFyuirdUoYXkj0eMjHuqh45AmNelzt/zkDmDfy0Thi3nIkre8OBqMCSAXJBnpcjQrPO8Odp0BMKQM7LyB2cIObzgD+adj8J5YCSA3A6KiACizI7HUr7A7DkCYYYIg9MDjyTkL0TdG5cDIwHkGAFMjMxiN8uGg4IlAXaDG95CrBYLkZy/WNzwJNsoca/91yA0BEarvOy2nPZ7JWIh/ChLCrmSka4YbnfY2w9jBIAEkBss9tpEHNXW9EiCLQn6/Kw/aAlF9GY6GifLfphccKW+SThCpuZgNWIZn82vNuiw2/b1t+/t73DaK20VotsxAwC1nhWDo0jiNou/xhk2YiZ/Kgkl4hGg6LukXEZHPV4EJICcbY13U2z1csX8OcRiiyWF0YwnLHPLDgChAzi7ZJuc0xjx6Tnr5VsOs3wclWv6FYSirfx/SwFf7ZjDrkmnuJ0Ldms4FIktB1aVR1p9EYukDGC3xGmycojE1bwfzRoSQK6w+/bCtOkIgFqd/JaMJWwLfmGypxads4tWJW8CQC/erJlftgAApQCQpOrjyj+BAlBaHtWLOrfz0O7u7b0teCbXgqWV7pTHtij/mZj1v3bqZjSWKZ1FCNnUnujfFAUCBAAI6WiOtXhjwLJwzfVRm0U9UTZrkiZM1/Vgb7wPj4FREIly0EaI3PnLmbe/WNqY1GqLJ21UteaOpYBNMdIrq467U06qJlIs71xyUwoA/IOiFJT/U0w9/x8AoEkAoJr/kx4A9kB5WP+OFu++/o7ezgY8jaXG/FLoxLlb80vBzBwAoFh/IGBhTADsQUIo+yexEADCnnr0wKrDlgAAQmBTe7SuJqY8r8Ebs1tV1nFYY6UuuXU+/prVdxg/aySAXHH3u3mbHmKxUOJQOoOiSYc/oHroI9O14QgBCsGI/eKAW9hnotp1SlULL1tsYfFV552qjjz/0CgkuZXXEgEVXCHeg1IgQJOm/8S3b27Z3tvS2eLFQ7h+Hk8scfLsrZGJhewcwCw7pwD2JQBR1CWJWp8nRDyHqFxB2Pf5qwh/MwqEkCP7V+y2JADUOKCvY0V5la82qrCFxQKQyFsLy2q3d/5z1E9EAsgHo99rs9Aot+wJqibEl4LueJwAwOSCJxC0AsD8svPmSI3hHaP660QYcWH3uVknwn5TxUhLLr9gAk4AyoMs26O8E1W9f4lD+H+oyhQs+WPST1xJ9G/f3FLnwW0HG4Pz18bOXxvLwgEECBACQAlYVK/fQkQoIAiAsLCA8QYhhBKFMhiREMLpAoj0QvmdtP9ihAF0R1+4qT4CAA11sRbfKgDYbNTnUXuuLFTwRI2vo/nxa/j5pgJrAMZ44+Xv3353s8uZPHd1LX4ot+GEGV7C0jFEcthlJhZfCFtN+f9o7L/KJSCeT6jMARIT8H+a0vo3+Tz7trVjon/DcWh3d53beeriaLqSAKWKBZdPI6hxrOrQW/iRlp5A+NMpBSCU2XT1EZ5NEreN5jUKkwBVyICC8kvcGKkBUkOynej79y58/Bf/M364SAB5YHxk+MpQ7VrfRbo/lHOvddGpIAn+uOZ7VEMkyjtongdAgQAkAfSPMzJQbjLTWn/M9pjuE+ltafJ5Xjt1IxCKpOMA4ZODMMdEPniq8bdIjyuEQED7KuU/3OBTYMGCerQFDahPoOKZzPQTuZ8tFacu1nveGnmyDz9bA+BCGGPcHbpRhPSamnMh3IpTqnF1qJL2VL/mrgz7ghKqNeuSASeaBymPHSjP9lP5u9Rc1l/p7Xnm04cfOrwVrb/5AjL3Ux/e39vZmD6wTRL1SFHNUWQhp/oopXJyU3k+lU4/FW6Q9BZUuCya51Ce+KSsukUBKM0WAtis1qvn38WPFSOAPLAwPbVW75/5+yLK5aeXSC4+pZRIAYC4oUB3d8jhMZWyQFIMwdwmqg9CzGP9ezsbt/e2YG+PyeG0Wz9ydHuGkoBIO6oZTOZQitNLuK/OI1EijizhiSCWVlLOKAFCLTyQUCoAamQBIq9E1LgBQEkOASGZypkzY3fxM0UCyAPxyBq3bhGte0MgSdUjy5IylEi2Wy0FCw+KSl59SvJHX0VITf3zRqMs4fE6uvzbe1uwwFteOLS7u6PFazglQCnlnZ+E6osBFqoabvVxIkJbXSIIUr+kLNevviWIhA8nA5V1VI+HEgIZXZxYNLowM93Y2oafKaaAsmPo6lpHwFjyhrK2G96qSeRgWVv50v1X+2Bq8keE04TH2KA2HKmxuRJbbKz7v31zyyeO7f78E/ce2t2N1r/s0Nni/exj+5p8HqNEEAtmtVMmhLk0lOd01CqYLhHEkkOahI4mkyS/CYt6maskAgoeC2RSBn3v7ZP4aWIEkBNGbl4v3PMnhDX184QMUfM8IotPQXSCUvmG4j4QZTEC75KQOz9BzhIR6a7jQTlNedP1hdLYs7mrsVLFG6oHdR7nZx/bd+LsrZujsykckJTMrgVEYwIBAkQ6nMBKvSB39zAPn+V4iNb5EeUxIsUK7GwTtZDMuogyHHWLhbx/6p8ee/Kn8NNEAsiO90/9U+G+P+vrJ4oVJ7JjTyQrLk45UNlzAqlQRuUXa3pGtcU0oERXCtuo1H+d27m5q3HH5pYmnxsPUiVBKdendojqigEW1agTlu7neiTiITUZJLJBah6f8pZ/3hENrP+TACt9EUIoJWqCiaWF2MBBmkqA1WKZGL6FHyISQE6YujNSPPdfjAHIrZ9Svp6ffcnkq/UvlutXSEXqm+Y/UAQRcsyw7ml/h93W29mADZ2VDaVDVCcaIRcDeOWKaGtSRHbqpekX7Wkl0q2ivkihAIVRQNs/R+WcD5tDyODxhIMoyo0EkBsiq6HC9l6LsV7V7lPJN5LPLlFNN+WVYSpXBkCn9aOrDGuSP5o5L0LXu+u/t7NRMf14bKoBTT73J47tPv3+iJwOopTyuq8cGRDuthCQO4JA7vqnhEcGxIAYeMu/OgnAgwDmAoEaDpAsQUAS6NmTxw8fewQ/RCSAbI58QabT2P1Xa1aUat1/ygpXciOP7qdS0Hv6ahKJpIz5gj6/VGrrr9h9TPFXIZx2a2o6iNKkRcnKEHUiHUCbCGLRLJFynZqqLcuXEh4oEM2wmOIuScUAwofCcgkCCMC1984iASABZMHZk8cLe6Gx+09TU/PC/Wf9DGKunmq0G4g24SOXApT5XwKUgKrzQ6SJmVJZf7T7CJ4O6mjxvnb6Jk8HCfuemgiS5nfVpL+gAPkLosYNUg8ob/5k/j+wDCnlCnS5BAEWCynGdCcSQKVj7NZgwZFDdvef232N+6/GwnxiRtsRKnX2A2jLyNrhACCU0FLk/9HuI1KhdAedujh6ZXCSJYIIpwHmFQnVT/VLyme5iCbPQ1ioS9j7UEkySDcXpgYHKUEASRsEWC2WtU93IgFUPq6cK3BqXOn7kZp/DN1/PTdoE0OyvRe1X6YLSkRRQRBGqZI/Sl23s8WLdh+RAUcPbO5s8Z44eysai1NKLbyUy+a+lONokVqcCUj9QCLUJXK3jxCYVlM/mphAuRkgNQiQ1KdTb4RIeBU/LySALJifmijY/VeNcgb3H2SBCNC3fvIarlJN4AklOTukaPqLu4mVgotk/ZU+zs4WL6o1IHIOEBs+/8S9r526MTnrZxEAkRJB3PEBiReIrhosWv5BboqjRC4YU8gaBGQYDKYJrAMjAWRDPBqxkAKagOQCb3r3H/TcIL7NWz+5NwSSkoQmO0QkJVCVc9aY/GnyebZvbuls8WL/PqIAOO3WTx7brWgH6RJBVEhAgOgW1XyXgjj5anaIpYJYRohKO2UMgwAQQYCoJetvUYp1YCSALCjE+qtTvqwORgkvCOfo/gNoOkG5brogD53yLTVQCc3X/cckD6K4OLS7u7ez8bVTN4KrUeGgKIebJfTFgDuwNWApLaGCCZjFTxcESNMCfPKYtQ+l3A2EANaBkQAyoRAVIBFvas07Tev+g85c64oDstevWxugeaF4hADkvuixo8Xb2eLt7WxEZx9RdChS0qffHx28OytMMOHjAMp/FbMtzLvUEkoZW4jar1pHppwgtO1ARFdM4GJz+iCAYB0YCSAzrp8/W0DyRzjshIrirb75Rz2WTBmOSPki7eovbesnKwVwkR+iHfcS0oqZMzzM7mNmH1HydNBDh7f0djWcPHc7Fo+r8hCsQY7ofSO15Z+twCOaJqJcggAQQYDUQ2SQArISEluryi8SQEXjneOv5en9E0opEWt+5UXuxCh5o3X/Rc6f8DkCOeujkY4g8mYM5cWKxjShvCpsZPQ7WryY4UGsM3o7G5oe3Xfi3K2Z+QBz3jW+PtVsCyC6xZBUjA6ow4+pQYBmMJgQ6VmskSiFBRLxJOpCIwGkRdC/nKfzLy15UfdwMXk3pvZJqKqbm4P7zye/hL8vqrsi0pX1cCkafYQ5UedxfPLYrnPXxi4OTICmGqzMBtOksjSSnf0UktBuFebDYCwI0IwS85SQui6GtaBqO4Io0PfePomyoEgAxohFI9aca8CK+0+F/w5C4YdXt1RPhho0/+hWd2kVHkSorL6bOvdLU2bA2pvrFIuPQmwIE+K+3d19nY2vvzMYXI1IMytU2itMxBJ4CpSLvIkN9KISQMW3NUEAEDUHxOQnCJsv1ieCbl56HwkACSCtTw+QKwNotB+A2WqNaaca5R9KZLedcQKlqe4/oXI7KKVU854UKED/pqbNnY2Y00eYH00+92ce3fvjfxpYWg5Js8EEAJKUEkKk1k5NECBPCUg5ImqkJ6TU3ojaEc3zPzplCAILM1gHRgJIA2t+PaDq8Bc3zQTEomxm41kOhxr1/htm/5n7n9TtCWDpo609TQd3d3lxuxaifOCyW5/4Zzv/+u8vxuIJIfpMRCcoP+tyEKCpBDBtOCopB7G+f8qnhxUXivDl2dogwEIINgLJwJWQAm/98KV8jL/OJWfzu2xTKdv2Ltb7Ajuawv1nW+6kAIJoC8d8SR4FgNoax8ce3PHQ4S1o/RHlyAGPHNnGXBqNcjTXNmHyJ0IikUiVAKWaRqXasVi0raT9qbRJG6Tvcg/PYsFGICQAY1y/cC6fXJGUoFckrtQYlXK7Lm97VF0c0SakePSKiZe5RH1Mcv+VRb+wpbvx04/u7WrFRD+iXNHV6t2xpRXEpl+Q9gMTKgsf8t1GVBqTZI4UpczaUyonWlU3i7VKE7GBVaoWb+iKbEwBmRd3h27m7P0TkerRdH9K6R1ZyUfXrUM1c8Fy9l+SgyaiyYhAX1fTQ4e3rP81WVwOxeIJ5etoLB6LJTxuEXz4vG4H9hptNIKhiDJ5yz6yYEO92OFut1kb6k008Xdod/ftuwuxeFzeF8zEIVR1B6USoJkJkNWB+KAvIcLoE6Eiyp9PpcXB/BdIJugbL38f68BIAHqshnJdGkdZoMojTSrteZf04MQMlzQjzFpHidiBJ2iBAFDF/SdcCLevu2EdrH8wFFn0h5aWQ4vLwWAourgczPGFHrfT43a2NXuVL1qb6vAslQjRWGLJr3xAkcXl0NJySLehNwNam70et7PW7Wxt9npqHDKRr3MiaFdfy6WbEzzDI2v+y+1AXAkU1K2TamWX7RAmlMtHa4fCpKoxUYlB0gdNAg0sLuJZQgJIubvCqzZLjkVgIf1v1P2pkeZUn0qBqnGDpN4mLcyQm39k97+3xL7/2NTizJx/bHIxGIoU7oGGIjNzfv5Id0dDd0dja1PdRlmZyvPxx6YWxyYX5YucL3Svbaj3tDbX9fW0rH98sHd7x/Xh2Vg8ToyCALkdiG964WqiQimCzRQQo35QNVA3KgUTgFvXr+ChQgIwMOo59YCyw0RE7z8BTacm/5aU49QIwVHxbxGyqidfbv7pavU9fH9JrP/MnP/G7amZuUDuLmQepDK5ODa5qFiZvk3NfT0tmCkqzO4P3527fWe2YG7OgMXl4OJy8MatKYfd1tXRsGNL+7oxgctu7W6rHx6byxQEyFqIrN6r2nyxRNhwKIxw399YH5TA8vwcni4kAD2sltxK4pryLx/V1Xd/qvl8bfcnlUcBpFBBsztebQylvjrXh+4rvvUfvjt3eWCsFDbF2MpcDl4ZGO/b1LxjSzsGBDlft9CN21PDd2bXJa0UH74zO3xntrXZu2Nre3f7ekyW3Ler6/bYPCEgBwFMMZTnf4gUF3ChH+m76tAva/eRXyxCas4OXC4i74F/JIDKx8LMdD6hAtWUf+UEjtL9SeXuT43Fp2JhkmY0TMoaUQBit1v+2cEtLkcxHefhu3PvXR4thcuf1cTcuDV149ZU36aWg3s3YzSQ2et/58LttaR61hIUzsz5PW7nA/duaW0ubbNZXa2zwVuz5A9RsSVGbAET6kBsewC376wyTHS7BRhDiMKBhkioyALZrNZ4LIonDQlAg+/99z/O8ZmsXVk5YMblX5HOF+UBkL/FPX9WIFBb3yiLG/Zta29ucBfx3r58Y3xDzIqGge7Mjk8u7tjavndHFx65FJpM3Lw9dXlgbMMZ6M23r7c2ex+4d0tJI7Y9W9p+8v4IESsDAACSylJJ9VHN1K8UASg3HZN84N8mhFBeRRalYGkqmGWBkkk8bwpwDiBPqENeQrCWQMryFjXjQzV7WyTtB5ZJUtUNqRgXU6iBtDR4DuzoKNav/N6V0Tffvr7h1p9HA5cHxv7+xJXF5RCeJpmhf/T6+xtu/eXf54evv3/jdgmHZjd3NxI1hqZSRlSsCxYlM8In7TVDYcB3cIOc+1GdMUV/hY3aACXK8AAAQDyePHvyOJ46JACBm5fez278lUiUV5+k6V+5/KvJUQJoBoZVi88FsXRrXdRw9UOHipP6D4Yif3/iyo1bppt9X1wOHn/7+u11yXGbH1dujL/59vX1T81ldx0uj/7TmZvRWKIUb+6yW7vbG9haMLHCRTXfGj5IGQpjiSMhLyrvYmL3kXb3vKbJY3kB68BIAHlCqehSws9hyvSv2uApN/WwA0tZ7zLXfqCseKDWftUIYM+2Nm9tEULvxeXQ35+4kns7//qHAu9euP3OhdtVnvb5pzM3zeP4p2JscvHvT1wuUbi2ubNBHZZU06pcMpHJQbBdq2qYoOR4pL0a/BZT86sapS3mnPHbVYkICKFAx0eG0aAhAQhEwjkcccI6fERQyXe/MLeDZ3OU8yaXB8RWML7MmvJ5duWd3TWO/ds7i2L9j5vSqdRh+M5s1XJANJY4/vZ1pV/WzAiGIsffvl4KDuhorpNmI1VNUKLeEdJQvCyfQqhwp+QgW9XcJdIr+Qim5oZVaGZ2YgyNHhKAZNuzCYQwnVqe5OEqz4TvfgEq7bMjotDL9trxTmSNjhCfLKBA9/e3O9fc+aN4bea3/tXMAYr1N218lhqulYIDvLXOhnq3tPWaMLOteltqtpR3+wDfkCp6rLmzJbowgN2L2pBdZIEIhENBQCABcGQdAhDq/zr1N0pTM/4kY/lXk/EE4MNfHqdj55bWtfv+75abPR2+M/veldGqOm/vXRktF+vPOaAU9YC25jqWACKscsvlbwn3uOTbiPtTkoPFp3wJXw0mBgL4Gm2eBQJAUWgkAJ2Dn1v+hxA1I0k0Q11c/Flq8IR05V+R2QQmfEgIAN23vX3tfuU/nblZLr6/jBu3psyfDCmi9R8uwwK4kgsq7nt2tXgli8//h6h9dASkljsiG32dh0VSqwIgskBE7RYlym1rsRBAIAFw3Lp2tZD8jyhPifZ/HiuIyhVrcyZUd8pB7v5s9tXuWrP7f+PW1PqM+JbILFbDYQuGIibsy8o5vgwWt3ero6WeyEuwRfqeSOFA9lIwu9eYkjQViSWeBeKFAovFEsetAEgAHP/w1/+rkPyPknqU8j/cbSHS7hdtXYpIXokUzwLZ1tO49j/k5u0yDmzL2jLmQdK3y/tvvHJjvIjv5rRbGnwesfpLaoZOVwomrOuCbwWgUke1rA1HeZcdFXu5iX4+BwkAkT1DpM//iJhUWvdo1P7PI4O05V8A6nbai5L9L2nyx263lVrMp0Qt5yZzoks7AecrsaZb0UPM9qY6ACJia5AnKw1KwVK912ggQN8bqs0CgZoFSiQSb7z8fTRsKAUBADB09XLm/A9lDjsVM+lUJ//AF7hToULL/Rcu9SOkgaTyL1l79h8AYsWw/opqvKfG2VDvdtitvnpPBumexeVQLBZfXA5FY4mZeb/yTzxOpYbH7Wyod/u8Ho/bUet22u22DEKeilh3NJZYXA4FVyOLy8Elk81gd7TUXb81JWv4i90Y3M2SND6ZipYkHir2vxBWRJBkIdiyeCUOIBQLAEgAWiQTiez5HxAHSEn1qIUAyns4QZIBIint/2wVtrTpS1G2slutfd1NRbHdhfn1bc11rU3e1mZvvoLAyvPZz+1SzM3ickjZMVCAq+hxOyr+sDXUuwuQ5fDVu9uavcrHlJeanrKlBwC6O4TM58ycf3ouMDPvL+w3Ke4F6WypZ9o+ol+HG32mA8cl/xXTzsR9KJu7JFzskxCi2RDACniMAyyK5BbgWhgkgJwIgOv/UBYBqNl8Sf4Tkswvodr2fyEMDZrgVEwn0s2dDcVS/ezb1JJje4ndbuvuaOhub5DtQlGcU4/bqbxnMBQZm1y8fXc2R5fTbrd1dzRW/GHr62nJvdTR3dHQ1d6gbFsr4u/Q2uxtbfYCdEVjibHJhZn5wNjkYo7R244t7cW9IE67pa7GFViNAN+RR8RqF0UiWvXAFFvOWnqUO1FZCKbNAoFGLFoIQRMmzkuB4loYJACGeDRis6Yvh6j7vOT5L6HsbJz/UUa7qNT0Q8SQO+UzihQokH3b2or1hxzcuzlrjN+3qaXodj8dGezY2r5ja3swFLlxeyrr0rEH7t1SDUrRDfXuHVvbM3OAr969paelu6Oh1EUXh926ZVPLlk0t0b2JscmF4btzmWOC7o6GLZtaiv5rNPrcgdWIugGMCI1P7SYwSQIahFyoKPqmyQJRNYerNG+o02RYBkYCyA2E+/ncZZfmv4TLnyn/w8WtJBVo9UXNDe76OlcR7+dHH9xt2Gau2JS+TRuwnMvjdh7cu/ng3s1jk4vDd2dT+/1bm737dnSVWoPePDi4d7PP675yY1zHiEpYtp7LuVKZIBiK3L4zN3x3NvV327Glfd/Okuh4N/rco5OLaikYeKKfbwGjskC05OdT7vjT9FkgwRLA1sIQSgiJrKIeLRBKkQnhix9/KPMkMBVJHFWGVh00p0JdRGgY8slz/k9m/alQi1b/78i+zbu2tJTij5qZ8yvl2YZ6d0O921TbuPjv1tZcx5PUVYjF5ZBSNXHYrQXUYEr9uy0uB4OhqFJqLik9T8z6f/xP10Ex3LzVmn1t4Y+BMpKj/od1ZBOiPCpezP4N0lfsm8rrkwlaU+f5g+//HUYAiMw6EKpPL/a6MFdCs/6FkUH2/A+lPIa1W+0lsv4g8rxmhJl/t3VOBzXUu9chHVfw77Y+P6vJV0spb9xRd60y662sdKGqqdesDBZZIGABAV8gpq6I4V8pC4JZZYAS3AkDgHMA2dI/RD+hDrL+OGha/tn8V0r+RyP/IKu/dbbW4kVGIJx2S63boYqlqB2fKQMBOlkISS8adGPA/AUiu0HFgA6lFKjVao2GcRgYCSDjEIBmABiA7//ikoOy5IOYVASt/CfVKlRJ+y72bmvH649AAECdxykbfWmrFxUtnVpZCHa3qfcfnwgjeokIJh7KhoKVMh3B7DcSAAC89r+/mz4E0AwA8/wPkfZ/kTRkINwTIv6/LP/gdjpbGj14/REIAOho9moFQdXbjUhrwuQFStzKE7EAHlilTSzdE/ED+wah2tgACQCRFhRUh4LNHFJ56SgvAgAQtvGLHUax/iVd/qejvQ4vMAKhoMnn5t6WpA2XNgvEt70wrXVu9LmMtLQjjNUW5PUAsQSWAZAAMkCZSVeOCxeA48PnQvpTWkkhxZ5E4gb+mJz/2bmpBa8xAqGmgNxOXkaTjD6kywJpV8SwRcGEMMV/sSMMNCkjYDViIEDfeOWvkQCqHcM3rqVx/yWTDkJxUD0/kmdBuNMh6T9T0fXPiwLiS8z/IBCGEYCcBWKjlgS0OVhpjbaQYlE7rokkCCe/hN2AFHgND/NASAAAsUg0TQTA3AVGBiI45UEqAWkZPMsAaYIBEaiynCTmfxAIAzQq6yEzZYGkrZHMIyOiJ4OJREtGn0r/Vm4+wm7OpLqIqaqBcwDpobaiKfrPLAqVugpA3hJPxf53UDdQs242dTJYCEgA0L5yEL2ZXQqOzfjHZpbDscTYzDJ/3OtxeT3OnlZvi8+ztasRT8oGIhKLj834x2b8M0tBfzDiD4rWxu7W+nqPU/mMvJ4yGLVz2K1iDFjVBSVcJw4IAUqECBAhYp0GFXpx6ui+MhJMCFGmi4kQlAAKYFFvw4mR21V+fpAAIBGPGbgBRNkorSkAUKEAKsw9t+xyZMBmw/hmarFAmAK1W+3dbV4z25Rrw7Pv3ZyUrYkMfzDsD4Y5Jezpa93d29rdioNd64qxGf+FmxND4wvpn7A8BgAAJy4MtzR49vS27u5rcdrNe8t3tnin5gKUycAp4TefCGOePmHSDpQrRzAyAFUalBD1DRg5CBUvomqIKtXhuckJJICqJ4BYzEAJTlcAIFQ0cMpVJp4sEvoPmgFgRhg8MiBAzDv/FYnFL9ycfO/mZCSah6z/1eGZq8Mz3a31H9jTgzSwPqb/9NW7ckyWPZhbDJ5YHD599e7B7R0P7Okx599V53ZSSomFJV6JUPxXNaJVV4qwKV8x+EtE9pUJdXFFOVUDjgiRaaCEF4iRABAGIFIahxUAlIQOc+uJIimoRAKE5/rVp+gE4LjOOSWUtptSBWFofOG1M0N5mX6dv/nXM8sHt3c+sLfbzG5muSd8Xnt3KIPXn+Xl0fjpK3evDs9+9P5tJqTqWo8TuMHnim9CB0KRhiMEKFEZAtiubZ4ZIkJKjjD9Z/4spgyqKo4SrAFgETgdpAkAPkBItQoQvDrMvsv8f6pvAJVGBygF0tdturz5yQsjP/rJQMHWn+O9mxN//dbV2aUgnqCiY3Yp+Bf/cKlg68/hD4b/+q0rF25Omu0PbPJ5AHhTNRU7M5RYQBnfFWJAbAhAlHX5BIAk4Usl6SCtdDQALM/PVvmhQgIwdP/VgRNeAOBjhExOXBoEUxsT2BoKyfDzrk92QgkBUl/rKtb6l2I5lT/6ycB7N4uWDJ1dDCIHFB1Xh2f+4h8upqvKFIATF4ZfOzNkqr/RyYXKCa/nMhUHdQZTVlLRNYMS5oupCi5yGQCkF7J+PAKEriwvIQFUvbW3pISBTAKIaDrJ2ASJKiQiJYuY+RdTiSDiAO7JKITS3W6u0Puv37q6dqcyNdWAHFBc618KY12it10LOlq8VAxVqtvA1EyQTlaFj+HzW1KeF07RhOCqobwMABSAVLsBRAIAq2EekKX9WRgK8gSAmvPnW0qpVgFC0R1hXKKZBQba0Vxvnr/9tTNDs4slMdPIAUXM/Jx8f6R01HLiwrDZ/mTRWUdFMUANuwmIWS8eYxNJJ05WZlRbiFheVjsNYLNYcRQMCcA4KuBWX5YAAhF+Ci8D5AJAigIEJURMs1Bqt9rM0wD63s3Jq8MzJUwuReP/cGYoEovjeSr8Gsbif/3W1bXXZjLgws3JooeABaOzxcv8L5aGVRduELUsx5Wi2fy9VJkjYiafsKYMVgbg2p+8tUiK4pEAENz2a3cA8KWPUtcBgFQAAPFUsZFaOCd8mgwIENLSaJaVT7NLwZOld/1mF4Onr9zFQ1V4iPbuUEmtPw8E/cGIGf5eh90G0so8QmWLzbR9qFbbB1I0IdS8j5gG4PIPcrYWKCRiMSQAhD73Q3VVXcJ3QGokgLg7oZkAEK9jBQDe0kyhrdEs7v+JCyPr84Mu3JzERFBhGBpfWB/fPBKNn75qCp5u8rlFDE4kW8011uW7Mm0ZQH4h0a9vokKXNxat9p0w1U4A7/3kH1MYgEopfDYCxncA8KVybFE8G0kB9jJJljalANDZagoJoKvDM3mNEZUL2VQYTq7jdbs2PDM249/wP5lPkAiFXf2OryxlANC/kGpFgYTkKOA+dCSAd978+5QckFYDjksLSpO/lO2FIbIEkDwBoG5+0RcATKIAemFwXXvAx2aWzWBcygtXh2eK2PSZkzN0c+N1EXgEANISPjFcb1AGAG0ZQHqhvI2PsBeqezpUaZZEIoEEgNBFALxxgH2pXVHE/le0q3G5Z370KBs051JVQIi3zhSCXGMz/hJ1/mQyZyMzeLLMTNIAcGt8wSSVAEgtA0C6MgDhKi3Aei74hkh5dkBdFimNg6H7jwSQ4v2nqwBrR8BAJIPEpl+e9JElR0T6iEJ7sykkgDbEFl8bnsF2oNzhD0bWn6QBwAztQB1qI5BxGYBoywBsVoA5+pTyjWGULw8zGgcT9zgSAEL4HSDZcbkCTMSaCcIT+/oJYE2ViTejgZqGNMsEwK0NusmHxhbwgJncEF8zU6Am6r6UiqwOUf+t/n/Kt28QTQIIpD0eVOyTIeLNUQoOCcAo8tTwQMYKsG4EjDsj8kIYaX0AMcMEwOxScB3aCg0xNotlgJyv1TqW6DXHYzG44YEaGwUQjr48DcDz+EQe0OFeFvf95XGwTHVg8t5PTiABIHRBAPPthX9hUAEGPgImEpASfxCxzg4A6mtrzPDX3d24Yiw2g5YFWc4uhkzjjKmicKqbT9n2LzbkBZqJTR4ugH4cTCMaBHIdmAJdWqjqwLTaCSAS0h53ecs0aGaA5QxPpgqwbgRMOcUEmptMMQK2zo0lOu8SLXtOZzIW36goDQDublDwwVHnFr0SPN0qiQKp3dVKldhoHIxINyzlSo4iktfWgUl1K0JXOwHMz0xrvQ7C28V4EyefAdbIiTBxEX0FGIjcCsSlaZu9pmgAnV3aSP/OPE0mZoZ5fPANQa20vVJs8VUmMUH2/Qkfy9ePg4G+DszngXmoIKL06ka1E8CKX/g7RA4YlfNF5VEA9v/FDHCuFWAA2uxzQ9UDCcD82PBSjXabEJWGaQDkZQAEpFKcKtGoBgH8huY0IM0DU/k+RTE4PPGSuwFMx5k591wFWg0xKZs45OuF1BlgClTWAiJU7jkz0QgYAmFyNOlcJbYbAFLGwQzrwLwKR+WSAEvM8hIB79VGAkAIb0OjLqhp/VHPjm4GGFJngGURUBameutceHURiPzvSBF/s5qbGl1TWYJRnheA1HlgeTQHuP8PcpyOBICANC1AKSrQ2sQhEU1BfPacUK4ZSiiBtiZ0/xHlAa9n4+fVNXVgFlCn1oE1NybVJH8oEwQifD0kSEoSKpcQQnEnMEJz1rQtQFLhSNSVQDNtKBZWgLyAQjMDXOc2SwQgtu5tBEy4iByhJwD3xhNASh0YDOvAkDoPTPjgl1CLU9ZD8jtSFoTAWWAkANn/J9pF8FRKFOpbgLi/IfwJ7nqAJlYgZqoAt/g2LBbRFvcQJqVJM0QAuttS048ntnMwwS1KCXfW1L0xQhea6tw7bSMQqfo2ICQA7VEjbGxQqTAJ3160AHEtcm7odf2gRO1T5kkhME8FuKXBU4U/GvMwuaPVBB+TdhiYZfm188BUiru5xD8fAUttBGJxgYjcQbtjAAmgutM/RNPMqVEBAmkRvFj7a9ACxFWgJS+DNvtqzfNn9mycd9ndgvmf3IOAjZGNctptGxgjpnHK+DwwkeeBCRDC3DSeyafZGoF0C+IRSAD86Oh7QDWjImqXsXqQUluAKNGwh9wC5K5xmOfP3MA7fFt3Ix6zHLG1a2OulUmLNJTnfETrJmX7HyGlEYhH5JpGIPmfRNDCyvJyNZ80JAAp/aPtASUUdKLhsgoQywjxrlCargWozmM31R+6u691Q3IaZnMtzYxtXY0bUjLZkLORig59sCgXfnnbD6RrBBIyQKwRCLSbYSSnD4YHriIBIOSjJrkWkNoDqvc7uN/PtxQxElH7ENqbzOVV7elr2QDL0tuKZyu/IGDdAyan3baty5xRGk3XCCQa8rgGl9gbI+0QZksigVOFaO6r6iIAEoCw/DSnHlB5XaQUPoAcG3AFEkqAtjTWmuoPddpt6+zoOe22gzs68IjlhQ/s6Vnnn3jvdvN+RnwmR9cIpKx61Iz1ChPPN0aqnaCsNUh0gqIYEBJAKguIRUIENPYf5L0Tmh5QnnbU94DabDaXw2pC47KeGYZ7t3dgD2i+8Hqc68nTpiLpppRsISu+8U48NnyjUwQSW4DBoBOURxPia2jt6qnmY4YEIJx2qe9T0p8ioJEU57EC+6foARXnjfA9MPW1LnMal3Vz97weJ7r/heGhe3vXjTiPrePPyoGNND6T2gikRNTsZuNdeYSIfS/pO0H5HSo6QZV7vKNnMxIAAoRfz1sKqGTX5U2QKl3oe0B5rCr7GqZqAdIEAXt71qcq+9H7+9H9L9grP3Zv7zr8oK1djXv6Ws1+d2oVgZSuPH5HajUdiLzYT9h9KuZ3sAkUCUA6L4RvnhNuPohsP4hVX0wHFPSHC4i8mIj1gNa6Hab9qz96ZFupTfMDe3pQ/mEt2NPXWupEkNNu++iRbWb7w+u0ihQi8s7UCQq8j0/8U7P/XdIE5e+KC2EQVPtfqfYreQtCFFoaAgDtJkgqKgdKD2hHS51p/+oWn+dTH9xZuvff3df6gb09eLrWHEJtK12s5rTb/sUje0wYotVqZ6Gppl2HahQehMo/4Ql/Xq/LOAoAgAth8AaTQ0iiWe6iSexkGAIQbr/YO6rSg8th6uxHd6v3I/eXxPvb3df60fu34bkqCv7FI3tKwQGK9S+b+QxNJyiIdJDwxXT+HBFPYq+nutsasAsIwfyHlCkwzS54ncOgjxtThwAAgJaBAM6evtZPfnBncX1AtP6lsNTF1YcoM+uvSsLxW09aviQvYU0dBVCjdwLatR6auAAJAEGExqBmCgw0VSOhAQrSKaRaSuAlAZO7/xzbuhqLaAs+cv82tP4l4YCH9zxQpOGA7tb6Zz950MzWv8n4d6Mal00W6CXSTUilW1HaDi/dzDxZVO3FYGzPSHXtqaFnIE2B6Z7A+j+1w4UUwGopm+PV4vP83EcPnL5y952rd9diVj56/zbz6QlXDj6wt2dbd+M/vDs0uxQsmEge2NtzcLvZG3NTF1cQ2bsS++D5V2pjHlPzVcc5+SOUaHRdKFOIQAKo7gjIak3Knrtkw7UGPcsUGBUPS+9itZSdfdnT13r66t1bYwuRWDwv0/8BbPhZR6q+OjzzztW7/mAkL9N/7/aOgzvKdSiPEio1WPBVAFLrHpW/rTj6qm+me4QyzUdCqn0lZLUTgNtT618Nyi0GfCUAoXqDnhIr6BXFCeWSswAUwquxsrsgXo/zo/dvi9wbHxpbuDW+cGt8IbMx6m717ulrRaG3dcaevtY9fa2zS8GrwzO3xhcyMIHTbutu9ZZBp39m6684+KrsA9VN58izYGocQDTTOUS6eXECAAnAGATkJS6S809EGYASrcXXrKGWSYJSoElKV0JRM48CZLAaiokBgLEZfzgWn10UOQenw9bq87Q0uHHCa8OjgYfu7Xvo3j5/MOIPRmaWgpGoiNtaGjz1ZSvCWpe6mZKPfKkpHWWjl0j1UKNCgCz9z62/GAau+qWQeAOrh4pQtg5MzvNIvQNSJCCdRKr7BpGfSwld8IfKkQC06R0vAJhVJxKhxm1ej7OSUnC1KZUkeTxT8u0J2xBv8HT5HiaaUgAxiOirEtgFZJDcIdT4EdHwQ6SdX6ljwOoBJARgei6A1xWBKPY9qhkG1pl8qm33p1TzBABcBo8EwNDU2qa19ClnxIAMSFrfQWjMqh2l88shPGQIRDFMPzG4G/X/0t+bVP8caY4MrykSgNPtNhACUg8I136gKawgl4yNGUQ5rlMYASAQxYORF0/kR3RqEKCtAKeLJ5AAEEanDAyEgFICgtRYQT53ZGoeOQCByNMzM+gv4OpbuatBGFh/3cDmsY9/GgkAAWmV4OTSrlqDkg6ToRAQaDqFFpZW8eIiEHmhyefOdJfq3bRcXDnNA+j7IwEAAHRv6ZfOBkkfKqY8Rqjx2WL1J5JUX4VZIASiSD4aye7Xpxh9ahC2g87JQwKoUrhrPUU4AqktQBI9jE4u4q2LQJQqZte4bvobUKcHh74/EoDRSSI5BI/5kgIR5xKDAASi2GY/rV+f4b6m6QN4JIBqxMEHj6ULJmkmjyP9I0T3EAWASSQABGLtkXbKfSfdrSSt55bawI1AAlDQqM4BpHM2aNqTBzlHlAQjAASipPF6gVEEqXplIEwBQSIe15t7WpQDJs7W5JwfrzMCkTsCoexCpyL1n+r90xS6SBniIZQSS7UbQCSALC48pQZnKn1savhCIEAwCEAgcsfkrD+t2df+lxrecsW495EAqgWEFnyEco1VsQyAQOSOidk1BM3phzR1wb3VWvULUfCoFbASImUdmEG1QIc72AyKQKwtAjDo6F/Hux4JoOpBC6eK+eXQSiiKlxCByIr55VAgt2VnBkIs+aCmttoXGSEBpD85a3IyDKgCS8EIRC4YybiHLhslFC1IqAbgQhiw2+2xaEzJ4lB1+RwTl6LsfwiFJCQl6SkRE6irZPheCramNOX8jU4u9m9qxgteOiSTNByKRCLx0v0Ip9PmrnXhpS4tAUwY5UsJIXyTr+RhEcK3wROp44cQoJSq05jKbSwtDwYLBUrA6ar2jxIJANq6eqbvjIC6aZTSJFDCDkuSUgJUVR9kxECUwFOJPnUNn2xVtZH/MTqBZYASYnkxuDS/kkwmS37P2K2NLV4P0kBpEAhF5peCRhE5VXf+UqpuASZs0xdVprwI2w1PCJd+UBiDAFEIBFRKUL7d2bulyq82poDA6V6/PCDqApUI87P+hVn/Olh/AIjHEjMTiwE/iryWBJOza8qU0mzVXVkArqWjCwkAoZwLmu1gZX2HXAhgCa900REORf2LwXX+oQsz/mQS08zFx0jGQLm4vTsdm3uRABBrOG4kr++TNXo3COOkgX8D9m4mk8kA7vssBQHkUQEma71/qx5IANC9ZWtxD1UGtzAQiuCW4KIjHktsyM/FCGCd3X92BxqK9yIZIAEUhOb2zlLFD9SAFgZH5/CaIxBpCCC/BlBakNnnDOKtb0ACQMhWmhRwnrL6//JCsdHJBbzOxcVG9WV6ap148YuLjJ1yRPqKZgkMSE635j0f+CASAAKyRZSGWm/U2NPPfEYpBIKYBSoy6urdlnWXdXTVOBxOO178orr/i5FoPEf/ixBDw56VGDBrhwSgxa57DqWaachyukgaqsj0Kv48zAIV+RBbiLdhvWf6G5rq8MoXmwCyB8c0KzEYPZMYPRvVgJAAAAC6+ramO1nGZ0jWeZZykJSSjNEDkT0dvOzFNse16+mPexs8LrcDL3sREY0lbo7Mri1ST30wUxzvcOIoHxJAbs4GySI5JYcG8gIBQ4lQEghGUB266Ghpr1+fRJDDaW9q8eIFX2f3nwA1dKeIcXBAM8QJyvdcnlq87EgA2iNCDQ9Q9sOUgRMMn1mAs4PIapc7ehrX5ac04dUuAQHkFBbnkOFJfZBmfiYSQNVfBZtNe7aynKjcT2G6KAGzQKWyzt1NpYsDFOtvsaAZKTKisUTW+S/hUclrm4xWONGcvTQEEgAAgMVoMRCRl44ax6HiUXHUiKgEGOQimURVNJZADigFXG5HR09jKTjAVeNA618y9z+33mij8ht31wiVbsSMAwLK01q6uvDKIwGkOWJGZSQiryEl6eMCbY+achQJkcoDJJ9Dj8jfT+/Z0lrc4QBfUx1a/9Ihn4wokVbAU+keS1+mk/ThqLgFqduNNQAkAMVkOJxApIOV6uIbtRITHSUI205TKSHVibk5MhvdIA2Dyj/WFtLW2dDa2bD2UMBV4+ja3NzQhMaiVAiEIjltACYGbhk1epCwqIAa9XHov4EEgGju6paCQ6ILIrWJoEwdZkYpI8OmNHVnzM1RLAWXEJ5a1+Ztbc3tPpvdWpjp7+hu6uhpwoGvkuLK4FR2409UB40SloMlkmdvxAea7xLCvsvvblKDXUC4EEYbW0JKE5DBahfCvk+l5xG16ZPonqnbT8eXyCj/vDw4uXdbO175kqLOW1PnrQmuhMOr0XAoGo3Estp9d62rxo2DvuuEfNwgymNsSigBQhTXnvDtMDpHi0oWX2IOAAKwbd8+vPhIADpjTajGpuueo+EI/WspoSlcoiwIAwBC+WOER6CBYGRy1t+BTeXrEg0oO7ySSRoNx2LxhE5DtKbGAQA43rX+1j+L/IPW9ksmXdABAWVRH8g+mEQI6p5Xgm2gSACG2Lp7790b1wxtPWXmnYCyGFKuI6nVJ6qdGSB8uyRVn0KUpZLyrmBGLzdGZ5EA1hMWC3G5HTgDahYCyG8gRp9EVXwtdVWw+iChVG22I0plTxcXCApBOsAagJIl8DVQ1U+HTBpTVCSGDESluIXnngb7goqOUELZz1AO6ejEIpaCEdWJXMu/LHAm4l6UG/GMk7RyqZeX5uQY/YGHPowfARKA4cnhaSCiTp3wipPc+sPNOqHSd/nxJDKjUPamRM0WqW8SicaxHxSB7n/2e5OwW5L7/tzNF40bkm+vachjuSLpXw4XxoFIAAAA0LdjF3ftJZuu8eJB0xckJfwJN+u6cIH3KRPBJ8L/ELicQxcEAlGBBJBz+VfOnoJOC5rwR/Tt18Jbk25FQgyCBiSAqsbW3fuEc858DWmqUBMcCCPOqrvCAaGExarqeaTsxQR0/og4gfNLQdwVjKhC6x8IRvIK0HX+E9HWg0F0XVO5Y5to3DT1QXcdqnkjAeiQOjYikoZUSuboJwJSk5IpgStIfUYkdYj48hAGAYjqQl6BL7vp1JSsmv2hlBd0dXq9JKUSoHPC7A7c5oYEYGCv1ZMkNf/op8CUTgN9AUovB6TEBWokoFODYO8rCGdkfCEQiuD1R1QJJmf980vBPO9M5eYSrZ+MBYj+lpKFgFJEgQg2/yABpMImtkNQ/UlJFflR/RA1ySiqAESEpanDwBKFGEQL56+N4aeAqBb3P5+Ql40BU3WYi6q5fCI79qxJKFUHQnh1khCQ19eAnwISgP6gib4CovEexCMGRlze+kJTHRd5FoxxB4GUiTLsB0VUCQKhSFbxZx3U5KlRTx0BqowBs1ExFoUrz1aGhJWeDsISR4Q0tLTiB4EEIOBwOEE7PSirQaSadfEUSsQjVNSRla+oKmDColMClLB6ApHKAQCRaBylgRDVgCv5t70J4U8Wh7Owm2o6N3gjhuYRqRGDTxPgdngkABnNXd1Sj4GazmHuBmH/Ye09wvtgTMD7EtjzRHpI6UsghJcVdKMAIi4enMQPAlHZiMYS+Ts6rJqmDgFQeQhARxJy7ZdQKVin8s0Mze24DAAJQBdmaoeBRbePGABmMj6EMEeeKYzIs2DA2ocULlCFJFS1OMNRADU0DkYwCEBUNnIX/9FadjF3oxsCYIG0uAHTTYGJd6DQsbkXPwskAAFfc4t0VIBpioBk4gFYE4JoKZNGAVihKfMogPICJYalWApGVBsKCHO5JhcX0+UBulyF03VbiAYNNTSgOAWGBJAWvdt3qt4+STsLpgYHVOpKls+oNEecshhS5YUMnaAYBCCqwf3Pc/hLvWcUQ666X5QQoMoQgC7jr7sNebJWP0FGYN+hI/hxAKqBGjkbahGAUKCi3UD2M6iiDEpYCzKVHmV9P0B5xkhVjmMFKzbMQtOIS18enNq+uaXir/SCf/X23YWF5dVFfwgAGrzuxvqaLT2Njd6aKvnDp+cDtW6Hp8bZWF+zs6+ltgqUqAsLcIkQX0zpAVUTQepTCNMGVSfEqH7qkrt02AWEBKBBe88mflBEuYioGXxKBBOohp8pQRCpz5MApapUqNgWQwCS6tgKBUqoShtEmjbTQFGGqGCN6Ggscer9O3enluQHp+cD0/OB67dn2prqDuxob6vEFYzT8ysXb0xNzwf4Iyuh6EooqvzhPe2+o/dschS0vKxS3X/ueUmJfcKXwagWX1kFo+0BJfxFhBAK1MJUoKk6pokWD1NAGuy97wHVO2d9m/IoANGPAugmy6X2A6kTVO0YUlwSAlQTzFKlEYgQUixHqVz835ffvKqz/jomeO3U4GunhqbnVyrJ9L92aui1U4Oy9dfh7tTS66cHK3gWpNBTzbZBsiqb1J4nekDVzKqcEWJN/5S9nN+GNXW4DBIjAMOzphwrwpa8sGSOvBZGTeYIbWexFoZ5F1RpVaOUNa6xQUTKMkNAlRSQMSZm/RUZBERjidPvj+Zi46bnA6+dCjTW12zpaeppqy/T9MhKKHp3enng9sxKKJoTOy6vvn568OMf2onuv3RLavx77pYRlQm4o0aIptWCWCgRtTzV/VdfbseFQEgABkfNYqHJpEjzKNl7tc9H9TUoIZCkqhfPWpJ50kh17FllQHk5awRiTgpvBFKKWJQYdiWcvzb2iWO7K+wKX789u7C8mke4sLy6sDx27spYY31NT7uvram2LFJD0/Mr0/Mrd6eW8vpj+Z986+7C1p5GdP9F/ocqahCUL/5VXH4ekfOmOy7UJbZDEp0QKCFUXhWDBIBgsNod8UhYKdJSApAEKuZ8pXXxRIyTUEkUWs4FSf/h/Qlq6p+wcgKVmKZKgoCB4ZkCE0fLq9yYtjXVtTfXemocDfU1JqkYL/hXF5dXg6vRqbmVDEme3K9ShRFA4e4/UTUV1VqcqrUlLWkioF0GT0WaVd0GSSj7mhPGpu070NwhAaQ7dIrPrlSAqTxuLnI+TASC93TyRiDQNgIBDzw1jUCqIhBNGwAAAJy6OPrZx/ZVzHVd8K8WJcGtlIv5P9ua6hx2a2N9jd1ubfTWeGocJc0XLfhXY7GE+r/Lq9FYYu0WP5XtorFExVSDo7HEWmpa0i541kUhtwARHrGLFiB+N1LNDA97K4KDAEgARujs23pn4KrcCSqZcUKl0WCiVAEIy/JTfSOQCAPU9fCEsuICqMTCBCfUrjWDIzm/FLw5OlsxLaGx0pQ3FfubWlVurK+x22wAUOvWUEJmhlgJRYOrUfmfSvo+Fo8XkM8pGIv+1Yrpg7o8OFmY+89NO+/xVzM/lLXicSufpgVIYQ7eAqTWiilp6ehEc4cEkOHUgTDnkh9CWPcnz95I0QCIrI8yAEA1zgbrYFBfzwfKMvsi56+N9XY2VnBrYAlddWavp+fxYmyk+39lDcuOuNInITzpz/16Lu+mWnzKMkKESbQLD4uNY1ILIQDtqAPBgG2gAqoaBFErTURowPHwUT2UXBKOMtFZ9iRKZekISRFIrQPLQkNK3wKhkH5DRSAYqRiFODvSWM5oqJRpuFMXR/JV/tHkfwjX1qXaTZCaVcAqM6jDAlSr0Stk4Az2eyAB4CXgUNQg5MXvIOk16CXhiGrBKaHSuTRWBAIDQQhNuJHht7oyNFUZveGN3hpPFQy7rh097fWVEfMFQpGbI4Xrmqh7YAilhPIFe4ovRbmsM4u85VXAsgoQgBzJq0K8+5WhHwQSgIHTQanwyylQnSScrBYHGkUgKkJOvjhMNAwRIjYTsUFE3pkGhuNgCiLReMXMhW3tbsIDlv0q9VTIVTp9cXStNyOz2ixlSjWLwPhogOjRNlIBIlRoQBAA1IFAAjDEgx/5OPM9hCScOlUoSsBM3lmW89TuhtQHnCwmoKziK3EJqw1nxOXBycrYGLxrSwsGAZnR1lTb015fAX/I5Kw/37Vf+giAD+YTIsbv1XFMygXWxSIwApQQSbGF+1v8HgUAsFix8IkEYIQaj4c7Hprt8EyFUNt5BmJIHYhcB+Z5IjGUIhWt1P4fphfKS1ildqbMAIfd+tDhLVjTznx9KuNvWXvYSkWszGeAhVKLtgJsIAKhbIIUrhkb56+t9+FJQwLI7HtoFYFUH53vAkizGixNHZiVoShfCEO4708IqwZn6UweGV+YnPVXwKVt9NYcvWczHjFD6//ho/2VwY5XhqYm1nZcpREwkGSegZt05m2p8g6pFWBgy7e5vguI5yGQAIxgc7pEpEmk3ZBCGUgSeiZcYUpXBxbnVSoAECLLkaiRrZoTykWd8MS5W5VxkXva65EDDK1/ZUhhr3HySxMByNt9CV+pTdSpeipH5VLmR1sBBs1dTFs6cBkkEkDmk0epbv0LJcxP5+6HVjZa3kwkSY8TsQVMFrMFyrwbopYG0siCyggEI5VTDe5p/EileLto/XVYY+unFANoCgB8JFOoQBPuZVHNEkgqLwXTV4BdNW48ckgAxmjr3sSOH+UCzqq9lurAvI1fXQYAclM/s/tiCIDTAEktAxAhG5Q9Cjh/bawyqsEA0NZU+2HkAIAGb83HP7SzYqz/5Kx/La2f2gBAXwDQLOgT8wFcmotN5SjhNmXCvFKpgABp7cQIAAkgDax2Oz9i6erA2sUAcueZmvZRdaFVX0XovqUrA6juTm4CJSfP3qqYq93orXny0T0VufslR/S013/kaH8l7QI7VYxuBcJGZYwKAOzekkfAhP/PynfqGg7uplEm3AXtPZh+RAJIg5bObn4GKVHnyIlw0EWkyQQKgbLOBN7wQ4i8JwA4Z2QtA2TNAgHAxKx/ZGKxkrIfHznav397RxUetvv2dFdYT9SVoan5pWBR3iprAUAzAkYoj8LlsRtpOxOIR7EIjASQDl29fSLqFGJuKfPAavpe80xgtV95HCyXMgDLCeV6ME9fHKmwvVEHdrR/5Gh/9YwIeNyOjx/buWtLRW1+DoSKVqPi2VS5AEBSCgDSZjDNCJh8q4n0EUveHnvi02jokACMUd/YrB4iXgdOnQdmB5NAykCvbhxMVwZgi4nkvfHsxJPMokCaO62CqsEcbU21n/jQzsqYgcqMnVtaP1FBSX+Ok2dvFaP2y/I9aoWMa/oQng4yKABkHAGjwvvHHlAkgIw4fOwRyQ/RzQPLq39p5nEwSCkD6KYBNC8kula27Lg8OFkZYwG6dNBDh7dUcCjgcTs+crT/8J6uyit9r73xX9x2QgKI3URUVYEmGjuuKQAQSkXiB7TPlrb2udy4DRgJIFc/hB8sTfaQEINxMCrr0EplAMNpACESx0SBqNAEytVFOXHuVkUuEFdCgcqrCuzf3vFUhVa8i5j84Z4QEX3YhIvBUfUxlg5Sb5qUAoCUsxXNRIQAATvv8kAgARhCmQUDkPr91XhAHSQBkZUkrDNZ7TnTlQFYXohI+SDlQKsvpEQzaJZjM2gFJ4J4KHBgR/uTj+6pjIxQT3v9k4/uObCjvVJvmSImf5jnxbWeqbrNUZYAAv0EgL4AwKmBrRDgBYBanw9NnMbc4SVIfw55NZdSysd9iZgDoJQ9S+yBJFSqHAPfJS+Ww7CBAiItmqSqzC0hhOaxr/ry4GRvZ0OF7Q3mqHU7Hjq8ZXp+5eKNyen5lXL8Exq8NYf3dld2n2sRkz8gNYDy4Ri2211dqM1dfbYjnojGCnUKWMr58CXyLHHka2lDw4YRQCY0trXLwaiUiDQsAxBdGYAndnSiQIQpk0gvF9pCajMo5NoMWvGJIDkj9JGj/Ufv2VxehQGP23H0ns2fOLazsq1/sZM/IE/YE36DMWFFeS5AJwEkJgDSFwAASGtHB5o4jAAyweX2aIJRYH483++otgYRseMXqKLnwKZ9KRFyVEqCnwr5INXd176ciC7SvFZWB4KRUxdHHrpva2V/KFt7Grf2NN66u3D99syif9XMv6rH7TiwvWNrT2M13CzFTv7o8z/Scnc2ac8CADWqlgIETYlO3g7PH6W0vacXTRwSQCZ0b9l2Z+Aqj0i51VbTQcpKX7kMQJlXr2SMRGJH8ezVHn92VCljCT6hQuWfpVQHaD6/8M2R2c4Wb8Xsjs9KA6ZNCrU11R7Y0VE9g83nr41NFLUVjed/CMvwgFgCzNJBkt1XEjyUECnnA9IEABEFAEIVHvE2NKKJQwLIhOZ2KUjMUgaQh8XUzb/cjlPKDTwh0ip51c1RviZq/xChqnotZQ5PPrUAOH1xtKPFW+d2VsMHpCSFVkLR68Ozt+/Ob3gGzGG39rTX79zSWnmt/RkwvxwqTQ8C85MIIVzDh/L+OCJLQKvDlOoyeEYhFKhFlA5AKgAQIAcf/BCaOCSATOjdvkvrlgC35ERoDRLV7EtxqtrMKckHsVEvSimf/VImf4maN2IFZEoohQKzQAAQicZfO3Xzs4/tq56PqdbtOLyn6/Cerlt3F27dnd+QgKDBW7NrS2vFrPDNHdFY4rVTN4r+tmImRpTBKG+uVuJmAlKVWFb6VHM+VAkIuAQQkdNEFhwDQwLIhm179uk8Ek0ZQDXmrK2Hr6ZjKx4pl33gw2GsLqDaevUpXLSKjwTTgrNAADC/FDx9cfQDB6pO6ErJC62Eonenlm/dnV+HCkGDt2ZrT1NPe31tta63PHHuViBYZFVaQqQlX1L+R5L2p2JVh6YBVO2jEB3XbMxeHcdhmSC314f2DQkghyiUsKUuwMsAqntOgKheRpIvoQO5xx+Yuo9BMyioZV/V3Ct9QWoDm5JGKjwLBACXByc7Wry9nQ1V+JHVuh27trTs2tKyEopOz69MzwfuTi0XMTvksFvbmmrbmuqq2e4ruDI0tcZlv+kDgHT5H9byI+V/UhtAga9/F5EBkTQc0f1HAsgNdoczHgmLGFR1SZSJX35GdbsBKDf6ks4PF36g/AVEGH1glQFK1UZRRjP5RwAKTp671fTYviopBqRjglp3o9KEs+BfXVxenZ4PLCyvFhAZNHhrGutrGrzuxvqaatas1gSay6FT74+UyO/SSqOT1PwPUKkUoPr6FMTCDl4SVqcBiOr/q53VPVv68RNEAsgOj7d+eTYsuSZUctsJEEqSIJdwgaqtQrwZVLX0XBmU1wmANxGlZoEMAo58UYXFgAxo9NY0emt4R+aCfzUWSywsryqRwaI/JIcIbU11yhftzbV2u7WqKro5okSpf9D2/wDo/HeR/6EanUUiRFk0IwOiRkC5PoSafKX4ISIBZEd9U/Py7LTsmnBREjUxo+Z1WBQgDfAycQfKEzw8LuBz6qxoQImoJ+t6gZhYdP5Hdn4peOLcrYqfDCiMDwAAffmC8dqpG0VP/afmf0QnqEH+h/B9HISAuFM0PT8UNA2gwNuIDnzgQfwQdcBJYAOItTDcPeGLG7nKj7TDS5Wm0q+i5h1BTMpKTVNSaT8MMJlDyhvZQK9ilTdujsxeGZrCzxFRRJy+ODpRQgFaXqsV55/dVTynKsbqNQPAQvmNyfcCpDaAEvT+kQByBF8Lo55NSpnEAw8yuacvi4zz2BRABKiEKT3w48iJhPIFplSzY163db4QnHp/pPL0ohEbhZujs5cHJ0v05qziy9uoubyK1hnSbocHEGs2xPIl7f54TXhB4KFPPIkfJRJAduhHASBFGhr0GyKFxhvhu2K4Gqi8RJituiOgkT2R+tnUCrMayRbeuvDa6ZsVs0EesYGYXw6dLsam3wzZHy75KamuMw1FaQGA2MfK8j88zk5ZyiTIQNnDRAjaOiSA3KAfBYDU+RTCDqdKCTwLJG8glbNATKI85ZjyoyztLWXvRtfSuaYUhCtbKg5RakRjib89ea3Ygj8a95+q/RGsh18iAyaxy7dsgBBLNMr/pJABHxIAVy3WfpAAcgbVud6UagYVgcv5aHwTPqGSmgVihQNxjqU3Atnog7zWYm1BgFIQxk8TUbD1/1EprT8z+CA2fBE+QUmEry/WawDX4zXM/zAXTBbZUt/H4XLhB4oEkCvsDqcBKYB0OoU8NOF9CPJ+GH0WSIQPoh9IkpTWyJvQYpSCFYyMLyAHIArDqYsj80vBUvtamvCail16qvQDAKQG1vpRmZS9exRkF4sCtHVtwg8UCSBXaLYCaLJAvPOH95tps0CgOaxElwXSHFbKZUyExWe7wkQpmNC1BAGATUGIgnDi3K2bI7Ml/RFsgpftfgQAeYiXUu5JidiYcBVGIkR4QSyPT83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diff --git a/studio/assets/openmoji__1F334-C_r9EY6V.js b/studio/assets/openmoji__1F334-C_r9EY6V.js
new file mode 100644
index 0000000000000000000000000000000000000000..bb6b12bbb12f1f90ba3a2a87e97461914eabe878
--- /dev/null
+++ b/studio/assets/openmoji__1F334-C_r9EY6V.js
@@ -0,0 +1 @@
+const 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diff --git a/studio/assets/showcase-0rcgnXMV.js b/studio/assets/showcase-0rcgnXMV.js
new file mode 100644
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+++ b/studio/assets/showcase-0rcgnXMV.js
@@ -0,0 +1 @@
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","m":{"inkvec":{"de1024":0.15813124278120935,"dists":0.013822317123413086,"di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4WlpafvmAAGD+/Pn79u27GfjYbLaBy8fHxzMMI4piR0fH0Fs7PNeAZ8yYcezYsZ07dzY3N9/zaNhisej1ervdPiyh0LDdk9ZoNMuWLfspJa1Wq8FgsNvtj8oUe4DoQdqRSXtdGVAfIuW9pKyTDAj63McBgN/vH/pQ6CEDdF/p5EcIkBQr+Xw+6UKEDOhO0ev18ggaSKSUrjDAFYVHHBDGGAB4nhcEQQYkA7p/uXmULk+xgYQQIsdBfYv0uhVCSEr7y4DuFCn8YRjmwa7yPkKAKIqSAfUhkuthWVYeQX1LIBCQAQ0kLpdLiqfvebL0iAKSXu3V6XT9vZH/qAO6cUFLp/v5r1j+kgH9Rb/R8RADEkVRAnTPE7S/hDwEX3/BGM+ePdvr9d68RjeUgh6KL5ITQhwOh9lslgH99Y1fGYEMSAYkA5IByYBkQDIgGZAsMiAZkAxoyOX/ARFFTlag5S8IAAAAAElFTkSuQmCC","m":{"inkvec":{"de1024":0.08319872054437169,"dists":0.0058402419090271,"dino":0.9998347163200378,"coordinates":384,"geometry_ratio":1.7412587412587412,"paths":3,"bytes":3947,"seconds":0.7003307999984827,"gradients":0},"vtracer-1.0-simplify":{"de1024":0.5740787982940674,"dists":0.041034996509552,"dino":0.9954640865325928,"coordinates":794,"geometry_ratio":2.7762237762237763,"paths":9,"bytes":4355,"seconds":0.0368908999953419,"gradients":0},"trazor-auto":{"de1024":0.31811508536338806,"dists":0.027923285961151123,"dino":0.9973630309104919,"coordinates":866,"geometry_ratio":3.664335664335664,"paths":5,"bytes":6064,"seconds":1.8486791999894194,"gradients":0},"vtracer-default":{"de1024":0.6647294759750366,"dists":0.0257110595703125,"dino":0.9982729554176331,"coordinates":1266,"geometry_ratio":4.426573426573427,"paths":9,"bytes":20297,"seconds":0.021753500011982396,"gradients":0}}}]}]'),E={traced:A,inkvec:e,run:t,date:a,seed:o,cases:s,families:i,gallery_engines:d,engines:r,best_de_wins:n,brands:g,sets:I};export{n as best_de_wins,g as brands,s as cases,a as date,E as default,r as engines,i as families,d as gallery_engines,e as inkvec,t as run,o as seed,I as sets,A as traced};
diff --git a/studio/assets/showcase-Ip4y7DPQ.js b/studio/assets/showcase-Ip4y7DPQ.js
deleted file mode 100644
index 218d9e6930562496f4deaf5ba542bd7ba011da88..0000000000000000000000000000000000000000
--- a/studio/assets/showcase-Ip4y7DPQ.js
+++ /dev/null
@@ -1 +0,0 @@
-const A="crosscompare-competitors-2026-09-25",c="2026-09-25",l="crosscompare-2026-09-15-v1",r=21,e=["brands","fluent-emoji","lucide","material-icons","noto-emoji","openmoji","simple-icons","synthetic","twemoji"],t=[{id:"inkvec",name:"Inkvec",n:21,de_mean:.11598414710412423,de_median:.05346144735813141,dists:.01684944686435518,dino:.9947508147784642,geometry_mean:1.4790657486960306,geometry_median:1.038728897715988,coordinates:467.7142857142857,seconds_median:.564837499987334,seconds_mean:.7060960714283976},{id:"trazor-auto",name:"Trazor (PhenX/Trazor, MIT)",n:21,de_mean:.5182975897831577,de_median:.226552352309227,dists:.04785776989800589,dino:.9711342624255589,geometry_mean:7.6338167938788475,geometry_median:2.0961538461538463,coordinates:1171.7142857142858,seconds_median:1.7459360000211746,seconds_mean:1.7677349666649076},{id:"vtracer-1.0-simplify",name:"VTracer 1.0.0-alpha.4, best flags 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diff --git a/studio/assets/simple-icons__barclays-DPkkTCSL.js b/studio/assets/simple-icons__barclays-DPkkTCSL.js
new file mode 100644
index 0000000000000000000000000000000000000000..157feecb053f297969bb07a4752a783a1ff5d034
--- /dev/null
+++ b/studio/assets/simple-icons__barclays-DPkkTCSL.js
@@ -0,0 +1,9 @@
+const 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+<path d="M173,61c9.65-9.65,29.2-4.69,38.83,2.63c19.01,14.44,7.68,60.2-9.88,72.25c-10.54,7.22-29.4,7.67-41.36,4.76c-7.64-1.86-17.3-7.63-19.59-15.64c53.27-26.64-45.2-92.81-88.31-1.34c-28.51,60.47-16.4,139,7.35,198.81C65.75,336.85,78.27,350.82,83,365c11.37,0,30.21-41.21,38-49c1.87,1.87,5.92,4.61,7,7c7.44,16.39-21.36,56.59-23,71c16.99,8.49,66.35-71.25,71-87c22.4,3.86-5.03,53.47-9.57,64.44C163.2,379.22,134.14,420.81,135,423c.69,1.75,7.94,6.56,9.79,8.04c23.55,18.72,48.03,34.4,75.15,46.08c9.72,4.18,19.73,11.02,30.33,13.38c3.56,.79,9.27-.24,12.73-1.5c24.75-9,59.14-24.27,80-41c7.29-5.85,25.63-22,33-25c0-6.98-17.55-25.72-22-33c-5.4-8.84-11.96-19.21-15.62-28.98c-3.1-8.27-6.27-17.06-9.94-25.06c-1.82-3.95-6.06-32.08,5.56-27.96c.25,.09,1.32,1.42,1.55,1.72c3.99,5.32,6.34,13.82,9.89,19.78c13.8,23.16,28.91,47.22,51.56,62.5c3.38,2.28,3.61,3.73,8,2c-4.75-20.57-27.83-46.49-22.52-68.67c.7-2.92,3.45-10.12,7.52-8.33c0,0,28.27,41.81,36,48c7.9-7.18,13.38-21.4,18.06-30.88c9.86-19.96,18.46-39.83,23.36-61.72c10.81-48.24,10.24-152.9-35.7-183.47c-7.53-5.02-18.93-10.4-27.87-11.88c-19.69-3.26-52.76,7.05-48.46,32.1C357.76,123,367.48,120.97,370,126c-7.97,11.32-19.43,15.16-32.94,15.13c-8.92-.02-15.71-2.37-23.06-7.13c-38.25-24.77-9.04-81.19-35.73-103.55c-11.11-9.3-35.66-15.3-49.79-11.08c-4.28,1.27-5.33,5.77-9.51,6.68c-4.85,1.07-10.69-.34-15.74,.1c-4.22,.37-7.25,2.41-11.17,3.2C179.08,31.95,165.32,47.78,173,61Z" fill="#000000"/>
+</svg>
+`,"trazor-auto":'<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512" width="512" height="512"><!-- Trazor: traced client-side --><path d="M 228 20.2 c 2.4-0.9 7.2-1.1 15-0.8 c 12.2 0.6 25.8 2.7 35.1 11.5 c 5.3 5 8.2 11.8 9.9 18.9 c 1.2 4.5 2.4 15 3.1 25.2 c 0.6 9.6 1.9 21.5 2.9 26.5 a 44.9 44.9 0 0 0 13.4 27 c 5.6 5.6 11.8 9.8 19.6 11.4 c 7.4 1.5 15.2 1.1 22.5-0.4 a 27.4 27.4 0 0 0 20.4-13.8 l 0.2-1.2 l-2.6-0.8 c-4.8-1.5-8.5-5.2-10.7-9.6 c-3.2-6.5-2.1-15.2 1.9-21.2 A 40.1 40.1 0 0 1 395 77.7 A 58.7 58.7 0 0 1 437.9 95 A 157.8 77.8-82.5 0 1 464 284.5 c-6.8 24-17.4 47.4-30.1 68.9 c-2.9 5-5.9 9.7-6.5 10.5 l-1.3 1.5 l-3.6-3.6 c-2-2-7-8-11.3-13.3 c-7.1-9-13.7-18.5-19.1-28.7 l-2.4-4.6 l-2.7 2.5 c-4.5 4-5.2 9.7-4.6 15.4 c 0.4 3.3 2.4 11.5 4.6 18.1 c 2.2 6.6 7.1 18.4 11 26.1 c 3.9 7.8 7.1 14.9 7 15.9 l-0.1 1.7 l-1.9-0.2 c-1.1-0.1-4.1-1.5-6.7-3 c-2.5-1.5-7.9-5.9-11.8-9.6 c-19.2-18.4-33.8-41.8-45.8-65.4 c-3.2-6.4-5.4-9.7-6.4-9.5 a 11 11 0 0 0-6.3 12 a 70.9 18 60.3 0 0 42 90.4 l 8.6 11.9 l-3.4 3.1 c-1.9 1.7-7.9 6.6-13.4 10.9 c-20.4 15.9-42.7 29-65.9 40.3 c-6.9 3.3-17.2 7.9-23 10.2 c-5.7 2.3-12 4.4-13.9 4.7 c-2.5 0.4-6.2-0.5-13.5-3.1 c-5.5-2-19.9-8.6-32-14.6 c-12.2-6.1-27-14.2-33.1-18 c-13.6-8.6-27-18.2-39.2-28.7 l-5.6-4.8 L 140 413 c 14.7-19.7 27.8-40.6 36.6-63.6 c 2.5-6.5 5.5-16 6.6-20.9 c 1.4-6 3.2-14-1.7-19 c-1.2-1.3-2.7-2.3-3.5-2.4 c-0.7 0-4.2 5.5-7.8 12.4 c-11.3 21.7-24.8 43.1-42.3 60.4 c-4.8 4.8-11 10.1-13.8 11.8 c-1.2 0.8-8.1 5.3-8.9 1.6 c-0.1-0.7 2.9-7.6 6.8-15.2 c 3.9-7.7 9-19.5 11.2-26.3 a 21.9 6.7-77.6 0 0 1.2-32.8 l-3.3-3.8 l-4.8 8.4 c-2.7 4.5-8.4 13.2-12.8 19.2 c-4.4 6-10.6 13.6-13.7 16.9 l-5.7 6.1 L 77 354 A 170.1 98.3 80.6 0 1 54 121.9 c 2.1-4.3 5.5-10.4 7.5-13.5 a 61.5 52.1-49 0 1 87.9-18.3 a 20.1 20.1 0 0 1-4.1 32.4 c-2.4 1.3-4.3 2.9-4.3 3.6 a 33.4 33.4 0 0 0 34 15.3 a 37.4 37.4 0 0 0 41-24.7 a 53.3 25.3-68.5 0 0-3.1-52.2 a 37.3 37.3 0 0 0-37.8-5.2 l-2.4 1.4 l-0.8-1.2 c-0.4-0.7-0.7-4-0.5-7.2 c 0.1-4.7 0.8-6.8 3.1-10.2 c 4.5-6.3 12.4-11 19.7-13.5 c 2.9-1 9.8-2.1 15.3-2.5 c 7.6-0.6 10.6-1.2 12.5-2.7 c 1.3-1.1 4.1-2.5 6-3.2 Z" fill="#000000" fill-rule="evenodd"/></svg>'},g={input:A,svg:c};export{g as default,A as input,c as svg};
diff --git a/studio/guide/batch.html b/studio/guide/batch.html
index ed3531637b9db6caeba0256a70e491d5b693f390..0e51449c4e4b25c00d32367e99b16a2e64979c78 100644
--- a/studio/guide/batch.html
+++ b/studio/guide/batch.html
@@ -79,14 +79,12 @@ difference, coordinates, bytes, seconds, destination, message) as a spreadsheet.
 <h2 id="which-settings-a-batch-uses">Which settings a batch uses</h2>
 <p>A batch starts from the controls of your <strong>last trace</strong> in the Vectorize tab, then applies each
 row's preset on top: the settings a preset changes from the defaults (Precision, Speckle floor,
-Trace size, Max colours, Colour merging, the denoiser, Black &amp; white, Line art, Fewer paths) come
+Trace size, Max colours, Colour merging, the denoiser, Black &amp; white, Line art, Fewer paths,
+Editable structure) come
 from the preset, and everything else, the Output settings such as <strong>Minify</strong> and
 <strong>Transparent background</strong> included, comes from your last trace. Set the Output group the way you
 want it in Vectorize before starting a batch.</p>
 <p>Colour groups are never used: they belong to one image.</p>
-<p>In version 0.2.0 the <strong>Editable</strong> preset does not turn on Editable structure in a batch (it is not
-one of the settings listed above). To batch editable SVGs, turn <strong>Editable</strong> on in the Vectorize
-tab, trace any image, and run the batch.</p>
 <p>The batch writes SVGs only. For PNGs, favicons or an asset pack, export each image from Vectorize.</p>
 <h2 id="dropping-files">Dropping files</h2>
 <p>Several files dropped on the window switch to this tab, but are not queued: a batch works on a
diff --git a/studio/guide/export.html b/studio/guide/export.html
index 8a43176e8c8b95668127698d58a4cee13809bd8b..8dd7a6d1707bbe2ffeccade4fe5ebcee54b06009 100644
--- a/studio/guide/export.html
+++ b/studio/guide/export.html
@@ -82,14 +82,14 @@ one.</p>
 <p>Without the asset pack, <code>palette.json</code> is written loose beside the SVG.</p>
 <h3 id="things-to-know">Things to know</h3>
 <ul>
-<li><strong>PNG and favicon files are square.</strong> In version 0.2.0 each PNG is drawn at exactly 512×512,
-  1024×1024 or 2048×2048 pixels, and a drawing that is not square is <strong>stretched</strong> to fill it. For a
-  wide or tall logo, take the SVG and render it at the size you need elsewhere, or trace a square
-  version of the mark for the favicon (see the
+<li><strong>PNGs keep the drawing's proportions.</strong> 512, 1024 and 2048 are widths: a logo twice as wide as
+  it is tall comes out 512×256, 1024×512 and 2048×1024. The favicon files are square, as favicons
+  must be, with a wide or tall drawing centred on a transparent background. A mark that should
+  fill its favicon is best traced from a square crop (see the
   <a href="tutorials/favicon-asset-pack.html">favicon tutorial</a>).</li>
-<li><strong>Snapped colours are not exported.</strong> The fresh trace measures the colours again, so a snap made
-  in the palette does not reach the files. Use <strong>Copy SVG</strong> for a drawing with snapped colours, or
-  set the colour through a colour group (see <a href="palette.html#snapping-an-ink-to-an-exact-colour">the palette</a>).</li>
+<li><strong>Snapped colours are exported.</strong> The fresh trace measures the colours again, and your snaps are
+  applied to it before anything is written, so every file carries the colours on screen (see
+  <a href="palette.html#snapping-an-ink-to-an-exact-colour">the palette</a>).</li>
 <li>The SVG always has the image's full size, whatever size it was traced at.</li>
 </ul>
 <h2 id="copy-svg">Copy SVG</h2>
diff --git a/studio/guide/palette.html b/studio/guide/palette.html
index 745695f15ebfa1132932ca368c04ac7987baafa2..7cf3c256e47432067449c221cd8824ee8ca07a61 100644
--- a/studio/guide/palette.html
+++ b/studio/guide/palette.html
@@ -30,16 +30,16 @@ how much of the canvas it covers, and takes a new colour from the picker or as a
 <p>Snapping rewrites the fills only; it does not trace again, so it is instant and the shapes do not
 change. The ink's row then says <em>snapped</em> with the colour difference between what was measured and
 what you chose. The popover says it plainly: you are overriding a measurement.</p>
-<p>A snap belongs to the drawing on screen. Any new trace measures the colours again and replaces it,
-so snap last. <strong>In version 0.2.0, Export is one of those traces</strong>: it always runs a fresh full
-trace first, and the files it writes carry the measured colours, not the snapped ones. To keep
-snapped colours, use <strong>Copy SVG</strong> (or the comparison card), which take the drawing exactly as it is
-on screen, or give the colours to a <a href="#colour-groups">colour group</a> with a <strong>Custom…</strong> colour, which
-is a setting and survives every trace.</p>
+<p>A snap belongs to the image, not to one trace. Any new trace measures the colours again, and your
+snaps are applied to it as it lands: a moved control, a colour group and Export's own fresh trace
+all keep them, and the files Export writes carry the snapped colours. A snap finds its ink again
+even when the new trace measures it a hair differently; one whose ink is gone (merged into another
+by a colour group, say) is dropped. Snap an ink back to its traced colour to undo it. Opening
+another image starts without snaps.</p>
 <p>A gradient cannot be snapped: it has no single colour. Its row shows how many stops it has.</p>
 <h2 id="paste-a-brand-palette">Paste a brand palette</h2>
-<p><strong>Paste brand palette</strong> takes a list of colours, one per line, as hex (<code>#12443E</code>), RGB or CSS
-custom properties (<code>--brand-green: #12443E;</code>). Each flat ink of the drawing is then matched to the
+<p><strong>Paste brand palette</strong> takes a list of colours, one per line or separated by commas, as hex
+(<code>#12443E</code>), RGB (<code>rgb(207, 198, 180)</code>) or CSS custom properties (<code>--brand-green: #12443E;</code>). Each flat ink of the drawing is then matched to the
 nearest colour you pasted. The preview lists every match with its colour difference: <em>exact</em> when
 the two are indistinguishable, green under 0.5 dE00, gold above. <strong>Snap</strong> applies them all.</p>
 <p>Two things to know:</p>
@@ -47,12 +47,11 @@ the two are indistinguishable, green under 0.5 dE00, gold above. <strong>Snap</s
 <li><em>Every</em> flat ink is snapped to its nearest pasted colour, including inks that are far from all of
   them. Paste every colour the design has (its white and black too), and check the gold rows before
   you press Snap.</li>
-<li>In version 0.2.0, write RGB with spaces, <code>rgb(207 198 180)</code>. Commas also separate colours in the
-  pasted text, so <code>rgb(207, 198, 180)</code> is split apart and misread.</li>
+<li>Hex needs its <code>#</code> unless it has six digits: <code>bad</code> or <code>add</code> are read as words, not colours.</li>
 </ul>
 <p>This is the quickest fix for a logo traced from a JPEG or a screenshot, whose colours carry the
 compression's error: paste the brand's real values and every ink lands on them. Pasted colours are
-snaps, so the note above applies: take the result with <strong>Copy SVG</strong>.</p>
+snaps, so they reach every file Export writes.</p>
 <h2 id="colour-groups">Colour groups</h2>
 <p>A <strong>colour group</strong> is a set of inks you want drawn as one. Unlike a snap, a group re-traces: the
 engine merges the group's colours in the image before tracing, so the shapes between them really
diff --git a/studio/guide/settings.html b/studio/guide/settings.html
index 8a460fc06a68f979bdadd5268f250747741ad3fa..9a4b736c13555dfc2b512203f80f743e8eeac876 100644
--- a/studio/guide/settings.html
+++ b/studio/guide/settings.html
@@ -117,7 +117,7 @@ is one).</p>
 </table>
 <p>On Windows, uninstalling the app also removes both entries.</p>
 <p><strong>Reset settings</strong> puts every preference and the trace controls back to their defaults and clears
-the recent files. It deletes the preferences file, so <strong>your saved presets go too</strong>. Nothing you
+the recent files. <strong>Your saved presets are kept</strong> (forget one from the preset tray), nothing you
 have traced or exported is touched, and the denoiser stays installed.</p>
 <h2 id="privacy">Privacy</h2>
 <p>The last card says what the rest of this guide says too: tracing runs on your own processor, there
diff --git a/studio/guide/troubleshooting.html b/studio/guide/troubleshooting.html
index 7341668e1964d52d38b83f82b5077539bd19c8ba..1cb8e849718099bda9144cc7adc28f715d2ab60b 100644
--- a/studio/guide/troubleshooting.html
+++ b/studio/guide/troubleshooting.html
@@ -51,9 +51,9 @@ and accept the suggestions, or lower <strong>Max colours</strong>.</p>
 <p><strong>The colours are slightly off from the brand's.</strong> The colours written are the ones measured in
 the image, and a JPEG or a screenshot changes them. Use the <a href="settings.html#denoiser">denoiser</a>, and
 <a href="palette.html#paste-a-brand-palette">paste the brand palette</a> to snap each ink to its real value.</p>
-<p><strong>I snapped colours, and the exported files have the old ones.</strong> Export re-traces, which measures
-the colours again. In version 0.2.0, use <strong>Copy SVG</strong> after snapping, or set the colour on a colour
-group with <strong>Custom…</strong>. See <a href="export.html#things-to-know">Export</a>.</p>
+<p><strong>A snapped colour went back to the measured one.</strong> A snap is dropped when its ink is no longer in
+the drawing, for example after a colour group merged it into another ink. Snap the merged ink, or
+give the group a <strong>Custom…</strong> colour.</p>
 <h2 id="the-denoiser">The denoiser</h2>
 <p><strong>The download fails.</strong> The app downloads from <code>huggingface.co</code>. A proxy or firewall that blocks it
 stops the download; the message says why. You can also fetch the model yourself, from
@@ -84,8 +84,9 @@ says so. Re-set the words in a vector editor if they must stay editable.</p>
 even width; brush and calligraphic strokes stay as outlines.</p>
 <p><strong>The draft and the final look different.</strong> A draft is traced small (512 px) for speed. Wait for
 the chip to say <strong>final</strong> before judging or copying.</p>
-<p><strong>Exported PNGs are stretched.</strong> In version 0.2.0 the PNG and favicon files are square. Use the SVG
-for a non-square logo, or trace a square version for the favicon.</p>
+<p><strong>The favicon has space above and below the logo.</strong> Favicons are square; a wide drawing is
+centred in them on a transparent background rather than stretched. Trace a square crop of the mark
+for a favicon that fills its square.</p>
 <h2 id="integrations">Integrations</h2>
 <p><strong>"Vectorize with Inkvec" is not in the right-click menu.</strong> Add it first in
 <a href="settings.html#advanced">Settings, Advanced</a>. On Windows 11 it is under <strong>Show more options</strong>. On
@@ -99,8 +100,8 @@ square to confirm. See <a href="fabricate.html#size">Fabricate</a>.</p>
 <p><strong>Help says the guide is not bundled with this build.</strong> A development or browser build may not
 include it. <strong>Open the online guide</strong> shows the same pages on
 <a href="https://logolabs.github.io/inkvec/studio/">logolabs.github.io/inkvec</a>.</p>
-<p><strong>How do I start over?</strong> Settings, Advanced, <strong>Reset settings</strong>. It deletes your preferences,
-recent files and saved presets, and leaves your files and the denoiser alone.</p>
+<p><strong>How do I start over?</strong> Settings, Advanced, <strong>Reset settings</strong>. It resets your preferences and
+clears the recent files, and keeps your saved presets, your files and the denoiser.</p>
 <h2 id="studio-lite">Studio Lite</h2>
 <p><strong>Where did my file go?</strong> Studio Lite downloads what it saves, into your browser's downloads
 folder.</p>
diff --git a/studio/guide/tutorials/favicon-asset-pack.html b/studio/guide/tutorials/favicon-asset-pack.html
index 881f743f676bab3417dedeb7aa7162d18836fe60..4fe8032a1dea76afc5773a49c1566702557ae8b9 100644
--- a/studio/guide/tutorials/favicon-asset-pack.html
+++ b/studio/guide/tutorials/favicon-asset-pack.html
@@ -16,9 +16,9 @@ SVG, a minified SVG, PNGs at three sizes, a favicon, a palette, and a zip holdin
 README. About five minutes.</p>
 <h2 id="1-start-from-the-right-image">1. Start from the right image</h2>
 <p>A favicon is drawn at 16 by 16 pixels in a browser tab. At that size a wordmark is a grey smudge;
-use the <strong>symbol</strong> on its own. And the export's PNG and favicon files are square (in version 0.2.0
-a non-square drawing is stretched to fill them), so the image should be <strong>square</strong>, with the mark
-centred. If your logo is wide, crop the symbol to a square in any image editor first.</p>
+use the <strong>symbol</strong> on its own. And the favicon files are square (a non-square drawing is centred in
+them, with transparent space around it), so the image should be <strong>square</strong>, with the mark centred.
+If your logo is wide, crop the symbol to a square in any image editor first.</p>
 <p>A PNG with a transparent background is best. A JPEG works too; see
 <a href="jpeg-logo.html">Clean up a JPEG logo</a> first.</p>
 <h2 id="2-open-and-trace-it">2. Open and trace it</h2>
@@ -86,8 +86,8 @@ is, and, if the trace could not recover something (lettering as outlines, JPEG c
 <p>For the colours as CSS custom properties instead, use <strong>Copy all as CSS</strong> in the palette.</p>
 <h2 id="variations">Variations</h2>
 <ul>
-<li><strong>A wide logo as well.</strong> Trace the full logo separately and take its SVG; skip the PNG rows
-  (they would be stretched square) and render PNGs from the SVG in your design tool.</li>
+<li><strong>A wide logo as well.</strong> Trace the full logo separately and export it; its PNGs keep its
+  proportions (512, 1024 and 2048 px wide).</li>
 <li><strong>A dark-mode favicon.</strong> Trace a light version of the mark, or edit the colours in the SVG.</li>
 <li><strong>Only the SVG.</strong> <strong>Copy SVG</strong> at the foot of the rail puts it on the clipboard without writing
   any files.</li>
diff --git a/studio/guide/tutorials/jpeg-logo.html b/studio/guide/tutorials/jpeg-logo.html
index f1d01e2379463c9e28eea4573024f5203b1be3e9..80806ed5400059fdd55fbabdf05ba0bd9e183d45 100644
--- a/studio/guide/tutorials/jpeg-logo.html
+++ b/studio/guide/tutorials/jpeg-logo.html
@@ -73,16 +73,15 @@ lower it, or lower <strong>Precision</strong>.</p>
 still a measurement. If you know the brand's real values:</p>
 <ol>
 <li>In the palette, press <strong>Paste brand palette</strong>.</li>
-<li>Paste the colours, one per line, as hex (<code>#12443E</code>) or CSS variables. Include every colour the
+<li>Paste the colours, one per line, as hex (<code>#12443E</code>), RGB or CSS variables. Include every colour the
    logo uses, white and black too: every ink is matched to its nearest pasted colour.</li>
 <li>Check the preview. A gold figure means a large move; make sure it is the right colour.</li>
 <li>Press <strong>Snap</strong>.</li>
 </ol>
 <h2 id="7-take-it-out">7. Take it out</h2>
-<p>Snapped colours live on the drawing on screen. In version 0.2.0, <strong>Export</strong> re-traces first and
-writes the measured colours, so after snapping use <strong>Copy SVG</strong> and paste the drawing where it is
-going. If you did not snap, <strong>Export</strong> (or <kbd>Ctrl</kbd>+<kbd>E</kbd>) writes the SVG, a minified
-copy, PNGs and an asset pack; see <a href="../export.html">Export</a>.</p>
+<p><strong>Export</strong> (or <kbd>Ctrl</kbd>+<kbd>E</kbd>) writes the SVG, a minified copy, PNGs and an asset
+pack, all in the snapped colours; see <a href="../export.html">Export</a>. <strong>Copy SVG</strong> puts the drawing on the
+clipboard instead.</p>
 <p>The Result tab will still list <em>The source is a JPEG, so these colours carry its compression
 damage</em>. That is a fact about the file you started from, and it goes into the asset pack's README
 so whoever uses the files knows to check the colours.</p>
diff --git a/studio/index.html b/studio/index.html
index 7335d42b5b0c1b3c3bb9224e71f3ee165fe45fd5..fe8c335ced79ae74df0b449bbc961aa605d4412b 100644
--- a/studio/index.html
+++ b/studio/index.html
@@ -11,8 +11,8 @@
     <meta name="description" content="Turn a raster logo into an exact SVG, in your browser. Nothing is uploaded." />
     <link rel="icon" href="./favicon.svg" type="image/svg+xml" />
     <title>Inkvec Studio Lite</title>
-    <script type="module" crossorigin src="./assets/main-x93uzIN_.js"></script>
-    <link rel="stylesheet" crossorigin href="./assets/main-B-nuHqfb.css">
+    <script type="module" crossorigin src="./assets/main-BgAKJhlS.js"></script>
+    <link rel="stylesheet" crossorigin href="./assets/main-B05IhlH9.css">
   </head>
   <body>
     <div id="boot" class="boot" role="status"><span class="bootname">Inkvec Studio Lite</span><span class="bootline">Loading the engine</span></div>
diff --git a/studio/pkg-threads/inkvec_studio_wasm_bg.wasm b/studio/pkg-threads/inkvec_studio_wasm_bg.wasm
index d3999a023c6490dea3caf6df5d2e61f6f68da87a..6b6a383be683e4cf5e50d4c1f1ec43e660ad64d6 100644
--- a/studio/pkg-threads/inkvec_studio_wasm_bg.wasm
+++ b/studio/pkg-threads/inkvec_studio_wasm_bg.wasm
@@ -1,3 +1,3 @@
 version https://git-lfs.github.com/spec/v1
-oid sha256:67a1d3e02862ac5cf96432c9cab180efda6120a619696978d8251722cc3b124b
-size 5263724
+oid sha256:7fdc4f34158ec5410c7bfef518c7038a56810584ffc4c604c7f592e6c59db05b
+size 5271944
diff --git a/studio/pkg-threads/snippets/wasm-bindgen-rayon-38edf6e439f6d70d/src/workerHelpers.js b/studio/pkg-threads/snippets/wasm-bindgen-rayon-38edf6e439f6d70d/src/workerHelpers.js
index 277843275d885de399c696e3041ddb5928d5fb94..84c3e2f1f4f95a7a710462c686816b5e0db44862 100644
--- a/studio/pkg-threads/snippets/wasm-bindgen-rayon-38edf6e439f6d70d/src/workerHelpers.js
+++ b/studio/pkg-threads/snippets/wasm-bindgen-rayon-38edf6e439f6d70d/src/workerHelpers.js
@@ -51,7 +51,7 @@ waitForMsgType(self, 'wasm_bindgen_worker_init').then(async ({ init, receiver })
   // OTOH, even though it can't be inlined, it should be still reasonably
   // cheap since the requested file is already in cache (it was loaded by
   // the main thread).
-  const pkg = await import('../../../inkvec_studio_wasm.js?v=ac6983bde218');
+  const pkg = await import('../../../inkvec_studio_wasm.js?v=59466e3f0f5e');
   await pkg.default(init);
   postMessage({ type: 'wasm_bindgen_worker_ready' });
   pkg.wbg_rayon_start_worker(receiver);
diff --git a/studio/pkg/inkvec_studio_wasm_bg.wasm b/studio/pkg/inkvec_studio_wasm_bg.wasm
index 009182c265da70cf0a1ca41f770f47723cfd6599..87c58229f69dc044519aa0cb5bd830a2f7934971 100644
--- a/studio/pkg/inkvec_studio_wasm_bg.wasm
+++ b/studio/pkg/inkvec_studio_wasm_bg.wasm
@@ -1,3 +1,3 @@
 version https://git-lfs.github.com/spec/v1
-oid sha256:0fb12f99941b3cfa046834d1140f47226148d22ea8f37faad3c1aab2651fe252
-size 5227771
+oid sha256:80db8ca913927522e6208058ca8c904395fff8e42a6763e229c083a227ffd24e
+size 5236204